From 63c3d9537f568a5d1fb2fd3d27427ad4097d69e5 Mon Sep 17 00:00:00 2001
From: 7Wate <zhouzhongping@7wate.com>
Date: Mon, 14 Oct 2024 16:48:38 +0800
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+++ b/.obsidian/plugins/obsidian-excalidraw-plugin/main.js
@@ -1,4 +1,4 @@
 "use strict";var obsidian_module=require("obsidian"),state=require("@codemirror/state"),view=require("@codemirror/view");var LZString=function(){var r=String.fromCharCode,o="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",n="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+-$",e={};function t(r,o){if(!e[r]){e[r]={};for(var n=0;n<r.length;n++)e[r][r.charAt(n)]=n}return e[r][o]}var i={compressToBase64:function(r){if(null==r)return"";var n=i._compress(r,6,function(r){return o.charAt(r)});switch(n.length%4){default:case 0:return n;case 1:return n+"===";case 2:return n+"==";case 3:return n+"="}},decompressFromBase64:function(r){return null==r?"":""==r?null:i._decompress(r.length,32,function(n){return t(o,r.charAt(n))})},compressToUTF16:function(o){return null==o?"":i._compress(o,15,function(o){return r(o+32)})+" "},decompressFromUTF16:function(r){return null==r?"":""==r?null:i._decompress(r.length,16384,function(o){return r.charCodeAt(o)-32})},compressToUint8Array:function(r){for(var o=i.compress(r),n=new Uint8Array(2*o.length),e=0,t=o.length;e<t;e++){var s=o.charCodeAt(e);n[2*e]=s>>>8,n[2*e+1]=s%256}return n},decompressFromUint8Array:function(o){if(null==o)return i.decompress(o);for(var n=new Array(o.length/2),e=0,t=n.length;e<t;e++)n[e]=256*o[2*e]+o[2*e+1];var s=[];return n.forEach(function(o){s.push(r(o))}),i.decompress(s.join(""))},compressToEncodedURIComponent:function(r){return null==r?"":i._compress(r,6,function(r){return n.charAt(r)})},decompressFromEncodedURIComponent:function(r){return null==r?"":""==r?null:(r=r.replace(/ /g,"+"),i._decompress(r.length,32,function(o){return t(n,r.charAt(o))}))},compress:function(o){return i._compress(o,16,function(o){return r(o)})},_compress:function(r,o,n){if(null==r)return"";var e,t,i,s={},u={},a="",p="",c="",l=2,f=3,h=2,d=[],m=0,v=0;for(i=0;i<r.length;i+=1)if(a=r.charAt(i),Object.prototype.hasOwnProperty.call(s,a)||(s[a]=f++,u[a]=!0),p=c+a,Object.prototype.hasOwnProperty.call(s,p))c=p;else{if(Object.prototype.hasOwnProperty.call(u,c)){if(c.charCodeAt(0)<256){for(e=0;e<h;e++)m<<=1,v==o-1?(v=0,d.push(n(m)),m=0):v++;for(t=c.charCodeAt(0),e=0;e<8;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1}else{for(t=1,e=0;e<h;e++)m=m<<1|t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t=0;for(t=c.charCodeAt(0),e=0;e<16;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1}0==--l&&(l=Math.pow(2,h),h++),delete u[c]}else for(t=s[c],e=0;e<h;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1;0==--l&&(l=Math.pow(2,h),h++),s[p]=f++,c=String(a)}if(""!==c){if(Object.prototype.hasOwnProperty.call(u,c)){if(c.charCodeAt(0)<256){for(e=0;e<h;e++)m<<=1,v==o-1?(v=0,d.push(n(m)),m=0):v++;for(t=c.charCodeAt(0),e=0;e<8;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1}else{for(t=1,e=0;e<h;e++)m=m<<1|t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t=0;for(t=c.charCodeAt(0),e=0;e<16;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1}0==--l&&(l=Math.pow(2,h),h++),delete u[c]}else for(t=s[c],e=0;e<h;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1;0==--l&&(l=Math.pow(2,h),h++)}for(t=2,e=0;e<h;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1;for(;;){if(m<<=1,v==o-1){d.push(n(m));break}v++}return d.join("")},decompress:function(r){return null==r?"":""==r?null:i._decompress(r.length,32768,function(o){return r.charCodeAt(o)})},_decompress:function(o,n,e){var t,i,s,u,a,p,c,l=[],f=4,h=4,d=3,m="",v=[],g={val:e(0),position:n,index:1};for(t=0;t<3;t+=1)l[t]=t;for(s=0,a=Math.pow(2,2),p=1;p!=a;)u=g.val&g.position,g.position>>=1,0==g.position&&(g.position=n,g.val=e(g.index++)),s|=(u>0?1:0)*p,p<<=1;switch(s){case 0:for(s=0,a=Math.pow(2,8),p=1;p!=a;)u=g.val&g.position,g.position>>=1,0==g.position&&(g.position=n,g.val=e(g.index++)),s|=(u>0?1:0)*p,p<<=1;c=r(s);break;case 1:for(s=0,a=Math.pow(2,16),p=1;p!=a;)u=g.val&g.position,g.position>>=1,0==g.position&&(g.position=n,g.val=e(g.index++)),s|=(u>0?1:0)*p,p<<=1;c=r(s);break;case 2:return""}for(l[3]=c,i=c,v.push(c);;){if(g.index>o)return"";for(s=0,a=Math.pow(2,d),p=1;p!=a;)u=g.val&g.position,g.position>>=1,0==g.position&&(g.position=n,g.val=e(g.index++)),s|=(u>0?1:0)*p,p<<=1;switch(c=s){case 0:for(s=0,a=Math.pow(2,8),p=1;p!=a;)u=g.val&g.position,g.position>>=1,0==g.position&&(g.position=n,g.val=e(g.index++)),s|=(u>0?1:0)*p,p<<=1;l[h++]=r(s),c=h-1,f--;break;case 1:for(s=0,a=Math.pow(2,16),p=1;p!=a;)u=g.val&g.position,g.position>>=1,0==g.position&&(g.position=n,g.val=e(g.index++)),s|=(u>0?1:0)*p,p<<=1;l[h++]=r(s),c=h-1,f--;break;case 2:return v.join("")}if(0==f&&(f=Math.pow(2,d),d++),l[c])m=l[c];else{if(c!==h)return null;m=i+i.charAt(0)}v.push(m),l[h++]=i+m.charAt(0),i=m,0==--f&&(f=Math.pow(2,d),d++)}}};return i}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
-let EXCALIDRAW_PACKAGES = LZString.decompressFromBase64("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");
+let EXCALIDRAW_PACKAGES = 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 let {react, reactDOM, excalidrawLib} = window.eval.call(window, `(function() {${EXCALIDRAW_PACKAGES};return {react: React, reactDOM: ReactDOM, excalidrawLib: ExcalidrawLib};})();`);
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Interactive-Frame: local URI or internal-link if from Vault"},InternalDragAction:{image:"Insert Image","image-fullsize":"Insert Image @100%",link:"Insert Link",embeddable:"Insert Interactive-Frame"},LinkClickAction:{"active-pane":"Open in current active window","new-pane":"Open in a new adjacent window","popout-window":"Open in a popout window","new-tab":"Open in a new tab","md-properties":"Show the Markdown image-properties dialog (only relevant if you have embedded a markdown document as an image)"}}),processModifiers=(e,t)=>{const n=window.ExcalidrawAutomate.plugin.settings,r=(DEVICE.isMacOS||DEVICE.isIOS?n.modifierKeyConfig.Mac:n.modifierKeyConfig.Win)[t];for(const t of r.rules){const{shift:n,ctrl_cmd:r,alt_opt:i,meta_ctrl:a,result:o}=t;if(isSHIFT(e)===n&&isWinCTRLorMacCMD(e)===r&&isWinALTorMacOPT(e)===i&&isWinMETAorMacCTRL(e)===a)return o}return r.defaultAction},labelCTRL=()=>DEVICE.isIOS||DEVICE.isMacOS?"CMD":"CTRL",labelALT=()=>DEVICE.isIOS||DEVICE.isMacOS?"OPT":"ALT",labelMETA=()=>DEVICE.isIOS||DEVICE.isMacOS?"CTRL":DEVICE.isWindows?"WIN":"META",labelSHIFT=()=>"SHIFT",isWinCTRLorMacCMD=e=>DEVICE.isIOS||DEVICE.isMacOS?e.metaKey:e.ctrlKey,isWinALTorMacOPT=e=>e.altKey,isWinMETAorMacCTRL=e=>DEVICE.isIOS||DEVICE.isMacOS?e.ctrlKey:e.metaKey,isSHIFT=e=>e.shiftKey,setCTRL=(e,t)=>(DEVICE.isIOS||DEVICE.isMacOS?e.metaKey=t:e.ctrlKey=t,e),setALT=(e,t)=>(e.altKey=t,e),setMETA=(e,t)=>(DEVICE.isIOS||DEVICE.isMacOS?e.ctrlKey=t:e.metaKey=t,e),setSHIFT=(e,t)=>(e.shiftKey=t,e),scaleToFullsizeModifier=e=>{const t=window.ExcalidrawAutomate.plugin.settings,n=(DEVICE.isMacOS||DEVICE.isIOS?t.modifierKeyConfig.Mac:t.modifierKeyConfig.Win).InternalDragAction.rules.find((e=>"image-fullsize"===e.result));if(!n)return!1;const{shift:r,ctrl_cmd:i,alt_opt:a,meta_ctrl:o,result:s}=n;return isSHIFT(e)===r&&isWinCTRLorMacCMD(e)===i&&isWinALTorMacOPT(e)===a&&isWinMETAorMacCTRL(e)===o},linkClickModifierType=e=>{const t=processModifiers(e,"LinkClickAction");return DEVICE.isDesktop||"popout-window"!==t?t:"active-pane"},webbrowserDragModifierType=e=>processModifiers(e,"WebBrowserDragAction"),localFileDragModifierType=e=>processModifiers(e,"LocalFileDragAction"),internalDragModifierType=e=>processModifiers(e,"InternalDragAction"),emulateCTRLClickForLinks=e=>({shiftKey:e.shiftKey,ctrlKey:e.ctrlKey||!(DEVICE.isIOS||DEVICE.isMacOS),metaKey:e.metaKey||DEVICE.isIOS||DEVICE.isMacOS,altKey:e.altKey}),emulateKeysForLinkClick=e=>{const t={shiftKey:!1,ctrlKey:!1,metaKey:!1,altKey:!1};if(!e)return t;const n=DEVICE.isMacOS||DEVICE.isIOS?"Mac":"Win",r=window.ExcalidrawAutomate.plugin.settings.modifierKeyConfig,i=r[n]?.LinkClickAction;if(i){const n=i.rules.find((t=>t.result===e));if(!n){const e=i.defaultAction;return emulateKeysForLinkClick(e)}setCTRL(t,n.ctrl_cmd),setALT(t,n.alt_opt),setMETA(t,n.meta_ctrl),setSHIFT(t,n.shift)}return t},anyModifierKeysPressed=e=>e.shiftKey||e.ctrlKey||e.metaKey||e.altKey;function modifierLabel(e,t){const n="Mac"===t||void 0===t&&(DEVICE.isIOS||DEVICE.isMacOS);return e.map((e=>{switch(e){case"Mod":return n?"CMD":"CTRL";case"Ctrl":return"CTRL";case"Meta":return n?"CMD":"WIN";case"Shift":return"SHIFT";case"Alt":return n?"OPTION":"ALT";default:return e}})).join("+")}var en={CONVERT_URL_TO_FILE:"Save image from URL to local file",UNZIP_CURRENT_FILE:"Decompress current Excalidraw file",ZIP_CURRENT_FILE:"Compress current Excalidraw file",PUBLISH_SVG_CHECK:"Obsidian Publish: Find SVG and PNG exports that are out of date",EMBEDDABLE_PROPERTIES:"Embeddable Properties",EMBEDDABLE_RELATIVE_ZOOM:"Scale selected embeddable elements to 100% relative to the current canvas zoom",OPEN_IMAGE_SOURCE:"Open Excalidraw drawing",INSTALL_SCRIPT:"Install the script",UPDATE_SCRIPT:"Update available - Click to install",CHECKING_SCRIPT:"Checking for newer version - Click to reinstall",UNABLETOCHECK_SCRIPT:"Update check failed - Click to reinstall",UPTODATE_SCRIPT:"Script is up to date - Click to reinstall",OPEN_AS_EXCALIDRAW:"Open as Excalidraw Drawing",TOGGLE_MODE:"Toggle between Excalidraw and Markdown mode",CONVERT_NOTE_TO_EXCALIDRAW:"Convert markdown note to Excalidraw Drawing",CONVERT_EXCALIDRAW:"Convert *.excalidraw to *.md files",CREATE_NEW:"Create new drawing",CONVERT_FILE_KEEP_EXT:"*.excalidraw => *.excalidraw.md",CONVERT_FILE_REPLACE_EXT:"*.excalidraw => *.md (Logseq compatibility)",DOWNLOAD_LIBRARY:"Export stencil library as an *.excalidrawlib file",OPEN_EXISTING_NEW_PANE:"Open existing drawing - IN A NEW PANE",OPEN_EXISTING_ACTIVE_PANE:"Open existing drawing - IN THE CURRENT ACTIVE PANE",TRANSCLUDE:"Embed a drawing",TRANSCLUDE_MOST_RECENT:"Embed the most recently edited drawing",TOGGLE_LEFTHANDED_MODE:"Toggle left-handed mode",TOGGLE_SPLASHSCREEN:"Show splash screen in new drawings",FLIP_IMAGE:"Open the back-of-the-note of the selected excalidraw image",NEW_IN_NEW_PANE:"Create new drawing - IN AN ADJACENT WINDOW",NEW_IN_NEW_TAB:"Create new drawing - IN A NEW TAB",NEW_IN_ACTIVE_PANE:"Create new drawing - IN THE CURRENT ACTIVE WINDOW",NEW_IN_POPOUT_WINDOW:"Create new drawing - IN A POPOUT WINDOW",NEW_IN_NEW_PANE_EMBED:"Create new drawing - IN AN ADJACENT WINDOW - and embed into active document",NEW_IN_NEW_TAB_EMBED:"Create new drawing - IN A NEW TAB - and embed into active document",NEW_IN_ACTIVE_PANE_EMBED:"Create new drawing - IN THE CURRENT ACTIVE WINDOW - and embed into active document",NEW_IN_POPOUT_WINDOW_EMBED:"Create new drawing - IN A POPOUT WINDOW - and embed into active document",TOGGLE_LOCK:"Toggle Text Element between edit RAW and PREVIEW",DELETE_FILE:"Delete selected image or Markdown file from Obsidian Vault",COPY_ELEMENT_LINK:"Copy [[link]] for selected element(s)",COPY_DRAWING_LINK:"Copy ![[embed link]] for this drawing",INSERT_LINK_TO_ELEMENT:`Copy [[link]] for selected element to clipboard. ${labelCTRL()}+CLICK to copy 'group=' link. SHIFT+CLICK to copy an 'area=' link.`,INSERT_LINK_TO_ELEMENT_GROUP:"Copy 'group=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_AREA:"Copy 'area=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_FRAME:"Copy 'frame=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_FRAME_CLIPPED:"Copy 'clippedframe=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_NORMAL:"Copy [[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_ERROR:"Select a single element in the scene",INSERT_LINK_TO_ELEMENT_READY:"Link is READY and available on the clipboard",INSERT_LINK:"Insert link to file",INSERT_COMMAND:"Insert Obsidian Command as a link",INSERT_IMAGE:"Insert image or Excalidraw drawing from your vault",IMPORT_SVG:"Import an SVG file as Excalidraw strokes (limited SVG support, TEXT currently not supported)",IMPORT_SVG_CONTEXTMENU:"Convert SVG to strokes - with limitations",INSERT_MD:"Insert markdown file from vault",INSERT_PDF:"Insert PDF file from vault",UNIVERSAL_ADD_FILE:"Insert ANY file",INSERT_CARD:"Add back-of-note card",CONVERT_CARD_TO_FILE:"Move back-of-note card to File",ERROR_TRY_AGAIN:"Please try again.",PASTE_CODEBLOCK:"Paste code block",INSERT_LATEX:"Insert LaTeX formula (e.g. \\binom{n}{k} = \\frac{n!}{k!(n-k)!}).",ENTER_LATEX:"Enter a valid LaTeX expression",READ_RELEASE_NOTES:"Read latest release notes",RUN_OCR:"OCR full drawing: Grab text from freedraw + images to clipboard and doc.props",RERUN_OCR:"OCR full drawing re-run: Grab text from freedraw + images to clipboard and doc.props",RUN_OCR_ELEMENTS:"OCR selected elements: Grab text from freedraw + images to clipboard",TRAY_MODE:"Toggle property-panel tray-mode",SEARCH:"Search for text in drawing",CROP_PAGE:"Crop and mask selected page",CROP_IMAGE:"Crop and mask image",ANNOTATE_IMAGE:"Annotate image in Excalidraw",INSERT_ACTIVE_PDF_PAGE_AS_IMAGE:"Insert active PDF page as image",RESET_IMG_TO_100:"Set selected image element size to 100% of original",RESET_IMG_ASPECT_RATIO:"Reset selected image element aspect ratio",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",NO_SEARCH_RESULT:"Didn't find a matching element in the drawing",FORCE_SAVE_ABORTED:"Force Save aborted because saving is in progress",LINKLIST_SECOND_ORDER_LINK:"Second Order Link",MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT_TITLE:"Customize the Embedded File link",MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT:"Do not add [[square brackets]] around the filename!<br>For markdown-page images follow this format when editing your link: <mark>filename#^blockref|WIDTHxMAXHEIGHT</mark><br>You can anchor Excalidraw images to 100% of their size by adding <code>|100%</code> to the end of the link.<br>You can change the PDF page by changing <code>#page=1</code> to <code>#page=2</code> etc.<br>PDF rect crop values are: <code>left, bottom, right, top</code>. Eg.: <code>#rect=0,0,500,500</code><br>",FRAME_CLIPPING_ENABLED:"Frame Rendering: Enabled",FRAME_CLIPPING_DISABLED:"Frame Rendering: Disabled",ARROW_BINDING_INVERSE_MODE:"Inverted Mode: Default arrow binding is now disabled. Use CTRL/CMD to temporarily enable binding when needed.",ARROW_BINDING_NORMAL_MODE:"Normal Mode: Arrow binding is now enabled. Use CTRL/CMD to temporarily disable binding when needed.",EXPORT_FILENAME_PROMPT:"Please provide filename",EXPORT_FILENAME_PROMPT_PLACEHOLDER:"filename, leave blank to cancel action",WARNING_SERIOUS_ERROR:"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.",ARIA_LABEL_TRAY_MODE:"Tray-mode offers an alternative, more spacious canvas",MASK_FILE_NOTICE:"This is a mask file. It is used to crop images and mask out parts of the image. Press and hold notice to open the help video.",INSTALL_SCRIPT_BUTTON:"Install or update Excalidraw Scripts",OPEN_AS_MD:"Open as Markdown",EXPORT_IMAGE:"Export Image",OPEN_LINK:"Open selected text as link\n(SHIFT+CLICK to open in a new pane)",EXPORT_EXCALIDRAW:"Export to an .Excalidraw file",LINK_BUTTON_CLICK_NO_TEXT:"Select an element that contains an internal or external link.\n",LINEAR_ELEMENT_LINK_CLICK_ERROR:"Arrow- and Line-Element links cannot be navigated by "+labelCTRL()+" + CLICKing on the element because that also activates the line editor.\nUse the right-click context menu to open the link, or click the link indicator in the top right corner of the element.\n",FILENAME_INVALID_CHARS:'File name cannot contain any of the following characters: * " \\ < > : | ? #',FORCE_SAVE:"Save (will also update transclusions)",RAW:"Change to PREVIEW mode (only affects text-elements with links or transclusions)",PARSED:"Change to RAW mode (only affects text-elements with links or transclusions)",NOFILE:"Excalidraw (no file)",COMPATIBILITY_MODE:"*.excalidraw file opened in compatibility mode. Convert to new format for full plugin functionality.",CONVERT_FILE:"Convert to new format",BACKUP_AVAILABLE:"We encountered an error while loading your drawing. This might have occurred if Obsidian unexpectedly closed during a save operation. For example, if you accidentally closed Obsidian on your mobile device while saving.<br><br><b>GOOD NEWS:</b> Fortunately, a local backup is available. However, please note that if you last modified this drawing on a different device (e.g., tablet) and you are now on your desktop, that other device likely has a more recent backup.<br><br>I recommend trying to open the drawing on your other device first and restore the backup from its local storage.<br><br>Would you like to load the backup?",BACKUP_RESTORED:"Backup restored",CACHE_NOT_READY:"I apologize for the inconvenience, but an error occurred while loading your file.<br><br><mark>Having a little patience can save you a lot of time...</mark><br><br>The plugin has a backup cache, but it appears that you have just started Obsidian. Initializing the Backup Cache may take some time, usually up to a minute or more depending on your device's performance. You will receive a notification in the top right corner when the cache initialization is complete.<br><br>Please press OK to attempt loading the file again and check if the cache has finished initializing. If you see a completely empty file behind this message, I recommend waiting until the backup cache is ready before proceeding. Alternatively, you can choose Cancel to manually correct your file.<br>",OBSIDIAN_TOOLS_PANEL:"Obsidian Tools Panel",ERROR_SAVING_IMAGE:"Unknown error occurred while fetching the image. It could be that for some reason the image is not available or rejected the fetch request from Obsidian",WARNING_PASTING_ELEMENT_AS_TEXT:"PASTING EXCALIDRAW ELEMENTS AS A TEXT ELEMENT IS NOT ALLOWED",USE_INSERT_FILE_MODAL:"Use 'Insert Any File' to embed a markdown note",RECURSIVE_INSERT_ERROR:"You may not recursively insert part of an image into the same image as it would create an infinite loop",CONVERT_TO_MARKDOWN:"Convert to file...",SELECT_TEXTELEMENT_ONLY:"Select text element only (not container)",REMOVE_LINK:"Remove text element link",LASER_ON:"Enable laser pointer",LASER_OFF:"Disable laser pointer",WELCOME_RANK_NEXT:"more drawings until the next rank!",WELCOME_RANK_LEGENDARY:"You're at the top. Keep on being legendary!",WELCOME_COMMAND_PALETTE:'Type "Excalidraw" in the Command Palette',WELCOME_OBSIDIAN_MENU:"Explore the Obsidian Menu in the top right",WELCOME_SCRIPT_LIBRARY:"Visit the Script Library",WELCOME_HELP_MENU:"Find help in the hamburger-menu",WELCOME_YOUTUBE_ARIA:"Visual PKM YouTube Channel",WELCOME_YOUTUBE_LINK:"Check out the Visual PKM YouTube channel.",WELCOME_DISCORD_ARIA:"Join the Discord Server",WELCOME_DISCORD_LINK:"Join the Discord Server",WELCOME_TWITTER_ARIA:"Follow me on Twitter",WELCOME_TWITTER_LINK:"Follow me on Twitter",WELCOME_LEARN_ARIA:"Learn Visual PKM",WELCOME_LEARN_LINK:"Sign up for the Visual Thinking Workshop",WELCOME_DONATE_ARIA:"Donate to support Excalidraw-Obsidian",WELCOME_DONATE_LINK:'Say "Thank You" & support the plugin.',SAVE_IS_TAKING_LONG:"Saving your previous file is taking a long time. Please wait...",SAVE_IS_TAKING_VERY_LONG:"For better performance, consider splitting large drawings into several smaller files.",RELEASE_NOTES_NAME:"Display Release Notes after update",RELEASE_NOTES_DESC:"<b><u>Toggle ON:</u></b> Display release notes each time you update Excalidraw to a newer version.<br><b><u>Toggle OFF:</u></b> Silent mode. You can still read release notes on <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases'>GitHub</a>.",NEWVERSION_NOTIFICATION_NAME:"Plugin update notification",NEWVERSION_NOTIFICATION_DESC:"<b><u>Toggle ON:</u></b> Show a notification when a new version of the plugin is available.<br><b><u>Toggle OFF:</u></b> Silent mode. You need to check for plugin updates in Community Plugins.",BASIC_HEAD:"Basic",BASIC_DESC:'In the "Basic" settings, you can configure options such as displaying release notes after updates, receiving plugin update notifications, setting the default location for new drawings, specifying the Excalidraw folder for embedding drawings into active documents, defining an Excalidraw template file, and designating an Excalidraw Automate script folder for managing automation scripts.',FOLDER_NAME:"Excalidraw folder",FOLDER_DESC:"Default location for new drawings. If empty, drawings will be created in the Vault root.",CROP_PREFIX_NAME:"Crop file prefix",CROP_PREFIX_DESC:"The first part of the filename for new drawings created when cropping an image. If empty the default 'cropped_' will be used.",ANNOTATE_PREFIX_NAME:"Annotation file prefix",ANNOTATE_PREFIX_DESC:"The first part of the filename for new drawings created when annotating an image. If empty the default 'annotated_' will be used.",ANNOTATE_PRESERVE_SIZE_NAME:"Preserve image size when annotating",ANNOTATE_PRESERVE_SIZE_DESC:"When annotating an image in markdown the replacment image link will include the width of the original image.",CROP_FOLDER_NAME:"Crop file folder",CROP_FOLDER_DESC:"Default location for new drawings created when cropping an image. If empty, drawings will be created following the Vault attachments settings.",ANNOTATE_FOLDER_NAME:"Image annotation file folder",ANNOTATE_FOLDER_DESC:"Default location for new drawings created when annotating an image. If empty, drawings will be created following the Vault attachments settings.",FOLDER_EMBED_NAME:"Use Excalidraw folder when embedding a drawing into the active document",FOLDER_EMBED_DESC:"Define which folder to place the newly inserted drawing into when using the command palette action: 'Create a new drawing and embed into active document'.<br><b><u>Toggle ON:</u></b> Use Excalidraw folder<br><b><u>Toggle OFF:</u></b> Use the attachments folder defined in Obsidian settings.",TEMPLATE_NAME:"Excalidraw template file or folder",TEMPLATE_DESC:"Full filepath or folderpath to the Excalidraw template.<br><b>Template File:</b>E.g.: If your template is in the default Excalidraw folder and its name is Template.md, the setting would be: Excalidraw/Template.md (or just Excalidraw/Template - you may omit the .md file extension). If you are using Excalidraw in compatibility mode, then your template must be a legacy Excalidraw file as well such as Excalidraw/Template.excalidraw. <br><b>Template Folder:</b> You can also set a folder as your template. In this case you will be prompted which tempalte to use when creating a new drawing.<br><b>Pro Tip:</b> If you are using the Obsidian Templater plugin, you can add Templater code to your different Excalidraw templates to automate configuration of your drawings.",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. ",AI_HEAD:"AI Settings - Experimental",AI_DESC:'In the "AI" settings, you can configure options for using OpenAI\'s GPT API. While the OpenAI API is in beta, its use is strictly limited — as such we require you use your own API key. You can create an OpenAI account, add a small credit (5 USD minimum), and generate your own API key. Once API key is set, you can use the AI tools in Excalidraw.',AI_OPENAI_TOKEN_NAME:"OpenAI API key",AI_OPENAI_TOKEN_DESC:"You can get your OpenAI API key from your <a href='https://platform.openai.com/api-keys'>OpenAI account</a>.",AI_OPENAI_TOKEN_PLACEHOLDER:"Enter your OpenAI API key here",AI_OPENAI_DEFAULT_MODEL_NAME:"Default AI model",AI_OPENAI_DEFAULT_MODEL_DESC:"The default AI model to use when generating text. This is a freetext field, so you can enter any valid OpenAI model name. Find out more about the available models on the <a href='https://platform.openai.com/docs/models'>OpenAI website</a>.",AI_OPENAI_DEFAULT_MODEL_PLACEHOLDER:"Enter your default AI model here. e.g.: gpt-3.5-turbo-1106",AI_OPENAI_DEFAULT_IMAGE_MODEL_NAME:"Default Image Generation AI model",AI_OPENAI_DEFAULT_IMAGE_MODEL_DESC:"The default AI model to use when generating images. Image editing and variations are only supported by dall-e-2 at this time by OpenAI, for this reason dall-e-2 will automatically be used in such cases regardless of this setting.<br>This is a freetext field, so you can enter any valid OpenAI model name. Find out more about the available models on the <a href='https://platform.openai.com/docs/models'>OpenAI website</a>.",AI_OPENAI_DEFAULT_IMAGE_MODEL_PLACEHOLDER:"Enter your default Image Generation AI model here e.g.: dall-e-3",AI_OPENAI_DEFAULT_VISION_MODEL_NAME:"Default AI vision model",AI_OPENAI_DEFAULT_VISION_MODEL_DESC:"The default AI vision model to use when generating text from images. This is a freetext field, so you can enter any valid OpenAI model name. Find out more about the available models on the <a href='https://platform.openai.com/docs/models'>OpenAI website</a>.",AI_OPENAI_DEFAULT_API_URL_NAME:"OpenAI API URL",AI_OPENAI_DEFAULT_API_URL_DESC:"The default OpenAI API URL. This is a freetext field, so you can enter any valid OpenAI API compatible URL. Excalidraw will use this URL when posting API requests to OpenAI. I am not doing any error handling on this field, so make sure you enter a valid URL and only change this if you know what you are doing. ",AI_OPENAI_DEFAULT_IMAGE_API_URL_NAME:"OpenAI Image Generation API URL",AI_OPENAI_DEFAULT_VISION_MODEL_PLACEHOLDER:"Enter your default AI vision model here. e.g.: gpt-4o",SAVING_HEAD:"Saving",SAVING_DESC:"In the 'Saving' section of Excalidraw Settings, you can configure how your drawings are saved. This includes options for compressing Excalidraw JSON in Markdown, setting autosave intervals for both desktop and mobile, defining filename formats, and choosing whether to use the .excalidraw.md or .md file extension. ",COMPRESS_NAME:"Compress Excalidraw JSON in Markdown",COMPRESS_DESC:"By enabling this feature Excalidraw will store the drawing JSON in a Base64 compressed format using the <a href='https://pieroxy.net/blog/pages/lz-string/index.html'>LZ-String</a> algorithm. This will reduce the chance of Excalidraw JSON cluttering your search results in Obsidian. As a side effect, this will also reduce the filesize of Excalidraw drawings. When you switch an Excalidraw drawing to Markdown view, using the options menu in Excalidraw, the file will be saved without compression, so that you can read and edit the JSON string. The drawing will be compressed again once you switch back to Excalidraw view. The setting only has effect 'point forward', meaning, existing drawings will not be affected by the setting until you open them and save them.<br><b><u>Toggle ON:</u></b> Compress drawing JSON<br><b><u>Toggle OFF:</u></b> Leave drawing JSON uncompressed",DECOMPRESS_FOR_MD_NAME:"Decompress Excalidraw JSON in Markdown View",DECOMPRESS_FOR_MD_DESC:"By enabling this feature Excalidraw will automatically decompress the drawing JSON when you switch to Markdown view. This will allow you to easily read and edit the JSON string. The drawing will be compressed again once you switch back to Excalidraw view and save the drawing (CTRL+S).<br>I recommend switching this feature off as it will result in smaller file sizes and avoiding unnecessary results in Obsidian search. You can always use the 'Excalidraw: Decompress current Excalidraw file' command from the command palette to manually decompress the drawing JSON when you need to read or edit it.",AUTOSAVE_INTERVAL_DESKTOP_NAME:"Interval for autosave on Desktop",AUTOSAVE_INTERVAL_DESKTOP_DESC:"The time interval between saves. Autosave will skip if there are no changes in the drawing. Excalidraw will also save the file when closing a workspace tab or navigating within Obsidian, but away from the active Excalidraw tab (i.e. clicking on the Obsidian ribbon or checking backlinks, etc.). Excalidraw will not be able to save your work when terminating Obsidian directly either by killing the Obsidian process, or clicking to close Obsidian altogether.",AUTOSAVE_INTERVAL_MOBILE_NAME:"Interval for autosave on Mobile",AUTOSAVE_INTERVAL_MOBILE_DESC:"I recommend a more frequent interval for Mobiles. Excalidraw will also save the file when closing a workspace tab or navigating within Obsidian, but away from the active Excalidraw tab (i.e. tapping on the Obsidian ribbon or checking backlinks, etc.). Excalidraw will not be able to save your work when terminating Obsidian directly (i.e. swiping it away). Also note, that when you switch apps on a Mobile device, sometimes Android and iOS closes Obsidian in the background to save system resources. In such a case Excalidraw will not be able to save the latest changes.",FILENAME_HEAD:"Filename",FILENAME_DESC:"<p>Click this link for the <a href='https://momentjs.com/docs/#/displaying/format/'>date and time format reference</a>.</p>",FILENAME_SAMPLE:"Filename for a new drawing is: ",FILENAME_EMBED_SAMPLE:"Filename for a new embedded drawing is: ",FILENAME_PREFIX_NAME:"Filename prefix",FILENAME_PREFIX_DESC:"The first part of the filename",FILENAME_PREFIX_EMBED_NAME:"Filename prefix when embedding a new drawing into a markdown note",FILENAME_PREFIX_EMBED_DESC:"Should the filename of the newly inserted drawing start with the name of the active markdown note when using the command palette action: <code>Create a new drawing and embed into active document</code>?<br><b><u>Toggle ON:</u></b> Yes, the filename of a new drawing should start with filename of the active document<br><b><u>Toggle OFF:</u></b> No, filename of a new drawing should not include the filename of the active document",FILENAME_POSTFIX_NAME:"Custom text after markdown Note's name when embedding",FILENAME_POSTFIX_DESC:"Affects filename only when embedding into a markdown document. This text will be inserted after the note's name, but before the date.",FILENAME_DATE_NAME:"Filename Date",FILENAME_DATE_DESC:"The last part of the filename. Leave empty if you do not want a date.",FILENAME_EXCALIDRAW_EXTENSION_NAME:".excalidraw.md or .md",FILENAME_EXCALIDRAW_EXTENSION_DESC:"This setting does not apply if you use Excalidraw in compatibility mode, i.e. you are not using Excalidraw markdown files.<br><b><u>Toggle ON:</u></b> filename ends with .excalidraw.md<br><b><u>Toggle OFF:</u></b> filename ends with .md",DISPLAY_HEAD:"Excalidraw appearance and behavior",DISPLAY_DESC:"In the 'appearance and behavior' section of Excalidraw Settings, you can fine-tune how Excalidraw appears and behaves. This includes options for dynamic styling, left-handed mode, matching Excalidraw and Obsidian themes, default modes, and more.",DYNAMICSTYLE_NAME:"Dynamic styling",DYNAMICSTYLE_DESC:"Change Excalidraw UI colors to match the canvas color",LEFTHANDED_MODE_NAME:"Left-handed mode",LEFTHANDED_MODE_DESC:"Currently only has effect in tray-mode. If turned on, the tray will be on the right side.<br><b><u>Toggle ON:</u></b> Left-handed mode.<br><b><u>Toggle OFF:</u></b> Right-handed moded",IFRAME_MATCH_THEME_NAME:"Markdown embeds to match Excalidraw theme",IFRAME_MATCH_THEME_DESC:"<b><u>Toggle ON:</u></b> Set this to true if for example you are using Obsidian in dark-mode but use excalidraw with a light background. With this setting the embedded Obsidian markdown document will match the Excalidraw theme (i.e. light colors if Excalidraw is in light mode).<br><b><u>Toggle OFF:</u></b> Set this to false if you want the embedded Obsidian markdown document to match the Obsidian theme (i.e. dark colors if Obsidian is in dark mode).",MATCH_THEME_NAME:"New drawing to match Obsidian theme",MATCH_THEME_DESC:"If theme is dark, new drawing will be created in dark mode. This does not apply when you use a template for new drawings. Also this will not affect when you open an existing drawing. Those will follow the theme of the template/drawing respectively.<br><b><u>Toggle ON:</u></b> Follow Obsidian Theme<br><b><u>Toggle OFF:</u></b> Follow theme defined in your template",MATCH_THEME_ALWAYS_NAME:"Existing drawings to match Obsidian theme",MATCH_THEME_ALWAYS_DESC:"If theme is dark, drawings will be opened in dark mode. If your theme is light, they will be opened in light mode. <br><b><u>Toggle ON:</u></b> Match Obsidian theme<br><b><u>Toggle OFF:</u></b> Open with the same theme as last saved",MATCH_THEME_TRIGGER_NAME:"Excalidraw to follow when Obsidian Theme changes",MATCH_THEME_TRIGGER_DESC:"If this option is enabled open Excalidraw pane will switch to light/dark mode when Obsidian theme changes. <br><b><u>Toggle ON:</u></b> Follow theme changes<br><b><u>Toggle OFF:</u></b> Drawings are not affected by Obsidian theme changes",DEFAULT_OPEN_MODE_NAME:"Default mode when opening Excalidraw",DEFAULT_OPEN_MODE_DESC:"Specifies the mode how Excalidraw opens: Normal, Zen, or View mode. You may also set this behavior on a file level by adding the excalidraw-default-mode frontmatter key with a value of: normal, view, or zen to your document.",DEFAULT_PEN_MODE_NAME:"Pen mode",DEFAULT_PEN_MODE_DESC:"Should pen mode be automatically enabled when opening Excalidraw?",DISABLE_DOUBLE_TAP_ERASER_NAME:"Enable double-tap eraser in pen mode",SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_NAME:"Show (+) crosshair in pen mode",SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_DESC:"Show crosshair in pen mode when using the freedraw tool. <b><u>Toggle ON:</u></b> SHOW <b><u>Toggle OFF:</u></b> HIDE<br>The effect depends on the device. Crosshair is typically visible on drawing tablets, MS Surface, but not on iOS.",SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_NAME:"Render Excalidraw file as an image in hover preview...",SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_DESC:"...even if the file has the <b>excalidraw-open-md: true</b> frontmatter key.<br>When this setting is off and the file is set to open in md by default, the hover preview will show the markdown side of the document.",SHOW_DRAWING_OR_MD_IN_READING_MODE_NAME:"Render as image when in markdown reading mode of an Excalidraw file",SHOW_DRAWING_OR_MD_IN_READING_MODE_DESC:"When you are in markdown reading mode (aka. reading the back side of the drawing) should the Excalidraw drawing be rendered as an image? This setting will not affect the display of the drawing when you are in Excalidraw mode or when you embed the drawing into a markdown document or when rendering hover preview.<br><ul><li>See other related setting for <a href='#PDFExport'>PDF Export</a> under 'Embedding and Exporting' further below.</li></ul><br>You must close the active excalidraw/markdown file and reopen it for this change to take effect.",SHOW_DRAWING_OR_MD_IN_EXPORTPDF_NAME:"Render the file as an image when exporting an Excalidraw file to PDF",SHOW_DRAWING_OR_MD_IN_EXPORTPDF_DESC:"This setting controls the behavior of Excalidraw when exporting an Excalidraw file to PDF in markdown view mode using Obsidian's <b>Export to PDF</b> feature.<br><ul><li>When <b>enabled</b> the PDF will show the Excalidraw drawing only;</li><li>When <b>disabled</b> the PDF will show the markdown side of the document.</li></ul>See the other related setting for <a href='#MDReadingMode'>Markdown Reading Mode</a> under 'Appearnace and Behavior' further above.<br>⚠️ Note, you must close the active excalidraw/markdown file and reopen for this change to take effect. ⚠️",HOTKEY_OVERRIDE_HEAD:"Hotkey overrides",HOTKEY_OVERRIDE_DESC:`Some of the Excalidraw hotkeys such as <code>${labelCTRL()}+Enter</code> to edit text or <code>${labelCTRL()}+K</code> to create an element link conflict with Obsidian hotkey settings. The hotkey combinations you add below will override Obsidian's hotkey settings while useing Excalidraw, thus you can add <code>${labelCTRL()}+G</code> if you want to default to Group Object in Excalidraw instead of opening Graph View.`,THEME_HEAD:"Theme and styling",ZOOM_HEAD:"Zoom",DEFAULT_PINCHZOOM_NAME:"Allow pinch zoom in pen mode",DEFAULT_PINCHZOOM_DESC:"Pinch zoom in pen mode when using the freedraw tool is disabled by default to prevent unwanted accidental zooming with your palm.<br><b><u>Toggle ON:</u></b> Enable pinch zoom in pen mode<br><b><u>Toggle OFF:</u></b>Disable pinch zoom in pen mode",DEFAULT_WHEELZOOM_NAME:"Mouse wheel to zoom by default",DEFAULT_WHEELZOOM_DESC:`<b><u>Toggle ON:</u></b> Mouse wheel to zoom; ${labelCTRL()} + mouse wheel to scroll</br><b><u>Toggle OFF:</u></b>${labelCTRL()} + mouse wheel to zoom; Mouse wheel to scroll`,ZOOM_TO_FIT_NAME:"Zoom to fit on view resize",ZOOM_TO_FIT_DESC:"Zoom to fit drawing when the pane is resized<br><b><u>Toggle ON:</u></b> Zoom to fit<br><b><u>Toggle OFF:</u></b> Auto zoom disabled",ZOOM_TO_FIT_ONOPEN_NAME:"Zoom to fit on file open",ZOOM_TO_FIT_ONOPEN_DESC:"Zoom to fit drawing when the drawing is first opened<br><b><u>Toggle ON:</u></b> Zoom to fit<br><b><u>Toggle OFF:</u></b> Auto zoom disabled",ZOOM_TO_FIT_MAX_LEVEL_NAME:"Zoom to fit max ZOOM level",ZOOM_TO_FIT_MAX_LEVEL_DESC:"Set the maximum level to which zoom to fit will enlarge the drawing. Minimum is 0.5 (50%) and maximum is 10 (1000%).",GRID_HEAD:"Grid",GRID_DYNAMIC_COLOR_NAME:"Dynamic grid color",GRID_DYNAMIC_COLOR_DESC:"<b><u>Toggle ON:</u></b>Change grid color to match the canvas color<br><b><u>Toggle OFF:</u></b>Use the color below as the grid color",GRID_COLOR_NAME:"Grid color",GRID_OPACITY_NAME:"Grid opacity",GRID_OPACITY_DESC:"Grid opacity will also control the opacity of the binding box when binding an arrow to an element.<br>Set the opacity of the grid. 0 is transparent, 100 is opaque.",LASER_HEAD:"Laser pointer",LASER_COLOR:"Laser pointer color",LASER_DECAY_TIME_NAME:"Laser pointer decay time",LASER_DECAY_TIME_DESC:"Laser pointer decay time in milliseconds. Default is 1000 (i.e. 1 second).",LASER_DECAY_LENGTH_NAME:"Laser pointer decay length.",LASER_DECAY_LENGTH_DESC:"Laser pointer decay length in line points. Default is 50.",LINKS_HEAD:"Links, transclusion and TODOs",LINKS_HEAD_DESC:"In the 'Links, transclusion and TODOs' section of Excalidraw Settings, you can configure how Excalidraw handles links, transclusions, and TODO items. This includes options for opening links, managing panes, displaying links with brackets, customizing link prefixes, handling TODO items, and more. ",LINKS_DESC:`${labelCTRL()}+CLICK on <code>[[Text Elements]]</code> to open them as links. If the selected text has more than one <code>[[valid Obsidian links]]</code>, only the first will be opened. If the text starts as a valid web link (i.e. <code>https://</code> or <code>http://</code>), then the plugin will open it in a browser. When Obsidian files change, the matching <code>[[link]]</code> in your drawings will also change. If you don't want text accidentally changing in your drawings use <code>[[links|with aliases]]</code>.`,DRAG_MODIFIER_NAME:"Link Click and Drag&Drop Modifier Keys",DRAG_MODIFIER_DESC:"Modifier key behavior when clicking links and dragging and dropping elements. Excalidraw will not validate your configuration... pay attention to avoid conflicting settings. These settings are different for Apple and non-Apple. If you use Obsidian on multiple platforms, you'll need to make the settings separately. The toggles follow the order of "+(DEVICE.isIOS||DEVICE.isMacOS?"SHIFT, CMD, OPT, CONTROL.":"SHIFT, CTRL, ALT, META (Windows key)."),LONG_PRESS_DESKTOP_NAME:"Long press to open desktop",LONG_PRESS_DESKTOP_DESC:"Long press delay in milliseconds to open an Excalidraw Drawing embedded in a Markdown file. ",LONG_PRESS_MOBILE_NAME:"Long press to open mobile",LONG_PRESS_MOBILE_DESC:"Long press delay in milliseconds to open an Excalidraw Drawing embedded in a Markdown file. ",FOCUS_ON_EXISTING_TAB_NAME:"Focus on Existing Tab",FOCUS_ON_EXISTING_TAB_DESC:"When opening a link, Excalidraw will focus on the existing tab if the file is already open. Enabling this setting overrides 'Reuse Adjacent Pane' when the file is already open.",SECOND_ORDER_LINKS_NAME:"Show second-order links",SECOND_ORDER_LINKS_DESC:"Show links when clicking on a link in Excalidraw. Second-order link are backlinks pointing to the link being clicked. When using image icons to connect similar notes, second order links allow you to get to related notes in one click instead of two. See <a href='https://youtube.com/shorts/O_1ls9c6wBY?feature=share'>YT Short</a> to understand.",ADJACENT_PANE_NAME:"Reuse adjacent pane",ADJACENT_PANE_DESC:`When ${labelCTRL()}+${labelALT()} clicking a link in Excalidraw, by default the plugin will open the link in a new pane. Turning this setting on, Excalidraw will first look for an existing pane, and try to open the link there. Excalidraw will look for the other workspace pane based on your focus/navigation history, i.e. the workpane that was active before you activated Excalidraw.`,MAINWORKSPACE_PANE_NAME:"Open in main workspace",MAINWORKSPACE_PANE_DESC:`When ${labelCTRL()}+${labelALT()} 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>${FRONTMATTER_KEYS["link-brackets"].name}: true/false</code> to the file's frontmatter.`,LINK_PREFIX_NAME:"Link prefix",LINK_PREFIX_DESC:`In PREVIEW mode, if the Text Element contains a link, precede the text with these characters. You can override this setting for a specific drawing by adding <code>${FRONTMATTER_KEYS["link-prefix"].name}: "📍 "</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>${FRONTMATTER_KEYS["url-prefix"].name}: "🌐 "</code> to the file's frontmatter.`,PARSE_TODO_NAME:"Parse todo",PARSE_TODO_DESC:"Convert '- [ ] ' and '- [x] ' to checkbox and tick in the box.",TODO_NAME:"Open TODO icon",TODO_DESC:"Icon to use for open TODO items",DONE_NAME:"Completed TODO icon",DONE_DESC:"Icon to use for completed TODO items",HOVERPREVIEW_NAME:`Hover preview without pressing the ${labelCTRL()} key`,HOVERPREVIEW_DESC:`<b><u>Toggle ON:</u></b> In Exalidraw <u>view mode</u> the hover preview for [[wiki links]] will be shown immediately, without the need to hold the ${labelCTRL()} key. In Excalidraw <u>normal mode</u>, the preview will be shown immediately only when hovering the blue link icon in the top right of the element.<br> <b><u>Toggle OFF:</u></b> Hover preview is shown only when you hold the ${labelCTRL()} key while hovering the link.`,LINKOPACITY_NAME:"Opacity of link icon",LINKOPACITY_DESC:"Opacity of the link indicator icon in the top right corner of an element. 1 is opaque, 0 is transparent.",LINK_CTRL_CLICK_NAME:`${labelCTRL()}+CLICK on text with [[links]] or [](links) to open them`,LINK_CTRL_CLICK_DESC:`You can turn this feature off if it interferes with default Excalidraw features you want to use. If this is turned off, you can either use ${labelCTRL()} + ${labelMETA()} or the link indicator in the top right of the element to open links.`,TRANSCLUSION_WRAP_NAME:"Overflow wrap behavior of transcluded text",TRANSCLUSION_WRAP_DESC:"Number specifies the character count where the text should be wrapped. Set the text wrapping behavior of transcluded text. Turn this ON to force-wrap text (i.e. no overflow), or OFF to soft-wrap text (at the nearest whitespace).",TRANSCLUSION_DEFAULT_WRAP_NAME:"Transclusion word wrap default",TRANSCLUSION_DEFAULT_WRAP_DESC:"You can manually set/override word wrapping length using the `![[page#^block]]{NUMBER}` format. Normally you will not want to set a default, because if you transclude text inside a sticky note, then Excalidraw will automatically take care of word wrapping. Set this value to `0` if you do not want to set a default. ",PAGE_TRANSCLUSION_CHARCOUNT_NAME:"Page transclusion max char count",PAGE_TRANSCLUSION_CHARCOUNT_DESC:"The maximum number of characters to display from the page when transcluding an entire page with the ![[markdown page]] format.",QUOTE_TRANSCLUSION_REMOVE_NAME:"Quote translusion: remove leading '> ' from each line",QUOTE_TRANSCLUSION_REMOVE_DESC:"Remove the leading '> ' from each line of the transclusion. This will improve readability of quotes in text only transclusions<br><b><u>Toggle ON:</u></b> Remove leading '> '<br><b><u>Toggle OFF:</u></b> Do not remove leading '> ' (note it will still be removed from the first row due to Obsidian API functionality)",GET_URL_TITLE_NAME:"Use iframely to resolve page title",GET_URL_TITLE_DESC:"Use the <code>http://iframely.server.crestify.com/iframely?url=</code> to get title of page when dropping a link into Excalidraw",PDF_TO_IMAGE:"PDF to Image",PDF_TO_IMAGE_SCALE_NAME:"PDF to Image conversion scale",PDF_TO_IMAGE_SCALE_DESC:"Sets the resolution of the image that is generated from the PDF page. Higher resolution will result in bigger images in memory and consequently a higher load on your system (slower performance), but sharper imagee. Additionally, if you want to copy PDF pages (as images) to Excalidraw.com, the bigger image size may result in exceeding the 2MB limit on Excalidraw.com.",EMBED_TOEXCALIDRAW_HEAD:"Embed files into Excalidraw",EMBED_TOEXCALIDRAW_DESC:"In the Embed Files section of Excalidraw Settings, you can configure how various files are embedded into Excalidraw. This includes options for embedding interactive markdown files, PDFs, and markdown files as images.",MD_HEAD:"Embed markdown into Excalidraw as image",MD_EMBED_CUSTOMDATA_HEAD_NAME:"Interactive Markdown Files",MD_EMBED_CUSTOMDATA_HEAD_DESC:'The below settings will only effect future embeds. Current embeds remain unchanged. The theme setting of embedded frames is under the "Excalidraw appearance and behavior" section.',MD_EMBED_SINGLECLICK_EDIT_NAME:"Single click to edit embedded markdown",MD_EMBED_SINGLECLICK_EDIT_DESC:"Single click on an embedded markdown file to edit it. When turned off, the markdown file will first open in preview mode, then switch to edit mode when you click on it again.",MD_TRANSCLUDE_WIDTH_NAME:"Default width of a transcluded markdown document",MD_TRANSCLUDE_WIDTH_DESC:"The width of the markdown page. This affects the word wrapping when transcluding longer paragraphs, and the width of the image element. You can override the default width of an embedded file using the <code>[[filename#heading|WIDTHxMAXHEIGHT]]</code> syntax in markdown view mode under embedded files.",MD_TRANSCLUDE_HEIGHT_NAME:"Default maximum height of a transcluded markdown document",MD_TRANSCLUDE_HEIGHT_DESC:"The embedded image will be as high as the markdown text requires, but not higher than this value. You can override this value by editing the embedded image link in markdown view mode with the following syntax <code>[[filename#^blockref|WIDTHxMAXHEIGHT]]</code>.",MD_DEFAULT_FONT_NAME:"The default font typeface to use for embedded markdown files.",MD_DEFAULT_FONT_DESC:'Set this value to "Virgil" or "Cascadia" or the filename of a valid <code>.ttf</code>, <code>.woff</code>, or <code>.woff2</code> font e.g. <code>MyFont.woff2</code> You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-font: font_or_filename</code>',MD_DEFAULT_COLOR_NAME:"The default font color to use for embedded markdown files.",MD_DEFAULT_COLOR_DESC:'Set this to any valid css color name e.g. "steelblue" (<a href="https://www.w3schools.com/colors/colors_names.asp">color names</a>), or a valid hexadecimal color e.g. "#e67700", or any other valid css color string. You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-font-color: steelblue</code>',MD_DEFAULT_BORDER_COLOR_NAME:"The default border color to use for embedded markdown files.",MD_DEFAULT_BORDER_COLOR_DESC:'Set this to any valid css color name e.g. "steelblue" (<a href="https://www.w3schools.com/colors/colors_names.asp">color names</a>), or a valid hexadecimal color e.g. "#e67700", or any other valid css color string. You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-border-color: gray</code>. Leave empty if you don\'t want a border. ',MD_CSS_NAME:"CSS file",MD_CSS_DESC:`The filename of the CSS to apply to markdown embeds. Provide the filename with extension (e.g. 'md-embed.css'). The css file may also be a plain markdown file (e.g. 'md-embed-css.md'), just make sure the content is written using valid css syntax. If you need to look at the HTML code you are applying the CSS to, then open Obsidian Developer Console (${DEVICE.isIOS||DEVICE.isMacOS?"CMD+OPT+i":"CTRL+SHIFT+i"}) and type in the following command: "ExcalidrawAutomate.mostRecentMarkdownSVG". This will display the most recent SVG generated by Excalidraw. Setting the font-family in the css is has limitations. By default only your operating system's standard fonts are available (see README for details). You can add one custom font beyond that using the setting above. You can override this css setting by adding the following frontmatter-key to the embedded markdown file: "excalidraw-css: css_file_in_vault|css-snippet".`,EMBED_HEAD:"Embedding Excalidraw into your Notes and Exporting",EMBED_DESC:'In the "Embed & Export" settings, you can configure how images and Excalidraw drawings are embedded and exported within your documents. Key settings include choosing the image type for markdown preview (such as Native SVG or PNG), specifying the type of file to insert into the document (original Excalidraw, PNG, or SVG), and managing image caching for embedding in markdown. You can also control image sizing, whether to embed drawings using wiki links or markdown links, and adjust settings related to image themes, background colors, and Obsidian integration. \n    Additionally, there are settings for auto-export, which automatically generates SVG and/or PNG files to match the title of your Excalidraw drawings, keeping them in sync with file renames and deletions.',EMBED_CANVAS:"Obsidian Canvas support",EMBED_CANVAS_NAME:"Immersive embedding",EMBED_CANVAS_DESC:"Hide canvas node border and background when embedding an Excalidraw drawing to Canvas. Note that for a full transparent background for your image, you will still need to configure Excalidraw to export images with transparent background.",EMBED_CACHING:"Image caching",EXPORT_SUBHEAD:"Export Settings",EMBED_SIZING:"Image sizing",EMBED_THEME_BACKGROUND:"Image theme and background color",EMBED_IMAGE_CACHE_NAME:"Cache images for embedding in markdown",EMBED_IMAGE_CACHE_DESC:"Cache images for embedding in markdown. This will speed up the embedding process, but in case you compose images of several sub-component drawings, the embedded image in Markdown won't update until you open the drawing and save it to trigger an update of the cache.",SCENE_IMAGE_CACHE_NAME:"Cache nested Excalidraws in Scene",SCENE_IMAGE_CACHE_DESC:"Cache nested Excalidraws in the Scene for faster scene rendering. This will speed up the rendering process, especially if you have deeply nested Excalidraws in your scene. Excalidraw will try to intelligently identify if any children of a nested Excalidraw have changed and will update the cache accordingly. You may want to turn this off, in case you are suspecting that the cache is not updating properly.",EMBED_IMAGE_CACHE_CLEAR:"Purge Cache",BACKUP_CACHE_CLEAR:"Purge Backups",BACKUP_CACHE_CLEAR_CONFIRMATION:"This action will delete all Excalidraw drawing backups. Backups are used as a safety measure in case your drawing file gets damaged. Each time you open Obsidian the plugin automatically deletes backups for files that no longer exist in your Vault. Are you sure you want to clear all backups?",EMBED_REUSE_EXPORTED_IMAGE_NAME:"If found, use the already exported image for preview",EMBED_REUSE_EXPORTED_IMAGE_DESC:"This setting works in conjunction with the <a href='#Autoexport'>Auto-export SVG/PNG</a> setting. If an exported image that matches the file name of the drawing is available, use that image instead of generating a preview image on the fly. This will result in faster previews especially when you have many embedded objects in the drawing, however, it may happen that your latest changes are not displayed and that the image will not automatically match your Obsidian theme in case you have changed the Obsidian theme since the export was created. This setting only applies to embedding images into markdown documents. For a number of reasons, the same approach cannot be used to expedite the loading of drawings with many embedded objects. See demonstration <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.23' target='_blank'>here</a>.",EMBED_PREVIEW_IMAGETYPE_NAME:"Image type in markdown preview",EMBED_PREVIEW_IMAGETYPE_DESC:"<b><u>Native SVG</u></b>: High Image Quality. Embedded Websites, YouTube videos, Obsidian Links, and external images embedded via a URL will all work. Embedded Obsidian pages will not<br><b><u>SVG Image</u></b>: High Image Quality. Embedded elements and images embedded via URL only have placeholders, links don't work<br><b><u>PNG Image</u></b>: Lower Image Quality, but in some cases better performance with large drawings. Embedded elements and images embedded via URL only have placeholders, links don't work. Also some of the <a href='https://www.youtube.com/watch?v=yZQoJg2RCKI&t=633s' target='_blank'>image block referencing features</a> do not work with PNG embeds.",PREVIEW_MATCH_OBSIDIAN_NAME:"Excalidraw preview to match Obsidian theme",PREVIEW_MATCH_OBSIDIAN_DESC:"Image preview in documents should match the Obsidian theme. If enabled, when Obsidian is in dark mode, Excalidraw images will render in dark mode. When Obsidian is in light mode, Excalidraw will render light mode as well. You may want to switch 'Export image with background' off for a more Obsidian-integrated look and feel.",EMBED_WIDTH_NAME:"Default width of embedded (transcluded) image",EMBED_WIDTH_DESC:"The default width of an embedded drawing. This applies to live preview edit and reading mode, as well as to hover previews. You can specify a custom width when embedding an image using the <code>![[drawing.excalidraw|100]]</code> or <code>[[drawing.excalidraw|100x100]]</code> format.",EMBED_HEIGHT_NAME:"Default height of embedded (transcluded) image",EMBED_HEIGHT_DESC:"The default height of an embedded drawing. This applies to live preview edit and reading mode, as well as to hover previews. You can specify a custom height 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 <a href='#Autoexport'>auto-export PNG / SVG</a> (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_MARKDOWN_COMMENT_NAME:"Embed link to drawing as comment",EMBED_MARKDOWN_COMMENT_DESC:"Embed the link to the original Excalidraw file as a markdown link under the image, e.g.:<code>%%[[drawing.excalidraw]]%%</code>.<br>Instead of adding a markdown comment you may also select the embedded SVG or PNG line and use the command palette action: '<code>Excalidraw: Open Excalidraw drawing</code>' to open the drawing.",EMBED_WIKILINK_NAME:"Embed Drawing using Wiki link",EMBED_WIKILINK_DESC:"<b><u>Toggle ON:</u></b> Excalidraw will embed a [[wiki link]].<br><b><u>Toggle OFF:</u></b> Excalidraw will embed a [markdown](link).",EXPORT_PNG_SCALE_NAME:"PNG export image scale",EXPORT_PNG_SCALE_DESC:"The size-scale of the exported PNG image",EXPORT_BACKGROUND_NAME:"Export image with background",EXPORT_BACKGROUND_DESC:"If turned off, the exported image will be transparent.",EXPORT_PADDING_NAME:"Image Padding",EXPORT_PADDING_DESC:"The padding (in pixels) around the exported SVG or PNG image. Padding is set to 0 for clippedFrame references.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_EMBED_SCENE_NAME:"Embed scene in exported image",EXPORT_EMBED_SCENE_DESC:"Embed Excalidraw scene in exported image. Can be overridden at a file level by adding the <code>excalidraw-export-embed-scene: true/false<code> frontmatter key. The setting only takes effect the next time you (re)open drawings.",EXPORT_HEAD:"Auto-export Settings",EXPORT_SYNC_NAME:"Keep the .SVG and/or .PNG filenames in sync with the drawing file",EXPORT_SYNC_DESC:"When turned on, the plugin will automatically update the filename of the .SVG and/or .PNG files when the drawing in the same folder (and same name) is renamed. The plugin will also automatically delete the .SVG and/or .PNG files when the drawing in the same folder (and same name) is deleted. ",EXPORT_SVG_NAME:"Auto-export SVG",EXPORT_SVG_DESC:"Automatically create an SVG export of your drawing matching the title of your file. The plugin will save the *.SVG file in the same folder as the drawing. Embed the .svg file into your documents instead of Excalidraw making you embeds platform independent. While the auto-export switch is on, this file will get updated every time you edit the Excalidraw drawing with the matching name. You can override this setting on a file level by adding the <code>excalidraw-autoexport</code> frontmatter key. Valid values for this key are <code>none</code>,<code>both</code>,<code>svg</code>, and <code>png</code>.",EXPORT_PNG_NAME:"Auto-export PNG",EXPORT_PNG_DESC:"Same as the auto-export SVG, but for *.PNG",EXPORT_BOTH_DARK_AND_LIGHT_NAME:"Export both dark- and light-themed image",EXPORT_BOTH_DARK_AND_LIGHT_DESC:"When enabled, Excalidraw will export two files instead of one: filename.dark.png, filename.light.png and/or filename.dark.svg and filename.light.svg<br>Double files will be exported both if auto-export SVG or PNG (or both) are enabled, as well as when clicking export on a single image.",COMPATIBILITY_HEAD:"Compatibility features",COMPATIBILITY_DESC:"You should only enable these features if you have a strong reason for wanting to work with excalidraw.com files instead of markdown files. Many of the plugin features are not supported on legacy files. Typical usecase would be if you use set your vault up on top of a Visual Studio Code project folder and you have .excalidraw drawings you want to access from Visual Studio Code as well. Another usecase might be using Excalidraw in Logseq and Obsidian in parallel.",DUMMY_TEXT_ELEMENT_LINT_SUPPORT_NAME:"Linter compatibility",DUMMY_TEXT_ELEMENT_LINT_SUPPORT_DESC:"Excalidraw is sensitive to the file structure below <code># Excalidraw Data</code>. Automatic linting of documents can create errors in Excalidraw Data. While I've made some effort to make the data loading resilient to lint changes, this solution is not foolproof.<br><mark>The best is to avoid liniting or otherwise automatically changing Excalidraw documents using different plugins.</mark><br>Use this setting if for good reasons you have decided to ignore my recommendation and configured linting of Excalidraw files.<br> The <code>## Text Elements</code> section is sensitive to empty lines. A common linting approach is to add an empty line after section headings. In case of Excalidraw this will break/change the first text element in your drawing. To overcome this, you can enable this setting. When enabled, Excalidraw will add a dummy element to the beginning of <code>## Text Elements</code> that the linter can safely modify.",PRESERVE_TEXT_AFTER_DRAWING_NAME:"Zotero and Footnotes compatibility",PRESERVE_TEXT_AFTER_DRAWING_DESC:"Preserve text after the ## Drawing section of the markdown file. This may have a very slight performance impact when saving very large drawings.",DEBUGMODE_NAME:"Enable debug messages",DEBUGMODE_DESC:"I recommend restarting Obsidian after enabling/disabling this setting. This enable debug messages in the console. This is useful for troubleshooting issues. If you are experiencing problems with the plugin, please enable this setting, reproduce the issue, and include the console log in the issue you raise on <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/issues'>GitHub</a>",SLIDING_PANES_NAME:"Sliding panes plugin support",SLIDING_PANES_DESC:"Need to restart Obsidian for this change to take effect.<br>If you use the <a href='https://github.com/deathau/sliding-panes-obsidian' target='_blank'>Sliding Panes plugin</a> you can enable this setting to make Excalidraw drawings work with the Sliding Panes plugin.<br>Note, that Excalidraw Sliding Panes support causes compatibility issues with Obsidian Workspaces.<br>Note also, that the 'Stack Tabs' feature is now available in Obsidian, providing native support for most of the Sliding Panes functionality.",EXPORT_EXCALIDRAW_NAME:"Auto-export Excalidraw",EXPORT_EXCALIDRAW_DESC:"Same as the auto-export SVG, but for *.Excalidraw",SYNC_EXCALIDRAW_NAME:"Sync *.excalidraw with *.md version of the same drawing",SYNC_EXCALIDRAW_DESC:"If the modified date of the *.excalidraw file is more recent than the modified date of the *.md file then update the drawing in the .md file based on the .excalidraw file",COMPATIBILITY_MODE_NAME:"New drawings as legacy files",COMPATIBILITY_MODE_DESC:"⚠️ Enable this only if you know what you are doing. In 99.9% of the cases you DO NOT want this on. By enabling this feature drawings you create with the ribbon icon, the command palette actions, and the file explorer are going to be all legacy *.excalidraw files. This setting will also turn off the reminder message when you open a legacy file for editing.",MATHJAX_NAME:"MathJax (LaTeX) javascript library host",MATHJAX_DESC:"If you are using LaTeX equations in Excalidraw, then the plugin needs to load a javascript library for that. Some users are unable to access certain host servers. If you are experiencing issues, try changing the host here. You may need to restart Obsidian after closing settings, for this change to take effect.",LATEX_DEFAULT_NAME:"Default LaTeX formula for new equations",LATEX_DEFAULT_DESC:"Leave empty if you don't want a default formula. You can add default formatting here such as <code>\\color{white}</code>.",NONSTANDARD_HEAD:"Non-Excalidraw.com supported features",NONSTANDARD_DESC:'These settings in the "Non-Excalidraw.com Supported Features" section provide customization options beyond the default Excalidraw.com features. These features are not available on excalidraw.com. When exporting the drawing to Excalidraw.com these features will appear different.\n    You can configure the number of custom pens displayed next to the Obsidian Menu on the canvas, allowing you to choose from a range of options. Additionally, you can enable a local font option, which adds a local font to the list of fonts on the element properties panel for text elements. ',RENDER_TWEAK_HEAD:"Rendering tweaks",MAX_IMAGE_ZOOM_IN_NAME:"Maximum image zoom in resolution",MAX_IMAGE_ZOOM_IN_DESC:"To save on memory and because Apple Safari (Obsidian on iOS) has some hard-coded limitations, Excalidraw.com limits the max resolution of images and large objects when zooming in. You can override this limitation using a multiplicator. This means you are multiplying the limit set by default in Excalidraw, the larger the multiplier the better the image zoom in resolution will be, and the more memory it will consume. I recommend playing with multiple values for this setting. You know you've hit the wall, when zooming in to a larger PNG image suddenly the image disappears from view. The default value is 1. The setting has no effect on iOS.",CUSTOM_PEN_HEAD:"Custom pens",CUSTOM_PEN_NAME:"Number of custom pens",CUSTOM_PEN_DESC:"You will see these pens next to the Obsidian Menu on the canvas. You can customize the pens on the canvas by long-pressing the pen button.",EXPERIMENTAL_HEAD:"Miscellaneous features",EXPERIMENTAL_DESC:"These miscellaneous features in Excalidraw include options for setting default LaTeX formulas for new equations, enabling a Field Suggester for autocompletion, displaying type indicators for Excalidraw files, enabling immersive image embedding in live preview editing mode, and experimenting with Taskbone Optical Character Recognition for text extraction from images and drawings. Users can also enter a Taskbone API key for extended usage of the OCR service.",EA_HEAD:"Excalidraw Automate",EA_DESC:"ExcalidrawAutomate is a scripting and automation API for Excalidraw. Unfortunately, the documentation of the API is sparse. I recommend reading the <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/docs/API/ExcalidrawAutomate.d.ts'>ExcalidrawAutomate.d.ts</a> file, visiting the <a href='https://zsviczian.github.io/obsidian-excalidraw-plugin/'>ExcalidrawAutomate How-to</a> page - though the information here has not been updated for a long while -, and finally to enable the field suggester below. The field suggester will show you the available functions, their parameters and short description as you type. The field suggester is the most up-to-date documentation of the API.",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.",STARTUP_SCRIPT_NAME:"Startup script",STARTUP_SCRIPT_DESC:"If set, excalidraw will execute the script at plugin startup. This is useful if you want to set any of the Excalidraw Automate hooks. The startup script is a markdown file that should contain the javascript code you want to execute when Excalidraw starts.",STARTUP_SCRIPT_BUTTON_CREATE:"Create startup script",STARTUP_SCRIPT_BUTTON_OPEN:"Open startup script",STARTUP_SCRIPT_EXISTS:"Startup script file already exists",FILETYPE_NAME:"Display type (✏️) for excalidraw.md files in File Explorer",FILETYPE_DESC:"Excalidraw files will receive an indicator using the emoji or text defined in the next setting.",FILETAG_NAME:"Set the type indicator for excalidraw.md files",FILETAG_DESC:"The text or emoji to display as type indicator.",INSERT_EMOJI:"Insert an emoji",LIVEPREVIEW_NAME:"Immersive image embedding in live preview editing mode",LIVEPREVIEW_DESC:"Turn this on to support image embedding styles such as ![[drawing|width|style]] in live preview editing mode. The setting will not affect the currently open documents. You need close the open documents and re-open them for the change to take effect.",FADE_OUT_EXCALIDRAW_MARKUP_NAME:"Fade out Excalidraw markup",FADE_OUT_EXCALIDRAW_MARKUP_DESC:"In Markdown view mode, the section after the markdown comment %% fades out. The text is still there, but the visual clutter is reduced. Note, you can place the %% in the line right above # Text Elements, in this case the entire drawing markdown will fade out including # Text Elements. The side effect is you won't be able to block reference text in other markdown notes, that is after the %% comment section. This is seldom an issue. Should you want to edit the Excalidraw markdown script, simply switch to markdown view mode and temporarily remove the %% comment.",EXCALIDRAW_PROPERTIES_NAME:"Load Excalidraw Properties into Obsidian Suggester",EXCALIDRAW_PROPERTIES_DESC:"Toggle this setting to load Excalidraw document properties into Obsidian's property suggester at plugin startup. Enabling this feature simplifies the use of Excalidraw front matter properties, allowing you to leverage many powerful settings. If you prefer not to load these properties automatically, you can disable this feature, but you will need to manually remove any unwanted properties from the suggester. Note that turning on this setting requires restarting the plugin as properties are loaded at startup.",CUSTOM_FONT_HEAD:"Local font",ENABLE_FOURTH_FONT_NAME:"Enable local font option",ENABLE_FOURTH_FONT_DESC:"Enabling this option will add a local font to the font list in the properties panel for text elements. Be aware that using this local font may compromise platform independence. Files using the custom font might render differently when opened in a different vault or at a later time, depending on the font settings. Additionally, the 4th font will default to the system font on excalidraw.com or other Excalidraw versions.",FOURTH_FONT_NAME:"Local font file",FOURTH_FONT_DESC:"Select a .otf, .ttf, .woff, or .woff2 font file from your vault to use as the local font. If no file is selected, Excalidraw will default to the Virgil font. For optimal performance, it is recommended to use a .woff2 file, as Excalidraw will encode only the necessary glyphs when exporting images to SVG. Other font formats will embed the entire font in the exported file, potentially resulting in significantly larger file sizes.",SCRIPT_SETTINGS_HEAD:"Settings for installed Scripts",SCRIPT_SETTINGS_DESC:"Some of the Excalidraw Automate Scripts include settings. Settings are organized by script. Settings will only become visible in this list after you have executed the newly downloaded script once.",TASKBONE_HEAD:"Taskbone Optical Character Recogntion",TASKBONE_DESC:"This is an experimental integration of optical character recognition into Excalidraw. Please note, that taskbone is an independent external service not provided by Excalidraw, nor the Excalidraw-Obsidian plugin project. The OCR service will grab legible text from freedraw lines and embedded pictures on your canvas and place the recognized text in the frontmatter of your drawing as well as onto clipboard. Having the text in the frontmatter will enable you to search in Obsidian for the text contents of these. Note, that the process of extracting the text from the image is not done locally, but via an online API. The taskbone service stores the image on its servers only as long as necessary for the text extraction. However, if this is a dealbreaker, then please don't use this feature.",TASKBONE_ENABLE_NAME:"Enable Taskbone",TASKBONE_ENABLE_DESC:"By enabling this service your agree to the Taskbone <a href='https://www.taskbone.com/legal/terms/' target='_blank'>Terms and Conditions</a> and the <a href='https://www.taskbone.com/legal/privacy/' target='_blank'>Privacy Policy</a>.",TASKBONE_APIKEY_NAME:"Taskbone API Key",TASKBONE_APIKEY_DESC:"Taskbone offers a free service with a reasonable number of scans per month. If you want to use this feature more frequently, or you want to supoprt the developer of Taskbone (as you can imagine, there is no such thing as 'free', providing this awesome OCR service costs some money to the developer of Taskbone), you can purchase a paid API key from <a href='https://www.taskbone.com/' target='_blank'>taskbone.com</a>. In case you have purchased a key, simply overwrite this auto generated free-tier API-key with your paid key.",HOTKEY_PRESS_COMBO_NANE:"Press your hotkey combination",HOTKEY_PRESS_COMBO_DESC:"Please press the desired key combination",HOTKEY_BUTTON_ADD_OVERRIDE:"Add New Override",HOTKEY_BUTTON_REMOVE:"Remove",SELECT_FILE:"Select a file then press enter.",SELECT_COMMAND:"Select a command then press enter.",SELECT_FILE_WITH_OPTION_TO_SCALE:`Select a file then press ENTER, or SHIFT+${labelMETA()}+ENTER to insert at 100% scale.`,NO_MATCH:"No file matches your query.",NO_MATCHING_COMMAND:"No command matches your query.",SELECT_FILE_TO_LINK:"Select the file you want to insert the link for.",SELECT_COMMAND_PLACEHOLDER:"Select the command you want to insert the link for.",SELECT_DRAWING:"Select the image or drawing you want to insert",TYPE_FILENAME:"Type name of drawing to select.",SELECT_FILE_OR_TYPE_NEW:"Select existing drawing or type name of a new drawing then press Enter.",SELECT_TO_EMBED:"Select the drawing to insert into active document.",SELECT_MD:"Select the markdown document you want to insert",SELECT_PDF:"Select the PDF document you want to insert",PDF_PAGES_HEADER:"Pages to load?",PDF_PAGES_DESC:"Format: 1, 3-5, 7, 9-11",TYPE_SECTION:"Type section name to select.",SELECT_SECTION_OR_TYPE_NEW:"Select existing section or type name of a new section then press Enter.",INVALID_SECTION_NAME:"Invalid section name.",EMPTY_SECTION_MESSAGE:"Type the Section Name and hit enter to create a new Section",INFINITE_LOOP_WARNING:"EXCALIDRAW WARNING\nAborted loading embedded images due to infinite loop in file:\n",SCRIPT_EXECUTION_ERROR:"Script execution error. Please find error message on the developer console.",LOAD_FROM_BACKUP:"Excalidraw file was corrupted. Loading from backup file.",GOTO_FULLSCREEN:"Goto fullscreen mode",EXIT_FULLSCREEN:"Exit fullscreen mode",TOGGLE_FULLSCREEN:"Toggle fullscreen mode",TOGGLE_DISABLEBINDING:"Toggle to invert default binding behavior",TOGGLE_FRAME_RENDERING:"Toggle frame rendering",TOGGLE_FRAME_CLIPPING:"Toggle frame clipping",OPEN_LINK_CLICK:"Open Link",OPEN_LINK_PROPS:"Open the image-link or LaTeX-formula editor",NARROW_TO_HEADING:"Narrow to heading...",NARROW_TO_BLOCK:"Narrow to block...",SHOW_ENTIRE_FILE:"Show entire file",ZOOM_TO_FIT:"Zoom to fit",RELOAD:"Reload original link",OPEN_IN_BROWSER:"Open current link in browser",PROPERTIES:"Properties",COPYCODE:"Copy source to clipboard",ES_TITLE:"Embeddable Element Settings",ES_RENAME:"Rename File",ES_ZOOM:"Embedded Content Scaling",ES_YOUTUBE_START:"YouTube Start Time",ES_YOUTUBE_START_DESC:"ss, mm:ss, hh:mm:ss",ES_YOUTUBE_START_INVALID:"The YouTube Start Time is invalid. Please check the format and try again",ES_FILENAME_VISIBLE:"Filename Visible",ES_BACKGROUND_HEAD:"Embedded note background color",ES_BACKGROUND_MATCH_ELEMENT:"Match Element Background Color",ES_BACKGROUND_MATCH_CANVAS:"Match Canvas Background Color",ES_BACKGROUND_COLOR:"Background Color",ES_BORDER_HEAD:"Embedded note border color",ES_BORDER_COLOR:"Border Color",ES_BORDER_MATCH_ELEMENT:"Match Element Border Color",ES_BACKGROUND_OPACITY:"Background Opacity",ES_BORDER_OPACITY:"Border Opacity",ES_EMBEDDABLE_SETTINGS:"Embeddable Markdown Settings",ES_USE_OBSIDIAN_DEFAULTS:"Use Obsidian Defaults",ES_ZOOM_100_RELATIVE_DESC:"The button will adjust the element scale so it will show the content at 100% relative to the current zoom level of your canvas",ES_ZOOM_100:"Relative 100%",PROMPT_FILE_DOES_NOT_EXIST:"File does not exist. Do you want to create it?",PROMPT_ERROR_NO_FILENAME:"Error: Filename for new file may not be empty",PROMPT_ERROR_DRAWING_CLOSED:"Unknown error. It seems as if your drawing was closed or the drawing file is missing",PROMPT_TITLE_NEW_FILE:"New File",PROMPT_TITLE_CONFIRMATION:"Confirmation",PROMPT_BUTTON_CREATE_EXCALIDRAW:"Create EX",PROMPT_BUTTON_CREATE_EXCALIDRAW_ARIA:"Create Excalidraw drawing and open in new tab",PROMPT_BUTTON_CREATE_MARKDOWN:"Create MD",PROMPT_BUTTON_CREATE_MARKDOWN_ARIA:"Create markdown document and open in new tab",PROMPT_BUTTON_EMBED_MARKDOWN:"Embed MD",PROMPT_BUTTON_EMBED_MARKDOWN_ARIA:"Replace selected element with embedded markdown document",PROMPT_BUTTON_NEVERMIND:"Nevermind",PROMPT_BUTTON_OK:"OK",PROMPT_BUTTON_CANCEL:"Cancel",PROMPT_BUTTON_INSERT_LINE:"Insert new line",PROMPT_BUTTON_INSERT_SPACE:"Insert space",PROMPT_BUTTON_INSERT_LINK:"Insert markdown link to file",PROMPT_BUTTON_UPPERCASE:"Uppercase",PROMPT_SELECT_TEMPLATE:"Select a template",WEB_BROWSER_DRAG_ACTION:"Web Browser Drag Action",LOCAL_FILE_DRAG_ACTION:"OS Local File Drag Action",INTERNAL_DRAG_ACTION:"Obsidian Internal Drag Action",PANE_TARGET:"Link click behavior",DEFAULT_ACTION_DESC:"In case none of the combinations apply the default action for this group is: ",FRAME_SETTINGS_TITLE:"Frame Settings",FRAME_SETTINGS_ENABLE:"Enable Frames",FRAME_SETTIGNS_NAME:"Display Frame Name",FRAME_SETTINGS_OUTLINE:"Display Frame Outline",FRAME_SETTINGS_CLIP:"Enable Frame Clipping",IPM_PAGES_TO_IMPORT_NAME:"Pages to import",IPM_SELECT_PAGES_TO_IMPORT:"Please select pages to import",IPM_ADD_BORDER_BOX_NAME:"Add border box",IPM_ADD_FRAME_NAME:"Add page to frame",IPM_ADD_FRAME_DESC:"For easier handling I recommend to lock the page inside the frame. If, however, you do lock the page inside the frame then the only way to unlock it is to right-click the frame, select remove elements from frame, then unlock the page.",IPM_GROUP_PAGES_NAME:"Group pages",IPM_GROUP_PAGES_DESC:"This will group all pages into a single group. This is recommended if you are locking the pages after import, because the group will be easier to unlock later rather than unlocking one by one.",IPM_SELECT_PDF:"Please select a PDF file"},enGB={},es={},fr={},hi={},id={},it={},ja={},ko={},nl={},no={},pl={},pt={},ptBR={},ro={},ru={},tr={},zhCN={CONVERT_URL_TO_FILE:"从 URL 下载图像到本地",UNZIP_CURRENT_FILE:"解压当前 Excalidraw 文件",ZIP_CURRENT_FILE:"压缩当前 Excalidraw 文件",PUBLISH_SVG_CHECK:"Obsidian Publish：搜索过期的 SVG 和 PNG 导出文件",EMBEDDABLE_PROPERTIES:"Embeddable 元素设置",EMBEDDABLE_RELATIVE_ZOOM:"使元素的缩放等级等于当前画布的缩放等级",OPEN_IMAGE_SOURCE:"打开 Excalidraw 绘图文件",INSTALL_SCRIPT:"安装此脚本",UPDATE_SCRIPT:"有可用更新 - 点击安装",CHECKING_SCRIPT:"检查更新中 - 点击重新安装",UNABLETOCHECK_SCRIPT:"检查更新失败 - 点击重新安装",UPTODATE_SCRIPT:"脚本已是最新 - 点击重新安装",OPEN_AS_EXCALIDRAW:"打开为 Excalidraw 绘图",TOGGLE_MODE:"在 Excalidraw 和 Markdown 模式之间切换",CONVERT_NOTE_TO_EXCALIDRAW:"转换：空白 Markdown 文档 => Excalidraw 绘图文件",CONVERT_EXCALIDRAW:"转换： *.excalidraw => *.md",CREATE_NEW:"新建绘图文件",CONVERT_FILE_KEEP_EXT:"转换：*.excalidraw => *.excalidraw.md",CONVERT_FILE_REPLACE_EXT:"转换：*.excalidraw => *.md (兼容 Logseq)",DOWNLOAD_LIBRARY:"导出 stencil 库为 *.excalidrawlib 文件",OPEN_EXISTING_NEW_PANE:"打开已有的绘图 - 于新面板",OPEN_EXISTING_ACTIVE_PANE:"打开已有的绘图 - 于当前面板",TRANSCLUDE:"嵌入绘图（形如 ![[drawing]]）到当前 Markdown 文档中",TRANSCLUDE_MOST_RECENT:"嵌入最近编辑过的绘图（形如 ![[drawing]]）到当前 Markdown 文档中",TOGGLE_LEFTHANDED_MODE:"切换为左手模式",TOGGLE_SPLASHSCREEN:"在新绘图中显示启动画面",FLIP_IMAGE:"打开当前所选 excalidraw 图像的“背景笔记”",NEW_IN_NEW_PANE:"新建绘图 - 于新面板",NEW_IN_NEW_TAB:"新建绘图 - 于新页签",NEW_IN_ACTIVE_PANE:"新建绘图 - 于当前面板",NEW_IN_POPOUT_WINDOW:"新建绘图 - 于新窗口",NEW_IN_NEW_PANE_EMBED:"新建绘图 - 于新面板 - 并将其嵌入（形如 ![[drawing]]）到当前 Markdown 文档中",NEW_IN_NEW_TAB_EMBED:"新建绘图 - 于新页签 - 并将其嵌入（形如 ![[drawing]]）到当前 Markdown 文档中",NEW_IN_ACTIVE_PANE_EMBED:"新建绘图 - 于当前面板 - 并将其嵌入（形如 ![[drawing]]）到当前 Markdown 文档中",NEW_IN_POPOUT_WINDOW_EMBED:"新建绘图 - 于新窗口 - 并将其嵌入（形如 ![[drawing]]）到当前 Markdown 文档中",TOGGLE_LOCK:"文本元素：原文模式（RAW）⟺ 预览模式（PREVIEW）",DELETE_FILE:"从库中删除所选图像（或以图像形式嵌入绘图中的 Markdown）的源文件",COPY_ELEMENT_LINK:"复制所选元素的链接（形如 [[file#^id]]]）",COPY_DRAWING_LINK:"复制绘图的嵌入链接（形如 ![[darwing]]）",INSERT_LINK_TO_ELEMENT:`复制所选元素为内部链接（形如 [[file#^id]] ）。\n按住 ${labelCTRL()} 可复制元素所在分组为内部链接（形如 [[file#^group=id]] ）。\n按住 SHIFT 可复制所选元素所在区域为内部链接（形如 [[file#^area=id]] ）。`,INSERT_LINK_TO_ELEMENT_GROUP:"复制所选元素所在分组为嵌入链接（形如 ![[file#^group=id]] ）",INSERT_LINK_TO_ELEMENT_AREA:"复制所选元素所在区域为嵌入链接（形如 ![[file#^area=id]] ）",INSERT_LINK_TO_ELEMENT_FRAME:"复制所选框架为嵌入链接（形如 ![[file#^frame=id]] ）",INSERT_LINK_TO_ELEMENT_FRAME_CLIPPED:"复制所选框架（内容）为嵌入链接（形如 ![[file#^clippedframe=id]] ）",INSERT_LINK_TO_ELEMENT_NORMAL:"复制所选元素为内部链接（形如 [[file#^id]] ）",INSERT_LINK_TO_ELEMENT_ERROR:"未选择画布里的单个元素",INSERT_LINK_TO_ELEMENT_READY:"链接已生成并复制到剪贴板",INSERT_LINK:"插入任意文件（以内部链接形式嵌入，形如 [[drawing]] ）到当前绘图中",INSERT_COMMAND:"插入 Obsidian 命令（以内部链接形式嵌入）到当前绘图中",INSERT_IMAGE:"插入图像或 Excalidraw 绘图（以图像形式嵌入）到当前绘图中",IMPORT_SVG:"从 SVG 文件导入图形元素到当前绘图中（暂不支持文本元素）",IMPORT_SVG_CONTEXTMENU:"转换 SVG 到线条 - 有限制",INSERT_MD:"插入 Markdown 文档（以图像形式嵌入）到当前绘图中",INSERT_PDF:"插入 PDF 文档（以图像形式嵌入）到当前绘图中",UNIVERSAL_ADD_FILE:"插入任意文件（以交互形式嵌入，或者以图像形式嵌入）到当前绘图中",INSERT_CARD:"插入“背景笔记”卡片",CONVERT_CARD_TO_FILE:"将“背景笔记”卡片保存到文件",ERROR_TRY_AGAIN:"请重试。",PASTE_CODEBLOCK:"粘贴代码块",INSERT_LATEX:"插入 LaTeX 公式（例如：\\binom{n}{k} = \\frac{n!}{k!(n-k)!}）。",ENTER_LATEX:"输入 LaTeX 表达式",READ_RELEASE_NOTES:"阅读本插件的更新说明",RUN_OCR:"OCR 完整画布：识别涂鸦和图片里的文本并复制到剪贴板和文档属性中",RERUN_OCR:"重新运行 OCR 完整画笔：识别涂鸦和图片里的文本并复制到剪贴板和文档属性中",RUN_OCR_ELEMENTS:"OCR 选中的元素：识别涂鸦和图片里的文本并复制到剪贴板",TRAY_MODE:"绘图工具属性页：面板模式 ⟺ 托盘模式",SEARCH:"搜索文本",CROP_PAGE:"对所选页面裁剪并添加蒙版",CROP_IMAGE:"对图片裁剪并添加蒙版",ANNOTATE_IMAGE:"在 Excalidraw 中标注图像",INSERT_ACTIVE_PDF_PAGE_AS_IMAGE:"将当前激活的的 PDF 页面作为图片插入",RESET_IMG_TO_100:"重置图像元素的尺寸为 100%",RESET_IMG_ASPECT_RATIO:"重置所选图像元素的纵横比",TEMPORARY_DISABLE_AUTOSAVE:"临时禁用自动保存功能，直到本次 Obsidian 退出（小白慎用！）",TEMPORARY_ENABLE_AUTOSAVE:"启用自动保存功能",NO_SEARCH_RESULT:"在绘图中未找到匹配的元素",FORCE_SAVE_ABORTED:"自动保存被中止，因为文件正在保存中",LINKLIST_SECOND_ORDER_LINK:"二级链接",MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT_TITLE:"自定义嵌入文件链接",MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT:"请不要在文件名周围添加 [[方括号]]！<br>对于 markdown 图像，在编辑链接时请遵循以下格式：<mark>文件名#^块引用|宽度x最大高度</mark><br>您可以通过在链接末尾添加 <code>|100%</code> 来将 Excalidraw 图像锚定为 100% 的大小。<br>您可以通过将 <code>#page=1</code> 更改为 <code>#page=2</code> 等来更改 PDF 页码。<br>PDF 矩形裁剪值为：<code>左, 下, 右, 上</code>。例如：<code>#rect=0,0,500,500</code><br>",FRAME_CLIPPING_ENABLED:"渲染框架：已启用",FRAME_CLIPPING_DISABLED:"渲染框架：已禁用",ARROW_BINDING_INVERSE_MODE:"反转模式：默认方向按键已禁用。需要时请使用 Ctrl/CMD 临时启用。",ARROW_BINDING_NORMAL_MODE:"正常模式：方向键已启用。需要时请使用 Ctrl/CMD 临时禁用。",EXPORT_FILENAME_PROMPT:"请提供文件名",EXPORT_FILENAME_PROMPT_PLACEHOLDER:"请输入文件名，留空以取消操作",WARNING_SERIOUS_ERROR:"警告：Excalidraw 遇到了未知的问题!\n\n您最近的更改可能无法保存。\n\n为了安全起见，请按以下步骤操作：\n1) 使用 Ctrl/CMD+A 选择您的绘图，然后使用 Ctrl/CMD+C 进行复制。\n2) 然后在新窗格中，通过 Ctrl/CMD 点击 Excalidraw 功能区按钮创建一个空白绘图。\n3) 最后，使用 Ctrl/CMD+V 将您的作品粘贴到新文档中。",ARIA_LABEL_TRAY_MODE:"托盘模式提供了一个更宽敞的画布空间",MASK_FILE_NOTICE:"这是一个蒙版图像。长按本提示来观看视频讲解。",INSTALL_SCRIPT_BUTTON:"安装或更新 Excalidraw 脚本",OPEN_AS_MD:"打开为 Markdown 文档",EXPORT_IMAGE:"导出为图像",OPEN_LINK:"打开所选元素里的链接 \n（按住 Shift 在新面板打开）",EXPORT_EXCALIDRAW:"导出为 .excalidraw 文件（旧版绘图文件格式）",LINK_BUTTON_CLICK_NO_TEXT:"请选择一个包含内部或外部链接的元素。\n",LINEAR_ELEMENT_LINK_CLICK_ERROR:"箭头和线元素的链接无法通过 "+labelCTRL()+" + 点击元素来导航，因为这也会激活线编辑器。\n请使用右键上下文菜单打开链接，或点击元素右上角的链接指示器。\n",FILENAME_INVALID_CHARS:'文件名不能含有以下符号： * " \\  < > : | ? #',FORCE_SAVE:"保存（同时更新嵌入了该绘图的 Markdown 文档）",RAW:"文本元素正以原文（RAW）模式显示链接。\n点击切换到预览（PREVIEW）模式",PARSED:"文本元素正以预览（PREVIEW）模式显示链接。\n点击切换到原文（RAW）模式",NOFILE:"Excalidraw（没有文件）",COMPATIBILITY_MODE:"*.excalidraw 是兼容旧版的绘图文件格式。需要转换为新格式才能解锁本插件的全部功能。",CONVERT_FILE:"转换为新格式",BACKUP_AVAILABLE:"加载绘图文件时出错，可能是由于 Obsidian 在上次保存时意外退出了（手机上更容易发生这种意外）。<br><br><b>好消息：</b>这台设备上存在备份。您是否想要恢复本设备上的备份？<br><br>（我建议您先尝试在最近使用过的其他设备上打开该绘图，以检查是否有更新的备份。）",BACKUP_RESTORED:"已恢复备份",CACHE_NOT_READY:"抱歉，加载绘图文件时出错。<br><br><mark>现在有耐心，将来更省心。</mark><br><br>该插件有备份机制，但您似乎刚刚打开 Obsidian，需要等待一分钟或更长的时间来读取缓存。缓存读取完毕时，您将会在右上角收到提示。<br><br>请点击 OK 并耐心等待缓存，或者选择点击取消后手动修复你的文件。<br>",OBSIDIAN_TOOLS_PANEL:"Obsidian 工具面板",ERROR_SAVING_IMAGE:"获取图像时发生未知错误。可能是由于某种原因，图像不可用或拒绝了 Obsidian 的获取请求。",WARNING_PASTING_ELEMENT_AS_TEXT:"你不能将 Excalidraw 元素粘贴为文本元素！",USE_INSERT_FILE_MODAL:"使用“插入任意文件”功能来嵌入 Markdown 文档",RECURSIVE_INSERT_ERROR:"你不能将图像的一部分嵌入到此图像中，因为这可能导致无限循环。",CONVERT_TO_MARKDOWN:"转存为 Markdown 文档（并嵌入为 MD-Embeddable）",SELECT_TEXTELEMENT_ONLY:"只选择文本元素（非容器）",REMOVE_LINK:"移除文字元素链接",LASER_ON:"启用激光笔",LASER_OFF:"关闭激光笔",WELCOME_RANK_NEXT:"张绘图之后，可以到达下一等级！",WELCOME_RANK_LEGENDARY:"您已是绘图大师，请续写传奇~",WELCOME_COMMAND_PALETTE:'在命令面板中输入 "Excalidraw"',WELCOME_OBSIDIAN_MENU:"探索右上角的 Obsidian 菜单",WELCOME_SCRIPT_LIBRARY:"访问脚本库",WELCOME_HELP_MENU:"在汉堡菜单（三横线）中寻找帮助",WELCOME_YOUTUBE_ARIA:"可视化个人知识管理的 YouTube 频道",WELCOME_YOUTUBE_LINK:"查看可视化个人知识管理的 YouTube 频道",WELCOME_DISCORD_ARIA:"加入 Discord 服务器",WELCOME_DISCORD_LINK:"加入 Discord 服务器",WELCOME_TWITTER_ARIA:"在 Twitter 上关注我",WELCOME_TWITTER_LINK:"在 Twitter 上关注我",WELCOME_LEARN_ARIA:"学习“可视化个人知识管理”（Visual PKM）",WELCOME_LEARN_LINK:"报名加入视觉思维工作坊",WELCOME_DONATE_ARIA:"捐赠以支持 Excalidraw-Obsidian",WELCOME_DONATE_LINK:"感谢并支持此插件。",SAVE_IS_TAKING_LONG:"保存您之前的文件花费的时间较长，请稍候...",SAVE_IS_TAKING_VERY_LONG:"为了更好的性能，请考虑将大型绘图拆分成几个较小的文件。",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）。",BASIC_HEAD:"基本",BASIC_DESC:"包括：更新说明，更新提示，新绘图文件、模板文件、脚本文件的存储路径等的设置。",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。",CROP_PREFIX_NAME:"剪贴文件的前缀",CROP_PREFIX_DESC:"当剪贴图片进来时保存的文件名的前缀。 留空则使用 'cropped_'",ANNOTATE_PREFIX_NAME:"标注文件的前缀",ANNOTATE_PREFIX_DESC:"在标注图像时创建新绘图的文件名的第一部分。留空则使用'annotated_'",ANNOTATE_PRESERVE_SIZE_NAME:"在标注时保留图像尺寸",ANNOTATE_PRESERVE_SIZE_DESC:"当在 Markdown 中标注图像时，替换后的图像链接将包含原始图像的宽度。",CROP_FOLDER_NAME:"剪贴文件文件夹",CROP_FOLDER_DESC:"剪贴图像时创建新绘图的默认存储路径。如果留空，将按照 Vault 附件设置创建。",ANNOTATE_FOLDER_NAME:"图片标注文件文件夹",ANNOTATE_FOLDER_DESC:"创建图片标注是的默认存储路径。如果留空，将按照 Vault 附件设置创建。",FOLDER_EMBED_NAME:"将 Excalidraw 文件夹用于“新建绘图”系列命令",FOLDER_EMBED_DESC:"在命令面板中执行“新建绘图”系列命令时，新建的绘图文件的存储路径。<br><b>开启：</b>使用上面的 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（文件夹）的存储路径。<br><b>模板文件：</b>比如：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）。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。<br><b>模板文件夹：</b> 你还可以将文件夹设置为模板。 在这种情况下，创建新绘图时将提示您选择使用哪个模板。<br><b>专业提示：</b> 如果您正在使用 Obsidian Templater 插件，您可以将 Templater 代码添加到不同的Excalidraw 模板中，以自动配置您的绘图",SCRIPT_FOLDER_NAME:"Excalidraw 自动化脚本的文件夹（大小写敏感！）",SCRIPT_FOLDER_DESC:"此文件夹用于存放 Excalidraw 自动化脚本。您可以在 Obsidian 命令面板中执行这些脚本，还可以为喜欢的脚本分配快捷键，就像为其他 Obsidian 命令分配快捷键一样。<br>该项不能设为库的根目录。",AI_HEAD:"AI（实验性）",AI_DESC:"OpenAI GPT API 的设置。 目前 OpenAI API 还处于测试中，您需要在自己的。OpenAI 账户中充值至少 5 美元后才能生成 API key，然后就可以在 Excalidraw 中配置并使用 AI。",AI_OPENAI_TOKEN_NAME:"OpenAI API key",AI_OPENAI_TOKEN_DESC:"您可以访问您的<a href='https://platform.openai.com/api-keys'> OpenAI 账户</a>来获取自己的 OpenAI API key。",AI_OPENAI_TOKEN_PLACEHOLDER:"OpenAI API key",AI_OPENAI_DEFAULT_MODEL_NAME:"默认的文本 AI 模型",AI_OPENAI_DEFAULT_MODEL_DESC:"使用哪个 AI 模型来生成文本。请填写有效的 OpenAI 模型名称。您可访问<a href='https://platform.openai.com/docs/models'> OpenAI 网站</a>了解更多模型信息。",AI_OPENAI_DEFAULT_MODEL_PLACEHOLDER:"gpt-3.5-turbo-1106",AI_OPENAI_DEFAULT_IMAGE_MODEL_NAME:"默认的图像 AI 模型",AI_OPENAI_DEFAULT_IMAGE_MODEL_DESC:"使用哪个 AI 模型来生成图像（在编辑和调整图像时会强制使用 dall-e-2 模型，因为目前只有该模型支持编辑和调整图像）。请填写有效的 OpenAI 模型名称。您可访问<a href='https://platform.openai.com/docs/models'>OpenAI 网站</a>了解更多模型信息。",AI_OPENAI_DEFAULT_IMAGE_MODEL_PLACEHOLDER:"dall-e-3",AI_OPENAI_DEFAULT_VISION_MODEL_NAME:"默认的 AI 视觉模型",AI_OPENAI_DEFAULT_VISION_MODEL_DESC:"根据文本生成图像时，使用哪个 AI 视觉模型。请填写有效的 OpenAI 模型名称。您可访问<a href='https://platform.openai.com/docs/models'> OpenAI 网站</a>了解更多模型信息。",AI_OPENAI_DEFAULT_API_URL_NAME:"OpenAI API URL",AI_OPENAI_DEFAULT_API_URL_DESC:"默认的 OpenAI API URL。请填写有效的 OpenAI API URL。Excalidraw 会通过该 URL 发送 API 请求给 OpenAI。我没有对此选项做任何错误处理，请谨慎修改。",AI_OPENAI_DEFAULT_IMAGE_API_URL_NAME:"OpenAI 图像生成 API URL",AI_OPENAI_DEFAULT_VISION_MODEL_PLACEHOLDER:"输入你的默认 AI 模型名称，例如：gpt-4o",SAVING_HEAD:"保存",SAVING_DESC:"包括：压缩，自动保存的时间间隔，文件的命名格式和扩展名等的设置。",COMPRESS_NAME:"压缩 Excalidraw JSON",COMPRESS_DESC:"Excalidraw 绘图文件默认将元素记录为 JSON 格式。开启此项，可将元素的 JSON 数据以 BASE64 编码（使用 <a href='https://pieroxy.net/blog/pages/lz-string/index.html'>LZ-String</a> 算法）。这样做的好处是：一方面可以避免原来的明文 JSON 数据干扰 Obsidian 的文本搜索结果，另一方面减小了绘图文件的体积。<br>当您通过功能区按钮或命令将绘图切换成 Markdown 模式时，数据将被解码回 JSON 格式以便阅读和编辑；而当您切换回 Excalidraw 模式时，数据就会被再次编码。<br>开启此项后，对于之前已存在但未压缩的绘图文件，需要重新打开并保存才能生效。",DECOMPRESS_FOR_MD_NAME:"在 Markdown 视图中解压缩 Excalidraw JSON",DECOMPRESS_FOR_MD_DESC:"通过启用此功能，Excalidraw 将在切换到 Markdown 视图时自动解压缩绘图 JSON。这将使您能够轻松阅读和编辑 JSON 字符串。一旦您切换回 Excalidraw 视图并保存绘图（Ctrl+S），绘图将再次被压缩。<br>我建议关闭此功能，因为这可以获得更小的文件尺寸，并避免在 Obsidian 搜索中出现不必要的结果。 您始终可以使用命令面板中的“Excalidraw: 解压缩当前 Excalidraw 文件”命令在需要阅读或编辑时手动解压缩绘图 JSON。",AUTOSAVE_INTERVAL_DESKTOP_NAME:"桌面端自动保存时间间隔",AUTOSAVE_INTERVAL_DESKTOP_DESC:"每隔多长时间自动保存一次（如果绘图文件没有发生改变，将不会保存）。当 Obsidian 应用内的焦点离开活动文档（如关闭工作空间、点击菜单栏、切换到其他页签或面板等）的时候，也会触发自动保存。直接退出 Obsidian 应用（不管是终结进程还是点关闭按钮）不会触发自动保存。",AUTOSAVE_INTERVAL_MOBILE_NAME:"移动端自动保存时间间隔",AUTOSAVE_INTERVAL_MOBILE_DESC:"建议在移动端设置更短的时间间隔。当 Obsidian 应用内的焦点离开活动文档（如关闭工作空间、点击菜单栏、切换到其他页签或面板等）的时候，也会触发自动保存。直接退出 Obsidian 应用（在应用切换器中划掉）不会触发自动保存。此外，当您切换到其他应用时，有时候系统会自动清理 Obsidian 后台以释放资源。这种情况下，自动保存会失效。",FILENAME_HEAD:"文件名",FILENAME_DESC:"<p>点击阅读<a href='https://momentjs.com/docs/#/displaying/format/'>日期和时间格式参考</a>。</p>",FILENAME_SAMPLE:"“新建绘图”系列命令创建的文件名形如：",FILENAME_EMBED_SAMPLE:"“新建绘图并嵌入到当前 Markdown 文档中”系列命令创建的文件名形如：",FILENAME_PREFIX_NAME:"“新建绘图”系列命令创建的文件名前缀",FILENAME_PREFIX_DESC:"执行“新建绘图”系列命令时，创建的绘图文件名的第一部分",FILENAME_PREFIX_EMBED_NAME:"“新建绘图并嵌入到当前 Markdown 文档中”系列命令创建的文件名前缀",FILENAME_PREFIX_EMBED_DESC:"执行“新建绘图并嵌入到当前 Markdown 文档中”系列命令时，创建的绘图文件名是否以当前文档名作为前缀？<br><b>开启：</b>是<br><b>关闭：</b>否",FILENAME_POSTFIX_NAME:"“新建绘图并嵌入到当前 Markdown 文档中”系列命令创建的文件名的中间部分",FILENAME_POSTFIX_DESC:"介于文件名前缀和日期时间之间的文本。仅对“新建绘图并嵌入到当前 Markdown 文档中”系列命令创建的绘图生效。",FILENAME_DATE_NAME:"文件名里的日期时间",FILENAME_DATE_DESC:"文件名的最后一部分。允许留空。",FILENAME_EXCALIDRAW_EXTENSION_NAME:"文件扩展名（.excalidraw.md 或 .md）",FILENAME_EXCALIDRAW_EXTENSION_DESC:"该选项在兼容模式（即非 Excalidraw 专用 Markdown 文件）下不会生效。<br><b>开启：</b>使用 .excalidraw.md 作为扩展名。<br><b>关闭：</b>使用 .md 作为扩展名。",DISPLAY_HEAD:"界面 & 行为",DISPLAY_DESC:"包括：左手模式，主题匹配，缩放，激光笔工具，修饰键等的设置。",DYNAMICSTYLE_NAME:"动态样式",DYNAMICSTYLE_DESC:"根据画布颜色自动调节 Excalidraw 界面颜色",LEFTHANDED_MODE_NAME:"左手模式",LEFTHANDED_MODE_DESC:"目前只在托盘模式下生效。若开启此项，则托盘（绘图工具属性页）将位于右侧。<br><b>开启：</b>左手模式。<br><b>关闭：</b>右手模式。",IFRAME_MATCH_THEME_NAME:"使 Embeddable 匹配 Excalidraw 主题",IFRAME_MATCH_THEME_DESC:"<b>开启：</b>当 Obsidian 和 Excalidraw 一个使用黑暗主题、一个使用明亮主题时，开启此项后，以交互形式嵌入到绘图中的元素（Embeddable） 将会匹配 Excalidraw 主题。<br><b>关闭：</b>如果您想要 Embeddable 匹配 Obsidian 主题，请关闭此项。",MATCH_THEME_NAME:"使新建的绘图匹配 Obsidian 主题",MATCH_THEME_DESC:"如果 Obsidian 使用黑暗主题，新建的绘图文件也将使用黑暗主题。<br>但是若设置了模板，新建的绘图文件将跟随模板主题；另外，此功能不会作用于已有的绘图。<br><b>开启：</b>跟随 Obsidian 主题风格。<br><b>关闭：</b>跟随模板主题风格。",MATCH_THEME_ALWAYS_NAME:"使已有的绘图匹配 Obsidian 主题",MATCH_THEME_ALWAYS_DESC:"如果 Obsidian 使用黑暗主题，则绘图文件也将以黑暗主题打开；反之亦然。<br><b>开启：</b>匹配 Obsidian 主题风格。<br><b>关闭：</b>采用上次保存时的主题风格。",MATCH_THEME_TRIGGER_NAME:"Excalidraw 主题跟随 Obsidian 主题变化",MATCH_THEME_TRIGGER_DESC:"开启此项，则切换 Obsidian 的黑暗/明亮主题时，已打开的 Excalidraw 面板的主题会随之改变。<br><b>开启：</b>跟随主题变化。<br><b>关闭：</b>不跟随主题变化。",DEFAULT_OPEN_MODE_NAME:"Excalidraw 的默认运行模式",DEFAULT_OPEN_MODE_DESC:"设置 Excalidraw 的运行模式：普通模式（Normal）/禅模式（Zen）/阅读模式（View）。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-default-mode: normal/zen/view</code> 的键值对。",DEFAULT_PEN_MODE_NAME:"触控笔模式（Pen mode）",DEFAULT_PEN_MODE_DESC:"打开绘图时，是否自动开启触控笔模式？",DISABLE_DOUBLE_TAP_ERASER_NAME:"启用手写模式下的双击橡皮擦功能",SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_NAME:"在触控笔模式下显示十字准星（+）",SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_DESC:"在触控笔模式下使用涂鸦功能会显示十字准星 <b><u>打开:</u></b> 显示 <b><u>关闭:</u></b> 隐藏<br>效果取决于设备。十字准星通常在绘图板、MS Surface 上可见。但在 iOS 上不可见。",SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_NAME:"在鼠标悬停预览时将 Excalidraw 文件渲染文图片",SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_DESC:"...即使文件具有 `<b>excalidraw-open-md: true</b>` frontmatter 属性。<br>当此设置关闭且文件默认设置为以 md 格式打开时，悬停预览将显示文档的 Markdown 部分（背景笔记）。",SHOW_DRAWING_OR_MD_IN_READING_MODE_NAME:"Excalidraw 文件在 Markdown 阅读模式下渲染为图片",SHOW_DRAWING_OR_MD_IN_READING_MODE_DESC:"当您处于 Markdown 阅读模式（即查看绘图的背景笔记）时，Excalidraw 绘图是否应该渲染为图像？此设置不会影响您在 Excalidraw 模式下的绘图显示，或者在将绘图嵌入 Markdown 文档时，或在渲染悬停预览时。<br><ul><li>请参阅下面‘嵌入和导出’部分的 <a href='#PDFExport'>PDF 导出</a> 相关设置。</li></ul><br>您必须关闭当前的 Excalidraw/Markdown 文件并重新打开，以使此更改生效。",SHOW_DRAWING_OR_MD_IN_EXPORTPDF_NAME:"在将 Excalidraw 文件导出为 PDF 时将文件渲染为图像",SHOW_DRAWING_OR_MD_IN_EXPORTPDF_DESC:"处于 Markdown 视图模式时，此设置控制 Excalidraw 在使用 Obsidian 的 <b>导出为 PDF</b> 功能时，将 Excalidraw 文件导出为 PDF 的行为。<br><ul><li>当 <b>启用</b> 时，PDF 将仅显示 Excalidraw 绘图；</li><li>当 <b>禁用</b> 时，PDF 将显示文档的 Markdown 部分（背景笔记）。</li></ul>请参阅上面‘外观和行为’部分的 <<a href='#MDReadingMode'>>Markdown 阅读模式</a> 相关设置。⚠️ 注意，您必须关闭当前的 Excalidraw/Markdown 文件并重新打开，以使此更改生效。⚠️",HOTKEY_OVERRIDE_HEAD:"热键覆盖",HOTKEY_OVERRIDE_DESC:`一些 Excalidraw 的热键，例如 ${labelCTRL()}+Enter 用于编辑文本，或 ${labelCTRL()}+K 用于创建元素链接。与 Obsidian 的热键设置发生冲突。您在下面添加的热键组合将在使用 Excalidraw 时覆盖 Obsidian 的热键设置，因此如果您希望在 Excalidraw 中默认选择“组合对象”，而不是打开“图形视图”，您可以添加 ${labelCTRL()}+G。`,THEME_HEAD:"主题和样式",ZOOM_HEAD:"缩放",DEFAULT_PINCHZOOM_NAME:"允许在触控笔模式下进行双指缩放",DEFAULT_PINCHZOOM_DESC:"在触控笔模式下使用自由画笔工具时，双指缩放可能造成干扰。<br><b>开启:：</b>允许在触控笔模式下进行双指缩放<br><b>关闭： </b>禁止在触控笔模式下进行双指缩放",DEFAULT_WHEELZOOM_NAME:"鼠标滚轮缩放页面",DEFAULT_WHEELZOOM_DESC:`<b>开启：</b>鼠标滚轮为缩放页面，${labelCTRL()}+鼠标滚轮为滚动页面</br><b>关闭：</b>鼠标滚轮为滚动页面，${labelCTRL()}+鼠标滚轮为缩放页面`,ZOOM_TO_FIT_NAME:"调节面板尺寸后自动缩放页面",ZOOM_TO_FIT_DESC:"调节面板尺寸后，自适应地缩放页面<br><b>开启：</b>自动缩放。<br><b>关闭：</b>禁用自动缩放。",ZOOM_TO_FIT_ONOPEN_NAME:"打开绘图时自动缩放页面",ZOOM_TO_FIT_ONOPEN_DESC:"打开绘图文件时，自适应地缩放页面<br><b>开启：</b>自动缩放。<br><b>关闭：</b>禁用自动缩放。",ZOOM_TO_FIT_MAX_LEVEL_NAME:"自动缩放的最高级别",ZOOM_TO_FIT_MAX_LEVEL_DESC:"自动缩放画布时，允许放大的最高级别。该值不能低于 0.5（50%）且不能超过 10（1000%）。",GRID_HEAD:"网格",GRID_DYNAMIC_COLOR_NAME:"动态网格颜色",GRID_DYNAMIC_COLOR_DESC:"<b><u>开启：</u></b>更改网格颜色以匹配画布颜色<br><b><u>关闭：</u></b>将以下颜色用作网格颜色",GRID_COLOR_NAME:"网格颜色",GRID_OPACITY_NAME:"网格透明度",GRID_OPACITY_DESC:"网格透明度还将控制将箭头绑定到元素时绑定框的透明度。<br>设置网格的不透明度。 0 表示完全透明，100 表示完全不透明。",LASER_HEAD:"激光笔工具（更多工具 > 激光笔）",LASER_COLOR:"激光笔颜色",LASER_DECAY_TIME_NAME:"激光笔消失时间",LASER_DECAY_TIME_DESC:"单位是毫秒，默认是 1000（即 1 秒）。",LASER_DECAY_LENGTH_NAME:"激光笔轨迹长度",LASER_DECAY_LENGTH_DESC:"默认是 50。",LINKS_HEAD:"链接 & 以内部链接形式嵌入到绘图中的 Markdown 文档（MD-Transclusion）& 待办任务（Todo）",LINKS_HEAD_DESC:"包括：链接的打开和显示，MD-Transclusion 的显示，Todo 的显示等设置。",LINKS_DESC:`按住 ${labelCTRL()} 并点击包含 <code>[[链接]]</code> 的文本元素可以打开其中的链接。如果所选文本元素包含多个 <code>[[有效的内部链接]]</code> ，只会打开第一个链接；如果所选文本元素包含有效的 URL 链接（如 <code>https://</code> 或 <code>http://</code>），插件会在浏览器中打开链接。<br>链接的源文件被重命名时，绘图中相应的 <code>[[内部链接]]</code> 也会同步更新。若您不愿绘图中的链接外观因此而变化，可使用 <code>[[内部链接|别名]]</code>。`,DRAG_MODIFIER_NAME:"修饰键",DRAG_MODIFIER_DESC:"在您按住点击链接或拖放元素时，可以触发某些行为。您可以为这些行为添加修饰键。Excalidraw 不会检查您的设置是否合理，因此请谨慎设置，避免冲突。以下选项在苹果和非苹果设备上区别很大，如果您在多个硬件平台上使用 Obsidian，需要分别进行设置。选项里的 4 个开关依次代表 "+(DEVICE.isIOS||DEVICE.isMacOS?"Shift, CMD, OPT, CONTROL.":"Shift, Ctrl, Alt, META (Win 键)。"),LONG_PRESS_DESKTOP_NAME:"长按打开（电脑端）",LONG_PRESS_DESKTOP_DESC:"长按(以毫秒为单位)打开在 Markdown 文件中嵌入的 Excalidraw 绘图。",LONG_PRESS_MOBILE_NAME:"长按打开（移动端）",LONG_PRESS_MOBILE_DESC:"长按(以毫秒为单位)打开在 Markdown 文件中嵌入的 Excalidraw 绘图。",FOCUS_ON_EXISTING_TAB_NAME:"聚焦于当前标签页",FOCUS_ON_EXISTING_TAB_DESC:"当打开一个链接时，如果该文件已经打开，Excalidraw 将会聚焦到现有的标签页上 启用这个设置会在文件已经打开的情况下覆盖“重用相邻窗格”的设置。",SECOND_ORDER_LINKS_NAME:"显示二级链接",SECOND_ORDER_LINKS_DESC:"在 Excalidraw 中点击链接时显示链接。二级链接是指指向被点击链接的反向链接当使用图标连接相似的笔记时，二级链接可以让你直接到达相关笔记，而不需要两次点击。请观看 <a href='https://youtube.com/shorts/O_1ls9c6wBY?feature=share'>这个 YouTube Shorts 视频</a> 以了解更多信息。",ADJACENT_PANE_NAME:"在相邻面板中打开",ADJACENT_PANE_DESC:`按住 ${labelCTRL()}+SHIFT 并点击绘图里的内部链接时，插件默认会在新面板中打开该链接。<br>若开启此项，Excalidraw 会先尝试寻找已有的相邻面板（按照右侧、左侧、上方、下方的顺序），并在其中打开该链接。如果找不到，再在新面板中打开。`,MAINWORKSPACE_PANE_NAME:"在主工作区中打开",MAINWORKSPACE_PANE_DESC:`按住 ${labelCTRL()}+SHIFT 并点击绘图里的内部链接时，插件默认会在当前窗口的新面板中打开该链接。<br>若开启此项，Excalidraw 会在主工作区的面板中打开该链接。`,LINK_BRACKETS_NAME:"在链接的两侧显示 <code>[[中括号]]</code>",LINK_BRACKETS_DESC:`文本元素处于预览（PREVIEW）模式时，在内部链接的两侧显示中括号。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>${FRONTMATTER_KEYS["link-brackets"].name}: true/false</code> 的键值对。`,LINK_PREFIX_NAME:"内部链接的前缀",LINK_PREFIX_DESC:`文本元素处于预览（PREVIEW）模式时，如果其中包含链接，则添加此前缀。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>${FRONTMATTER_KEYS["link-prefix"].name}: "📍 "</code> 的键值对。`,URL_PREFIX_NAME:"外部链接的前缀",URL_PREFIX_DESC:`文本元素处于预览（PREVIEW）模式时，如果其中包含外部链接，则添加此前缀。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>${FRONTMATTER_KEYS["url-prefix"].name}: "🌐 "</code> 的键值对。`,PARSE_TODO_NAME:"待办任务（Todo）",PARSE_TODO_DESC:"将文本元素中的 <code>- [ ]</code> 和 <code>- [x]</code> 前缀显示为方框。",TODO_NAME:"未完成项目",TODO_DESC:"未完成的待办项目的符号",DONE_NAME:"已完成项目",DONE_DESC:"已完成的待办项目的符号",HOVERPREVIEW_NAME:"鼠标悬停预览内部链接",HOVERPREVIEW_DESC:`<b>开启：</b>在 Excalidraw <u>阅读模式（View）</u>下，鼠标悬停在 <code>[[内部链接]]</code> 上即可预览；而在<u>普通模式（Normal）</u>下，鼠标悬停在内部链接右上角的蓝色标识上即可预览。<br> <b>关闭：</b>鼠标悬停在 <code>[[内部链接]]</code> 上，并且按住 ${labelCTRL()} 才能预览。`,LINKOPACITY_NAME:"链接标识的透明度",LINKOPACITY_DESC:"含有链接的元素，其右上角的链接标识的透明度。介于 0（全透明）到 1（不透明）之间。",LINK_CTRL_CLICK_NAME:`按住 ${labelCTRL()} 并点击含有 [[链接]] 或 [别名](链接) 的文本来打开链接`,LINK_CTRL_CLICK_DESC:"如果此功能影响到您使用某些原版 Excalidraw 功能，可将其关闭。关闭后，您可以使用 ${labelCTRL()} + ${labelMETA()} 或者元素右上角的链接指示器来打开链接。",TRANSCLUSION_WRAP_NAME:"MD-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:"MD-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:"MD-Transclusion 的最大显示字符数",PAGE_TRANSCLUSION_CHARCOUNT_DESC:"以 <code>![[内部链接]]</code> 或 <code>![](内部链接)</code> 的形式将文档以文本形式嵌入到绘图中时，该文档在绘图中可显示的最大字符数量。",QUOTE_TRANSCLUSION_REMOVE_NAME:"隐藏 MD-Transclusion 行首的引用符号",QUOTE_TRANSCLUSION_REMOVE_DESC:"不显示 MD-Transclusion 中每一行行首的 > 符号，以提高纯文本 MD-Transclusion 的可读性。<br><b>开启：</b>隐藏 > 符号<br><b>关闭：</b>不隐藏 > 符号（注意，由于 Obsidian API 的原因，首行行首的 > 符号不会被隐藏）",GET_URL_TITLE_NAME:"使用 iframly 获取页面标题",GET_URL_TITLE_DESC:"拖放链接到 Excalidraw 时，使用 <code>http://iframely.server.crestify.com/iframely?url=</code> 来获取页面的标题。",PDF_TO_IMAGE:"以图像形式嵌入到绘图中的 PDF 文档",PDF_TO_IMAGE_SCALE_NAME:"分辨率",PDF_TO_IMAGE_SCALE_DESC:"分辨率越高，图像越清晰，但内存占用也越大。此外，如果您想要复制这些图像到 Excalidraw.com，可能会超出其 2MB 大小的限制。",EMBED_TOEXCALIDRAW_HEAD:"嵌入到绘图中的文件",EMBED_TOEXCALIDRAW_DESC:"包括：以图像形式嵌入到绘图中的 PDF 文档、以交互形式嵌入到绘图中的 Markdown 文档（MD-Embeddable）、以图像形式嵌入的 Markdown 文档（MD-Embed）等。",MD_HEAD:"以图像形式嵌入到绘图中的 Markdown 文档（MD-Embed）",MD_EMBED_CUSTOMDATA_HEAD_NAME:"以交互形式嵌入到绘图中的 Markdown 文档（MD-Embeddable）",MD_EMBED_CUSTOMDATA_HEAD_DESC:"以下设置只会影响以后的嵌入。已存在的嵌入保持不变。嵌入框的主题设置位于 “Excalidraw 外观和行为” 部分。",MD_EMBED_SINGLECLICK_EDIT_NAME:"单击以编辑嵌入的 markdown。",MD_EMBED_SINGLECLICK_EDIT_DESC:"单击嵌入的 markdown 文件以进行编辑。 当此功能关闭时，markdown 文件将首先以预览模式打开，然后在您再次单击时切换到编辑模式。",MD_TRANSCLUDE_WIDTH_NAME:"MD-Embed 的默认宽度",MD_TRANSCLUDE_WIDTH_DESC:"MD-Embed 的宽度。该选项会影响到折行，以及图像元素的宽度。<br>您可为绘图中的某个 MD-Embed 单独设置此项，方法是将绘图切换至 Markdown 模式，并修改相应的 <code>[[Embed 文件名#标题|宽度x最大高度]]</code>。",MD_TRANSCLUDE_HEIGHT_NAME:"MD-Embed 的默认最大高度",MD_TRANSCLUDE_HEIGHT_DESC:"MD-Embed 的高度取决于 Markdown 文档内容的多少，但最大不会超过该值。<br>您可为绘图中的某个 MD-Embed 单独设置此项，方法是将绘图切换至 Markdown 模式，并修改相应的 <code>[[Embed 文件名#^块引ID|宽度x最大高度]]</code>。",MD_DEFAULT_FONT_NAME:"MD-Embed 的默认字体",MD_DEFAULT_FONT_DESC:"可以设为 <code>Virgil</code>，<code>Casadia</code> 或其他有效的 .ttf/.woff/.woff2 字体文件（如 <code>我的字体.woff2</code>）。<br>您可为某个 MD-Embed 单独设置此项，方法是在其源文件的 frontmatter 中添加形如 <code>excalidraw-font: 字体名或文件名</code> 的键值对。",MD_DEFAULT_COLOR_NAME:"MD-Embed 的默认文本颜色",MD_DEFAULT_COLOR_DESC:"可以填写 HTML 颜色名，如 steelblue（参考 <a href='https://www.w3schools.com/colors/colors_names.asp'>HTML Color Names</a>），或者有效的 16 进制颜色值，例如 #e67700，或者任何其他有效的 CSS 颜色。<br>您可为某个 MD-Embed 单独设置此项，方法是在其源文件的 frontmatter 中添加形如 <code>excalidraw-font-color: steelblue</code> 的键值对。",MD_DEFAULT_BORDER_COLOR_NAME:"MD-Embed 的默认边框颜色",MD_DEFAULT_BORDER_COLOR_DESC:"可以填写 HTML 颜色名，如 steelblue（参考 <a href='https://www.w3schools.com/colors/colors_names.asp'>HTML Color Names</a>），或者有效的 16 进制颜色值，例如 #e67700，或者任何其他有效的 CSS 颜色。<br>您可为某个 MD-Embed 单独设置此项，方法是在其源文件的 frontmatter 中添加形如 <code>excalidraw-border-color: gray</code> 的键值对。<br>如果您不想要边框，请留空。",MD_CSS_NAME:"MD-Embed 的默认 CSS 样式表",MD_CSS_DESC:"MD-Embed 图像所采用的 CSS 样式表文件名。需包含扩展名，例如 md-embed.css。允许使用 Markdown 文件（如 md-embed-css.md），但其内容应符合 CSS 语法。<br>如果您要查询 CSS 所作用的 HTML 节点，请在 Obsidian 开发者控制台（Ctrl+Shift+I）中键入命令：<code>ExcalidrawAutomate.mostRecentMarkdownSVG</code> —— 这将显示 Excalidraw 最近生成的 SVG。<br>此外，在 CSS 中不能任意地设置字体，您一般只能使用系统默认的标准字体（详见 README），但可以通过上面的设置来额外添加一个自定义字体。<br>您可为某个 MD-Embed 单独设置此项，方法是在其源文件的 frontmatter 中添加形如 <code>excalidraw-css: 库中的 CSS 文件或 CSS 片段</code> 的键值对。",EMBED_HEAD:"嵌入到 Markdown 文档中的绘图",EMBED_DESC:"包括：嵌入到 Markdown 文档中的绘图的预览图类型（SVG、PNG）、源文件类型（Excalidraw 绘图文件、SVG、PNG）、缓存、图像大小、图像主题，以及嵌入的语法等。\n    此外，还有自动导出 SVG 或 PNG 文件并保持与绘图文件状态同步的设置。",EMBED_CANVAS:"Obsidian 白板支持",EMBED_CANVAS_NAME:"沉浸式嵌入",EMBED_CANVAS_DESC:"当嵌入绘图到 Obsidian 白板中时，隐藏元素的边界和背景。注意：如果想要背景完全透明，您依然需要在 Excalidraw 中设置“导出的图像不包含背景”。",EMBED_CACHING:"预览图缓存",EXPORT_SUBHEAD:"导出",EMBED_SIZING:"图像尺寸",EMBED_THEME_BACKGROUND:"图像的主题和背景色",EMBED_IMAGE_CACHE_NAME:"为嵌入到 Markdown 文档中的绘图创建预览图缓存",EMBED_IMAGE_CACHE_DESC:"可提高下次嵌入的速度。但如果绘图中又嵌入了子绘图，当子绘图改变时，您需要打开子绘图并手动保存，才能够更新父绘图的预览图。",SCENE_IMAGE_CACHE_NAME:"缓存场景中嵌套的 Excalidraw",SCENE_IMAGE_CACHE_DESC:"缓存场景中嵌套的 Excalidraw 以加快场景渲染速度。这将加快渲染过程，特别是在您的场景中有深度嵌套的 Excalidraw 时。Excalidraw 将智能地尝试识别嵌套 Excalidraw 的子元素是否发生变化，并更新缓存。 如果您怀疑缓存未能正确更新，您可能需要关闭此功能。",EMBED_IMAGE_CACHE_CLEAR:"清除缓存",BACKUP_CACHE_CLEAR:"清除备份",BACKUP_CACHE_CLEAR_CONFIRMATION:"该操作将删除所有绘图文件的备份。备份是绘图文件损坏时的一种补救手段。每次您打开 Obsidian 时，本插件会自动清理无用的备份。您确定要现在删除所有备份吗？",EMBED_REUSE_EXPORTED_IMAGE_NAME:"将之前已导出的图像作为预览图",EMBED_REUSE_EXPORTED_IMAGE_DESC:"该选项与<a href='#Autoexport'>自动导出 SVG/PNG 副本</a>选项配合使用。如果嵌入到 Markdown 文档中的绘图文件存在同名的 SVG/PNG 副本，则将其作为预览图，而不再重新生成。<br>该选项能够提高 Markdown 文档的打开速度，尤其是当嵌入到 Markdown 文档中的绘图文件中含有大量图像或 MD-Embed 时。但是，该选项也可能导致预览图无法立即响应你对绘图文件或者 Obsidian 主题风格的修改。<br>该选项仅作用于嵌入到 Markdown 文档中的绘图。该选项无法提升绘图文件的打开速度。详见<a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.23' target='_blank'>此说明</a>。",EMBED_PREVIEW_IMAGETYPE_NAME:"预览图的格式",EMBED_PREVIEW_IMAGETYPE_DESC:"<b>Native SVG：</b>高品质、可交互。<br><b>SVG：</b>高品质、不可交互。<br><b>PNG：</b>高性能、<a href='https://www.youtube.com/watch?v=yZQoJg2RCKI&t=633s' target='_blank'>不可交互</a>。",PREVIEW_MATCH_OBSIDIAN_NAME:"预览图匹配 Obsidian 主题",PREVIEW_MATCH_OBSIDIAN_DESC:"开启此项，则当 Obsidian 处于黑暗模式时，嵌入到 Markdown 文档中的绘图的预览图也会以黑暗模式渲染；当 Obsidian 处于明亮模式时，预览图也会以明亮模式渲染。<br>您可能还需要关闭“导出的图像包含背景”开关，来获得与 Obsidian 更加协调的观感。",EMBED_WIDTH_NAME:"预览图的默认宽度",EMBED_WIDTH_DESC:"嵌入到 Markdown 文档中的绘图的预览图的默认宽度。该选项也适用于鼠标悬停时浮现的预览图。<br>您可为某个要嵌入到 Markdown 文档中的绘图文件单独设置此项，方法是修改相应的内部链接格式为形如 <code>![[drawing.excalidraw|100]]</code> 或 <code>[[drawing.excalidraw|100x100]]</code>。",EMBED_HEIGHT_NAME:"预览图的默认高度",EMBED_HEIGHT_DESC:"嵌入到 Markdown 文档中的绘图的预览图得默认高度。该选项也适用于实时预览编辑和阅读模式，以及悬停预览。您可以在使用 <code>![[drawing.excalidraw|100]]</code> 或者 <code>[[drawing.excalidraw|100x100]]</code>格式在嵌入图像时指定自定义高度。",EMBED_TYPE_NAME:"“嵌入绘图到当前 Markdown 文档中”系列命令的源文件类型",EMBED_TYPE_DESC:"在命令面板中执行“嵌入绘图到当前 Markdown 文档中”系列命令时，要嵌入绘图文件本身，还是嵌入其 PNG 或 SVG 副本。<br>如果您想选择 PNG 或 SVG 副本，需要先开启下方的<a href='#Autoexport'>自动导出 PNG / SVG 副本</a>。<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_MARKDOWN_COMMENT_NAME:"将链接作为注释嵌入",EMBED_MARKDOWN_COMMENT_DESC:"在图像下方以 Markdown 链接的形式嵌入原始 Excalidraw 文件的链接，例如：<code>%%[[drawing.excalidraw]]%%</code>。<br>除了添加 Markdown 注释之外，您还可以选择嵌入的 SVG 或 PNG，并使用命令面板：'<code>Excalidraw: 打开 Excalidraw 绘图</code>'来打开该绘图",EMBED_WIKILINK_NAME:"“嵌入绘图到当前 Markdown 文档中”系列命令产生的内部链接类型",EMBED_WIKILINK_DESC:"<b>开启：</b>将产生 <code>![[Wiki 链接]]</code>。<b>关闭：</b>将产生 <code>![](Markdown 链接)</code>。",EXPORT_PNG_SCALE_NAME:"导出的 PNG 图像的比例",EXPORT_PNG_SCALE_DESC:"导出的 PNG 图像的大小比例",EXPORT_BACKGROUND_NAME:"导出的图像包含背景",EXPORT_BACKGROUND_DESC:"如果关闭，将导出透明背景的图像。",EXPORT_PADDING_NAME:"导出的图像的空白边距",EXPORT_PADDING_DESC:"导出的 SVG/PNG 图像四周的空白边距（单位：像素）。对于裁剪框架引用，间距被设置为 0。<br>增加该值，可以避免在导出图像时，靠近图像边缘的图形被裁掉。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-export-padding: 5<code> 的键值对。",EXPORT_THEME_NAME:"导出的图像匹配主题",EXPORT_THEME_DESC:"导出与绘图的黑暗/明亮主题匹配的图像。如果关闭，在黑暗主题下导出的图像将和明亮主题一样。",EXPORT_EMBED_SCENE_NAME:"在导出的图片中嵌入场景",EXPORT_EMBED_SCENE_DESC:"在导出的图像中嵌入 Excalidraw 场景。可以通过在文件级别添加 <code>excalidraw-export-embed-scene: true/false</code> frontmatter 元数据键来覆盖此设置。此设置仅在您下次(重新)打开绘图时生效。",EXPORT_HEAD:"导出设置",EXPORT_SYNC_NAME:"保持 SVG/PNG 文件名与绘图文件同步",EXPORT_SYNC_DESC:"打开后，当绘图文件被重命名时，插件将同步更新同文件夹下的同名 .SVG 和 .PNG 文件。当绘图文件被删除时，插件将自动删除同文件夹下的同名 .SVG 和 .PNG 文件。",EXPORT_SVG_NAME:"自动导出 SVG 副本",EXPORT_SVG_DESC:"自动导出和绘图文件同名的 SVG 副本。插件会将副本保存到绘图文件所在的文件夹中。在文档中嵌入这个 SVG 文件，相比直接嵌入绘图文件，具有更强的跨平台能力。<br>此开关开启时，每次您编辑 Excalidraw 绘图，其 SVG 文件副本都会同步更新。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-autoexport: none/both/svg/png</code>的键值对",EXPORT_PNG_NAME:"自动导出 PNG 副本",EXPORT_PNG_DESC:"和“自动导出 SVG 副本”类似，但是导出格式为 *.PNG。",EXPORT_BOTH_DARK_AND_LIGHT_NAME:"同时导出黑暗和明亮主题风格的图像",EXPORT_BOTH_DARK_AND_LIGHT_DESC:"若开启，Excalidraw 将导出两个文件：filename.dark.png（或 filename.dark.svg）和 filename.light.png（或 filename.light.svg）。<br>该选项可作用于“自动导出 SVG 副本”、“自动导出 PNG 副本”，以及其他的手动的导出命令。",COMPATIBILITY_HEAD:"兼容性设置",COMPATIBILITY_DESC:"如果没有特殊原因（例如您想同时在 VSCode / Logseq 和 Obsidian 中使用 Excalidraw），建议您使用 Markdown 格式的绘图文件，而不是旧的 excalidraw.com 格式，因为本插件的很多功能在旧格式中无法使用。",DUMMY_TEXT_ELEMENT_LINT_SUPPORT_NAME:"代码格式化（Linting）兼容性",DUMMY_TEXT_ELEMENT_LINT_SUPPORT_DESC:"Excalidraw 对 <code># Excalidraw Data</code> 下的文件结构非常敏感。文档的自动代码格式化（linting）可能会在 Excalidraw 数据中造成错误。虽然我已经努力使数据加载对自动代码格式化（linting）变更具有一定的抗性，但这种解决方案并非万无一失。<br><mark>最好的方法是避免使用不同的插件对 Excalidraw 文档进行自动更改。</mark><br>如果出于某些合理的原因，您决定忽略我的建议并配置了 Excalidraw 文件的自动代码格式化，那么可以使用这个设置<br> <code>## Text Elements</code> 部分对空行很敏感。一种常见的代码格式化是在章节标题后添加一个空行。但对于 Excalidraw 来说，这将破坏/改变您绘图中的第一个文本元素。为了解决这个问题，您可以启用这个设置。启用后 Excalidraw 将在 <code>## Text Elements</code> 的开头添加一个虚拟元素，供自动代码格式化工具修改。",PRESERVE_TEXT_AFTER_DRAWING_NAME:"Zotero 和脚注（footnotes）的兼容性",PRESERVE_TEXT_AFTER_DRAWING_DESC:"保留 Markdown 文件中 <code>## Drawing</code> 部分之后的文本内容。保存非常大的绘图时，这可能会造成微小的性能影响。",DEBUGMODE_NAME:"开启 debug 信息",DEBUGMODE_DESC:"我建议在启用/禁用此设置后重新启动 Obsidian。这将在控制台中启用调试消息。这对于排查问题很有帮助。如果您在使用插件时遇到问题，请启用此设置，重现问题，并在 <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/issues'>GitHub</a> 上提出的问题中包含控制台日志。",SLIDING_PANES_NAME:"Sliding panes 插件支持",SLIDING_PANES_DESC:"设置此项后需要重启 Obsidian 才能生效。<br>如果您使用 <a href='https://github.com/deathau/sliding-panes-obsidian' target='_blank'>Sliding Panes 插件</a>，您可以开启此项来使 Excalidraw 绘图兼容此插件。<br>注意，开启后会产生一些与 Obsidian 工作空间的兼容性问题。<br>另外，Obsidian 现在已经原生支持 Stack Tabs（堆叠标签），基本实现了 Sliding Panes 插件的功能。",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:"⚠️ 慎用！99.9% 的情况下您不需要开启此项。开启此功能后，您通过功能区按钮、命令面板、文件浏览器等创建的绘图都将是旧格式（*.excalidraw）。此外，您打开旧格式绘图文件时将不再收到警告消息。",MATHJAX_NAME:"MathJax (LaTeX) 的 javascript 库服务器",MATHJAX_DESC:"如果您在绘图中使用 LaTeX，插件需要从服务器获取并加载一个 javascript 库。如果您的网络无法访问某些库服务器，可以尝试通过此选项更换库服务器。更改此选项后，您可能需要重启 Obsidian 来使其生效。",LATEX_DEFAULT_NAME:"插入 LaTeX 时的默认表达式",LATEX_DEFAULT_DESC:"允许留空。允许使用类似 <code>\\color{white}</code> 的格式化表达式。",NONSTANDARD_HEAD:"非 Excalidraw.com 官方支持的特性",NONSTANDARD_DESC:"这些特性不受 Excalidraw.com 官方支持。如果在 Excalidraw.com 导入绘图，这些特性将会发生不可预知的变化。\n    包括：自定义画笔工具的数量，自定义字体等。",RENDER_TWEAK_HEAD:"渲染优化",MAX_IMAGE_ZOOM_IN_NAME:"最大图像放大倍数",MAX_IMAGE_ZOOM_IN_DESC:"为了节省内存，并且因为 Apple Safari (Obsidian on iOS) 有一些硬编码的限制，Excalidraw.com 在放大时会限制图像和大型对象的最大分辨率。您可以使用乘数来覆盖这个限制。这意味着将乘以 Excalidraw 默认设置的限制，乘数越大，图像放大分辨率就越高，但也会消耗更多内存。我建议尝试多个值来设置这个参数。当您放大一个较大的 PNG 图像时，如果图像突然从视图中消失，那就说明您已经达到了极限。默认值为 1。此设置对 iOS 无效。",CUSTOM_PEN_HEAD:"自定义画笔",CUSTOM_PEN_NAME:"自定义画笔工具的数量",CUSTOM_PEN_DESC:"在画布上的 Obsidian 菜单按钮旁边切换自定义画笔。长按（双击）画笔按钮可以修改其样式。",EXPERIMENTAL_HEAD:"杂项",EXPERIMENTAL_DESC:"包括：默认的 LaTeX 公式，字段建议，绘图文件的类型标识符，OCR 等设置。",EA_HEAD:"Excalidraw 自动化",EA_DESC:"ExcalidrawAutomate 是用于 Excalidraw 自动化脚本的 API，但是目前说明文档还不够完善，建议阅读 <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/docs/API/ExcalidrawAutomate.d.ts'>ExcalidrawAutomate.d.ts</a> 文件源码，参考 <a href='https://zsviczian.github.io/obsidian-excalidraw-plugin/'>ExcalidrawAutomate How-to</a> 网页（不过该网页有一段时间未更新了），并开启下方的字段建议。字段建议功能能够在您键入时提示可用的函数及相应的参数，而且附带描述，相当于最新的“文档”。",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。",STARTUP_SCRIPT_NAME:"起动脚本",STARTUP_SCRIPT_DESC:"插件启动时将自动执行该脚本。可用于为您的 Excalidraw 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r=this.constructor.mathaccents;e.match(r)&&this.setProperty("mathaccent",!0)}}},t.defaults=__assign$D(__assign$D({},MmlNode_js_1$J.AbstractMmlTokenNode.defaults),{form:"infix",fence:!1,separator:!1,lspace:"thickmathspace",rspace:"thickmathspace",stretchy:!1,symmetric:!1,maxsize:"infinity",minsize:"0em",largeop:!1,movablelimits:!1,accent:!1,linebreak:"auto",lineleading:"1ex",linebreakstyle:"before",indentalign:"auto",indentshift:"0",indenttarget:"",indentalignfirst:"indentalign",indentshiftfirst:"indentshift",indentalignlast:"indentalign",indentshiftlast:"indentshift"}),t.MMLSPACING=OperatorDictionary_js_1$1.MMLSPACING,t.OPTABLE=OperatorDictionary_js_1$1.OPTABLE,t.pseudoScripts=new RegExp(["^[\"'*`","ª","°","²-´","¹","º","‘-‟","′-‷⁗","⁰ⁱ","⁴-ⁿ","₀-₎","]+$"].join("")),t.primes=new RegExp(["^[\"'`","‘-‟","]+$"].join("")),t.remapPrimes={34:8243,39:8242,96:8245,8216:8245,8217:8242,8218:8242,8219:8245,8220:8246,8221:8243,8222:8243,8223:8246},t.mathaccents=new RegExp(["^[","´́ˊ","`̀ˋ","¨̈","~̃˜","¯̄ˉ","˘̆","ˇ̌","^̂ˆ","→⃗","˙̇","˚̊","⃛","⃜","]$"].join("")),t}(MmlNode_js_1$J.AbstractMmlTokenNode);mo$2.MmlMo=MmlMo;var __values$B=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},__read$E=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$u=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in 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n=e.childNodes,i=0;i<n.length;i++)r(t,i,n[i])},e.copyAttributes=function(e,t){t.attributes=e.attributes,n(t,e.getAllProperties())},e.isType=i,e.isEmbellished=function(e){return e.isEmbellished},e.getTexClass=function(e){return e.texClass},e.getCoreMO=function(e){return e.coreMO()},e.isNode=function(e){return e instanceof MmlNode_js_1$I.AbstractMmlNode||e instanceof MmlNode_js_1$I.AbstractMmlEmptyNode},e.isInferred=function(e){return e.isInferred},e.getForm=function(e){var t,n;if(!i(e,"mo"))return null;var r=e,a=r.getForms();try{for(var o=__values$B(a),s=o.next();!s.done;s=o.next()){var l=s.value,c=mo_js_1$2.MmlMo.OPTABLE[l][r.getText()];if(c)return c}}catch(e){t={error:e}}finally{try{s&&!s.done&&(n=o.return)&&n.call(o)}finally{if(t)throw t.error}}return null}}(NodeUtil||(NodeUtil={})),NodeUtil$1.default=NodeUtil;var __values$A=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof 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c=r.nodeFactory.create("node","TeXAtom",[o]);l.replaceChild(c,o),c.inheritAttributesFrom(o)}NodeUtil_js_1$g.default.removeProperties(o,"fixStretchy")}}}catch(e){t={error:e}}finally{try{a&&!a.done&&(n=i.return)&&n.call(i)}finally{if(t)throw t.error}}},e.cleanAttributes=function(e){e.data.root.walkTree((function(e,t){var n,r,i=e.attributes;if(i){var a=new Set((i.get("mjx-keep-attrs")||"").split(/ /));delete i.getAllAttributes()["mjx-keep-attrs"];try{for(var o=__values$A(i.getExplicitNames()),s=o.next();!s.done;s=o.next()){var l=s.value;a.has(l)||i.attributes[l]!==e.attributes.getInherited(l)||delete i.attributes[l]}}catch(e){n={error:e}}finally{try{s&&!s.done&&(r=o.return)&&r.call(o)}finally{if(n)throw n.error}}}}),{})},e.combineRelations=function(e){var r,i,a,o,s=[];try{for(var l=__values$A(e.data.getList("mo")),c=l.next();!c.done;c=l.next()){var d=c.value;if(!d.getProperty("relationsCombined")&&d.parent&&(!d.parent||NodeUtil_js_1$g.default.isType(d.parent,"mrow"))&&NodeUtil_js_1$g.default.getTexClass(d)===MmlNode_js_1$H.TEXCLASS.REL){for(var T=d.parent,u=void 0,Q=T.childNodes,p=Q.indexOf(d)+1,h=NodeUtil_js_1$g.default.getProperty(d,"variantForm");p<Q.length&&(u=Q[p])&&NodeUtil_js_1$g.default.isType(u,"mo")&&NodeUtil_js_1$g.default.getTexClass(u)===MmlNode_js_1$H.TEXCLASS.REL;){if(h!==NodeUtil_js_1$g.default.getProperty(u,"variantForm")||!n(d,u)){null==d.attributes.getExplicit("rspace")&&NodeUtil_js_1$g.default.setAttribute(d,"rspace","0pt"),null==u.attributes.getExplicit("lspace")&&NodeUtil_js_1$g.default.setAttribute(u,"lspace","0pt");break}NodeUtil_js_1$g.default.appendChildren(d,NodeUtil_js_1$g.default.getChildren(u)),t(["stretchy","rspace"],d,u);try{for(var m=(a=void 0,__values$A(u.getPropertyNames())),f=m.next();!f.done;f=m.next()){var g=f.value;d.setProperty(g,u.getProperty(g))}}catch(e){a={error:e}}finally{try{f&&!f.done&&(o=m.return)&&o.call(m)}finally{if(a)throw a.error}}Q.splice(p,1),s.push(u),u.parent=null,u.setProperty("relationsCombined",!0)}d.attributes.setInherited("form",d.getForms()[0])}}}catch(e){r={error:e}}finally{try{c&&!c.done&&(i=l.return)&&i.call(l)}finally{if(r)throw r.error}}e.data.removeFromList("mo",s)};var t=function(e,t,n){var r=t.attributes,i=n.attributes;e.forEach((function(e){var t=i.getExplicit(e);null!=t&&r.set(e,t)}))},n=function(e,t){var n,r,i=function(e,t){return e.getExplicitNames().filter((function(n){return n!==t&&("stretchy"!==n||e.getExplicit("stretchy"))}))},a=e.attributes,o=t.attributes,s=i(a,"lspace"),l=i(o,"rspace");if(s.length!==l.length)return!1;try{for(var c=__values$A(s),d=c.next();!d.done;d=c.next()){var T=d.value;if(a.getExplicit(T)!==o.getExplicit(T))return!1}}catch(e){n={error:e}}finally{try{d&&!d.done&&(r=c.return)&&r.call(c)}finally{if(n)throw 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T=e.nodeFactory.create("node",n,l.childNodes);NodeUtil_js_1$g.default.copyAttributes(l,T),l.parent?l.parent.replaceChild(T,l):e.root=T,a.push(l)}}}}catch(e){r={error:e}}finally{try{s&&!s.done&&(i=o.return)&&i.call(o)}finally{if(r)throw r.error}}e.removeFromList(t,a)};e.moveLimits=function(e){var t=e.data;i(t,"munderover","msubsup"),i(t,"munder","msub"),i(t,"mover","msup")},e.setInherited=function(e){e.data.root.setInheritedAttributes({},e.math.display,0,!1)}}(FilterUtil||(FilterUtil={})),FilterUtil$1.default=FilterUtil;var TexParser={},ParseUtil={},TexError$1={};Object.defineProperty(TexError$1,"__esModule",{value:!0});var TexError=function(){function e(t,n){for(var r=[],i=2;i<arguments.length;i++)r[i-2]=arguments[i];this.id=t,this.message=e.processString(n,r)}return e.processString=function(t,n){for(var r=t.split(e.pattern),i=1,a=r.length;i<a;i+=2){var o=r[i].charAt(0);o>="0"&&o<="9"?(r[i]=n[parseInt(r[i],10)-1],"number"==typeof 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e=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},t=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},n=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(ParseUtil,"__esModule",{value:!0});var r,i=MmlNode,a=n(NodeUtil$1),o=n(requireTexParser()),s=n(TexError$1),l=Entities;return function(n){var r=7.2,c={em:function(e){return 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e(e,t,n){this._factory=e,this._env=t,this.global={},this.stack=[],this.global={isInner:n},this.stack=[this._factory.create("start",this.global)],t&&(this.stack[0].env=t),this.env=this.stack[0].env}return Object.defineProperty(e.prototype,"env",{get:function(){return this._env},set:function(e){this._env=e},enumerable:!1,configurable:!0}),e.prototype.Push=function(){for(var e,t,n=[],r=0;r<arguments.length;r++)n[r]=arguments[r];try{for(var i=__values$z(n),a=i.next();!a.done;a=i.next()){var o=a.value;if(o){var s=NodeUtil_js_1$f.default.isNode(o)?this._factory.create("mml",o):o;s.global=this.global;var l=__read$D(this.stack.length?this.Top().checkItem(s):[null,!0],2),c=l[0];l[1]&&(c?(this.Pop(),this.Push.apply(this,__spreadArray$t([],__read$D(c),!1))):(this.stack.push(s),s.env?(s.copyEnv&&Object.assign(s.env,this.env),this.env=s.env):s.env=this.env))}}}catch(t){e={error:t}}finally{try{a&&!a.done&&(t=i.return)&&t.call(i)}finally{if(e)throw e.error}}},e.prototype.Pop=function(){var e=this.stack.pop();return e.isOpen||delete e.env,this.env=this.stack.length?this.Top().env:{},e},e.prototype.Top=function(e){return void 0===e&&(e=1),this.stack.length<e?null:this.stack[this.stack.length-e]},e.prototype.Prev=function(e){var t=this.Top();return e?t.First:t.Pop()},e.prototype.toString=function(){return"stack[\n  "+this.stack.join("\n  ")+"\n]"},e}();function requireTexParser(){if(hasRequiredTexParser)return TexParser;hasRequiredTexParser=1;var e=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},t=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},n=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},r=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(TexParser,"__esModule",{value:!0});var i=r(requireParseUtil()),a=r(Stack$1),o=r(TexError$1),s=MmlNode,l=function(){function r(t,n,r){var i,o;this._string=t,this.configuration=r,this.macroCount=0,this.i=0,this.currentCS="";var s,l=n.hasOwnProperty("isInner"),c=n.isInner;if(delete n.isInner,n){s={};try{for(var d=e(Object.keys(n)),T=d.next();!T.done;T=d.next()){var u=T.value;s[u]=n[u]}}catch(e){i={error:e}}finally{try{T&&!T.done&&(o=d.return)&&o.call(d)}finally{if(i)throw i.error}}}this.configuration.pushParser(this),this.stack=new a.default(this.itemFactory,s,!l||c),this.Parse(),this.Push(this.itemFactory.create("stop"))}return Object.defineProperty(r.prototype,"options",{get:function(){return this.configuration.options},enumerable:!1,configurable:!0}),Object.defineProperty(r.prototype,"itemFactory",{get:function(){return this.configuration.itemFactory},enumerable:!1,configurable:!0}),Object.defineProperty(r.prototype,"tags",{get:function(){return this.configuration.tags},enumerable:!1,configurable:!0}),Object.defineProperty(r.prototype,"string",{get:function(){return this._string},set:function(e){this._string=e},enumerable:!1,configurable:!0}),r.prototype.parse=function(e,t){return this.configuration.handlers.get(e).parse(t)},r.prototype.lookup=function(e,t){return this.configuration.handlers.get(e).lookup(t)},r.prototype.contains=function(e,t){return this.configuration.handlers.get(e).contains(t)},r.prototype.toString=function(){var t,n,r="";try{for(var i=e(Array.from(this.configuration.handlers.keys())),a=i.next();!a.done;a=i.next()){var o=a.value;r+=o+": "+this.configuration.handlers.get(o)+"\n"}}catch(e){t={error:e}}finally{try{a&&!a.done&&(n=i.return)&&n.call(i)}finally{if(t)throw t.error}}return r},r.prototype.Parse=function(){for(var e;this.i<this.string.length;)e=this.getCodePoint(),this.i+=e.length,this.parse("character",[this,e])},r.prototype.Push=function(e){e instanceof s.AbstractMmlNode&&e.isInferred?this.PushAll(e.childNodes):this.stack.Push(e)},r.prototype.PushAll=function(t){var n,r;try{for(var i=e(t),a=i.next();!a.done;a=i.next()){var o=a.value;this.stack.Push(o)}}catch(e){n={error:e}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(n)throw n.error}}},r.prototype.mml=function(){if(!this.stack.Top().isKind("mml"))return null;var e=this.stack.Top().First;return this.configuration.popParser(),e},r.prototype.convertDelimiter=function(e){var t=this.lookup("delimiter",e);return t?t.char:null},r.prototype.getCodePoint=function(){var e=this.string.codePointAt(this.i);return void 0===e?"":String.fromCodePoint(e)},r.prototype.nextIsSpace=function(){return!!this.string.charAt(this.i).match(/\s/)},r.prototype.GetNext=function(){for(;this.nextIsSpace();)this.i++;return this.getCodePoint()},r.prototype.GetCS=function(){var e=this.string.slice(this.i).match(/^(([a-z]+) ?|[\uD800-\uDBFF].|.)/i);return e?(this.i+=e[0].length,e[2]||e[1]):(this.i++," ")},r.prototype.GetArgument=function(e,t){switch(this.GetNext()){case"":if(!t)throw new o.default("MissingArgFor","Missing argument for %1",this.currentCS);return null;case"}":if(!t)throw new o.default("ExtraCloseMissingOpen","Extra close brace or missing open brace");return null;case"\\":return this.i++,"\\"+this.GetCS();case"{":for(var n=++this.i,r=1;this.i<this.string.length;)switch(this.string.charAt(this.i++)){case"\\":this.i++;break;case"{":r++;break;case"}":if(0==--r)return this.string.slice(n,this.i-1)}throw new o.default("MissingCloseBrace","Missing close brace")}var i=this.getCodePoint();return this.i+=i.length,i},r.prototype.GetBrackets=function(e,t){if("["!==this.GetNext())return t;for(var n=++this.i,r=0;this.i<this.string.length;)switch(this.string.charAt(this.i++)){case"{":r++;break;case"\\":this.i++;break;case"}":if(r--<=0)throw new o.default("ExtraCloseLooking","Extra close brace while looking for %1","']'");break;case"]":if(0===r)return this.string.slice(n,this.i-1)}throw new o.default("MissingCloseBracket","Could not find closing ']' for argument to %1",this.currentCS)},r.prototype.GetDelimiter=function(e,t){var n=this.GetNext();if(this.i+=n.length,this.i<=this.string.length&&("\\"===n?n+=this.GetCS():"{"===n&&t&&(this.i--,n=this.GetArgument(e).trim()),this.contains("delimiter",n)))return this.convertDelimiter(n);throw new o.default("MissingOrUnrecognizedDelim","Missing or unrecognized delimiter for %1",this.currentCS)},r.prototype.GetDimen=function(e){if("{"===this.GetNext()){var n=this.GetArgument(e),r=t(i.default.matchDimen(n),2),a=r[0],s=r[1];if(a)return a+s}else{n=this.string.slice(this.i);var l=t(i.default.matchDimen(n,!0),3),c=(a=l[0],s=l[1],l[2]);if(a)return this.i+=c,a+s}throw new o.default("MissingDimOrUnits","Missing dimension or its units for %1",this.currentCS)},r.prototype.GetUpTo=function(e,t){for(;this.nextIsSpace();)this.i++;for(var n=this.i,r=0;this.i<this.string.length;){var i=this.i,a=this.GetNext();switch(this.i+=a.length,a){case"\\":a+=this.GetCS();break;case"{":r++;break;case"}":if(0===r)throw new o.default("ExtraCloseLooking","Extra close brace while looking for %1",t);r--}if(0===r&&a===t)return this.string.slice(n,i)}throw new o.default("TokenNotFoundForCommand","Could not find %1 for %2",t,this.currentCS)},r.prototype.ParseArg=function(e){return new r(this.GetArgument(e),this.stack.env,this.configuration).mml()},r.prototype.ParseUpTo=function(e,t){return new r(this.GetUpTo(e,t),this.stack.env,this.configuration).mml()},r.prototype.GetDelimiterArg=function(e){var t=i.default.trimSpaces(this.GetArgument(e));if(""===t)return null;if(this.contains("delimiter",t))return t;throw new o.default("MissingOrUnrecognizedDelim","Missing or unrecognized delimiter for %1",this.currentCS)},r.prototype.GetStar=function(){var e="*"===this.GetNext();return e&&this.i++,e},r.prototype.create=function(e){for(var r,i=[],a=1;a<arguments.length;a++)i[a-1]=arguments[a];return(r=this.configuration.nodeFactory).create.apply(r,n([e],t(i),!1))},r}();return TexParser.default=l,TexParser}Stack$1.default=Stack;var ParseOptions$1={},StackItemFactory$1={},StackItem={},__extends$1m=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__read$C=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$s=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__values$y=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},__importDefault$D=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(StackItem,"__esModule",{value:!0}),StackItem.BaseItem=StackItem.MmlStack=void 0;var TexError_js_1$h=__importDefault$D(TexError$1),MmlStack=function(){function e(e){this._nodes=e}return Object.defineProperty(e.prototype,"nodes",{get:function(){return this._nodes},enumerable:!1,configurable:!0}),e.prototype.Push=function(){for(var e,t=[],n=0;n<arguments.length;n++)t[n]=arguments[n];(e=this._nodes).push.apply(e,__spreadArray$s([],__read$C(t),!1))},e.prototype.Pop=function(){return this._nodes.pop()},Object.defineProperty(e.prototype,"First",{get:function(){return this._nodes[this.Size()-1]},set:function(e){this._nodes[this.Size()-1]=e},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"Last",{get:function(){return this._nodes[0]},set:function(e){this._nodes[0]=e},enumerable:!1,configurable:!0}),e.prototype.Peek=function(e){return null==e&&(e=1),this._nodes.slice(this.Size()-e)},e.prototype.Size=function(){return this._nodes.length},e.prototype.Clear=function(){this._nodes=[]},e.prototype.toMml=function(e,t){return void 0===e&&(e=!0),1!==this._nodes.length||t?this.create("node",e?"inferredMrow":"mrow",this._nodes,{}):this.First},e.prototype.create=function(e){for(var t,n=[],r=1;r<arguments.length;r++)n[r-1]=arguments[r];return(t=this.factory.configuration.nodeFactory).create.apply(t,__spreadArray$s([e],__read$C(n),!1))},e}();StackItem.MmlStack=MmlStack;var BaseItem=function(e){function t(t){for(var n=[],r=1;r<arguments.length;r++)n[r-1]=arguments[r];var i=e.call(this,n)||this;return i.factory=t,i.global={},i._properties={},i.isOpen&&(i._env={}),i}return __extends$1m(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"base"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"env",{get:function(){return this._env},set:function(e){this._env=e},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"copyEnv",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.getProperty=function(e){return this._properties[e]},t.prototype.setProperty=function(e,t){return this._properties[e]=t,this},Object.defineProperty(t.prototype,"isOpen",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isFinal",{get:function(){return!1},enumerable:!1,configurable:!0}),t.prototype.isKind=function(e){return e===this.kind},t.prototype.checkItem=function(e){if(e.isKind("over")&&this.isOpen&&(e.setProperty("num",this.toMml(!1)),this.Clear()),e.isKind("cell")&&this.isOpen){if(e.getProperty("linebreak"))return t.fail;throw new TexError_js_1$h.default("Misplaced","Misplaced %1",e.getName())}if(e.isClose&&this.getErrors(e.kind)){var n=__read$C(this.getErrors(e.kind),2),r=n[0],i=n[1];throw new TexError_js_1$h.default(r,i,e.getName())}return e.isFinal?(this.Push(e.First),t.fail):t.success},t.prototype.clearEnv=function(){var e,t;try{for(var n=__values$y(Object.keys(this.env)),r=n.next();!r.done;r=n.next()){var i=r.value;delete this.env[i]}}catch(t){e={error:t}}finally{try{r&&!r.done&&(t=n.return)&&t.call(n)}finally{if(e)throw e.error}}},t.prototype.setProperties=function(e){return Object.assign(this._properties,e),this},t.prototype.getName=function(){return this.getProperty("name")},t.prototype.toString=function(){return this.kind+"["+this.nodes.join("; ")+"]"},t.prototype.getErrors=function(e){return(this.constructor.errors||{})[e]||t.errors[e]},t.fail=[null,!1],t.success=[null,!0],t.errors={end:["MissingBeginExtraEnd","Missing \\begin{%1} or extra \\end{%1}"],close:["ExtraCloseMissingOpen","Extra close brace or missing open brace"],right:["MissingLeftExtraRight","Missing \\left or extra \\right"],middle:["ExtraMiddle","Extra \\middle"]},t}(MmlStack);StackItem.BaseItem=BaseItem;var Factory={},__values$x=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},__read$B=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$r=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))};Object.defineProperty(Factory,"__esModule",{value:!0}),Factory.AbstractFactory=void 0;var AbstractFactory=function(){function e(e){var t,n;void 0===e&&(e=null),this.defaultKind="unknown",this.nodeMap=new Map,this.node={},null===e&&(e=this.constructor.defaultNodes);try{for(var r=__values$x(Object.keys(e)),i=r.next();!i.done;i=r.next()){var a=i.value;this.setNodeClass(a,e[a])}}catch(e){t={error:e}}finally{try{i&&!i.done&&(n=r.return)&&n.call(r)}finally{if(t)throw t.error}}}return e.prototype.create=function(e){for(var t=[],n=1;n<arguments.length;n++)t[n-1]=arguments[n];return(this.node[e]||this.node[this.defaultKind]).apply(void 0,__spreadArray$r([],__read$B(t),!1))},e.prototype.setNodeClass=function(e,t){this.nodeMap.set(e,t);var n=this,r=this.nodeMap.get(e);this.node[e]=function(){for(var e=[],t=0;t<arguments.length;t++)e[t]=arguments[t];return new(r.bind.apply(r,__spreadArray$r([void 0,n],__read$B(e),!1)))}},e.prototype.getNodeClass=function(e){return this.nodeMap.get(e)},e.prototype.deleteNodeClass=function(e){this.nodeMap.delete(e),delete this.node[e]},e.prototype.nodeIsKind=function(e,t){return e instanceof this.getNodeClass(t)},e.prototype.getKinds=function(){return Array.from(this.nodeMap.keys())},e.defaultNodes={},e}();Factory.AbstractFactory=AbstractFactory;var _a$a,__extends$1l=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(StackItemFactory$1,"__esModule",{value:!0});var StackItem_js_1$5=StackItem,Factory_js_1$2=Factory,DummyItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1l(t,e),t}(StackItem_js_1$5.BaseItem),StackItemFactory=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.defaultKind="dummy",t.configuration=null,t}return __extends$1l(t,e),t.DefaultStackItems=((_a$a={})[DummyItem.prototype.kind]=DummyItem,_a$a),t}(Factory_js_1$2.AbstractFactory);StackItemFactory$1.default=StackItemFactory;var NodeFactory$2={},__read$A=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$q=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__importDefault$C=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(NodeFactory$2,"__esModule",{value:!0}),NodeFactory$2.NodeFactory=void 0;var NodeUtil_js_1$e=__importDefault$C(NodeUtil$1),NodeFactory$1=function(){function e(){this.mmlFactory=null,this.factory={node:e.createNode,token:e.createToken,text:e.createText,error:e.createError}}return e.createNode=function(e,t,n,r,i){void 0===n&&(n=[]),void 0===r&&(r={});var a=e.mmlFactory.create(t);return a.setChildren(n),i&&a.appendChild(i),NodeUtil_js_1$e.default.setProperties(a,r),a},e.createToken=function(e,t,n,r){void 0===n&&(n={}),void 0===r&&(r="");var i=e.create("text",r);return e.create("node",t,[],n,i)},e.createText=function(e,t){return null==t?null:e.mmlFactory.create("text").setText(t)},e.createError=function(e,t){var n=e.create("text",t),r=e.create("node","mtext",[],{},n);return e.create("node","merror",[r],{"data-mjx-error":t})},e.prototype.setMmlFactory=function(e){this.mmlFactory=e},e.prototype.set=function(e,t){this.factory[e]=t},e.prototype.setCreators=function(e){for(var t in e)this.set(t,e[t])},e.prototype.create=function(e){for(var t=[],n=1;n<arguments.length;n++)t[n-1]=arguments[n];var r=(this.factory[e]||this.factory.node).apply(void 0,__spreadArray$q([this,t[0]],__read$A(t.slice(1)),!1));return"node"===e&&this.configuration.addNode(t[0],r),r},e.prototype.get=function(e){return this.factory[e]},e}();NodeFactory$2.NodeFactory=NodeFactory$1;var __read$z=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$p=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__values$w=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not 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e&&e.__esModule?e:{default:e}};Object.defineProperty(BaseItems,"__esModule",{value:!0}),BaseItems.EquationItem=BaseItems.EqnArrayItem=BaseItems.ArrayItem=BaseItems.DotsItem=BaseItems.NonscriptItem=BaseItems.NotItem=BaseItems.FnItem=BaseItems.MmlItem=BaseItems.CellItem=BaseItems.PositionItem=BaseItems.StyleItem=BaseItems.EndItem=BaseItems.BeginItem=BaseItems.RightItem=BaseItems.Middle=BaseItems.LeftItem=BaseItems.OverItem=BaseItems.SubsupItem=BaseItems.PrimeItem=BaseItems.CloseItem=BaseItems.OpenItem=BaseItems.StopItem=BaseItems.StartItem=void 0;var MapHandler_js_1$1=MapHandler,Entities_js_1$1=Entities,MmlNode_js_1$G=MmlNode,TexError_js_1$g=__importDefault$A(TexError$1),ParseUtil_js_1$d=__importDefault$A(requireParseUtil()),NodeUtil_js_1$c=__importDefault$A(NodeUtil$1),StackItem_js_1$4=StackItem,StartItem=function(e){function t(t,n){var r=e.call(this,t)||this;return r.global=n,r}return 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__extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"close"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),t}(StackItem_js_1$4.BaseItem);BaseItems.CloseItem=CloseItem;var PrimeItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"prime"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(e){var t=__read$x(this.Peek(2),2),n=t[0],r=t[1];return!NodeUtil_js_1$c.default.isType(n,"msubsup")||NodeUtil_js_1$c.default.isType(n,"msup")?[[this.create("node","msup",[n,r]),e],!0]:(NodeUtil_js_1$c.default.setChild(n,n.sup,r),[[n,e],!0])},t}(StackItem_js_1$4.BaseItem);BaseItems.PrimeItem=PrimeItem;var SubsupItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"subsup"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(t.isKind("open")||t.isKind("left"))return StackItem_js_1$4.BaseItem.success;var n=this.First,r=this.getProperty("position");if(t.isKind("mml")){if(this.getProperty("primes"))if(2!==r)NodeUtil_js_1$c.default.setChild(n,2,this.getProperty("primes"));else{NodeUtil_js_1$c.default.setProperty(this.getProperty("primes"),"variantForm",!0);var i=this.create("node","mrow",[this.getProperty("primes"),t.First]);t.First=i}return NodeUtil_js_1$c.default.setChild(n,r,t.First),null!=this.getProperty("movesupsub")&&NodeUtil_js_1$c.default.setProperty(n,"movesupsub",this.getProperty("movesupsub")),[[this.factory.create("mml",n)],!0]}if(e.prototype.checkItem.call(this,t)[1]){var a=this.getErrors(["","sub","sup"][r]);throw new(TexError_js_1$g.default.bind.apply(TexError_js_1$g.default,__spreadArray$n([void 0,a[0],a[1]],__read$x(a.splice(2)),!1)))}return null},t.errors=Object.assign(Object.create(StackItem_js_1$4.BaseItem.errors),{stop:["MissingScript","Missing superscript or subscript argument"],sup:["MissingOpenForSup","Missing open brace for superscript"],sub:["MissingOpenForSub","Missing open brace for subscript"]}),t}(StackItem_js_1$4.BaseItem);BaseItems.SubsupItem=SubsupItem;var OverItem=function(e){function t(t){var n=e.call(this,t)||this;return n.setProperty("name","\\over"),n}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"over"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(t.isKind("over"))throw new TexError_js_1$g.default("AmbiguousUseOf","Ambiguous use of %1",t.getName());if(t.isClose){var n=this.create("node","mfrac",[this.getProperty("num"),this.toMml(!1)]);return null!=this.getProperty("thickness")&&NodeUtil_js_1$c.default.setAttribute(n,"linethickness",this.getProperty("thickness")),(this.getProperty("open")||this.getProperty("close"))&&(NodeUtil_js_1$c.default.setProperty(n,"withDelims",!0),n=ParseUtil_js_1$d.default.fixedFence(this.factory.configuration,this.getProperty("open"),n,this.getProperty("close"))),[[this.factory.create("mml",n),t],!0]}return e.prototype.checkItem.call(this,t)},t.prototype.toString=function(){return"over["+this.getProperty("num")+" / "+this.nodes.join("; ")+"]"},t}(StackItem_js_1$4.BaseItem);BaseItems.OverItem=OverItem;var LeftItem=function(e){function t(t,n){var r=e.call(this,t)||this;return r.setProperty("delim",n),r}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"left"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isOpen",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(t.isKind("right"))return[[this.factory.create("mml",ParseUtil_js_1$d.default.fenced(this.factory.configuration,this.getProperty("delim"),this.toMml(),t.getProperty("delim"),"",t.getProperty("color")))],!0];if(t.isKind("middle")){var n={stretchy:!0};return t.getProperty("color")&&(n.mathcolor=t.getProperty("color")),this.Push(this.create("node","TeXAtom",[],{texClass:MmlNode_js_1$G.TEXCLASS.CLOSE}),this.create("token","mo",n,t.getProperty("delim")),this.create("node","TeXAtom",[],{texClass:MmlNode_js_1$G.TEXCLASS.OPEN})),this.env={},[[this],!0]}return e.prototype.checkItem.call(this,t)},t.errors=Object.assign(Object.create(StackItem_js_1$4.BaseItem.errors),{stop:["ExtraLeftMissingRight","Extra \\left or missing \\right"]}),t}(StackItem_js_1$4.BaseItem);BaseItems.LeftItem=LeftItem;var Middle=function(e){function t(t,n,r){var i=e.call(this,t)||this;return i.setProperty("delim",n),r&&i.setProperty("color",r),i}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"middle"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),t}(StackItem_js_1$4.BaseItem);BaseItems.Middle=Middle;var RightItem=function(e){function t(t,n,r){var i=e.call(this,t)||this;return i.setProperty("delim",n),r&&i.setProperty("color",r),i}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"right"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),t}(StackItem_js_1$4.BaseItem);BaseItems.RightItem=RightItem;var BeginItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"begin"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isOpen",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(t.isKind("end")){if(t.getName()!==this.getName())throw new TexError_js_1$g.default("EnvBadEnd","\\begin{%1} ended with \\end{%2}",this.getName(),t.getName());return this.getProperty("end")?StackItem_js_1$4.BaseItem.fail:[[this.factory.create("mml",this.toMml())],!0]}if(t.isKind("stop"))throw new TexError_js_1$g.default("EnvMissingEnd","Missing \\end{%1}",this.getName());return e.prototype.checkItem.call(this,t)},t}(StackItem_js_1$4.BaseItem);BaseItems.BeginItem=BeginItem;var EndItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"end"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),t}(StackItem_js_1$4.BaseItem);BaseItems.EndItem=EndItem;var StyleItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"style"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(!t.isClose)return e.prototype.checkItem.call(this,t);var n=this.create("node","mstyle",this.nodes,this.getProperty("styles"));return[[this.factory.create("mml",n),t],!0]},t}(StackItem_js_1$4.BaseItem);BaseItems.StyleItem=StyleItem;var PositionItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"position"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(t.isClose)throw new TexError_js_1$g.default("MissingBoxFor","Missing box for %1",this.getName());if(t.isFinal){var n=t.toMml();switch(this.getProperty("move")){case"vertical":return n=this.create("node","mpadded",[n],{height:this.getProperty("dh"),depth:this.getProperty("dd"),voffset:this.getProperty("dh")}),[[this.factory.create("mml",n)],!0];case"horizontal":return[[this.factory.create("mml",this.getProperty("left")),t,this.factory.create("mml",this.getProperty("right"))],!0]}}return e.prototype.checkItem.call(this,t)},t}(StackItem_js_1$4.BaseItem);BaseItems.PositionItem=PositionItem;var CellItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"cell"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),t}(StackItem_js_1$4.BaseItem);BaseItems.CellItem=CellItem;var MmlItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"isFinal",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"kind",{get:function(){return"mml"},enumerable:!1,configurable:!0}),t}(StackItem_js_1$4.BaseItem);BaseItems.MmlItem=MmlItem;var FnItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"fn"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){var n=this.First;if(n){if(t.isOpen)return StackItem_js_1$4.BaseItem.success;if(!t.isKind("fn")){var r=t.First;if(!t.isKind("mml")||!r)return[[n,t],!0];if(NodeUtil_js_1$c.default.isType(r,"mstyle")&&r.childNodes.length&&NodeUtil_js_1$c.default.isType(r.childNodes[0].childNodes[0],"mspace")||NodeUtil_js_1$c.default.isType(r,"mspace"))return[[n,t],!0];NodeUtil_js_1$c.default.isEmbellished(r)&&(r=NodeUtil_js_1$c.default.getCoreMO(r));var i=NodeUtil_js_1$c.default.getForm(r);if(null!=i&&[0,0,1,1,0,1,1,0,0,0][i[2]])return[[n,t],!0]}return[[n,this.create("token","mo",{texClass:MmlNode_js_1$G.TEXCLASS.NONE},Entities_js_1$1.entities.ApplyFunction),t],!0]}return e.prototype.checkItem.apply(this,arguments)},t}(StackItem_js_1$4.BaseItem);BaseItems.FnItem=FnItem;var NotItem=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.remap=MapHandler_js_1$1.MapHandler.getMap("not_remap"),t}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"not"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(e){var t,n,r;if(e.isKind("open")||e.isKind("left"))return StackItem_js_1$4.BaseItem.success;if(e.isKind("mml")&&(NodeUtil_js_1$c.default.isType(e.First,"mo")||NodeUtil_js_1$c.default.isType(e.First,"mi")||NodeUtil_js_1$c.default.isType(e.First,"mtext"))&&(t=e.First,1===(n=NodeUtil_js_1$c.default.getText(t)).length&&!NodeUtil_js_1$c.default.getProperty(t,"movesupsub")&&1===NodeUtil_js_1$c.default.getChildren(t).length))return this.remap.contains(n)?(r=this.create("text",this.remap.lookup(n).char),NodeUtil_js_1$c.default.setChild(t,0,r)):(r=this.create("text","̸"),NodeUtil_js_1$c.default.appendChildren(t,[r])),[[e],!0];r=this.create("text","⧸");var i=this.create("node","mtext",[],{},r),a=this.create("node","mpadded",[i],{width:0});return[[t=this.create("node","TeXAtom",[a],{texClass:MmlNode_js_1$G.TEXCLASS.REL}),e],!0]},t}(StackItem_js_1$4.BaseItem);BaseItems.NotItem=NotItem;var NonscriptItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"nonscript"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(e){if(e.isKind("mml")&&1===e.Size()){var t=e.First;if(t.isKind("mstyle")&&t.notParent&&(t=NodeUtil_js_1$c.default.getChildren(NodeUtil_js_1$c.default.getChildren(t)[0])[0]),t.isKind("mspace")){if(t!==e.First){var n=this.create("node","mrow",[e.Pop()]);e.Push(n)}this.factory.configuration.addNode("nonscript",e.First)}}return[[e],!0]},t}(StackItem_js_1$4.BaseItem);BaseItems.NonscriptItem=NonscriptItem;var DotsItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"dots"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(e){if(e.isKind("open")||e.isKind("left"))return StackItem_js_1$4.BaseItem.success;var t=this.getProperty("ldots"),n=e.First;if(e.isKind("mml")&&NodeUtil_js_1$c.default.isEmbellished(n)){var 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this.EndEntry(),this.EndRow(),this.clearEnv(),StackItem_js_1$4.BaseItem.fail;this.EndTable(),this.clearEnv();var n=this.factory.create("mml",this.createMml());if(this.getProperty("requireClose")){if(t.isKind("close"))return[[n],!0];throw new TexError_js_1$g.default("MissingCloseBrace","Missing close brace")}return[[n,t],!0]}return e.prototype.checkItem.call(this,t)},t.prototype.createMml=function(){var e=this.arraydef.scriptlevel;delete this.arraydef.scriptlevel;var t=this.create("node","mtable",this.table,this.arraydef);return e&&t.setProperty("scriptlevel",e),4===this.frame.length?NodeUtil_js_1$c.default.setAttribute(t,"frame",this.dashed?"dashed":"solid"):this.frame.length&&(this.arraydef.rowlines&&(this.arraydef.rowlines=this.arraydef.rowlines.replace(/none( none)+$/,"none")),NodeUtil_js_1$c.default.setAttribute(t,"frame",""),t=this.create("node","menclose",[t],{notation:this.frame.join(" 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e;this.getProperty("isNumbered")&&3===this.row.length?(this.row.unshift(this.row.pop()),e=this.create("node","mlabeledtr",this.row)):e=this.create("node","mtr",this.row),this.table.push(e),this.row=[]},t.prototype.EndTable=function(){(this.Size()||this.row.length)&&(this.EndEntry(),this.EndRow()),this.checkLines()},t.prototype.checkLines=function(){if(this.arraydef.rowlines){var e=this.arraydef.rowlines.split(/ /);e.length===this.table.length?(this.frame.push("bottom"),e.pop(),this.arraydef.rowlines=e.join(" ")):e.length<this.table.length-1&&(this.arraydef.rowlines+=" none")}if(this.getProperty("rowspacing")){for(var t=this.arraydef.rowspacing.split(/ /);t.length<this.table.length;)t.push(this.getProperty("rowspacing")+"em");this.arraydef.rowspacing=t.join(" ")}},t.prototype.addRowSpacing=function(e){if(this.arraydef.rowspacing){var t=this.arraydef.rowspacing.split(/ /);if(!this.getProperty("rowspacing")){var n=ParseUtil_js_1$d.default.dimen2em(t[0]);this.setProperty("rowspacing",n)}for(var r=this.getProperty("rowspacing");t.length<this.table.length;)t.push(ParseUtil_js_1$d.default.Em(r));t[this.table.length-1]=ParseUtil_js_1$d.default.Em(Math.max(0,r+ParseUtil_js_1$d.default.dimen2em(e))),this.arraydef.rowspacing=t.join(" ")}},t}(StackItem_js_1$4.BaseItem);BaseItems.ArrayItem=ArrayItem;var EqnArrayItem=function(e){function t(t){for(var n=[],r=1;r<arguments.length;r++)n[r-1]=arguments[r];var i=e.call(this,t)||this;return i.maxrow=0,i.factory.configuration.tags.start(n[0],n[2],n[1]),i}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"eqnarray"},enumerable:!1,configurable:!0}),t.prototype.EndEntry=function(){this.row.length&&ParseUtil_js_1$d.default.fixInitialMO(this.factory.configuration,this.nodes);var e=this.create("node","mtd",this.nodes);this.row.push(e),this.Clear()},t.prototype.EndRow=function(){this.row.length>this.maxrow&&(this.maxrow=this.row.length);var e="mtr",t=this.factory.configuration.tags.getTag();t&&(this.row=[t].concat(this.row),e="mlabeledtr"),this.factory.configuration.tags.clearTag();var n=this.create("node",e,this.row);this.table.push(n),this.row=[]},t.prototype.EndTable=function(){e.prototype.EndTable.call(this),this.factory.configuration.tags.end(),this.extendArray("columnalign",this.maxrow),this.extendArray("columnwidth",this.maxrow),this.extendArray("columnspacing",this.maxrow-1)},t.prototype.extendArray=function(e,t){if(this.arraydef[e]){var n=this.arraydef[e].split(/ /),r=__spreadArray$n([],__read$x(n),!1);if(r.length>1){for(;r.length<t;)r.push.apply(r,__spreadArray$n([],__read$x(n),!1));this.arraydef[e]=r.slice(0,t).join(" ")}}},t}(ArrayItem);BaseItems.EqnArrayItem=EqnArrayItem;var EquationItem=function(e){function t(t){for(var n=[],r=1;r<arguments.length;r++)n[r-1]=arguments[r];var i=e.call(this,t)||this;return i.factory.configuration.tags.start("equation",!0,n[0]),i}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"equation"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isOpen",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(t.isKind("end")){var n=this.toMml(),r=this.factory.configuration.tags.getTag();return this.factory.configuration.tags.end(),[[r?this.factory.configuration.tags.enTag(n,r):n,t],!0]}if(t.isKind("stop"))throw new TexError_js_1$g.default("EnvMissingEnd","Missing \\end{%1}",this.getName());return e.prototype.checkItem.call(this,t)},t}(StackItem_js_1$4.BaseItem);BaseItems.EquationItem=EquationItem;var TexConstants={};!function(e){var t;Object.defineProperty(e,"__esModule",{value:!0}),e.TexConstant=void 0,(t=e.TexConstant||(e.TexConstant={})).Variant={NORMAL:"normal",BOLD:"bold",ITALIC:"italic",BOLDITALIC:"bold-italic",DOUBLESTRUCK:"double-struck",FRAKTUR:"fraktur",BOLDFRAKTUR:"bold-fraktur",SCRIPT:"script",BOLDSCRIPT:"bold-script",SANSSERIF:"sans-serif",BOLDSANSSERIF:"bold-sans-serif",SANSSERIFITALIC:"sans-serif-italic",SANSSERIFBOLDITALIC:"sans-serif-bold-italic",MONOSPACE:"monospace",INITIAL:"inital",TAILED:"tailed",LOOPED:"looped",STRETCHED:"stretched",CALLIGRAPHIC:"-tex-calligraphic",BOLDCALLIGRAPHIC:"-tex-bold-calligraphic",OLDSTYLE:"-tex-oldstyle",BOLDOLDSTYLE:"-tex-bold-oldstyle",MATHITALIC:"-tex-mathit"},t.Form={PREFIX:"prefix",INFIX:"infix",POSTFIX:"postfix"},t.LineBreak={AUTO:"auto",NEWLINE:"newline",NOBREAK:"nobreak",GOODBREAK:"goodbreak",BADBREAK:"badbreak"},t.LineBreakStyle={BEFORE:"before",AFTER:"after",DUPLICATE:"duplicate",INFIXLINBREAKSTYLE:"infixlinebreakstyle"},t.IndentAlign={LEFT:"left",CENTER:"center",RIGHT:"right",AUTO:"auto",ID:"id",INDENTALIGN:"indentalign"},t.IndentShift={INDENTSHIFT:"indentshift"},t.LineThickness={THIN:"thin",MEDIUM:"medium",THICK:"thick"},t.Notation={LONGDIV:"longdiv",ACTUARIAL:"actuarial",PHASORANGLE:"phasorangle",RADICAL:"radical",BOX:"box",ROUNDEDBOX:"roundedbox",CIRCLE:"circle",LEFT:"left",RIGHT:"right",TOP:"top",BOTTOM:"bottom",UPDIAGONALSTRIKE:"updiagonalstrike",DOWNDIAGONALSTRIKE:"downdiagonalstrike",VERTICALSTRIKE:"verticalstrike",HORIZONTALSTRIKE:"horizontalstrike",NORTHEASTARROW:"northeastarrow",MADRUWB:"madruwb",UPDIAGONALARROW:"updiagonalarrow"},t.Align={TOP:"top",BOTTOM:"bottom",CENTER:"center",BASELINE:"baseline",AXIS:"axis",LEFT:"left",RIGHT:"right"},t.Lines={NONE:"none",SOLID:"solid",DASHED:"dashed"},t.Side={LEFT:"left",RIGHT:"right",LEFTOVERLAP:"leftoverlap",RIGHTOVERLAP:"rightoverlap"},t.Width={AUTO:"auto",FIT:"fit"},t.Actiontype={TOGGLE:"toggle",STATUSLINE:"statusline",TOOLTIP:"tooltip",INPUT:"input"},t.Overflow={LINBREAK:"linebreak",SCROLL:"scroll",ELIDE:"elide",TRUNCATE:"truncate",SCALE:"scale"},t.Unit={EM:"em",EX:"ex",PX:"px",IN:"in",CM:"cm",MM:"mm",PT:"pt",PC:"pc"}}(TexConstants);var BaseMethods$1={},lengths$1={};!function(e){Object.defineProperty(e,"__esModule",{value:!0}),e.px=e.emRounded=e.em=e.percent=e.length2em=e.MATHSPACE=e.RELUNITS=e.UNITS=e.BIGDIMEN=void 0,e.BIGDIMEN=1e6,e.UNITS={px:1,in:96,cm:96/2.54,mm:96/25.4},e.RELUNITS={em:1,ex:.431,pt:.1,pc:1.2,mu:1/18},e.MATHSPACE={veryverythinmathspace:1/18,verythinmathspace:2/18,thinmathspace:3/18,mediummathspace:4/18,thickmathspace:5/18,verythickmathspace:6/18,veryverythickmathspace:7/18,negativeveryverythinmathspace:-1/18,negativeverythinmathspace:-2/18,negativethinmathspace:-3/18,negativemediummathspace:-4/18,negativethickmathspace:-5/18,negativeverythickmathspace:-6/18,negativeveryverythickmathspace:-7/18,thin:.04,medium:.06,thick:.1,normal:1,big:2,small:1/Math.sqrt(2),infinity:e.BIGDIMEN},e.length2em=function(t,n,r,i){if(void 0===n&&(n=0),void 0===r&&(r=1),void 0===i&&(i=16),"string"!=typeof t&&(t=String(t)),""===t||null==t)return n;if(e.MATHSPACE[t])return e.MATHSPACE[t];var 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TexParser_js_1$8.default(t,n,e.configuration),a=i.mml(),o=i.stack.global;if(o.leftRoot||o.upRoot){var s={};o.leftRoot&&(s.width=o.leftRoot),o.upRoot&&(s.voffset=o.upRoot,s.height=o.upRoot),a=e.create("node","mpadded",[a],s)}return n.inRoot=r,a}BaseMethods.Open=function(e,t){e.Push(e.itemFactory.create("open"))},BaseMethods.Close=function(e,t){e.Push(e.itemFactory.create("close"))},BaseMethods.Tilde=function(e,t){e.Push(e.create("token","mtext",{},Entities_js_1.entities.nbsp))},BaseMethods.Space=function(e,t){},BaseMethods.Superscript=function(e,t){var n,r,i;e.GetNext().match(/\d/)&&(e.string=e.string.substr(0,e.i+1)+" "+e.string.substr(e.i+1));var a=e.stack.Top();a.isKind("prime")?(i=(n=__read$w(a.Peek(2),2))[0],r=n[1],e.stack.Pop()):(i=e.stack.Prev())||(i=e.create("token","mi",{},""));var o=NodeUtil_js_1$b.default.getProperty(i,"movesupsub"),s=NodeUtil_js_1$b.default.isType(i,"msubsup")?i.sup:i.over;if(NodeUtil_js_1$b.default.isType(i,"msubsup")&&!NodeUtil_js_1$b.default.isType(i,"msup")&&NodeUtil_js_1$b.default.getChildAt(i,i.sup)||NodeUtil_js_1$b.default.isType(i,"munderover")&&!NodeUtil_js_1$b.default.isType(i,"mover")&&NodeUtil_js_1$b.default.getChildAt(i,i.over)&&!NodeUtil_js_1$b.default.getProperty(i,"subsupOK"))throw new TexError_js_1$f.default("DoubleExponent","Double exponent: use braces to clarify");NodeUtil_js_1$b.default.isType(i,"msubsup")&&!NodeUtil_js_1$b.default.isType(i,"msup")||(o?((!NodeUtil_js_1$b.default.isType(i,"munderover")||NodeUtil_js_1$b.default.isType(i,"mover")||NodeUtil_js_1$b.default.getChildAt(i,i.over))&&(i=e.create("node","munderover",[i],{movesupsub:!0})),s=i.over):s=(i=e.create("node","msubsup",[i])).sup),e.Push(e.itemFactory.create("subsup",i).setProperties({position:s,primes:r,movesupsub:o}))},BaseMethods.Subscript=function(e,t){var n,r,i;e.GetNext().match(/\d/)&&(e.string=e.string.substr(0,e.i+1)+" "+e.string.substr(e.i+1));var a=e.stack.Top();a.isKind("prime")?(i=(n=__read$w(a.Peek(2),2))[0],r=n[1],e.stack.Pop()):(i=e.stack.Prev())||(i=e.create("token","mi",{},""));var o=NodeUtil_js_1$b.default.getProperty(i,"movesupsub"),s=NodeUtil_js_1$b.default.isType(i,"msubsup")?i.sub:i.under;if(NodeUtil_js_1$b.default.isType(i,"msubsup")&&!NodeUtil_js_1$b.default.isType(i,"msup")&&NodeUtil_js_1$b.default.getChildAt(i,i.sub)||NodeUtil_js_1$b.default.isType(i,"munderover")&&!NodeUtil_js_1$b.default.isType(i,"mover")&&NodeUtil_js_1$b.default.getChildAt(i,i.under)&&!NodeUtil_js_1$b.default.getProperty(i,"subsupOK"))throw new TexError_js_1$f.default("DoubleSubscripts","Double subscripts: use braces to clarify");NodeUtil_js_1$b.default.isType(i,"msubsup")&&!NodeUtil_js_1$b.default.isType(i,"msup")||(o?((!NodeUtil_js_1$b.default.isType(i,"munderover")||NodeUtil_js_1$b.default.isType(i,"mover")||NodeUtil_js_1$b.default.getChildAt(i,i.under))&&(i=e.create("node","munderover",[i],{movesupsub:!0})),s=i.under):s=(i=e.create("node","msubsup",[i])).sub),e.Push(e.itemFactory.create("subsup",i).setProperties({position:s,primes:r,movesupsub:o}))},BaseMethods.Prime=function(e,t){var n=e.stack.Prev();if(n||(n=e.create("node","mi")),NodeUtil_js_1$b.default.isType(n,"msubsup")&&!NodeUtil_js_1$b.default.isType(n,"msup")&&NodeUtil_js_1$b.default.getChildAt(n,n.sup))throw new TexError_js_1$f.default("DoubleExponentPrime","Prime causes double exponent: use braces to clarify");var r="";e.i--;do{r+=Entities_js_1.entities.prime,e.i++,t=e.GetNext()}while("'"===t||t===Entities_js_1.entities.rsquo);r=["","′","″","‴","⁗"][r.length]||r;var i=e.create("token","mo",{variantForm:!0},r);e.Push(e.itemFactory.create("prime",n,i))},BaseMethods.Comment=function(e,t){for(;e.i<e.string.length&&"\n"!==e.string.charAt(e.i);)e.i++},BaseMethods.Hash=function(e,t){throw new TexError_js_1$f.default("CantUseHash1","You can't use 'macro parameter character #' in math mode")},BaseMethods.MathFont=function(e,t,n){var r=e.GetArgument(t),i=new TexParser_js_1$8.default(r,__assign$C(__assign$C({},e.stack.env),{font:n,multiLetterIdentifiers:/^[a-zA-Z]+/,noAutoOP:!0}),e.configuration).mml();e.Push(e.create("node","TeXAtom",[i]))},BaseMethods.SetFont=function(e,t,n){e.stack.env.font=n},BaseMethods.SetStyle=function(e,t,n,r,i){e.stack.env.style=n,e.stack.env.level=i,e.Push(e.itemFactory.create("style").setProperty("styles",{displaystyle:r,scriptlevel:i}))},BaseMethods.SetSize=function(e,t,n){e.stack.env.size=n,e.Push(e.itemFactory.create("style").setProperty("styles",{mathsize:(0,lengths_js_1$5.em)(n)}))},BaseMethods.Spacer=function(e,t,n){var r=e.create("node","mspace",[],{width:(0,lengths_js_1$5.em)(n)}),i=e.create("node","mstyle",[r],{scriptlevel:0});e.Push(i)},BaseMethods.LeftRight=function(e,t){var n=t.substr(1);e.Push(e.itemFactory.create(n,e.GetDelimiter(t),e.stack.env.color))},BaseMethods.NamedFn=function(e,t,n){n||(n=t.substr(1));var r=e.create("token","mi",{texClass:MmlNode_js_1$F.TEXCLASS.OP},n);e.Push(e.itemFactory.create("fn",r))},BaseMethods.NamedOp=function(e,t,n){n||(n=t.substr(1)),n=n.replace(/&thinsp;/," ");var r=e.create("token","mo",{movablelimits:!0,movesupsub:!0,form:TexConstants_js_1$a.TexConstant.Form.PREFIX,texClass:MmlNode_js_1$F.TEXCLASS.OP},n);e.Push(r)},BaseMethods.Limits=function(e,t,n){var r=e.stack.Prev(!0);if(!r||NodeUtil_js_1$b.default.getTexClass(NodeUtil_js_1$b.default.getCoreMO(r))!==MmlNode_js_1$F.TEXCLASS.OP&&null==NodeUtil_js_1$b.default.getProperty(r,"movesupsub"))throw new TexError_js_1$f.default("MisplacedLimits","%1 is allowed only on operators",e.currentCS);var i,a=e.stack.Top();NodeUtil_js_1$b.default.isType(r,"munderover")&&!n?(i=e.create("node","msubsup"),NodeUtil_js_1$b.default.copyChildren(r,i),r=a.Last=i):NodeUtil_js_1$b.default.isType(r,"msubsup")&&n&&(i=e.create("node","munderover"),NodeUtil_js_1$b.default.copyChildren(r,i),r=a.Last=i),NodeUtil_js_1$b.default.setProperty(r,"movesupsub",!!n),NodeUtil_js_1$b.default.setProperties(NodeUtil_js_1$b.default.getCoreMO(r),{movablelimits:!1}),(NodeUtil_js_1$b.default.getAttribute(r,"movablelimits")||NodeUtil_js_1$b.default.getProperty(r,"movablelimits"))&&NodeUtil_js_1$b.default.setProperties(r,{movablelimits:!1})},BaseMethods.Over=function(e,t,n,r){var i=e.itemFactory.create("over").setProperty("name",e.currentCS);n||r?(i.setProperty("open",n),i.setProperty("close",r)):t.match(/withdelims$/)&&(i.setProperty("open",e.GetDelimiter(t)),i.setProperty("close",e.GetDelimiter(t))),t.match(/^\\above/)?i.setProperty("thickness",e.GetDimen(t)):(t.match(/^\\atop/)||n||r)&&i.setProperty("thickness",0),e.Push(i)},BaseMethods.Frac=function(e,t){var n=e.ParseArg(t),r=e.ParseArg(t),i=e.create("node","mfrac",[n,r]);e.Push(i)},BaseMethods.Sqrt=function(e,t){var n=e.GetBrackets(t),r=e.GetArgument(t);"\\frac"===r&&(r+="{"+e.GetArgument(r)+"}{"+e.GetArgument(r)+"}");var i=new TexParser_js_1$8.default(r,e.stack.env,e.configuration).mml();i=n?e.create("node","mroot",[i,parseRoot(e,n)]):e.create("node","msqrt",[i]),e.Push(i)},BaseMethods.Root=function(e,t){var n=e.GetUpTo(t,"\\of"),r=e.ParseArg(t),i=e.create("node","mroot",[r,parseRoot(e,n)]);e.Push(i)},BaseMethods.MoveRoot=function(e,t,n){if(!e.stack.env.inRoot)throw new TexError_js_1$f.default("MisplacedMoveRoot","%1 can appear only within a root",e.currentCS);if(e.stack.global[n])throw new TexError_js_1$f.default("MultipleMoveRoot","Multiple use of %1",e.currentCS);var r=e.GetArgument(t);if(!r.match(/-?[0-9]+/))throw new TexError_js_1$f.default("IntegerArg","The argument to %1 must be an integer",e.currentCS);"-"!==(r=parseInt(r,10)/15+"em").substr(0,1)&&(r="+"+r),e.stack.global[n]=r},BaseMethods.Accent=function(e,t,n,r){var i=e.ParseArg(t),a=__assign$C(__assign$C({},ParseUtil_js_1$c.default.getFontDef(e)),{accent:!0,mathaccent:!0}),o=NodeUtil_js_1$b.default.createEntity(n),s=e.create("token","mo",a,o);NodeUtil_js_1$b.default.setAttribute(s,"stretchy",!!r);var l=NodeUtil_js_1$b.default.isEmbellished(i)?NodeUtil_js_1$b.default.getCoreMO(i):i;(NodeUtil_js_1$b.default.isType(l,"mo")||NodeUtil_js_1$b.default.getProperty(l,"movablelimits"))&&NodeUtil_js_1$b.default.setProperties(l,{movablelimits:!1});var c=e.create("node","munderover");NodeUtil_js_1$b.default.setChild(c,0,i),NodeUtil_js_1$b.default.setChild(c,1,null),NodeUtil_js_1$b.default.setChild(c,2,s);var d=e.create("node","TeXAtom",[c]);e.Push(d)},BaseMethods.UnderOver=function(e,t,n,r){var i=NodeUtil_js_1$b.default.createEntity(n),a=e.create("token","mo",{stretchy:!0,accent:!0},i),o="o"===t.charAt(1)?"over":"under",s=e.ParseArg(t);e.Push(ParseUtil_js_1$c.default.underOver(e,s,a,o,r))},BaseMethods.Overset=function(e,t){var n=e.ParseArg(t),r=e.ParseArg(t);ParseUtil_js_1$c.default.checkMovableLimits(r),n.isKind("mo")&&NodeUtil_js_1$b.default.setAttribute(n,"accent",!1);var i=e.create("node","mover",[r,n]);e.Push(i)},BaseMethods.Underset=function(e,t){var n=e.ParseArg(t),r=e.ParseArg(t);ParseUtil_js_1$c.default.checkMovableLimits(r),n.isKind("mo")&&NodeUtil_js_1$b.default.setAttribute(n,"accent",!1);var i=e.create("node","munder",[r,n],{accentunder:!1});e.Push(i)},BaseMethods.Overunderset=function(e,t){var n=e.ParseArg(t),r=e.ParseArg(t),i=e.ParseArg(t);ParseUtil_js_1$c.default.checkMovableLimits(i),n.isKind("mo")&&NodeUtil_js_1$b.default.setAttribute(n,"accent",!1),r.isKind("mo")&&NodeUtil_js_1$b.default.setAttribute(r,"accent",!1);var a=e.create("node","munderover",[i,r,n],{accent:!1,accentunder:!1});e.Push(a)},BaseMethods.TeXAtom=function(e,t,n){var r,i,a,o={texClass:n};if(n===MmlNode_js_1$F.TEXCLASS.OP){o.movesupsub=o.movablelimits=!0;var s=e.GetArgument(t),l=s.match(/^\s*\\rm\s+([a-zA-Z0-9 ]+)$/);l?(o.mathvariant=TexConstants_js_1$a.TexConstant.Variant.NORMAL,i=e.create("token","mi",o,l[1])):(a=new TexParser_js_1$8.default(s,e.stack.env,e.configuration).mml(),i=e.create("node","TeXAtom",[a],o)),r=e.itemFactory.create("fn",i)}else a=e.ParseArg(t),r=e.create("node","TeXAtom",[a],o);e.Push(r)},BaseMethods.MmlToken=function(e,t){var n,r=e.GetArgument(t),i=e.GetBrackets(t,"").replace(/^\s+/,""),a=e.GetArgument(t),o={},s=[];try{n=e.create("node",r)}catch(e){n=null}if(!n||!n.isToken)throw new TexError_js_1$f.default("NotMathMLToken","%1 is not a token element",r);for(;""!==i;){var l=i.match(/^([a-z]+)\s*=\s*('[^']*'|"[^"]*"|[^ ,]*)\s*,?\s*/i);if(!l)throw new TexError_js_1$f.default("InvalidMathMLAttr","Invalid MathML attribute: %1",i);if(!n.attributes.hasDefault(l[1])&&!MmlTokenAllow[l[1]])throw new TexError_js_1$f.default("UnknownAttrForElement","%1 is not a recognized attribute for %2",l[1],r);var c=ParseUtil_js_1$c.default.MmlFilterAttribute(e,l[1],l[2].replace(/^(['"])(.*)\1$/,"$2"));c&&("true"===c.toLowerCase()?c=!0:"false"===c.toLowerCase()&&(c=!1),o[l[1]]=c,s.push(l[1])),i=i.substr(l[0].length)}s.length&&(o["mjx-keep-attrs"]=s.join(" "));var d=e.create("text",a);n.appendChild(d),NodeUtil_js_1$b.default.setProperties(n,o),e.Push(n)},BaseMethods.Strut=function(e,t){var n=e.create("node","mrow"),r=e.create("node","mpadded",[n],{height:"8.6pt",depth:"3pt",width:0});e.Push(r)},BaseMethods.Phantom=function(e,t,n,r){var i=e.create("node","mphantom",[e.ParseArg(t)]);(n||r)&&(i=e.create("node","mpadded",[i]),r&&(NodeUtil_js_1$b.default.setAttribute(i,"height",0),NodeUtil_js_1$b.default.setAttribute(i,"depth",0)),n&&NodeUtil_js_1$b.default.setAttribute(i,"width",0));var a=e.create("node","TeXAtom",[i]);e.Push(a)},BaseMethods.Smash=function(e,t){var n=ParseUtil_js_1$c.default.trimSpaces(e.GetBrackets(t,"")),r=e.create("node","mpadded",[e.ParseArg(t)]);switch(n){case"b":NodeUtil_js_1$b.default.setAttribute(r,"depth",0);break;case"t":NodeUtil_js_1$b.default.setAttribute(r,"height",0);break;default:NodeUtil_js_1$b.default.setAttribute(r,"height",0),NodeUtil_js_1$b.default.setAttribute(r,"depth",0)}var i=e.create("node","TeXAtom",[r]);e.Push(i)},BaseMethods.Lap=function(e,t){var n=e.create("node","mpadded",[e.ParseArg(t)],{width:0});"\\llap"===t&&NodeUtil_js_1$b.default.setAttribute(n,"lspace","-1width");var r=e.create("node","TeXAtom",[n]);e.Push(r)},BaseMethods.RaiseLower=function(e,t){var n=e.GetDimen(t),r=e.itemFactory.create("position").setProperties({name:e.currentCS,move:"vertical"});"-"===n.charAt(0)&&(n=n.slice(1),t="raise"===t.substr(1)?"\\lower":"\\raise"),"\\lower"===t?(r.setProperty("dh","-"+n),r.setProperty("dd","+"+n)):(r.setProperty("dh","+"+n),r.setProperty("dd","-"+n)),e.Push(r)},BaseMethods.MoveLeftRight=function(e,t){var n=e.GetDimen(t),r="-"===n.charAt(0)?n.slice(1):"-"+n;if("\\moveleft"===t){var i=n;n=r,r=i}e.Push(e.itemFactory.create("position").setProperties({name:e.currentCS,move:"horizontal",left:e.create("node","mspace",[],{width:n}),right:e.create("node","mspace",[],{width:r})}))},BaseMethods.Hskip=function(e,t){var n=e.create("node","mspace",[],{width:e.GetDimen(t)});e.Push(n)},BaseMethods.Nonscript=function(e,t){e.Push(e.itemFactory.create("nonscript"))},BaseMethods.Rule=function(e,t,n){var r={width:e.GetDimen(t),height:e.GetDimen(t),depth:e.GetDimen(t)};"blank"!==n&&(r.mathbackground=e.stack.env.color||"black");var i=e.create("node","mspace",[],r);e.Push(i)},BaseMethods.rule=function(e,t){var n=e.GetBrackets(t),r=e.GetDimen(t),i=e.GetDimen(t),a=e.create("node","mspace",[],{width:r,height:i,mathbackground:e.stack.env.color||"black"});n&&(a=e.create("node","mpadded",[a],{voffset:n}),n.match(/^\-/)?(NodeUtil_js_1$b.default.setAttribute(a,"height",n),NodeUtil_js_1$b.default.setAttribute(a,"depth","+"+n.substr(1))):NodeUtil_js_1$b.default.setAttribute(a,"height","+"+n)),e.Push(a)},BaseMethods.MakeBig=function(e,t,n,r){var i=String(r*=P_HEIGHT).replace(/(\.\d\d\d).+/,"$1")+"em",a=e.GetDelimiter(t,!0),o=e.create("token","mo",{minsize:i,maxsize:i,fence:!0,stretchy:!0,symmetric:!0},a),s=e.create("node","TeXAtom",[o],{texClass:n});e.Push(s)},BaseMethods.BuildRel=function(e,t){var n=e.ParseUpTo(t,"\\over"),r=e.ParseArg(t),i=e.create("node","munderover");NodeUtil_js_1$b.default.setChild(i,0,r),NodeUtil_js_1$b.default.setChild(i,1,null),NodeUtil_js_1$b.default.setChild(i,2,n);var a=e.create("node","TeXAtom",[i],{texClass:MmlNode_js_1$F.TEXCLASS.REL});e.Push(a)},BaseMethods.HBox=function(e,t,n,r){e.PushAll(ParseUtil_js_1$c.default.internalMath(e,e.GetArgument(t),n,r))},BaseMethods.FBox=function(e,t){var n=ParseUtil_js_1$c.default.internalMath(e,e.GetArgument(t)),r=e.create("node","menclose",n,{notation:"box"});e.Push(r)},BaseMethods.FrameBox=function(e,t){var n=e.GetBrackets(t),r=e.GetBrackets(t)||"c",i=ParseUtil_js_1$c.default.internalMath(e,e.GetArgument(t));n&&(i=[e.create("node","mpadded",i,{width:n,"data-align":(0,Options_js_1$7.lookup)(r,{l:"left",r:"right"},"center")})]);var a=e.create("node","TeXAtom",[e.create("node","menclose",i,{notation:"box"})],{texClass:MmlNode_js_1$F.TEXCLASS.ORD});e.Push(a)},BaseMethods.Not=function(e,t){e.Push(e.itemFactory.create("not"))},BaseMethods.Dots=function(e,t){var n=NodeUtil_js_1$b.default.createEntity("2026"),r=NodeUtil_js_1$b.default.createEntity("22EF"),i=e.create("token","mo",{stretchy:!1},n),a=e.create("token","mo",{stretchy:!1},r);e.Push(e.itemFactory.create("dots").setProperties({ldots:i,cdots:a}))},BaseMethods.Matrix=function(e,t,n,r,i,a,o,s,l,c){var d=e.GetNext();if(""===d)throw new TexError_js_1$f.default("MissingArgFor","Missing argument for %1",e.currentCS);"{"===d?e.i++:(e.string=d+"}"+e.string.slice(e.i+1),e.i=0);var T=e.itemFactory.create("array").setProperty("requireClose",!0);T.arraydef={rowspacing:o||"4pt",columnspacing:a||"1em"},l&&T.setProperty("isCases",!0),c&&(T.setProperty("isNumbered",!0),T.arraydef.side=c),(n||r)&&(T.setProperty("open",n),T.setProperty("close",r)),"D"===s&&(T.arraydef.displaystyle=!0),null!=i&&(T.arraydef.columnalign=i),e.Push(T)},BaseMethods.Entry=function(e,t){e.Push(e.itemFactory.create("cell").setProperties({isEntry:!0,name:t}));var n=e.stack.Top(),r=n.getProperty("casesEnv");if(n.getProperty("isCases")||r){for(var i=e.string,a=0,o=-1,s=e.i,l=i.length,c=r?new RegExp("^\\\\end\\s*\\{".concat(r.replace(/\*/,"\\*"),"\\}")):null;s<l;){var d=i.charAt(s);if("{"===d)a++,s++;else if("}"===d)0===a?l=0:(0==--a&&o<0&&(o=s-e.i),s++);else{if("&"===d&&0===a)throw new TexError_js_1$f.default("ExtraAlignTab","Extra alignment tab in \\cases text");if("\\"===d){var T=i.substr(s);T.match(/^((\\cr)[^a-zA-Z]|\\\\)/)||c&&T.match(c)?l=0:s+=2}else s++}}var u=i.substr(e.i,s-e.i);if(!u.match(/^\s*\\text[^a-zA-Z]/)||o!==u.replace(/\s+$/,"").length-1){var Q=ParseUtil_js_1$c.default.internalMath(e,ParseUtil_js_1$c.default.trimSpaces(u),0);e.PushAll(Q),e.i=s}}},BaseMethods.Cr=function(e,t){e.Push(e.itemFactory.create("cell").setProperties({isCR:!0,name:t}))},BaseMethods.CrLaTeX=function(e,t,n){var r;if(void 0===n&&(n=!1),!n&&("*"===e.string.charAt(e.i)&&e.i++,"["===e.string.charAt(e.i))){var i=e.GetBrackets(t,""),a=__read$w(ParseUtil_js_1$c.default.matchDimen(i),2),o=a[0],s=a[1];if(i&&!o)throw new TexError_js_1$f.default("BracketMustBeDimension","Bracket argument to %1 must be a dimension",e.currentCS);r=o+s}e.Push(e.itemFactory.create("cell").setProperties({isCR:!0,name:t,linebreak:!0}));var l,c=e.stack.Top();c instanceof sitem.ArrayItem?r&&c.addRowSpacing(r):(r&&(l=e.create("node","mspace",[],{depth:r}),e.Push(l)),l=e.create("node","mspace",[],{linebreak:TexConstants_js_1$a.TexConstant.LineBreak.NEWLINE}),e.Push(l))},BaseMethods.HLine=function(e,t,n){null==n&&(n="solid");var r=e.stack.Top();if(!(r instanceof sitem.ArrayItem)||r.Size())throw new TexError_js_1$f.default("Misplaced","Misplaced %1",e.currentCS);if(r.table.length){for(var i=r.arraydef.rowlines?r.arraydef.rowlines.split(/ /):[];i.length<r.table.length;)i.push("none");i[r.table.length-1]=n,r.arraydef.rowlines=i.join(" ")}else r.frame.push("top")},BaseMethods.HFill=function(e,t){var n=e.stack.Top();if(!(n instanceof sitem.ArrayItem))throw new TexError_js_1$f.default("UnsupportedHFill","Unsupported use of %1",e.currentCS);n.hfill.push(n.Size())},BaseMethods.BeginEnd=function(e,t){var n=e.GetArgument(t);if(n.match(/\\/i))throw new TexError_js_1$f.default("InvalidEnv","Invalid environment name '%1'",n);var r=e.configuration.handlers.get("environment").lookup(n);if(r&&"\\end"===t){if(!r.args[0]){var i=e.itemFactory.create("end").setProperty("name",n);return void e.Push(i)}e.stack.env.closing=n}ParseUtil_js_1$c.default.checkMaxMacros(e,!1),e.parse("environment",[e,n])},BaseMethods.Array=function(e,t,n,r,i,a,o,s,l){i||(i=e.GetArgument("\\begin{"+t.getName()+"}"));var c=("c"+i).replace(/[^clr|:]/g,"").replace(/[^|:]([|:])+/g,"$1");i=(i=i.replace(/[^clr]/g,"").split("").join(" ")).replace(/l/g,"left").replace(/r/g,"right").replace(/c/g,"center");var d=e.itemFactory.create("array");return d.arraydef={columnalign:i,columnspacing:a||"1em",rowspacing:o||"4pt"},c.match(/[|:]/)&&(c.charAt(0).match(/[|:]/)&&(d.frame.push("left"),d.dashed=":"===c.charAt(0)),c.charAt(c.length-1).match(/[|:]/)&&d.frame.push("right"),c=c.substr(1,c.length-2),d.arraydef.columnlines=c.split("").join(" ").replace(/[^|: ]/g,"none").replace(/\|/g,"solid").replace(/:/g,"dashed")),n&&d.setProperty("open",e.convertDelimiter(n)),r&&d.setProperty("close",e.convertDelimiter(r)),"'"===(s||"").charAt(1)&&(d.arraydef["data-cramped"]=!0,s=s.charAt(0)),"D"===s?d.arraydef.displaystyle=!0:s&&(d.arraydef.displaystyle=!1),"S"===s&&(d.arraydef.scriptlevel=1),l&&(d.arraydef.useHeight=!1),e.Push(t),d},BaseMethods.AlignedArray=function(e,t){var n=e.GetBrackets("\\begin{"+t.getName()+"}"),r=BaseMethods.Array(e,t);return ParseUtil_js_1$c.default.setArrayAlign(r,n)},BaseMethods.Equation=function(e,t,n){return e.Push(t),ParseUtil_js_1$c.default.checkEqnEnv(e),e.itemFactory.create("equation",n).setProperty("name",t.getName())},BaseMethods.EqnArray=function(e,t,n,r,i,a){e.Push(t),r&&ParseUtil_js_1$c.default.checkEqnEnv(e),i=(i=i.replace(/[^clr]/g,"").split("").join(" ")).replace(/l/g,"left").replace(/r/g,"right").replace(/c/g,"center");var o=e.itemFactory.create("eqnarray",t.getName(),n,r,e.stack.global);return o.arraydef={displaystyle:!0,columnalign:i,columnspacing:a||"1em",rowspacing:"3pt",side:e.options.tagSide,minlabelspacing:e.options.tagIndent},o},BaseMethods.HandleNoTag=function(e,t){e.tags.notag()},BaseMethods.HandleLabel=function(e,t){var n=e.GetArgument(t);if(""!==n&&!e.tags.refUpdate){if(e.tags.label)throw new TexError_js_1$f.default("MultipleCommand","Multiple %1",e.currentCS);if(e.tags.label=n,(e.tags.allLabels[n]||e.tags.labels[n])&&!e.options.ignoreDuplicateLabels)throw new TexError_js_1$f.default("MultipleLabel","Label '%1' multiply defined",n);e.tags.labels[n]=new 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Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$m=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__importDefault$y=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(ParseMethods$1,"__esModule",{value:!0});var ParseMethods,NodeUtil_js_1$a=__importDefault$y(NodeUtil$1),TexConstants_js_1$9=TexConstants,ParseUtil_js_1$b=__importDefault$y(requireParseUtil());!function(e){e.variable=function(e,t){var n=ParseUtil_js_1$b.default.getFontDef(e),r=e.stack.env;r.multiLetterIdentifiers&&""!==r.font&&(t=e.string.substr(e.i-1).match(r.multiLetterIdentifiers)[0],e.i+=t.length-1,n.mathvariant===TexConstants_js_1$9.TexConstant.Variant.NORMAL&&r.noAutoOP&&t.length>1&&(n.autoOP=!1));var i=e.create("token","mi",n,t);e.Push(i)},e.digit=function(e,t){var n,r=e.configuration.options.digits,i=e.string.slice(e.i-1).match(r),a=ParseUtil_js_1$b.default.getFontDef(e);i?(n=e.create("token","mn",a,i[0].replace(/[{}]/g,"")),e.i+=i[0].length-1):n=e.create("token","mo",a,t),e.Push(n)},e.controlSequence=function(e,t){var n=e.GetCS();e.parse("macro",[e,n])},e.mathchar0mi=function(e,t){var n=t.attributes||{mathvariant:TexConstants_js_1$9.TexConstant.Variant.ITALIC},r=e.create("token","mi",n,t.char);e.Push(r)},e.mathchar0mo=function(e,t){var n=t.attributes||{};n.stretchy=!1;var r=e.create("token","mo",n,t.char);NodeUtil_js_1$a.default.setProperty(r,"fixStretchy",!0),e.configuration.addNode("fixStretchy",r),e.Push(r)},e.mathchar7=function(e,t){var n=t.attributes||{mathvariant:TexConstants_js_1$9.TexConstant.Variant.NORMAL};e.stack.env.font&&(n.mathvariant=e.stack.env.font);var r=e.create("token","mi",n,t.char);e.Push(r)},e.delimiter=function(e,t){var n=t.attributes||{};n=Object.assign({fence:!1,stretchy:!1},n);var r=e.create("token","mo",n,t.char);e.Push(r)},e.environment=function(e,t,n,r){var i=r[0],a=e.itemFactory.create("begin").setProperties({name:t,end:i});a=n.apply(void 0,__spreadArray$m([e,a],__read$v(r.slice(1)),!1)),e.Push(a)}}(ParseMethods||(ParseMethods={})),ParseMethods$1.default=ParseMethods;var __createBinding$9=commonjsGlobal&&commonjsGlobal.__createBinding||(Object.create?function(e,t,n,r){void 0===r&&(r=n);var i=Object.getOwnPropertyDescriptor(t,n);i&&!("get"in i?!t.__esModule:i.writable||i.configurable)||(i={enumerable:!0,get:function(){return t[n]}}),Object.defineProperty(e,r,i)}:function(e,t,n,r){void 0===r&&(r=n),e[r]=t[n]}),__setModuleDefault$9=commonjsGlobal&&commonjsGlobal.__setModuleDefault||(Object.create?function(e,t){Object.defineProperty(e,"default",{enumerable:!0,value:t})}:function(e,t){e.default=t}),__importStar$9=commonjsGlobal&&commonjsGlobal.__importStar||function(e){if(e&&e.__esModule)return e;var t={};if(null!=e)for(var n in e)"default"!==n&&Object.prototype.hasOwnProperty.call(e,n)&&__createBinding$9(t,e,n);return __setModuleDefault$9(t,e),t},__importDefault$x=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}},sm$4=__importStar$9(SymbolMap),TexConstants_js_1$8=TexConstants,BaseMethods_js_1$6=__importDefault$x(BaseMethods$1),ParseMethods_js_1$6=__importDefault$x(ParseMethods$1),ParseUtil_js_1$a=__importDefault$x(requireParseUtil()),MmlNode_js_1$E=MmlNode,lengths_js_1$4=lengths$1;new sm$4.RegExpMap("letter",ParseMethods_js_1$6.default.variable,/[a-z]/i),new sm$4.RegExpMap("digit",ParseMethods_js_1$6.default.digit,/[0-9.,]/),new sm$4.RegExpMap("command",ParseMethods_js_1$6.default.controlSequence,/^\\/),new sm$4.MacroMap("special",{"{":"Open","}":"Close","~":"Tilde","^":"Superscript",_:"Subscript"," ":"Space","\t":"Space","\r":"Space","\n":"Space","'":"Prime","%":"Comment","&":"Entry","#":"Hash"," ":"Space","’":"Prime"},BaseMethods_js_1$6.default),new sm$4.CharacterMap("mathchar0mi",ParseMethods_js_1$6.default.mathchar0mi,{alpha:"α",beta:"β",gamma:"γ",delta:"δ",epsilon:"ϵ",zeta:"ζ",eta:"η",theta:"θ",iota:"ι",kappa:"κ",lambda:"λ",mu:"μ",nu:"ν",xi:"ξ",omicron:"ο",pi:"π",rho:"ρ",sigma:"σ",tau:"τ",upsilon:"υ",phi:"ϕ",chi:"χ",psi:"ψ",omega:"ω",varepsilon:"ε",vartheta:"ϑ",varpi:"ϖ",varrho:"ϱ",varsigma:"ς",varphi:"φ",S:["§",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],aleph:["ℵ",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],hbar:["ℏ",{variantForm:!0}],imath:"ı",jmath:"ȷ",ell:"ℓ",wp:["℘",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],Re:["ℜ",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],Im:["ℑ",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],partial:["∂",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.ITALIC}],infty:["∞",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],prime:["′",{variantForm:!0}],emptyset:["∅",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],nabla:["∇",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],top:["⊤",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],bot:["⊥",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],angle:["∠",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],triangle:["△",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],backslash:["∖",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],forall:["∀",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],exists:["∃",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],neg:["¬",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],lnot:["¬",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],flat:["♭",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],natural:["♮",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],sharp:["♯",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],clubsuit:["♣",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],diamondsuit:["♢",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],heartsuit:["♡",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],spadesuit:["♠",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}]}),new sm$4.CharacterMap("mathchar0mo",ParseMethods_js_1$6.default.mathchar0mo,{surd:"√",coprod:["∐",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigvee:["⋁",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigwedge:["⋀",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],biguplus:["⨄",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigcap:["⋂",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigcup:["⋃",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],int:["∫",{texClass:MmlNode_js_1$E.TEXCLASS.OP}],intop:["∫",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0,movablelimits:!0}],iint:["∬",{texClass:MmlNode_js_1$E.TEXCLASS.OP}],iiint:["∭",{texClass:MmlNode_js_1$E.TEXCLASS.OP}],prod:["∏",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],sum:["∑",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigotimes:["⨂",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigoplus:["⨁",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigodot:["⨀",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],oint:["∮",{texClass:MmlNode_js_1$E.TEXCLASS.OP}],bigsqcup:["⨆",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],smallint:["∫",{largeop:!1}],triangleleft:"◃",triangleright:"▹",bigtriangleup:"△",bigtriangledown:"▽",wedge:"∧",land:"∧",vee:"∨",lor:"∨",cap:"∩",cup:"∪",ddagger:"‡",dagger:"†",sqcap:"⊓",sqcup:"⊔",uplus:"⊎",amalg:"⨿",diamond:"⋄",bullet:"∙",wr:"≀",div:"÷",divsymbol:"÷",odot:["⊙",{largeop:!1}],oslash:["⊘",{largeop:!1}],otimes:["⊗",{largeop:!1}],ominus:["⊖",{largeop:!1}],oplus:["⊕",{largeop:!1}],mp:"∓",pm:"±",circ:"∘",bigcirc:"◯",setminus:"∖",cdot:"⋅",ast:"∗",times:"×",star:"⋆",propto:"∝",sqsubseteq:"⊑",sqsupseteq:"⊒",parallel:"∥",mid:"∣",dashv:"⊣",vdash:"⊢",leq:"≤",le:"≤",geq:"≥",ge:"≥",lt:"<",gt:">",succ:"≻",prec:"≺",approx:"≈",succeq:"⪰",preceq:"⪯",supset:"⊃",subset:"⊂",supseteq:"⊇",subseteq:"⊆",in:"∈",ni:"∋",notin:"∉",owns:"∋",gg:"≫",ll:"≪",sim:"∼",simeq:"≃",perp:"⊥",equiv:"≡",asymp:"≍",smile:"⌣",frown:"⌢",ne:"≠",neq:"≠",cong:"≅",doteq:"≐",bowtie:"⋈",models:"⊨",notChar:"⧸",Leftrightarrow:"⇔",Leftarrow:"⇐",Rightarrow:"⇒",leftrightarrow:"↔",leftarrow:"←",gets:"←",rightarrow:"→",to:["→",{accent:!1}],mapsto:"↦",leftharpoonup:"↼",leftharpoondown:"↽",rightharpoonup:"⇀",rightharpoondown:"⇁",nearrow:"↗",searrow:"↘",nwarrow:"↖",swarrow:"↙",rightleftharpoons:"⇌",hookrightarrow:"↪",hookleftarrow:"↩",longleftarrow:"⟵",Longleftarrow:"⟸",longrightarrow:"⟶",Longrightarrow:"⟹",Longleftrightarrow:"⟺",longleftrightarrow:"⟷",longmapsto:"⟼",ldots:"…",cdots:"⋯",vdots:"⋮",ddots:"⋱",dotsc:"…",dotsb:"⋯",dotsm:"⋯",dotsi:"⋯",dotso:"…",ldotp:[".",{texClass:MmlNode_js_1$E.TEXCLASS.PUNCT}],cdotp:["⋅",{texClass:MmlNode_js_1$E.TEXCLASS.PUNCT}],colon:[":",{texClass:MmlNode_js_1$E.TEXCLASS.PUNCT}]}),new sm$4.CharacterMap("mathchar7",ParseMethods_js_1$6.default.mathchar7,{Gamma:"Γ",Delta:"Δ",Theta:"Θ",Lambda:"Λ",Xi:"Ξ",Pi:"Π",Sigma:"Σ",Upsilon:"Υ",Phi:"Φ",Psi:"Ψ",Omega:"Ω",_:"_","#":"#",$:"$","%":"%","&":"&",And:"&"}),new 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Map,this.container=t,this.processMath(e.root,t),this.nodeMap=null,this.executeFilters(this.postFilters,e,n,t)},t.prototype.getBBox=function(e,t){this.setDocument(t),this.math=e,e.root.setTeXclass(null),this.nodeMap=new Map;var n=this.factory.wrap(e.root).getOuterBBox();return this.nodeMap=null,n},t.prototype.getMetrics=function(e){var t,n;this.setDocument(e);var r=this.adaptor,i=this.getMetricMaps(e);try{for(var a=__values$r(e.math),o=a.next();!o.done;o=a.next()){var s=o.value,l=r.parent(s.start.node);if(s.state()<MathItem_js_1$2.STATE.METRICS&&l){var c=i[s.display?1:0].get(l),d=c.em,T=c.ex,u=c.containerWidth,Q=c.lineWidth,p=c.scale,h=c.family;s.setMetrics(d,T,u,Q,p),this.options.mtextInheritFont&&(s.outputData.mtextFamily=h),this.options.merrorInheritFont&&(s.outputData.merrorFamily=h),s.state(MathItem_js_1$2.STATE.METRICS)}}}catch(e){t={error:e}}finally{try{o&&!o.done&&(n=a.return)&&n.call(a)}finally{if(t)throw t.error}}},t.prototype.getMetricsFor=function(e,t){var n=this.options.mtextInheritFont||this.options.merrorInheritFont,r=this.getTestElement(e,t),i=this.measureMetrics(r,n);return this.adaptor.remove(r),i},t.prototype.getMetricMaps=function(e){var t,n,r,i,a,o,s,l,c,d,T=this.adaptor,u=[new Map,new Map];try{for(var Q=__values$r(e.math),p=Q.next();!p.done;p=Q.next()){var h=p.value;if((w=T.parent(h.start.node))&&h.state()<MathItem_js_1$2.STATE.METRICS){var m=u[h.display?1:0];m.has(w)||m.set(w,this.getTestElement(w,h.display))}}}catch(e){t={error:e}}finally{try{p&&!p.done&&(n=Q.return)&&n.call(Q)}finally{if(t)throw t.error}}var f=this.options.mtextInheritFont||this.options.merrorInheritFont,g=[new Map,new Map];try{for(var b=__values$r(g.keys()),y=b.next();!y.done;y=b.next()){var _=y.value;try{for(var L=(a=void 0,__values$r(u[_].keys())),v=L.next();!v.done;v=L.next()){var w=v.value;g[_].set(w,this.measureMetrics(u[_].get(w),f))}}catch(e){a={error:e}}finally{try{v&&!v.done&&(o=L.return)&&o.call(L)}finally{if(a)throw a.error}}}}catch(e){r={error:e}}finally{try{y&&!y.done&&(i=b.return)&&i.call(b)}finally{if(r)throw r.error}}try{for(var E=__values$r(g.keys()),x=E.next();!x.done;x=E.next()){_=x.value;try{for(var M=(c=void 0,__values$r(u[_].values())),S=M.next();!S.done;S=M.next())w=S.value,T.remove(w)}catch(e){c={error:e}}finally{try{S&&!S.done&&(d=M.return)&&d.call(M)}finally{if(c)throw c.error}}}}catch(e){s={error:e}}finally{try{x&&!x.done&&(l=E.return)&&l.call(E)}finally{if(s)throw s.error}}return g},t.prototype.getTestElement=function(e,t){var n=this.adaptor;if(!this.testInline){this.testInline=this.html("mjx-test",{style:{display:"inline-block",width:"100%","font-style":"normal","font-weight":"normal","font-size":"100%","font-size-adjust":"none","text-indent":0,"text-transform":"none","letter-spacing":"normal","word-spacing":"normal",overflow:"hidden",height:"1px","margin-right":"-1px"}},[this.html("mjx-left-box",{style:{display:"inline-block",width:0,float:"left"}}),this.html("mjx-ex-box",{style:{position:"absolute",overflow:"hidden",width:"1px",height:"60ex"}}),this.html("mjx-right-box",{style:{display:"inline-block",width:0,float:"right"}})]),this.testDisplay=n.clone(this.testInline),n.setStyle(this.testDisplay,"display","table"),n.setStyle(this.testDisplay,"margin-right",""),n.setStyle(n.firstChild(this.testDisplay),"display","none");var r=n.lastChild(this.testDisplay);n.setStyle(r,"display","table-cell"),n.setStyle(r,"width","10000em"),n.setStyle(r,"float","")}return n.append(e,n.clone(t?this.testDisplay:this.testInline))},t.prototype.measureMetrics=function(e,t){var n=this.adaptor,r=t?n.fontFamily(e):"",i=n.fontSize(e),a=__read$s(n.nodeSize(n.childNode(e,1)),2),o=a[0],s=a[1],l=o?s/60:i*this.options.exFactor;return{em:i,ex:l,containerWidth:o?"table"===n.getStyle(e,"display")?n.nodeSize(n.lastChild(e))[0]-1:n.nodeBBox(n.lastChild(e)).left-n.nodeBBox(n.firstChild(e)).left-2:1e6,lineWidth:1e6,scale:Math.max(this.options.minScale,this.options.matchFontHeight?l/this.font.params.x_height/i:1),family:r}},t.prototype.styleSheet=function(e){var t,n;if(this.setDocument(e),this.cssStyles.clear(),this.cssStyles.addStyles(this.constructor.commonStyles),"getStyles"in e)try{for(var r=__values$r(e.getStyles()),i=r.next();!i.done;i=r.next()){var a=i.value;this.cssStyles.addStyles(a)}}catch(e){t={error:e}}finally{try{i&&!i.done&&(n=r.return)&&n.call(r)}finally{if(t)throw t.error}}return this.addWrapperStyles(this.cssStyles),this.addFontStyles(this.cssStyles),this.html("style",{id:"MJX-styles"},[this.text("\n"+this.cssStyles.cssText+"\n")])},t.prototype.addFontStyles=function(e){e.addStyles(this.font.styles)},t.prototype.addWrapperStyles=function(e){var t,n;try{for(var r=__values$r(this.factory.getKinds()),i=r.next();!i.done;i=r.next()){var a=i.value;this.addClassStyles(this.factory.getNodeClass(a),e)}}catch(e){t={error:e}}finally{try{i&&!i.done&&(n=r.return)&&n.call(r)}finally{if(t)throw t.error}}},t.prototype.addClassStyles=function(e,t){t.addStyles(e.styles)},t.prototype.setDocument=function(e){e&&(this.document=e,this.adaptor.document=e.document)},t.prototype.html=function(e,t,n,r){return void 0===t&&(t={}),void 0===n&&(n=[]),this.adaptor.node(e,t,n,r)},t.prototype.text=function(e){return this.adaptor.text(e)},t.prototype.fixed=function(e,t){return void 0===t&&(t=3),Math.abs(e)<6e-4?"0":e.toFixed(t).replace(/\.?0+$/,"")},t.prototype.measureText=function(e,t,n){void 0===n&&(n=["",!1,!1]);var r=this.unknownText(e,t);if("-explicitFont"===t){var i=this.cssFontStyles(n);this.adaptor.setAttributes(r,{style:i})}return this.measureTextNodeWithCache(r,e,t,n)},t.prototype.measureTextNodeWithCache=function(e,t,n,r){void 0===r&&(r=["",!1,!1]),"-explicitFont"===n&&(n=[r[0],r[1]?"T":"F",r[2]?"T":"F",""].join("-")),this.unknownCache.has(n)||this.unknownCache.set(n,new Map);var i=this.unknownCache.get(n),a=i.get(t);if(a)return a;var o=this.measureTextNode(e);return i.set(t,o),o},t.prototype.measureXMLnode=function(e){var t=this.adaptor,n=this.html("mjx-xml-block",{style:{display:"inline-block"}},[t.clone(e)]),r=this.html("mjx-baseline",{style:{display:"inline-block",width:0,height:0}}),i=this.html("mjx-measure-xml",{style:{position:"absolute",display:"inline-block","font-family":"initial","line-height":"normal"}},[r,n]);t.append(t.parent(this.math.start.node),this.container),t.append(this.container,i);var a=this.math.metrics.em*this.math.metrics.scale,o=t.nodeBBox(n),s=o.left,l=o.right,c=o.bottom,d=o.top,T=(l-s)/a,u=(t.nodeBBox(r).top-d)/a,Q=(c-d)/a-u;return t.remove(this.container),t.remove(i),{w:T,h:u,d:Q}},t.prototype.cssFontStyles=function(e,t){void 0===t&&(t={});var n=__read$s(e,3),r=n[0],i=n[1],a=n[2];return t["font-family"]=this.font.getFamily(r),i&&(t["font-style"]="italic"),a&&(t["font-weight"]="bold"),t},t.prototype.getFontData=function(e){return e||(e=new Styles_js_1$2.Styles),[this.font.getFamily(e.get("font-family")),"italic"===e.get("font-style"),"bold"===e.get("font-weight")]},t.NAME="Common",t.OPTIONS=__assign$A(__assign$A({},OutputJax_js_1.AbstractOutputJax.OPTIONS),{scale:1,minScale:.5,mtextInheritFont:!1,merrorInheritFont:!1,mtextFont:"",merrorFont:"serif",mathmlSpacing:!1,skipAttributes:{},exFactor:.5,displayAlign:"center",displayIndent:"0",wrapperFactory:null,font:null,cssStyles:null}),t.commonStyles={},t}(OutputJax_js_1.AbstractOutputJax);OutputJax$1.CommonOutputJax=CommonOutputJax;var WrapperFactory$2={},WrapperFactory$1={},WrapperFactory={},__extends$1f=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__read$r=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$k=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))};Object.defineProperty(WrapperFactory,"__esModule",{value:!0}),WrapperFactory.AbstractWrapperFactory=void 0;var Factory_js_1$1=Factory,AbstractWrapperFactory=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1f(t,e),t.prototype.wrap=function(e){for(var t=[],n=1;n<arguments.length;n++)t[n-1]=arguments[n];return this.create.apply(this,__spreadArray$k([e.kind,e],__read$r(t),!1))},t}(Factory_js_1$1.AbstractFactory);WrapperFactory.AbstractWrapperFactory=AbstractWrapperFactory;var __extends$1e=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(WrapperFactory$1,"__esModule",{value:!0}),WrapperFactory$1.CommonWrapperFactory=void 0;var WrapperFactory_js_1=WrapperFactory,CommonWrapperFactory=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.jax=null,t}return __extends$1e(t,e),Object.defineProperty(t.prototype,"Wrappers",{get:function(){return this.node},enumerable:!1,configurable:!0}),t.defaultNodes={},t}(WrapperFactory_js_1.AbstractWrapperFactory);WrapperFactory$1.CommonWrapperFactory=CommonWrapperFactory;var Wrappers={},Wrapper$2={},BBox$1={};Object.defineProperty(BBox$1,"__esModule",{value:!0}),BBox$1.BBox=void 0;var lengths_js_1$2=lengths$1,BBox=function(){function e(e){void 0===e&&(e={w:0,h:-lengths_js_1$2.BIGDIMEN,d:-lengths_js_1$2.BIGDIMEN}),this.w=e.w||0,this.h="h"in e?e.h:-lengths_js_1$2.BIGDIMEN,this.d="d"in e?e.d:-lengths_js_1$2.BIGDIMEN,this.L=this.R=this.ic=this.sk=this.dx=0,this.scale=this.rscale=1,this.pwidth=""}return e.zero=function(){return new e({h:0,d:0,w:0})},e.empty=function(){return new e},e.prototype.empty=function(){return this.w=0,this.h=this.d=-lengths_js_1$2.BIGDIMEN,this},e.prototype.clean=function(){this.w===-lengths_js_1$2.BIGDIMEN&&(this.w=0),this.h===-lengths_js_1$2.BIGDIMEN&&(this.h=0),this.d===-lengths_js_1$2.BIGDIMEN&&(this.d=0)},e.prototype.rescale=function(e){this.w*=e,this.h*=e,this.d*=e},e.prototype.combine=function(e,t,n){void 0===t&&(t=0),void 0===n&&(n=0);var r=e.rscale,i=t+r*(e.w+e.L+e.R),a=n+r*e.h,o=r*e.d-n;i>this.w&&(this.w=i),a>this.h&&(this.h=a),o>this.d&&(this.d=o)},e.prototype.append=function(e){var t=e.rscale;this.w+=t*(e.w+e.L+e.R),t*e.h>this.h&&(this.h=t*e.h),t*e.d>this.d&&(this.d=t*e.d)},e.prototype.updateFrom=function(e){this.h=e.h,this.d=e.d,this.w=e.w,e.pwidth&&(this.pwidth=e.pwidth)},e.fullWidth="100%",e.StyleAdjust=[["borderTopWidth","h"],["borderRightWidth","w"],["borderBottomWidth","d"],["borderLeftWidth","w",0],["paddingTop","h"],["paddingRight","w"],["paddingBottom","d"],["paddingLeft","w",0]],e}();BBox$1.BBox=BBox;var Wrapper$1={},Wrapper={};Object.defineProperty(Wrapper,"__esModule",{value:!0}),Wrapper.AbstractWrapper=void 0;var AbstractWrapper=function(){function e(e,t){this.factory=e,this.node=t}return Object.defineProperty(e.prototype,"kind",{get:function(){return this.node.kind},enumerable:!1,configurable:!0}),e.prototype.wrap=function(e){return this.factory.wrap(e)},e}();Wrapper.AbstractWrapper=AbstractWrapper;var FontData$2={},__assign$z=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$z=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$z.apply(this,arguments)},__read$q=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$j=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__values$q=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(FontData$2,"__esModule",{value:!0}),FontData$2.FontData=FontData$2.NOSTRETCH=FontData$2.H=FontData$2.V=void 0;var Options_js_1$3=Options;FontData$2.V=1,FontData$2.H=2,FontData$2.NOSTRETCH={dir:0};var FontData$1=function(){function e(e){var t,n,r,i;void 0===e&&(e=null),this.variant={},this.delimiters={},this.cssFontMap={},this.remapChars={},this.skewIcFactor=.75;var a=this.constructor;this.options=(0,Options_js_1$3.userOptions)((0,Options_js_1$3.defaultOptions)({},a.OPTIONS),e),this.params=__assign$z({},a.defaultParams),this.sizeVariants=__spreadArray$j([],__read$q(a.defaultSizeVariants),!1),this.stretchVariants=__spreadArray$j([],__read$q(a.defaultStretchVariants),!1),this.cssFontMap=__assign$z({},a.defaultCssFonts);try{for(var o=__values$q(Object.keys(this.cssFontMap)),s=o.next();!s.done;s=o.next()){var l=s.value;"unknown"===this.cssFontMap[l][0]&&(this.cssFontMap[l][0]=this.options.unknownFamily)}}catch(e){t={error:e}}finally{try{s&&!s.done&&(n=o.return)&&n.call(o)}finally{if(t)throw t.error}}this.cssFamilyPrefix=a.defaultCssFamilyPrefix,this.createVariants(a.defaultVariants),this.defineDelimiters(a.defaultDelimiters);try{for(var c=__values$q(Object.keys(a.defaultChars)),d=c.next();!d.done;d=c.next()){var T=d.value;this.defineChars(T,a.defaultChars[T])}}catch(e){r={error:e}}finally{try{d&&!d.done&&(i=c.return)&&i.call(c)}finally{if(r)throw r.error}}this.defineRemap("accent",a.defaultAccentMap),this.defineRemap("mo",a.defaultMoMap),this.defineRemap("mn",a.defaultMnMap)}return e.charOptions=function(e,t){var n=e[t];return 3===n.length&&(n[3]={}),n[3]},Object.defineProperty(e.prototype,"styles",{get:function(){return this._styles},set:function(e){this._styles=e},enumerable:!1,configurable:!0}),e.prototype.createVariant=function(e,t,n){void 0===t&&(t=null),void 0===n&&(n=null);var r={linked:[],chars:t?Object.create(this.variant[t].chars):{}};n&&this.variant[n]&&(Object.assign(r.chars,this.variant[n].chars),this.variant[n].linked.push(r.chars),r.chars=Object.create(r.chars)),this.remapSmpChars(r.chars,e),this.variant[e]=r},e.prototype.remapSmpChars=function(e,t){var n,r,i,a,o=this.constructor;if(o.VariantSmp[t]){var s=o.SmpRemap,l=[null,null,o.SmpRemapGreekU,o.SmpRemapGreekL];try{for(var c=__values$q(o.SmpRanges),d=c.next();!d.done;d=c.next()){var T=__read$q(d.value,3),u=T[0],Q=T[1],p=T[2],h=o.VariantSmp[t][u];if(h){for(var m=Q;m<=p;m++)if(930!==m){var f=h+m-Q;e[m]=this.smpChar(s[f]||f)}if(l[u])try{for(var g=(i=void 0,__values$q(Object.keys(l[u]).map((function(e){return parseInt(e)})))),b=g.next();!b.done;b=g.next())e[m=b.value]=this.smpChar(h+l[u][m])}catch(e){i={error:e}}finally{try{b&&!b.done&&(a=g.return)&&a.call(g)}finally{if(i)throw i.error}}}}}catch(e){n={error:e}}finally{try{d&&!d.done&&(r=c.return)&&r.call(c)}finally{if(n)throw n.error}}}"bold"===t&&(e[988]=this.smpChar(120778),e[989]=this.smpChar(120779))},e.prototype.smpChar=function(e){return[,,,{smp:e}]},e.prototype.createVariants=function(e){var t,n;try{for(var r=__values$q(e),i=r.next();!i.done;i=r.next()){var 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function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();function CommonMrootMixin(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$R(t,e),Object.defineProperty(t.prototype,"surd",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"root",{get:function(){return 1},enumerable:!1,configurable:!0}),t.prototype.combineRootBBox=function(e,t,n){var r=this.childNodes[this.root].getOuterBBox(),i=this.getRootDimens(t,n)[1];e.combine(r,0,i)},t.prototype.getRootDimens=function(e,t){var n=this.childNodes[this.surd],r=this.childNodes[this.root].getOuterBBox(),i=(n.size<0?.5:.6)*e.w,a=r.w,o=r.rscale,s=Math.max(a,i/o),l=Math.max(0,s-a);return[s*o-i,this.rootHeight(r,e,n.size,t),l]},t.prototype.rootHeight=function(e,t,n,r){var 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0===t&&(t=!1),e.updateFrom(this.mrow.getOuterBBox()),this.setChildPWidths(t)},t}(e)}Object.defineProperty(mfenced$1,"__esModule",{value:!0}),mfenced$1.CommonMfencedMixin=void 0,mfenced$1.CommonMfencedMixin=CommonMfencedMixin;var mfenced={},__extends$O=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$k=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$k=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$k.apply(this,arguments)},__values$j=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(mfenced,"__esModule",{value:!0}),mfenced.MmlMfenced=void 0;var hasRequiredMfenced,MmlNode_js_1$p=MmlNode,MmlMfenced=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.texclass=MmlNode_js_1$p.TEXCLASS.INNER,t.separators=[],t.open=null,t.close=null,t}return __extends$O(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mfenced"},enumerable:!1,configurable:!0}),t.prototype.setTeXclass=function(e){this.getPrevClass(e),this.open&&(e=this.open.setTeXclass(e)),this.childNodes[0]&&(e=this.childNodes[0].setTeXclass(e));for(var t=1,n=this.childNodes.length;t<n;t++)this.separators[t-1]&&(e=this.separators[t-1].setTeXclass(e)),this.childNodes[t]&&(e=this.childNodes[t].setTeXclass(e));return this.close&&(e=this.close.setTeXclass(e)),this.updateTeXclass(this.open),e},t.prototype.setChildInheritedAttributes=function(t,n,r,i){var a,o;this.addFakeNodes();try{for(var s=__values$j([this.open,this.close].concat(this.separators)),l=s.next();!l.done;l=s.next()){var c=l.value;c&&c.setInheritedAttributes(t,n,r,i)}}catch(e){a={error:e}}finally{try{l&&!l.done&&(o=s.return)&&o.call(s)}finally{if(a)throw a.error}}e.prototype.setChildInheritedAttributes.call(this,t,n,r,i)},t.prototype.addFakeNodes=function(){var e,t,n=this.attributes.getList("open","close","separators"),r=n.open,i=n.close,a=n.separators;if(r=r.replace(/[ \t\n\r]/g,""),i=i.replace(/[ \t\n\r]/g,""),a=a.replace(/[ \t\n\r]/g,""),r&&(this.open=this.fakeNode(r,{fence:!0,form:"prefix"},MmlNode_js_1$p.TEXCLASS.OPEN)),a){for(;a.length<this.childNodes.length-1;)a+=a.charAt(a.length-1);var o=0;try{for(var s=__values$j(this.childNodes.slice(1)),l=s.next();!l.done;l=s.next())l.value&&this.separators.push(this.fakeNode(a.charAt(o++)))}catch(t){e={error:t}}finally{try{l&&!l.done&&(t=s.return)&&t.call(s)}finally{if(e)throw e.error}}}i&&(this.close=this.fakeNode(i,{fence:!0,form:"postfix"},MmlNode_js_1$p.TEXCLASS.CLOSE))},t.prototype.fakeNode=function(e,t,n){void 0===t&&(t={}),void 0===n&&(n=null);var r=this.factory.create("text").setText(e),i=this.factory.create("mo",t,[r]);return i.texClass=n,i.parent=this,i},t.defaults=__assign$k(__assign$k({},MmlNode_js_1$p.AbstractMmlNode.defaults),{open:"(",close:")",separators:","}),t}(MmlNode_js_1$p.AbstractMmlNode);function requireMfenced(){if(hasRequiredMfenced)return mfenced$2;hasRequiredMfenced=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(mfenced$2,"__esModule",{value:!0}),mfenced$2.SVGmfenced=void 0;var r=requireWrapper(),i=mfenced,a=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(e){var t=this.standardSVGnode(e);this.setChildrenParent(this.mrow),this.mrow.toSVG(t),this.setChildrenParent(this)},r.prototype.setChildrenParent=function(e){var t,r;try{for(var i=n(this.childNodes),a=i.next();!a.done;a=i.next())a.value.parent=e}catch(e){t={error:e}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(t)throw t.error}}},r.kind=i.MmlMfenced.prototype.kind,r}((0,mfenced$1.CommonMfencedMixin)(r.SVGWrapper));return mfenced$2.SVGmfenced=a,mfenced$2}mfenced.MmlMfenced=MmlMfenced;var msubsup$2={},scriptbase$1={},scriptbase={},__extends$N=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__read$h=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$b=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__values$i=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(scriptbase,"__esModule",{value:!0}),scriptbase.CommonScriptbaseMixin=void 0;var hasRequiredScriptbase,MmlNode_js_1$o=MmlNode;function CommonScriptbaseMixin(e){var t;return t=function(e){function t(){for(var t=[],n=0;n<arguments.length;n++)t[n]=arguments[n];var r=e.apply(this,__spreadArray$b([],__read$h(t),!1))||this;r.baseScale=1,r.baseIc=0,r.baseRemoveIc=!1,r.baseIsChar=!1,r.baseHasAccentOver=null,r.baseHasAccentUnder=null,r.isLineAbove=!1,r.isLineBelow=!1,r.isMathAccent=!1;var i=r.baseCore=r.getBaseCore();return i?(r.setBaseAccentsFor(i),r.baseScale=r.getBaseScale(),r.baseIc=r.getBaseIc(),r.baseIsChar=r.isCharBase(),r.isMathAccent=r.baseIsChar&&r.scriptChild&&!!r.scriptChild.coreMO().node.getProperty("mathaccent"),r.checkLineAccents(),r.baseRemoveIc=!r.isLineAbove&&!r.isLineBelow&&(!r.constructor.useIC||r.isMathAccent),r):r}return __extends$N(t,e),Object.defineProperty(t.prototype,"baseChild",{get:function(){return this.childNodes[this.node.base]},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"scriptChild",{get:function(){return this.childNodes[1]},enumerable:!1,configurable:!0}),t.prototype.getBaseCore=function(){for(var e=this.getSemanticBase()||this.childNodes[0];e&&(1===e.childNodes.length&&(e.node.isKind("mrow")||e.node.isKind("TeXAtom")&&e.node.texClass!==MmlNode_js_1$o.TEXCLASS.VCENTER||e.node.isKind("mstyle")||e.node.isKind("mpadded")||e.node.isKind("mphantom")||e.node.isKind("semantics"))||e.node.isKind("munderover")&&e.isMathAccent);)this.setBaseAccentsFor(e),e=e.childNodes[0];return e||(this.baseHasAccentOver=this.baseHasAccentUnder=!1),e||this.childNodes[0]},t.prototype.setBaseAccentsFor=function(e){e.node.isKind("munderover")&&(null===this.baseHasAccentOver&&(this.baseHasAccentOver=!!e.node.attributes.get("accent")),null===this.baseHasAccentUnder&&(this.baseHasAccentUnder=!!e.node.attributes.get("accentunder")))},t.prototype.getSemanticBase=function(){var e=this.node.attributes.getExplicit("data-semantic-fencepointer");return this.getBaseFence(this.baseChild,e)},t.prototype.getBaseFence=function(e,t){var n,r;if(!e||!e.node.attributes||!t)return null;if(e.node.attributes.getExplicit("data-semantic-id")===t)return e;try{for(var i=__values$i(e.childNodes),a=i.next();!a.done;a=i.next()){var o=a.value,s=this.getBaseFence(o,t);if(s)return s}}catch(e){n={error:e}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(n)throw n.error}}return null},t.prototype.getBaseScale=function(){for(var e=this.baseCore,t=1;e&&e!==this;)t*=e.getOuterBBox().rscale,e=e.parent;return t},t.prototype.getBaseIc=function(){return this.baseCore.getOuterBBox().ic*this.baseScale},t.prototype.getAdjustedIc=function(){var e=this.baseCore.getOuterBBox();return(e.ic?1.05*e.ic+.05:0)*this.baseScale},t.prototype.isCharBase=function(){var e=this.baseCore;return(e.node.isKind("mo")&&null===e.size||e.node.isKind("mi")||e.node.isKind("mn"))&&1===e.bbox.rscale&&1===Array.from(e.getText()).length},t.prototype.checkLineAccents=function(){this.node.isKind("munderover")&&(this.node.isKind("mover")?this.isLineAbove=this.isLineAccent(this.scriptChild):this.node.isKind("munder")?this.isLineBelow=this.isLineAccent(this.scriptChild):(this.isLineAbove=this.isLineAccent(this.overChild),this.isLineBelow=this.isLineAccent(this.underChild)))},t.prototype.isLineAccent=function(e){var t=e.coreMO().node;return t.isToken&&"―"===t.getText()},t.prototype.getBaseWidth=function(){var e=this.baseChild.getOuterBBox();return e.w*e.rscale-(this.baseRemoveIc?this.baseIc:0)+this.font.params.extra_ic},t.prototype.computeBBox=function(e,t){void 0===t&&(t=!1);var n=this.getBaseWidth(),r=__read$h(this.getOffset(),2),i=r[0],a=r[1];e.append(this.baseChild.getOuterBBox()),e.combine(this.scriptChild.getOuterBBox(),n+i,a),e.w+=this.font.params.scriptspace,e.clean(),this.setChildPWidths(t)},t.prototype.getOffset=function(){return[0,0]},t.prototype.baseCharZero=function(e){var t=!!this.baseCore.node.attributes.get("largeop"),n=this.baseScale;return this.baseIsChar&&!t&&1===n?0:e},t.prototype.getV=function(){var e=this.baseCore.getOuterBBox(),t=this.scriptChild.getOuterBBox(),n=this.font.params,r=this.length2em(this.node.attributes.get("subscriptshift"),n.sub1);return Math.max(this.baseCharZero(e.d*this.baseScale+n.sub_drop*t.rscale),r,t.h*t.rscale-.8*n.x_height)},t.prototype.getU=function(){var e=this.baseCore.getOuterBBox(),t=this.scriptChild.getOuterBBox(),n=this.font.params,r=this.node.attributes.getList("displaystyle","superscriptshift"),i=this.node.getProperty("texprimestyle")?n.sup3:r.displaystyle?n.sup1:n.sup2,a=this.length2em(r.superscriptshift,i);return Math.max(this.baseCharZero(e.h*this.baseScale-n.sup_drop*t.rscale),a,t.d*t.rscale+1/4*n.x_height)},t.prototype.hasMovableLimits=function(){var e=this.node.attributes.get("displaystyle"),t=this.baseChild.coreMO().node;return!e&&!!t.attributes.get("movablelimits")},t.prototype.getOverKU=function(e,t){var n=this.node.attributes.get("accent"),r=this.font.params,i=t.d*t.rscale,a=r.rule_thickness*r.separation_factor,o=this.baseHasAccentOver?a:0,s=this.isLineAbove?3*r.rule_thickness:a,l=(n?s:Math.max(r.big_op_spacing1,r.big_op_spacing3-Math.max(0,i)))-o;return[l,e.h*e.rscale+l+i]},t.prototype.getUnderKV=function(e,t){var n=this.node.attributes.get("accentunder"),r=this.font.params,i=t.h*t.rscale,a=r.rule_thickness*r.separation_factor,o=this.baseHasAccentUnder?a:0,s=this.isLineBelow?3*r.rule_thickness:a,l=(n?s:Math.max(r.big_op_spacing2,r.big_op_spacing4-i))-o;return[l,-(e.d*e.rscale+l+i)]},t.prototype.getDeltaW=function(e,t){var n,r,i,a;void 0===t&&(t=[0,0,0]);var o=this.node.attributes.get("align"),s=e.map((function(e){return e.w*e.rscale}));s[0]-=this.baseRemoveIc&&!this.baseCore.node.attributes.get("largeop")?this.baseIc:0;var l=Math.max.apply(Math,__spreadArray$b([],__read$h(s),!1)),c=[],d=0;try{for(var T=__values$i(s.keys()),u=T.next();!u.done;u=T.next()){var Q=u.value;c[Q]=("center"===o?(l-s[Q])/2:"right"===o?l-s[Q]:0)+t[Q],c[Q]<d&&(d=-c[Q])}}catch(e){n={error:e}}finally{try{u&&!u.done&&(r=T.return)&&r.call(T)}finally{if(n)throw n.error}}if(d)try{for(var p=__values$i(c.keys()),h=p.next();!h.done;h=p.next())Q=h.value,c[Q]+=d}catch(e){i={error:e}}finally{try{h&&!h.done&&(a=p.return)&&a.call(p)}finally{if(i)throw i.error}}return[1,2].map((function(t){return c[t]+=e[t]?e[t].dx*e[0].scale:0})),c},t.prototype.getDelta=function(e){void 0===e&&(e=!1);var t=this.node.attributes.get("accent"),n=this.baseCore.getOuterBBox(),r=n.sk,i=n.ic;return((t&&!e?r:0)+this.font.skewIcFactor*i)*this.baseScale},t.prototype.stretchChildren=function(){var e,t,n,r,i,a,o=[];try{for(var s=__values$i(this.childNodes),l=s.next();!l.done;l=s.next())(_=l.value).canStretch(2)&&o.push(_)}catch(t){e={error:t}}finally{try{l&&!l.done&&(t=s.return)&&t.call(s)}finally{if(e)throw e.error}}var c=o.length,d=this.childNodes.length;if(c&&d>1){var T=0,u=c>1&&c===d;try{for(var Q=__values$i(this.childNodes),p=Q.next();!p.done;p=Q.next()){var h=0===(_=p.value).stretch.dir;if(u||h){var m=_.getOuterBBox(h),f=m.w,g=m.rscale;f*g>T&&(T=f*g)}}}catch(e){n={error:e}}finally{try{p&&!p.done&&(r=Q.return)&&r.call(Q)}finally{if(n)throw n.error}}try{for(var b=__values$i(o),y=b.next();!y.done;y=b.next()){var _;(_=y.value).coreMO().getStretchedVariant([T/_.bbox.rscale])}}catch(e){i={error:e}}finally{try{y&&!y.done&&(a=b.return)&&a.call(b)}finally{if(i)throw i.error}}}},t}(e),t.useIC=!0,t}function requireScriptbase(){if(hasRequiredScriptbase)return scriptbase$1;hasRequiredScriptbase=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o};Object.defineProperty(scriptbase$1,"__esModule",{value:!0}),scriptbase$1.SVGscriptbase=void 0;var r=requireWrapper(),i=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(e){var t=this.standardSVGnode(e),r=this.getBaseWidth(),i=n(this.getOffset(),2),a=i[0],o=i[1];this.baseChild.toSVG(t),this.scriptChild.toSVG(t),this.scriptChild.place(r+a,o)},r.kind="scriptbase",r}((0,scriptbase.CommonScriptbaseMixin)(r.SVGWrapper));return scriptbase$1.SVGscriptbase=i,scriptbase$1}scriptbase.CommonScriptbaseMixin=CommonScriptbaseMixin;var msubsup$1={},__extends$M=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__read$g=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o};function CommonMsubMixin(e){var t;return t=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$M(t,e),Object.defineProperty(t.prototype,"scriptChild",{get:function(){return this.childNodes[this.node.sub]},enumerable:!1,configurable:!0}),t.prototype.getOffset=function(){return[0,-this.getV()]},t}(e),t.useIC=!1,t}function CommonMsupMixin(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$M(t,e),Object.defineProperty(t.prototype,"scriptChild",{get:function(){return this.childNodes[this.node.sup]},enumerable:!1,configurable:!0}),t.prototype.getOffset=function(){return[this.getAdjustedIc()-(this.baseRemoveIc?0:this.baseIc),this.getU()]},t}(e)}function CommonMsubsupMixin(e){var t;return t=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.UVQ=null,t}return __extends$M(t,e),Object.defineProperty(t.prototype,"subChild",{get:function(){return this.childNodes[this.node.sub]},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"supChild",{get:function(){return this.childNodes[this.node.sup]},enumerable:!1,configurable:!0}),t.prototype.computeBBox=function(e,t){void 0===t&&(t=!1);var n=this.baseChild.getOuterBBox(),r=__read$g([this.subChild.getOuterBBox(),this.supChild.getOuterBBox()],2),i=r[0],a=r[1];e.empty(),e.append(n);var o=this.getBaseWidth(),s=this.getAdjustedIc(),l=__read$g(this.getUVQ(),2),c=l[0],d=l[1];e.combine(i,o,d),e.combine(a,o+s,c),e.w+=this.font.params.scriptspace,e.clean(),this.setChildPWidths(t)},t.prototype.getUVQ=function(e,t){void 0===e&&(e=this.subChild.getOuterBBox()),void 0===t&&(t=this.supChild.getOuterBBox());var n=this.baseCore.getOuterBBox();if(this.UVQ)return this.UVQ;var r=this.font.params,i=3*r.rule_thickness,a=this.length2em(this.node.attributes.get("subscriptshift"),r.sub2),o=this.baseCharZero(n.d*this.baseScale+r.sub_drop*e.rscale),s=__read$g([this.getU(),Math.max(o,a)],2),l=s[0],c=s[1],d=l-t.d*t.rscale-(e.h*e.rscale-c);if(d<i){c+=i-d;var T=.8*r.x_height-(l-t.d*t.rscale);T>0&&(l+=T,c-=T)}return l=Math.max(this.length2em(this.node.attributes.get("superscriptshift"),l),l),c=Math.max(this.length2em(this.node.attributes.get("subscriptshift"),c),c),d=l-t.d*t.rscale-(e.h*e.rscale-c),this.UVQ=[l,-c,d],this.UVQ},t}(e),t.useIC=!1,t}Object.defineProperty(msubsup$1,"__esModule",{value:!0}),msubsup$1.CommonMsubsupMixin=msubsup$1.CommonMsupMixin=msubsup$1.CommonMsubMixin=void 0,msubsup$1.CommonMsubMixin=CommonMsubMixin,msubsup$1.CommonMsupMixin=CommonMsupMixin,msubsup$1.CommonMsubsupMixin=CommonMsubsupMixin;var msubsup={},__extends$L=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$j=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$j=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$j.apply(this,arguments)};Object.defineProperty(msubsup,"__esModule",{value:!0}),msubsup.MmlMsup=msubsup.MmlMsub=msubsup.MmlMsubsup=void 0;var MmlNode_js_1$n=MmlNode,MmlMsubsup=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$L(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"msubsup"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 3},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"base",{get:function(){return 0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"sub",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"sup",{get:function(){return 2},enumerable:!1,configurable:!0}),t.prototype.setChildInheritedAttributes=function(e,t,n,r){var i=this.childNodes;i[0].setInheritedAttributes(e,t,n,r),i[1].setInheritedAttributes(e,!1,n+1,r||1===this.sub),i[2]&&i[2].setInheritedAttributes(e,!1,n+1,r||2===this.sub)},t.defaults=__assign$j(__assign$j({},MmlNode_js_1$n.AbstractMmlBaseNode.defaults),{subscriptshift:"",superscriptshift:""}),t}(MmlNode_js_1$n.AbstractMmlBaseNode);msubsup.MmlMsubsup=MmlMsubsup;var MmlMsub=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$L(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"msub"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 2},enumerable:!1,configurable:!0}),t.defaults=__assign$j({},MmlMsubsup.defaults),t}(MmlMsubsup);msubsup.MmlMsub=MmlMsub;var hasRequiredMsubsup,MmlMsup=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$L(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"msup"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"sup",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"sub",{get:function(){return 2},enumerable:!1,configurable:!0}),t.defaults=__assign$j({},MmlMsubsup.defaults),t}(MmlMsubsup);function requireMsubsup(){if(hasRequiredMsubsup)return msubsup$2;hasRequiredMsubsup=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o};Object.defineProperty(msubsup$2,"__esModule",{value:!0}),msubsup$2.SVGmsubsup=msubsup$2.SVGmsup=msubsup$2.SVGmsub=void 0;var r=requireScriptbase(),i=msubsup$1,a=msubsup$1,o=msubsup,s=function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return t(n,e),n.kind=o.MmlMsub.prototype.kind,n}((0,msubsup$1.CommonMsubMixin)(r.SVGscriptbase));msubsup$2.SVGmsub=s;var l=function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return t(n,e),n.kind=o.MmlMsup.prototype.kind,n}((0,i.CommonMsupMixin)(r.SVGscriptbase));msubsup$2.SVGmsup=l;var c=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(e){var t=this.standardSVGnode(e),r=n([this.baseChild,this.supChild,this.subChild],3),i=r[0],a=r[1],o=r[2],s=this.getBaseWidth(),l=this.getAdjustedIc(),c=n(this.getUVQ(),2),d=c[0],T=c[1];i.toSVG(t),a.toSVG(t),o.toSVG(t),o.place(s,T),a.place(s+l,d)},r.kind=o.MmlMsubsup.prototype.kind,r}((0,a.CommonMsubsupMixin)(r.SVGscriptbase));return msubsup$2.SVGmsubsup=c,msubsup$2}msubsup.MmlMsup=MmlMsup;var munderover$2={},munderover$1={},__extends$K=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__read$f=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$a=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))};function CommonMunderMixin(e){return function(e){function t(){for(var t=[],n=0;n<arguments.length;n++)t[n]=arguments[n];var r=e.apply(this,__spreadArray$a([],__read$f(t),!1))||this;return r.stretchChildren(),r}return __extends$K(t,e),Object.defineProperty(t.prototype,"scriptChild",{get:function(){return this.childNodes[this.node.under]},enumerable:!1,configurable:!0}),t.prototype.computeBBox=function(t,n){if(void 0===n&&(n=!1),this.hasMovableLimits())e.prototype.computeBBox.call(this,t,n);else{t.empty();var r=this.baseChild.getOuterBBox(),i=this.scriptChild.getOuterBBox(),a=this.getUnderKV(r,i)[1],o=this.isLineBelow?0:this.getDelta(!0),s=__read$f(this.getDeltaW([r,i],[0,-o]),2),l=s[0],c=s[1];t.combine(r,l,0),t.combine(i,c,a),t.d+=this.font.params.big_op_spacing5,t.clean(),this.setChildPWidths(n)}},t}(e)}function CommonMoverMixin(e){return function(e){function t(){for(var t=[],n=0;n<arguments.length;n++)t[n]=arguments[n];var r=e.apply(this,__spreadArray$a([],__read$f(t),!1))||this;return r.stretchChildren(),r}return __extends$K(t,e),Object.defineProperty(t.prototype,"scriptChild",{get:function(){return this.childNodes[this.node.over]},enumerable:!1,configurable:!0}),t.prototype.computeBBox=function(t){if(this.hasMovableLimits())e.prototype.computeBBox.call(this,t);else{t.empty();var n=this.baseChild.getOuterBBox(),r=this.scriptChild.getOuterBBox();this.node.attributes.get("accent")&&(n.h=Math.max(n.h,this.font.params.x_height*n.scale));var i=this.getOverKU(n,r)[1],a=this.isLineAbove?0:this.getDelta(),o=__read$f(this.getDeltaW([n,r],[0,a]),2),s=o[0],l=o[1];t.combine(n,s,0),t.combine(r,l,i),t.h+=this.font.params.big_op_spacing5,t.clean()}},t}(e)}function CommonMunderoverMixin(e){return function(e){function t(){for(var t=[],n=0;n<arguments.length;n++)t[n]=arguments[n];var r=e.apply(this,__spreadArray$a([],__read$f(t),!1))||this;return r.stretchChildren(),r}return __extends$K(t,e),Object.defineProperty(t.prototype,"underChild",{get:function(){return this.childNodes[this.node.under]},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"overChild",{get:function(){return this.childNodes[this.node.over]},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"subChild",{get:function(){return this.underChild},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"supChild",{get:function(){return this.overChild},enumerable:!1,configurable:!0}),t.prototype.computeBBox=function(t){if(this.hasMovableLimits())e.prototype.computeBBox.call(this,t);else{t.empty();var n=this.overChild.getOuterBBox(),r=this.baseChild.getOuterBBox(),i=this.underChild.getOuterBBox();this.node.attributes.get("accent")&&(r.h=Math.max(r.h,this.font.params.x_height*r.scale));var a=this.getOverKU(r,n)[1],o=this.getUnderKV(r,i)[1],s=this.getDelta(),l=__read$f(this.getDeltaW([r,i,n],[0,this.isLineBelow?0:-s,this.isLineAbove?0:s]),3),c=l[0],d=l[1],T=l[2];t.combine(r,c,0),t.combine(n,T,a),t.combine(i,d,o);var u=this.font.params.big_op_spacing5;t.h+=u,t.d+=u,t.clean()}},t}(e)}Object.defineProperty(munderover$1,"__esModule",{value:!0}),munderover$1.CommonMunderoverMixin=munderover$1.CommonMoverMixin=munderover$1.CommonMunderMixin=void 0,munderover$1.CommonMunderMixin=CommonMunderMixin,munderover$1.CommonMoverMixin=CommonMoverMixin,munderover$1.CommonMunderoverMixin=CommonMunderoverMixin;var munderover={},__extends$J=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$i=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$i=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$i.apply(this,arguments)};Object.defineProperty(munderover,"__esModule",{value:!0}),munderover.MmlMover=munderover.MmlMunder=munderover.MmlMunderover=void 0;var MmlNode_js_1$m=MmlNode,MmlMunderover=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$J(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"munderover"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 3},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"base",{get:function(){return 0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"under",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"over",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"linebreakContainer",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.setChildInheritedAttributes=function(e,t,n,r){var i=this.childNodes;i[0].setInheritedAttributes(e,t,n,r||!!i[this.over]);var a=!(t||!i[0].coreMO().attributes.get("movablelimits")),o=this.constructor.ACCENTS;i[1].setInheritedAttributes(e,!1,this.getScriptlevel(o[1],a,n),r||1===this.under),this.setInheritedAccent(1,o[1],t,n,r,a),i[2]&&(i[2].setInheritedAttributes(e,!1,this.getScriptlevel(o[2],a,n),r||2===this.under),this.setInheritedAccent(2,o[2],t,n,r,a))},t.prototype.getScriptlevel=function(e,t,n){return!t&&this.attributes.get(e)||n++,n},t.prototype.setInheritedAccent=function(e,t,n,r,i,a){var o=this.childNodes[e];if(null==this.attributes.getExplicit(t)&&o.isEmbellished){var s=o.coreMO().attributes.get("accent");this.attributes.setInherited(t,s),s!==this.attributes.getDefault(t)&&o.setInheritedAttributes({},n,this.getScriptlevel(t,a,r),i)}},t.defaults=__assign$i(__assign$i({},MmlNode_js_1$m.AbstractMmlBaseNode.defaults),{accent:!1,accentunder:!1,align:"center"}),t.ACCENTS=["","accentunder","accent"],t}(MmlNode_js_1$m.AbstractMmlBaseNode);munderover.MmlMunderover=MmlMunderover;var MmlMunder=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$J(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"munder"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 2},enumerable:!1,configurable:!0}),t.defaults=__assign$i({},MmlMunderover.defaults),t}(MmlMunderover);munderover.MmlMunder=MmlMunder;var hasRequiredMunderover,MmlMover=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$J(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mover"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"over",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"under",{get:function(){return 2},enumerable:!1,configurable:!0}),t.defaults=__assign$i({},MmlMunderover.defaults),t.ACCENTS=["","accent","accentunder"],t}(MmlMunderover);function requireMunderover(){if(hasRequiredMunderover)return munderover$2;hasRequiredMunderover=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o};Object.defineProperty(munderover$2,"__esModule",{value:!0}),munderover$2.SVGmunderover=munderover$2.SVGmover=munderover$2.SVGmunder=void 0;var r=requireMsubsup(),i=munderover$1,a=munderover$1,o=munderover,s=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(t){if(this.hasMovableLimits())e.prototype.toSVG.call(this,t);else{var r=this.standardSVGnode(t),i=n([this.baseChild,this.scriptChild],2),a=i[0],o=i[1],s=n([a.getOuterBBox(),o.getOuterBBox()],2),l=s[0],c=s[1];a.toSVG(r),o.toSVG(r);var d=this.isLineBelow?0:this.getDelta(!0),T=this.getUnderKV(l,c)[1],u=n(this.getDeltaW([l,c],[0,-d]),2),Q=u[0],p=u[1];a.place(Q,0),o.place(p,T)}},r.kind=o.MmlMunder.prototype.kind,r}((0,munderover$1.CommonMunderMixin)(r.SVGmsub));munderover$2.SVGmunder=s;var l=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(t){if(this.hasMovableLimits())e.prototype.toSVG.call(this,t);else{var r=this.standardSVGnode(t),i=n([this.baseChild,this.scriptChild],2),a=i[0],o=i[1],s=n([a.getOuterBBox(),o.getOuterBBox()],2),l=s[0],c=s[1];a.toSVG(r),o.toSVG(r);var d=this.isLineAbove?0:this.getDelta(),T=this.getOverKU(l,c)[1],u=n(this.getDeltaW([l,c],[0,d]),2),Q=u[0],p=u[1];a.place(Q,0),o.place(p,T)}},r.kind=o.MmlMover.prototype.kind,r}((0,i.CommonMoverMixin)(r.SVGmsup));munderover$2.SVGmover=l;var c=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(t){if(this.hasMovableLimits())e.prototype.toSVG.call(this,t);else{var r=this.standardSVGnode(t),i=n([this.baseChild,this.overChild,this.underChild],3),a=i[0],o=i[1],s=i[2],l=n([a.getOuterBBox(),o.getOuterBBox(),s.getOuterBBox()],3),c=l[0],d=l[1],T=l[2];a.toSVG(r),s.toSVG(r),o.toSVG(r);var u=this.getDelta(),Q=this.getOverKU(c,d)[1],p=this.getUnderKV(c,T)[1],h=n(this.getDeltaW([c,T,d],[0,this.isLineBelow?0:-u,this.isLineAbove?0:u]),3),m=h[0],f=h[1],g=h[2];a.place(m,0),s.place(f,p),o.place(g,Q)}},r.kind=o.MmlMunderover.prototype.kind,r}((0,a.CommonMunderoverMixin)(r.SVGmsubsup));return munderover$2.SVGmunderover=c,munderover$2}munderover.MmlMover=MmlMover;var mmultiscripts$2={},mmultiscripts$1={};!function(e){var t,n=commonjsGlobal&&commonjsGlobal.__extends||(t=function(e,n){return t=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},t(e,n)},function(e,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=e}t(e,n),e.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),r=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},i=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},a=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(e,"__esModule",{value:!0}),e.CommonMmultiscriptsMixin=e.ScriptNames=e.NextScript=void 0;var o=BBox$1;e.NextScript={base:"subList",subList:"supList",supList:"subList",psubList:"psupList",psupList:"psubList"},e.ScriptNames=["sup","sup","psup","psub"],e.CommonMmultiscriptsMixin=function(t){return function(t){function s(){for(var e=[],n=0;n<arguments.length;n++)e[n]=arguments[n];var a=t.apply(this,i([],r(e),!1))||this;return a.scriptData=null,a.firstPrescript=0,a.getScriptData(),a}return n(s,t),s.prototype.combinePrePost=function(e,t){var n=new o.BBox(e);return n.combine(t,0,0),n},s.prototype.computeBBox=function(e,t){void 0===t&&(t=!1);var n=this.font.params.scriptspace,i=this.scriptData,a=this.combinePrePost(i.sub,i.psub),o=this.combinePrePost(i.sup,i.psup),s=r(this.getUVQ(a,o),2),l=s[0],c=s[1];if(e.empty(),i.numPrescripts&&(e.combine(i.psup,n,l),e.combine(i.psub,n,c)),e.append(i.base),i.numScripts){var d=e.w;e.combine(i.sup,d,l),e.combine(i.sub,d,c),e.w+=n}e.clean(),this.setChildPWidths(t)},s.prototype.getScriptData=function(){var e=this.scriptData={base:null,sub:o.BBox.empty(),sup:o.BBox.empty(),psub:o.BBox.empty(),psup:o.BBox.empty(),numPrescripts:0,numScripts:0},t=this.getScriptBBoxLists();this.combineBBoxLists(e.sub,e.sup,t.subList,t.supList),this.combineBBoxLists(e.psub,e.psup,t.psubList,t.psupList),e.base=t.base[0],e.numPrescripts=t.psubList.length,e.numScripts=t.subList.length},s.prototype.getScriptBBoxLists=function(){var t,n,r={base:[],subList:[],supList:[],psubList:[],psupList:[]},i="base";try{for(var o=a(this.childNodes),s=o.next();!s.done;s=o.next()){var l=s.value;l.node.isKind("mprescripts")?i="psubList":(r[i].push(l.getOuterBBox()),i=e.NextScript[i])}}catch(e){t={error:e}}finally{try{s&&!s.done&&(n=o.return)&&n.call(o)}finally{if(t)throw t.error}}return this.firstPrescript=r.subList.length+r.supList.length+2,this.padLists(r.subList,r.supList),this.padLists(r.psubList,r.psupList),r},s.prototype.padLists=function(e,t){e.length>t.length&&t.push(o.BBox.empty())},s.prototype.combineBBoxLists=function(e,t,n,i){for(var a=0;a<n.length;a++){var o=r(this.getScaledWHD(n[a]),3),s=o[0],l=o[1],c=o[2],d=r(this.getScaledWHD(i[a]),3),T=d[0],u=d[1],Q=d[2],p=Math.max(s,T);e.w+=p,t.w+=p,l>e.h&&(e.h=l),c>e.d&&(e.d=c),u>t.h&&(t.h=u),Q>t.d&&(t.d=Q)}},s.prototype.getScaledWHD=function(e){var t=e.w,n=e.h,r=e.d,i=e.rscale;return[t*i,n*i,r*i]},s.prototype.getUVQ=function(e,n){var i;if(!this.UVQ){var a=r([0,0,0],3),o=a[0],s=a[1],l=a[2];0===e.h&&0===e.d?o=this.getU():0===n.h&&0===n.d?o=-this.getV():(o=(i=r(t.prototype.getUVQ.call(this,e,n),3))[0],s=i[1],l=i[2]),this.UVQ=[o,s,l]}return this.UVQ},s}(t)}}(mmultiscripts$1);var mmultiscripts={},__extends$I=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$h=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$h=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$h.apply(this,arguments)};Object.defineProperty(mmultiscripts,"__esModule",{value:!0}),mmultiscripts.MmlNone=mmultiscripts.MmlMprescripts=mmultiscripts.MmlMmultiscripts=void 0;var MmlNode_js_1$l=MmlNode,msubsup_js_1$1=msubsup,MmlMmultiscripts=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$I(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mmultiscripts"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 1},enumerable:!1,configurable:!0}),t.prototype.setChildInheritedAttributes=function(e,t,n,r){this.childNodes[0].setInheritedAttributes(e,t,n,r);for(var i=!1,a=1,o=0;a<this.childNodes.length;a++){var s=this.childNodes[a];if(s.isKind("mprescripts")){if(!i&&(i=!0,a%2==0)){var l=this.factory.create("mrow");this.childNodes.splice(a,0,l),l.parent=this,a++}}else{var c=r||o%2==0;s.setInheritedAttributes(e,!1,n+1,c),o++}}this.childNodes.length%2==(i?1:0)&&(this.appendChild(this.factory.create("mrow")),this.childNodes[this.childNodes.length-1].setInheritedAttributes(e,!1,n+1,r))},t.prototype.verifyChildren=function(t){for(var n=!1,r=t.fixMmultiscripts,i=0;i<this.childNodes.length;i++){var a=this.childNodes[i];a.isKind("mprescripts")&&(n?a.mError(a.kind+" can only appear once in "+this.kind,t,!0):(n=!0,i%2!=0||r||this.mError("There must be an equal number of prescripts of each type",t)))}this.childNodes.length%2!=(n?1:0)||r||this.mError("There must be an equal number of scripts of each type",t),e.prototype.verifyChildren.call(this,t)},t.defaults=__assign$h({},msubsup_js_1$1.MmlMsubsup.defaults),t}(msubsup_js_1$1.MmlMsubsup);mmultiscripts.MmlMmultiscripts=MmlMmultiscripts;var MmlMprescripts=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$I(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mprescripts"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 0},enumerable:!1,configurable:!0}),t.prototype.verifyTree=function(t){e.prototype.verifyTree.call(this,t),this.parent&&!this.parent.isKind("mmultiscripts")&&this.mError(this.kind+" must be a child of mmultiscripts",t,!0)},t.defaults=__assign$h({},MmlNode_js_1$l.AbstractMmlNode.defaults),t}(MmlNode_js_1$l.AbstractMmlNode);mmultiscripts.MmlMprescripts=MmlMprescripts;var hasRequiredMmultiscripts,MmlNone=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$I(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"none"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 0},enumerable:!1,configurable:!0}),t.prototype.verifyTree=function(t){e.prototype.verifyTree.call(this,t),this.parent&&!this.parent.isKind("mmultiscripts")&&this.mError(this.kind+" must be a child of mmultiscripts",t,!0)},t.defaults=__assign$h({},MmlNode_js_1$l.AbstractMmlNode.defaults),t}(MmlNode_js_1$l.AbstractMmlNode);function requireMmultiscripts(){if(hasRequiredMmultiscripts)return mmultiscripts$2;hasRequiredMmultiscripts=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o};Object.defineProperty(mmultiscripts$2,"__esModule",{value:!0}),mmultiscripts$2.SVGmmultiscripts=mmultiscripts$2.AlignX=void 0;var r=requireMsubsup(),i=mmultiscripts$1,a=mmultiscripts,o=string;function s(e){return{left:function(e,t){return 0},center:function(e,t){return(t-e)/2},right:function(e,t){return t-e}}[e]||function(e,t){return 0}}mmultiscripts$2.AlignX=s;var l=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(e){var t=this.standardSVGnode(e),r=this.scriptData,i=this.node.getProperty("scriptalign")||"right left",a=n((0,o.split)(i+" "+i),2),s=a[0],l=a[1],c=this.combinePrePost(r.sub,r.psub),d=this.combinePrePost(r.sup,r.psup),T=n(this.getUVQ(c,d),2),u=T[0],Q=T[1],p=0;r.numPrescripts&&(p=this.addScripts(.05,u,Q,this.firstPrescript,r.numPrescripts,s));var h=this.baseChild;h.toSVG(t),h.place(p,0),p+=h.getOuterBBox().w,r.numScripts&&this.addScripts(p,u,Q,1,r.numScripts,l)},r.prototype.addScripts=function(e,t,r,i,a,o){var l=this.adaptor,c=s(o),d=l.append(this.element,this.svg("g")),T=l.append(this.element,this.svg("g"));this.place(e,t,d),this.place(e,r,T);for(var u=i+2*a,Q=0;i<u;){var p=n([this.childNodes[i++],this.childNodes[i++]],2),h=p[0],m=p[1],f=n([h.getOuterBBox(),m.getOuterBBox()],2),g=f[0],b=f[1],y=n([g.rscale,b.rscale],2),_=y[0],L=y[1],v=Math.max(g.w*_,b.w*L);h.toSVG(T),m.toSVG(d),h.place(Q+c(g.w*_,v),0),m.place(Q+c(b.w*L,v),0),Q+=v}return e+Q},r.kind=a.MmlMmultiscripts.prototype.kind,r}((0,i.CommonMmultiscriptsMixin)(r.SVGmsubsup));return mmultiscripts$2.SVGmmultiscripts=l,mmultiscripts$2}mmultiscripts.MmlNone=MmlNone;var mtable$2={},mtable$1={},numeric={};function sum(e){return e.reduce((function(e,t){return e+t}),0)}function max$1(e){return e.reduce((function(e,t){return Math.max(e,t)}),0)}Object.defineProperty(numeric,"__esModule",{value:!0}),numeric.max=numeric.sum=void 0,numeric.sum=sum,numeric.max=max$1;var __extends$H=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__read$e=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$9=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__values$h=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(mtable$1,"__esModule",{value:!0}),mtable$1.CommonMtableMixin=void 0;var BBox_js_1=BBox$1,string_js_1$3=string,numeric_js_1=numeric;function CommonMtableMixin(e){return function(e){function t(){for(var t=[],n=0;n<arguments.length;n++)t[n]=arguments[n];var r=e.apply(this,__spreadArray$9([],__read$e(t),!1))||this;r.numCols=0,r.numRows=0,r.data=null,r.pwidthCells=[],r.pWidth=0,r.numCols=(0,numeric_js_1.max)(r.tableRows.map((function(e){return e.numCells}))),r.numRows=r.childNodes.length,r.hasLabels=r.childNodes.reduce((function(e,t){return e||t.node.isKind("mlabeledtr")}),!1),r.findContainer(),r.isTop=!r.container||r.container.node.isKind("math")&&!r.container.parent,r.isTop&&(r.jax.table=r),r.getPercentageWidth();var i=r.node.attributes;return r.frame="none"!==i.get("frame"),r.fLine=r.frame&&i.get("frame")?.07:0,r.fSpace=r.frame?r.convertLengths(r.getAttributeArray("framespacing")):[0,0],r.cSpace=r.convertLengths(r.getColumnAttributes("columnspacing")),r.rSpace=r.convertLengths(r.getRowAttributes("rowspacing")),r.cLines=r.getColumnAttributes("columnlines").map((function(e){return"none"===e?0:.07})),r.rLines=r.getRowAttributes("rowlines").map((function(e){return"none"===e?0:.07})),r.cWidths=r.getColumnWidths(),r.stretchRows(),r.stretchColumns(),r}return __extends$H(t,e),Object.defineProperty(t.prototype,"tableRows",{get:function(){return this.childNodes},enumerable:!1,configurable:!0}),t.prototype.findContainer=function(){for(var e=this,t=e.parent;t&&(t.node.notParent||t.node.isKind("mrow"));)e=t,t=t.parent;this.container=t,this.containerI=e.node.childPosition()},t.prototype.getPercentageWidth=function(){if(this.hasLabels)this.bbox.pwidth=BBox_js_1.BBox.fullWidth;else{var e=this.node.attributes.get("width");(0,string_js_1$3.isPercent)(e)&&(this.bbox.pwidth=e)}},t.prototype.stretchRows=function(){for(var e=this.node.attributes.get("equalrows"),t=e?this.getEqualRowHeight():0,n=e?this.getTableData():{H:[0],D:[0]},r=n.H,i=n.D,a=this.tableRows,o=0;o<this.numRows;o++){var s=e?[(t+r[o]-i[o])/2,(t-r[o]+i[o])/2]:null;a[o].stretchChildren(s)}},t.prototype.stretchColumns=function(){for(var e=0;e<this.numCols;e++){var t="number"==typeof this.cWidths[e]?this.cWidths[e]:null;this.stretchColumn(e,t)}},t.prototype.stretchColumn=function(e,t){var n,r,i,a,o,s,l=[];try{for(var c=__values$h(this.tableRows),d=c.next();!d.done;d=c.next())(m=d.value.getChild(e))&&0===(_=m.childNodes[0]).stretch.dir&&_.canStretch(2)&&l.push(_)}catch(e){n={error:e}}finally{try{d&&!d.done&&(r=c.return)&&r.call(c)}finally{if(n)throw n.error}}var T=l.length,u=this.childNodes.length;if(T&&u>1){if(null===t){t=0;var Q=T>1&&T===u;try{for(var p=__values$h(this.tableRows),h=p.next();!h.done;h=p.next()){var m;if(m=h.value.getChild(e)){var f=0===(_=m.childNodes[0]).stretch.dir;if(Q||f){var g=_.getBBox(f).w;g>t&&(t=g)}}}}catch(e){i={error:e}}finally{try{h&&!h.done&&(a=p.return)&&a.call(p)}finally{if(i)throw i.error}}}try{for(var b=__values$h(l),y=b.next();!y.done;y=b.next()){var _;(_=y.value).coreMO().getStretchedVariant([t])}}catch(e){o={error:e}}finally{try{y&&!y.done&&(s=b.return)&&s.call(b)}finally{if(o)throw o.error}}}},t.prototype.getTableData=function(){if(this.data)return this.data;for(var e=new Array(this.numRows).fill(0),t=new Array(this.numRows).fill(0),n=new Array(this.numCols).fill(0),r=new Array(this.numRows),i=new Array(this.numRows),a=[0],o=this.tableRows,s=0;s<o.length;s++){for(var l=0,c=o[s],d=c.node.attributes.get("rowalign"),T=0;T<c.numCells;T++){var u=c.getChild(T);l=this.updateHDW(u,T,s,d,e,t,n,l),this.recordPWidthCell(u,T)}r[s]=e[s],i[s]=t[s],c.labeled&&(l=this.updateHDW(c.childNodes[0],0,s,d,e,t,a,l)),this.extendHD(s,e,t,l),this.extendHD(s,r,i,l)}var Q=a[0];return this.data={H:e,D:t,W:n,NH:r,ND:i,L:Q},this.data},t.prototype.updateHDW=function(e,t,n,r,i,a,o,s){var l=e.getBBox(),c=l.h,d=l.d,T=l.w,u=e.parent.bbox.rscale;1!==e.parent.bbox.rscale&&(c*=u,d*=u,T*=u),this.node.getProperty("useHeight")&&(c<.75&&(c=.75),d<.25&&(d=.25));var Q=0;return"baseline"!==(r=e.node.attributes.get("rowalign")||r)&&"axis"!==r&&(Q=c+d,c=d=0),c>i[n]&&(i[n]=c),d>a[n]&&(a[n]=d),Q>s&&(s=Q),o&&T>o[t]&&(o[t]=T),s},t.prototype.extendHD=function(e,t,n,r){var i=(r-(t[e]+n[e]))/2;i<1e-5||(t[e]+=i,n[e]+=i)},t.prototype.recordPWidthCell=function(e,t){e.childNodes[0]&&e.childNodes[0].getBBox().pwidth&&this.pwidthCells.push([e,t])},t.prototype.computeBBox=function(e,t){var n,r,i=this.getTableData(),a=i.H,o=i.D;if(this.node.attributes.get("equalrows")){var s=this.getEqualRowHeight();n=(0,numeric_js_1.sum)([].concat(this.rLines,this.rSpace))+s*this.numRows}else n=(0,numeric_js_1.sum)(a.concat(o,this.rLines,this.rSpace));n+=2*(this.fLine+this.fSpace[1]);var l=this.getComputedWidths();r=(0,numeric_js_1.sum)(l.concat(this.cLines,this.cSpace))+2*(this.fLine+this.fSpace[0]);var c=this.node.attributes.get("width");"auto"!==c&&(r=Math.max(this.length2em(c,0)+2*this.fLine,r));var d=__read$e(this.getBBoxHD(n),2),T=d[0],u=d[1];e.h=T,e.d=u,e.w=r;var Q=__read$e(this.getBBoxLR(),2),p=Q[0],h=Q[1];e.L=p,e.R=h,(0,string_js_1$3.isPercent)(c)||this.setColumnPWidths()},t.prototype.setChildPWidths=function(e,t,n){var r=this.node.attributes.get("width");if(!(0,string_js_1$3.isPercent)(r))return!1;this.hasLabels||(this.bbox.pwidth="",this.container.bbox.pwidth="");var i=this.bbox,a=i.w,o=i.L,s=i.R,l=this.node.attributes.get("data-width-includes-label"),c=Math.max(a,this.length2em(r,Math.max(t,o+a+s)))-(l?o+s:0),d=this.node.attributes.get("equalcolumns")?Array(this.numCols).fill(this.percent(1/Math.max(1,this.numCols))):this.getColumnAttributes("columnwidth",0);this.cWidths=this.getColumnWidthsFixed(d,c);var T=this.getComputedWidths();return this.pWidth=(0,numeric_js_1.sum)(T.concat(this.cLines,this.cSpace))+2*(this.fLine+this.fSpace[0]),this.isTop&&(this.bbox.w=this.pWidth),this.setColumnPWidths(),this.pWidth!==a&&this.parent.invalidateBBox(),this.pWidth!==a},t.prototype.setColumnPWidths=function(){var e,t,n=this.cWidths;try{for(var r=__values$h(this.pwidthCells),i=r.next();!i.done;i=r.next()){var a=__read$e(i.value,2),o=a[0],s=a[1];o.setChildPWidths(!1,n[s])&&(o.invalidateBBox(),o.getBBox())}}catch(t){e={error:t}}finally{try{i&&!i.done&&(t=r.return)&&t.call(r)}finally{if(e)throw e.error}}},t.prototype.getBBoxHD=function(e){var t=__read$e(this.getAlignmentRow(),2),n=t[0],r=t[1];if(null===r){var i=this.font.params.axis_height,a=e/2;return{top:[0,e],center:[a,a],bottom:[e,0],baseline:[a,a],axis:[a+i,a-i]}[n]||[a,a]}var o=this.getVerticalPosition(r,n);return[o,e-o]},t.prototype.getBBoxLR=function(){if(this.hasLabels){var e=this.node.attributes,t=e.get("side"),n=__read$e(this.getPadAlignShift(t),2),r=n[0],i=n[1],a=this.hasLabels&&!!e.get("data-width-includes-label");return a&&this.frame&&this.fSpace[0]&&(r-=this.fSpace[0]),"center"!==i||a?"left"===t?[r,0]:[0,r]:[r,r]}return[0,0]},t.prototype.getPadAlignShift=function(e){var t=this.getTableData().L+this.length2em(this.node.attributes.get("minlabelspacing")),n=__read$e(null==this.styles?["",""]:[this.styles.get("padding-left"),this.styles.get("padding-right")],2),r=n[0],i=n[1];(r||i)&&(t=Math.max(t,this.length2em(r||"0"),this.length2em(i||"0")));var a=__read$e(this.getAlignShift(),2),o=a[0],s=a[1];return o===e&&(s="left"===e?Math.max(t,s)-t:Math.min(-t,s)+t),[t,o,s]},t.prototype.getAlignShift=function(){return this.isTop?e.prototype.getAlignShift.call(this):[this.container.getChildAlign(this.containerI),0]},t.prototype.getWidth=function(){return this.pWidth||this.getBBox().w},t.prototype.getEqualRowHeight=function(){var e=this.getTableData(),t=e.H,n=e.D,r=Array.from(t.keys()).map((function(e){return t[e]+n[e]}));return Math.max.apply(Math,r)},t.prototype.getComputedWidths=function(){var e=this,t=this.getTableData().W,n=Array.from(t.keys()).map((function(n){return"number"==typeof e.cWidths[n]?e.cWidths[n]:t[n]}));return this.node.attributes.get("equalcolumns")&&(n=Array(n.length).fill((0,numeric_js_1.max)(n))),n},t.prototype.getColumnWidths=function(){var e=this.node.attributes.get("width");if(this.node.attributes.get("equalcolumns"))return this.getEqualColumns(e);var t=this.getColumnAttributes("columnwidth",0);return"auto"===e?this.getColumnWidthsAuto(t):(0,string_js_1$3.isPercent)(e)?this.getColumnWidthsPercent(t):this.getColumnWidthsFixed(t,this.length2em(e))},t.prototype.getEqualColumns=function(e){var t,n=Math.max(1,this.numCols);if("auto"===e){var r=this.getTableData().W;t=(0,numeric_js_1.max)(r)}else if((0,string_js_1$3.isPercent)(e))t=this.percent(1/n);else{var i=(0,numeric_js_1.sum)([].concat(this.cLines,this.cSpace))+2*this.fSpace[0];t=Math.max(0,this.length2em(e)-i)/n}return Array(this.numCols).fill(t)},t.prototype.getColumnWidthsAuto=function(e){var t=this;return e.map((function(e){return"auto"===e||"fit"===e?null:(0,string_js_1$3.isPercent)(e)?e:t.length2em(e)}))},t.prototype.getColumnWidthsPercent=function(e){var t=this,n=e.indexOf("fit")>=0,r=(n?this.getTableData():{W:null}).W;return Array.from(e.keys()).map((function(i){var a=e[i];return"fit"===a?null:"auto"===a?n?r[i]:null:(0,string_js_1$3.isPercent)(a)?a:t.length2em(a)}))},t.prototype.getColumnWidthsFixed=function(e,t){var n=this,r=Array.from(e.keys()),i=r.filter((function(t){return"fit"===e[t]})),a=r.filter((function(t){return"auto"===e[t]})),o=i.length||a.length,s=(o?this.getTableData():{W:null}).W,l=t-(0,numeric_js_1.sum)([].concat(this.cLines,this.cSpace))-2*this.fSpace[0],c=l;r.forEach((function(t){var r=e[t];c-="fit"===r||"auto"===r?s[t]:n.length2em(r,l)}));var d=o&&c>0?c/o:0;return r.map((function(t){var r=e[t];return"fit"===r?s[t]+d:"auto"===r?s[t]+(0===i.length?d:0):n.length2em(r,l)}))},t.prototype.getVerticalPosition=function(e,t){for(var n=this.node.attributes.get("equalrows"),r=this.getTableData(),i=r.H,a=r.D,o=n?this.getEqualRowHeight():0,s=this.getRowHalfSpacing(),l=this.fLine,c=0;c<e;c++)l+=s[c]+(n?o:i[c]+a[c])+s[c+1]+this.rLines[c];var d=__read$e(n?[(o+i[e]-a[e])/2,(o-i[e]+a[e])/2]:[i[e],a[e]],2),T=d[0],u=d[1];return l+({top:0,center:s[e]+(T+u)/2,bottom:s[e]+T+u+s[e+1],baseline:s[e]+T,axis:s[e]+T-.25}[t]||0)},t.prototype.getEmHalfSpacing=function(e,t,n){void 0===n&&(n=1);var r=this.em(e*n),i=this.addEm(t,2/n);return i.unshift(r),i.push(r),i},t.prototype.getRowHalfSpacing=function(){var e=this.rSpace.map((function(e){return e/2}));return e.unshift(this.fSpace[1]),e.push(this.fSpace[1]),e},t.prototype.getColumnHalfSpacing=function(){var e=this.cSpace.map((function(e){return e/2}));return e.unshift(this.fSpace[0]),e.push(this.fSpace[0]),e},t.prototype.getAlignmentRow=function(){var e=__read$e((0,string_js_1$3.split)(this.node.attributes.get("align")),2),t=e[0],n=e[1];if(null==n)return[t,null];var r=parseInt(n);return r<0&&(r+=this.numRows+1),[t,r<1||r>this.numRows?null:r-1]},t.prototype.getColumnAttributes=function(e,t){void 0===t&&(t=1);var n=this.numCols-t,r=this.getAttributeArray(e);if(0===r.length)return null;for(;r.length<n;)r.push(r[r.length-1]);return r.length>n&&r.splice(n),r},t.prototype.getRowAttributes=function(e,t){void 0===t&&(t=1);var n=this.numRows-t,r=this.getAttributeArray(e);if(0===r.length)return null;for(;r.length<n;)r.push(r[r.length-1]);return r.length>n&&r.splice(n),r},t.prototype.getAttributeArray=function(e){var t=this.node.attributes.get(e);return t?(0,string_js_1$3.split)(t):[this.node.attributes.getDefault(e)]},t.prototype.addEm=function(e,t){var n=this;return void 0===t&&(t=1),e?e.map((function(e){return n.em(e/t)})):null},t.prototype.convertLengths=function(e){var t=this;return e?e.map((function(e){return t.length2em(e)})):null},t}(e)}mtable$1.CommonMtableMixin=CommonMtableMixin;var mtable={},__extends$G=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$g=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$g=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$g.apply(this,arguments)},__values$g=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(mtable,"__esModule",{value:!0}),mtable.MmlMtable=void 0;var hasRequiredMtable,MmlNode_js_1$k=MmlNode,string_js_1$2=string,MmlMtable=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.properties={useHeight:!0},t.texclass=MmlNode_js_1$k.TEXCLASS.ORD,t}return __extends$G(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mtable"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"linebreakContainer",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.setInheritedAttributes=function(t,n,r,i){var a,o;try{for(var s=__values$g(MmlNode_js_1$k.indentAttributes),l=s.next();!l.done;l=s.next()){var c=l.value;t[c]&&this.attributes.setInherited(c,t[c][1]),void 0!==this.attributes.getExplicit(c)&&delete this.attributes.getAllAttributes()[c]}}catch(e){a={error:e}}finally{try{l&&!l.done&&(o=s.return)&&o.call(s)}finally{if(a)throw a.error}}e.prototype.setInheritedAttributes.call(this,t,n,r,i)},t.prototype.setChildInheritedAttributes=function(e,t,n,r){var i,a,o,s;try{for(var l=__values$g(this.childNodes),c=l.next();!c.done;c=l.next())(p=c.value).isKind("mtr")||this.replaceChild(this.factory.create("mtr"),p).appendChild(p)}catch(e){i={error:e}}finally{try{c&&!c.done&&(a=l.return)&&a.call(l)}finally{if(i)throw i.error}}n=this.getProperty("scriptlevel")||n,t=!(!this.attributes.getExplicit("displaystyle")&&!this.attributes.getDefault("displaystyle")),e=this.addInheritedAttributes(e,{columnalign:this.attributes.get("columnalign"),rowalign:"center"});var d=this.attributes.getExplicit("data-cramped"),T=(0,string_js_1$2.split)(this.attributes.get("rowalign"));try{for(var u=__values$g(this.childNodes),Q=u.next();!Q.done;Q=u.next()){var p=Q.value;e.rowalign[1]=T.shift()||e.rowalign[1],p.setInheritedAttributes(e,t,n,!!d)}}catch(e){o={error:e}}finally{try{Q&&!Q.done&&(s=u.return)&&s.call(u)}finally{if(o)throw o.error}}},t.prototype.verifyChildren=function(t){for(var n=null,r=this.factory,i=0;i<this.childNodes.length;i++){var a=this.childNodes[i];if(a.isKind("mtr"))n=null;else{var o=a.isKind("mtd");if(n?(this.removeChild(a),i--):n=this.replaceChild(r.create("mtr"),a),n.appendChild(o?a:r.create("mtd",{},[a])),!t.fixMtables){a.parent.removeChild(a),a.parent=this,o&&n.appendChild(r.create("mtd"));var s=a.mError("Children of "+this.kind+" must be mtr or mlabeledtr",t,o);n.childNodes[n.childNodes.length-1].appendChild(s)}}}e.prototype.verifyChildren.call(this,t)},t.prototype.setTeXclass=function(e){var t,n;this.getPrevClass(e);try{for(var r=__values$g(this.childNodes),i=r.next();!i.done;i=r.next())i.value.setTeXclass(null)}catch(e){t={error:e}}finally{try{i&&!i.done&&(n=r.return)&&n.call(r)}finally{if(t)throw t.error}}return this},t.defaults=__assign$g(__assign$g({},MmlNode_js_1$k.AbstractMmlNode.defaults),{align:"axis",rowalign:"baseline",columnalign:"center",groupalign:"{left}",alignmentscope:!0,columnwidth:"auto",width:"auto",rowspacing:"1ex",columnspacing:".8em",rowlines:"none",columnlines:"none",frame:"none",framespacing:"0.4em 0.5ex",equalrows:!1,equalcolumns:!1,displaystyle:!1,side:"right",minlabelspacing:"0.8em"}),t}(MmlNode_js_1$k.AbstractMmlNode);function requireMtable(){if(hasRequiredMtable)return mtable$2;hasRequiredMtable=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},r=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))};Object.defineProperty(mtable$2,"__esModule",{value:!0}),mtable$2.SVGmtable=void 0;var i=requireWrapper(),a=mtable,o=function(e){function i(t,n,r){void 0===r&&(r=null);var i=e.call(this,t,n,r)||this,a={"data-labels":!0};return i.isTop&&(a.transform="matrix(1 0 0 -1 0 0)"),i.labels=i.svg("g",a),i}return t(i,e),i.prototype.toSVG=function(e){var t=this.standardSVGnode(e);this.placeRows(t),this.handleColumnLines(t),this.handleRowLines(t),this.handleFrame(t);var n=this.handlePWidth(t);this.handleLabels(t,e,n)},i.prototype.placeRows=function(e){for(var t,i,a,o=this.node.attributes.get("equalrows"),s=this.getTableData(),l=s.H,c=s.D,d=this.getEqualRowHeight(),T=this.getRowHalfSpacing(),u=r(r([this.fLine],n(this.rLines),!1),[this.fLine],!1),Q=this.getBBox().h-u[0],p=0;p<this.numRows;p++){var h=this.childNodes[p];t=n(this.getRowHD(o,d,l[p],c[p]),2),h.H=t[0],h.D=t[1],i=n([T[p],T[p+1]],2),h.tSpace=i[0],h.bSpace=i[1],a=n([u[p],u[p+1]],2),h.tLine=a[0],h.bLine=a[1],h.toSVG(e),h.place(0,Q-T[p]-h.H),Q-=T[p]+h.H+h.D+T[p+1]+u[p+1]}},i.prototype.getRowHD=function(e,t,n,r){return e?[(t+n-r)/2,(t-n+r)/2]:[n,r]},i.prototype.handleColor=function(){e.prototype.handleColor.call(this);var t=this.firstChild();t&&this.adaptor.setAttribute(t,"width",this.fixed(this.getWidth()))},i.prototype.handleColumnLines=function(e){if("none"!==this.node.attributes.get("columnlines")){var t=this.getColumnAttributes("columnlines");if(t)for(var n=this.getColumnHalfSpacing(),r=this.cLines,i=this.getComputedWidths(),a=this.fLine,o=0;o<t.length;o++)a+=n[o]+i[o]+n[o+1],"none"!==t[o]&&this.adaptor.append(e,this.makeVLine(a,t[o],r[o])),a+=r[o]}},i.prototype.handleRowLines=function(e){if("none"!==this.node.attributes.get("rowlines")){var t=this.getRowAttributes("rowlines");if(t)for(var r=this.node.attributes.get("equalrows"),i=this.getTableData(),a=i.H,o=i.D,s=this.getEqualRowHeight(),l=this.getRowHalfSpacing(),c=this.rLines,d=this.getBBox().h-this.fLine,T=0;T<t.length;T++){var u=n(this.getRowHD(r,s,a[T],o[T]),2),Q=u[0],p=u[1];d-=l[T]+Q+p+l[T+1],"none"!==t[T]&&this.adaptor.append(e,this.makeHLine(d,t[T],c[T])),d-=c[T]}}},i.prototype.handleFrame=function(e){if(this.frame&&this.fLine){var t=this.getBBox(),n=t.h,r=t.d,i=t.w,a=this.node.attributes.get("frame");this.adaptor.append(e,this.makeFrame(i,n,r,a))}},i.prototype.handlePWidth=function(e){if(!this.pWidth)return 0;var t=this.getBBox(),n=t.w,r=t.L,i=t.R,a=r+this.pWidth+i,o=this.getAlignShift()[0],s=Math.max(this.isTop?a:0,this.container.getWrapWidth(this.containerI))-r-i,l=n-(this.pWidth>s?s:this.pWidth),c="left"===o?0:"right"===o?l:l/2;if(c){var d=this.svg("g",{},this.adaptor.childNodes(e));this.place(c,0,d),this.adaptor.append(e,d)}return c},i.prototype.lineClass=function(e){return"mjx-"+e},i.prototype.makeFrame=function(e,t,n,r){var i=this.fLine;return this.svg("rect",this.setLineThickness(i,r,{"data-frame":!0,class:this.lineClass(r),width:this.fixed(e-i),height:this.fixed(t+n-i),x:this.fixed(i/2),y:this.fixed(i/2-n)}))},i.prototype.makeVLine=function(e,t,n){var r=this.getBBox(),i=r.h,a=r.d,o="dotted"===t?n/2:0,s=this.fixed(e+n/2);return this.svg("line",this.setLineThickness(n,t,{"data-line":"v",class:this.lineClass(t),x1:s,y1:this.fixed(o-a),x2:s,y2:this.fixed(i-o)}))},i.prototype.makeHLine=function(e,t,n){var r=this.getBBox().w,i="dotted"===t?n/2:0,a=this.fixed(e-n/2);return this.svg("line",this.setLineThickness(n,t,{"data-line":"h",class:this.lineClass(t),x1:this.fixed(i),y1:a,x2:this.fixed(r-i),y2:a}))},i.prototype.setLineThickness=function(e,t,n){return.07!==e&&(n["stroke-thickness"]=this.fixed(e),"solid"!==t&&(n["stroke-dasharray"]=("dotted"===t?"0,":"")+this.fixed(2*e))),n},i.prototype.handleLabels=function(e,t,n){if(this.hasLabels){var r=this.labels,i=this.node.attributes.get("side");this.spaceLabels(),this.isTop?this.topTable(e,r,i):this.subTable(e,r,i,n)}},i.prototype.spaceLabels=function(){for(var e=this.adaptor,t=this.getBBox().h,n=this.getTableData().L,r=this.getRowHalfSpacing(),i=t-this.fLine,a=e.firstChild(this.labels),o=0;o<this.numRows;o++){var s=this.childNodes[o];if(s.node.isKind("mlabeledtr")){var l=s.childNodes[0];i-=r[o]+s.H,s.placeCell(l,{x:0,y:i,w:n,lSpace:0,rSpace:0,lLine:0,rLine:0}),i-=s.D+r[o+1]+this.rLines[o],a=e.next(a)}else i-=r[o]+s.H+s.D+r[o+1]+this.rLines[o]}},i.prototype.topTable=function(e,t,r){var i=this.adaptor,a=this.getBBox(),o=a.h,s=a.d,l=a.w,c=a.L,d=a.R,T=c+(this.pWidth||l)+d,u=this.getTableData().L,Q=n(this.getPadAlignShift(r),3),p=Q[1],h=Q[2]+("right"===p?-T:"center"===p?-T/2:0)+c,m="matrix(1 0 0 -1 0 0)",f="scale(".concat(this.jax.fixed(1e3*this.font.params.x_height/this.metrics.ex,2),")"),g="translate(0 ".concat(this.fixed(o),") ").concat(m," ").concat(f),b=this.svg("svg",{"data-table":!0,preserveAspectRatio:"left"===p?"xMinYMid":"right"===p?"xMaxYMid":"xMidYMid",viewBox:[this.fixed(-h),this.fixed(-o),1,this.fixed(o+s)].join(" ")},[this.svg("g",{transform:m},i.childNodes(e))]);t=this.svg("svg",{"data-labels":!0,preserveAspectRatio:"left"===r?"xMinYMid":"xMaxYMid",viewBox:["left"===r?0:this.fixed(u),this.fixed(-o),1,this.fixed(o+s)].join(" ")},[t]),i.append(e,this.svg("g",{transform:g},[b,t])),this.place(-c,0,e)},i.prototype.subTable=function(e,t,n,r){var i=this.adaptor,a=this.getBBox(),o=a.w,s=a.L,l=a.R,c=s+(this.pWidth||o)+l,d=this.getTableData().L,T=this.getAlignShift()[0],u=Math.max(c,this.container.getWrapWidth(this.containerI));this.place("left"===n?("left"===T?0:"right"===T?c-u+r:(c-u)/2+r)-s:("left"===T?u:"right"===T?c+r:(u+c)/2+r)-s-d,0,t),i.append(e,t)},i.kind=a.MmlMtable.prototype.kind,i.styles={'g[data-mml-node="mtable"] > line[data-line], svg[data-table] > g > line[data-line]':{"stroke-width":"70px",fill:"none"},'g[data-mml-node="mtable"] > rect[data-frame], svg[data-table] > g > rect[data-frame]':{"stroke-width":"70px",fill:"none"},'g[data-mml-node="mtable"] > .mjx-dashed, svg[data-table] > g > .mjx-dashed':{"stroke-dasharray":"140"},'g[data-mml-node="mtable"] > .mjx-dotted, svg[data-table] > g > .mjx-dotted':{"stroke-linecap":"round","stroke-dasharray":"0,140"},'g[data-mml-node="mtable"] > g > svg':{overflow:"visible"}},i}((0,mtable$1.CommonMtableMixin)(i.SVGWrapper));return mtable$2.SVGmtable=o,mtable$2}mtable.MmlMtable=MmlMtable;var mtr$2={},mtr$1={},__extends$F=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__values$f=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};function CommonMtrMixin(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$F(t,e),Object.defineProperty(t.prototype,"fixesPWidth",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"numCells",{get:function(){return this.childNodes.length},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"labeled",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"tableCells",{get:function(){return this.childNodes},enumerable:!1,configurable:!0}),t.prototype.getChild=function(e){return this.childNodes[e]},t.prototype.getChildBBoxes=function(){return this.childNodes.map((function(e){return e.getBBox()}))},t.prototype.stretchChildren=function(e){var t,n,r,i,a,o;void 0===e&&(e=null);var s=[],l=this.labeled?this.childNodes.slice(1):this.childNodes;try{for(var c=__values$f(l),d=c.next();!d.done;d=c.next())(w=d.value.childNodes[0]).canStretch(1)&&s.push(w)}catch(e){t={error:e}}finally{try{d&&!d.done&&(n=c.return)&&n.call(c)}finally{if(t)throw t.error}}var T=s.length,u=this.childNodes.length;if(T&&u>1){if(null===e){var Q=0,p=0,h=T>1&&T===u;try{for(var m=__values$f(l),f=m.next();!f.done;f=m.next()){var g=0===(w=f.value.childNodes[0]).stretch.dir;if(h||g){var b=w.getBBox(g),y=b.h,_=b.d;y>Q&&(Q=y),_>p&&(p=_)}}}catch(e){r={error:e}}finally{try{f&&!f.done&&(i=m.return)&&i.call(m)}finally{if(r)throw r.error}}e=[Q,p]}try{for(var L=__values$f(s),v=L.next();!v.done;v=L.next()){var w;(w=v.value).coreMO().getStretchedVariant(e)}}catch(e){a={error:e}}finally{try{v&&!v.done&&(o=L.return)&&o.call(L)}finally{if(a)throw a.error}}}},t}(e)}function CommonMlabeledtrMixin(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$F(t,e),Object.defineProperty(t.prototype,"numCells",{get:function(){return Math.max(0,this.childNodes.length-1)},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"labeled",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"tableCells",{get:function(){return this.childNodes.slice(1)},enumerable:!1,configurable:!0}),t.prototype.getChild=function(e){return this.childNodes[e+1]},t.prototype.getChildBBoxes=function(){return this.childNodes.slice(1).map((function(e){return e.getBBox()}))},t}(e)}Object.defineProperty(mtr$1,"__esModule",{value:!0}),mtr$1.CommonMlabeledtrMixin=mtr$1.CommonMtrMixin=void 0,mtr$1.CommonMtrMixin=CommonMtrMixin,mtr$1.CommonMlabeledtrMixin=CommonMlabeledtrMixin;var mtr={},__extends$E=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$f=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$f=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$f.apply(this,arguments)},__values$e=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(mtr,"__esModule",{value:!0}),mtr.MmlMlabeledtr=mtr.MmlMtr=void 0;var MmlNode_js_1$j=MmlNode,Attributes_js_1$3=Attributes,string_js_1$1=string,MmlMtr=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$E(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mtr"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"linebreakContainer",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.setChildInheritedAttributes=function(e,t,n,r){var i,a,o,s;try{for(var l=__values$e(this.childNodes),c=l.next();!c.done;c=l.next())(Q=c.value).isKind("mtd")||this.replaceChild(this.factory.create("mtd"),Q).appendChild(Q)}catch(e){i={error:e}}finally{try{c&&!c.done&&(a=l.return)&&a.call(l)}finally{if(i)throw i.error}}var d=(0,string_js_1$1.split)(this.attributes.get("columnalign"));1===this.arity&&d.unshift(this.parent.attributes.get("side")),e=this.addInheritedAttributes(e,{rowalign:this.attributes.get("rowalign"),columnalign:"center"});try{for(var T=__values$e(this.childNodes),u=T.next();!u.done;u=T.next()){var Q=u.value;e.columnalign[1]=d.shift()||e.columnalign[1],Q.setInheritedAttributes(e,t,n,r)}}catch(e){o={error:e}}finally{try{u&&!u.done&&(s=T.return)&&s.call(T)}finally{if(o)throw o.error}}},t.prototype.verifyChildren=function(t){var n,r;if(!this.parent||this.parent.isKind("mtable")){try{for(var i=__values$e(this.childNodes),a=i.next();!a.done;a=i.next()){var o=a.value;o.isKind("mtd")||(this.replaceChild(this.factory.create("mtd"),o).appendChild(o),t.fixMtables||o.mError("Children of "+this.kind+" must be mtd",t))}}catch(e){n={error:e}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(n)throw n.error}}e.prototype.verifyChildren.call(this,t)}else this.mError(this.kind+" can only be a child of an mtable",t,!0)},t.prototype.setTeXclass=function(e){var t,n;this.getPrevClass(e);try{for(var r=__values$e(this.childNodes),i=r.next();!i.done;i=r.next())i.value.setTeXclass(null)}catch(e){t={error:e}}finally{try{i&&!i.done&&(n=r.return)&&n.call(r)}finally{if(t)throw t.error}}return this},t.defaults=__assign$f(__assign$f({},MmlNode_js_1$j.AbstractMmlNode.defaults),{rowalign:Attributes_js_1$3.INHERIT,columnalign:Attributes_js_1$3.INHERIT,groupalign:Attributes_js_1$3.INHERIT}),t}(MmlNode_js_1$j.AbstractMmlNode);mtr.MmlMtr=MmlMtr;var hasRequiredMtr,MmlMlabeledtr=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$E(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mlabeledtr"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 1},enumerable:!1,configurable:!0}),t}(MmlMtr);function requireMtr(){if(hasRequiredMtr)return mtr$2;hasRequiredMtr=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},r=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))};Object.defineProperty(mtr$2,"__esModule",{value:!0}),mtr$2.SVGmlabeledtr=mtr$2.SVGmtr=void 0;var i=requireWrapper(),a=mtr$1,o=mtr,s=function(e){function i(){return null!==e&&e.apply(this,arguments)||this}return t(i,e),i.prototype.toSVG=function(e){var t=this.standardSVGnode(e);this.placeCells(t),this.placeColor()},i.prototype.placeCells=function(e){for(var t=this.parent.getColumnHalfSpacing(),i=r(r([this.parent.fLine],n(this.parent.cLines),!1),[this.parent.fLine],!1),a=this.parent.getComputedWidths(),o=1/this.getBBox().rscale,s=i[0],l=0;l<this.numCells;l++){var c=this.getChild(l);c.toSVG(e),s+=this.placeCell(c,{x:s,y:0,lSpace:t[l]*o,rSpace:t[l+1]*o,w:a[l]*o,lLine:i[l]*o,rLine:i[l+1]*o})}},i.prototype.placeCell=function(e,t){var r=t.x,i=t.y,a=t.lSpace,o=t.w,s=t.rSpace,l=t.lLine,c=t.rLine,d=1/this.getBBox().rscale,T=n([this.H*d,this.D*d],2),u=T[0],Q=T[1],p=n([this.tSpace*d,this.bSpace*d],2),h=p[0],m=p[1],f=n(e.placeCell(r+a,i,o,u,Q),2),g=f[0],b=f[1],y=a+o+s;return e.placeColor(-(g+a+l/2),-(Q+m+b),y+(l+c)/2,u+Q+h+m),y+c},i.prototype.placeColor=function(){var e=1/this.getBBox().rscale,t=this.adaptor,r=this.firstChild();if(r&&"rect"===t.kind(r)&&t.getAttribute(r,"data-bgcolor")){var i=n([this.tLine/2*e,this.bLine/2*e],2),a=i[0],o=i[1],s=n([this.tSpace*e,this.bSpace*e],2),l=s[0],c=s[1],d=n([this.H*e,this.D*e],2),T=d[0],u=d[1];t.setAttribute(r,"y",this.fixed(-(u+c+o))),t.setAttribute(r,"width",this.fixed(this.parent.getWidth()*e)),t.setAttribute(r,"height",this.fixed(a+l+T+u+c+o))}},i.kind=o.MmlMtr.prototype.kind,i}((0,mtr$1.CommonMtrMixin)(i.SVGWrapper));mtr$2.SVGmtr=s;var l=function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return t(n,e),n.prototype.toSVG=function(t){e.prototype.toSVG.call(this,t);var n=this.childNodes[0];n&&n.toSVG(this.parent.labels)},n.kind=o.MmlMlabeledtr.prototype.kind,n}((0,a.CommonMlabeledtrMixin)(s));return mtr$2.SVGmlabeledtr=l,mtr$2}mtr.MmlMlabeledtr=MmlMlabeledtr;var mtd$2={},mtd$1={},__extends$D=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();function CommonMtdMixin(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$D(t,e),Object.defineProperty(t.prototype,"fixesPWidth",{get:function(){return!1},enumerable:!1,configurable:!0}),t.prototype.invalidateBBox=function(){this.bboxComputed=!1},t.prototype.getWrapWidth=function(e){var t=this.parent.parent,n=this.parent,r=this.node.childPosition()-(n.labeled?1:0);return"number"==typeof t.cWidths[r]?t.cWidths[r]:t.getTableData().W[r]},t.prototype.getChildAlign=function(e){return this.node.attributes.get("columnalign")},t}(e)}Object.defineProperty(mtd$1,"__esModule",{value:!0}),mtd$1.CommonMtdMixin=void 0,mtd$1.CommonMtdMixin=CommonMtdMixin;var mtd={},__extends$C=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$e=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$e=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$e.apply(this,arguments)};Object.defineProperty(mtd,"__esModule",{value:!0}),mtd.MmlMtd=void 0;var hasRequiredMtd,MmlNode_js_1$i=MmlNode,Attributes_js_1$2=Attributes,MmlMtd=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$C(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mtd"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return-1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"linebreakContainer",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.verifyChildren=function(t){!this.parent||this.parent.isKind("mtr")?e.prototype.verifyChildren.call(this,t):this.mError(this.kind+" can only be a child of an mtr or mlabeledtr",t,!0)},t.prototype.setTeXclass=function(e){return this.getPrevClass(e),this.childNodes[0].setTeXclass(null),this},t.defaults=__assign$e(__assign$e({},MmlNode_js_1$i.AbstractMmlBaseNode.defaults),{rowspan:1,columnspan:1,rowalign:Attributes_js_1$2.INHERIT,columnalign:Attributes_js_1$2.INHERIT,groupalign:Attributes_js_1$2.INHERIT}),t}(MmlNode_js_1$i.AbstractMmlBaseNode);function requireMtd(){if(hasRequiredMtd)return mtd$2;hasRequiredMtd=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)});Object.defineProperty(mtd$2,"__esModule",{value:!0}),mtd$2.SVGmtd=void 0;var n=requireWrapper(),r=mtd,i=function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return t(n,e),n.prototype.placeCell=function(e,t,n,r,i){var a=this.getBBox(),o=Math.max(a.h,.75),s=Math.max(a.d,.25),l=this.node.attributes.get("columnalign"),c=this.node.attributes.get("rowalign"),d=this.getAlignX(n,a,l),T=this.getAlignY(r,i,o,s,c);return this.place(e+d,t+T),[d,T]},n.prototype.placeColor=function(e,t,n,r){var i=this.adaptor,a=this.firstChild();a&&"rect"===i.kind(a)&&i.getAttribute(a,"data-bgcolor")&&(i.setAttribute(a,"x",this.fixed(e)),i.setAttribute(a,"y",this.fixed(t)),i.setAttribute(a,"width",this.fixed(n)),i.setAttribute(a,"height",this.fixed(r)))},n.kind=r.MmlMtd.prototype.kind,n}((0,mtd$1.CommonMtdMixin)(n.SVGWrapper));return mtd$2.SVGmtd=i,mtd$2}mtd.MmlMtd=MmlMtd;var maction$2={},maction$1={};!function(e){var t,n=commonjsGlobal&&commonjsGlobal.__extends||(t=function(e,n){return t=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},t(e,n)},function(e,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=e}t(e,n),e.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),r=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof 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a=t.apply(this,i([],r(e),!1))||this,o=a.constructor.actions,s=a.node.attributes.get("actiontype"),l=r(o.get(s)||[function(e,t){},{}],2),c=l[0],d=l[1];return a.action=c,a.data=d,a.getParameters(),a}return n(o,t),Object.defineProperty(o.prototype,"selected",{get:function(){var e=this.node.attributes.get("selection"),t=Math.max(1,Math.min(this.childNodes.length,e))-1;return this.childNodes[t]||this.wrap(this.node.selected)},enumerable:!1,configurable:!0}),o.prototype.getParameters=function(){var t=this.node.attributes.get("data-offsets"),n=r((0,a.split)(t||""),2),i=n[0],o=n[1];this.dx=this.length2em(i||e.TooltipData.dx),this.dy=this.length2em(o||e.TooltipData.dy)},o.prototype.computeBBox=function(e,t){void 0===t&&(t=!1),e.updateFrom(this.selected.getOuterBBox()),this.selected.setChildPWidths(t)},o}(t)}}(maction$1);var maction={},__extends$B=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof 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n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)});Object.defineProperty(maction$2,"__esModule",{value:!0}),maction$2.SVGmaction=void 0;var n=requireWrapper(),r=maction$1,i=maction,a=function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return t(n,e),n.prototype.toSVG=function(e){var t=this.standardSVGnode(e),n=this.selected,r=n.getOuterBBox(),i=r.h,a=r.d,o=r.w;this.adaptor.append(this.element,this.svg("rect",{width:this.fixed(o),height:this.fixed(i+a),y:this.fixed(-a),fill:"none","pointer-events":"all"})),n.toSVG(t);var s=n.getOuterBBox();n.element&&n.place(s.L*s.rscale,0),this.action(this,this.data)},n.prototype.setEventHandler=function(e,t){this.element.addEventListener(e,t)},n.kind=i.MmlMaction.prototype.kind,n.styles={'[jax="SVG"] 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r=e.firstChild();if(n.node.isKind("mtext")){var i=n.node.getText();e.adaptor.insert(e.svg("title",{},[e.text(i)]),r)}else{var a=e.adaptor,o=e.jax.container,s=e.node.factory.create("math",{},[e.childNodes[1].node]),l=e.html("mjx-tool",{},[e.html("mjx-tip")]),c=a.append(r,e.svg("foreignObject",{style:{display:"none"}},[l]));e.jax.processMath(s,a.firstChild(l)),e.childNodes[1].node.parent=e.node,e.setEventHandler("mouseover",(function(n){t.stopTimers(e,t),t.hoverTimer.set(e,setTimeout((function(){a.setStyle(l,"left","0"),a.setStyle(l,"top","0"),a.append(o,l);var t=a.nodeBBox(l),n=a.nodeBBox(e.element),r=(n.right-t.left)/e.metrics.em+e.dx,i=(n.bottom-t.bottom)/e.metrics.em+e.dy;a.setStyle(l,"left",e.px(r)),a.setStyle(l,"top",e.px(i))}),t.postDelay)),n.stopPropagation()})),e.setEventHandler("mouseout",(function(n){t.stopTimers(e,t);var r=setTimeout((function(){return 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r=__values$d((0,string_js_1.split)(this.node.attributes.get("notation"))),i=r.next();!i.done;i=r.next()){var a=i.value,o=n.get(a);o&&(this.notations[a]=o,o.renderChild&&(this.renderChild=o.renderer))}}catch(t){e={error:t}}finally{try{i&&!i.done&&(t=r.return)&&t.call(r)}finally{if(e)throw e.error}}},t.prototype.removeRedundantNotations=function(){var e,t,n,r;try{for(var i=__values$d(Object.keys(this.notations)),a=i.next();!a.done;a=i.next()){var o=a.value;if(this.notations[o]){var s=this.notations[o].remove||"";try{for(var l=(n=void 0,__values$d(s.split(/ /))),c=l.next();!c.done;c=l.next()){var d=c.value;delete this.notations[d]}}catch(e){n={error:e}}finally{try{c&&!c.done&&(r=l.return)&&r.call(l)}finally{if(n)throw n.error}}}}}catch(t){e={error:t}}finally{try{a&&!a.done&&(t=i.return)&&t.call(i)}finally{if(e)throw e.error}}},t.prototype.initializeNotations=function(){var e,t;try{for(var n=__values$d(Object.keys(this.notations)),r=n.next();!r.done;r=n.next()){var 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Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__createBinding||(Object.create?function(e,t,n,r){void 0===r&&(r=n);var i=Object.getOwnPropertyDescriptor(t,n);i&&!("get"in i?!t.__esModule:i.writable||i.configurable)||(i={enumerable:!0,get:function(){return t[n]}}),Object.defineProperty(e,r,i)}:function(e,t,n,r){void 0===r&&(r=n),e[r]=t[n]}),r=commonjsGlobal&&commonjsGlobal.__setModuleDefault||(Object.create?function(e,t){Object.defineProperty(e,"default",{enumerable:!0,value:t})}:function(e,t){e.default=t}),i=commonjsGlobal&&commonjsGlobal.__importStar||function(e){if(e&&e.__esModule)return e;var t={};if(null!=e)for(var i in 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TeXAtom$3={},TeXAtom$2={},__extends$u=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(TeXAtom$2,"__esModule",{value:!0}),TeXAtom$2.CommonTeXAtomMixin=void 0;var MmlNode_js_1$d=MmlNode;function CommonTeXAtomMixin(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$u(t,e),t.prototype.computeBBox=function(t,n){if(void 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n?[n]:this.parent.remapChars(this.unicodeChars(e,t))},t.prototype.getStyles=function(){},t.prototype.getVariant=function(){},t.prototype.getScale=function(){},t.prototype.getSpace=function(){},t}(e)}function requireTextNode(){if(hasRequiredTextNode)return TextNode$1;hasRequiredTextNode=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return 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t,n=commonjsGlobal&&commonjsGlobal.__extends||(t=function(e,n){return t=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},t(e,n)},function(e,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=e}t(e,n),e.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),r=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},i=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 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i=this,a=this.constructor;this.document=e,this.options=(0,o.userOptions)((0,o.defaultOptions)({},a.OPTIONS),r),this.math=new(this.options.MathList||m),this.renderActions=Q.create(this.options.renderActions),this.processed=new t.ProcessBits,this.outputJax=this.options.OutputJax||new h;var s=this.options.InputJax||[new p];Array.isArray(s)||(s=[s]),this.inputJax=s,this.adaptor=n,this.outputJax.setAdaptor(n),this.inputJax.map((function(e){return e.setAdaptor(n)})),this.mmlFactory=this.options.MmlFactory||new T.MmlFactory,this.inputJax.map((function(e){return e.setMmlFactory(i.mmlFactory)})),this.outputJax.initialize(),this.inputJax.map((function(e){return e.initialize()}))}return Object.defineProperty(t.prototype,"kind",{get:function(){return this.constructor.KIND},enumerable:!1,configurable:!0}),t.prototype.addRenderAction=function(e){for(var t=[],n=1;n<arguments.length;n++)t[n-1]=arguments[n];var r=i(Q.action(e,t),2),a=r[0],o=r[1];this.renderActions.add(a,o)},t.prototype.removeRenderAction=function(e){var t=this.renderActions.findID(e);t&&this.renderActions.remove(t)},t.prototype.render=function(){return this.renderActions.renderDoc(this),this},t.prototype.rerender=function(e){return void 0===e&&(e=d.STATE.RERENDER),this.state(e-1),this.render(),this},t.prototype.convert=function(e,t){void 0===t&&(t={});var n=(0,o.userOptions)({format:this.inputJax[0].name,display:!0,end:d.STATE.LAST,em:16,ex:8,containerWidth:null,lineWidth:1e6,scale:1,family:""},t),r=n.format,i=n.display,a=n.end,s=n.ex,l=n.em,c=n.containerWidth,T=n.lineWidth,u=n.scale,Q=n.family;null===c&&(c=80*s);var p=this.inputJax.reduce((function(e,t){return t.name===r?t:e}),null),h=new this.options.MathItem(e,p,i);return h.start.node=this.adaptor.body(this.document),h.setMetrics(l,s,c,T,u),this.outputJax.options.mtextInheritFont&&(h.outputData.mtextFamily=Q),this.outputJax.options.merrorInheritFont&&(h.outputData.merrorFamily=Q),h.convert(this,a),h.typesetRoot||h.root},t.prototype.findMath=function(e){return this.processed.set("findMath"),this},t.prototype.compile=function(){var e,t,n,i;if(!this.processed.isSet("compile")){var a=[];try{for(var o=r(this.math),s=o.next();!s.done;s=o.next()){var l=s.value;this.compileMath(l),void 0!==l.inputData.recompile&&a.push(l)}}catch(t){e={error:t}}finally{try{s&&!s.done&&(t=o.return)&&t.call(o)}finally{if(e)throw e.error}}try{for(var c=r(a),d=c.next();!d.done;d=c.next()){var T=(l=d.value).inputData.recompile;l.state(T.state),l.inputData.recompile=T,this.compileMath(l)}}catch(e){n={error:e}}finally{try{d&&!d.done&&(i=c.return)&&i.call(c)}finally{if(n)throw n.error}}this.processed.set("compile")}return this},t.prototype.compileMath=function(e){try{e.compile(this)}catch(t){if(t.retry||t.restart)throw t;this.options.compileError(this,e,t),e.inputData.error=t}},t.prototype.compileError=function(e,t){e.root=this.mmlFactory.create("math",null,[this.mmlFactory.create("merror",{"data-mjx-error":t.message,title:t.message},[this.mmlFactory.create("mtext",null,[this.mmlFactory.create("text").setText("Math input error")])])]),e.display&&e.root.attributes.set("display","block"),e.inputData.error=t.message},t.prototype.typeset=function(){var e,t;if(!this.processed.isSet("typeset")){try{for(var n=r(this.math),i=n.next();!i.done;i=n.next()){var a=i.value;try{a.typeset(this)}catch(e){if(e.retry||e.restart)throw e;this.options.typesetError(this,a,e),a.outputData.error=e}}}catch(t){e={error:t}}finally{try{i&&!i.done&&(t=n.return)&&t.call(n)}finally{if(e)throw e.error}}this.processed.set("typeset")}return this},t.prototype.typesetError=function(e,t){e.typesetRoot=this.adaptor.node("mjx-container",{class:"MathJax mjx-output-error",jax:this.outputJax.name},[this.adaptor.node("span",{"data-mjx-error":t.message,title:t.message,style:{color:"red","background-color":"yellow","line-height":"normal"}},[this.adaptor.text("Math output error")])]),e.display&&this.adaptor.setAttributes(e.typesetRoot,{style:{display:"block",margin:"1em 0","text-align":"center"}}),e.outputData.error=t.message},t.prototype.getMetrics=function(){return this.processed.isSet("getMetrics")||(this.outputJax.getMetrics(this),this.processed.set("getMetrics")),this},t.prototype.updateDocument=function(){var e,t;if(!this.processed.isSet("updateDocument")){try{for(var n=r(this.math.reversed()),i=n.next();!i.done;i=n.next())i.value.updateDocument(this)}catch(t){e={error:t}}finally{try{i&&!i.done&&(t=n.return)&&t.call(n)}finally{if(e)throw e.error}}this.processed.set("updateDocument")}return this},t.prototype.removeFromDocument=function(e){return this},t.prototype.state=function(e,t){var n,i;void 0===t&&(t=!1);try{for(var a=r(this.math),o=a.next();!o.done;o=a.next())o.value.state(e,t)}catch(e){n={error:e}}finally{try{o&&!o.done&&(i=a.return)&&i.call(a)}finally{if(n)throw n.error}}return e<d.STATE.INSERTED&&this.processed.clear("updateDocument"),e<d.STATE.TYPESET&&(this.processed.clear("typeset"),this.processed.clear("getMetrics")),e<d.STATE.COMPILED&&this.processed.clear("compile"),this},t.prototype.reset=function(t){var n;return void 0===t&&(t={processed:!0}),(t=(0,o.userOptions)(Object.assign({},e.resetOptions),t)).all&&Object.assign(t,e.resetAllOptions),t.processed&&this.processed.reset(),t.inputJax&&this.inputJax.forEach((function(e){return e.reset.apply(e,a([],i(t.inputJax),!1))})),t.outputJax&&(n=this.outputJax).reset.apply(n,a([],i(t.outputJax),!1)),this},t.prototype.clear=function(){return this.reset(),this.math.clear(),this},t.prototype.concat=function(e){return this.math.merge(e),this},t.prototype.clearMathItemsWithin=function(e){var t,n=this.getMathItemsWithin(e);return(t=this.math).remove.apply(t,a([],i(n),!1)),n},t.prototype.getMathItemsWithin=function(e){var t,n,i,a;Array.isArray(e)||(e=[e]);var o=this.adaptor,s=[],l=o.getElements(e,this.document);try{e:for(var c=r(this.math),d=c.next();!d.done;d=c.next()){var T=d.value;try{for(var u=(i=void 0,r(l)),Q=u.next();!Q.done;Q=u.next()){var p=Q.value;if(T.start.node&&o.contains(p,T.start.node)){s.push(T);continue e}}}catch(e){i={error:e}}finally{try{Q&&!Q.done&&(a=u.return)&&a.call(u)}finally{if(i)throw i.error}}}}catch(e){t={error:e}}finally{try{d&&!d.done&&(n=c.return)&&n.call(c)}finally{if(t)throw t.error}}return s},t.KIND="MathDocument",t.OPTIONS={OutputJax:null,InputJax:null,MmlFactory:null,MathList:m,MathItem:f,compileError:function(e,t,n){e.compileError(t,n)},typesetError:function(e,t,n){e.typesetError(t,n)},renderActions:(0,o.expandable)({find:[d.STATE.FINDMATH,"findMath","",!1],compile:[d.STATE.COMPILED],metrics:[d.STATE.METRICS,"getMetrics","",!1],typeset:[d.STATE.TYPESET],update:[d.STATE.INSERTED,"updateDocument",!1]})},t.ProcessBits=(0,u.BitFieldClass)("findMath","compile","getMetrics","typeset","updateDocument"),t}();e.AbstractMathDocument=g}(MathDocument);var __extends$f=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(Handler,"__esModule",{value:!0}),Handler.AbstractHandler=void 0;var MathDocument_js_1$1=MathDocument,DefaultMathDocument=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$f(t,e),t}(MathDocument_js_1$1.AbstractMathDocument),AbstractHandler=function(){function e(e,t){void 0===t&&(t=5),this.documentClass=DefaultMathDocument,this.adaptor=e,this.priority=t}return Object.defineProperty(e.prototype,"name",{get:function(){return this.constructor.NAME},enumerable:!1,configurable:!0}),e.prototype.handlesDocument=function(e){return!1},e.prototype.create=function(e,t){return new this.documentClass(e,this.adaptor,t)},e.NAME="generic",e}();Handler.AbstractHandler=AbstractHandler;var HTMLDocument$1={},HTMLMathItem$1={},__extends$e=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(HTMLMathItem$1,"__esModule",{value:!0}),HTMLMathItem$1.HTMLMathItem=void 0;var MathItem_js_1$1=MathItem,HTMLMathItem=function(e){function t(t,n,r,i,a){return void 0===r&&(r=!0),void 0===i&&(i={node:null,n:0,delim:""}),void 0===a&&(a={node:null,n:0,delim:""}),e.call(this,t,n,r,i,a)||this}return __extends$e(t,e),Object.defineProperty(t.prototype,"adaptor",{get:function(){return 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0===e&&(e=!1),this.state()>=MathItem_js_1$1.STATE.TYPESET){var t=this.adaptor,n=this.start.node,r=t.text("");if(e){var i=this.start.delim+this.math+this.end.delim;if(this.inputJax.processStrings)r=t.text(i);else{var a=t.parse(i,"text/html");r=t.firstChild(t.body(a))}}t.parent(n)&&t.replace(r,n),this.start.node=this.end.node=r,this.start.n=this.end.n=0}},t}(MathItem_js_1$1.AbstractMathItem);HTMLMathItem$1.HTMLMathItem=HTMLMathItem;var HTMLMathList$1={},__extends$d=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new 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o=this.adaptor.kind(e);"#text"===o?e=this.handleText(e,i):a.hasOwnProperty(o)?e=this.handleTag(e,i):o?(e=(t=__read$5(this.handleContainer(e,i),2))[0],i=t[1]):e=this.handleOther(e,i),!e&&this.stack.length&&(this.pushString(),e=(n=__read$5(this.stack.pop(),2))[0],i=n[1])}this.pushString();var s=[this.strings,this.nodes];return this.init(),s},e.OPTIONS={skipHtmlTags:["script","noscript","style","textarea","pre","code","annotation","annotation-xml"],includeHtmlTags:{br:"\n",wbr:"","#comment":""},ignoreHtmlClass:"mathjax_ignore",processHtmlClass:"mathjax_process"},e}();HTMLDomStrings$1.HTMLDomStrings=HTMLDomStrings;var __extends$c=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value 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this.options.MathList;if(g.processStrings){null===p&&(p=(a=__read$4(this.domStrings.find(u),2))[0],h=a[1]);try{for(var y=(o=void 0,__values$6(g.findMath(p))),_=y.next();!_.done;_=y.next()){var L=_.value;b.push(this.mathItem(L,g,h))}}catch(e){o={error:e}}finally{try{_&&!_.done&&(s=y.return)&&s.call(y)}finally{if(o)throw o.error}}}else try{for(var v=(l=void 0,__values$6(g.findMath(u))),w=v.next();!w.done;w=v.next()){L=w.value;var E=new this.options.MathItem(L.math,g,L.display,L.start,L.end);b.push(E)}}catch(e){l={error:e}}finally{try{w&&!w.done&&(c=v.return)&&c.call(v)}finally{if(l)throw l.error}}this.math.merge(b)}}catch(e){r={error:e}}finally{try{f&&!f.done&&(i=m.return)&&i.call(m)}finally{if(r)throw r.error}}}}catch(e){t={error:e}}finally{try{T&&!T.done&&(n=d.return)&&n.call(d)}finally{if(t)throw t.error}}this.processed.set("findMath")}return this},t.prototype.updateDocument=function(){return this.processed.isSet("updateDocument")||(this.addPageElements(),this.addStyleSheet(),e.prototype.updateDocument.call(this),this.processed.set("updateDocument")),this},t.prototype.addPageElements=function(){var e=this.adaptor.body(this.document),t=this.documentPageElements();t&&this.adaptor.append(e,t)},t.prototype.addStyleSheet=function(){var e=this.documentStyleSheet(),t=this.adaptor;if(e&&!t.parent(e)){var n=t.head(this.document),r=this.findSheet(n,t.getAttribute(e,"id"));r?t.replace(e,r):t.append(n,e)}},t.prototype.findSheet=function(e,t){var n,r;if(t)try{for(var i=__values$6(this.adaptor.tags(e,"style")),a=i.next();!a.done;a=i.next()){var o=a.value;if(this.adaptor.getAttribute(o,"id")===t)return o}}catch(e){n={error:e}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(n)throw n.error}}return null},t.prototype.removeFromDocument=function(e){var t,n;if(void 0===e&&(e=!1),this.processed.isSet("updateDocument"))try{for(var r=__values$6(this.math),i=r.next();!i.done;i=r.next()){var a=i.value;a.state()>=MathItem_js_1.STATE.INSERTED&&a.state(MathItem_js_1.STATE.TYPESET,e)}}catch(e){t={error:e}}finally{try{i&&!i.done&&(n=r.return)&&n.call(r)}finally{if(t)throw t.error}}return this.processed.clear("updateDocument"),this},t.prototype.documentStyleSheet=function(){return this.outputJax.styleSheet(this)},t.prototype.documentPageElements=function(){return this.outputJax.pageElements(this)},t.prototype.addStyles=function(e){this.styles.push(e)},t.prototype.getStyles=function(){return this.styles},t.KIND="HTML",t.OPTIONS=__assign$1(__assign$1({},MathDocument_js_1.AbstractMathDocument.OPTIONS),{renderActions:(0,Options_js_1$1.expandable)(__assign$1(__assign$1({},MathDocument_js_1.AbstractMathDocument.OPTIONS.renderActions),{styles:[MathItem_js_1.STATE.INSERTED+1,"","updateStyleSheet",!1]})),MathList:HTMLMathList_js_1.HTMLMathList,MathItem:HTMLMathItem_js_1.HTMLMathItem,DomStrings:null}),t}(MathDocument_js_1.AbstractMathDocument);HTMLDocument$1.HTMLDocument=HTMLDocument;var __extends$b=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(HTMLHandler$1,"__esModule",{value:!0}),HTMLHandler$1.HTMLHandler=void 0;var Handler_js_1=Handler,HTMLDocument_js_1=HTMLDocument$1,HTMLHandler=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.documentClass=HTMLDocument_js_1.HTMLDocument,t}return __extends$b(t,e),t.prototype.handlesDocument=function(e){var t=this.adaptor;if("string"==typeof e)try{e=t.parse(e,"text/html")}catch(e){}return e instanceof t.window.Document||e instanceof t.window.HTMLElement||e instanceof t.window.DocumentFragment},t.prototype.create=function(t,n){var r=this.adaptor;if("string"==typeof t)t=r.parse(t,"text/html");else if(t instanceof r.window.HTMLElement||t instanceof r.window.DocumentFragment){var i=t;t=r.parse("","text/html"),r.append(r.body(t),i)}return e.prototype.create.call(this,t,n)},t}(Handler_js_1.AbstractHandler);HTMLHandler$1.HTMLHandler=HTMLHandler,Object.defineProperty(html$1,"__esModule",{value:!0});var RegisterHTMLHandler_1=html$1.RegisterHTMLHandler=void 0,mathjax_js_1=mathjax,HTMLHandler_js_1=HTMLHandler$1;function RegisterHTMLHandler(e){var t=new HTMLHandler_js_1.HTMLHandler(e);return mathjax_js_1.mathjax.handlers.register(t),t}RegisterHTMLHandler_1=html$1.RegisterHTMLHandler=RegisterHTMLHandler;var AllPackages={},ActionConfiguration={};!function(e){var t=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(e,"__esModule",{value:!0}),e.ActionConfiguration=e.ActionMethods=void 0;var n=Configuration,r=t(requireTexParser()),i=SymbolMap,a=t(BaseMethods$1);e.ActionMethods={},e.ActionMethods.Macro=a.default.Macro,e.ActionMethods.Toggle=function(e,t){for(var n,i=[];"\\endtoggle"!==(n=e.GetArgument(t));)i.push(new 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r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign.apply(this,arguments)},__importDefault$u=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(AmsItems,"__esModule",{value:!0}),AmsItems.FlalignItem=AmsItems.MultlineItem=void 0;var BaseItems_js_1$3=BaseItems,ParseUtil_js_1$9=__importDefault$u(requireParseUtil()),NodeUtil_js_1$7=__importDefault$u(NodeUtil$1),TexError_js_1$c=__importDefault$u(TexError$1),TexConstants_js_1$7=TexConstants,MultlineItem=function(e){function t(t){for(var n=[],r=1;r<arguments.length;r++)n[r-1]=arguments[r];var i=e.call(this,t)||this;return i.factory.configuration.tags.start("multline",!0,n[0]),i}return __extends$a(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"multline"},enumerable:!1,configurable:!0}),t.prototype.EndEntry=function(){this.table.length&&ParseUtil_js_1$9.default.fixInitialMO(this.factory.configuration,this.nodes);var e=this.getProperty("shove"),t=this.create("node","mtd",this.nodes,e?{columnalign:e}:{});this.setProperty("shove",null),this.row.push(t),this.Clear()},t.prototype.EndRow=function(){if(1!==this.row.length)throw new TexError_js_1$c.default("MultlineRowsOneCol","The rows within the %1 environment must have exactly one column","multline");var e=this.create("node","mtr",this.row);this.table.push(e),this.row=[]},t.prototype.EndTable=function(){if(e.prototype.EndTable.call(this),this.table.length){var t=this.table.length-1,n=-1;NodeUtil_js_1$7.default.getAttribute(NodeUtil_js_1$7.default.getChildren(this.table[0])[0],"columnalign")||NodeUtil_js_1$7.default.setAttribute(NodeUtil_js_1$7.default.getChildren(this.table[0])[0],"columnalign",TexConstants_js_1$7.TexConstant.Align.LEFT),NodeUtil_js_1$7.default.getAttribute(NodeUtil_js_1$7.default.getChildren(this.table[t])[0],"columnalign")||NodeUtil_js_1$7.default.setAttribute(NodeUtil_js_1$7.default.getChildren(this.table[t])[0],"columnalign",TexConstants_js_1$7.TexConstant.Align.RIGHT);var r=this.factory.configuration.tags.getTag();if(r){n=this.arraydef.side===TexConstants_js_1$7.TexConstant.Align.LEFT?0:this.table.length-1;var i=this.table[n],a=this.create("node","mlabeledtr",[r].concat(NodeUtil_js_1$7.default.getChildren(i)));NodeUtil_js_1$7.default.copyAttributes(i,a),this.table[n]=a}}this.factory.configuration.tags.end()},t}(BaseItems_js_1$3.ArrayItem);AmsItems.MultlineItem=MultlineItem;var FlalignItem=function(e){function t(t,n,r,i,a){var o=e.call(this,t)||this;return o.name=n,o.numbered=r,o.padded=i,o.center=a,o.factory.configuration.tags.start(n,r,r),o}return __extends$a(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"flalign"},enumerable:!1,configurable:!0}),t.prototype.EndEntry=function(){e.prototype.EndEntry.call(this);var t=this.getProperty("xalignat");if(t&&this.row.length>t)throw new TexError_js_1$c.default("XalignOverflow","Extra %1 in row of %2","&",this.name)},t.prototype.EndRow=function(){for(var t,n=this.row,r=this.getProperty("xalignat");n.length<r;)n.push(this.create("node","mtd"));for(this.row=[],this.padded&&this.row.push(this.create("node","mtd"));t=n.shift();)this.row.push(t),(t=n.shift())&&this.row.push(t),(n.length||this.padded)&&this.row.push(this.create("node","mtd"));this.row.length>this.maxrow&&(this.maxrow=this.row.length),e.prototype.EndRow.call(this);var i=this.table[this.table.length-1];if(this.getProperty("zeroWidthLabel")&&i.isKind("mlabeledtr")){var a=NodeUtil_js_1$7.default.getChildren(i)[0],o=this.factory.configuration.options.tagSide,s=__assign({width:0},"right"===o?{lspace:"-1width"}:{}),l=this.create("node","mpadded",NodeUtil_js_1$7.default.getChildren(a),s);a.setChildren([l])}},t.prototype.EndTable=function(){e.prototype.EndTable.call(this),this.center&&this.maxrow<=2&&(delete this.arraydef.width,delete this.global.indentalign)},t}(BaseItems_js_1$3.EqnArrayItem);AmsItems.FlalignItem=FlalignItem;var AmsMethods={};!function(e){var t=commonjsGlobal&&commonjsGlobal.__assign||function(){return t=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},t.apply(this,arguments)},n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- 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i.default.setArrayAlign(c,l)},e.AmsMethods.AlignAt=function(t,n,r,a){var o,s,l=n.getName(),d="",T=[];if(a||(s=t.GetBrackets("\\begin{"+l+"}")),(o=t.GetArgument("\\begin{"+l+"}")).match(/[^0-9]/))throw new c.default("PositiveIntegerArg","Argument to %1 must me a positive integer","\\begin{"+l+"}");for(var u=parseInt(o,10);u>0;)d+="rl",T.push("0em 0em"),u--;var Q=T.join(" ");if(a)return e.AmsMethods.EqnArray(t,n,r,a,d,Q);var p=e.AmsMethods.EqnArray(t,n,r,a,d,Q);return i.default.setArrayAlign(p,s)},e.AmsMethods.Multline=function(e,t,n){e.Push(t),i.default.checkEqnEnv(e);var r=e.itemFactory.create("multline",n,e.stack);return r.arraydef={displaystyle:!0,rowspacing:".5em",columnspacing:"100%",width:e.options.ams.multlineWidth,side:e.options.tagSide,minlabelspacing:e.options.tagIndent,framespacing:e.options.ams.multlineIndent+" 0",frame:"","data-width-includes-label":!0},r},e.AmsMethods.XalignAt=function(t,n,r,i){var a=t.GetArgument("\\begin{"+n.getName()+"}");if(a.match(/[^0-9]/))throw new c.default("PositiveIntegerArg","Argument to %1 must me a positive integer","\\begin{"+n.getName()+"}");var o=i?"crl":"rlc",s=i?"fit auto auto":"auto auto fit",l=e.AmsMethods.FlalignArray(t,n,r,i,!1,o,s,!0);return l.setProperty("xalignat",2*parseInt(a)),l},e.AmsMethods.FlalignArray=function(e,t,n,r,a,o,s,l){void 0===l&&(l=!1),e.Push(t),i.default.checkEqnEnv(e),o=o.split("").join(" ").replace(/r/g,"right").replace(/l/g,"left").replace(/c/g,"center");var c=e.itemFactory.create("flalign",t.getName(),n,r,a,e.stack);return c.arraydef={width:"100%",displaystyle:!0,columnalign:o,columnspacing:"0em",columnwidth:s,rowspacing:"3pt",side:e.options.tagSide,minlabelspacing:l?"0":e.options.tagIndent,"data-width-includes-label":!0},c.setProperty("zeroWidthLabel",l),c},e.NEW_OPS="ams-declare-ops",e.AmsMethods.HandleDeclareOp=function(t,n){var r=t.GetStar()?"*":"",a=i.default.trimSpaces(t.GetArgument(n));"\\"===a.charAt(0)&&(a=a.substr(1));var 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n=i.default.trimSpaces(e.GetBrackets(t,"")),r=e.GetArgument(t),a=e.GetArgument(t),d={l:s.TexConstant.Align.LEFT,r:s.TexConstant.Align.RIGHT,"":""},T=new l.default("\\strut\\textstyle{"+r+"}",e.stack.env,e.configuration).mml(),u=new l.default("\\strut\\textstyle{"+a+"}",e.stack.env,e.configuration).mml(),Q=e.create("node","mfrac",[T,u]);if(null==(n=d[n]))throw new c.default("IllegalAlign","Illegal alignment specified in %1",e.currentCS);n&&o.default.setProperties(Q,{numalign:n,denomalign:n}),e.Push(Q)},e.AmsMethods.Genfrac=function(e,t,n,r,a,s){null==n&&(n=e.GetDelimiterArg(t)),null==r&&(r=e.GetDelimiterArg(t)),null==a&&(a=e.GetArgument(t)),null==s&&(s=i.default.trimSpaces(e.GetArgument(t)));var l=e.ParseArg(t),d=e.ParseArg(t),T=e.create("node","mfrac",[l,d]);if(""!==a&&o.default.setAttribute(T,"linethickness",a),(n||r)&&(o.default.setProperty(T,"withDelims",!0),T=i.default.fixedFence(e.configuration,n,T,r)),""!==s){var u=parseInt(s,10),Q=["D","T","S","SS"][u];if(null==Q)throw new 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sm$3.CharacterMap("AMSsymbols-mathchar0mi",ParseMethods_js_1$5.default.mathchar0mi,{digamma:"ϝ",varkappa:"ϰ",varGamma:["Γ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varDelta:["Δ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varTheta:["Θ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varLambda:["Λ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varXi:["Ξ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varPi:["Π",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varSigma:["Σ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varUpsilon:["Υ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varPhi:["Φ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varPsi:["Ψ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varOmega:["Ω",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],beth:"ℶ",gimel:"ℷ",daleth:"ℸ",backprime:["‵",{variantForm:!0}],hslash:"ℏ",varnothing:["∅",{variantForm:!0}],blacktriangle:"▴",triangledown:["▽",{variantForm:!0}],blacktriangledown:"▾",square:"◻",Box:"◻",blacksquare:"◼",lozenge:"◊",Diamond:"◊",blacklozenge:"⧫",circledS:["Ⓢ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.NORMAL}],bigstar:"★",sphericalangle:"∢",measuredangle:"∡",nexists:"∄",complement:"∁",mho:"℧",eth:["ð",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.NORMAL}],Finv:"Ⅎ",diagup:"╱",Game:"⅁",diagdown:"╲",Bbbk:["k",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.DOUBLESTRUCK}],yen:"¥",circledR:"®",checkmark:"✓",maltese:"✠"}),new sm$3.CharacterMap("AMSsymbols-mathchar0mo",ParseMethods_js_1$5.default.mathchar0mo,{dotplus:"∔",ltimes:"⋉",smallsetminus:["∖",{variantForm:!0}],rtimes:"⋊",Cap:"⋒",doublecap:"⋒",leftthreetimes:"⋋",Cup:"⋓",doublecup:"⋓",rightthreetimes:"⋌",barwedge:"⊼",curlywedge:"⋏",veebar:"⊻",curlyvee:"⋎",doublebarwedge:"⩞",boxminus:"⊟",circleddash:"⊝",boxtimes:"⊠",circledast:"⊛",boxdot:"⊡",circledcirc:"⊚",boxplus:"⊞",centerdot:["⋅",{variantForm:!0}],divideontimes:"⋇",intercal:"⊺",leqq:"≦",geqq:"≧",leqslant:"⩽",geqslant:"⩾",eqslantless:"⪕",eqslantgtr:"⪖",lesssim:"≲",gtrsim:"≳",lessapprox:"⪅",gtrapprox:"⪆",approxeq:"≊",lessdot:"⋖",gtrdot:"⋗",lll:"⋘",llless:"⋘",ggg:"⋙",gggtr:"⋙",lessgtr:"≶",gtrless:"≷",lesseqgtr:"⋚",gtreqless:"⋛",lesseqqgtr:"⪋",gtreqqless:"⪌",doteqdot:"≑",Doteq:"≑",eqcirc:"≖",risingdotseq:"≓",circeq:"≗",fallingdotseq:"≒",triangleq:"≜",backsim:"∽",thicksim:["∼",{variantForm:!0}],backsimeq:"⋍",thickapprox:["≈",{variantForm:!0}],subseteqq:"⫅",supseteqq:"⫆",Subset:"⋐",Supset:"⋑",sqsubset:"⊏",sqsupset:"⊐",preccurlyeq:"≼",succcurlyeq:"≽",curlyeqprec:"⋞",curlyeqsucc:"⋟",precsim:"≾",succsim:"≿",precapprox:"⪷",succapprox:"⪸",vartriangleleft:"⊲",lhd:"⊲",vartriangleright:"⊳",rhd:"⊳",trianglelefteq:"⊴",unlhd:"⊴",trianglerighteq:"⊵",unrhd:"⊵",vDash:["⊨",{variantForm:!0}],Vdash:"⊩",Vvdash:"⊪",smallsmile:["⌣",{variantForm:!0}],shortmid:["∣",{variantForm:!0}],smallfrown:["⌢",{variantForm:!0}],shortparallel:["∥",{variantForm:!0}],bumpeq:"≏",between:"≬",Bumpeq:"≎",pitchfork:"⋔",varpropto:["∝",{variantForm:!0}],backepsilon:"∍",blacktriangleleft:"◂",blacktriangleright:"▸",therefore:"∴",because:"∵",eqsim:"≂",vartriangle:["△",{variantForm:!0}],Join:"⋈",nless:"≮",ngtr:"≯",nleq:"≰",ngeq:"≱",nleqslant:["⪇",{variantForm:!0}],ngeqslant:["⪈",{variantForm:!0}],nleqq:["≰",{variantForm:!0}],ngeqq:["≱",{variantForm:!0}],lneq:"⪇",gneq:"⪈",lneqq:"≨",gneqq:"≩",lvertneqq:["≨",{variantForm:!0}],gvertneqq:["≩",{variantForm:!0}],lnsim:"⋦",gnsim:"⋧",lnapprox:"⪉",gnapprox:"⪊",nprec:"⊀",nsucc:"⊁",npreceq:["⋠",{variantForm:!0}],nsucceq:["⋡",{variantForm:!0}],precneqq:"⪵",succneqq:"⪶",precnsim:"⋨",succnsim:"⋩",precnapprox:"⪹",succnapprox:"⪺",nsim:"≁",ncong:"≇",nshortmid:["∤",{variantForm:!0}],nshortparallel:["∦",{variantForm:!0}],nmid:"∤",nparallel:"∦",nvdash:"⊬",nvDash:"⊭",nVdash:"⊮",nVDash:"⊯",ntriangleleft:"⋪",ntriangleright:"⋫",ntrianglelefteq:"⋬",ntrianglerighteq:"⋭",nsubseteq:"⊈",nsupseteq:"⊉",nsubseteqq:["⊈",{variantForm:!0}],nsupseteqq:["⊉",{variantForm:!0}],subsetneq:"⊊",supsetneq:"⊋",varsubsetneq:["⊊",{variantForm:!0}],varsupsetneq:["⊋",{variantForm:!0}],subsetneqq:"⫋",supsetneqq:"⫌",varsubsetneqq:["⫋",{variantForm:!0}],varsupsetneqq:["⫌",{variantForm:!0}],leftleftarrows:"⇇",rightrightarrows:"⇉",leftrightarrows:"⇆",rightleftarrows:"⇄",Lleftarrow:"⇚",Rrightarrow:"⇛",twoheadleftarrow:"↞",twoheadrightarrow:"↠",leftarrowtail:"↢",rightarrowtail:"↣",looparrowleft:"↫",looparrowright:"↬",leftrightharpoons:"⇋",rightleftharpoons:["⇌",{variantForm:!0}],curvearrowleft:"↶",curvearrowright:"↷",circlearrowleft:"↺",circlearrowright:"↻",Lsh:"↰",Rsh:"↱",upuparrows:"⇈",downdownarrows:"⇊",upharpoonleft:"↿",upharpoonright:"↾",downharpoonleft:"⇃",restriction:"↾",multimap:"⊸",downharpoonright:"⇂",leftrightsquigarrow:"↭",rightsquigarrow:"⇝",leadsto:"⇝",dashrightarrow:"⇢",dashleftarrow:"⇠",nleftarrow:"↚",nrightarrow:"↛",nLeftarrow:"⇍",nRightarrow:"⇏",nleftrightarrow:"↮",nLeftrightarrow:"⇎"}),new sm$3.DelimiterMap("AMSsymbols-delimiter",ParseMethods_js_1$5.default.delimiter,{"\\ulcorner":"⌜","\\urcorner":"⌝","\\llcorner":"⌞","\\lrcorner":"⌟"}),new sm$3.CommandMap("AMSsymbols-macros",{implies:["Macro","\\;\\Longrightarrow\\;"],impliedby:["Macro","\\;\\Longleftarrow\\;"]},AmsMethods_js_1$2.AmsMethods);var _a$6,__extends$9=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(AmsConfiguration,"__esModule",{value:!0}),AmsConfiguration.AmsConfiguration=AmsConfiguration.AmsTags=void 0;var 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S=b(u,v,!1);_(a,u,M-S)}}var H=p(E);if(null!=(0,e.getProperty)(H,"inference")){var C=y(H,!0);_(a,H,-C,!0);var O=b(u,v,!0),A=(0,e.getProperty)(u,"maxAdjust");null!=A&&(C=Math.max(C,A));var k=void 0;if(!L&&(k=m(u))){var I=f(k);if(I){var V=a.nodeFactory.create("node","mspace",[],{width:C-O+"em"});I.appendChild(V),u.removeProperty("maxAdjust")}else{var N=g(k);N&&(C=(0,e.getProperty)(N,"maxAdjust")?Math.max((0,e.getProperty)(N,"maxAdjust"),C):C,(0,e.setProperty)(N,"maxAdjust",C))}}else _(a,(0,e.getProperty)(u,"proof")?u:u.parent,C-O,!0)}}}catch(e){n={error:e}}finally{try{c&&!c.done&&(i=s.return)&&i.call(s)}finally{if(n)throw n.error}}};var x="bspr_",M=((t={})[x+"maxAdjust"]=!0,t);e.setProperty=function(e,t,n){a.default.setProperty(e,x+t,n)},e.getProperty=function(e,t){return a.default.getProperty(e,x+t)},e.removeProperty=function(e,t){e.removeProperty(x+t)},e.makeBsprAttributes=function(e){e.data.root.walkTree((function(e,t){var n=[];e.getPropertyNames().forEach((function(t){!M[t]&&t.match(RegExp("^"+x))&&n.push(t+":"+e.getProperty(t))})),n.length&&a.default.setAttribute(e,"semantics",n.join(";"))}))},e.saveDocument=function(e){if(!("getBBox"in(s=e.document).outputJax))throw Error("The bussproofs extension requires an output jax with a getBBox() method")},e.clearDocument=function(e){s=null}}(BussproofsUtil$2);var __extends$7=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new 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TexError_js_1$9=__importDefault$m(TexError$1),TexParser_js_1$5=__importDefault$m(requireTexParser()),ParseUtil_js_1$6=__importDefault$m(requireParseUtil()),BussproofsUtil=__importStar$2(BussproofsUtil$2),BussproofsMethods={Prooftree:function(e,t){return e.Push(t),e.itemFactory.create("proofTree").setProperties({name:t.getName(),line:"solid",currentLine:"solid",rootAtTop:!1})},Axiom:function(e,t){var n=e.stack.Top();if("proofTree"!==n.kind)throw new TexError_js_1$9.default("IllegalProofCommand","Proof commands only allowed in prooftree environment.");var r=paddedContent(e,e.GetArgument(t));BussproofsUtil.setProperty(r,"axiom",!0),n.Push(r)}},paddedContent=function(e,t){var n=ParseUtil_js_1$6.default.internalMath(e,ParseUtil_js_1$6.default.trimSpaces(t),0);if(!n[0].childNodes[0].childNodes.length)return e.create("node","mrow",[]);var r=e.create("node","mspace",[],{width:".5ex"}),i=e.create("node","mspace",[],{width:".5ex"});return e.create("node","mrow",__spreadArray$1(__spreadArray$1([r],__read$3(n),!1),[i],!1))};function createRule(e,t,n,r,i,a,o){var s,l,c,d,T=e.create("node","mtr",[e.create("node","mtd",[t],{})],{}),u=e.create("node","mtr",[e.create("node","mtd",n,{})],{}),Q=e.create("node","mtable",o?[u,T]:[T,u],{align:"top 2",rowlines:a,framespacing:"0 0"});if(BussproofsUtil.setProperty(Q,"inferenceRule",o?"up":"down"),r&&(s=e.create("node","mpadded",[r],{height:"+.5em",width:"+.5em",voffset:"-.15em"}),BussproofsUtil.setProperty(s,"prooflabel","left")),i&&(l=e.create("node","mpadded",[i],{height:"+.5em",width:"+.5em",voffset:"-.15em"}),BussproofsUtil.setProperty(l,"prooflabel","right")),r&&i)c=[s,Q,l],d="both";else if(r)c=[s,Q],d="left";else{if(!i)return Q;c=[Q,l],d="right"}return Q=e.create("node","mrow",c),BussproofsUtil.setProperty(Q,"labelledRule",d),Q}function parseFCenterLine(e,t){if("$"!==e.GetNext())throw new TexError_js_1$9.default("IllegalUseOfCommand","Use of %1 does not match it's 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tree badly specified.");var i=r.getProperty("rootAtTop"),a=1!==n||r.Peek()[0].childNodes.length?n:0,o=[];do{o.length&&o.unshift(e.create("node","mtd",[],{})),o.unshift(e.create("node","mtd",[r.Pop()],{rowalign:i?"top":"bottom"})),n--}while(n>0);var s=e.create("node","mtr",o,{}),l=e.create("node","mtable",[s],{framespacing:"0 0"}),c=paddedContent(e,e.GetArgument(t)),d=r.getProperty("currentLine");d!==r.getProperty("line")&&r.setProperty("currentLine",r.getProperty("line"));var T=createRule(e,l,[c],r.getProperty("left"),r.getProperty("right"),d,i);r.setProperty("left",null),r.setProperty("right",null),BussproofsUtil.setProperty(T,"inference",a),e.configuration.addNode("inference",T),r.Push(T)},BussproofsMethods.Label=function(e,t,n){var r=e.stack.Top();if("proofTree"!==r.kind)throw new TexError_js_1$9.default("IllegalProofCommand","Proof commands only allowed in prooftree environment.");var i=ParseUtil_js_1$6.default.internalMath(e,e.GetArgument(t),0),a=i.length>1?e.create("node","mrow",i,{}):i[0];r.setProperty(n,a)},BussproofsMethods.SetLine=function(e,t,n,r){var i=e.stack.Top();if("proofTree"!==i.kind)throw new TexError_js_1$9.default("IllegalProofCommand","Proof commands only allowed in prooftree environment.");i.setProperty("currentLine",n),r&&i.setProperty("line",n)},BussproofsMethods.RootAtTop=function(e,t,n){var r=e.stack.Top();if("proofTree"!==r.kind)throw new TexError_js_1$9.default("IllegalProofCommand","Proof commands only allowed in prooftree environment.");r.setProperty("rootAtTop",n)},BussproofsMethods.AxiomF=function(e,t){var n=e.stack.Top();if("proofTree"!==n.kind)throw new TexError_js_1$9.default("IllegalProofCommand","Proof commands only allowed in prooftree environment.");var r=parseFCenterLine(e,t);BussproofsUtil.setProperty(r,"axiom",!0),n.Push(r)},BussproofsMethods.FCenter=function(e,t){},BussproofsMethods.InferenceF=function(e,t,n){var r=e.stack.Top();if("proofTree"!==r.kind)throw new TexError_js_1$9.default("IllegalProofCommand","Proof commands only allowed in prooftree environment.");if(r.Size()<n)throw new TexError_js_1$9.default("BadProofTree","Proof tree badly specified.");var i=r.getProperty("rootAtTop"),a=1!==n||r.Peek()[0].childNodes.length?n:0,o=[];do{o.length&&o.unshift(e.create("node","mtd",[],{})),o.unshift(e.create("node","mtd",[r.Pop()],{rowalign:i?"top":"bottom"})),n--}while(n>0);var s=e.create("node","mtr",o,{}),l=e.create("node","mtable",[s],{framespacing:"0 0"}),c=parseFCenterLine(e,t),d=r.getProperty("currentLine");d!==r.getProperty("line")&&r.setProperty("currentLine",r.getProperty("line"));var T=createRule(e,l,[c],r.getProperty("left"),r.getProperty("right"),d,i);r.setProperty("left",null),r.setProperty("right",null),BussproofsUtil.setProperty(T,"inference",a),e.configuration.addNode("inference",T),r.Push(T)},BussproofsMethods$1.default=BussproofsMethods;var _a$4,__importDefault$l=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}},BussproofsMethods_js_1=__importDefault$l(BussproofsMethods$1),ParseMethods_js_1$3=__importDefault$l(ParseMethods$1),SymbolMap_js_1$c=SymbolMap;new SymbolMap_js_1$c.CommandMap("Bussproofs-macros",{AxiomC:"Axiom",UnaryInfC:["Inference",1],BinaryInfC:["Inference",2],TrinaryInfC:["Inference",3],QuaternaryInfC:["Inference",4],QuinaryInfC:["Inference",5],RightLabel:["Label","right"],LeftLabel:["Label","left"],AXC:"Axiom",UIC:["Inference",1],BIC:["Inference",2],TIC:["Inference",3],RL:["Label","right"],LL:["Label","left"],noLine:["SetLine","none",!1],singleLine:["SetLine","solid",!1],solidLine:["SetLine","solid",!1],dashedLine:["SetLine","dashed",!1],alwaysNoLine:["SetLine","none",!0],alwaysSingleLine:["SetLine","solid",!0],alwaysSolidLine:["SetLine","solid",!0],alwaysDashedLine:["SetLine","dashed",!0],rootAtTop:["RootAtTop",!0],alwaysRootAtTop:["RootAtTop",!0],rootAtBottom:["RootAtTop",!1],alwaysRootAtBottom:["RootAtTop",!1],fCenter:"FCenter",Axiom:"AxiomF",UnaryInf:["InferenceF",1],BinaryInf:["InferenceF",2],TrinaryInf:["InferenceF",3],QuaternaryInf:["InferenceF",4],QuinaryInf:["InferenceF",5]},BussproofsMethods_js_1.default),new SymbolMap_js_1$c.EnvironmentMap("Bussproofs-environments",ParseMethods_js_1$3.default.environment,{prooftree:["Prooftree",null,!1]},BussproofsMethods_js_1.default),Object.defineProperty(BussproofsConfiguration,"__esModule",{value:!0}),BussproofsConfiguration.BussproofsConfiguration=void 0;var Configuration_js_1$f=Configuration,BussproofsItems_js_1=BussproofsItems,BussproofsUtil_js_1=BussproofsUtil$2;BussproofsConfiguration.BussproofsConfiguration=Configuration_js_1$f.Configuration.create("bussproofs",{handler:{macro:["Bussproofs-macros"],environment:["Bussproofs-environments"]},items:(_a$4={},_a$4[BussproofsItems_js_1.ProofTreeItem.prototype.kind]=BussproofsItems_js_1.ProofTreeItem,_a$4),preprocessors:[[BussproofsUtil_js_1.saveDocument,1]],postprocessors:[[BussproofsUtil_js_1.clearDocument,3],[BussproofsUtil_js_1.makeBsprAttributes,2],[BussproofsUtil_js_1.balanceRules,1]]});var CancelConfiguration={},EncloseConfiguration={};!function(e){var t=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(e,"__esModule",{value:!0}),e.EncloseConfiguration=e.EncloseMethods=e.ENCLOSE_OPTIONS=void 0;var n=Configuration,r=SymbolMap,i=t(requireParseUtil());e.ENCLOSE_OPTIONS={"data-arrowhead":1,color:1,mathcolor:1,background:1,mathbackground:1,"data-padding":1,"data-thickness":1},e.EncloseMethods={},e.EncloseMethods.Enclose=function(t,n){var r=t.GetArgument(n).replace(/,/g," "),a=t.GetBrackets(n,""),o=t.ParseArg(n),s=i.default.keyvalOptions(a,e.ENCLOSE_OPTIONS);s.notation=r,t.Push(t.create("node","menclose",[o],s))},new r.CommandMap("enclose",{enclose:"Enclose"},e.EncloseMethods),e.EncloseConfiguration=n.Configuration.create("enclose",{handler:{macro:["enclose"]}})}(EncloseConfiguration),function(e){var t=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(e,"__esModule",{value:!0}),e.CancelConfiguration=e.CancelMethods=void 0;var n=Configuration,r=TexConstants,i=SymbolMap,a=t(requireParseUtil()),o=EncloseConfiguration;e.CancelMethods={},e.CancelMethods.Cancel=function(e,t,n){var r=e.GetBrackets(t,""),i=e.ParseArg(t),s=a.default.keyvalOptions(r,o.ENCLOSE_OPTIONS);s.notation=n,e.Push(e.create("node","menclose",[i],s))},e.CancelMethods.CancelTo=function(e,t){var n=e.GetBrackets(t,""),i=e.ParseArg(t),s=e.ParseArg(t),l=a.default.keyvalOptions(n,o.ENCLOSE_OPTIONS);l.notation=[r.TexConstant.Notation.UPDIAGONALSTRIKE,r.TexConstant.Notation.UPDIAGONALARROW,r.TexConstant.Notation.NORTHEASTARROW].join(" "),i=e.create("node","mpadded",[i],{depth:"-.1em",height:"+.1em",voffset:".1em"}),e.Push(e.create("node","msup",[e.create("node","menclose",[s],l),i]))},new i.CommandMap("cancel",{cancel:["Cancel",r.TexConstant.Notation.UPDIAGONALSTRIKE],bcancel:["Cancel",r.TexConstant.Notation.DOWNDIAGONALSTRIKE],xcancel:["Cancel",r.TexConstant.Notation.UPDIAGONALSTRIKE+" "+r.TexConstant.Notation.DOWNDIAGONALSTRIKE],cancelto:"CancelTo"},e.CancelMethods),e.CancelConfiguration=n.Configuration.create("cancel",{handler:{macro:["cancel"]}})}(CancelConfiguration);var CasesConfiguration={},EmpheqUtil={};!function(e){var t=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},n=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return 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n=e.GetArgument(t),r=e.GetArgument(t),i=e.GetArgument(t);e.configuration.packageData.get("color").model.defineColor(r,n,i)},e.ColorMethods.ColorBox=function(e,t){var a=e.GetArgument(t),o=r.default.internalMath(e,e.GetArgument(t)),s=e.configuration.packageData.get("color").model,l=e.create("node","mpadded",o,{mathbackground:s.getColor("named",a)});n.default.setProperties(l,i(e.options.color.padding)),e.Push(l)},e.ColorMethods.FColorBox=function(e,t){var a=e.GetArgument(t),o=e.GetArgument(t),s=r.default.internalMath(e,e.GetArgument(t)),l=e.options.color,c=e.configuration.packageData.get("color").model,d=e.create("node","mpadded",s,{mathbackground:c.getColor("named",o),style:"border: ".concat(l.borderWidth," solid ").concat(c.getColor("named",a))});n.default.setProperties(d,i(l.padding)),e.Push(d)}}(ColorMethods);var ColorUtil={},ColorConstants={};Object.defineProperty(ColorConstants,"__esModule",{value:!0}),ColorConstants.COLORS=void 0,ColorConstants.COLORS=new Map([["Apricot","#FBB982"],["Aquamarine","#00B5BE"],["Bittersweet","#C04F17"],["Black","#221E1F"],["Blue","#2D2F92"],["BlueGreen","#00B3B8"],["BlueViolet","#473992"],["BrickRed","#B6321C"],["Brown","#792500"],["BurntOrange","#F7921D"],["CadetBlue","#74729A"],["CarnationPink","#F282B4"],["Cerulean","#00A2E3"],["CornflowerBlue","#41B0E4"],["Cyan","#00AEEF"],["Dandelion","#FDBC42"],["DarkOrchid","#A4538A"],["Emerald","#00A99D"],["ForestGreen","#009B55"],["Fuchsia","#8C368C"],["Goldenrod","#FFDF42"],["Gray","#949698"],["Green","#00A64F"],["GreenYellow","#DFE674"],["JungleGreen","#00A99A"],["Lavender","#F49EC4"],["LimeGreen","#8DC73E"],["Magenta","#EC008C"],["Mahogany","#A9341F"],["Maroon","#AF3235"],["Melon","#F89E7B"],["MidnightBlue","#006795"],["Mulberry","#A93C93"],["NavyBlue","#006EB8"],["OliveGreen","#3C8031"],["Orange","#F58137"],["OrangeRed","#ED135A"],["Orchid","#AF72B0"],["Peach","#F7965A"],["Periwinkle","#7977B8"],["PineGreen","#008B72"],["Plum","#92268F"],["ProcessBlue","#00B0F0"],["Purple","#99479B"],["RawSienna","#974006"],["Red","#ED1B23"],["RedOrange","#F26035"],["RedViolet","#A1246B"],["Rhodamine","#EF559F"],["RoyalBlue","#0071BC"],["RoyalPurple","#613F99"],["RubineRed","#ED017D"],["Salmon","#F69289"],["SeaGreen","#3FBC9D"],["Sepia","#671800"],["SkyBlue","#46C5DD"],["SpringGreen","#C6DC67"],["Tan","#DA9D76"],["TealBlue","#00AEB3"],["Thistle","#D883B7"],["Turquoise","#00B4CE"],["Violet","#58429B"],["VioletRed","#EF58A0"],["White","#FFFFFF"],["WildStrawberry","#EE2967"],["Yellow","#FFF200"],["YellowGreen","#98CC70"],["YellowOrange","#FAA21A"]]);var __values$4=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},__importDefault$j=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(ColorUtil,"__esModule",{value:!0}),ColorUtil.ColorModel=void 0;var TexError_js_1$8=__importDefault$j(TexError$1),ColorConstants_js_1=ColorConstants,ColorModelProcessors=new Map,ColorModel=function(){function e(){this.userColors=new Map}return e.prototype.normalizeColor=function(e,t){if(!e||"named"===e)return t;if(ColorModelProcessors.has(e))return ColorModelProcessors.get(e)(t);throw new TexError_js_1$8.default("UndefinedColorModel","Color model '%1' not 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c=Math.floor(255*l).toString(16);c.length<2&&(c="0"+c),i+=c}}catch(e){t={error:e}}finally{try{o&&!o.done&&(n=a.return)&&n.call(a)}finally{if(t)throw t.error}}return i})),ColorModelProcessors.set("RGB",(function(e){var t,n,r=e.trim().split(/\s*,\s*/),i="#";if(3!==r.length)throw new TexError_js_1$8.default("ModelArg1","Color values for the %1 model require 3 numbers","RGB");try{for(var a=__values$4(r),o=a.next();!o.done;o=a.next()){var s=o.value;if(!s.match(/^\d+$/))throw new TexError_js_1$8.default("InvalidNumber","Invalid number");var l=parseInt(s);if(l>255)throw new TexError_js_1$8.default("ModelArg2","Color values for the %1 model must be between %2 and %3","RGB","0","255");var c=l.toString(16);c.length<2&&(c="0"+c),i+=c}}catch(e){t={error:e}}finally{try{o&&!o.done&&(n=a.return)&&n.call(a)}finally{if(t)throw t.error}}return i})),ColorModelProcessors.set("gray",(function(e){if(!e.match(/^\s*(\d+(\.\d*)?|\.\d+)\s*$/))throw new TexError_js_1$8.default("InvalidDecimalNumber","Invalid decimal number");var t=parseFloat(e);if(t<0||t>1)throw new TexError_js_1$8.default("ModelArg2","Color values for the %1 model must be between %2 and %3","gray","0","1");var n=Math.floor(255*t).toString(16);return n.length<2&&(n="0"+n),"#".concat(n).concat(n).concat(n)})),Object.defineProperty(ColorConfiguration,"__esModule",{value:!0}),ColorConfiguration.ColorConfiguration=void 0;var SymbolMap_js_1$a=SymbolMap,Configuration_js_1$d=Configuration,ColorMethods_js_1=ColorMethods,ColorUtil_js_1=ColorUtil;new SymbolMap_js_1$a.CommandMap("color",{color:"Color",textcolor:"TextColor",definecolor:"DefineColor",colorbox:"ColorBox",fcolorbox:"FColorBox"},ColorMethods_js_1.ColorMethods);var config$1=function(e,t){t.parseOptions.packageData.set("color",{model:new ColorUtil_js_1.ColorModel})};ColorConfiguration.ColorConfiguration=Configuration_js_1$d.Configuration.create("color",{handler:{macro:["color"]},options:{color:{padding:"5px",borderWidth:"2px"}},config:config$1});var ColorV2Configuration={};!function(e){Object.defineProperty(e,"__esModule",{value:!0}),e.ColorConfiguration=e.ColorV2Methods=void 0;var t=SymbolMap,n=Configuration;e.ColorV2Methods={Color:function(e,t){var n=e.GetArgument(t),r=e.stack.env.color;e.stack.env.color=n;var i=e.ParseArg(t);r?e.stack.env.color=r:delete e.stack.env.color;var a=e.create("node","mstyle",[i],{mathcolor:n});e.Push(a)}},new t.CommandMap("colorv2",{color:"Color"},e.ColorV2Methods),e.ColorConfiguration=n.Configuration.create("colorv2",{handler:{macro:["colorv2"]}})}(ColorV2Configuration);var ColortblConfiguration={},__extends$6=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or 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e&&e.__esModule?e:{default:e}};Object.defineProperty(e,"__esModule",{value:!0}),e.ExtpfeilConfiguration=e.ExtpfeilMethods=void 0;var n=Configuration,r=SymbolMap,i=AmsMethods,a=t(NewcommandUtil$1),o=NewcommandConfiguration,s=t(TexError$1);e.ExtpfeilMethods={},e.ExtpfeilMethods.xArrow=i.AmsMethods.xArrow,e.ExtpfeilMethods.NewExtArrow=function(t,n){var r=t.GetArgument(n),i=t.GetArgument(n),o=t.GetArgument(n);if(!r.match(/^\\([a-z]+|.)$/i))throw new s.default("NewextarrowArg1","First argument to %1 must be a control sequence name",n);if(!i.match(/^(\d+),(\d+)$/))throw new s.default("NewextarrowArg2","Second argument to %1 must be two integers separated by a comma",n);if(!o.match(/^(\d+|0x[0-9A-F]+)$/i))throw new s.default("NewextarrowArg3","Third argument to %1 must be a unicode character number",n);r=r.substr(1);var l=i.split(",");a.default.addMacro(t,r,e.ExtpfeilMethods.xArrow,[parseInt(o),parseInt(l[0]),parseInt(l[1])])},new r.CommandMap("extpfeil",{xtwoheadrightarrow:["xArrow",8608,12,16],xtwoheadleftarrow:["xArrow",8606,17,13],xmapsto:["xArrow",8614,6,7],xlongequal:["xArrow",61,7,7],xtofrom:["xArrow",8644,12,12],Newextarrow:"NewExtArrow"},e.ExtpfeilMethods),e.ExtpfeilConfiguration=n.Configuration.create("extpfeil",{handler:{macro:["extpfeil"]},init:function(e){o.NewcommandConfiguration.init(e)}})}(ExtpfeilConfiguration);var GensymbConfiguration={};Object.defineProperty(GensymbConfiguration,"__esModule",{value:!0}),GensymbConfiguration.GensymbConfiguration=void 0;var Configuration_js_1$9=Configuration,TexConstants_js_1$5=TexConstants,SymbolMap_js_1$6=SymbolMap;function mathcharUnit(e,t){var n=t.attributes||{};n.mathvariant=TexConstants_js_1$5.TexConstant.Variant.NORMAL,n.class="MathML-Unit";var r=e.create("token","mi",n,t.char);e.Push(r)}new SymbolMap_js_1$6.CharacterMap("gensymb-symbols",mathcharUnit,{ohm:"Ω",degree:"°",celsius:"℃",perthousand:"‰",micro:"µ"}),GensymbConfiguration.GensymbConfiguration=Configuration_js_1$9.Configuration.create("gensymb",{handler:{macro:["gensymb-symbols"]}});var HtmlConfiguration={},HtmlMethods$1={},__importDefault$b=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(HtmlMethods$1,"__esModule",{value:!0});var NodeUtil_js_1$4=__importDefault$b(NodeUtil$1),HtmlMethods={Href:function(e,t){var n=e.GetArgument(t),r=GetArgumentMML(e,t);NodeUtil_js_1$4.default.setAttribute(r,"href",n),e.Push(r)},Class:function(e,t){var n=e.GetArgument(t),r=GetArgumentMML(e,t),i=NodeUtil_js_1$4.default.getAttribute(r,"class");i&&(n=i+" "+n),NodeUtil_js_1$4.default.setAttribute(r,"class",n),e.Push(r)},Style:function(e,t){var n=e.GetArgument(t),r=GetArgumentMML(e,t),i=NodeUtil_js_1$4.default.getAttribute(r,"style");i&&(";"!==n.charAt(n.length-1)&&(n+=";"),n=i+" "+n),NodeUtil_js_1$4.default.setAttribute(r,"style",n),e.Push(r)},Id:function(e,t){var n=e.GetArgument(t),r=GetArgumentMML(e,t);NodeUtil_js_1$4.default.setAttribute(r,"id",n),e.Push(r)}},GetArgumentMML=function(e,t){var n=e.ParseArg(t);if(!NodeUtil_js_1$4.default.isInferred(n))return n;var r=NodeUtil_js_1$4.default.getChildren(n);if(1===r.length)return r[0];var i=e.create("node","mrow");return NodeUtil_js_1$4.default.copyChildren(n,i),NodeUtil_js_1$4.default.copyAttributes(n,i),i};HtmlMethods$1.default=HtmlMethods;var __importDefault$a=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(HtmlConfiguration,"__esModule",{value:!0}),HtmlConfiguration.HtmlConfiguration=void 0;var 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o},t=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(MathtoolsUtil,"__esModule",{value:!0}),MathtoolsUtil.MathtoolsUtil=void 0;var n=BaseItems,r=t(requireParseUtil()),i=t(requireTexParser()),a=t(TexError$1),o=_Symbol,s=Options,l=requireMathtoolsMethods(),c=requireMathtoolsConfiguration();return MathtoolsUtil.MathtoolsUtil={setDisplayLevel:function(t,n){if(n){var r=e((0,s.lookup)(n,{"\\displaystyle":[!0,0],"\\textstyle":[!1,0],"\\scriptstyle":[!1,1],"\\scriptscriptstyle":[!1,2]},[null,null]),2),i=r[0],a=r[1];null!==i&&(t.attributes.set("displaystyle",i),t.attributes.set("scriptlevel",a))}},checkAlignment:function(e,t){var r=e.stack.Top();if(r.kind!==n.EqnArrayItem.prototype.kind)throw new a.default("NotInAlignment","%1 can only be used in aligment environments",t);return r},addPairedDelims:function(e,t,n){e.handlers.retrieve(c.PAIREDDELIMS).add(t,new o.Macro(t,l.MathtoolsMethods.PairedDelimiters,n))},spreadLines:function(e,t){if(e.isKind("mtable")){var n=e.attributes.get("rowspacing");if(n){var i=r.default.dimen2em(t);n=n.split(/ /).map((function(e){return r.default.Em(Math.max(0,r.default.dimen2em(e)+i))})).join(" ")}else n=t;e.attributes.set("rowspacing",n)}},plusOrMinus:function(e,t){if(!(t=t.trim()).match(/^[-+]?(?:\d+(?:\.\d*)?|\.\d+)$/))throw new a.default("NotANumber","Argument to %1 is not a number",e);return t.match(/^[-+]/)?t:"+"+t},getScript:function(e,t,n){var a=r.default.trimSpaces(e.GetArgument(t));if(""===a)return e.create("node","none");var o=e.options.mathtools["prescript-".concat(n,"-format")];return o&&(a="".concat(o,"{").concat(a,"}")),new i.default(a,e.stack.env,e.configuration).mml()}},MathtoolsUtil}function requireMathtoolsMethods(){return hasRequiredMathtoolsMethods||(hasRequiredMathtoolsMethods=1,function(e){var t=commonjsGlobal&&commonjsGlobal.__assign||function(){return t=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},t.apply(this,arguments)},n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},r=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},i=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(e,"__esModule",{value:!0}),e.MathtoolsMethods=void 0;var a=i(requireParseUtil()),o=AmsMethods,s=i(BaseMethods$1),l=i(requireTexParser()),c=i(TexError$1),d=i(NodeUtil$1),T=MmlNode,u=lengths$1,Q=Options,p=i(NewcommandUtil$1),h=i(NewcommandMethods$1),m=requireMathtoolsUtil();e.MathtoolsMethods={MtMatrix:function(t,n,r,i){var a=t.GetBrackets("\\begin{".concat(n.getName(),"}"),"c");return e.MathtoolsMethods.Array(t,n,r,i,a)},MtSmallMatrix:function(t,n,r,i,o){return o||(o=t.GetBrackets("\\begin{".concat(n.getName(),"}"),t.options.mathtools["smallmatrix-align"])),e.MathtoolsMethods.Array(t,n,r,i,o,a.default.Em(1/3),".2em","S",1)},MtMultlined:function(e,t){var r,i="\\begin{".concat(t.getName(),"}"),o=e.GetBrackets(i,e.options.mathtools["multlined-pos"]||"c"),s=o?e.GetBrackets(i,""):"";o&&!o.match(/^[cbt]$/)&&(s=(r=n([o,s],2))[0],o=r[1]),e.Push(t);var l=e.itemFactory.create("multlined",e,t);return 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n=e.GetBrackets(t,"").trim(),r=e.ParseArg(t),i=e.create("node","mstyle",[r],{"data-cramped":!0});m.MathtoolsUtil.setDisplayLevel(i,n),e.Push(i)},MtLap:function(e,t,n){var r=a.default.internalMath(e,e.GetArgument(t),0),i=e.create("node","mpadded",r,{width:0});"r"!==n&&d.default.setAttribute(i,"lspace","l"===n?"-1width":"-.5width"),e.Push(i)},MathMakeBox:function(e,t){var n=e.GetBrackets(t),r=e.GetBrackets(t,"c"),i=e.create("node","mpadded",[e.ParseArg(t)]);n&&d.default.setAttribute(i,"width",n);var a=(0,Q.lookup)(r,{c:"center",r:"right"},"");a&&d.default.setAttribute(i,"data-align",a),e.Push(i)},MathMBox:function(e,t){e.Push(e.create("node","mrow",[e.ParseArg(t)]))},UnderOverBracket:function(e,t){var r=(0,u.length2em)(e.GetBrackets(t,".1em"),.1),i=e.GetBrackets(t,".2em"),o=e.GetArgument(t),s=n("o"===t.charAt(1)?["over","accent","bottom"]:["under","accentunder","top"],3),c=s[0],T=s[1],Q=s[2],p=(0,u.em)(r),h=new l.default(o,e.stack.env,e.configuration).mml(),m=new l.default(o,e.stack.env,e.configuration).mml(),f=e.create("node","mpadded",[e.create("node","mphantom",[m])],{style:"border: ".concat(p," solid; border-").concat(Q,": none"),height:i,depth:0}),g=a.default.underOver(e,h,f,c,!0),b=d.default.getChildAt(d.default.getChildAt(g,0),0);d.default.setAttribute(b,T,!0),e.Push(g)},Aboxed:function(e,t){var n=m.MathtoolsUtil.checkAlignment(e,t);n.row.length%2==1&&n.row.push(e.create("node","mtd",[]));var r=e.GetArgument(t),i=e.string.substr(e.i);e.string=r+"&&\\endAboxed",e.i=0;var o=e.GetUpTo(t,"&"),s=e.GetUpTo(t,"&");e.GetUpTo(t,"\\endAboxed");var l=a.default.substituteArgs(e,[o,s],"\\rlap{\\boxed{#1{}#2}}\\kern.267em\\phantom{#1}&\\phantom{{}#2}\\kern.267em");e.string=l+i,e.i=0},ArrowBetweenLines:function(e,t){var n=m.MathtoolsUtil.checkAlignment(e,t);if(n.Size()||n.row.length)throw new c.default("BetweenLines","%1 must be on a row by itself",t);var r=e.GetStar(),i=e.GetBrackets(t,"\\Updownarrow");r&&(n.EndEntry(),n.EndEntry());var a=r?"\\quad"+i:i+"\\quad",o=new l.default(a,e.stack.env,e.configuration).mml();e.Push(o),n.EndEntry(),n.EndRow()},VDotsWithin:function(e,n){var r=e.stack.Top(),i=r.getProperty("flushspaceabove")===r.table.length,a="\\mmlToken{mi}{}"+e.GetArgument(n)+"\\mmlToken{mi}{}",o=new l.default(a,e.stack.env,e.configuration).mml(),s=e.create("node","mpadded",[e.create("node","mpadded",[e.create("node","mo",[e.create("text","⋮")])],t({width:0,lspace:"-.5width"},i?{height:"-.6em",voffset:"-.18em"}:{})),e.create("node","mphantom",[o])],{lspace:".5width"});e.Push(s)},ShortVDotsWithin:function(t,n){var r=t.stack.Top(),i=t.GetStar();e.MathtoolsMethods.FlushSpaceAbove(t,"\\MTFlushSpaceAbove"),!i&&r.EndEntry(),e.MathtoolsMethods.VDotsWithin(t,"\\vdotswithin"),i&&r.EndEntry(),e.MathtoolsMethods.FlushSpaceBelow(t,"\\MTFlushSpaceBelow")},FlushSpaceAbove:function(e,t){var n=m.MathtoolsUtil.checkAlignment(e,t);n.setProperty("flushspaceabove",n.table.length),n.addRowSpacing("-"+e.options.mathtools.shortvdotsadjustabove)},FlushSpaceBelow:function(e,t){var n=m.MathtoolsUtil.checkAlignment(e,t);n.Size()&&n.EndEntry(),n.EndRow(),n.addRowSpacing("-"+e.options.mathtools.shortvdotsadjustbelow)},PairedDelimiters:function(e,t,r,i,o,s,l,c){void 0===o&&(o="#1"),void 0===s&&(s=1),void 0===l&&(l=""),void 0===c&&(c="");var d=e.GetStar(),T=d?"":e.GetBrackets(t),u=n(d?["\\left","\\right"]:T?[T+"l",T+"r"]:["",""],2),Q=u[0],p=u[1],h=d?"\\middle":T||"";if(s){for(var m=[],f=m.length;f<s;f++)m.push(e.GetArgument(t));l=a.default.substituteArgs(e,m,l),o=a.default.substituteArgs(e,m,o),c=a.default.substituteArgs(e,m,c)}o=o.replace(/\\delimsize/g,h),e.string=[l,Q,r,o,p,i,c,e.string.substr(e.i)].reduce((function(t,n){return a.default.addArgs(e,t,n)}),""),e.i=0,a.default.checkMaxMacros(e)},DeclarePairedDelimiter:function(e,t){var n=p.default.GetCsNameArgument(e,t),r=e.GetArgument(t),i=e.GetArgument(t);m.MathtoolsUtil.addPairedDelims(e.configuration,n,[r,i])},DeclarePairedDelimiterX:function(e,t){var n=p.default.GetCsNameArgument(e,t),r=p.default.GetArgCount(e,t),i=e.GetArgument(t),a=e.GetArgument(t),o=e.GetArgument(t);m.MathtoolsUtil.addPairedDelims(e.configuration,n,[i,a,o,r])},DeclarePairedDelimiterXPP:function(e,t){var n=p.default.GetCsNameArgument(e,t),r=p.default.GetArgCount(e,t),i=e.GetArgument(t),a=e.GetArgument(t),o=e.GetArgument(t),s=e.GetArgument(t),l=e.GetArgument(t);m.MathtoolsUtil.addPairedDelims(e.configuration,n,[a,o,l,r,i,s])},CenterColon:function(e,n,r,i,a){void 0===i&&(i=!1),void 0===a&&(a=!1);var o=e.options.mathtools,s=e.create("token","mo",{},":");if(r&&(o.centercolon||i)){var l=o["centercolon-offset"];s=e.create("node","mpadded",[s],t({voffset:l,height:"+".concat(l),depth:"-".concat(l)},a?{width:o["thincolon-dw"],lspace:o["thincolon-dx"]}:{}))}e.Push(s)},Relation:function(e,t,n,r){e.options.mathtools["use-unicode"]&&r?e.Push(e.create("token","mo",{texClass:T.TEXCLASS.REL},r)):(n="\\mathrel{"+n.replace(/:/g,"\\MTThinColon").replace(/-/g,"\\mathrel{-}")+"}",e.string=a.default.addArgs(e,n,e.string.substr(e.i)),e.i=0)},NArrow:function(e,t,n,r){e.Push(e.create("node","TeXAtom",[e.create("token","mtext",{},n),e.create("node","mpadded",[e.create("node","mpadded",[e.create("node","menclose",[e.create("node","mspace",[],{height:".2em",depth:0,width:".4em"})],{notation:"updiagonalstrike","data-thickness":".05em","data-padding":0})],{width:0,lspace:"-.5width",voffset:r}),e.create("node","mphantom",[e.create("token","mtext",{},n)])],{width:0,lspace:"-.5width"})],{texClass:T.TEXCLASS.REL}))},SplitFrac:function(e,t,n){var r=e.ParseArg(t),i=e.ParseArg(t);e.Push(e.create("node","mstyle",[e.create("node","mfrac",[e.create("node","mstyle",[r,e.create("token","mi"),e.create("token","mspace",{width:"1em"})],{scriptlevel:0}),e.create("node","mstyle",[e.create("token","mspace",{width:"1em"}),e.create("token","mi"),i],{scriptlevel:0})],{linethickness:0,numalign:"left",denomalign:"right"})],{displaystyle:n,scriptlevel:0}))},XMathStrut:function(e,t){var n=e.GetBrackets(t),r=e.GetArgument(t);r=m.MathtoolsUtil.plusOrMinus(t,r),n=m.MathtoolsUtil.plusOrMinus(t,n||r),e.Push(e.create("node","TeXAtom",[e.create("node","mpadded",[e.create("node","mphantom",[e.create("token","mo",{stretchy:!1},"(")])],{width:0,height:r+"height",depth:n+"depth"})],{texClass:T.TEXCLASS.ORD}))},Prescript:function(e,t){var n=m.MathtoolsUtil.getScript(e,t,"sup"),r=m.MathtoolsUtil.getScript(e,t,"sub"),i=m.MathtoolsUtil.getScript(e,t,"arg");if(d.default.isType(n,"none")&&d.default.isType(r,"none"))e.Push(i);else{var a=e.create("node","mmultiscripts",[i]);d.default.getChildren(a).push(null,null),d.default.appendChildren(a,[e.create("node","mprescripts"),r,n]),a.setProperty("fixPrescript",!0),e.Push(a)}},NewTagForm:function(e,t,n){void 0===n&&(n=!1);var r=e.tags;if(!("mtFormats"in r))throw new c.default("TagsNotMT","%1 can only be used with ams or mathtools tags",t);var i=e.GetArgument(t).trim();if(!i)throw new c.default("InvalidTagFormID","Tag form name can't be empty");var a=e.GetBrackets(t,""),o=e.GetArgument(t),s=e.GetArgument(t);if(!n&&r.mtFormats.has(i))throw new c.default("DuplicateTagForm","Duplicate tag form: %1",i);r.mtFormats.set(i,[o,s,a])},UseTagForm:function(e,t){var n=e.tags;if(!("mtFormats"in n))throw new c.default("TagsNotMT","%1 can only be used with ams or mathtools tags",t);var r=e.GetArgument(t).trim();if(r){if(!n.mtFormats.has(r))throw new c.default("UndefinedTagForm","Undefined tag form: %1",r);n.mtCurrent=n.mtFormats.get(r)}else n.mtCurrent=null},SetOptions:function(e,t){var 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"+app.appId,CACHE_STORE="imageCache",BACKUP_STORE="drawingBAK",getKey=e=>`${e.filepath}#${e.blockref??""}#${e.sectionref??""}#${e.isDark?1:0}#${e.hasGroupref}#${e.hasArearef}#${e.hasFrameref}#${e.hasClippedFrameref}#${e.hasSectionref}#${e.inlineFonts}#${e.previewImageType===PreviewImageType.SVGIMG?1:e.previewImageType===PreviewImageType.PNG?0:2}#${e.scale}${e.isTransparent?"#t":""}`;class ImageCache{dbName;cacheStoreName;backupStoreName;db;isInitializing;plugin;app;initializationNotice=!1;obsidanURLCache=new Map;purgeInvalidCacheTimer=null;purgeInvalidBackupTimer=null;destroy(){this.isInitializing=!0,this.purgeInvalidCacheTimer&&clearTimeout(this.purgeInvalidCacheTimer),this.purgeInvalidBackupTimer&&clearTimeout(this.purgeInvalidBackupTimer),this.db=null,this.plugin=null,this.app=null,this.obsidanURLCache.clear(),this.obsidanURLCache=null}constructor(e,t,n){this.dbName=e,this.cacheStoreName=t,this.backupStoreName=n,this.db=null,this.isInitializing=!1,this.plugin=null}async initializeDB(e){if(this.plugin=e,this.app=e.app,!this.isInitializing&&null===this.db){this.isInitializing=!0;try{const e=indexedDB.open(this.dbName);if(e.onupgradeneeded=e=>{const t=e.target.result;t.objectStoreNames.contains(this.cacheStoreName)||t.createObjectStore(this.cacheStoreName),t.objectStoreNames.contains(this.backupStoreName)||t.createObjectStore(this.backupStoreName)},this.db=await new Promise(((t,n)=>{e.onsuccess=e=>{const n=e.target.result;t(n)},e.onerror=()=>{n(new Error(`Failed to open or create IndexedDB database: ${this.dbName}`))}})),!this.db.objectStoreNames.contains(this.cacheStoreName)||!this.db.objectStoreNames.contains(this.backupStoreName)){const e=this.db.version+1;this.db.close();const t=indexedDB.open(this.dbName,e);t.onupgradeneeded=e=>{const t=e.target.result;t.objectStoreNames.contains(this.cacheStoreName)||t.createObjectStore(this.cacheStoreName),t.objectStoreNames.contains(this.backupStoreName)||t.createObjectStore(this.backupStoreName)},await new Promise(((e,n)=>{t.onsuccess=()=>{t.result.close(),e()},t.onerror=()=>{n(new Error(`Failed to upgrade IndexedDB database: ${this.dbName}`))}})),this.db=await new Promise(((e,t)=>{const n=indexedDB.open(this.dbName);n.onsuccess=()=>{const t=n.result;e(t)},n.onerror=()=>{t(new Error(`Failed to open IndexedDB database: ${this.dbName}`))}}))}this.purgeInvalidCacheTimer=window.setTimeout((async()=>{this.purgeInvalidCacheTimer=null,this.purgeInvalidCacheFiles()}),6e4),this.purgeInvalidBackupTimer=window.setTimeout((async()=>{this.purgeInvalidBackupTimer=null,this.purgeInvalidBackupFiles()}),12e4)}finally{this.isInitializing=!1,this.initializationNotice&&(new obsidian_module.Notice("Excalidraw Image Cache is Initialized - You may now retry opening your damaged drawing."),this.initializationNotice=!1),console.log("Initialized Excalidraw Image Cache")}}}async purgeInvalidCacheFiles(){return new Promise(((e,t)=>{const n=this.db.transaction(this.cacheStoreName,"readwrite"),r=n.objectStore(this.cacheStoreName),i=this.app.vault.getFiles(),a=[],o=r.openCursor();o.onsuccess=o=>{const s=o.target.result;if(s){const e=s.key,t=e.split("#").length-1<12,n=e.split("#")[0],o=i.some((e=>e.path===n)),l=o?i.find((e=>e.path===n)):null;(t||!l||l&&l.stat.mtime>s.value.mtime||!s.value.blob&&!s.value.svg)&&a.push(new Promise(((t,n)=>{const i=r.delete(s.primaryKey);i.onsuccess=()=>t(),i.onerror=t=>{const r=i.error,a=`Failed to delete file with key: ${e}. Error: ${r.message}`;n(new Error(a))}}))),s.continue()}else Promise.all(a).then((()=>{n.commit(),e()})).catch((e=>t(e)))},o.onerror=()=>{const e=o.error;console.log(e);const n=`Failed to purge invalid files from IndexedDB. Error: ${e.message}`;t(new Error(n))}}))}async purgeInvalidBackupFiles(){const e=this.db.transaction(this.backupStoreName,"readwrite"),t=e.objectStore(this.backupStoreName),n=this.app.vault.getFiles(),r=[],i=t.openCursor();return await new Promise(((a,o)=>{i.onsuccess=i=>{const s=i.target.result;if(s){const e=s.key,i=n.some((t=>t.path===e));i||r.push(new Promise(((n,r)=>{const i=t.delete(s.primaryKey);i.onsuccess=()=>n(),i.onerror=()=>r(new Error(`Failed to delete backup file with key: ${e}`))}))),s.continue()}else Promise.all(r).then((()=>{e.commit(),a()})).catch((e=>o(e)))},i.onerror=()=>{const e=i.error,t=`Failed to purge invalid backup files from IndexedDB. Error: ${e.message}`;console.log(e),o(new Error(t))}}))}getObjectStore(e,t){return this.db.transaction(t,e).objectStore(t)}async getCacheData(e){const t=this.getObjectStore("readonly",this.cacheStoreName).get(e);return await new Promise(((e,n)=>{t.onsuccess=()=>{const n=t.result;e(n||null)},t.onerror=()=>{n(new Error("Failed to retrieve data from IndexedDB."))}}))}async getBackupData(e){const t=this.getObjectStore("readonly",this.backupStoreName).get(e);return new Promise(((e,n)=>{t.onsuccess=()=>{const n=t.result;e(n||null)},t.onerror=()=>{n(new Error("Failed to retrieve backup data from IndexedDB."))}}))}isReady(){return!!this.db&&!this.isInitializing&&!!this.plugin&&this.plugin.settings.allowImageCache}fullyInitialized=!1;async getImageFromCache(e){if(!this.isReady())return null;const t=getKey(e);try{const n=this.fullyInitialized?await this.getCacheData(t):await Promise.race([this.getCacheData(t),new Promise(((e,t)=>setTimeout((()=>{t(void 0)}),100)))]);if(this.fullyInitialized=!0,!n)return;const r=this.app.vault.getAbstractFileByPath(e.filepath.split("#")[0]);if(!(r&&r instanceof obsidian_module.TFile))return;if(n&&n.mtime>=r.stat.mtime){if(hasExcalidrawEmbeddedImagesTreeChanged(r,n.mtime,this.plugin))return;if(n.svg)return convertSVGStringToElement(n.svg);if(this.obsidanURLCache.has(t))return this.obsidanURLCache.get(t);const e=URL.createObjectURL(n.blob);return this.obsidanURLCache.set(t,e),e}return}catch(e){return}}async getBAKFromCache(e){return this.isReady()?this.getBackupData(e):null}addImageToCache(e,t,n){if(!this.isReady())return;const r=this.app.vault.getAbstractFileByPath(e.filepath.split("#")[0]);if(!(r&&r instanceof obsidian_module.TFile))return;let i=null,a=null;n instanceof SVGSVGElement?i=n.outerHTML:a=n;const o={mtime:Date.now(),blob:a,svg:i},s=this.db.transaction(this.cacheStoreName,"readwrite").objectStore(this.cacheStoreName),l=getKey(e);s.put(o,l),Boolean(i)||this.obsidanURLCache.set(l,t)}async addBAKToCache(e,t){this.isReady()&&this.db.transaction(this.backupStoreName,"readwrite").objectStore(this.backupStoreName).put(t,e)}async clearImageCache(){if(this.isReady())return this.clear(this.cacheStoreName,"Image cache was cleared")}async clearBackupCache(){if(this.isReady())return this.clear(this.backupStoreName,"All backups were cleared")}async clear(e,t){if(!this.isReady())return;const n=this.db.transaction([e],"readwrite").objectStore(e);return new Promise(((r,i)=>{const a=n.clear();a.onsuccess=()=>{new obsidian_module.Notice(t),r()},a.onerror=()=>i(new Error(`Failed to clear ${e}.`))}))}}const imageCache=new ImageCache(DB_NAME,CACHE_STORE,"drawingBAK"),markdownRendererRecursionWatcthdog=new Set,IMAGE_MIME_TYPES={svg:"image/svg+xml",png:"image/png",jpg:"image/jpeg",jpeg:"image/jpeg",gif:"image/gif",webp:"image/webp",bmp:"image/bmp",ico:"image/x-icon",avif:"image/avif",jfif:"image/jfif"},replaceSVGColors=(e,t)=>{if(!t)return e;if("string"==typeof e){for(const[n,r]of Object.entries(t)){const t=new RegExp(`fill="${n}"`,"gi");e=e.replaceAll(t,`fill="${r}"`);const i=new RegExp(`fill:${n}`,"gi");e=e.replaceAll(i,`fill:${r}`);const a=new RegExp(`stroke="${n}"`,"gi");e=e.replaceAll(a,`stroke="${r}"`);const o=new RegExp(`stroke:${n}`,"gi");e=e.replaceAll(o,`stroke:${r}`)}return e}const n=e=>{if(e instanceof SVGElement){const n=e.getAttribute("fill")?.toLocaleLowerCase(),r=e.getAttribute("stroke")?.toLocaleLowerCase();n&&t[n]&&e.setAttribute("fill",t[n]),r&&t[r]&&e.setAttribute("stroke",t[r])}for(const t of e.childNodes)n(t)};for(const t of e.childNodes)n(t);return e};class EmbeddedFile{file=null;isSVGwithBitmap=!1;img="";imgInverted="";mtime=0;plugin;mimeType="application/octet-stream";size={height:0,width:0};linkParts;filenameparts;hostPath;attemptCounter=0;isHyperLink=!1;isLocalLink=!1;hyperlink;colorMap=null;constructor(e,t,n,r){if(this.plugin=e,this.resetImage(t,n),this.file&&(this.plugin.isExcalidrawFile(this.file)||"svg"===this.file.extension.toLowerCase()))try{this.colorMap=r?JSON.parse(r.toLocaleLowerCase()):null}catch(e){this.colorMap=null}}resetImage(e,t){return this.imgInverted=this.img="",this.mtime=0,t.startsWith("https://")||t.startsWith("http://")||t.startsWith("ftp://")||t.startsWith("ftps://")?(this.isHyperLink=!0,void(this.hyperlink=t)):t.startsWith("file://")?(this.isLocalLink=!0,void(this.hyperlink=t)):(this.linkParts=getLinkParts(t),this.hostPath=e,void(this.linkParts.path?(this.linkParts.width||(this.linkParts.width=this.plugin.settings.mdSVGwidth),this.linkParts.height||(this.linkParts.height=this.plugin.settings.mdSVGmaxHeight),this.file=this.plugin.app.metadataCache.getFirstLinkpathDest(this.linkParts.path,e),this.file?(this.filenameparts=getEmbeddedFilenameParts(t),this.filenameparts.filepath=this.file.path):0==this.attemptCounter++&&new obsidian_module.Notice(`Excalidraw Warning: could not find image file: ${t}`,5e3)):new obsidian_module.Notice(`Excalidraw Error\nIncorrect embedded filename: ${t}`)))}fileChanged(){return!this.isHyperLink&&!this.isLocalLink&&(this.file||(this.file=this.plugin.app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),this.file)?this.mtime!==this.file.stat.mtime:(this.attemptCounter++,!1))}setImage(e,t,n,r,i){if(this.file||this.isHyperLink||this.isLocalLink){switch(this.fileChanged()&&(this.imgInverted=this.img=""),this.mtime=this.isHyperLink||this.isLocalLink?0:this.file.stat.mtime,this.size=n,this.mimeType=t,r&&i){case!0:this.imgInverted=e;break;case!1:this.img=e}this.isSVGwithBitmap=i}}isLoaded(e){if(!this.isHyperLink&&!this.isLocalLink){if(!this.file&&(this.file=app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),!this.file))return this.attemptCounter++,!0;if(this.fileChanged())return!1}return this.isSVGwithBitmap&&e?""!==this.imgInverted:""!==this.img}getImage(e){return this.file||this.isHyperLink||this.isLocalLink?e&&this.isSVGwithBitmap?this.imgInverted:this.img:""}shouldScale(){return this.isHyperLink||this.isLocalLink||!Boolean(this.linkParts&&this.linkParts.original&&this.linkParts.original.endsWith("|100%"))}}class EmbeddedFilesLoader{pdfDocsMap=new Map;plugin;isDark;terminate=!1;uid;constructor(e,t){this.plugin=e,this.isDark=t,this.uid=nanoid()}emptyPDFDocsMap(){this.pdfDocsMap.forEach((e=>e.destroy())),this.pdfDocsMap.clear()}async getObsidianImage(e,t){const n=await this._getObsidianImage(e,t);return this.emptyPDFDocsMap(),n}async getExcalidrawSVG({isDark:e,file:t,depth:n,inFile:r,hasSVGwithBitmap:i,elements:a=[]}){const o=isMaskFile(this.plugin,t),s=hasExportTheme(this.plugin,t)?getExportTheme(this.plugin,t,"light"):void 0,l={withBackground:!!hasExportBackground(this.plugin,t)&&getWithBackground(this.plugin,t),withTheme:!!s,isMask:o,skipInliningFonts:!1},c=!Boolean(r instanceof EmbeddedFile?r.colorMap:null)&&this.plugin.settings.allowImageCacheInScene&&t&&imageCache.isReady(),d=Boolean(r instanceof EmbeddedFile&&r.filenameparts),T=d?r.filenameparts:null,u={...d?{...T,inlineFonts:!l.skipInliningFonts}:{filepath:t.path,hasBlockref:!1,hasGroupref:!1,hasTaskbone:!1,hasArearef:!1,hasFrameref:!1,hasClippedFrameref:!1,hasSectionref:!1,inlineFonts:!l.skipInliningFonts,blockref:null,sectionref:null,linkpartReference:null,linkpartAlias:null},isDark:e,previewImageType:PreviewImageType.SVG,scale:1,isTransparent:!l.withBackground},Q=c?await imageCache.getImageFromCache(u):void 0,p=Q&&Q instanceof SVGSVGElement?Q:replaceSVGColors(await createSVG(d?T.hasGroupref||T.hasBlockref||T.hasSectionref||T.hasFrameref||T.hasClippedFrameref?T.filepath+T.linkpartReference:t.path:t?.path,!1,d&&T.hasClippedFrameref?{...l,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:l,this,s,null,null,a,this.plugin,n+1,getExportPadding(this.plugin,t)),r instanceof EmbeddedFile?r.colorMap:null),h=p.querySelectorAll("image:not([href^='data:image/svg'])");if(h.length>0&&(i=!0),i&&e&&!Boolean(Q)&&h.forEach((e=>{const t=e.parentElement?.id;p.querySelectorAll(`use[href='#${t}']`).forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))})),!i&&p.getAttribute("hasbitmap")&&(i=!0),c&&!Boolean(Q)&&imageCache.addImageToCache(u,"",p),!p.hasAttribute("width")&&p.hasAttribute("viewBox")){const e=p.getAttr("viewBox").split(" ");Boolean(e[2])&&p.setAttribute("width",e[2]),Boolean(e[3])&&p.setAttribute("height",e[3])}return{dataURL:svgToBase64(p.outerHTML),hasSVGwithBitmap:i}}getLocalPath(e){const t=e.split("file://")[1];return t.startsWith("/")?t.substring(1):t}async _getObsidianImage(e,t){if(!this.plugin||!e)return null;const n=this.plugin.app,r=e instanceof EmbeddedFile&&e.isHyperLink,i=e instanceof EmbeddedFile&&e.isLocalLink,a=e instanceof EmbeddedFile?e.hyperlink:"",o=e instanceof EmbeddedFile?e.file:e;if(o&&markdownRendererRecursionWatcthdog.has(o))return new obsidian_module.Notice(`Loading of ${o.path}. Please check if there is an inifinite loop of one file embedded in the other.`),null;const s=r?null:e instanceof EmbeddedFile?e.linkParts:{original:o.path,path:o.path,isBlockRef:!1,ref:null,width:this.plugin.settings.mdSVGwidth,height:this.plugin.settings.mdSVGmaxHeight,page:null};let l=!1;const c=!r&&!i&&this.plugin.isExcalidrawFile(o),d=!r&&!i&&"pdf"===o.extension.toLowerCase();if(!(r||d||i||IMAGE_TYPES.contains(o.extension)||c||"md"===o.extension))return null;const T=r||d?null:i?await readLocalFileBinary(this.getLocalPath(e.hyperlink)):await n.vault.readBinary(o);let u=null;if(c){const n=await this.getExcalidrawSVG({isDark:this.isDark,file:o,depth:t,inFile:e,hasSVGwithBitmap:l});u=n.dataURL,l=n.hasSVGwithBitmap}const Q=c?u:null,[p,h]=d?await this.pdfToDataURL(o,s):[null,null];let m=d?"image/png":"image/svg+xml";const f=r||i?getURLImageExtension(a):o.extension;c||d||(m=getMimeType(f));let g=r?e instanceof EmbeddedFile?await getDataURLFromURL(e.hyperlink,m):null:Q??p??("svg"===o?.extension?await getSVGData(n,o,e instanceof EmbeddedFile?e.colorMap:null):"md"===o?.extension?null:await getDataURL(T,m));if(!r&&!g&&!i){markdownRendererRecursionWatcthdog.add(o);const e=await this.convertMarkdownToSVG(this.plugin,o,s,t);markdownRendererRecursionWatcthdog.delete(o),g=e.dataURL,l=e.hasSVGwithBitmap}try{const t=d?h:await getImageSize(g);return{mimeType:m,fileId:await generateIdFromFile(r||d?(new TextEncoder).encode(g):T,e instanceof EmbeddedFile?e.filenameparts?.linkpartReference:void 0),dataURL:g,created:r||i?0:o.stat.mtime,hasSVGwithBitmap:l,size:t}}catch(e){return null}}async loadSceneFiles(e,t,n,r=!1,i){if(n>7)return void new obsidian_module.Notice(t$d("INFINITE_LOOP_WARNING")+n.toString(),6e3);const a=e.getFileEntries();let o;void 0===this.isDark&&(this.isDark="dark"===e?.scene?.appState?.theme);const s=[];for(;!this.terminate&&!(o=a.next()).done;){if(i&&!i.has(o.value[0]))continue;const e=o.value[1];if(e.isLoaded(this.isDark)){if(e.isSVGwithBitmap&&(0!==n||r)){const n={mimeType:e.mimeType,id:o.value[0],dataURL:e.getImage(this.isDark),created:e.mtime,size:e.size,hasSVGwithBitmap:e.isSVGwithBitmap,shouldScale:e.shouldScale()};try{t([n],this.isDark,!1)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}}else{const r=await this._getObsidianImage(e,n);if(r){const n={mimeType:r.mimeType,id:o.value[0],dataURL:r.dataURL,created:r.created,size:r.size,hasSVGwithBitmap:r.hasSVGwithBitmap,shouldScale:e.shouldScale()};try{t([n],this.isDark,!1)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}}}let l;const c=e.getEquationEntries();for(;!this.terminate&&!(l=c.next()).done;)if((!i||i.has(l.value[0]))&&!e.getEquation(l.value[0]).isLoaded){const e=l.value[1].latex,t=await tex2dataURL(e);if(t){const e={mimeType:t.mimeType,id:l.value[0],dataURL:t.dataURL,created:t.created,size:t.size,hasSVGwithBitmap:!1,shouldScale:!0};s.push(e)}}if(shouldRenderMermaid()){const t=getMermaidImageElements(e.scene.elements);for(const e of t){if(this.terminate)continue;const t=getMermaidText(e),r=await mermaidToExcalidraw(t,{fontSize:20},!0);if(r)if(r?.files)for(const t in r.files){const n={...r.files[t],id:e.fileId,created:Date.now(),hasSVGwithBitmap:!1,shouldScale:!0,size:await getImageSize(r.files[t].dataURL)};s.push(n)}else if(r?.elements){const t=await this.getExcalidrawSVG({isDark:this.isDark,file:null,depth:n,inFile:null,hasSVGwithBitmap:!1,elements:r.elements});if(t?.dataURL){const n=await getImageSize(t.dataURL),r={mimeType:"image/svg+xml",id:e.fileId,dataURL:t.dataURL,created:Date.now(),hasSVGwithBitmap:t.hasSVGwithBitmap,size:n,shouldScale:!0};s.push(r)}}}}if(this.emptyPDFDocsMap(),!this.terminate)try{t(s,this.isDark,!0)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}async pdfToDataURL(e,t){try{let n=0,r=0;const i=this.pdfDocsMap.get(e.path)??await getPDFDoc(e);this.pdfDocsMap.has(e.path)||this.pdfDocsMap.set(e.path,i);const a=isNaN(t.page)?1:t.page??1,o=this.plugin.settings.pdfScale,s=t.ref.split("rect=")[1]?.split(",").map((e=>parseInt(e))),l=s&&4===s.length&&s.every((e=>!isNaN(e))),c=async e=>{const t=createEl("canvas"),a=t.getContext("2d"),c=await i.getPage(e),d=c.getViewport({scale:o});r=t.height=d.height,n=t.width=d.width;const T={canvasContext:a,background:"rgba(0,0,0,0)",viewport:d};if(await c.render(T).promise,l){const[e,i,a,d]=c.view,T=d-i;n=(s[2]-s[0])*o,r=(s[3]-s[1])*o;const u=l?{left:(s[0]-e)*o,top:(i+T-s[3])*o,width:n,height:r}:void 0;if(u)return cropCanvas(t,u)}return t},d=await c(a);if(d){const e=[`data:image/png;base64,${await new Promise(((e,t)=>{d.toBlob((async t=>{const n=await blobToBase64(t);e(n)}))}))}`,{width:n,height:r}];return d.width=0,d.height=0,e}}catch(e){return console.log(e),[null,null]}}async convertMarkdownToSVG(e,t,n,r){let i=!1;const a=await getTransclusion(n,e.app,t);let o=(a.leadingHashes??"")+a.contents;""===o&&(o="# Empty markdown file\nCTRL+Click here to open the file for editing in the current active pane, or CTRL+SHIFT+Click to open it in an adjacent pane.");const s=e.app.metadataCache.getFileCache(t);let l,c=e.settings.mdFont;switch(s?.frontmatter&&Boolean(s.frontmatter[FRONTMATTER_KEYS.font.name])&&(c=s.frontmatter[FRONTMATTER_KEYS.font.name]),c){case"Virgil":l=await getCSSFontDefinition(1);break;case"Cascadia":l=await getCSSFontDefinition(3);break;case"Assistant":case"Helvetica":l=await getCSSFontDefinition(2);break;case"Excalifont":l=await getCSSFontDefinition(5);break;case"Nunito":l=await getCSSFontDefinition(6);break;case"Lilita One":l=await getCSSFontDefinition(7);break;case"Comic Shanns":l=await getCSSFontDefinition(8);break;case"Liberation Sans":l=await getCSSFontDefinition(9);break;case"":l="";break;default:const n=await getFontDataURL(e.app,c,t.path);l=n.fontDef,c=n.fontName}s?.frontmatter&&null!==s.frontmatter.banner&&(o=o.replace(/banner:\s*.*/,""));const d=s?.frontmatter?s.frontmatter[FRONTMATTER_KEYS["font-color"].name]??e.settings.mdFontColor:e.settings.mdFontColor;let T=s?.frontmatter?s.frontmatter[FRONTMATTER_KEYS["md-css"].name]??"":"",u=!1;if(T&&""!==T){const n=e.app.metadataCache.getFirstLinkpathDest(T,t.path);n&&(T=await e.app.vault.read(n),u=!0)}if(!u)if(e.settings.mdCSS&&""!==e.settings.mdCSS){const n=e.app.metadataCache.getFirstLinkpathDest(e.settings.mdCSS,t.path);T+=n?`\n${await e.app.vault.read(n)}`:DEFAULT_MD_EMBED_CSS}else T+=DEFAULT_MD_EMBED_CSS;const Q=s?.frontmatter?s.frontmatter[FRONTMATTER_KEYS["border-color"].name]??e.settings.mdBorderColor:e.settings.mdBorderColor;Q&&""!==Q&&!T.match(/svg/i)&&(T+=`svg{border:2px solid;color:${Q};transform:scale(.95)}`);let p=` width="${n.width}px" height="100000"`,h=` width="${n.width}px" height="100%"`;const m=(e,t,n)=>`<svg xmlns="http://www.w3.org/2000/svg"${p}>${n?`<style>${n}</style>`:""}<foreignObject x="0" y="0"${h}>${e}${t}</foreignObject>${""!==l?`<defs><style>${l}</style></defs>`:""}</svg>`,f=createDiv();f.setAttribute("xmlns","http://www.w3.org/1999/xhtml"),f.setAttribute("class","excalidraw-md-host"),""!==c&&(f.style.fontFamily=c),f.style.overflow="auto",f.style.display="block",f.style.color=d&&""!==d?d:"initial",await obsidian_module.MarkdownRenderer.render(this.plugin.app,o,f,t.path,this.plugin),f.querySelectorAll(":scope > *[class^='frontmatter']").forEach((e=>f.removeChild(e))),await replaceBlobWithBase64(f);const 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constructYamlNull(){return null}function isNull(e){return null===e}var _null=new type("tag:yaml.org,2002:null",{kind:"scalar",resolve:resolveYamlNull,construct:constructYamlNull,predicate:isNull,represent:{canonical:function(){return"~"},lowercase:function(){return"null"},uppercase:function(){return"NULL"},camelcase:function(){return"Null"},empty:function(){return""}},defaultStyle:"lowercase"});function resolveYamlBoolean(e){if(null===e)return!1;var t=e.length;return 4===t&&("true"===e||"True"===e||"TRUE"===e)||5===t&&("false"===e||"False"===e||"FALSE"===e)}function constructYamlBoolean(e){return"true"===e||"True"===e||"TRUE"===e}function isBoolean(e){return"[object Boolean]"===Object.prototype.toString.call(e)}var bool=new type("tag:yaml.org,2002:bool",{kind:"scalar",resolve:resolveYamlBoolean,construct:constructYamlBoolean,predicate:isBoolean,represent:{lowercase:function(e){return e?"true":"false"},uppercase:function(e){return e?"TRUE":"FALSE"},camelcase:function(e){return e?"True":"False"}},defaultStyle:"lowercase"});function isHexCode(e){return 48<=e&&e<=57||65<=e&&e<=70||97<=e&&e<=102}function isOctCode(e){return 48<=e&&e<=55}function isDecCode(e){return 48<=e&&e<=57}function resolveYamlInteger(e){if(null===e)return!1;var t,n=e.length,r=0,i=!1;if(!n)return!1;if("-"!==(t=e[r])&&"+"!==t||(t=e[++r]),"0"===t){if(r+1===n)return!0;if("b"===(t=e[++r])){for(r++;r<n;r++)if("_"!==(t=e[r])){if("0"!==t&&"1"!==t)return!1;i=!0}return i&&"_"!==t}if("x"===t){for(r++;r<n;r++)if("_"!==(t=e[r])){if(!isHexCode(e.charCodeAt(r)))return!1;i=!0}return i&&"_"!==t}if("o"===t){for(r++;r<n;r++)if("_"!==(t=e[r])){if(!isOctCode(e.charCodeAt(r)))return!1;i=!0}return i&&"_"!==t}}if("_"===t)return!1;for(;r<n;r++)if("_"!==(t=e[r])){if(!isDecCode(e.charCodeAt(r)))return!1;i=!0}return!(!i||"_"===t)}function constructYamlInteger(e){var t,n=e,r=1;if(-1!==n.indexOf("_")&&(n=n.replace(/_/g,"")),"-"!==(t=n[0])&&"+"!==t||("-"===t&&(r=-1),t=(n=n.slice(1))[0]),"0"===n)return 0;if("0"===t){if("b"===n[1])return r*parseInt(n.slice(2),2);if("x"===n[1])return r*parseInt(n.slice(2),16);if("o"===n[1])return r*parseInt(n.slice(2),8)}return r*parseInt(n,10)}function isInteger(e){return"[object Number]"===Object.prototype.toString.call(e)&&e%1==0&&!common.isNegativeZero(e)}var int=new type("tag:yaml.org,2002:int",{kind:"scalar",resolve:resolveYamlInteger,construct:constructYamlInteger,predicate:isInteger,represent:{binary:function(e){return e>=0?"0b"+e.toString(2):"-0b"+e.toString(2).slice(1)},octal:function(e){return e>=0?"0o"+e.toString(8):"-0o"+e.toString(8).slice(1)},decimal:function(e){return e.toString(10)},hexadecimal:function(e){return e>=0?"0x"+e.toString(16).toUpperCase():"-0x"+e.toString(16).toUpperCase().slice(1)}},defaultStyle:"decimal",styleAliases:{binary:[2,"bin"],octal:[8,"oct"],decimal:[10,"dec"],hexadecimal:[16,"hex"]}}),YAML_FLOAT_PATTERN=new RegExp("^(?:[-+]?(?:[0-9][0-9_]*)(?:\\.[0-9_]*)?(?:[eE][-+]?[0-9]+)?|\\.[0-9_]+(?:[eE][-+]?[0-9]+)?|[-+]?\\.(?:inf|Inf|INF)|\\.(?:nan|NaN|NAN))$");function resolveYamlFloat(e){return null!==e&&!(!YAML_FLOAT_PATTERN.test(e)||"_"===e[e.length-1])}function constructYamlFloat(e){var t,n;return n="-"===(t=e.replace(/_/g,"").toLowerCase())[0]?-1:1,"+-".indexOf(t[0])>=0&&(t=t.slice(1)),".inf"===t?1===n?Number.POSITIVE_INFINITY:Number.NEGATIVE_INFINITY:".nan"===t?NaN:n*parseFloat(t,10)}var SCIENTIFIC_WITHOUT_DOT=/^[-+]?[0-9]+e/;function representYamlFloat(e,t){var n;if(isNaN(e))switch(t){case"lowercase":return".nan";case"uppercase":return".NAN";case"camelcase":return".NaN"}else if(Number.POSITIVE_INFINITY===e)switch(t){case"lowercase":return".inf";case"uppercase":return".INF";case"camelcase":return".Inf"}else if(Number.NEGATIVE_INFINITY===e)switch(t){case"lowercase":return"-.inf";case"uppercase":return"-.INF";case"camelcase":return"-.Inf"}else if(common.isNegativeZero(e))return"-0.0";return n=e.toString(10),SCIENTIFIC_WITHOUT_DOT.test(n)?n.replace("e",".e"):n}function isFloat(e){return"[object Number]"===Object.prototype.toString.call(e)&&(e%1!=0||common.isNegativeZero(e))}var float=new type("tag:yaml.org,2002:float",{kind:"scalar",resolve:resolveYamlFloat,construct:constructYamlFloat,predicate:isFloat,represent:representYamlFloat,defaultStyle:"lowercase"}),json=failsafe.extend({implicit:[_null,bool,int,float]}),core=json,YAML_DATE_REGEXP=new RegExp("^([0-9][0-9][0-9][0-9])-([0-9][0-9])-([0-9][0-9])$"),YAML_TIMESTAMP_REGEXP=new RegExp("^([0-9][0-9][0-9][0-9])-([0-9][0-9]?)-([0-9][0-9]?)(?:[Tt]|[ \\t]+)([0-9][0-9]?):([0-9][0-9]):([0-9][0-9])(?:\\.([0-9]*))?(?:[ \\t]*(Z|([-+])([0-9][0-9]?)(?::([0-9][0-9]))?))?$");function resolveYamlTimestamp(e){return null!==e&&(null!==YAML_DATE_REGEXP.exec(e)||null!==YAML_TIMESTAMP_REGEXP.exec(e))}function constructYamlTimestamp(e){var t,n,r,i,a,o,s,l,c=0,d=null;if(null===(t=YAML_DATE_REGEXP.exec(e))&&(t=YAML_TIMESTAMP_REGEXP.exec(e)),null===t)throw new Error("Date resolve error");if(n=+t[1],r=+t[2]-1,i=+t[3],!t[4])return new Date(Date.UTC(n,r,i));if(a=+t[4],o=+t[5],s=+t[6],t[7]){for(c=t[7].slice(0,3);c.length<3;)c+="0";c=+c}return t[9]&&(d=6e4*(60*+t[10]+ +(t[11]||0)),"-"===t[9]&&(d=-d)),l=new Date(Date.UTC(n,r,i,a,o,s,c)),d&&l.setTime(l.getTime()-d),l}function representYamlTimestamp(e){return e.toISOString()}var timestamp=new type("tag:yaml.org,2002:timestamp",{kind:"scalar",resolve:resolveYamlTimestamp,construct:constructYamlTimestamp,instanceOf:Date,represent:representYamlTimestamp});function resolveYamlMerge(e){return"<<"===e||null===e}var merge=new type("tag:yaml.org,2002:merge",{kind:"scalar",resolve:resolveYamlMerge}),BASE64_MAP="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=\n\r";function resolveYamlBinary(e){if(null===e)return!1;var t,n,r=0,i=e.length,a=BASE64_MAP;for(n=0;n<i;n++)if(!((t=a.indexOf(e.charAt(n)))>64)){if(t<0)return!1;r+=6}return r%8==0}function constructYamlBinary(e){var t,n,r=e.replace(/[\r\n=]/g,""),i=r.length,a=BASE64_MAP,o=0,s=[];for(t=0;t<i;t++)t%4==0&&t&&(s.push(o>>16&255),s.push(o>>8&255),s.push(255&o)),o=o<<6|a.indexOf(r.charAt(t));return 0==(n=i%4*6)?(s.push(o>>16&255),s.push(o>>8&255),s.push(255&o)):18===n?(s.push(o>>10&255),s.push(o>>2&255)):12===n&&s.push(o>>4&255),new Uint8Array(s)}function representYamlBinary(e){var t,n,r="",i=0,a=e.length,o=BASE64_MAP;for(t=0;t<a;t++)t%3==0&&t&&(r+=o[i>>18&63],r+=o[i>>12&63],r+=o[i>>6&63],r+=o[63&i]),i=(i<<8)+e[t];return 0==(n=a%3)?(r+=o[i>>18&63],r+=o[i>>12&63],r+=o[i>>6&63],r+=o[63&i]):2===n?(r+=o[i>>10&63],r+=o[i>>4&63],r+=o[i<<2&63],r+=o[64]):1===n&&(r+=o[i>>2&63],r+=o[i<<4&63],r+=o[64],r+=o[64]),r}function isBinary(e){return"[object Uint8Array]"===Object.prototype.toString.call(e)}var binary=new type("tag:yaml.org,2002:binary",{kind:"scalar",resolve:resolveYamlBinary,construct:constructYamlBinary,predicate:isBinary,represent:representYamlBinary}),_hasOwnProperty$3=Object.prototype.hasOwnProperty,_toString$2=Object.prototype.toString;function resolveYamlOmap(e){if(null===e)return!0;var t,n,r,i,a,o=[],s=e;for(t=0,n=s.length;t<n;t+=1){if(r=s[t],a=!1,"[object Object]"!==_toString$2.call(r))return!1;for(i in r)if(_hasOwnProperty$3.call(r,i)){if(a)return!1;a=!0}if(!a)return!1;if(-1!==o.indexOf(i))return!1;o.push(i)}return!0}function constructYamlOmap(e){return null!==e?e:[]}var omap=new type("tag:yaml.org,2002:omap",{kind:"sequence",resolve:resolveYamlOmap,construct:constructYamlOmap}),_toString$1=Object.prototype.toString;function resolveYamlPairs(e){if(null===e)return!0;var t,n,r,i,a,o=e;for(a=new Array(o.length),t=0,n=o.length;t<n;t+=1){if(r=o[t],"[object Object]"!==_toString$1.call(r))return!1;if(1!==(i=Object.keys(r)).length)return!1;a[t]=[i[0],r[i[0]]]}return!0}function constructYamlPairs(e){if(null===e)return[];var t,n,r,i,a,o=e;for(a=new Array(o.length),t=0,n=o.length;t<n;t+=1)r=o[t],i=Object.keys(r),a[t]=[i[0],r[i[0]]];return a}var pairs=new type("tag:yaml.org,2002:pairs",{kind:"sequence",resolve:resolveYamlPairs,construct:constructYamlPairs}),_hasOwnProperty$2=Object.prototype.hasOwnProperty;function resolveYamlSet(e){if(null===e)return!0;var t,n=e;for(t in n)if(_hasOwnProperty$2.call(n,t)&&null!==n[t])return!1;return!0}function constructYamlSet(e){return null!==e?e:{}}var set=new type("tag:yaml.org,2002:set",{kind:"mapping",resolve:resolveYamlSet,construct:constructYamlSet}),_default=core.extend({implicit:[timestamp,merge],explicit:[binary,omap,pairs,set]}),_hasOwnProperty$1=Object.prototype.hasOwnProperty,CONTEXT_FLOW_IN=1,CONTEXT_FLOW_OUT=2,CONTEXT_BLOCK_IN=3,CONTEXT_BLOCK_OUT=4,CHOMPING_CLIP=1,CHOMPING_STRIP=2,CHOMPING_KEEP=3,PATTERN_NON_PRINTABLE=/[\x00-\x08\x0B\x0C\x0E-\x1F\x7F-\x84\x86-\x9F\uFFFE\uFFFF]|[\uD800-\uDBFF](?![\uDC00-\uDFFF])|(?:[^\uD800-\uDBFF]|^)[\uDC00-\uDFFF]/,PATTERN_NON_ASCII_LINE_BREAKS=/[\x85\u2028\u2029]/,PATTERN_FLOW_INDICATORS=/[,\[\]\{\}]/,PATTERN_TAG_HANDLE=/^(?:!|!!|![a-z\-]+!)$/i,PATTERN_TAG_URI=/^(?:!|[^,\[\]\{\}])(?:%[0-9a-f]{2}|[0-9a-z\-#;\/\?:@&=\+\$,_\.!~\*'\(\)\[\]])*$/i;function _class(e){return Object.prototype.toString.call(e)}function is_EOL(e){return 10===e||13===e}function is_WHITE_SPACE(e){return 9===e||32===e}function is_WS_OR_EOL(e){return 9===e||32===e||10===e||13===e}function is_FLOW_INDICATOR(e){return 44===e||91===e||93===e||123===e||125===e}function fromHexCode(e){var t;return 48<=e&&e<=57?e-48:97<=(t=32|e)&&t<=102?t-97+10:-1}function escapedHexLen(e){return 120===e?2:117===e?4:85===e?8:0}function fromDecimalCode(e){return 48<=e&&e<=57?e-48:-1}function simpleEscapeSequence(e){return 48===e?"\0":97===e?"":98===e?"\b":116===e||9===e?"\t":110===e?"\n":118===e?"\v":102===e?"\f":114===e?"\r":101===e?"":32===e?" ":34===e?'"':47===e?"/":92===e?"\\":78===e?"…":95===e?" ":76===e?"\u2028":80===e?"\u2029":""}function charFromCodepoint(e){return e<=65535?String.fromCharCode(e):String.fromCharCode(55296+(e-65536>>10),56320+(e-65536&1023))}for(var simpleEscapeCheck=new Array(256),simpleEscapeMap=new Array(256),i$b=0;i$b<256;i$b++)simpleEscapeCheck[i$b]=simpleEscapeSequence(i$b)?1:0,simpleEscapeMap[i$b]=simpleEscapeSequence(i$b);function State$1(e,t){this.input=e,this.filename=t.filename||null,this.schema=t.schema||_default,this.onWarning=t.onWarning||null,this.legacy=t.legacy||!1,this.json=t.json||!1,this.listener=t.listener||null,this.implicitTypes=this.schema.compiledImplicit,this.typeMap=this.schema.compiledTypeMap,this.length=e.length,this.position=0,this.line=0,this.lineStart=0,this.lineIndent=0,this.firstTabInLine=-1,this.documents=[]}function generateError(e,t){var n={name:e.filename,buffer:e.input.slice(0,-1),position:e.position,line:e.line,column:e.position-e.lineStart};return n.snippet=snippet(n),new exception(t,n)}function throwError(e,t){throw generateError(e,t)}function throwWarning(e,t){e.onWarning&&e.onWarning.call(null,generateError(e,t))}var directiveHandlers={YAML:function(e,t,n){var r,i,a;null!==e.version&&throwError(e,"duplication of %YAML directive"),1!==n.length&&throwError(e,"YAML directive accepts exactly one argument"),null===(r=/^([0-9]+)\.([0-9]+)$/.exec(n[0]))&&throwError(e,"ill-formed argument of the YAML directive"),i=parseInt(r[1],10),a=parseInt(r[2],10),1!==i&&throwError(e,"unacceptable YAML version of the document"),e.version=n[0],e.checkLineBreaks=a<2,1!==a&&2!==a&&throwWarning(e,"unsupported YAML version of the document")},TAG:function(e,t,n){var r,i;2!==n.length&&throwError(e,"TAG directive accepts exactly two arguments"),r=n[0],i=n[1],PATTERN_TAG_HANDLE.test(r)||throwError(e,"ill-formed tag handle (first argument) of the TAG directive"),_hasOwnProperty$1.call(e.tagMap,r)&&throwError(e,'there is a previously declared suffix for "'+r+'" tag handle'),PATTERN_TAG_URI.test(i)||throwError(e,"ill-formed tag prefix (second argument) of the TAG directive");try{i=decodeURIComponent(i)}catch(t){throwError(e,"tag prefix is malformed: "+i)}e.tagMap[r]=i}};function captureSegment(e,t,n,r){var i,a,o,s;if(t<n){if(s=e.input.slice(t,n),r)for(i=0,a=s.length;i<a;i+=1)9===(o=s.charCodeAt(i))||32<=o&&o<=1114111||throwError(e,"expected valid JSON character");else PATTERN_NON_PRINTABLE.test(s)&&throwError(e,"the stream contains non-printable characters");e.result+=s}}function mergeMappings(e,t,n,r){var i,a,o,s;for(common.isObject(n)||throwError(e,"cannot merge mappings; the provided source object is unacceptable"),o=0,s=(i=Object.keys(n)).length;o<s;o+=1)a=i[o],_hasOwnProperty$1.call(t,a)||(t[a]=n[a],r[a]=!0)}function storeMappingPair(e,t,n,r,i,a,o,s,l){var c,d;if(Array.isArray(i))for(c=0,d=(i=Array.prototype.slice.call(i)).length;c<d;c+=1)Array.isArray(i[c])&&throwError(e,"nested arrays are not supported inside keys"),"object"==typeof i&&"[object Object]"===_class(i[c])&&(i[c]="[object Object]");if("object"==typeof i&&"[object Object]"===_class(i)&&(i="[object Object]"),i=String(i),null===t&&(t={}),"tag:yaml.org,2002:merge"===r)if(Array.isArray(a))for(c=0,d=a.length;c<d;c+=1)mergeMappings(e,t,a[c],n);else mergeMappings(e,t,a,n);else e.json||_hasOwnProperty$1.call(n,i)||!_hasOwnProperty$1.call(t,i)||(e.line=o||e.line,e.lineStart=s||e.lineStart,e.position=l||e.position,throwError(e,"duplicated mapping key")),"__proto__"===i?Object.defineProperty(t,i,{configurable:!0,enumerable:!0,writable:!0,value:a}):t[i]=a,delete n[i];return t}function readLineBreak(e){var t;10===(t=e.input.charCodeAt(e.position))?e.position++:13===t?(e.position++,10===e.input.charCodeAt(e.position)&&e.position++):throwError(e,"a line break is expected"),e.line+=1,e.lineStart=e.position,e.firstTabInLine=-1}function skipSeparationSpace(e,t,n){for(var r=0,i=e.input.charCodeAt(e.position);0!==i;){for(;is_WHITE_SPACE(i);)9===i&&-1===e.firstTabInLine&&(e.firstTabInLine=e.position),i=e.input.charCodeAt(++e.position);if(t&&35===i)do{i=e.input.charCodeAt(++e.position)}while(10!==i&&13!==i&&0!==i);if(!is_EOL(i))break;for(readLineBreak(e),i=e.input.charCodeAt(e.position),r++,e.lineIndent=0;32===i;)e.lineIndent++,i=e.input.charCodeAt(++e.position)}return-1!==n&&0!==r&&e.lineIndent<n&&throwWarning(e,"deficient indentation"),r}function testDocumentSeparator(e){var t,n=e.position;return!(45!==(t=e.input.charCodeAt(n))&&46!==t||t!==e.input.charCodeAt(n+1)||t!==e.input.charCodeAt(n+2)||(n+=3,0!==(t=e.input.charCodeAt(n))&&!is_WS_OR_EOL(t)))}function writeFoldedLines(e,t){1===t?e.result+=" ":t>1&&(e.result+=common.repeat("\n",t-1))}function readPlainScalar(e,t,n){var r,i,a,o,s,l,c,d,T=e.kind,u=e.result;if(is_WS_OR_EOL(d=e.input.charCodeAt(e.position))||is_FLOW_INDICATOR(d)||35===d||38===d||42===d||33===d||124===d||62===d||39===d||34===d||37===d||64===d||96===d)return!1;if((63===d||45===d)&&(is_WS_OR_EOL(r=e.input.charCodeAt(e.position+1))||n&&is_FLOW_INDICATOR(r)))return!1;for(e.kind="scalar",e.result="",i=a=e.position,o=!1;0!==d;){if(58===d){if(is_WS_OR_EOL(r=e.input.charCodeAt(e.position+1))||n&&is_FLOW_INDICATOR(r))break}else if(35===d){if(is_WS_OR_EOL(e.input.charCodeAt(e.position-1)))break}else{if(e.position===e.lineStart&&testDocumentSeparator(e)||n&&is_FLOW_INDICATOR(d))break;if(is_EOL(d)){if(s=e.line,l=e.lineStart,c=e.lineIndent,skipSeparationSpace(e,!1,-1),e.lineIndent>=t){o=!0,d=e.input.charCodeAt(e.position);continue}e.position=a,e.line=s,e.lineStart=l,e.lineIndent=c;break}}o&&(captureSegment(e,i,a,!1),writeFoldedLines(e,e.line-s),i=a=e.position,o=!1),is_WHITE_SPACE(d)||(a=e.position+1),d=e.input.charCodeAt(++e.position)}return captureSegment(e,i,a,!1),!!e.result||(e.kind=T,e.result=u,!1)}function readSingleQuotedScalar(e,t){var n,r,i;if(39!==(n=e.input.charCodeAt(e.position)))return!1;for(e.kind="scalar",e.result="",e.position++,r=i=e.position;0!==(n=e.input.charCodeAt(e.position));)if(39===n){if(captureSegment(e,r,e.position,!0),39!==(n=e.input.charCodeAt(++e.position)))return!0;r=e.position,e.position++,i=e.position}else is_EOL(n)?(captureSegment(e,r,i,!0),writeFoldedLines(e,skipSeparationSpace(e,!1,t)),r=i=e.position):e.position===e.lineStart&&testDocumentSeparator(e)?throwError(e,"unexpected end of the document within a single quoted scalar"):(e.position++,i=e.position);throwError(e,"unexpected end of the stream within a single quoted scalar")}function readDoubleQuotedScalar(e,t){var n,r,i,a,o,s;if(34!==(s=e.input.charCodeAt(e.position)))return!1;for(e.kind="scalar",e.result="",e.position++,n=r=e.position;0!==(s=e.input.charCodeAt(e.position));){if(34===s)return captureSegment(e,n,e.position,!0),e.position++,!0;if(92===s){if(captureSegment(e,n,e.position,!0),is_EOL(s=e.input.charCodeAt(++e.position)))skipSeparationSpace(e,!1,t);else if(s<256&&simpleEscapeCheck[s])e.result+=simpleEscapeMap[s],e.position++;else if((o=escapedHexLen(s))>0){for(i=o,a=0;i>0;i--)(o=fromHexCode(s=e.input.charCodeAt(++e.position)))>=0?a=(a<<4)+o:throwError(e,"expected hexadecimal character");e.result+=charFromCodepoint(a),e.position++}else throwError(e,"unknown escape sequence");n=r=e.position}else is_EOL(s)?(captureSegment(e,n,r,!0),writeFoldedLines(e,skipSeparationSpace(e,!1,t)),n=r=e.position):e.position===e.lineStart&&testDocumentSeparator(e)?throwError(e,"unexpected end of the document within a double quoted scalar"):(e.position++,r=e.position)}throwError(e,"unexpected end of the stream within a double quoted scalar")}function readFlowCollection(e,t){var n,r,i,a,o,s,l,c,d,T,u,Q,p=!0,h=e.tag,m=e.anchor,f=Object.create(null);if(91===(Q=e.input.charCodeAt(e.position)))o=93,c=!1,a=[];else{if(123!==Q)return!1;o=125,c=!0,a={}}for(null!==e.anchor&&(e.anchorMap[e.anchor]=a),Q=e.input.charCodeAt(++e.position);0!==Q;){if(skipSeparationSpace(e,!0,t),(Q=e.input.charCodeAt(e.position))===o)return e.position++,e.tag=h,e.anchor=m,e.kind=c?"mapping":"sequence",e.result=a,!0;p?44===Q&&throwError(e,"expected the node content, but found ','"):throwError(e,"missed comma between flow collection entries"),u=null,s=l=!1,63===Q&&is_WS_OR_EOL(e.input.charCodeAt(e.position+1))&&(s=l=!0,e.position++,skipSeparationSpace(e,!0,t)),n=e.line,r=e.lineStart,i=e.position,composeNode(e,t,CONTEXT_FLOW_IN,!1,!0),T=e.tag,d=e.result,skipSeparationSpace(e,!0,t),Q=e.input.charCodeAt(e.position),!l&&e.line!==n||58!==Q||(s=!0,Q=e.input.charCodeAt(++e.position),skipSeparationSpace(e,!0,t),composeNode(e,t,CONTEXT_FLOW_IN,!1,!0),u=e.result),c?storeMappingPair(e,a,f,T,d,u,n,r,i):s?a.push(storeMappingPair(e,null,f,T,d,u,n,r,i)):a.push(d),skipSeparationSpace(e,!0,t),44===(Q=e.input.charCodeAt(e.position))?(p=!0,Q=e.input.charCodeAt(++e.position)):p=!1}throwError(e,"unexpected end of the stream within a flow collection")}function readBlockScalar(e,t){var n,r,i,a,o=CHOMPING_CLIP,s=!1,l=!1,c=t,d=0,T=!1;if(124===(a=e.input.charCodeAt(e.position)))r=!1;else{if(62!==a)return!1;r=!0}for(e.kind="scalar",e.result="";0!==a;)if(43===(a=e.input.charCodeAt(++e.position))||45===a)CHOMPING_CLIP===o?o=43===a?CHOMPING_KEEP:CHOMPING_STRIP:throwError(e,"repeat of a chomping mode identifier");else{if(!((i=fromDecimalCode(a))>=0))break;0===i?throwError(e,"bad explicit indentation width of a block scalar; it cannot be less than one"):l?throwError(e,"repeat of an indentation width identifier"):(c=t+i-1,l=!0)}if(is_WHITE_SPACE(a)){do{a=e.input.charCodeAt(++e.position)}while(is_WHITE_SPACE(a));if(35===a)do{a=e.input.charCodeAt(++e.position)}while(!is_EOL(a)&&0!==a)}for(;0!==a;){for(readLineBreak(e),e.lineIndent=0,a=e.input.charCodeAt(e.position);(!l||e.lineIndent<c)&&32===a;)e.lineIndent++,a=e.input.charCodeAt(++e.position);if(!l&&e.lineIndent>c&&(c=e.lineIndent),is_EOL(a))d++;else{if(e.lineIndent<c){o===CHOMPING_KEEP?e.result+=common.repeat("\n",s?1+d:d):o===CHOMPING_CLIP&&s&&(e.result+="\n");break}for(r?is_WHITE_SPACE(a)?(T=!0,e.result+=common.repeat("\n",s?1+d:d)):T?(T=!1,e.result+=common.repeat("\n",d+1)):0===d?s&&(e.result+=" "):e.result+=common.repeat("\n",d):e.result+=common.repeat("\n",s?1+d:d),s=!0,l=!0,d=0,n=e.position;!is_EOL(a)&&0!==a;)a=e.input.charCodeAt(++e.position);captureSegment(e,n,e.position,!1)}}return!0}function readBlockSequence(e,t){var n,r,i=e.tag,a=e.anchor,o=[],s=!1;if(-1!==e.firstTabInLine)return!1;for(null!==e.anchor&&(e.anchorMap[e.anchor]=o),r=e.input.charCodeAt(e.position);0!==r&&(-1!==e.firstTabInLine&&(e.position=e.firstTabInLine,throwError(e,"tab characters must not be used in indentation")),45===r)&&is_WS_OR_EOL(e.input.charCodeAt(e.position+1));)if(s=!0,e.position++,skipSeparationSpace(e,!0,-1)&&e.lineIndent<=t)o.push(null),r=e.input.charCodeAt(e.position);else if(n=e.line,composeNode(e,t,CONTEXT_BLOCK_IN,!1,!0),o.push(e.result),skipSeparationSpace(e,!0,-1),r=e.input.charCodeAt(e.position),(e.line===n||e.lineIndent>t)&&0!==r)throwError(e,"bad indentation of a sequence entry");else if(e.lineIndent<t)break;return!!s&&(e.tag=i,e.anchor=a,e.kind="sequence",e.result=o,!0)}function readBlockMapping(e,t,n){var r,i,a,o,s,l,c,d=e.tag,T=e.anchor,u={},Q=Object.create(null),p=null,h=null,m=null,f=!1,g=!1;if(-1!==e.firstTabInLine)return!1;for(null!==e.anchor&&(e.anchorMap[e.anchor]=u),c=e.input.charCodeAt(e.position);0!==c;){if(f||-1===e.firstTabInLine||(e.position=e.firstTabInLine,throwError(e,"tab characters must not be used in indentation")),r=e.input.charCodeAt(e.position+1),a=e.line,63!==c&&58!==c||!is_WS_OR_EOL(r)){if(o=e.line,s=e.lineStart,l=e.position,!composeNode(e,n,CONTEXT_FLOW_OUT,!1,!0))break;if(e.line===a){for(c=e.input.charCodeAt(e.position);is_WHITE_SPACE(c);)c=e.input.charCodeAt(++e.position);if(58===c)is_WS_OR_EOL(c=e.input.charCodeAt(++e.position))||throwError(e,"a whitespace character is expected after the key-value separator within a block mapping"),f&&(storeMappingPair(e,u,Q,p,h,null,o,s,l),p=h=m=null),g=!0,f=!1,i=!1,p=e.tag,h=e.result;else{if(!g)return e.tag=d,e.anchor=T,!0;throwError(e,"can not read an implicit mapping pair; a colon is missed")}}else{if(!g)return e.tag=d,e.anchor=T,!0;throwError(e,"can not read a block mapping entry; a multiline key may not be an implicit key")}}else 63===c?(f&&(storeMappingPair(e,u,Q,p,h,null,o,s,l),p=h=m=null),g=!0,f=!0,i=!0):f?(f=!1,i=!0):throwError(e,"incomplete explicit mapping pair; a key node is missed; or followed by a non-tabulated empty line"),e.position+=1,c=r;if((e.line===a||e.lineIndent>t)&&(f&&(o=e.line,s=e.lineStart,l=e.position),composeNode(e,t,CONTEXT_BLOCK_OUT,!0,i)&&(f?h=e.result:m=e.result),f||(storeMappingPair(e,u,Q,p,h,m,o,s,l),p=h=m=null),skipSeparationSpace(e,!0,-1),c=e.input.charCodeAt(e.position)),(e.line===a||e.lineIndent>t)&&0!==c)throwError(e,"bad indentation of a mapping entry");else if(e.lineIndent<t)break}return f&&storeMappingPair(e,u,Q,p,h,null,o,s,l),g&&(e.tag=d,e.anchor=T,e.kind="mapping",e.result=u),g}function readTagProperty(e){var t,n,r,i,a=!1,o=!1;if(33!==(i=e.input.charCodeAt(e.position)))return!1;if(null!==e.tag&&throwError(e,"duplication of a tag property"),60===(i=e.input.charCodeAt(++e.position))?(a=!0,i=e.input.charCodeAt(++e.position)):33===i?(o=!0,n="!!",i=e.input.charCodeAt(++e.position)):n="!",t=e.position,a){do{i=e.input.charCodeAt(++e.position)}while(0!==i&&62!==i);e.position<e.length?(r=e.input.slice(t,e.position),i=e.input.charCodeAt(++e.position)):throwError(e,"unexpected end of the stream within a verbatim tag")}else{for(;0!==i&&!is_WS_OR_EOL(i);)33===i&&(o?throwError(e,"tag suffix cannot contain exclamation marks"):(n=e.input.slice(t-1,e.position+1),PATTERN_TAG_HANDLE.test(n)||throwError(e,"named tag handle cannot contain such characters"),o=!0,t=e.position+1)),i=e.input.charCodeAt(++e.position);r=e.input.slice(t,e.position),PATTERN_FLOW_INDICATORS.test(r)&&throwError(e,"tag suffix cannot contain flow indicator characters")}r&&!PATTERN_TAG_URI.test(r)&&throwError(e,"tag name cannot contain such characters: "+r);try{r=decodeURIComponent(r)}catch(t){throwError(e,"tag name is malformed: "+r)}return a?e.tag=r:_hasOwnProperty$1.call(e.tagMap,n)?e.tag=e.tagMap[n]+r:"!"===n?e.tag="!"+r:"!!"===n?e.tag="tag:yaml.org,2002:"+r:throwError(e,'undeclared tag handle "'+n+'"'),!0}function readAnchorProperty(e){var t,n;if(38!==(n=e.input.charCodeAt(e.position)))return!1;for(null!==e.anchor&&throwError(e,"duplication of an anchor property"),n=e.input.charCodeAt(++e.position),t=e.position;0!==n&&!is_WS_OR_EOL(n)&&!is_FLOW_INDICATOR(n);)n=e.input.charCodeAt(++e.position);return e.position===t&&throwError(e,"name of an anchor node must contain at least one character"),e.anchor=e.input.slice(t,e.position),!0}function readAlias(e){var t,n,r;if(42!==(r=e.input.charCodeAt(e.position)))return!1;for(r=e.input.charCodeAt(++e.position),t=e.position;0!==r&&!is_WS_OR_EOL(r)&&!is_FLOW_INDICATOR(r);)r=e.input.charCodeAt(++e.position);return e.position===t&&throwError(e,"name of an alias node must contain at least one character"),n=e.input.slice(t,e.position),_hasOwnProperty$1.call(e.anchorMap,n)||throwError(e,'unidentified alias "'+n+'"'),e.result=e.anchorMap[n],skipSeparationSpace(e,!0,-1),!0}function composeNode(e,t,n,r,i){var a,o,s,l,c,d,T,u,Q,p=1,h=!1,m=!1;if(null!==e.listener&&e.listener("open",e),e.tag=null,e.anchor=null,e.kind=null,e.result=null,a=o=s=CONTEXT_BLOCK_OUT===n||CONTEXT_BLOCK_IN===n,r&&skipSeparationSpace(e,!0,-1)&&(h=!0,e.lineIndent>t?p=1:e.lineIndent===t?p=0:e.lineIndent<t&&(p=-1)),1===p)for(;readTagProperty(e)||readAnchorProperty(e);)skipSeparationSpace(e,!0,-1)?(h=!0,s=a,e.lineIndent>t?p=1:e.lineIndent===t?p=0:e.lineIndent<t&&(p=-1)):s=!1;if(s&&(s=h||i),1!==p&&CONTEXT_BLOCK_OUT!==n||(u=CONTEXT_FLOW_IN===n||CONTEXT_FLOW_OUT===n?t:t+1,Q=e.position-e.lineStart,1===p?s&&(readBlockSequence(e,Q)||readBlockMapping(e,Q,u))||readFlowCollection(e,u)?m=!0:(o&&readBlockScalar(e,u)||readSingleQuotedScalar(e,u)||readDoubleQuotedScalar(e,u)?m=!0:readAlias(e)?(m=!0,null===e.tag&&null===e.anchor||throwError(e,"alias node should not have any properties")):readPlainScalar(e,u,CONTEXT_FLOW_IN===n)&&(m=!0,null===e.tag&&(e.tag="?")),null!==e.anchor&&(e.anchorMap[e.anchor]=e.result)):0===p&&(m=s&&readBlockSequence(e,Q))),null===e.tag)null!==e.anchor&&(e.anchorMap[e.anchor]=e.result);else if("?"===e.tag){for(null!==e.result&&"scalar"!==e.kind&&throwError(e,'unacceptable node kind for !<?> tag; it should be "scalar", not "'+e.kind+'"'),l=0,c=e.implicitTypes.length;l<c;l+=1)if((T=e.implicitTypes[l]).resolve(e.result)){e.result=T.construct(e.result),e.tag=T.tag,null!==e.anchor&&(e.anchorMap[e.anchor]=e.result);break}}else if("!"!==e.tag){if(_hasOwnProperty$1.call(e.typeMap[e.kind||"fallback"],e.tag))T=e.typeMap[e.kind||"fallback"][e.tag];else for(T=null,l=0,c=(d=e.typeMap.multi[e.kind||"fallback"]).length;l<c;l+=1)if(e.tag.slice(0,d[l].tag.length)===d[l].tag){T=d[l];break}T||throwError(e,"unknown tag !<"+e.tag+">"),null!==e.result&&T.kind!==e.kind&&throwError(e,"unacceptable node kind for !<"+e.tag+'> tag; it should be "'+T.kind+'", not "'+e.kind+'"'),T.resolve(e.result,e.tag)?(e.result=T.construct(e.result,e.tag),null!==e.anchor&&(e.anchorMap[e.anchor]=e.result)):throwError(e,"cannot resolve a node with !<"+e.tag+"> explicit tag")}return null!==e.listener&&e.listener("close",e),null!==e.tag||null!==e.anchor||m}function readDocument(e){var t,n,r,i,a=e.position,o=!1;for(e.version=null,e.checkLineBreaks=e.legacy,e.tagMap=Object.create(null),e.anchorMap=Object.create(null);0!==(i=e.input.charCodeAt(e.position))&&(skipSeparationSpace(e,!0,-1),i=e.input.charCodeAt(e.position),!(e.lineIndent>0||37!==i));){for(o=!0,i=e.input.charCodeAt(++e.position),t=e.position;0!==i&&!is_WS_OR_EOL(i);)i=e.input.charCodeAt(++e.position);for(r=[],(n=e.input.slice(t,e.position)).length<1&&throwError(e,"directive name must not be less than one character in length");0!==i;){for(;is_WHITE_SPACE(i);)i=e.input.charCodeAt(++e.position);if(35===i){do{i=e.input.charCodeAt(++e.position)}while(0!==i&&!is_EOL(i));break}if(is_EOL(i))break;for(t=e.position;0!==i&&!is_WS_OR_EOL(i);)i=e.input.charCodeAt(++e.position);r.push(e.input.slice(t,e.position))}0!==i&&readLineBreak(e),_hasOwnProperty$1.call(directiveHandlers,n)?directiveHandlers[n](e,n,r):throwWarning(e,'unknown document directive "'+n+'"')}skipSeparationSpace(e,!0,-1),0===e.lineIndent&&45===e.input.charCodeAt(e.position)&&45===e.input.charCodeAt(e.position+1)&&45===e.input.charCodeAt(e.position+2)?(e.position+=3,skipSeparationSpace(e,!0,-1)):o&&throwError(e,"directives end mark is expected"),composeNode(e,e.lineIndent-1,CONTEXT_BLOCK_OUT,!1,!0),skipSeparationSpace(e,!0,-1),e.checkLineBreaks&&PATTERN_NON_ASCII_LINE_BREAKS.test(e.input.slice(a,e.position))&&throwWarning(e,"non-ASCII line breaks are interpreted as content"),e.documents.push(e.result),e.position===e.lineStart&&testDocumentSeparator(e)?46===e.input.charCodeAt(e.position)&&(e.position+=3,skipSeparationSpace(e,!0,-1)):e.position<e.length-1&&throwError(e,"end of the stream or a document separator is expected")}function loadDocuments(e,t){t=t||{},0!==(e=String(e)).length&&(10!==e.charCodeAt(e.length-1)&&13!==e.charCodeAt(e.length-1)&&(e+="\n"),65279===e.charCodeAt(0)&&(e=e.slice(1)));var n=new State$1(e,t),r=e.indexOf("\0");for(-1!==r&&(n.position=r,throwError(n,"null byte is not allowed in input")),n.input+="\0";32===n.input.charCodeAt(n.position);)n.lineIndent+=1,n.position+=1;for(;n.position<n.length-1;)readDocument(n);return n.documents}function loadAll$1(e,t,n){null!==t&&"object"==typeof t&&void 0===n&&(n=t,t=null);var r=loadDocuments(e,n);if("function"!=typeof t)return r;for(var i=0,a=r.length;i<a;i+=1)t(r[i])}function load$1(e,t){var n=loadDocuments(e,t);if(0!==n.length){if(1===n.length)return n[0];throw new exception("expected a single document in the stream, but found more")}}var loadAll_1=loadAll$1,load_1=load$1,loader={loadAll:loadAll_1,load:load_1},_toString=Object.prototype.toString,_hasOwnProperty=Object.prototype.hasOwnProperty,CHAR_BOM=65279,CHAR_TAB=9,CHAR_LINE_FEED=10,CHAR_CARRIAGE_RETURN=13,CHAR_SPACE=32,CHAR_EXCLAMATION=33,CHAR_DOUBLE_QUOTE=34,CHAR_SHARP=35,CHAR_PERCENT=37,CHAR_AMPERSAND=38,CHAR_SINGLE_QUOTE=39,CHAR_ASTERISK=42,CHAR_COMMA=44,CHAR_MINUS=45,CHAR_COLON=58,CHAR_EQUALS=61,CHAR_GREATER_THAN=62,CHAR_QUESTION=63,CHAR_COMMERCIAL_AT=64,CHAR_LEFT_SQUARE_BRACKET=91,CHAR_RIGHT_SQUARE_BRACKET=93,CHAR_GRAVE_ACCENT=96,CHAR_LEFT_CURLY_BRACKET=123,CHAR_VERTICAL_LINE=124,CHAR_RIGHT_CURLY_BRACKET=125,ESCAPE_SEQUENCES={0:"\\0",7:"\\a",8:"\\b",9:"\\t",10:"\\n",11:"\\v",12:"\\f",13:"\\r",27:"\\e",34:'\\"',92:"\\\\",133:"\\N",160:"\\_",8232:"\\L",8233:"\\P"},DEPRECATED_BOOLEANS_SYNTAX=["y","Y","yes","Yes","YES","on","On","ON","n","N","no","No","NO","off","Off","OFF"],DEPRECATED_BASE60_SYNTAX=/^[-+]?[0-9_]+(?::[0-9_]+)+(?:\.[0-9_]*)?$/;function compileStyleMap(e,t){var n,r,i,a,o,s,l;if(null===t)return{};for(n={},i=0,a=(r=Object.keys(t)).length;i<a;i+=1)o=r[i],s=String(t[o]),"!!"===o.slice(0,2)&&(o="tag:yaml.org,2002:"+o.slice(2)),(l=e.compiledTypeMap.fallback[o])&&_hasOwnProperty.call(l.styleAliases,s)&&(s=l.styleAliases[s]),n[o]=s;return n}function encodeHex(e){var t,n,r;if(t=e.toString(16).toUpperCase(),e<=255)n="x",r=2;else if(e<=65535)n="u",r=4;else{if(!(e<=4294967295))throw new exception("code point within a string may not be greater than 0xFFFFFFFF");n="U",r=8}return"\\"+n+common.repeat("0",r-t.length)+t}var QUOTING_TYPE_SINGLE=1,QUOTING_TYPE_DOUBLE=2;function State$2(e){this.schema=e.schema||_default,this.indent=Math.max(1,e.indent||2),this.noArrayIndent=e.noArrayIndent||!1,this.skipInvalid=e.skipInvalid||!1,this.flowLevel=common.isNothing(e.flowLevel)?-1:e.flowLevel,this.styleMap=compileStyleMap(this.schema,e.styles||null),this.sortKeys=e.sortKeys||!1,this.lineWidth=e.lineWidth||80,this.noRefs=e.noRefs||!1,this.noCompatMode=e.noCompatMode||!1,this.condenseFlow=e.condenseFlow||!1,this.quotingType='"'===e.quotingType?QUOTING_TYPE_DOUBLE:QUOTING_TYPE_SINGLE,this.forceQuotes=e.forceQuotes||!1,this.replacer="function"==typeof e.replacer?e.replacer:null,this.implicitTypes=this.schema.compiledImplicit,this.explicitTypes=this.schema.compiledExplicit,this.tag=null,this.result="",this.duplicates=[],this.usedDuplicates=null}function indentString(e,t){for(var n,r=common.repeat(" ",t),i=0,a=-1,o="",s=e.length;i<s;)-1===(a=e.indexOf("\n",i))?(n=e.slice(i),i=s):(n=e.slice(i,a+1),i=a+1),n.length&&"\n"!==n&&(o+=r),o+=n;return o}function generateNextLine(e,t){return"\n"+common.repeat(" ",e.indent*t)}function testImplicitResolving(e,t){var n,r;for(n=0,r=e.implicitTypes.length;n<r;n+=1)if(e.implicitTypes[n].resolve(t))return!0;return!1}function isWhitespace(e){return e===CHAR_SPACE||e===CHAR_TAB}function isPrintable(e){return 32<=e&&e<=126||161<=e&&e<=55295&&8232!==e&&8233!==e||57344<=e&&e<=65533&&e!==CHAR_BOM||65536<=e&&e<=1114111}function isNsCharOrWhitespace(e){return isPrintable(e)&&e!==CHAR_BOM&&e!==CHAR_CARRIAGE_RETURN&&e!==CHAR_LINE_FEED}function isPlainSafe(e,t,n){var r=isNsCharOrWhitespace(e),i=r&&!isWhitespace(e);return(n?r:r&&e!==CHAR_COMMA&&e!==CHAR_LEFT_SQUARE_BRACKET&&e!==CHAR_RIGHT_SQUARE_BRACKET&&e!==CHAR_LEFT_CURLY_BRACKET&&e!==CHAR_RIGHT_CURLY_BRACKET)&&e!==CHAR_SHARP&&!(t===CHAR_COLON&&!i)||isNsCharOrWhitespace(t)&&!isWhitespace(t)&&e===CHAR_SHARP||t===CHAR_COLON&&i}function isPlainSafeFirst(e){return isPrintable(e)&&e!==CHAR_BOM&&!isWhitespace(e)&&e!==CHAR_MINUS&&e!==CHAR_QUESTION&&e!==CHAR_COLON&&e!==CHAR_COMMA&&e!==CHAR_LEFT_SQUARE_BRACKET&&e!==CHAR_RIGHT_SQUARE_BRACKET&&e!==CHAR_LEFT_CURLY_BRACKET&&e!==CHAR_RIGHT_CURLY_BRACKET&&e!==CHAR_SHARP&&e!==CHAR_AMPERSAND&&e!==CHAR_ASTERISK&&e!==CHAR_EXCLAMATION&&e!==CHAR_VERTICAL_LINE&&e!==CHAR_EQUALS&&e!==CHAR_GREATER_THAN&&e!==CHAR_SINGLE_QUOTE&&e!==CHAR_DOUBLE_QUOTE&&e!==CHAR_PERCENT&&e!==CHAR_COMMERCIAL_AT&&e!==CHAR_GRAVE_ACCENT}function isPlainSafeLast(e){return!isWhitespace(e)&&e!==CHAR_COLON}function codePointAt(e,t){var n,r=e.charCodeAt(t);return r>=55296&&r<=56319&&t+1<e.length&&(n=e.charCodeAt(t+1))>=56320&&n<=57343?1024*(r-55296)+n-56320+65536:r}function needIndentIndicator(e){return/^\n* /.test(e)}var STYLE_PLAIN=1,STYLE_SINGLE=2,STYLE_LITERAL=3,STYLE_FOLDED=4,STYLE_DOUBLE=5;function chooseScalarStyle(e,t,n,r,i,a,o,s){var l,c=0,d=null,T=!1,u=!1,Q=-1!==r,p=-1,h=isPlainSafeFirst(codePointAt(e,0))&&isPlainSafeLast(codePointAt(e,e.length-1));if(t||o)for(l=0;l<e.length;c>=65536?l+=2:l++){if(!isPrintable(c=codePointAt(e,l)))return STYLE_DOUBLE;h=h&&isPlainSafe(c,d,s),d=c}else{for(l=0;l<e.length;c>=65536?l+=2:l++){if((c=codePointAt(e,l))===CHAR_LINE_FEED)T=!0,Q&&(u=u||l-p-1>r&&" "!==e[p+1],p=l);else if(!isPrintable(c))return STYLE_DOUBLE;h=h&&isPlainSafe(c,d,s),d=c}u=u||Q&&l-p-1>r&&" "!==e[p+1]}return T||u?n>9&&needIndentIndicator(e)?STYLE_DOUBLE:o?a===QUOTING_TYPE_DOUBLE?STYLE_DOUBLE:STYLE_SINGLE:u?STYLE_FOLDED:STYLE_LITERAL:!h||o||i(e)?a===QUOTING_TYPE_DOUBLE?STYLE_DOUBLE:STYLE_SINGLE:STYLE_PLAIN}function writeScalar(e,t,n,r,i){e.dump=function(){if(0===t.length)return e.quotingType===QUOTING_TYPE_DOUBLE?'""':"''";if(!e.noCompatMode&&(-1!==DEPRECATED_BOOLEANS_SYNTAX.indexOf(t)||DEPRECATED_BASE60_SYNTAX.test(t)))return e.quotingType===QUOTING_TYPE_DOUBLE?'"'+t+'"':"'"+t+"'";var a=e.indent*Math.max(1,n),o=-1===e.lineWidth?-1:Math.max(Math.min(e.lineWidth,40),e.lineWidth-a),s=r||e.flowLevel>-1&&n>=e.flowLevel;switch(chooseScalarStyle(t,s,e.indent,o,(function(t){return testImplicitResolving(e,t)}),e.quotingType,e.forceQuotes&&!r,i)){case STYLE_PLAIN:return t;case STYLE_SINGLE:return"'"+t.replace(/'/g,"''")+"'";case STYLE_LITERAL:return"|"+blockHeader(t,e.indent)+dropEndingNewline(indentString(t,a));case STYLE_FOLDED:return">"+blockHeader(t,e.indent)+dropEndingNewline(indentString(foldString(t,o),a));case STYLE_DOUBLE:return'"'+escapeString(t)+'"';default:throw new exception("impossible error: invalid scalar style")}}()}function blockHeader(e,t){var n=needIndentIndicator(e)?String(t):"",r="\n"===e[e.length-1];return n+(!r||"\n"!==e[e.length-2]&&"\n"!==e?r?"":"-":"+")+"\n"}function dropEndingNewline(e){return"\n"===e[e.length-1]?e.slice(0,-1):e}function foldString(e,t){for(var n,r,i,a=/(\n+)([^\n]*)/g,o=(n=-1!==(n=e.indexOf("\n"))?n:e.length,a.lastIndex=n,foldLine(e.slice(0,n),t)),s="\n"===e[0]||" "===e[0];i=a.exec(e);){var l=i[1],c=i[2];r=" "===c[0],o+=l+(s||r||""===c?"":"\n")+foldLine(c,t),s=r}return o}function foldLine(e,t){if(""===e||" "===e[0])return e;for(var n,r,i=/ [^ ]/g,a=0,o=0,s=0,l="";n=i.exec(e);)(s=n.index)-a>t&&(r=o>a?o:s,l+="\n"+e.slice(a,r),a=r+1),o=s;return l+="\n",e.length-a>t&&o>a?l+=e.slice(a,o)+"\n"+e.slice(o+1):l+=e.slice(a),l.slice(1)}function escapeString(e){for(var t,n="",r=0,i=0;i<e.length;r>=65536?i+=2:i++)r=codePointAt(e,i),!(t=ESCAPE_SEQUENCES[r])&&isPrintable(r)?(n+=e[i],r>=65536&&(n+=e[i+1])):n+=t||encodeHex(r);return n}function writeFlowSequence(e,t,n){var r,i,a,o="",s=e.tag;for(r=0,i=n.length;r<i;r+=1)a=n[r],e.replacer&&(a=e.replacer.call(n,String(r),a)),(writeNode(e,t,a,!1,!1)||void 0===a&&writeNode(e,t,null,!1,!1))&&(""!==o&&(o+=","+(e.condenseFlow?"":" ")),o+=e.dump);e.tag=s,e.dump="["+o+"]"}function writeBlockSequence(e,t,n,r){var i,a,o,s="",l=e.tag;for(i=0,a=n.length;i<a;i+=1)o=n[i],e.replacer&&(o=e.replacer.call(n,String(i),o)),(writeNode(e,t+1,o,!0,!0,!1,!0)||void 0===o&&writeNode(e,t+1,null,!0,!0,!1,!0))&&(r&&""===s||(s+=generateNextLine(e,t)),e.dump&&CHAR_LINE_FEED===e.dump.charCodeAt(0)?s+="-":s+="- ",s+=e.dump);e.tag=l,e.dump=s||"[]"}function writeFlowMapping(e,t,n){var r,i,a,o,s,l="",c=e.tag,d=Object.keys(n);for(r=0,i=d.length;r<i;r+=1)s="",""!==l&&(s+=", "),e.condenseFlow&&(s+='"'),o=n[a=d[r]],e.replacer&&(o=e.replacer.call(n,a,o)),writeNode(e,t,a,!1,!1)&&(e.dump.length>1024&&(s+="? 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"),c+=e.dump,l&&(c+=generateNextLine(e,t)),writeNode(e,t+1,s,!0,l)&&(e.dump&&CHAR_LINE_FEED===e.dump.charCodeAt(0)?c+=":":c+=": ",d+=c+=e.dump));e.tag=T,e.dump=d||"{}"}function detectType(e,t,n){var r,i,a,o,s,l;for(a=0,o=(i=n?e.explicitTypes:e.implicitTypes).length;a<o;a+=1)if(((s=i[a]).instanceOf||s.predicate)&&(!s.instanceOf||"object"==typeof t&&t instanceof s.instanceOf)&&(!s.predicate||s.predicate(t))){if(n?s.multi&&s.representName?e.tag=s.representName(t):e.tag=s.tag:e.tag="?",s.represent){if(l=e.styleMap[s.tag]||s.defaultStyle,"[object Function]"===_toString.call(s.represent))r=s.represent(t,l);else{if(!_hasOwnProperty.call(s.represent,l))throw new exception("!<"+s.tag+'> tag resolver accepts not "'+l+'" style');r=s.represent[l](t,l)}e.dump=r}return!0}return!1}function writeNode(e,t,n,r,i,a,o){e.tag=null,e.dump=n,detectType(e,n,!1)||detectType(e,n,!0);var s,l=_toString.call(e.dump),c=r;r&&(r=e.flowLevel<0||e.flowLevel>t);var d,T,u="[object Object]"===l||"[object Array]"===l;if(u&&(T=-1!==(d=e.duplicates.indexOf(n))),(null!==e.tag&&"?"!==e.tag||T||2!==e.indent&&t>0)&&(i=!1),T&&e.usedDuplicates[d])e.dump="*ref_"+d;else{if(u&&T&&!e.usedDuplicates[d]&&(e.usedDuplicates[d]=!0),"[object Object]"===l)r&&0!==Object.keys(e.dump).length?(writeBlockMapping(e,t,e.dump,i),T&&(e.dump="&ref_"+d+e.dump)):(writeFlowMapping(e,t,e.dump),T&&(e.dump="&ref_"+d+" "+e.dump));else if("[object Array]"===l)r&&0!==e.dump.length?(e.noArrayIndent&&!o&&t>0?writeBlockSequence(e,t-1,e.dump,i):writeBlockSequence(e,t,e.dump,i),T&&(e.dump="&ref_"+d+e.dump)):(writeFlowSequence(e,t,e.dump),T&&(e.dump="&ref_"+d+" "+e.dump));else{if("[object String]"!==l){if("[object Undefined]"===l)return!1;if(e.skipInvalid)return!1;throw new exception("unacceptable kind of an object to dump "+l)}"?"!==e.tag&&writeScalar(e,e.dump,t,a,c)}null!==e.tag&&"?"!==e.tag&&(s=encodeURI("!"===e.tag[0]?e.tag.slice(1):e.tag).replace(/!/g,"%21"),s="!"===e.tag[0]?"!"+s:"tag:yaml.org,2002:"===s.slice(0,18)?"!!"+s.slice(18):"!<"+s+">",e.dump=s+" "+e.dump)}return!0}function getDuplicateReferences(e,t){var n,r,i=[],a=[];for(inspectNode(e,i,a),n=0,r=a.length;n<r;n+=1)t.duplicates.push(i[a[n]]);t.usedDuplicates=new Array(r)}function inspectNode(e,t,n){var r,i,a;if(null!==e&&"object"==typeof e)if(-1!==(i=t.indexOf(e)))-1===n.indexOf(i)&&n.push(i);else if(t.push(e),Array.isArray(e))for(i=0,a=e.length;i<a;i+=1)inspectNode(e[i],t,n);else for(i=0,a=(r=Object.keys(e)).length;i<a;i+=1)inspectNode(e[r[i]],t,n)}function dump$1(e,t){var n=new State$2(t=t||{});n.noRefs||getDuplicateReferences(e,n);var r=e;return n.replacer&&(r=n.replacer.call({"":r},"",r)),writeNode(n,0,r,!0,!0)?n.dump+"\n":""}var dump_1=dump$1,dumper={dump:dump_1};function renamed(e,t){return function(){throw new Error("Function yaml."+e+" is removed in js-yaml 4. Use yaml."+t+" instead, which is now safe by default.")}}var Type=type,Schema=schema,FAILSAFE_SCHEMA=failsafe,JSON_SCHEMA=json,CORE_SCHEMA=core,DEFAULT_SCHEMA=_default,load$2=loader.load,loadAll=loader.loadAll,dump=dumper.dump,YAMLException=exception,types={binary:binary,float:float,map:map,null:_null,pairs:pairs,set:set,timestamp:timestamp,bool:bool,int:int,merge:merge,omap:omap,seq:seq,str:str},safeLoad=renamed("safeLoad","load"),safeLoadAll=renamed("safeLoadAll","loadAll"),safeDump=renamed("safeDump","dump"),jsYaml={Type:Type,Schema:Schema,FAILSAFE_SCHEMA:FAILSAFE_SCHEMA,JSON_SCHEMA:JSON_SCHEMA,CORE_SCHEMA:CORE_SCHEMA,DEFAULT_SCHEMA:DEFAULT_SCHEMA,load:load$2,loadAll:loadAll,dump:dump,YAMLException:YAMLException,types:types,safeLoad:safeLoad,safeLoadAll:safeLoadAll,safeDump:safeDump};const durationTreshold=0;function setDebugging(e){DEBUGGING=!1}let DEBUGGING=!1;const log=console.log.bind(window.console),debug=(e,t,...n)=>{console.log(t,...n)};class CustomMutationObserver{originalCallback;observer;name;constructor(e,t){this.originalCallback=e,this.observer=null,this.name=t}observe(e,t){this.observer=new MutationObserver((async(e,t)=>{const n=performance.now();await this.originalCallback(e,t);const r=performance.now()-n;r>0&&console.log(`Excalidraw ${this.name} MutationObserver callback took ${r}ms to execute`,t)})),this.observer.observe(e,t)}disconnect(){this.observer&&(this.observer.disconnect(),this.observer=null)}}const getParentOfClass=(e,t)=>{let n=e.parentElement;for(;n&&!n.classList.contains(t)&&!(n instanceof window.HTMLBodyElement);)n=n.parentElement;return n?.classList?.contains(t)?n:null};function getExcalidrawViews(e){const t=e.workspace.getLeavesOfType("excalidraw").filter((e=>e.view instanceof ExcalidrawView));return t.map((e=>e.view))}const getLeaf=(e,t,n)=>{switch(linkClickModifierType(n)){case"active-pane":return t;case"new-tab":default:return(()=>{if(!e.settings.openInMainWorkspace)return app.workspace.getLeaf("tab");const[n,r]=getLeafLoc(t);return"main"===n?e.app.workspace.getLeaf("tab"):getNewOrAdjacentLeaf(e,t)})();case"new-pane":return getNewOrAdjacentLeaf(e,t);case"popout-window":return e.app.workspace.openPopoutLeaf()}},getLeafLoc=e=>{const t=e.id,n=app.workspace.getLayout(),r=e=>e.children.filter((e=>"leaf"!==e.type)).map((e=>r(e))).flat().concat(e.children.filter((e=>"leaf"===e.type)).map((e=>e.id))),i=r(n.main);return[n.main&&i.contains(t)?"main":n.floating&&r(n.floating).contains(t)?"popout":n.left&&r(n.left).contains(t)?"left":n.right&&r(n.right).contains(t)?"right":"hover",i]},getNewOrAdjacentLeaf=(e,t)=>{const[n,r]=getLeafLoc(t),i=e=>{let n=app.workspace.getMostRecentLeaf();return n&&n!==t&&n.view?.containerEl.ownerDocument===document||(n=null,r.forEach((r=>{const i=app.workspace.getLeafById(r);n||!i.view?.navigation||t===i||e&&i?.parent===t?.parent||(n=i)}))),n};if(e.settings.openInMainWorkspace||["main","left","right"].contains(n)){if(!e.settings.openInAdjacentPane){if("main"===n)return app.workspace.createLeafBySplit(t);const e=i();return e?"empty"===e.view.getViewType()?e:app.workspace.createLeafBySplit(e):app.workspace.getLeaf(!0)}return i(!0)??app.workspace.createLeafBySplit(t)}if(!e.settings.openInAdjacentPane)return app.workspace.createLeafBySplit(t);if("hover"===n){const n=new Set;return app.workspace.iterateAllLeaves((e=>{e!==t&&t.containerEl.parentElement===e.containerEl.parentElement&&n.add(e)})),0===n.size?e.app.workspace.createLeafBySplit(t):Array.from(n)[0]}if("popout"===n){const e=new Set;return app.workspace.iterateAllLeaves((n=>{n!==t&&n.view.navigation&&n.view.containerEl.ownerDocument===t.view.containerEl.ownerDocument&&e.add(n)})),0===e.size?app.workspace.createLeafBySplit(t):Array.from(e)[0]}return e.app.workspace.createLeafBySplit(t)},getAttachmentsFolderAndFilePath=async(e,t,n)=>{let r=e.vault.getConfig("attachmentFolderPath");if(r&&r.startsWith("./")){const e=`${splitFolderAndFilename(t).folderpath}/`;r=obsidian_module.normalizePath(e+r.substring(2))}return r&&"/"!==r||(r=""),await checkAndCreateFolder(r),{folder:r,filepath:obsidian_module.normalizePath(""===r?n:`${r}/${n}`)}},isObsidianThemeDark=()=>document.body.classList.contains("theme-dark"),getContainerForDocument=e=>{if(e!==document&&app.workspace.floatingSplit)for(const t of app.workspace.floatingSplit.children)if(t.doc===e)return t;return app.workspace.rootSplit},cleanSectionHeading=e=>e?e.replace(REG_SECTION_REF_CLEAN,"").replace(/\s+/g," ").trim():e,cleanBlockRef=e=>e?e.replace(REG_BLOCK_REF_CLEAN,"").replace(/\s+/g," ").trim():e,getAllWindowDocuments=e=>{const t=new Set;return t.add(document),e.workspace.iterateAllLeaves((e=>{e.view.containerEl.ownerDocument!==document&&t.add(e.view.containerEl.ownerDocument)})),Array.from(t)},obsidianPDFQuoteWithRef=e=>{const t=/^> (.*)\n\n\[\[([^|\]]*)\|[^\]]*]]$/gm.exec(e);return t?{quote:t[1],link:t[2]}:null},extractSVGPNGFileName=e=>{const t=e.match(/\[\[([^\]|#^]+\.(?:svg|png))(?:[^\]]+)?\]\]|\[[^\]]+\]\(([^\)]+\.(?:svg|png))\)/);return t?t[1]||t[2]:null},getFileCSSClasses=e=>{if(e){const t=window?.ExcalidrawAutomate?.plugin;if(!t)return[];const n=t.app.metadataCache.getFileCache(e);if(!n?.frontmatter)return[];const r=obsidian_module.parseFrontMatterEntry(n.frontmatter,"cssclasses");return Array.isArray(r)?r:"string"==typeof r?Array.from(new Set(r.split(/[, ]+/).filter(Boolean))):[]}return[]},getActivePDFPageNumberFromPDFView=e=>e?.viewer?.child?.pdfViewer?.page,openLeaf=({plugin:e,fnGetLeaf:t,file:n,openState:r})=>{let i=null;if(e.settings.focusOnFileTab&&(e.app.workspace.iterateAllLeaves((t=>{i||t?.view?.file===n&&(e.app.workspace.setActiveLeaf(t,{focus:!0}),i=t)})),i)){if(r){const e=i.openFile(n,r);return{leaf:i,promise:e}}return{leaf:i,promise:Promise.resolve()}}i=t();const a=i.openFile(n,r);return{leaf:i,promise:a}};function mergeMarkdownFiles(e,t){const n=e.indexOf("---",4),r=e.substring(4,n).trim(),i=e.substring(n+3),a=jsYaml.load(r)||{};let o={},s="";if(t.startsWith("---\n")&&t.indexOf("---\n",4)>0){const e=t.indexOf("---\n",4),n=t.substring(4,e).trim();s=t.substring(e+3),o=jsYaml.load(n)||{}}else s=t.trim();const l={...a};for(const e in o)if(Array.isArray(o[e])&&Array.isArray(l[e])){const t=[...new Set([...l[e],...o[e]])];l[e]=t}else l[e]=o[e];return`---\n${jsYaml.dump(l)}---\n${s}\n\n${i.trim()}\n`}const editorInsertText=(e,t)=>{const n=e.getCursor(),r=e.getLine(n.line),i=r.slice(0,n.ch)+t+r.slice(n.ch);e.setLine(n.line,i)},foldExcalidrawSection=e=>{if(!(e&&e instanceof obsidian_module.MarkdownView))return;const t={ed:-1,te:-1,el:-1,ef:-1,d:-1},n=e.currentMode.getFoldInfo()?.folds??[],r=e.editor.lineCount();for(let n=0;n<r;n++){const r=e.editor.getLine(n);switch(r){case"# Excalidraw Data":t.ed=n;break;case"## Text Elements":t.te=n;break;case"## Element Links":t.el=n;break;case"## Embedded Files":t.ef=n;break;case"## Drawing":t.d=n}if("## Drawing"===r)break}if(t.ed>-1&&t.d>-1){const i=[...n,...t.te>-1?[{from:t.te,to:(t.el>-1?t.el:t.ef>-1?t.ef:t.d)-1}]:[],...t.el>-1?[{from:t.el,to:(t.ef>-1?t.ef:t.d)-1}]:[],...t.ef>-1?[{from:t.ef,to:t.d-1}]:[],{from:t.d,to:r-1},{from:t.ed,to:r-1}];e.currentMode.applyFoldInfo({folds:i,lines:r})}};async function setExcalidrawView(e){await e.setViewState({type:"excalidraw",state:e.view.getState(),popstate:!0})}async function closeLeafView(e){await e.setViewState({type:"empty",state:{}})}function splitFolderAndFilename(e){const t=e.lastIndexOf("/"),n=-1==t?e:e.substring(t+1);return{folderpath:obsidian_module.normalizePath(e.substring(0,t)),filename:n,basename:n.replace(/\.[^/.]+$/,""),extension:n.substring(n.lastIndexOf(".")+1)}}const download=(e,t,n)=>{const r=document.createElement("a");r.setAttribute("href",(e?`${e},`:"")+t),r.setAttribute("download",n),r.style.display="none",document.body.appendChild(r),r.click(),document.body.removeChild(r)};function getIMGFilename(e,t){return`${e.substring(0,e.lastIndexOf("."))}.${t}`}function getNewUniqueFilepath(e,t,n){let r=obsidian_module.normalizePath(`${n}/${t}`),i=e.getAbstractFileByPath(r),a=0;const o=t.endsWith(".excalidraw.md")?".excalidraw.md":t.slice(t.lastIndexOf("."));for(;i;)r=obsidian_module.normalizePath(`${n}/${t.slice(0,t.lastIndexOf(o))}_${a}${o}`),a++,i=e.getAbstractFileByPath(r);return r}function getDrawingFilename(e){return e.drawingFilenamePrefix+(""!==e.drawingFilenameDateTime?window.moment().format(e.drawingFilenameDateTime):"")+(e.compatibilityMode?".excalidraw":e.useExcalidrawExtension?".excalidraw.md":".md")}function getEmbedFilename(e,t){return((t.drawingEmbedPrefixWithFilename?e:"")+t.drawingFilnameEmbedPostfix+(""!==t.drawingFilenameDateTime?window.moment().format(t.drawingFilenameDateTime):"")+(t.compatibilityMode?".excalidraw":t.useExcalidrawExtension?".excalidraw.md":".md")).trim()}async function checkAndCreateFolder(e){const t=app.vault;e=obsidian_module.normalizePath(e);const n=t.getAbstractFileByPathInsensitive(e);if(!(n&&n instanceof obsidian_module.TFolder))return n&&n instanceof obsidian_module.TFile&&new obsidian_module.Notice(`The folder cannot be created because it already exists as a file: ${e}.`),await t.createFolder(e)}const getURLImageExtension=e=>{const t=e.split("?")[0];return t.substring(t.lastIndexOf(".")+1)},getMimeType=e=>IMAGE_MIME_TYPES.hasOwnProperty(e)?IMAGE_MIME_TYPES[e]:"md"===e?"image/svg+xml":"application/octet-stream",getFileFromURL=async(e,t,n=3e3)=>{try{const t=new Promise((e=>setTimeout((()=>e(null)),n))),r=await Promise.race([fetch(e,{mode:"no-cors"}),t]);if(!r)return errorlog({where:getFileFromURL,message:`URL did not load within the timeout period of ${n}ms.\n\nTry force-saving again in a few seconds.\n\n${e}`,url:e}),null;const i=await r.arrayBuffer();return{status:r.status,headers:Object.fromEntries(r.headers.entries()),arrayBuffer:i,json:null,text:null}}catch(e){return null}},getFileFromURLFallback=async(e,t,n=3e3)=>{try{const t=new Promise((e=>setTimeout((()=>e(null)),n)));return await Promise.race([t,obsidian_module.requestUrl({url:e,throw:!1})])}catch(t){return errorlog({where:getFileFromURLFallback,message:`URL did not load within timeout period of ${n}ms`,url:e}),null}},getDataURLFromURL=async(e,t,n=3e3)=>{let r=await getFileFromURL(e,t,n);return r&&200===r?.status||(r=await getFileFromURLFallback(e,t,n)),r&&200===r.status?await getDataURL(r.arrayBuffer,t):e},blobToBase64=async e=>{const t=await e.arrayBuffer(),n=new Uint8Array(t);let r="",i=n.byteLength;for(let e=0;e<i;e++)r+=String.fromCharCode(n[e]);return btoa(r)},getPDFDoc=async e=>(void 0===window.pdfjsLib&&await obsidian_module.loadPdfJs(),await window.pdfjsLib.getDocument(app.vault.getResourcePath(e)).promise),readLocalFileBinary=async e=>DEVICE.isDesktop?new Promise(((t,n)=>{const r=decodeURI(e);app.vault.adapter.fs.readFile(r,((e,r)=>{if(e)n(e);else{const e=r.buffer.slice(r.byteOffset,r.byteOffset+r.byteLength);t(e)}}))})):null,getPathWithoutExtension=e=>e?e.path.substring(0,e.path.lastIndexOf(".")):null,VAULT_BASE_URL=DEVICE.isDesktop?app.vault.adapter.url.pathToFileURL(app.vault.adapter.basePath).toString():"",getInternalLinkOrFileURLLink=(e,t,n,r)=>{if(!DEVICE.isDesktop)return{link:`[${n??""}](${e})`,isInternal:!1,url:e};const i=t.app.vault,a=i.adapter.url.pathToFileURL(e).toString();if(a.startsWith(VAULT_BASE_URL)){const e=obsidian_module.normalizePath(unescape(a.substring(VAULT_BASE_URL.length))),o=i.getAbstractFileByPath(e);if(o&&o instanceof obsidian_module.TFile){const e=t.app.metadataCache.fileToLinktext(o,r?.path,!0);return{link:getLink(t,{embed:!1,path:e,alias:n}),isInternal:!0,file:o}}}return{link:`[${n??""}](${a})`,isInternal:!1,url:a}},getLink=(e,{embed:t=!0,path:n,alias:r},i)=>(void 0!==i?i:e.settings.embedWikiLink)?`${t?"!":""}[[${n}${r?`|${r}`:""}]]`:`${t?"!":""}[${r??""}](${encodeURI(n)})`,getAliasWithSize=(e,t)=>e&&""!==e?`${e}${t?`|${t}`:""}`:t,getCropFileNameAndFolder=async(e,t,n)=>{let r=e.settings.cropPrefix;r&&""!==r.trim()||(r="cropped_");const i=r+n+".md";if(!e.settings.cropFolder||""===e.settings.cropFolder.trim())return{folderpath:(await getAttachmentsFolderAndFilePath(e.app,t,i)).folder,filename:i};const a=obsidian_module.normalizePath(e.settings.cropFolder);return await checkAndCreateFolder(a),{folderpath:a,filename:i}},getAnnotationFileNameAndFolder=async(e,t,n)=>{let r=e.settings.annotatePrefix;r&&""!==r.trim()||(r="annotated_");const i=r+n+".md";if(!e.settings.annotateFolder||""===e.settings.annotateFolder.trim())return{folderpath:(await getAttachmentsFolderAndFilePath(e.app,t,i)).folder,filename:i};const a=obsidian_module.normalizePath(e.settings.annotateFolder);return await checkAndCreateFolder(a),{folderpath:a,filename:i}},getListOfTemplateFiles=e=>{const t=obsidian_module.normalizePath(e.settings.templateFilePath),n=e.app.vault.getAbstractFileByPath(t);if(n&&n instanceof obsidian_module.TFolder)return e.app.vault.getFiles().filter((e=>e.path.startsWith(n.path))).filter((t=>e.isExcalidrawFile(t))).sort(((e,t)=>e.path.localeCompare(t.path)));if(n&&n instanceof obsidian_module.TFile)return[n];const r=e.app.metadataCache.getFirstLinkpathDest(t,"");return r?[r]:null},fileShouldDefaultAsExcalidraw=(e,t)=>{if(!e)return!1;const n=t.metadataCache.getCache(e);return n?.frontmatter&&n.frontmatter[FRONTMATTER_KEYS.plugin.name]&&!Boolean(n.frontmatter[FRONTMATTER_KEYS["open-as-markdown"].name])},getExcalidrawEmbeddedFilesFiletree=(e,t)=>{if(!e||!t.isExcalidrawFile(e))return[];const n=new Set,r=t.app,i=e=>Object.keys(r.metadataCache.resolvedLinks[e.path]).forEach((e=>{const a=r.vault.getAbstractFileByPath(e);if(!(a&&a instanceof obsidian_module.TFile))return;const o=t.isExcalidrawFile(a);"md"===a.extension&&!o||n.has(a)||(n.add(a),o&&i(a))}));return i(e),Array.from(n)},hasExcalidrawEmbeddedImagesTreeChanged=(e,t,n)=>getExcalidrawEmbeddedFilesFiletree(e,n).some((e=>e.stat.mtime>t)),useDefaultExcalidrawFrame=e=>!(e.link.startsWith("[")||e.link.startsWith("file:")||e.link.startsWith("data:")),patchMobileView=e=>{if(DEVICE.isDesktop)return;console.log("patching mobile view");const t=getParentOfClass(e.containerEl,"mod-top");t&&(t.hasClass("mod-visible")||t.addClass("mod-visible"))},processLinkText=(e,t)=>{let n=null;if(e.search("#")>-1){const r=getLinkParts(e,t.file);n=`#${r.isBlockRef?"^":""}${r.ref}`,e=r.path}return e.match(REG_LINKINDEX_INVALIDCHARS)?{subpath:n,file:null}:{subpath:n,file:app.metadataCache.getFirstLinkpathDest(e,t.file.path)}},generateEmbeddableLink=(e,t)=>e;class CropImage{elements;imageEA;maskEA;bbox;constructor(e,t){this.elements=e;const n=getEA();this.imageEA=n;const r=getEA();this.maskEA=r,this.bbox=n.getBoundingBox(e),this.setBoundingEl(n,"transparent"),this.setBoundingEl(r,"white"),e.forEach((e=>{const t=cloneElement(e);"image"!==e.type&&"frame"!==e.type&&(t.opacity=100,r.elementsDict[e.id]=t),"image"===e.type&&(n.elementsDict[e.id]=t)})),Object.values(t).forEach((e=>{n.imagesDict[e.id]=e}))}destroy(){this.imageEA.destroy(),this.maskEA.destroy(),this.imageEA=null,this.maskEA=null,this.elements=null,this.bbox=null}setBoundingEl(e,t){const{topX:n,topY:r,width:i,height:a}=this.bbox;e.style.backgroundColor=t,e.style.strokeColor="transparent",e.style.strokeWidth="0",e.style.strokeStyle="solid",e.style.fillStyle="solid",e.style.roughness=0,e.addRect(n,r,i,a)}getViewBoxAndSize(){const e=this.elements.filter((e=>"frame"===e.type));e.length>1&&new obsidian_module.Notice("Multiple frames are not supported for image cropping. Discarding frames from mask.");const t=this.imageEA.getElements().filter((e=>"image"===e.type)),{x:n,y:r,width:i,height:a}=1===e.length?e[0]:mapToXY(this.imageEA.getBoundingBox(t)),{topX:o,topY:s,width:l,height:c}=this.bbox;return{viewBox:`${n-o} ${r-s} ${i} ${a}`,vbWidth:i,vbHeight:a,width:l,height:c}}async getMaskSVG(){const e=await this.maskEA.createSVG(null,!0,{withBackground:!1,withTheme:!1,isMask:!1},null,null,0),t=e.querySelector("defs"),n=e.querySelector("style"),r=n?n.outerHTML:"";return t.parentElement.removeChild(t),{style:r,mask:e.innerHTML}}async getImage(){const e=this.imageEA.getElements().some((e=>"image"===e.type&&0!==e.angle)),t=Object.values(this.imageEA.imagesDict);return e||1!==t.length?await this.imageEA.createPNGBase64(null,1,{withBackground:!1,withTheme:!1,isMask:!1},null,null,0):t[0].dataURL}async buildSVG(){if(0===this.imageEA.getElements().filter((e=>"image"===e.type)).length)return void new obsidian_module.Notice("No image found. Cannot crop.");const e=nanoid(),t=nanoid(),{viewBox:n,vbWidth:r,vbHeight:i,width:a,height:o}=this.getViewBoxAndSize(),s=new DOMParser,{style:l,mask:c}=await this.getMaskSVG(),d=`<svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="${n}" width="${r}" height="${i}">\n<symbol id="${t}"><image width="100%" height="100%" href="${await this.getImage()}"/></symbol>\n<defs>${l}\n<mask id="${e}" x="0" y="0" width="${a}" height="${o}" maskUnits="userSpaceOnUse">\n${c}\n</mask>\n</defs>\n<use x="0" y="0" width="${a}" height="${o}" mask="url(#${e})" mask-type="alpha" href="#${t}"/>\n</svg>`;return s.parseFromString(d,"image/svg+xml").firstElementChild}async getCroppedPNG(){app.plugins.plugins["obsidian-excalidraw-plugin"];const e=await this.buildSVG();return new Promise(((t,n)=>{const r=e.outerHTML,i=document.createElement("canvas"),a=i.getContext("2d");if(!a)return void n("Unable to get 2D context");i.width=e.width.baseVal.value,i.height=e.height.baseVal.value;const o=new Image;o.onload=()=>{a.clearRect(0,0,i.width,i.height),a.drawImage(o,0,0),i.toBlob((e=>{e?t(e):n(new Error("Failed to convert to PNG"))}),"image/png",1)},o.src=`data:image/svg+xml;base64,${btoa(unescape(encodeURIComponent(r)))}`}))}async getCroppedSVG(){return await this.buildSVG()}}const mapToXY=({topX:e,topY:t,width:n,height:r})=>({x:e,y:t,width:n,height:r});String.prototype.codePointAt||function(){var e=function(){try{var e={},t=Object.defineProperty,n=t(e,e,e)&&t}catch(e){}return n}(),t=function(e){if(null==this)throw TypeError();var t=String(this),n=t.length,r=e?Number(e):0;if(r!=r&&(r=0),!(r<0||r>=n)){var i,a=t.charCodeAt(r);return a>=55296&&a<=56319&&n>r+1&&(i=t.charCodeAt(r+1))>=56320&&i<=57343?1024*(a-55296)+i-56320+65536:a}};e?e(String.prototype,"codePointAt",{value:t,configurable:!0,writable:!0}):String.prototype.codePointAt=t}();var TINF_OK=0,TINF_DATA_ERROR=-3;function Tree(){this.table=new Uint16Array(16),this.trans=new Uint16Array(288)}function Data(e,t){this.source=e,this.sourceIndex=0,this.tag=0,this.bitcount=0,this.dest=t,this.destLen=0,this.ltree=new Tree,this.dtree=new Tree}var sltree=new Tree,sdtree=new Tree,length_bits=new Uint8Array(30),length_base=new Uint16Array(30),dist_bits=new Uint8Array(30),dist_base=new Uint16Array(30),clcidx=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]),code_tree=new Tree,lengths=new Uint8Array(320);function tinf_build_bits_base(e,t,n,r){var i,a;for(i=0;i<n;++i)e[i]=0;for(i=0;i<30-n;++i)e[i+n]=i/n|0;for(a=r,i=0;i<30;++i)t[i]=a,a+=1<<e[i]}function tinf_build_fixed_trees(e,t){var n;for(n=0;n<7;++n)e.table[n]=0;for(e.table[7]=24,e.table[8]=152,e.table[9]=112,n=0;n<24;++n)e.trans[n]=256+n;for(n=0;n<144;++n)e.trans[24+n]=n;for(n=0;n<8;++n)e.trans[168+n]=280+n;for(n=0;n<112;++n)e.trans[176+n]=144+n;for(n=0;n<5;++n)t.table[n]=0;for(t.table[5]=32,n=0;n<32;++n)t.trans[n]=n}var offs=new Uint16Array(16);function tinf_build_tree(e,t,n,r){var i,a;for(i=0;i<16;++i)e.table[i]=0;for(i=0;i<r;++i)e.table[t[n+i]]++;for(e.table[0]=0,a=0,i=0;i<16;++i)offs[i]=a,a+=e.table[i];for(i=0;i<r;++i)t[n+i]&&(e.trans[offs[t[n+i]]++]=i)}function tinf_getbit(e){e.bitcount--||(e.tag=e.source[e.sourceIndex++],e.bitcount=7);var t=1&e.tag;return e.tag>>>=1,t}function tinf_read_bits(e,t,n){if(!t)return n;for(;e.bitcount<24;)e.tag|=e.source[e.sourceIndex++]<<e.bitcount,e.bitcount+=8;var r=e.tag&65535>>>16-t;return e.tag>>>=t,e.bitcount-=t,r+n}function tinf_decode_symbol(e,t){for(;e.bitcount<24;)e.tag|=e.source[e.sourceIndex++]<<e.bitcount,e.bitcount+=8;var n=0,r=0,i=0,a=e.tag;do{r=2*r+(1&a),a>>>=1,++i,n+=t.table[i],r-=t.table[i]}while(r>=0);return e.tag=a,e.bitcount-=i,t.trans[n+r]}function tinf_decode_trees(e,t,n){var r,i,a,o,s,l;for(r=tinf_read_bits(e,5,257),i=tinf_read_bits(e,5,1),a=tinf_read_bits(e,4,4),o=0;o<19;++o)lengths[o]=0;for(o=0;o<a;++o){var c=tinf_read_bits(e,3,0);lengths[clcidx[o]]=c}for(tinf_build_tree(code_tree,lengths,0,19),s=0;s<r+i;){var d=tinf_decode_symbol(e,code_tree);switch(d){case 16:var T=lengths[s-1];for(l=tinf_read_bits(e,2,3);l;--l)lengths[s++]=T;break;case 17:for(l=tinf_read_bits(e,3,3);l;--l)lengths[s++]=0;break;case 18:for(l=tinf_read_bits(e,7,11);l;--l)lengths[s++]=0;break;default:lengths[s++]=d}}tinf_build_tree(t,lengths,0,r),tinf_build_tree(n,lengths,r,i)}function tinf_inflate_block_data(e,t,n){for(;;){var r,i,a,o,s=tinf_decode_symbol(e,t);if(256===s)return TINF_OK;if(s<256)e.dest[e.destLen++]=s;else for(r=tinf_read_bits(e,length_bits[s-=257],length_base[s]),i=tinf_decode_symbol(e,n),o=a=e.destLen-tinf_read_bits(e,dist_bits[i],dist_base[i]);o<a+r;++o)e.dest[e.destLen++]=e.dest[o]}}function tinf_inflate_uncompressed_block(e){for(var t,n;e.bitcount>8;)e.sourceIndex--,e.bitcount-=8;if((t=256*(t=e.source[e.sourceIndex+1])+e.source[e.sourceIndex])!==(65535&~(256*e.source[e.sourceIndex+3]+e.source[e.sourceIndex+2])))return TINF_DATA_ERROR;for(e.sourceIndex+=4,n=t;n;--n)e.dest[e.destLen++]=e.source[e.sourceIndex++];return e.bitcount=0,TINF_OK}function tinf_uncompress(e,t){var n,r,i=new Data(e,t);do{switch(n=tinf_getbit(i),tinf_read_bits(i,2,0)){case 0:r=tinf_inflate_uncompressed_block(i);break;case 1:r=tinf_inflate_block_data(i,sltree,sdtree);break;case 2:tinf_decode_trees(i,i.ltree,i.dtree),r=tinf_inflate_block_data(i,i.ltree,i.dtree);break;default:r=TINF_DATA_ERROR}if(r!==TINF_OK)throw new Error("Data error")}while(!n);return i.destLen<i.dest.length?"function"==typeof i.dest.slice?i.dest.slice(0,i.destLen):i.dest.subarray(0,i.destLen):i.dest}tinf_build_fixed_trees(sltree,sdtree),tinf_build_bits_base(length_bits,length_base,4,3),tinf_build_bits_base(dist_bits,dist_base,2,1),length_bits[28]=0,length_base[28]=258;var tinyInflate=tinf_uncompress;function derive(e,t,n,r,i){return Math.pow(1-i,3)*e+3*Math.pow(1-i,2)*i*t+3*(1-i)*Math.pow(i,2)*n+Math.pow(i,3)*r}function BoundingBox(){this.x1=Number.NaN,this.y1=Number.NaN,this.x2=Number.NaN,this.y2=Number.NaN}function Path(){this.commands=[],this.fill="black",this.stroke=null,this.strokeWidth=1}function fail(e){throw new Error(e)}function argument(e,t){e||fail(t)}BoundingBox.prototype.isEmpty=function(){return isNaN(this.x1)||isNaN(this.y1)||isNaN(this.x2)||isNaN(this.y2)},BoundingBox.prototype.addPoint=function(e,t){"number"==typeof e&&((isNaN(this.x1)||isNaN(this.x2))&&(this.x1=e,this.x2=e),e<this.x1&&(this.x1=e),e>this.x2&&(this.x2=e)),"number"==typeof t&&((isNaN(this.y1)||isNaN(this.y2))&&(this.y1=t,this.y2=t),t<this.y1&&(this.y1=t),t>this.y2&&(this.y2=t))},BoundingBox.prototype.addX=function(e){this.addPoint(e,null)},BoundingBox.prototype.addY=function(e){this.addPoint(null,e)},BoundingBox.prototype.addBezier=function(e,t,n,r,i,a,o,s){var l=[e,t],c=[n,r],d=[i,a],T=[o,s];this.addPoint(e,t),this.addPoint(o,s);for(var u=0;u<=1;u++){var Q=6*l[u]-12*c[u]+6*d[u],p=-3*l[u]+9*c[u]-9*d[u]+3*T[u],h=3*c[u]-3*l[u];if(0!==p){var m=Math.pow(Q,2)-4*h*p;if(!(m<0)){var f=(-Q+Math.sqrt(m))/(2*p);0<f&&f<1&&(0===u&&this.addX(derive(l[u],c[u],d[u],T[u],f)),1===u&&this.addY(derive(l[u],c[u],d[u],T[u],f)));var g=(-Q-Math.sqrt(m))/(2*p);0<g&&g<1&&(0===u&&this.addX(derive(l[u],c[u],d[u],T[u],g)),1===u&&this.addY(derive(l[u],c[u],d[u],T[u],g)))}}else{if(0===Q)continue;var b=-h/Q;0<b&&b<1&&(0===u&&this.addX(derive(l[u],c[u],d[u],T[u],b)),1===u&&this.addY(derive(l[u],c[u],d[u],T[u],b)))}}},BoundingBox.prototype.addQuad=function(e,t,n,r,i,a){var o=e+2/3*(n-e),s=t+2/3*(r-t),l=o+1/3*(i-e),c=s+1/3*(a-t);this.addBezier(e,t,o,s,l,c,i,a)},Path.prototype.moveTo=function(e,t){this.commands.push({type:"M",x:e,y:t})},Path.prototype.lineTo=function(e,t){this.commands.push({type:"L",x:e,y:t})},Path.prototype.curveTo=Path.prototype.bezierCurveTo=function(e,t,n,r,i,a){this.commands.push({type:"C",x1:e,y1:t,x2:n,y2:r,x:i,y:a})},Path.prototype.quadTo=Path.prototype.quadraticCurveTo=function(e,t,n,r){this.commands.push({type:"Q",x1:e,y1:t,x:n,y:r})},Path.prototype.close=Path.prototype.closePath=function(){this.commands.push({type:"Z"})},Path.prototype.extend=function(e){if(e.commands)e=e.commands;else if(e instanceof BoundingBox){var t=e;return this.moveTo(t.x1,t.y1),this.lineTo(t.x2,t.y1),this.lineTo(t.x2,t.y2),this.lineTo(t.x1,t.y2),void this.close()}Array.prototype.push.apply(this.commands,e)},Path.prototype.getBoundingBox=function(){for(var e=new BoundingBox,t=0,n=0,r=0,i=0,a=0;a<this.commands.length;a++){var o=this.commands[a];switch(o.type){case"M":e.addPoint(o.x,o.y),t=r=o.x,n=i=o.y;break;case"L":e.addPoint(o.x,o.y),r=o.x,i=o.y;break;case"Q":e.addQuad(r,i,o.x1,o.y1,o.x,o.y),r=o.x,i=o.y;break;case"C":e.addBezier(r,i,o.x1,o.y1,o.x2,o.y2,o.x,o.y),r=o.x,i=o.y;break;case"Z":r=t,i=n;break;default:throw new Error("Unexpected path command "+o.type)}}return e.isEmpty()&&e.addPoint(0,0),e},Path.prototype.draw=function(e){e.beginPath();for(var t=0;t<this.commands.length;t+=1){var n=this.commands[t];"M"===n.type?e.moveTo(n.x,n.y):"L"===n.type?e.lineTo(n.x,n.y):"C"===n.type?e.bezierCurveTo(n.x1,n.y1,n.x2,n.y2,n.x,n.y):"Q"===n.type?e.quadraticCurveTo(n.x1,n.y1,n.x,n.y):"Z"===n.type&&e.closePath()}this.fill&&(e.fillStyle=this.fill,e.fill()),this.stroke&&(e.strokeStyle=this.stroke,e.lineWidth=this.strokeWidth,e.stroke())},Path.prototype.toPathData=function(e){function t(t){return Math.round(t)===t?""+Math.round(t):t.toFixed(e)}function n(){for(var e=arguments,n="",r=0;r<arguments.length;r+=1){var i=e[r];i>=0&&r>0&&(n+=" "),n+=t(i)}return n}e=void 0!==e?e:2;for(var r="",i=0;i<this.commands.length;i+=1){var a=this.commands[i];"M"===a.type?r+="M"+n(a.x,a.y):"L"===a.type?r+="L"+n(a.x,a.y):"C"===a.type?r+="C"+n(a.x1,a.y1,a.x2,a.y2,a.x,a.y):"Q"===a.type?r+="Q"+n(a.x1,a.y1,a.x,a.y):"Z"===a.type&&(r+="Z")}return r},Path.prototype.toSVG=function(e){var t='<path d="';return t+=this.toPathData(e),t+='"',this.fill&&"black"!==this.fill&&(null===this.fill?t+=' fill="none"':t+=' fill="'+this.fill+'"'),this.stroke&&(t+=' stroke="'+this.stroke+'" stroke-width="'+this.strokeWidth+'"'),t+"/>"},Path.prototype.toDOMElement=function(e){var t=this.toPathData(e),n=document.createElementNS("http://www.w3.org/2000/svg","path");return n.setAttribute("d",t),n};var check={fail:fail,argument:argument,assert:argument},LIMIT16=32768,LIMIT32=2147483648,decode={},encode={},sizeOf={};function constant(e){return function(){return e}}encode.BYTE=function(e){return check.argument(e>=0&&e<=255,"Byte value should be between 0 and 255."),[e]},sizeOf.BYTE=constant(1),encode.CHAR=function(e){return[e.charCodeAt(0)]},sizeOf.CHAR=constant(1),encode.CHARARRAY=function(e){void 0===e&&(e="",console.warn("Undefined CHARARRAY encountered and treated as an empty string. This is probably caused by a missing glyph name."));for(var t=[],n=0;n<e.length;n+=1)t[n]=e.charCodeAt(n);return t},sizeOf.CHARARRAY=function(e){return void 0===e?0:e.length},encode.USHORT=function(e){return[e>>8&255,255&e]},sizeOf.USHORT=constant(2),encode.SHORT=function(e){return e>=LIMIT16&&(e=-(2*LIMIT16-e)),[e>>8&255,255&e]},sizeOf.SHORT=constant(2),encode.UINT24=function(e){return[e>>16&255,e>>8&255,255&e]},sizeOf.UINT24=constant(3),encode.ULONG=function(e){return[e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.ULONG=constant(4),encode.LONG=function(e){return e>=LIMIT32&&(e=-(2*LIMIT32-e)),[e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.LONG=constant(4),encode.FIXED=encode.ULONG,sizeOf.FIXED=sizeOf.ULONG,encode.FWORD=encode.SHORT,sizeOf.FWORD=sizeOf.SHORT,encode.UFWORD=encode.USHORT,sizeOf.UFWORD=sizeOf.USHORT,encode.LONGDATETIME=function(e){return[0,0,0,0,e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.LONGDATETIME=constant(8),encode.TAG=function(e){return check.argument(4===e.length,"Tag should be exactly 4 ASCII characters."),[e.charCodeAt(0),e.charCodeAt(1),e.charCodeAt(2),e.charCodeAt(3)]},sizeOf.TAG=constant(4),encode.Card8=encode.BYTE,sizeOf.Card8=sizeOf.BYTE,encode.Card16=encode.USHORT,sizeOf.Card16=sizeOf.USHORT,encode.OffSize=encode.BYTE,sizeOf.OffSize=sizeOf.BYTE,encode.SID=encode.USHORT,sizeOf.SID=sizeOf.USHORT,encode.NUMBER=function(e){return e>=-107&&e<=107?[e+139]:e>=108&&e<=1131?[247+((e-=108)>>8),255&e]:e>=-1131&&e<=-108?[251+((e=-e-108)>>8),255&e]:e>=-32768&&e<=32767?encode.NUMBER16(e):encode.NUMBER32(e)},sizeOf.NUMBER=function(e){return encode.NUMBER(e).length},encode.NUMBER16=function(e){return[28,e>>8&255,255&e]},sizeOf.NUMBER16=constant(3),encode.NUMBER32=function(e){return[29,e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.NUMBER32=constant(5),encode.REAL=function(e){var t=e.toString(),n=/\.(\d*?)(?:9{5,20}|0{5,20})\d{0,2}(?:e(.+)|$)/.exec(t);if(n){var r=parseFloat("1e"+((n[2]?+n[2]:0)+n[1].length));t=(Math.round(e*r)/r).toString()}for(var i="",a=0,o=t.length;a<o;a+=1){var s=t[a];i+="e"===s?"-"===t[++a]?"c":"b":"."===s?"a":"-"===s?"e":s}for(var l=[30],c=0,d=(i+=1&i.length?"f":"ff").length;c<d;c+=2)l.push(parseInt(i.substr(c,2),16));return l},sizeOf.REAL=function(e){return encode.REAL(e).length},encode.NAME=encode.CHARARRAY,sizeOf.NAME=sizeOf.CHARARRAY,encode.STRING=encode.CHARARRAY,sizeOf.STRING=sizeOf.CHARARRAY,decode.UTF8=function(e,t,n){for(var r=[],i=n,a=0;a<i;a++,t+=1)r[a]=e.getUint8(t);return String.fromCharCode.apply(null,r)},decode.UTF16=function(e,t,n){for(var r=[],i=n/2,a=0;a<i;a++,t+=2)r[a]=e.getUint16(t);return String.fromCharCode.apply(null,r)},encode.UTF16=function(e){for(var t=[],n=0;n<e.length;n+=1){var r=e.charCodeAt(n);t[t.length]=r>>8&255,t[t.length]=255&r}return t},sizeOf.UTF16=function(e){return 2*e.length};var eightBitMacEncodings={"x-mac-croatian":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®Š™´¨≠ŽØ∞±≤≥∆µ∂∑∏š∫ªºΩžø¿¡¬√ƒ≈Ć«Č… ÀÃÕŒœĐ—“”‘’÷◊©⁄€‹›Æ»–·‚„‰ÂćÁčÈÍÎÏÌÓÔđÒÚÛÙıˆ˜¯πË˚¸Êæˇ","x-mac-cyrillic":"АБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЫЬЭЮЯ†°Ґ£§•¶І®©™Ђђ≠Ѓѓ∞±≤≥іµґЈЄєЇїЉљЊњјЅ¬√ƒ≈∆«»… ЋћЌќѕ–—“”‘’÷„ЎўЏџ№Ёёяабвгдежзийклмнопрстуфхцчшщъыьэю","x-mac-gaelic":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ÆØḂ±≤≥ḃĊċḊḋḞḟĠġṀæøṁṖṗɼƒſṠ«»… ÀÃÕŒœ–—“”‘’ṡẛÿŸṪ€‹›Ŷŷṫ·Ỳỳ⁊ÂÊÁËÈÍÎÏÌÓÔ♣ÒÚÛÙıÝýŴŵẄẅẀẁẂẃ","x-mac-greek":"Ĺ²É³ÖÜ΅àâä΄¨çéèê룙î‰ôö¦€ùûü†ΓΔΘΛΞΠß®©ΣΪ§≠°·Α±≤≥¥ΒΕΖΗΙΚΜΦΫΨΩάΝ¬ΟΡ≈Τ«»… ΥΧΆΈœ–―“”‘’÷ΉΊΌΎέήίόΏύαβψδεφγηιξκλμνοπώρστθωςχυζϊϋΐΰ­","x-mac-icelandic":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûüÝ°¢£§•¶ß®©™´¨≠ÆØ∞±≤≥¥µ∂∑∏π∫ªºΩæø¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸ⁄€ÐðÞþý·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙıˆ˜¯˘˙˚¸˝˛ˇ","x-mac-inuit":"ᐃᐄᐅᐆᐊᐋᐱᐲᐳᐴᐸᐹᑉᑎᑏᑐᑑᑕᑖᑦᑭᑮᑯᑰᑲᑳᒃᒋᒌᒍᒎᒐᒑ°ᒡᒥᒦ•¶ᒧ®©™ᒨᒪᒫᒻᓂᓃᓄᓅᓇᓈᓐᓯᓰᓱᓲᓴᓵᔅᓕᓖᓗᓘᓚᓛᓪᔨᔩᔪᔫᔭ… ᔮᔾᕕᕖᕗ–—“”‘’ᕘᕙᕚᕝᕆᕇᕈᕉᕋᕌᕐᕿᖀᖁᖂᖃᖄᖅᖏᖐᖑᖒᖓᖔᖕᙱᙲᙳᙴᙵᙶᖖᖠᖡᖢᖣᖤᖥᖦᕼŁł","x-mac-ce":"ÄĀāÉĄÖÜáąČäčĆć鏟ĎíďĒēĖóėôöõúĚěü†°Ę£§•¶ß®©™ę¨≠ģĮįĪ≤≥īĶ∂∑łĻļĽľĹĺŅņѬ√ńŇ∆«»… ňŐÕőŌ–—“”‘’÷◊ōŔŕŘ‹›řŖŗŠ‚„šŚśÁŤťÍŽžŪÓÔūŮÚůŰűŲųÝýķŻŁżĢˇ",macintosh:"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ÆØ∞±≤≥¥µ∂∑∏π∫ªºΩæø¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸ⁄€‹›fifl‡·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙıˆ˜¯˘˙˚¸˝˛ˇ","x-mac-romanian":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ĂȘ∞±≤≥¥µ∂∑∏π∫ªºΩăș¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸ⁄€‹›Țț‡·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙıˆ˜¯˘˙˚¸˝˛ˇ","x-mac-turkish":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ÆØ∞±≤≥¥µ∂∑∏π∫ªºΩæø¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸĞğİıŞş‡·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙˆ˜¯˘˙˚¸˝˛ˇ"};decode.MACSTRING=function(e,t,n,r){var i=eightBitMacEncodings[r];if(void 0!==i){for(var a="",o=0;o<n;o++){var s=e.getUint8(t+o);a+=s<=127?String.fromCharCode(s):i[127&s]}return a}};var macEncodingCacheKeys,macEncodingTableCache="function"==typeof WeakMap&&new WeakMap,getMacEncodingTable=function(e){if(!macEncodingCacheKeys)for(var t in macEncodingCacheKeys={},eightBitMacEncodings)macEncodingCacheKeys[t]=new String(t);var n=macEncodingCacheKeys[e];if(void 0!==n){if(macEncodingTableCache){var r=macEncodingTableCache.get(n);if(void 0!==r)return r}var i=eightBitMacEncodings[e];if(void 0!==i){for(var a={},o=0;o<i.length;o++)a[i.charCodeAt(o)]=o+128;return macEncodingTableCache&&macEncodingTableCache.set(n,a),a}}};function isByteEncodable(e){return e>=-128&&e<=127}function encodeVarDeltaRunAsZeroes(e,t,n){for(var r=0,i=e.length;t<i&&r<64&&0===e[t];)++t,++r;return n.push(128|r-1),t}function encodeVarDeltaRunAsBytes(e,t,n){for(var r=0,i=e.length,a=t;a<i&&r<64;){var o=e[a];if(!isByteEncodable(o))break;if(0===o&&a+1<i&&0===e[a+1])break;++a,++r}n.push(r-1);for(var s=t;s<a;++s)n.push(e[s]+256&255);return a}function encodeVarDeltaRunAsWords(e,t,n){for(var r=0,i=e.length,a=t;a<i&&r<64;){var o=e[a];if(0===o)break;if(isByteEncodable(o)&&a+1<i&&isByteEncodable(e[a+1]))break;++a,++r}n.push(64|r-1);for(var s=t;s<a;++s){var l=e[s];n.push(l+65536>>8&255,l+256&255)}return a}encode.MACSTRING=function(e,t){var n=getMacEncodingTable(t);if(void 0!==n){for(var r=[],i=0;i<e.length;i++){var a=e.charCodeAt(i);if(a>=128&&void 0===(a=n[a]))return;r[i]=a}return r}},sizeOf.MACSTRING=function(e,t){var n=encode.MACSTRING(e,t);return void 0!==n?n.length:0},encode.VARDELTAS=function(e){for(var t=0,n=[];t<e.length;){var r=e[t];t=0===r?encodeVarDeltaRunAsZeroes(e,t,n):r>=-128&&r<=127?encodeVarDeltaRunAsBytes(e,t,n):encodeVarDeltaRunAsWords(e,t,n)}return n},encode.INDEX=function(e){for(var t=1,n=[t],r=[],i=0;i<e.length;i+=1){var a=encode.OBJECT(e[i]);Array.prototype.push.apply(r,a),t+=a.length,n.push(t)}if(0===r.length)return[0,0];for(var o=[],s=1+Math.floor(Math.log(t)/Math.log(2))/8|0,l=[void 0,encode.BYTE,encode.USHORT,encode.UINT24,encode.ULONG][s],c=0;c<n.length;c+=1){var d=l(n[c]);Array.prototype.push.apply(o,d)}return Array.prototype.concat(encode.Card16(e.length),encode.OffSize(s),o,r)},sizeOf.INDEX=function(e){return encode.INDEX(e).length},encode.DICT=function(e){for(var t=[],n=Object.keys(e),r=n.length,i=0;i<r;i+=1){var a=parseInt(n[i],0),o=e[a];t=(t=t.concat(encode.OPERAND(o.value,o.type))).concat(encode.OPERATOR(a))}return t},sizeOf.DICT=function(e){return encode.DICT(e).length},encode.OPERATOR=function(e){return e<1200?[e]:[12,e-1200]},encode.OPERAND=function(e,t){var n=[];if(Array.isArray(t))for(var r=0;r<t.length;r+=1)check.argument(e.length===t.length,"Not enough arguments given for type"+t),n=n.concat(encode.OPERAND(e[r],t[r]));else if("SID"===t)n=n.concat(encode.NUMBER(e));else if("offset"===t)n=n.concat(encode.NUMBER32(e));else if("number"===t)n=n.concat(encode.NUMBER(e));else{if("real"!==t)throw new Error("Unknown operand type "+t);n=n.concat(encode.REAL(e))}return n},encode.OP=encode.BYTE,sizeOf.OP=sizeOf.BYTE;var wmm="function"==typeof WeakMap&&new WeakMap;function Table(e,t,n){if(t.length&&("coverageFormat"!==t[0].name||1===t[0].value))for(var r=0;r<t.length;r+=1){var i=t[r];this[i.name]=i.value}if(this.tableName=e,this.fields=t,n)for(var a=Object.keys(n),o=0;o<a.length;o+=1){var s=a[o],l=n[s];void 0!==this[s]&&(this[s]=l)}}function ushortList(e,t,n){void 0===n&&(n=t.length);var r=new Array(t.length+1);r[0]={name:e+"Count",type:"USHORT",value:n};for(var i=0;i<t.length;i++)r[i+1]={name:e+i,type:"USHORT",value:t[i]};return r}function tableList(e,t,n){var r=t.length,i=new Array(r+1);i[0]={name:e+"Count",type:"USHORT",value:r};for(var a=0;a<r;a++)i[a+1]={name:e+a,type:"TABLE",value:n(t[a],a)};return i}function recordList(e,t,n){var r=t.length,i=[];i[0]={name:e+"Count",type:"USHORT",value:r};for(var a=0;a<r;a++)i=i.concat(n(t[a],a));return i}function Coverage(e){1===e.format?Table.call(this,"coverageTable",[{name:"coverageFormat",type:"USHORT",value:1}].concat(ushortList("glyph",e.glyphs))):2===e.format?Table.call(this,"coverageTable",[{name:"coverageFormat",type:"USHORT",value:2}].concat(recordList("rangeRecord",e.ranges,(function(e){return[{name:"startGlyphID",type:"USHORT",value:e.start},{name:"endGlyphID",type:"USHORT",value:e.end},{name:"startCoverageIndex",type:"USHORT",value:e.index}]})))):check.assert(!1,"Coverage format must be 1 or 2.")}function ScriptList(e){Table.call(this,"scriptListTable",recordList("scriptRecord",e,(function(e,t){var n=e.script,r=n.defaultLangSys;return check.assert(!!r,"Unable to write GSUB: script "+e.tag+" has no default language system."),[{name:"scriptTag"+t,type:"TAG",value:e.tag},{name:"script"+t,type:"TABLE",value:new Table("scriptTable",[{name:"defaultLangSys",type:"TABLE",value:new Table("defaultLangSys",[{name:"lookupOrder",type:"USHORT",value:0},{name:"reqFeatureIndex",type:"USHORT",value:r.reqFeatureIndex}].concat(ushortList("featureIndex",r.featureIndexes)))}].concat(recordList("langSys",n.langSysRecords,(function(e,t){var n=e.langSys;return[{name:"langSysTag"+t,type:"TAG",value:e.tag},{name:"langSys"+t,type:"TABLE",value:new Table("langSys",[{name:"lookupOrder",type:"USHORT",value:0},{name:"reqFeatureIndex",type:"USHORT",value:n.reqFeatureIndex}].concat(ushortList("featureIndex",n.featureIndexes)))}]}))))}]})))}function FeatureList(e){Table.call(this,"featureListTable",recordList("featureRecord",e,(function(e,t){var n=e.feature;return[{name:"featureTag"+t,type:"TAG",value:e.tag},{name:"feature"+t,type:"TABLE",value:new Table("featureTable",[{name:"featureParams",type:"USHORT",value:n.featureParams}].concat(ushortList("lookupListIndex",n.lookupListIndexes)))}]})))}function LookupList(e,t){Table.call(this,"lookupListTable",tableList("lookup",e,(function(e){var n=t[e.lookupType];return check.assert(!!n,"Unable to write GSUB lookup type "+e.lookupType+" tables."),new Table("lookupTable",[{name:"lookupType",type:"USHORT",value:e.lookupType},{name:"lookupFlag",type:"USHORT",value:e.lookupFlag}].concat(tableList("subtable",e.subtables,n)))})))}encode.CHARSTRING=function(e){if(wmm){var t=wmm.get(e);if(void 0!==t)return t}for(var n=[],r=e.length,i=0;i<r;i+=1){var a=e[i];n=n.concat(encode[a.type](a.value))}return wmm&&wmm.set(e,n),n},sizeOf.CHARSTRING=function(e){return encode.CHARSTRING(e).length},encode.OBJECT=function(e){var t=encode[e.type];return check.argument(void 0!==t,"No encoding function for type "+e.type),t(e.value)},sizeOf.OBJECT=function(e){var t=sizeOf[e.type];return check.argument(void 0!==t,"No sizeOf function for type "+e.type),t(e.value)},encode.TABLE=function(e){for(var t=[],n=e.fields.length,r=[],i=[],a=0;a<n;a+=1){var o=e.fields[a],s=encode[o.type];check.argument(void 0!==s,"No encoding function for field type "+o.type+" ("+o.name+")");var l=e[o.name];void 0===l&&(l=o.value);var c=s(l);"TABLE"===o.type?(i.push(t.length),t=t.concat([0,0]),r.push(c)):t=t.concat(c)}for(var d=0;d<r.length;d+=1){var T=i[d],u=t.length;check.argument(u<65536,"Table "+e.tableName+" too big."),t[T]=u>>8,t[T+1]=255&u,t=t.concat(r[d])}return t},sizeOf.TABLE=function(e){for(var t=0,n=e.fields.length,r=0;r<n;r+=1){var i=e.fields[r],a=sizeOf[i.type];check.argument(void 0!==a,"No sizeOf function for field type "+i.type+" ("+i.name+")");var o=e[i.name];void 0===o&&(o=i.value),t+=a(o),"TABLE"===i.type&&(t+=2)}return t},encode.RECORD=encode.TABLE,sizeOf.RECORD=sizeOf.TABLE,encode.LITERAL=function(e){return e},sizeOf.LITERAL=function(e){return e.length},Table.prototype.encode=function(){return encode.TABLE(this)},Table.prototype.sizeOf=function(){return sizeOf.TABLE(this)},Coverage.prototype=Object.create(Table.prototype),Coverage.prototype.constructor=Coverage,ScriptList.prototype=Object.create(Table.prototype),ScriptList.prototype.constructor=ScriptList,FeatureList.prototype=Object.create(Table.prototype),FeatureList.prototype.constructor=FeatureList,LookupList.prototype=Object.create(Table.prototype),LookupList.prototype.constructor=LookupList;var table={Table:Table,Record:Table,Coverage:Coverage,ScriptList:ScriptList,FeatureList:FeatureList,LookupList:LookupList,ushortList:ushortList,tableList:tableList,recordList:recordList};function getByte(e,t){return e.getUint8(t)}function getUShort(e,t){return e.getUint16(t,!1)}function getShort(e,t){return e.getInt16(t,!1)}function getULong(e,t){return e.getUint32(t,!1)}function getFixed(e,t){return e.getInt16(t,!1)+e.getUint16(t+2,!1)/65535}function getTag(e,t){for(var n="",r=t;r<t+4;r+=1)n+=String.fromCharCode(e.getInt8(r));return n}function getOffset(e,t,n){for(var r=0,i=0;i<n;i+=1)r<<=8,r+=e.getUint8(t+i);return r}function getBytes(e,t,n){for(var r=[],i=t;i<n;i+=1)r.push(e.getUint8(i));return r}function bytesToString(e){for(var t="",n=0;n<e.length;n+=1)t+=String.fromCharCode(e[n]);return t}var typeOffsets={byte:1,uShort:2,short:2,uLong:4,fixed:4,longDateTime:8,tag:4};function Parser(e,t){this.data=e,this.offset=t,this.relativeOffset=0}Parser.prototype.parseByte=function(){var e=this.data.getUint8(this.offset+this.relativeOffset);return this.relativeOffset+=1,e},Parser.prototype.parseChar=function(){var e=this.data.getInt8(this.offset+this.relativeOffset);return this.relativeOffset+=1,e},Parser.prototype.parseCard8=Parser.prototype.parseByte,Parser.prototype.parseUShort=function(){var e=this.data.getUint16(this.offset+this.relativeOffset);return this.relativeOffset+=2,e},Parser.prototype.parseCard16=Parser.prototype.parseUShort,Parser.prototype.parseSID=Parser.prototype.parseUShort,Parser.prototype.parseOffset16=Parser.prototype.parseUShort,Parser.prototype.parseShort=function(){var e=this.data.getInt16(this.offset+this.relativeOffset);return this.relativeOffset+=2,e},Parser.prototype.parseF2Dot14=function(){var e=this.data.getInt16(this.offset+this.relativeOffset)/16384;return this.relativeOffset+=2,e},Parser.prototype.parseULong=function(){var e=getULong(this.data,this.offset+this.relativeOffset);return this.relativeOffset+=4,e},Parser.prototype.parseOffset32=Parser.prototype.parseULong,Parser.prototype.parseFixed=function(){var e=getFixed(this.data,this.offset+this.relativeOffset);return this.relativeOffset+=4,e},Parser.prototype.parseString=function(e){var t=this.data,n=this.offset+this.relativeOffset,r="";this.relativeOffset+=e;for(var i=0;i<e;i++)r+=String.fromCharCode(t.getUint8(n+i));return r},Parser.prototype.parseTag=function(){return this.parseString(4)},Parser.prototype.parseLongDateTime=function(){var e=getULong(this.data,this.offset+this.relativeOffset+4);return e-=2082844800,this.relativeOffset+=8,e},Parser.prototype.parseVersion=function(e){var t=getUShort(this.data,this.offset+this.relativeOffset),n=getUShort(this.data,this.offset+this.relativeOffset+2);return this.relativeOffset+=4,void 0===e&&(e=4096),t+n/e/10},Parser.prototype.skip=function(e,t){void 0===t&&(t=1),this.relativeOffset+=typeOffsets[e]*t},Parser.prototype.parseULongList=function(e){void 0===e&&(e=this.parseULong());for(var t=new Array(e),n=this.data,r=this.offset+this.relativeOffset,i=0;i<e;i++)t[i]=n.getUint32(r),r+=4;return this.relativeOffset+=4*e,t},Parser.prototype.parseOffset16List=Parser.prototype.parseUShortList=function(e){void 0===e&&(e=this.parseUShort());for(var t=new Array(e),n=this.data,r=this.offset+this.relativeOffset,i=0;i<e;i++)t[i]=n.getUint16(r),r+=2;return this.relativeOffset+=2*e,t},Parser.prototype.parseShortList=function(e){for(var t=new Array(e),n=this.data,r=this.offset+this.relativeOffset,i=0;i<e;i++)t[i]=n.getInt16(r),r+=2;return this.relativeOffset+=2*e,t},Parser.prototype.parseByteList=function(e){for(var t=new Array(e),n=this.data,r=this.offset+this.relativeOffset,i=0;i<e;i++)t[i]=n.getUint8(r++);return this.relativeOffset+=e,t},Parser.prototype.parseList=function(e,t){t||(t=e,e=this.parseUShort());for(var n=new Array(e),r=0;r<e;r++)n[r]=t.call(this);return n},Parser.prototype.parseList32=function(e,t){t||(t=e,e=this.parseULong());for(var n=new Array(e),r=0;r<e;r++)n[r]=t.call(this);return n},Parser.prototype.parseRecordList=function(e,t){t||(t=e,e=this.parseUShort());for(var n=new Array(e),r=Object.keys(t),i=0;i<e;i++){for(var a={},o=0;o<r.length;o++){var s=r[o],l=t[s];a[s]=l.call(this)}n[i]=a}return n},Parser.prototype.parseRecordList32=function(e,t){t||(t=e,e=this.parseULong());for(var n=new Array(e),r=Object.keys(t),i=0;i<e;i++){for(var a={},o=0;o<r.length;o++){var s=r[o],l=t[s];a[s]=l.call(this)}n[i]=a}return n},Parser.prototype.parseStruct=function(e){if("function"==typeof e)return e.call(this);for(var t=Object.keys(e),n={},r=0;r<t.length;r++){var i=t[r],a=e[i];n[i]=a.call(this)}return n},Parser.prototype.parseValueRecord=function(e){if(void 0===e&&(e=this.parseUShort()),0!==e){var t={};return 1&e&&(t.xPlacement=this.parseShort()),2&e&&(t.yPlacement=this.parseShort()),4&e&&(t.xAdvance=this.parseShort()),8&e&&(t.yAdvance=this.parseShort()),16&e&&(t.xPlaDevice=void 0,this.parseShort()),32&e&&(t.yPlaDevice=void 0,this.parseShort()),64&e&&(t.xAdvDevice=void 0,this.parseShort()),128&e&&(t.yAdvDevice=void 0,this.parseShort()),t}},Parser.prototype.parseValueRecordList=function(){for(var e=this.parseUShort(),t=this.parseUShort(),n=new Array(t),r=0;r<t;r++)n[r]=this.parseValueRecord(e);return n},Parser.prototype.parsePointer=function(e){var t=this.parseOffset16();if(t>0)return new Parser(this.data,this.offset+t).parseStruct(e)},Parser.prototype.parsePointer32=function(e){var t=this.parseOffset32();if(t>0)return new Parser(this.data,this.offset+t).parseStruct(e)},Parser.prototype.parseListOfLists=function(e){for(var t=this.parseOffset16List(),n=t.length,r=this.relativeOffset,i=new Array(n),a=0;a<n;a++){var o=t[a];if(0!==o)if(this.relativeOffset=o,e){for(var s=this.parseOffset16List(),l=new Array(s.length),c=0;c<s.length;c++)this.relativeOffset=o+s[c],l[c]=e.call(this);i[a]=l}else i[a]=this.parseUShortList();else i[a]=void 0}return this.relativeOffset=r,i},Parser.prototype.parseCoverage=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort(),n=this.parseUShort();if(1===t)return{format:1,glyphs:this.parseUShortList(n)};if(2===t){for(var r=new Array(n),i=0;i<n;i++)r[i]={start:this.parseUShort(),end:this.parseUShort(),index:this.parseUShort()};return{format:2,ranges:r}}throw new Error("0x"+e.toString(16)+": Coverage format must be 1 or 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this.parsePointer32(e)}},Parser.tag=Parser.prototype.parseTag,Parser.byte=Parser.prototype.parseByte,Parser.uShort=Parser.offset16=Parser.prototype.parseUShort,Parser.uShortList=Parser.prototype.parseUShortList,Parser.uLong=Parser.offset32=Parser.prototype.parseULong,Parser.uLongList=Parser.prototype.parseULongList,Parser.struct=Parser.prototype.parseStruct,Parser.coverage=Parser.prototype.parseCoverage,Parser.classDef=Parser.prototype.parseClassDef;var langSysTable={reserved:Parser.uShort,reqFeatureIndex:Parser.uShort,featureIndexes:Parser.uShortList};Parser.prototype.parseScriptList=function(){return this.parsePointer(Parser.recordList({tag:Parser.tag,script:Parser.pointer({defaultLangSys:Parser.pointer(langSysTable),langSysRecords:Parser.recordList({tag:Parser.tag,langSys:Parser.pointer(langSysTable)})})}))||[]},Parser.prototype.parseFeatureList=function(){return 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0,Q=o.parseUShort(),p=s.parseUShort(),h=l.parseShort(),m=c.parseUShort(),f=p;f<=Q;f+=1)0!==m?(d=c.offset+c.relativeOffset-2,d+=m,d+=2*(f-p),0!==(u=parse.getUShort(n,d))&&(u=u+h&65535)):u=f+h&65535,e.glyphIndexMap[f]=u}function parseCmapTable(e,t){var n={};n.version=parse.getUShort(e,t),check.argument(0===n.version,"cmap table version should be 0."),n.numTables=parse.getUShort(e,t+2);for(var r=-1,i=n.numTables-1;i>=0;i-=1){var a=parse.getUShort(e,t+4+8*i),o=parse.getUShort(e,t+4+8*i+2);if(3===a&&(0===o||1===o||10===o)||0===a&&(0===o||1===o||2===o||3===o||4===o)){r=parse.getULong(e,t+4+8*i+4);break}}if(-1===r)throw new Error("No valid cmap sub-tables found.");var s=new parse.Parser(e,t+r);if(n.format=s.parseUShort(),12===n.format)parseCmapTableFormat12(n,s);else{if(4!==n.format)throw new Error("Only format 4 and 12 cmap tables are supported (found format "+n.format+").");parseCmapTableFormat4(n,s,e,t,r)}return n}function 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s=i.segments.length,l=0,c=[],d=[],T=[],u=[],Q=[],p=[];for(t=0;t<s;t+=1){var h=i.segments[t];h.end<=65535&&h.start<=65535?(c=c.concat({name:"end_"+t,type:"USHORT",value:h.end}),d=d.concat({name:"start_"+t,type:"USHORT",value:h.start}),T=T.concat({name:"idDelta_"+t,type:"SHORT",value:h.delta}),u=u.concat({name:"idRangeOffset_"+t,type:"USHORT",value:h.offset}),void 0!==h.glyphId&&(Q=Q.concat({name:"glyph_"+t,type:"USHORT",value:h.glyphId}))):l+=1,n||void 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r=e.parseByte(),i=r>>4,a=15&r;if(15===i)break;if(t+=n[i],15===a)break;t+=n[a]}return parseFloat(t)}function parseOperand(e,t){if(28===t)return e.parseByte()<<8|e.parseByte();if(29===t)return e.parseByte()<<24|e.parseByte()<<16|e.parseByte()<<8|e.parseByte();if(30===t)return parseFloatOperand(e);if(t>=32&&t<=246)return t-139;if(t>=247&&t<=250)return 256*(t-247)+e.parseByte()+108;if(t>=251&&t<=254)return 256*-(t-251)-e.parseByte()-108;throw new Error("Invalid b0 "+t)}function entriesToObject(e){for(var t={},n=0;n<e.length;n+=1){var r,i=e[n][0],a=e[n][1];if(r=1===a.length?a[0]:a,t.hasOwnProperty(i)&&!isNaN(t[i]))throw new Error("Object "+t+" already has key "+i);t[i]=r}return t}function parseCFFDict(e,t,n){t=void 0!==t?t:0;var r=new parse.Parser(e,t),i=[],a=[];for(n=void 0!==n?n:e.length;r.relativeOffset<n;){var o=r.parseByte();o<=21?(12===o&&(o=1200+r.parseByte()),i.push([o,a]),a=[]):a.push(parseOperand(r,o))}return entriesToObject(i)}function getCFFString(e,t){return t<=390?cffStandardStrings[t]:e[t-391]}function interpretDict(e,t,n){for(var r,i={},a=0;a<t.length;a+=1){var o=t[a];if(Array.isArray(o.type)){var s=[];s.length=o.type.length;for(var l=0;l<o.type.length;l++)void 0===(r=void 0!==e[o.op]?e[o.op][l]:void 0)&&(r=void 0!==o.value&&void 0!==o.value[l]?o.value[l]:null),"SID"===o.type[l]&&(r=getCFFString(n,r)),s[l]=r;i[o.name]=s}else void 0===(r=e[o.op])&&(r=void 0!==o.value?o.value:null),"SID"===o.type&&(r=getCFFString(n,r)),i[o.name]=r}return i}function parseCFFHeader(e,t){var n={};return n.formatMajor=parse.getCard8(e,t),n.formatMinor=parse.getCard8(e,t+1),n.size=parse.getCard8(e,t+2),n.offsetSize=parse.getCard8(e,t+3),n.startOffset=t,n.endOffset=t+4,n}var TOP_DICT_META=[{name:"version",op:0,type:"SID"},{name:"notice",op:1,type:"SID"},{name:"copyright",op:1200,type:"SID"},{name:"fullName",op:2,type:"SID"},{name:"familyName",op:3,type:"SID"},{name:"weight",op:4,type:"SID"},{name:"isFixedPitch",op:1201,type:"number",value:0},{name:"italicAngle",op:1202,type:"number",value:0},{name:"underlinePosition",op:1203,type:"number",value:-100},{name:"underlineThickness",op:1204,type:"number",value:50},{name:"paintType",op:1205,type:"number",value:0},{name:"charstringType",op:1206,type:"number",value:2},{name:"fontMatrix",op:1207,type:["real","real","real","real","real","real"],value:[.001,0,0,.001,0,0]},{name:"uniqueId",op:13,type:"number"},{name:"fontBBox",op:5,type:["number","number","number","number"],value:[0,0,0,0]},{name:"strokeWidth",op:1208,type:"number",value:0},{name:"xuid",op:14,type:[],value:null},{name:"charset",op:15,type:"offset",value:0},{name:"encoding",op:16,type:"offset",value:0},{name:"charStrings",op:17,type:"offset",value:0},{name:"private",op:18,type:["number","offset"],value:[0,0]},{name:"ros",op:1230,type:["SID","SID","number"]},{name:"cidFontVersion",op:1231,type:"number",value:0},{name:"cidFontRevision",op:1232,type:"number",value:0},{name:"cidFontType",op:1233,type:"number",value:0},{name:"cidCount",op:1234,type:"number",value:8720},{name:"uidBase",op:1235,type:"number"},{name:"fdArray",op:1236,type:"offset"},{name:"fdSelect",op:1237,type:"offset"},{name:"fontName",op:1238,type:"SID"}],PRIVATE_DICT_META=[{name:"subrs",op:19,type:"offset",value:0},{name:"defaultWidthX",op:20,type:"number",value:0},{name:"nominalWidthX",op:21,type:"number",value:0}];function parseCFFTopDict(e,t){return interpretDict(parseCFFDict(e,0,e.byteLength),TOP_DICT_META,t)}function parseCFFPrivateDict(e,t,n,r){return interpretDict(parseCFFDict(e,t,n),PRIVATE_DICT_META,r)}function gatherCFFTopDicts(e,t,n,r){for(var i=[],a=0;a<n.length;a+=1){var o=parseCFFTopDict(new DataView(new Uint8Array(n[a]).buffer),r);o._subrs=[],o._subrsBias=0,o._defaultWidthX=0,o._nominalWidthX=0;var s=o.private[0],l=o.private[1];if(0!==s&&0!==l){var c=parseCFFPrivateDict(e,l+t,s,r);if(o._defaultWidthX=c.defaultWidthX,o._nominalWidthX=c.nominalWidthX,0!==c.subrs){var d=parseCFFIndex(e,l+c.subrs+t);o._subrs=d.objects,o._subrsBias=calcCFFSubroutineBias(o._subrs)}o._privateDict=c}i.push(o)}return i}function parseCFFCharset(e,t,n,r){var i,a,o=new parse.Parser(e,t);n-=1;var s=[".notdef"],l=o.parseCard8();if(0===l)for(var c=0;c<n;c+=1)i=o.parseSID(),s.push(getCFFString(r,i));else if(1===l)for(;s.length<=n;){i=o.parseSID(),a=o.parseCard8();for(var d=0;d<=a;d+=1)s.push(getCFFString(r,i)),i+=1}else{if(2!==l)throw new Error("Unknown charset format "+l);for(;s.length<=n;){i=o.parseSID(),a=o.parseCard16();for(var T=0;T<=a;T+=1)s.push(getCFFString(r,i)),i+=1}}return s}function parseCFFEncoding(e,t,n){var r,i={},a=new parse.Parser(e,t),o=a.parseCard8();if(0===o)for(var s=a.parseCard8(),l=0;l<s;l+=1)i[r=a.parseCard8()]=l;else{if(1!==o)throw new Error("Unknown encoding format "+o);var c=a.parseCard8();r=1;for(var d=0;d<c;d+=1)for(var T=a.parseCard8(),u=a.parseCard8(),Q=T;Q<=T+u;Q+=1)i[Q]=r,r+=1}return new CffEncoding(i,n)}function parseCFFCharstring(e,t,n){var r,i,a,o,s,l,c,d,T=new Path,u=[],Q=0,p=!1,h=!1,m=0,f=0;if(e.isCIDFont){var g=e.tables.cff.topDict._fdSelect[t.index],b=e.tables.cff.topDict._fdArray[g];s=b._subrs,l=b._subrsBias,c=b._defaultWidthX,d=b._nominalWidthX}else s=e.tables.cff.topDict._subrs,l=e.tables.cff.topDict._subrsBias,c=e.tables.cff.topDict._defaultWidthX,d=e.tables.cff.topDict._nominalWidthX;var y=c;function _(e,t){h&&T.closePath(),T.moveTo(e,t),h=!0}function L(){u.length%2!=0&&!p&&(y=u.shift()+d),Q+=u.length>>1,u.length=0,p=!0}return function n(c){for(var g,b,v,w,E,x,M,S,H,C,O,A,k=0;k<c.length;){var I=c[k];switch(k+=1,I){case 1:case 3:case 18:case 23:L();break;case 4:u.length>1&&!p&&(y=u.shift()+d,p=!0),f+=u.pop(),_(m,f);break;case 5:for(;u.length>0;)m+=u.shift(),f+=u.shift(),T.lineTo(m,f);break;case 6:for(;u.length>0&&(m+=u.shift(),T.lineTo(m,f),0!==u.length);)f+=u.shift(),T.lineTo(m,f);break;case 7:for(;u.length>0&&(f+=u.shift(),T.lineTo(m,f),0!==u.length);)m+=u.shift(),T.lineTo(m,f);break;case 8:for(;u.length>0;)r=m+u.shift(),i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),m=a+u.shift(),f=o+u.shift(),T.curveTo(r,i,a,o,m,f);break;case 10:E=u.pop()+l,(x=s[E])&&n(x);break;case 11:return;case 12:switch(I=c[k],k+=1,I){case 35:r=m+u.shift(),i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),M=a+u.shift(),S=o+u.shift(),H=M+u.shift(),C=S+u.shift(),O=H+u.shift(),A=C+u.shift(),m=O+u.shift(),f=A+u.shift(),u.shift(),T.curveTo(r,i,a,o,M,S),T.curveTo(H,C,O,A,m,f);break;case 34:r=m+u.shift(),i=f,a=r+u.shift(),o=i+u.shift(),M=a+u.shift(),S=o,H=M+u.shift(),C=o,O=H+u.shift(),A=f,m=O+u.shift(),T.curveTo(r,i,a,o,M,S),T.curveTo(H,C,O,A,m,f);break;case 36:r=m+u.shift(),i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),M=a+u.shift(),S=o,H=M+u.shift(),C=o,O=H+u.shift(),A=C+u.shift(),m=O+u.shift(),T.curveTo(r,i,a,o,M,S),T.curveTo(H,C,O,A,m,f);break;case 37:r=m+u.shift(),i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),M=a+u.shift(),S=o+u.shift(),H=M+u.shift(),C=S+u.shift(),O=H+u.shift(),A=C+u.shift(),Math.abs(O-m)>Math.abs(A-f)?m=O+u.shift():f=A+u.shift(),T.curveTo(r,i,a,o,M,S),T.curveTo(H,C,O,A,m,f);break;default:console.log("Glyph "+t.index+": unknown operator 1200"+I),u.length=0}break;case 14:u.length>0&&!p&&(y=u.shift()+d,p=!0),h&&(T.closePath(),h=!1);break;case 19:case 20:L(),k+=Q+7>>3;break;case 21:u.length>2&&!p&&(y=u.shift()+d,p=!0),f+=u.pop(),_(m+=u.pop(),f);break;case 22:u.length>1&&!p&&(y=u.shift()+d,p=!0),_(m+=u.pop(),f);break;case 24:for(;u.length>2;)r=m+u.shift(),i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),m=a+u.shift(),f=o+u.shift(),T.curveTo(r,i,a,o,m,f);m+=u.shift(),f+=u.shift(),T.lineTo(m,f);break;case 25:for(;u.length>6;)m+=u.shift(),f+=u.shift(),T.lineTo(m,f);r=m+u.shift(),i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),m=a+u.shift(),f=o+u.shift(),T.curveTo(r,i,a,o,m,f);break;case 26:for(u.length%2&&(m+=u.shift());u.length>0;)r=m,i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),m=a,f=o+u.shift(),T.curveTo(r,i,a,o,m,f);break;case 27:for(u.length%2&&(f+=u.shift());u.length>0;)r=m+u.shift(),i=f,a=r+u.shift(),o=i+u.shift(),m=a+u.shift(),f=o,T.curveTo(r,i,a,o,m,f);break;case 28:g=c[k],b=c[k+1],u.push((g<<24|b<<16)>>16),k+=2;break;case 29:E=u.pop()+e.gsubrsBias,(x=e.gsubrs[E])&&n(x);break;case 30:for(;u.length>0&&(r=m,i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),m=a+u.shift(),f=o+(1===u.length?u.shift():0),T.curveTo(r,i,a,o,m,f),0!==u.length);)r=m+u.shift(),i=f,a=r+u.shift(),o=i+u.shift(),f=o+u.shift(),m=a+(1===u.length?u.shift():0),T.curveTo(r,i,a,o,m,f);break;case 31:for(;u.length>0&&(r=m+u.shift(),i=f,a=r+u.shift(),o=i+u.shift(),f=o+u.shift(),m=a+(1===u.length?u.shift():0),T.curveTo(r,i,a,o,m,f),0!==u.length);)r=m,i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),m=a+u.shift(),f=o+(1===u.length?u.shift():0),T.curveTo(r,i,a,o,m,f);break;default:I<32?console.log("Glyph "+t.index+": unknown operator "+I):I<247?u.push(I-139):I<251?(g=c[k],k+=1,u.push(256*(I-247)+g+108)):I<255?(g=c[k],k+=1,u.push(256*-(I-251)-g-108)):(g=c[k],b=c[k+1],v=c[k+2],w=c[k+3],k+=4,u.push((g<<24|b<<16|v<<8|w)/65536))}}}(n),t.advanceWidth=y,T}function parseCFFFDSelect(e,t,n,r){var i,a=[],o=new parse.Parser(e,t),s=o.parseCard8();if(0===s)for(var l=0;l<n;l++){if((i=o.parseCard8())>=r)throw new Error("CFF table CID Font FDSelect has bad FD index value "+i+" (FD count "+r+")");a.push(i)}else{if(3!==s)throw new Error("CFF Table CID Font FDSelect table has unsupported format "+s);var c,d=o.parseCard16(),T=o.parseCard16();if(0!==T)throw new Error("CFF Table CID Font FDSelect format 3 range has bad initial GID "+T);for(var u=0;u<d;u++){if(i=o.parseCard8(),c=o.parseCard16(),i>=r)throw new Error("CFF table CID Font FDSelect has bad FD index value "+i+" (FD count "+r+")");if(c>n)throw new Error("CFF Table CID Font FDSelect format 3 range has bad GID "+c);for(;T<c;T++)a.push(i);T=c}if(c!==n)throw new Error("CFF Table CID Font FDSelect format 3 range has bad final GID "+c)}return a}function parseCFFTable(e,t,n,r){n.tables.cff={};var i=parseCFFHeader(e,t),a=parseCFFIndex(e,i.endOffset,parse.bytesToString),o=parseCFFIndex(e,a.endOffset),s=parseCFFIndex(e,o.endOffset,parse.bytesToString),l=parseCFFIndex(e,s.endOffset);n.gsubrs=l.objects,n.gsubrsBias=calcCFFSubroutineBias(n.gsubrs);var c=gatherCFFTopDicts(e,t,o.objects,s.objects);if(1!==c.length)throw new Error("CFF table has too many fonts in 'FontSet' - count of fonts NameIndex.length = "+c.length);var d=c[0];if(n.tables.cff.topDict=d,d._privateDict&&(n.defaultWidthX=d._privateDict.defaultWidthX,n.nominalWidthX=d._privateDict.nominalWidthX),void 0!==d.ros[0]&&void 0!==d.ros[1]&&(n.isCIDFont=!0),n.isCIDFont){var T=d.fdArray,u=d.fdSelect;if(0===T||0===u)throw new Error("Font is marked as a CID font, but FDArray and/or FDSelect information is missing");var Q=parseCFFIndex(e,T+=t),p=gatherCFFTopDicts(e,t,Q.objects,s.objects);d._fdArray=p,u+=t,d._fdSelect=parseCFFFDSelect(e,u,n.numGlyphs,p.length)}var h,m=t+d.private[1],f=parseCFFPrivateDict(e,m,d.private[0],s.objects);if(n.defaultWidthX=f.defaultWidthX,n.nominalWidthX=f.nominalWidthX,0!==f.subrs){var g=m+f.subrs,b=parseCFFIndex(e,g);n.subrs=b.objects,n.subrsBias=calcCFFSubroutineBias(n.subrs)}else n.subrs=[],n.subrsBias=0;r.lowMemory?(h=parseCFFIndexLowMemory(e,t+d.charStrings),n.nGlyphs=h.offsets.length):(h=parseCFFIndex(e,t+d.charStrings),n.nGlyphs=h.objects.length);var y=parseCFFCharset(e,t+d.charset,n.nGlyphs,s.objects);if(0===d.encoding?n.cffEncoding=new CffEncoding(cffStandardEncoding,y):1===d.encoding?n.cffEncoding=new CffEncoding(cffExpertEncoding,y):n.cffEncoding=parseCFFEncoding(e,t+d.encoding,y),n.encoding=n.encoding||n.cffEncoding,n.glyphs=new glyphset.GlyphSet(n),r.lowMemory)n._push=function(r){var i=getCffIndexObject(r,h.offsets,e,t+d.charStrings);n.glyphs.push(r,glyphset.cffGlyphLoader(n,r,parseCFFCharstring,i))};else for(var _=0;_<n.nGlyphs;_+=1){var L=h.objects[_];n.glyphs.push(_,glyphset.cffGlyphLoader(n,_,parseCFFCharstring,L))}}function encodeString(e,t){var n,r=cffStandardStrings.indexOf(e);return r>=0&&(n=r),(r=t.indexOf(e))>=0?n=r+cffStandardStrings.length:(n=cffStandardStrings.length+t.length,t.push(e)),n}function makeHeader(){return new table.Record("Header",[{name:"major",type:"Card8",value:1},{name:"minor",type:"Card8",value:0},{name:"hdrSize",type:"Card8",value:4},{name:"major",type:"Card8",value:1}])}function makeNameIndex(e){var t=new table.Record("Name INDEX",[{name:"names",type:"INDEX",value:[]}]);t.names=[];for(var n=0;n<e.length;n+=1)t.names.push({name:"name_"+n,type:"NAME",value:e[n]});return t}function makeDict(e,t,n){for(var r={},i=0;i<e.length;i+=1){var a=e[i],o=t[a.name];void 0===o||equals(o,a.value)||("SID"===a.type&&(o=encodeString(o,n)),r[a.op]={name:a.name,type:a.type,value:o})}return r}function makeTopDict(e,t){var n=new table.Record("Top DICT",[{name:"dict",type:"DICT",value:{}}]);return n.dict=makeDict(TOP_DICT_META,e,t),n}function makeTopDictIndex(e){var t=new table.Record("Top DICT INDEX",[{name:"topDicts",type:"INDEX",value:[]}]);return t.topDicts=[{name:"topDict_0",type:"TABLE",value:e}],t}function makeStringIndex(e){var t=new table.Record("String INDEX",[{name:"strings",type:"INDEX",value:[]}]);t.strings=[];for(var n=0;n<e.length;n+=1)t.strings.push({name:"string_"+n,type:"STRING",value:e[n]});return t}function makeGlobalSubrIndex(){return new table.Record("Global Subr INDEX",[{name:"subrs",type:"INDEX",value:[]}])}function makeCharsets(e,t){for(var n=new table.Record("Charsets",[{name:"format",type:"Card8",value:0}]),r=0;r<e.length;r+=1){var i=encodeString(e[r],t);n.fields.push({name:"glyph_"+r,type:"SID",value:i})}return n}function glyphToOps(e){var t=[],n=e.path;t.push({name:"width",type:"NUMBER",value:e.advanceWidth});for(var r=0,i=0,a=0;a<n.commands.length;a+=1){var o=void 0,s=void 0,l=n.commands[a];if("Q"===l.type){var c=1/3,d=2/3;l={type:"C",x:l.x,y:l.y,x1:Math.round(c*r+d*l.x1),y1:Math.round(c*i+d*l.y1),x2:Math.round(c*l.x+d*l.x1),y2:Math.round(c*l.y+d*l.y1)}}if("M"===l.type)o=Math.round(l.x-r),s=Math.round(l.y-i),t.push({name:"dx",type:"NUMBER",value:o}),t.push({name:"dy",type:"NUMBER",value:s}),t.push({name:"rmoveto",type:"OP",value:21}),r=Math.round(l.x),i=Math.round(l.y);else if("L"===l.type)o=Math.round(l.x-r),s=Math.round(l.y-i),t.push({name:"dx",type:"NUMBER",value:o}),t.push({name:"dy",type:"NUMBER",value:s}),t.push({name:"rlineto",type:"OP",value:5}),r=Math.round(l.x),i=Math.round(l.y);else if("C"===l.type){var T=Math.round(l.x1-r),u=Math.round(l.y1-i),Q=Math.round(l.x2-l.x1),p=Math.round(l.y2-l.y1);o=Math.round(l.x-l.x2),s=Math.round(l.y-l.y2),t.push({name:"dx1",type:"NUMBER",value:T}),t.push({name:"dy1",type:"NUMBER",value:u}),t.push({name:"dx2",type:"NUMBER",value:Q}),t.push({name:"dy2",type:"NUMBER",value:p}),t.push({name:"dx",type:"NUMBER",value:o}),t.push({name:"dy",type:"NUMBER",value:s}),t.push({name:"rrcurveto",type:"OP",value:8}),r=Math.round(l.x),i=Math.round(l.y)}}return t.push({name:"endchar",type:"OP",value:14}),t}function makeCharStringsIndex(e){for(var t=new table.Record("CharStrings INDEX",[{name:"charStrings",type:"INDEX",value:[]}]),n=0;n<e.length;n+=1){var r=e.get(n),i=glyphToOps(r);t.charStrings.push({name:r.name,type:"CHARSTRING",value:i})}return t}function makePrivateDict(e,t){var n=new table.Record("Private DICT",[{name:"dict",type:"DICT",value:{}}]);return n.dict=makeDict(PRIVATE_DICT_META,e,t),n}function makeCFFTable(e,t){for(var n,r=new table.Table("CFF ",[{name:"header",type:"RECORD"},{name:"nameIndex",type:"RECORD"},{name:"topDictIndex",type:"RECORD"},{name:"stringIndex",type:"RECORD"},{name:"globalSubrIndex",type:"RECORD"},{name:"charsets",type:"RECORD"},{name:"charStringsIndex",type:"RECORD"},{name:"privateDict",type:"RECORD"}]),i=1/t.unitsPerEm,a={version:t.version,fullName:t.fullName,familyName:t.familyName,weight:t.weightName,fontBBox:t.fontBBox||[0,0,0,0],fontMatrix:[i,0,0,i,0,0],charset:999,encoding:0,charStrings:999,private:[0,999]},o=[],s=1;s<e.length;s+=1)n=e.get(s),o.push(n.name);var l=[];r.header=makeHeader(),r.nameIndex=makeNameIndex([t.postScriptName]);var c=makeTopDict(a,l);r.topDictIndex=makeTopDictIndex(c),r.globalSubrIndex=makeGlobalSubrIndex(),r.charsets=makeCharsets(o,l),r.charStringsIndex=makeCharStringsIndex(e),r.privateDict=makePrivateDict({},l),r.stringIndex=makeStringIndex(l);var d=r.header.sizeOf()+r.nameIndex.sizeOf()+r.topDictIndex.sizeOf()+r.stringIndex.sizeOf()+r.globalSubrIndex.sizeOf();return a.charset=d,a.encoding=0,a.charStrings=a.charset+r.charsets.sizeOf(),a.private[1]=a.charStrings+r.charStringsIndex.sizeOf(),c=makeTopDict(a,l),r.topDictIndex=makeTopDictIndex(c),r}var cff={parse:parseCFFTable,make:makeCFFTable};function parseHeadTable(e,t){var n={},r=new parse.Parser(e,t);return n.version=r.parseVersion(),n.fontRevision=Math.round(1e3*r.parseFixed())/1e3,n.checkSumAdjustment=r.parseULong(),n.magicNumber=r.parseULong(),check.argument(1594834165===n.magicNumber,"Font header has wrong magic number."),n.flags=r.parseUShort(),n.unitsPerEm=r.parseUShort(),n.created=r.parseLongDateTime(),n.modified=r.parseLongDateTime(),n.xMin=r.parseShort(),n.yMin=r.parseShort(),n.xMax=r.parseShort(),n.yMax=r.parseShort(),n.macStyle=r.parseUShort(),n.lowestRecPPEM=r.parseUShort(),n.fontDirectionHint=r.parseShort(),n.indexToLocFormat=r.parseShort(),n.glyphDataFormat=r.parseShort(),n}function makeHeadTable(e){var t=Math.round((new Date).getTime()/1e3)+2082844800,n=t;return e.createdTimestamp&&(n=e.createdTimestamp+2082844800),new table.Table("head",[{name:"version",type:"FIXED",value:65536},{name:"fontRevision",type:"FIXED",value:65536},{name:"checkSumAdjustment",type:"ULONG",value:0},{name:"magicNumber",type:"ULONG",value:1594834165},{name:"flags",type:"USHORT",value:0},{name:"unitsPerEm",type:"USHORT",value:1e3},{name:"created",type:"LONGDATETIME",value:n},{name:"modified",type:"LONGDATETIME",value:t},{name:"xMin",type:"SHORT",value:0},{name:"yMin",type:"SHORT",value:0},{name:"xMax",type:"SHORT",value:0},{name:"yMax",type:"SHORT",value:0},{name:"macStyle",type:"USHORT",value:0},{name:"lowestRecPPEM",type:"USHORT",value:0},{name:"fontDirectionHint",type:"SHORT",value:2},{name:"indexToLocFormat",type:"SHORT",value:0},{name:"glyphDataFormat",type:"SHORT",value:0}],e)}var head={parse:parseHeadTable,make:makeHeadTable};function parseHheaTable(e,t){var n={},r=new parse.Parser(e,t);return n.version=r.parseVersion(),n.ascender=r.parseShort(),n.descender=r.parseShort(),n.lineGap=r.parseShort(),n.advanceWidthMax=r.parseUShort(),n.minLeftSideBearing=r.parseShort(),n.minRightSideBearing=r.parseShort(),n.xMaxExtent=r.parseShort(),n.caretSlopeRise=r.parseShort(),n.caretSlopeRun=r.parseShort(),n.caretOffset=r.parseShort(),r.relativeOffset+=8,n.metricDataFormat=r.parseShort(),n.numberOfHMetrics=r.parseUShort(),n}function makeHheaTable(e){return new table.Table("hhea",[{name:"version",type:"FIXED",value:65536},{name:"ascender",type:"FWORD",value:0},{name:"descender",type:"FWORD",value:0},{name:"lineGap",type:"FWORD",value:0},{name:"advanceWidthMax",type:"UFWORD",value:0},{name:"minLeftSideBearing",type:"FWORD",value:0},{name:"minRightSideBearing",type:"FWORD",value:0},{name:"xMaxExtent",type:"FWORD",value:0},{name:"caretSlopeRise",type:"SHORT",value:1},{name:"caretSlopeRun",type:"SHORT",value:0},{name:"caretOffset",type:"SHORT",value:0},{name:"reserved1",type:"SHORT",value:0},{name:"reserved2",type:"SHORT",value:0},{name:"reserved3",type:"SHORT",value:0},{name:"reserved4",type:"SHORT",value:0},{name:"metricDataFormat",type:"SHORT",value:0},{name:"numberOfHMetrics",type:"USHORT",value:0}],e)}var hhea={parse:parseHheaTable,make:makeHheaTable};function parseHmtxTableAll(e,t,n,r,i){for(var a,o,s=new parse.Parser(e,t),l=0;l<r;l+=1){l<n&&(a=s.parseUShort(),o=s.parseShort());var c=i.get(l);c.advanceWidth=a,c.leftSideBearing=o}}function parseHmtxTableOnLowMemory(e,t,n,r,i){var a,o;e._hmtxTableData={};for(var s=new parse.Parser(t,n),l=0;l<i;l+=1)l<r&&(a=s.parseUShort(),o=s.parseShort()),e._hmtxTableData[l]={advanceWidth:a,leftSideBearing:o}}function parseHmtxTable(e,t,n,r,i,a,o){o.lowMemory?parseHmtxTableOnLowMemory(e,t,n,r,i):parseHmtxTableAll(t,n,r,i,a)}function makeHmtxTable(e){for(var t=new table.Table("hmtx",[]),n=0;n<e.length;n+=1){var r=e.get(n),i=r.advanceWidth||0,a=r.leftSideBearing||0;t.fields.push({name:"advanceWidth_"+n,type:"USHORT",value:i}),t.fields.push({name:"leftSideBearing_"+n,type:"SHORT",value:a})}return t}var hmtx={parse:parseHmtxTable,make:makeHmtxTable};function makeLtagTable(e){for(var t=new table.Table("ltag",[{name:"version",type:"ULONG",value:1},{name:"flags",type:"ULONG",value:0},{name:"numTags",type:"ULONG",value:e.length}]),n="",r=12+4*e.length,i=0;i<e.length;++i){var a=n.indexOf(e[i]);a<0&&(a=n.length,n+=e[i]),t.fields.push({name:"offset "+i,type:"USHORT",value:r+a}),t.fields.push({name:"length "+i,type:"USHORT",value:e[i].length})}return t.fields.push({name:"stringPool",type:"CHARARRAY",value:n}),t}function parseLtagTable(e,t){var n=new parse.Parser(e,t),r=n.parseULong();check.argument(1===r,"Unsupported ltag table version."),n.skip("uLong",1);for(var i=n.parseULong(),a=[],o=0;o<i;o++){for(var s="",l=t+n.parseUShort(),c=n.parseUShort(),d=l;d<l+c;++d)s+=String.fromCharCode(e.getInt8(d));a.push(s)}return a}var ltag={make:makeLtagTable,parse:parseLtagTable};function parseMaxpTable(e,t){var n={},r=new parse.Parser(e,t);return n.version=r.parseVersion(),n.numGlyphs=r.parseUShort(),1===n.version&&(n.maxPoints=r.parseUShort(),n.maxContours=r.parseUShort(),n.maxCompositePoints=r.parseUShort(),n.maxCompositeContours=r.parseUShort(),n.maxZones=r.parseUShort(),n.maxTwilightPoints=r.parseUShort(),n.maxStorage=r.parseUShort(),n.maxFunctionDefs=r.parseUShort(),n.maxInstructionDefs=r.parseUShort(),n.maxStackElements=r.parseUShort(),n.maxSizeOfInstructions=r.parseUShort(),n.maxComponentElements=r.parseUShort(),n.maxComponentDepth=r.parseUShort()),n}function makeMaxpTable(e){return new table.Table("maxp",[{name:"version",type:"FIXED",value:20480},{name:"numGlyphs",type:"USHORT",value:e}])}var maxp={parse:parseMaxpTable,make:makeMaxpTable},nameTableNames=["copyright","fontFamily","fontSubfamily","uniqueID","fullName","version","postScriptName","trademark","manufacturer","designer","description","manufacturerURL","designerURL","license","licenseURL","reserved","preferredFamily","preferredSubfamily","compatibleFullName","sampleText","postScriptFindFontName","wwsFamily","wwsSubfamily"],macLanguages={0:"en",1:"fr",2:"de",3:"it",4:"nl",5:"sv",6:"es",7:"da",8:"pt",9:"no",10:"he",11:"ja",12:"ar",13:"fi",14:"el",15:"is",16:"mt",17:"tr",18:"hr",19:"zh-Hant",20:"ur",21:"hi",22:"th",23:"ko",24:"lt",25:"pl",26:"hu",27:"es",28:"lv",29:"se",30:"fo",31:"fa",32:"ru",33:"zh",34:"nl-BE",35:"ga",36:"sq",37:"ro",38:"cz",39:"sk",40:"si",41:"yi",42:"sr",43:"mk",44:"bg",45:"uk",46:"be",47:"uz",48:"kk",49:"az-Cyrl",50:"az-Arab",51:"hy",52:"ka",53:"mo",54:"ky",55:"tg",56:"tk",57:"mn-CN",58:"mn",59:"ps",60:"ks",61:"ku",62:"sd",63:"bo",64:"ne",65:"sa",66:"mr",67:"bn",68:"as",69:"gu",70:"pa",71:"or",72:"ml",73:"kn",74:"ta",75:"te",76:"si",77:"my",78:"km",79:"lo",80:"vi",81:"id",82:"tl",83:"ms",84:"ms-Arab",85:"am",86:"ti",87:"om",88:"so",89:"sw",90:"rw",91:"rn",92:"ny",93:"mg",94:"eo",128:"cy",129:"eu",130:"ca",131:"la",132:"qu",133:"gn",134:"ay",135:"tt",136:"ug",137:"dz",138:"jv",139:"su",140:"gl",141:"af",142:"br",143:"iu",144:"gd",145:"gv",146:"ga",147:"to",148:"el-polyton",149:"kl",150:"az",151:"nn"},macLanguageToScript={0:0,1:0,2:0,3:0,4:0,5:0,6:0,7:0,8:0,9:0,10:5,11:1,12:4,13:0,14:6,15:0,16:0,17:0,18:0,19:2,20:4,21:9,22:21,23:3,24:29,25:29,26:29,27:29,28:29,29:0,30:0,31:4,32:7,33:25,34:0,35:0,36:0,37:0,38:29,39:29,40:0,41:5,42:7,43:7,44:7,45:7,46:7,47:7,48:7,49:7,50:4,51:24,52:23,53:7,54:7,55:7,56:7,57:27,58:7,59:4,60:4,61:4,62:4,63:26,64:9,65:9,66:9,67:13,68:13,69:11,70:10,71:12,72:17,73:16,74:14,75:15,76:18,77:19,78:20,79:22,80:30,81:0,82:0,83:0,84:4,85:28,86:28,87:28,88:0,89:0,90:0,91:0,92:0,93:0,94:0,128:0,129:0,130:0,131:0,132:0,133:0,134:0,135:7,136:4,137:26,138:0,139:0,140:0,141:0,142:0,143:28,144:0,145:0,146:0,147:0,148:6,149:0,150:0,151:0},windowsLanguages={1078:"af",1052:"sq",1156:"gsw",1118:"am",5121:"ar-DZ",15361:"ar-BH",3073:"ar",2049:"ar-IQ",11265:"ar-JO",13313:"ar-KW",12289:"ar-LB",4097:"ar-LY",6145:"ary",8193:"ar-OM",16385:"ar-QA",1025:"ar-SA",10241:"ar-SY",7169:"aeb",14337:"ar-AE",9217:"ar-YE",1067:"hy",1101:"as",2092:"az-Cyrl",1068:"az",1133:"ba",1069:"eu",1059:"be",2117:"bn",1093:"bn-IN",8218:"bs-Cyrl",5146:"bs",1150:"br",1026:"bg",1027:"ca",3076:"zh-HK",5124:"zh-MO",2052:"zh",4100:"zh-SG",1028:"zh-TW",1155:"co",1050:"hr",4122:"hr-BA",1029:"cs",1030:"da",1164:"prs",1125:"dv",2067:"nl-BE",1043:"nl",3081:"en-AU",10249:"en-BZ",4105:"en-CA",9225:"en-029",16393:"en-IN",6153:"en-IE",8201:"en-JM",17417:"en-MY",5129:"en-NZ",13321:"en-PH",18441:"en-SG",7177:"en-ZA",11273:"en-TT",2057:"en-GB",1033:"en",12297:"en-ZW",1061:"et",1080:"fo",1124:"fil",1035:"fi",2060:"fr-BE",3084:"fr-CA",1036:"fr",5132:"fr-LU",6156:"fr-MC",4108:"fr-CH",1122:"fy",1110:"gl",1079:"ka",3079:"de-AT",1031:"de",5127:"de-LI",4103:"de-LU",2055:"de-CH",1032:"el",1135:"kl",1095:"gu",1128:"ha",1037:"he",1081:"hi",1038:"hu",1039:"is",1136:"ig",1057:"id",1117:"iu",2141:"iu-Latn",2108:"ga",1076:"xh",1077:"zu",1040:"it",2064:"it-CH",1041:"ja",1099:"kn",1087:"kk",1107:"km",1158:"quc",1159:"rw",1089:"sw",1111:"kok",1042:"ko",1088:"ky",1108:"lo",1062:"lv",1063:"lt",2094:"dsb",1134:"lb",1071:"mk",2110:"ms-BN",1086:"ms",1100:"ml",1082:"mt",1153:"mi",1146:"arn",1102:"mr",1148:"moh",1104:"mn",2128:"mn-CN",1121:"ne",1044:"nb",2068:"nn",1154:"oc",1096:"or",1123:"ps",1045:"pl",1046:"pt",2070:"pt-PT",1094:"pa",1131:"qu-BO",2155:"qu-EC",3179:"qu",1048:"ro",1047:"rm",1049:"ru",9275:"smn",4155:"smj-NO",5179:"smj",3131:"se-FI",1083:"se",2107:"se-SE",8251:"sms",6203:"sma-NO",7227:"sms",1103:"sa",7194:"sr-Cyrl-BA",3098:"sr",6170:"sr-Latn-BA",2074:"sr-Latn",1132:"nso",1074:"tn",1115:"si",1051:"sk",1060:"sl",11274:"es-AR",16394:"es-BO",13322:"es-CL",9226:"es-CO",5130:"es-CR",7178:"es-DO",12298:"es-EC",17418:"es-SV",4106:"es-GT",18442:"es-HN",2058:"es-MX",19466:"es-NI",6154:"es-PA",15370:"es-PY",10250:"es-PE",20490:"es-PR",3082:"es",1034:"es",21514:"es-US",14346:"es-UY",8202:"es-VE",2077:"sv-FI",1053:"sv",1114:"syr",1064:"tg",2143:"tzm",1097:"ta",1092:"tt",1098:"te",1054:"th",1105:"bo",1055:"tr",1090:"tk",1152:"ug",1058:"uk",1070:"hsb",1056:"ur",2115:"uz-Cyrl",1091:"uz",1066:"vi",1106:"cy",1160:"wo",1157:"sah",1144:"ii",1130:"yo"};function getLanguageCode(e,t,n){switch(e){case 0:if(65535===t)return"und";if(n)return n[t];break;case 1:return macLanguages[t];case 3:return windowsLanguages[t]}}var utf16="utf-16",macScriptEncodings={0:"macintosh",1:"x-mac-japanese",2:"x-mac-chinesetrad",3:"x-mac-korean",6:"x-mac-greek",7:"x-mac-cyrillic",9:"x-mac-devanagai",10:"x-mac-gurmukhi",11:"x-mac-gujarati",12:"x-mac-oriya",13:"x-mac-bengali",14:"x-mac-tamil",15:"x-mac-telugu",16:"x-mac-kannada",17:"x-mac-malayalam",18:"x-mac-sinhalese",19:"x-mac-burmese",20:"x-mac-khmer",21:"x-mac-thai",22:"x-mac-lao",23:"x-mac-georgian",24:"x-mac-armenian",25:"x-mac-chinesesimp",26:"x-mac-tibetan",27:"x-mac-mongolian",28:"x-mac-ethiopic",29:"x-mac-ce",30:"x-mac-vietnamese",31:"x-mac-extarabic"},macLanguageEncodings={15:"x-mac-icelandic",17:"x-mac-turkish",18:"x-mac-croatian",24:"x-mac-ce",25:"x-mac-ce",26:"x-mac-ce",27:"x-mac-ce",28:"x-mac-ce",30:"x-mac-icelandic",37:"x-mac-romanian",38:"x-mac-ce",39:"x-mac-ce",40:"x-mac-ce",143:"x-mac-inuit",146:"x-mac-gaelic"};function getEncoding(e,t,n){switch(e){case 0:return utf16;case 1:return macLanguageEncodings[n]||macScriptEncodings[t];case 3:if(1===t||10===t)return utf16}}function parseNameTable(e,t,n){for(var r={},i=new parse.Parser(e,t),a=i.parseUShort(),o=i.parseUShort(),s=i.offset+i.parseUShort(),l=0;l<o;l++){var c=i.parseUShort(),d=i.parseUShort(),T=i.parseUShort(),u=i.parseUShort(),Q=nameTableNames[u]||u,p=i.parseUShort(),h=i.parseUShort(),m=getLanguageCode(c,T,n),f=getEncoding(c,d,T);if(void 0!==f&&void 0!==m){var g;if(g=f===utf16?decode.UTF16(e,s+h,p):decode.MACSTRING(e,s+h,p,f)){var b=r[Q];void 0===b&&(b=r[Q]={}),b[m]=g}}}return 1===a&&i.parseUShort(),r}function reverseDict(e){var t={};for(var n in e)t[e[n]]=parseInt(n);return t}function makeNameRecord(e,t,n,r,i,a){return new table.Record("NameRecord",[{name:"platformID",type:"USHORT",value:e},{name:"encodingID",type:"USHORT",value:t},{name:"languageID",type:"USHORT",value:n},{name:"nameID",type:"USHORT",value:r},{name:"length",type:"USHORT",value:i},{name:"offset",type:"USHORT",value:a}])}function findSubArray(e,t){var n=e.length,r=t.length-n+1;e:for(var i=0;i<r;i++)for(;i<r;i++){for(var a=0;a<n;a++)if(t[i+a]!==e[a])continue e;return i}return-1}function addStringToPool(e,t){var n=findSubArray(e,t);if(n<0){n=t.length;for(var r=0,i=e.length;r<i;++r)t.push(e[r])}return n}function makeNameTable(e,t){var n,r=[],i={},a=reverseDict(nameTableNames);for(var o in e){var s=a[o];if(void 0===s&&(s=o),n=parseInt(s),isNaN(n))throw new Error('Name table entry "'+o+'" does not exist, see nameTableNames for complete list.');i[n]=e[o],r.push(n)}for(var l=reverseDict(macLanguages),c=reverseDict(windowsLanguages),d=[],T=[],u=0;u<r.length;u++){var Q=i[n=r[u]];for(var p in Q){var h=Q[p],m=1,f=l[p],g=macLanguageToScript[f],b=getEncoding(m,g,f),y=encode.MACSTRING(h,b);void 0===y&&(m=0,(f=t.indexOf(p))<0&&(f=t.length,t.push(p)),g=4,y=encode.UTF16(h));var _=addStringToPool(y,T);d.push(makeNameRecord(m,g,f,n,y.length,_));var L=c[p];if(void 0!==L){var v=encode.UTF16(h),w=addStringToPool(v,T);d.push(makeNameRecord(3,1,L,n,v.length,w))}}}d.sort((function(e,t){return e.platformID-t.platformID||e.encodingID-t.encodingID||e.languageID-t.languageID||e.nameID-t.nameID}));for(var E=new table.Table("name",[{name:"format",type:"USHORT",value:0},{name:"count",type:"USHORT",value:d.length},{name:"stringOffset",type:"USHORT",value:6+12*d.length}]),x=0;x<d.length;x++)E.fields.push({name:"record_"+x,type:"RECORD",value:d[x]});return E.fields.push({name:"strings",type:"LITERAL",value:T}),E}var _name={parse:parseNameTable,make:makeNameTable},unicodeRanges=[{begin:0,end:127},{begin:128,end:255},{begin:256,end:383},{begin:384,end:591},{begin:592,end:687},{begin:688,end:767},{begin:768,end:879},{begin:880,end:1023},{begin:11392,end:11519},{begin:1024,end:1279},{begin:1328,end:1423},{begin:1424,end:1535},{begin:42240,end:42559},{begin:1536,end:1791},{begin:1984,end:2047},{begin:2304,end:2431},{begin:2432,end:2559},{begin:2560,end:2687},{begin:2688,end:2815},{begin:2816,end:2943},{begin:2944,end:3071},{begin:3072,end:3199},{begin:3200,end:3327},{begin:3328,end:3455},{begin:3584,end:3711},{begin:3712,end:3839},{begin:4256,end:4351},{begin:6912,end:7039},{begin:4352,end:4607},{begin:7680,end:7935},{begin:7936,end:8191},{begin:8192,end:8303},{begin:8304,end:8351},{begin:8352,end:8399},{begin:8400,end:8447},{begin:8448,end:8527},{begin:8528,end:8591},{begin:8592,end:8703},{begin:8704,end:8959},{begin:8960,end:9215},{begin:9216,end:9279},{begin:9280,end:9311},{begin:9312,end:9471},{begin:9472,end:9599},{begin:9600,end:9631},{begin:9632,end:9727},{begin:9728,end:9983},{begin:9984,end:10175},{begin:12288,end:12351},{begin:12352,end:12447},{begin:12448,end:12543},{begin:12544,end:12591},{begin:12592,end:12687},{begin:43072,end:43135},{begin:12800,end:13055},{begin:13056,end:13311},{begin:44032,end:55215},{begin:55296,end:57343},{begin:67840,end:67871},{begin:19968,end:40959},{begin:57344,end:63743},{begin:12736,end:12783},{begin:64256,end:64335},{begin:64336,end:65023},{begin:65056,end:65071},{begin:65040,end:65055},{begin:65104,end:65135},{begin:65136,end:65279},{begin:65280,end:65519},{begin:65520,end:65535},{begin:3840,end:4095},{begin:1792,end:1871},{begin:1920,end:1983},{begin:3456,end:3583},{begin:4096,end:4255},{begin:4608,end:4991},{begin:5024,end:5119},{begin:5120,end:5759},{begin:5760,end:5791},{begin:5792,end:5887},{begin:6016,end:6143},{begin:6144,end:6319},{begin:10240,end:10495},{begin:40960,end:42127},{begin:5888,end:5919},{begin:66304,end:66351},{begin:66352,end:66383},{begin:66560,end:66639},{begin:118784,end:119039},{begin:119808,end:120831},{begin:1044480,end:1048573},{begin:65024,end:65039},{begin:917504,end:917631},{begin:6400,end:6479},{begin:6480,end:6527},{begin:6528,end:6623},{begin:6656,end:6687},{begin:11264,end:11359},{begin:11568,end:11647},{begin:19904,end:19967},{begin:43008,end:43055},{begin:65536,end:65663},{begin:65856,end:65935},{begin:66432,end:66463},{begin:66464,end:66527},{begin:66640,end:66687},{begin:66688,end:66735},{begin:67584,end:67647},{begin:68096,end:68191},{begin:119552,end:119647},{begin:73728,end:74751},{begin:119648,end:119679},{begin:7040,end:7103},{begin:7168,end:7247},{begin:7248,end:7295},{begin:43136,end:43231},{begin:43264,end:43311},{begin:43312,end:43359},{begin:43520,end:43615},{begin:65936,end:65999},{begin:66e3,end:66047},{begin:66208,end:66271},{begin:127024,end:127135}];function getUnicodeRange(e){for(var t=0;t<unicodeRanges.length;t+=1){var n=unicodeRanges[t];if(e>=n.begin&&e<n.end)return t}return-1}function parseOS2Table(e,t){var n={},r=new parse.Parser(e,t);n.version=r.parseUShort(),n.xAvgCharWidth=r.parseShort(),n.usWeightClass=r.parseUShort(),n.usWidthClass=r.parseUShort(),n.fsType=r.parseUShort(),n.ySubscriptXSize=r.parseShort(),n.ySubscriptYSize=r.parseShort(),n.ySubscriptXOffset=r.parseShort(),n.ySubscriptYOffset=r.parseShort(),n.ySuperscriptXSize=r.parseShort(),n.ySuperscriptYSize=r.parseShort(),n.ySuperscriptXOffset=r.parseShort(),n.ySuperscriptYOffset=r.parseShort(),n.yStrikeoutSize=r.parseShort(),n.yStrikeoutPosition=r.parseShort(),n.sFamilyClass=r.parseShort(),n.panose=[];for(var i=0;i<10;i++)n.panose[i]=r.parseByte();return n.ulUnicodeRange1=r.parseULong(),n.ulUnicodeRange2=r.parseULong(),n.ulUnicodeRange3=r.parseULong(),n.ulUnicodeRange4=r.parseULong(),n.achVendID=String.fromCharCode(r.parseByte(),r.parseByte(),r.parseByte(),r.parseByte()),n.fsSelection=r.parseUShort(),n.usFirstCharIndex=r.parseUShort(),n.usLastCharIndex=r.parseUShort(),n.sTypoAscender=r.parseShort(),n.sTypoDescender=r.parseShort(),n.sTypoLineGap=r.parseShort(),n.usWinAscent=r.parseUShort(),n.usWinDescent=r.parseUShort(),n.version>=1&&(n.ulCodePageRange1=r.parseULong(),n.ulCodePageRange2=r.parseULong()),n.version>=2&&(n.sxHeight=r.parseShort(),n.sCapHeight=r.parseShort(),n.usDefaultChar=r.parseUShort(),n.usBreakChar=r.parseUShort(),n.usMaxContent=r.parseUShort()),n}function makeOS2Table(e){return new table.Table("OS/2",[{name:"version",type:"USHORT",value:3},{name:"xAvgCharWidth",type:"SHORT",value:0},{name:"usWeightClass",type:"USHORT",value:0},{name:"usWidthClass",type:"USHORT",value:0},{name:"fsType",type:"USHORT",value:0},{name:"ySubscriptXSize",type:"SHORT",value:650},{name:"ySubscriptYSize",type:"SHORT",value:699},{name:"ySubscriptXOffset",type:"SHORT",value:0},{name:"ySubscriptYOffset",type:"SHORT",value:140},{name:"ySuperscriptXSize",type:"SHORT",value:650},{name:"ySuperscriptYSize",type:"SHORT",value:699},{name:"ySuperscriptXOffset",type:"SHORT",value:0},{name:"ySuperscriptYOffset",type:"SHORT",value:479},{name:"yStrikeoutSize",type:"SHORT",value:49},{name:"yStrikeoutPosition",type:"SHORT",value:258},{name:"sFamilyClass",type:"SHORT",value:0},{name:"bFamilyType",type:"BYTE",value:0},{name:"bSerifStyle",type:"BYTE",value:0},{name:"bWeight",type:"BYTE",value:0},{name:"bProportion",type:"BYTE",value:0},{name:"bContrast",type:"BYTE",value:0},{name:"bStrokeVariation",type:"BYTE",value:0},{name:"bArmStyle",type:"BYTE",value:0},{name:"bLetterform",type:"BYTE",value:0},{name:"bMidline",type:"BYTE",value:0},{name:"bXHeight",type:"BYTE",value:0},{name:"ulUnicodeRange1",type:"ULONG",value:0},{name:"ulUnicodeRange2",type:"ULONG",value:0},{name:"ulUnicodeRange3",type:"ULONG",value:0},{name:"ulUnicodeRange4",type:"ULONG",value:0},{name:"achVendID",type:"CHARARRAY",value:"XXXX"},{name:"fsSelection",type:"USHORT",value:0},{name:"usFirstCharIndex",type:"USHORT",value:0},{name:"usLastCharIndex",type:"USHORT",value:0},{name:"sTypoAscender",type:"SHORT",value:0},{name:"sTypoDescender",type:"SHORT",value:0},{name:"sTypoLineGap",type:"SHORT",value:0},{name:"usWinAscent",type:"USHORT",value:0},{name:"usWinDescent",type:"USHORT",value:0},{name:"ulCodePageRange1",type:"ULONG",value:0},{name:"ulCodePageRange2",type:"ULONG",value:0},{name:"sxHeight",type:"SHORT",value:0},{name:"sCapHeight",type:"SHORT",value:0},{name:"usDefaultChar",type:"USHORT",value:0},{name:"usBreakChar",type:"USHORT",value:0},{name:"usMaxContext",type:"USHORT",value:0}],e)}var os2={parse:parseOS2Table,make:makeOS2Table,unicodeRanges:unicodeRanges,getUnicodeRange:getUnicodeRange};function parsePostTable(e,t){var n={},r=new parse.Parser(e,t);switch(n.version=r.parseVersion(),n.italicAngle=r.parseFixed(),n.underlinePosition=r.parseShort(),n.underlineThickness=r.parseShort(),n.isFixedPitch=r.parseULong(),n.minMemType42=r.parseULong(),n.maxMemType42=r.parseULong(),n.minMemType1=r.parseULong(),n.maxMemType1=r.parseULong(),n.version){case 1:n.names=standardNames.slice();break;case 2:n.numberOfGlyphs=r.parseUShort(),n.glyphNameIndex=new Array(n.numberOfGlyphs);for(var i=0;i<n.numberOfGlyphs;i++)n.glyphNameIndex[i]=r.parseUShort();n.names=[];for(var a=0;a<n.numberOfGlyphs;a++)if(n.glyphNameIndex[a]>=standardNames.length){var o=r.parseChar();n.names.push(r.parseString(o))}break;case 2.5:n.numberOfGlyphs=r.parseUShort(),n.offset=new Array(n.numberOfGlyphs);for(var s=0;s<n.numberOfGlyphs;s++)n.offset[s]=r.parseChar()}return n}function makePostTable(){return new table.Table("post",[{name:"version",type:"FIXED",value:196608},{name:"italicAngle",type:"FIXED",value:0},{name:"underlinePosition",type:"FWORD",value:0},{name:"underlineThickness",type:"FWORD",value:0},{name:"isFixedPitch",type:"ULONG",value:0},{name:"minMemType42",type:"ULONG",value:0},{name:"maxMemType42",type:"ULONG",value:0},{name:"minMemType1",type:"ULONG",value:0},{name:"maxMemType1",type:"ULONG",value:0}])}var post={parse:parsePostTable,make:makePostTable},subtableParsers=new Array(9);subtableParsers[1]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();return 1===t?{substFormat:1,coverage:this.parsePointer(Parser.coverage),deltaGlyphId:this.parseUShort()}:2===t?{substFormat:2,coverage:this.parsePointer(Parser.coverage),substitute:this.parseOffset16List()}:void check.assert(!1,"0x"+e.toString(16)+": lookup type 1 format must be 1 or 2.")},subtableParsers[2]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB Multiple Substitution Subtable identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),sequences:this.parseListOfLists()}},subtableParsers[3]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB Alternate Substitution Subtable identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),alternateSets:this.parseListOfLists()}},subtableParsers[4]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB ligature table identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),ligatureSets:this.parseListOfLists((function(){return{ligGlyph:this.parseUShort(),components:this.parseUShortList(this.parseUShort()-1)}}))}};var lookupRecordDesc={sequenceIndex:Parser.uShort,lookupListIndex:Parser.uShort};function parseGsubTable(e,t){var n=new Parser(e,t=t||0),r=n.parseVersion(1);return check.argument(1===r||1.1===r,"Unsupported GSUB table version."),1===r?{version:r,scripts:n.parseScriptList(),features:n.parseFeatureList(),lookups:n.parseLookupList(subtableParsers)}:{version:r,scripts:n.parseScriptList(),features:n.parseFeatureList(),lookups:n.parseLookupList(subtableParsers),variations:n.parseFeatureVariationsList()}}subtableParsers[5]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();if(1===t)return{substFormat:t,coverage:this.parsePointer(Parser.coverage),ruleSets:this.parseListOfLists((function(){var e=this.parseUShort(),t=this.parseUShort();return{input:this.parseUShortList(e-1),lookupRecords:this.parseRecordList(t,lookupRecordDesc)}}))};if(2===t)return{substFormat:t,coverage:this.parsePointer(Parser.coverage),classDef:this.parsePointer(Parser.classDef),classSets:this.parseListOfLists((function(){var e=this.parseUShort(),t=this.parseUShort();return{classes:this.parseUShortList(e-1),lookupRecords:this.parseRecordList(t,lookupRecordDesc)}}))};if(3===t){var n=this.parseUShort(),r=this.parseUShort();return{substFormat:t,coverages:this.parseList(n,Parser.pointer(Parser.coverage)),lookupRecords:this.parseRecordList(r,lookupRecordDesc)}}check.assert(!1,"0x"+e.toString(16)+": lookup type 5 format must be 1, 2 or 3.")},subtableParsers[6]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();return 1===t?{substFormat:1,coverage:this.parsePointer(Parser.coverage),chainRuleSets:this.parseListOfLists((function(){return{backtrack:this.parseUShortList(),input:this.parseUShortList(this.parseShort()-1),lookahead:this.parseUShortList(),lookupRecords:this.parseRecordList(lookupRecordDesc)}}))}:2===t?{substFormat:2,coverage:this.parsePointer(Parser.coverage),backtrackClassDef:this.parsePointer(Parser.classDef),inputClassDef:this.parsePointer(Parser.classDef),lookaheadClassDef:this.parsePointer(Parser.classDef),chainClassSet:this.parseListOfLists((function(){return{backtrack:this.parseUShortList(),input:this.parseUShortList(this.parseShort()-1),lookahead:this.parseUShortList(),lookupRecords:this.parseRecordList(lookupRecordDesc)}}))}:3===t?{substFormat:3,backtrackCoverage:this.parseList(Parser.pointer(Parser.coverage)),inputCoverage:this.parseList(Parser.pointer(Parser.coverage)),lookaheadCoverage:this.parseList(Parser.pointer(Parser.coverage)),lookupRecords:this.parseRecordList(lookupRecordDesc)}:void check.assert(!1,"0x"+e.toString(16)+": lookup type 6 format must be 1, 2 or 3.")},subtableParsers[7]=function(){var e=this.parseUShort();check.argument(1===e,"GSUB Extension Substitution subtable identifier-format must be 1");var t=this.parseUShort(),n=new Parser(this.data,this.offset+this.parseULong());return{substFormat:1,lookupType:t,extension:subtableParsers[t].call(n)}},subtableParsers[8]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB Reverse Chaining Contextual Single Substitution Subtable identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),backtrackCoverage:this.parseList(Parser.pointer(Parser.coverage)),lookaheadCoverage:this.parseList(Parser.pointer(Parser.coverage)),substitutes:this.parseUShortList()}};var subtableMakers=new Array(9);function makeGsubTable(e){return new table.Table("GSUB",[{name:"version",type:"ULONG",value:65536},{name:"scripts",type:"TABLE",value:new table.ScriptList(e.scripts)},{name:"features",type:"TABLE",value:new table.FeatureList(e.features)},{name:"lookups",type:"TABLE",value:new table.LookupList(e.lookups,subtableMakers)}])}subtableMakers[1]=function(e){return 1===e.substFormat?new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)},{name:"deltaGlyphID",type:"USHORT",value:e.deltaGlyphId}]):new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:2},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.ushortList("substitute",e.substitute)))},subtableMakers[2]=function(e){return check.assert(1===e.substFormat,"Lookup type 2 substFormat must be 1."),new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("seqSet",e.sequences,(function(e){return new table.Table("sequenceSetTable",table.ushortList("sequence",e))}))))},subtableMakers[3]=function(e){return check.assert(1===e.substFormat,"Lookup type 3 substFormat must be 1."),new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("altSet",e.alternateSets,(function(e){return new table.Table("alternateSetTable",table.ushortList("alternate",e))}))))},subtableMakers[4]=function(e){return check.assert(1===e.substFormat,"Lookup type 4 substFormat must be 1."),new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("ligSet",e.ligatureSets,(function(e){return new table.Table("ligatureSetTable",table.tableList("ligature",e,(function(e){return new table.Table("ligatureTable",[{name:"ligGlyph",type:"USHORT",value:e.ligGlyph}].concat(table.ushortList("component",e.components,e.components.length+1)))})))}))))},subtableMakers[6]=function(e){if(1===e.substFormat){var t=new table.Table("chainContextTable",[{name:"substFormat",type:"USHORT",value:e.substFormat},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("chainRuleSet",e.chainRuleSets,(function(e){return new table.Table("chainRuleSetTable",table.tableList("chainRule",e,(function(e){var t=table.ushortList("backtrackGlyph",e.backtrack,e.backtrack.length).concat(table.ushortList("inputGlyph",e.input,e.input.length+1)).concat(table.ushortList("lookaheadGlyph",e.lookahead,e.lookahead.length)).concat(table.ushortList("substitution",[],e.lookupRecords.length));return e.lookupRecords.forEach((function(e,n){t=t.concat({name:"sequenceIndex"+n,type:"USHORT",value:e.sequenceIndex}).concat({name:"lookupListIndex"+n,type:"USHORT",value:e.lookupListIndex})})),new table.Table("chainRuleTable",t)})))}))));return t}if(2===e.substFormat)check.assert(!1,"lookup type 6 format 2 is not yet supported.");else if(3===e.substFormat){var n=[{name:"substFormat",type:"USHORT",value:e.substFormat}];return n.push({name:"backtrackGlyphCount",type:"USHORT",value:e.backtrackCoverage.length}),e.backtrackCoverage.forEach((function(e,t){n.push({name:"backtrackCoverage"+t,type:"TABLE",value:new table.Coverage(e)})})),n.push({name:"inputGlyphCount",type:"USHORT",value:e.inputCoverage.length}),e.inputCoverage.forEach((function(e,t){n.push({name:"inputCoverage"+t,type:"TABLE",value:new table.Coverage(e)})})),n.push({name:"lookaheadGlyphCount",type:"USHORT",value:e.lookaheadCoverage.length}),e.lookaheadCoverage.forEach((function(e,t){n.push({name:"lookaheadCoverage"+t,type:"TABLE",value:new table.Coverage(e)})})),n.push({name:"substitutionCount",type:"USHORT",value:e.lookupRecords.length}),e.lookupRecords.forEach((function(e,t){n=n.concat({name:"sequenceIndex"+t,type:"USHORT",value:e.sequenceIndex}).concat({name:"lookupListIndex"+t,type:"USHORT",value:e.lookupListIndex})})),new table.Table("chainContextTable",n)}check.assert(!1,"lookup type 6 format must be 1, 2 or 3.")};var gsub={parse:parseGsubTable,make:makeGsubTable};function parseMetaTable(e,t){var n=new parse.Parser(e,t),r=n.parseULong();check.argument(1===r,"Unsupported META table version."),n.parseULong(),n.parseULong();for(var i=n.parseULong(),a={},o=0;o<i;o++){var s=n.parseTag(),l=n.parseULong(),c=n.parseULong(),d=decode.UTF8(e,t+l,c);a[s]=d}return a}function makeMetaTable(e){var t=Object.keys(e).length,n="",r=16+12*t,i=new table.Table("meta",[{name:"version",type:"ULONG",value:1},{name:"flags",type:"ULONG",value:0},{name:"offset",type:"ULONG",value:r},{name:"numTags",type:"ULONG",value:t}]);for(var a in e){var o=n.length;n+=e[a],i.fields.push({name:"tag "+a,type:"TAG",value:a}),i.fields.push({name:"offset "+a,type:"ULONG",value:r+o}),i.fields.push({name:"length "+a,type:"ULONG",value:e[a].length})}return i.fields.push({name:"stringPool",type:"CHARARRAY",value:n}),i}var meta={parse:parseMetaTable,make:makeMetaTable};function log2(e){return Math.log(e)/Math.log(2)|0}function computeCheckSum(e){for(;e.length%4!=0;)e.push(0);for(var t=0,n=0;n<e.length;n+=4)t+=(e[n]<<24)+(e[n+1]<<16)+(e[n+2]<<8)+e[n+3];return t%Math.pow(2,32)}function makeTableRecord(e,t,n,r){return new table.Record("Table Record",[{name:"tag",type:"TAG",value:void 0!==e?e:""},{name:"checkSum",type:"ULONG",value:void 0!==t?t:0},{name:"offset",type:"ULONG",value:void 0!==n?n:0},{name:"length",type:"ULONG",value:void 0!==r?r:0}])}function makeSfntTable(e){var t=new table.Table("sfnt",[{name:"version",type:"TAG",value:"OTTO"},{name:"numTables",type:"USHORT",value:0},{name:"searchRange",type:"USHORT",value:0},{name:"entrySelector",type:"USHORT",value:0},{name:"rangeShift",type:"USHORT",value:0}]);t.tables=e,t.numTables=e.length;var n=Math.pow(2,log2(t.numTables));t.searchRange=16*n,t.entrySelector=log2(n),t.rangeShift=16*t.numTables-t.searchRange;for(var r=[],i=[],a=t.sizeOf()+makeTableRecord().sizeOf()*t.numTables;a%4!=0;)a+=1,i.push({name:"padding",type:"BYTE",value:0});for(var o=0;o<e.length;o+=1){var s=e[o];check.argument(4===s.tableName.length,"Table name"+s.tableName+" is invalid.");var l=s.sizeOf(),c=makeTableRecord(s.tableName,computeCheckSum(s.encode()),a,l);for(r.push({name:c.tag+" Table Record",type:"RECORD",value:c}),i.push({name:s.tableName+" table",type:"RECORD",value:s}),a+=l,check.argument(!isNaN(a),"Something went wrong calculating the offset.");a%4!=0;)a+=1,i.push({name:"padding",type:"BYTE",value:0})}return r.sort((function(e,t){return e.value.tag>t.value.tag?1:-1})),t.fields=t.fields.concat(r),t.fields=t.fields.concat(i),t}function metricsForChar(e,t,n){for(var r=0;r<t.length;r+=1){var i=e.charToGlyphIndex(t[r]);if(i>0)return e.glyphs.get(i).getMetrics()}return n}function average(e){for(var t=0,n=0;n<e.length;n+=1)t+=e[n];return t/e.length}function fontToSfntTable(e){for(var t,n=[],r=[],i=[],a=[],o=[],s=[],l=[],c=0,d=0,T=0,u=0,Q=0,p=0;p<e.glyphs.length;p+=1){var h=e.glyphs.get(p),m=0|h.unicode;if(isNaN(h.advanceWidth))throw new Error("Glyph "+h.name+" ("+p+"): advanceWidth is not a number.");(t>m||void 0===t)&&m>0&&(t=m),c<m&&(c=m);var f=os2.getUnicodeRange(m);if(f<32)d|=1<<f;else if(f<64)T|=1<<f-32;else if(f<96)u|=1<<f-64;else{if(!(f<123))throw new Error("Unicode ranges bits > 123 are reserved for internal usage");Q|=1<<f-96}if(".notdef"!==h.name){var g=h.getMetrics();n.push(g.xMin),r.push(g.yMin),i.push(g.xMax),a.push(g.yMax),s.push(g.leftSideBearing),l.push(g.rightSideBearing),o.push(h.advanceWidth)}}var b={xMin:Math.min.apply(null,n),yMin:Math.min.apply(null,r),xMax:Math.max.apply(null,i),yMax:Math.max.apply(null,a),advanceWidthMax:Math.max.apply(null,o),advanceWidthAvg:average(o),minLeftSideBearing:Math.min.apply(null,s),maxLeftSideBearing:Math.max.apply(null,s),minRightSideBearing:Math.min.apply(null,l)};b.ascender=e.ascender,b.descender=e.descender;var y=head.make({flags:3,unitsPerEm:e.unitsPerEm,xMin:b.xMin,yMin:b.yMin,xMax:b.xMax,yMax:b.yMax,lowestRecPPEM:3,createdTimestamp:e.createdTimestamp}),_=hhea.make({ascender:b.ascender,descender:b.descender,advanceWidthMax:b.advanceWidthMax,minLeftSideBearing:b.minLeftSideBearing,minRightSideBearing:b.minRightSideBearing,xMaxExtent:b.maxLeftSideBearing+(b.xMax-b.xMin),numberOfHMetrics:e.glyphs.length}),L=maxp.make(e.glyphs.length),v=os2.make(Object.assign({xAvgCharWidth:Math.round(b.advanceWidthAvg),usFirstCharIndex:t,usLastCharIndex:c,ulUnicodeRange1:d,ulUnicodeRange2:T,ulUnicodeRange3:u,ulUnicodeRange4:Q,sTypoAscender:b.ascender,sTypoDescender:b.descender,sTypoLineGap:0,usWinAscent:b.yMax,usWinDescent:Math.abs(b.yMin),ulCodePageRange1:1,sxHeight:metricsForChar(e,"xyvw",{yMax:Math.round(b.ascender/2)}).yMax,sCapHeight:metricsForChar(e,"HIKLEFJMNTZBDPRAGOQSUVWXY",b).yMax,usDefaultChar:e.hasChar(" ")?32:0,usBreakChar:e.hasChar(" ")?32:0},e.tables.os2)),w=hmtx.make(e.glyphs),E=cmap.make(e.glyphs),x=e.getEnglishName("fontFamily"),M=e.getEnglishName("fontSubfamily"),S=x+" "+M,H=e.getEnglishName("postScriptName");H||(H=x.replace(/\s/g,"")+"-"+M);var C={};for(var O in e.names)C[O]=e.names[O];C.uniqueID||(C.uniqueID={en:e.getEnglishName("manufacturer")+":"+S}),C.postScriptName||(C.postScriptName={en:H}),C.preferredFamily||(C.preferredFamily=e.names.fontFamily),C.preferredSubfamily||(C.preferredSubfamily=e.names.fontSubfamily);var A=[],k=_name.make(C,A),I=A.length>0?ltag.make(A):void 0,V=post.make(),N=cff.make(e.glyphs,{version:e.getEnglishName("version"),fullName:S,familyName:x,weightName:M,postScriptName:H,unitsPerEm:e.unitsPerEm,fontBBox:[0,b.yMin,b.ascender,b.advanceWidthMax]}),P=e.metas&&Object.keys(e.metas).length>0?meta.make(e.metas):void 0,R=[y,_,L,v,k,E,V,N,w];I&&R.push(I),e.tables.gsub&&R.push(gsub.make(e.tables.gsub)),P&&R.push(P);for(var D=makeSfntTable(R),$=computeCheckSum(D.encode()),j=D.fields,F=!1,B=0;B<j.length;B+=1)if("head table"===j[B].name){j[B].value.checkSumAdjustment=2981146554-$,F=!0;break}if(!F)throw new Error("Could not find head table with checkSum to adjust.");return D}var sfnt={make:makeSfntTable,fontToTable:fontToSfntTable,computeCheckSum:computeCheckSum};function searchTag(e,t){for(var n=0,r=e.length-1;n<=r;){var i=n+r>>>1,a=e[i].tag;if(a===t)return i;a<t?n=i+1:r=i-1}return-n-1}function binSearch(e,t){for(var n=0,r=e.length-1;n<=r;){var i=n+r>>>1,a=e[i];if(a===t)return i;a<t?n=i+1:r=i-1}return-n-1}function searchRange(e,t){for(var n,r=0,i=e.length-1;r<=i;){var a=r+i>>>1,o=(n=e[a]).start;if(o===t)return n;o<t?r=a+1:i=a-1}if(r>0)return t>(n=e[r-1]).end?0:n}function Layout(e,t){this.font=e,this.tableName=t}function Position(e){Layout.call(this,e,"gpos")}function Substitution(e){Layout.call(this,e,"gsub")}function arraysEqual(e,t){var n=e.length;if(n!==t.length)return!1;for(var r=0;r<n;r++)if(e[r]!==t[r])return!1;return!0}function getSubstFormat(e,t,n){for(var r=e.subtables,i=0;i<r.length;i++){var a=r[i];if(a.substFormat===t)return a}if(n)return r.push(n),n}function isBrowser(){return"undefined"!=typeof window}function nodeBufferToArrayBuffer(e){for(var t=new ArrayBuffer(e.length),n=new Uint8Array(t),r=0;r<e.length;++r)n[r]=e[r];return t}function arrayBufferToNodeBuffer(e){for(var t=new Buffer(e.byteLength),n=new Uint8Array(e),r=0;r<t.length;++r)t[r]=n[r];return t}function checkArgument(e,t){if(!e)throw t}function parseGlyphCoordinate(e,t,n,r,i){var a;return(t&r)>0?(a=e.parseByte(),0==(t&i)&&(a=-a),a=n+a):a=(t&i)>0?n:n+e.parseShort(),a}function parseGlyph(e,t,n){var r,i,a=new parse.Parser(t,n);if(e.numberOfContours=a.parseShort(),e._xMin=a.parseShort(),e._yMin=a.parseShort(),e._xMax=a.parseShort(),e._yMax=a.parseShort(),e.numberOfContours>0){for(var o=e.endPointIndices=[],s=0;s<e.numberOfContours;s+=1)o.push(a.parseUShort());e.instructionLength=a.parseUShort(),e.instructions=[];for(var l=0;l<e.instructionLength;l+=1)e.instructions.push(a.parseByte());var c=o[o.length-1]+1;r=[];for(var d=0;d<c;d+=1)if(i=a.parseByte(),r.push(i),(8&i)>0)for(var T=a.parseByte(),u=0;u<T;u+=1)r.push(i),d+=1;if(check.argument(r.length===c,"Bad flags."),o.length>0){var Q,p=[];if(c>0){for(var h=0;h<c;h+=1)i=r[h],(Q={}).onCurve=!!(1&i),Q.lastPointOfContour=o.indexOf(h)>=0,p.push(Q);for(var m=0,f=0;f<c;f+=1)i=r[f],(Q=p[f]).x=parseGlyphCoordinate(a,i,m,2,16),m=Q.x;for(var g=0,b=0;b<c;b+=1)i=r[b],(Q=p[b]).y=parseGlyphCoordinate(a,i,g,4,32),g=Q.y}e.points=p}else e.points=[]}else if(0===e.numberOfContours)e.points=[];else{e.isComposite=!0,e.points=[],e.components=[];for(var y=!0;y;){r=a.parseUShort();var _={glyphIndex:a.parseUShort(),xScale:1,scale01:0,scale10:0,yScale:1,dx:0,dy:0};(1&r)>0?(2&r)>0?(_.dx=a.parseShort(),_.dy=a.parseShort()):_.matchedPoints=[a.parseUShort(),a.parseUShort()]:(2&r)>0?(_.dx=a.parseChar(),_.dy=a.parseChar()):_.matchedPoints=[a.parseByte(),a.parseByte()],(8&r)>0?_.xScale=_.yScale=a.parseF2Dot14():(64&r)>0?(_.xScale=a.parseF2Dot14(),_.yScale=a.parseF2Dot14()):(128&r)>0&&(_.xScale=a.parseF2Dot14(),_.scale01=a.parseF2Dot14(),_.scale10=a.parseF2Dot14(),_.yScale=a.parseF2Dot14()),e.components.push(_),y=!!(32&r)}if(256&r){e.instructionLength=a.parseUShort(),e.instructions=[];for(var L=0;L<e.instructionLength;L+=1)e.instructions.push(a.parseByte())}}}function transformPoints$1(e,t){for(var n=[],r=0;r<e.length;r+=1){var i=e[r],a={x:t.xScale*i.x+t.scale01*i.y+t.dx,y:t.scale10*i.x+t.yScale*i.y+t.dy,onCurve:i.onCurve,lastPointOfContour:i.lastPointOfContour};n.push(a)}return n}function getContours(e){for(var t=[],n=[],r=0;r<e.length;r+=1){var i=e[r];n.push(i),i.lastPointOfContour&&(t.push(n),n=[])}return check.argument(0===n.length,"There are still points left in the current contour."),t}function getPath(e){var t=new Path;if(!e)return t;for(var n=getContours(e),r=0;r<n.length;++r){var i=n[r],a=null,o=i[i.length-1],s=i[0];if(o.onCurve)t.moveTo(o.x,o.y);else if(s.onCurve)t.moveTo(s.x,s.y);else{var l={x:.5*(o.x+s.x),y:.5*(o.y+s.y)};t.moveTo(l.x,l.y)}for(var c=0;c<i.length;++c)if(a=o,o=s,s=i[(c+1)%i.length],o.onCurve)t.lineTo(o.x,o.y);else{var d=s;a.onCurve||(o.x,a.x,o.y,a.y),s.onCurve||(d={x:.5*(o.x+s.x),y:.5*(o.y+s.y)}),t.quadraticCurveTo(o.x,o.y,d.x,d.y)}t.closePath()}return t}function buildPath(e,t){if(t.isComposite)for(var n=0;n<t.components.length;n+=1){var r=t.components[n],i=e.get(r.glyphIndex);if(i.getPath(),i.points){var a=void 0;if(void 0===r.matchedPoints)a=transformPoints$1(i.points,r);else{if(r.matchedPoints[0]>t.points.length-1||r.matchedPoints[1]>i.points.length-1)throw Error("Matched points out of range in "+t.name);var o=t.points[r.matchedPoints[0]],s=i.points[r.matchedPoints[1]],l={xScale:r.xScale,scale01:r.scale01,scale10:r.scale10,yScale:r.yScale,dx:0,dy:0};s=transformPoints$1([s],l)[0],l.dx=o.x-s.x,l.dy=o.y-s.y,a=transformPoints$1(i.points,l)}t.points=t.points.concat(a)}}return getPath(t.points)}function parseGlyfTableAll(e,t,n,r){for(var i=new glyphset.GlyphSet(r),a=0;a<n.length-1;a+=1){var o=n[a];o!==n[a+1]?i.push(a,glyphset.ttfGlyphLoader(r,a,parseGlyph,e,t+o,buildPath)):i.push(a,glyphset.glyphLoader(r,a))}return i}function parseGlyfTableOnLowMemory(e,t,n,r){var i=new glyphset.GlyphSet(r);return r._push=function(a){var o=n[a];o!==n[a+1]?i.push(a,glyphset.ttfGlyphLoader(r,a,parseGlyph,e,t+o,buildPath)):i.push(a,glyphset.glyphLoader(r,a))},i}function parseGlyfTable(e,t,n,r,i){return i.lowMemory?parseGlyfTableOnLowMemory(e,t,n,r):parseGlyfTableAll(e,t,n,r)}Layout.prototype={searchTag:searchTag,binSearch:binSearch,getTable:function(e){var t=this.font.tables[this.tableName];return!t&&e&&(t=this.font.tables[this.tableName]=this.createDefaultTable()),t},getScriptNames:function(){var e=this.getTable();return e?e.scripts.map((function(e){return e.tag})):[]},getDefaultScriptName:function(){var e=this.getTable();if(e){for(var t=!1,n=0;n<e.scripts.length;n++){var r=e.scripts[n].tag;if("DFLT"===r)return r;"latn"===r&&(t=!0)}return t?"latn":void 0}},getScriptTable:function(e,t){var n=this.getTable(t);if(n){e=e||"DFLT";var r=n.scripts,i=searchTag(n.scripts,e);if(i>=0)return r[i].script;if(t){var a={tag:e,script:{defaultLangSys:{reserved:0,reqFeatureIndex:65535,featureIndexes:[]},langSysRecords:[]}};return r.splice(-1-i,0,a),a.script}}},getLangSysTable:function(e,t,n){var r=this.getScriptTable(e,n);if(r){if(!t||"dflt"===t||"DFLT"===t)return r.defaultLangSys;var i=searchTag(r.langSysRecords,t);if(i>=0)return r.langSysRecords[i].langSys;if(n){var a={tag:t,langSys:{reserved:0,reqFeatureIndex:65535,featureIndexes:[]}};return r.langSysRecords.splice(-1-i,0,a),a.langSys}}},getFeatureTable:function(e,t,n,r){var i=this.getLangSysTable(e,t,r);if(i){for(var a,o=i.featureIndexes,s=this.font.tables[this.tableName].features,l=0;l<o.length;l++)if((a=s[o[l]]).tag===n)return a.feature;if(r){var c=s.length;return check.assert(0===c||n>=s[c-1].tag,"Features must be added in alphabetical order."),a={tag:n,feature:{params:0,lookupListIndexes:[]}},s.push(a),o.push(c),a.feature}}},getLookupTables:function(e,t,n,r,i){var a=this.getFeatureTable(e,t,n,i),o=[];if(a){for(var s,l=a.lookupListIndexes,c=this.font.tables[this.tableName].lookups,d=0;d<l.length;d++)(s=c[l[d]]).lookupType===r&&o.push(s);if(0===o.length&&i){s={lookupType:r,lookupFlag:0,subtables:[],markFilteringSet:void 0};var T=c.length;return c.push(s),l.push(T),[s]}}return o},getGlyphClass:function(e,t){switch(e.format){case 1:return e.startGlyph<=t&&t<e.startGlyph+e.classes.length?e.classes[t-e.startGlyph]:0;case 2:var n=searchRange(e.ranges,t);return n?n.classId:0}},getCoverageIndex:function(e,t){switch(e.format){case 1:var n=binSearch(e.glyphs,t);return n>=0?n:-1;case 2:var r=searchRange(e.ranges,t);return r?r.index+t-r.start:-1}},expandCoverage:function(e){if(1===e.format)return e.glyphs;for(var t=[],n=e.ranges,r=0;r<n.length;r++)for(var i=n[r],a=i.start,o=i.end,s=a;s<=o;s++)t.push(s);return t}},Position.prototype=Layout.prototype,Position.prototype.init=function(){var e=this.getDefaultScriptName();this.defaultKerningTables=this.getKerningTables(e)},Position.prototype.getKerningValue=function(e,t,n){for(var r=0;r<e.length;r++)for(var i=e[r].subtables,a=0;a<i.length;a++){var o=i[a],s=this.getCoverageIndex(o.coverage,t);if(!(s<0))switch(o.posFormat){case 1:for(var l=o.pairSets[s],c=0;c<l.length;c++){var d=l[c];if(d.secondGlyph===n)return d.value1&&d.value1.xAdvance||0}break;case 2:var T=this.getGlyphClass(o.classDef1,t),u=this.getGlyphClass(o.classDef2,n),Q=o.classRecords[T][u];return Q.value1&&Q.value1.xAdvance||0}}return 0},Position.prototype.getKerningTables=function(e,t){if(this.font.tables.gpos)return this.getLookupTables(e,t,"kern",2)},Substitution.prototype=Layout.prototype,Substitution.prototype.createDefaultTable=function(){return{version:1,scripts:[{tag:"DFLT",script:{defaultLangSys:{reserved:0,reqFeatureIndex:65535,featureIndexes:[]},langSysRecords:[]}}],features:[],lookups:[]}},Substitution.prototype.getSingle=function(e,t,n){for(var r=[],i=this.getLookupTables(t,n,e,1),a=0;a<i.length;a++)for(var o=i[a].subtables,s=0;s<o.length;s++){var l=o[s],c=this.expandCoverage(l.coverage),d=void 0;if(1===l.substFormat){var T=l.deltaGlyphId;for(d=0;d<c.length;d++){var u=c[d];r.push({sub:u,by:u+T})}}else{var Q=l.substitute;for(d=0;d<c.length;d++)r.push({sub:c[d],by:Q[d]})}}return r},Substitution.prototype.getMultiple=function(e,t,n){for(var r=[],i=this.getLookupTables(t,n,e,2),a=0;a<i.length;a++)for(var o=i[a].subtables,s=0;s<o.length;s++){var l=o[s],c=this.expandCoverage(l.coverage),d=void 0;for(d=0;d<c.length;d++){var T=c[d],u=l.sequences[d];r.push({sub:T,by:u})}}return r},Substitution.prototype.getAlternates=function(e,t,n){for(var r=[],i=this.getLookupTables(t,n,e,3),a=0;a<i.length;a++)for(var o=i[a].subtables,s=0;s<o.length;s++)for(var l=o[s],c=this.expandCoverage(l.coverage),d=l.alternateSets,T=0;T<c.length;T++)r.push({sub:c[T],by:d[T]});return r},Substitution.prototype.getLigatures=function(e,t,n){for(var r=[],i=this.getLookupTables(t,n,e,4),a=0;a<i.length;a++)for(var o=i[a].subtables,s=0;s<o.length;s++)for(var l=o[s],c=this.expandCoverage(l.coverage),d=l.ligatureSets,T=0;T<c.length;T++)for(var u=c[T],Q=d[T],p=0;p<Q.length;p++){var h=Q[p];r.push({sub:[u].concat(h.components),by:h.ligGlyph})}return r},Substitution.prototype.addSingle=function(e,t,n,r){var i=getSubstFormat(this.getLookupTables(n,r,e,1,!0)[0],2,{substFormat:2,coverage:{format:1,glyphs:[]},substitute:[]});check.assert(1===i.coverage.format,"Single: unable to modify coverage table format "+i.coverage.format);var a=t.sub,o=this.binSearch(i.coverage.glyphs,a);o<0&&(o=-1-o,i.coverage.glyphs.splice(o,0,a),i.substitute.splice(o,0,0)),i.substitute[o]=t.by},Substitution.prototype.addMultiple=function(e,t,n,r){check.assert(t.by instanceof Array&&t.by.length>1,'Multiple: "by" must be an array of two or more ids');var i=getSubstFormat(this.getLookupTables(n,r,e,2,!0)[0],1,{substFormat:1,coverage:{format:1,glyphs:[]},sequences:[]});check.assert(1===i.coverage.format,"Multiple: unable to modify coverage table format "+i.coverage.format);var a=t.sub,o=this.binSearch(i.coverage.glyphs,a);o<0&&(o=-1-o,i.coverage.glyphs.splice(o,0,a),i.sequences.splice(o,0,0)),i.sequences[o]=t.by},Substitution.prototype.addAlternate=function(e,t,n,r){var i=getSubstFormat(this.getLookupTables(n,r,e,3,!0)[0],1,{substFormat:1,coverage:{format:1,glyphs:[]},alternateSets:[]});check.assert(1===i.coverage.format,"Alternate: unable to modify coverage table format "+i.coverage.format);var a=t.sub,o=this.binSearch(i.coverage.glyphs,a);o<0&&(o=-1-o,i.coverage.glyphs.splice(o,0,a),i.alternateSets.splice(o,0,0)),i.alternateSets[o]=t.by},Substitution.prototype.addLigature=function(e,t,n,r){var i=this.getLookupTables(n,r,e,4,!0)[0],a=i.subtables[0];a||(a={substFormat:1,coverage:{format:1,glyphs:[]},ligatureSets:[]},i.subtables[0]=a),check.assert(1===a.coverage.format,"Ligature: unable to modify coverage table format "+a.coverage.format);var o=t.sub[0],s=t.sub.slice(1),l={ligGlyph:t.by,components:s},c=this.binSearch(a.coverage.glyphs,o);if(c>=0){for(var d=a.ligatureSets[c],T=0;T<d.length;T++)if(arraysEqual(d[T].components,s))return;d.push(l)}else c=-1-c,a.coverage.glyphs.splice(c,0,o),a.ligatureSets.splice(c,0,[l])},Substitution.prototype.getFeature=function(e,t,n){if(/ss\d\d/.test(e))return this.getSingle(e,t,n);switch(e){case"aalt":case"salt":return this.getSingle(e,t,n).concat(this.getAlternates(e,t,n));case"dlig":case"liga":case"rlig":return this.getLigatures(e,t,n);case"ccmp":return this.getMultiple(e,t,n).concat(this.getLigatures(e,t,n));case"stch":return this.getMultiple(e,t,n)}},Substitution.prototype.add=function(e,t,n,r){if(/ss\d\d/.test(e))return this.addSingle(e,t,n,r);switch(e){case"aalt":case"salt":return"number"==typeof t.by?this.addSingle(e,t,n,r):this.addAlternate(e,t,n,r);case"dlig":case"liga":case"rlig":return this.addLigature(e,t,n,r);case"ccmp":return t.by instanceof Array?this.addMultiple(e,t,n,r):this.addLigature(e,t,n,r)}};var instructionTable,exec,execGlyph,execComponent,glyf={getPath:getPath,parse:parseGlyfTable};function Hinting(e){this.font=e,this.getCommands=function(e){return glyf.getPath(e).commands},this._fpgmState=this._prepState=void 0,this._errorState=0}function roundOff(e){return e}function roundToGrid(e){return Math.sign(e)*Math.round(Math.abs(e))}function roundToDoubleGrid(e){return Math.sign(e)*Math.round(Math.abs(2*e))/2}function roundToHalfGrid(e){return Math.sign(e)*(Math.round(Math.abs(e)+.5)-.5)}function roundUpToGrid(e){return Math.sign(e)*Math.ceil(Math.abs(e))}function roundDownToGrid(e){return Math.sign(e)*Math.floor(Math.abs(e))}var roundSuper=function(e){var t=this.srPeriod,n=this.srPhase,r=1;return e<0&&(e=-e,r=-1),e+=this.srThreshold-n,e=Math.trunc(e/t)*t,(e+=n)<0?n*r:e*r},xUnitVector={x:1,y:0,axis:"x",distance:function(e,t,n,r){return(n?e.xo:e.x)-(r?t.xo:t.x)},interpolate:function(e,t,n,r){var i,a,o,s,l,c,d;if(!r||r===this)return i=e.xo-t.xo,a=e.xo-n.xo,l=t.x-t.xo,c=n.x-n.xo,0===(d=(o=Math.abs(i))+(s=Math.abs(a)))?void(e.x=e.xo+(l+c)/2):void(e.x=e.xo+(l*s+c*o)/d);i=r.distance(e,t,!0,!0),a=r.distance(e,n,!0,!0),l=r.distance(t,t,!1,!0),c=r.distance(n,n,!1,!0),0!==(d=(o=Math.abs(i))+(s=Math.abs(a)))?xUnitVector.setRelative(e,e,(l*s+c*o)/d,r,!0):xUnitVector.setRelative(e,e,(l+c)/2,r,!0)},normalSlope:Number.NEGATIVE_INFINITY,setRelative:function(e,t,n,r,i){if(r&&r!==this){var a=i?t.xo:t.x,o=i?t.yo:t.y,s=a+n*r.x,l=o+n*r.y;e.x=s+(e.y-l)/r.normalSlope}else e.x=(i?t.xo:t.x)+n},slope:0,touch:function(e){e.xTouched=!0},touched:function(e){return e.xTouched},untouch:function(e){e.xTouched=!1}},yUnitVector={x:0,y:1,axis:"y",distance:function(e,t,n,r){return(n?e.yo:e.y)-(r?t.yo:t.y)},interpolate:function(e,t,n,r){var i,a,o,s,l,c,d;if(!r||r===this)return i=e.yo-t.yo,a=e.yo-n.yo,l=t.y-t.yo,c=n.y-n.yo,0===(d=(o=Math.abs(i))+(s=Math.abs(a)))?void(e.y=e.yo+(l+c)/2):void(e.y=e.yo+(l*s+c*o)/d);i=r.distance(e,t,!0,!0),a=r.distance(e,n,!0,!0),l=r.distance(t,t,!1,!0),c=r.distance(n,n,!1,!0),0!==(d=(o=Math.abs(i))+(s=Math.abs(a)))?yUnitVector.setRelative(e,e,(l*s+c*o)/d,r,!0):yUnitVector.setRelative(e,e,(l+c)/2,r,!0)},normalSlope:0,setRelative:function(e,t,n,r,i){if(r&&r!==this){var a=i?t.xo:t.x,o=i?t.yo:t.y,s=a+n*r.x,l=o+n*r.y;e.y=l+r.normalSlope*(e.x-s)}else e.y=(i?t.yo:t.y)+n},slope:Number.POSITIVE_INFINITY,touch:function(e){e.yTouched=!0},touched:function(e){return e.yTouched},untouch:function(e){e.yTouched=!1}};function UnitVector(e,t){this.x=e,this.y=t,this.axis=void 0,this.slope=t/e,this.normalSlope=-e/t,Object.freeze(this)}function getUnitVector(e,t){var n=Math.sqrt(e*e+t*t);return t/=n,1==(e/=n)&&0===t?xUnitVector:0===e&&1===t?yUnitVector:new UnitVector(e,t)}function HPoint(e,t,n,r){this.x=this.xo=Math.round(64*e)/64,this.y=this.yo=Math.round(64*t)/64,this.lastPointOfContour=n,this.onCurve=r,this.prevPointOnContour=void 0,this.nextPointOnContour=void 0,this.xTouched=!1,this.yTouched=!1,Object.preventExtensions(this)}Object.freeze(xUnitVector),Object.freeze(yUnitVector),UnitVector.prototype.distance=function(e,t,n,r){return this.x*xUnitVector.distance(e,t,n,r)+this.y*yUnitVector.distance(e,t,n,r)},UnitVector.prototype.interpolate=function(e,t,n,r){var i,a,o,s,l,c,d;o=r.distance(e,t,!0,!0),s=r.distance(e,n,!0,!0),i=r.distance(t,t,!1,!0),a=r.distance(n,n,!1,!0),0!==(d=(l=Math.abs(o))+(c=Math.abs(s)))?this.setRelative(e,e,(i*c+a*l)/d,r,!0):this.setRelative(e,e,(i+a)/2,r,!0)},UnitVector.prototype.setRelative=function(e,t,n,r,i){r=r||this;var a=i?t.xo:t.x,o=i?t.yo:t.y,s=a+n*r.x,l=o+n*r.y,c=r.normalSlope,d=this.slope,T=e.x,u=e.y;e.x=(d*T-c*s+l-u)/(d-c),e.y=d*(e.x-T)+u},UnitVector.prototype.touch=function(e){e.xTouched=!0,e.yTouched=!0},HPoint.prototype.nextTouched=function(e){for(var t=this.nextPointOnContour;!e.touched(t)&&t!==this;)t=t.nextPointOnContour;return t},HPoint.prototype.prevTouched=function(e){for(var t=this.prevPointOnContour;!e.touched(t)&&t!==this;)t=t.prevPointOnContour;return t};var HPZero=Object.freeze(new HPoint(0,0)),defaultState={cvCutIn:17/16,deltaBase:9,deltaShift:.125,loop:1,minDis:1,autoFlip:!0};function State(e,t){switch(this.env=e,this.stack=[],this.prog=t,e){case"glyf":this.zp0=this.zp1=this.zp2=1,this.rp0=this.rp1=this.rp2=0;case"prep":this.fv=this.pv=this.dpv=xUnitVector,this.round=roundToGrid}}function initTZone(e){for(var t=e.tZone=new Array(e.gZone.length),n=0;n<t.length;n++)t[n]=new HPoint(0,0)}function skip(e,t){var n,r=e.prog,i=e.ip,a=1;do{if(88===(n=r[++i]))a++;else if(89===n)a--;else if(64===n)i+=r[i+1]+1;else if(65===n)i+=2*r[i+1]+1;else if(n>=176&&n<=183)i+=n-176+1;else if(n>=184&&n<=191)i+=2*(n-184+1);else if(t&&1===a&&27===n)break}while(a>0);e.ip=i}function SVTCA(e,t){exports.DEBUG&&console.log(t.step,"SVTCA["+e.axis+"]"),t.fv=t.pv=t.dpv=e}function SPVTCA(e,t){exports.DEBUG&&console.log(t.step,"SPVTCA["+e.axis+"]"),t.pv=t.dpv=e}function SFVTCA(e,t){exports.DEBUG&&console.log(t.step,"SFVTCA["+e.axis+"]"),t.fv=e}function SPVTL(e,t){var n,r,i=t.stack,a=i.pop(),o=i.pop(),s=t.z2[a],l=t.z1[o];exports.DEBUG&&console.log("SPVTL["+e+"]",a,o),e?(n=s.y-l.y,r=l.x-s.x):(n=l.x-s.x,r=l.y-s.y),t.pv=t.dpv=getUnitVector(n,r)}function SFVTL(e,t){var n,r,i=t.stack,a=i.pop(),o=i.pop(),s=t.z2[a],l=t.z1[o];exports.DEBUG&&console.log("SFVTL["+e+"]",a,o),e?(n=s.y-l.y,r=l.x-s.x):(n=l.x-s.x,r=l.y-s.y),t.fv=getUnitVector(n,r)}function SPVFS(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"SPVFS[]",n,r),e.pv=e.dpv=getUnitVector(r,n)}function SFVFS(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"SPVFS[]",n,r),e.fv=getUnitVector(r,n)}function GPV(e){var t=e.stack,n=e.pv;exports.DEBUG&&console.log(e.step,"GPV[]"),t.push(16384*n.x),t.push(16384*n.y)}function GFV(e){var t=e.stack,n=e.fv;exports.DEBUG&&console.log(e.step,"GFV[]"),t.push(16384*n.x),t.push(16384*n.y)}function SFVTPV(e){e.fv=e.pv,exports.DEBUG&&console.log(e.step,"SFVTPV[]")}function ISECT(e){var t=e.stack,n=t.pop(),r=t.pop(),i=t.pop(),a=t.pop(),o=t.pop(),s=e.z0,l=e.z1,c=s[n],d=s[r],T=l[i],u=l[a],Q=e.z2[o];exports.DEBUG&&console.log("ISECT[], ",n,r,i,a,o);var p=c.x,h=c.y,m=d.x,f=d.y,g=T.x,b=T.y,y=u.x,_=u.y,L=(p-m)*(b-_)-(h-f)*(g-y),v=p*f-h*m,w=g*_-b*y;Q.x=(v*(g-y)-w*(p-m))/L,Q.y=(v*(b-_)-w*(h-f))/L}function SRP0(e){e.rp0=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SRP0[]",e.rp0)}function SRP1(e){e.rp1=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SRP1[]",e.rp1)}function SRP2(e){e.rp2=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SRP2[]",e.rp2)}function SZP0(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZP0[]",t),e.zp0=t,t){case 0:e.tZone||initTZone(e),e.z0=e.tZone;break;case 1:e.z0=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SZP1(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZP1[]",t),e.zp1=t,t){case 0:e.tZone||initTZone(e),e.z1=e.tZone;break;case 1:e.z1=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SZP2(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZP2[]",t),e.zp2=t,t){case 0:e.tZone||initTZone(e),e.z2=e.tZone;break;case 1:e.z2=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SZPS(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZPS[]",t),e.zp0=e.zp1=e.zp2=t,t){case 0:e.tZone||initTZone(e),e.z0=e.z1=e.z2=e.tZone;break;case 1:e.z0=e.z1=e.z2=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SLOOP(e){e.loop=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SLOOP[]",e.loop)}function RTG(e){exports.DEBUG&&console.log(e.step,"RTG[]"),e.round=roundToGrid}function RTHG(e){exports.DEBUG&&console.log(e.step,"RTHG[]"),e.round=roundToHalfGrid}function SMD(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SMD[]",t),e.minDis=t/64}function ELSE(e){exports.DEBUG&&console.log(e.step,"ELSE[]"),skip(e,!1)}function JMPR(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"JMPR[]",t),e.ip+=t-1}function SCVTCI(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SCVTCI[]",t),e.cvCutIn=t/64}function DUP(e){var t=e.stack;exports.DEBUG&&console.log(e.step,"DUP[]"),t.push(t[t.length-1])}function POP(e){exports.DEBUG&&console.log(e.step,"POP[]"),e.stack.pop()}function CLEAR(e){exports.DEBUG&&console.log(e.step,"CLEAR[]"),e.stack.length=0}function SWAP(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"SWAP[]"),t.push(n),t.push(r)}function DEPTH(e){var t=e.stack;exports.DEBUG&&console.log(e.step,"DEPTH[]"),t.push(t.length)}function LOOPCALL(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"LOOPCALL[]",n,r);var i=e.ip,a=e.prog;e.prog=e.funcs[n];for(var o=0;o<r;o++)exec(e),exports.DEBUG&&console.log(++e.step,o+1<r?"next loopcall":"done loopcall",o);e.ip=i,e.prog=a}function CALL(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"CALL[]",t);var n=e.ip,r=e.prog;e.prog=e.funcs[t],exec(e),e.ip=n,e.prog=r,exports.DEBUG&&console.log(++e.step,"returning from",t)}function CINDEX(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"CINDEX[]",n),t.push(t[t.length-n])}function MINDEX(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"MINDEX[]",n),t.push(t.splice(t.length-n,1)[0])}function FDEF(e){if("fpgm"!==e.env)throw new Error("FDEF not allowed here");var t=e.stack,n=e.prog,r=e.ip,i=t.pop(),a=r;for(exports.DEBUG&&console.log(e.step,"FDEF[]",i);45!==n[++r];);e.ip=r,e.funcs[i]=n.slice(a+1,r)}function MDAP(e,t){var n=t.stack.pop(),r=t.z0[n],i=t.fv,a=t.pv;exports.DEBUG&&console.log(t.step,"MDAP["+e+"]",n);var o=a.distance(r,HPZero);e&&(o=t.round(o)),i.setRelative(r,HPZero,o,a),i.touch(r),t.rp0=t.rp1=n}function IUP(e,t){var n,r,i,a=t.z2,o=a.length-2;exports.DEBUG&&console.log(t.step,"IUP["+e.axis+"]");for(var s=0;s<o;s++)n=a[s],e.touched(n)||(r=n.prevTouched(e))!==n&&(r===(i=n.nextTouched(e))&&e.setRelative(n,n,e.distance(r,r,!1,!0),e,!0),e.interpolate(n,r,i,e))}function SHP(e,t){for(var n=t.stack,r=e?t.rp1:t.rp2,i=(e?t.z0:t.z1)[r],a=t.fv,o=t.pv,s=t.loop,l=t.z2;s--;){var c=n.pop(),d=l[c],T=o.distance(i,i,!1,!0);a.setRelative(d,d,T,o),a.touch(d),exports.DEBUG&&console.log(t.step,(t.loop>1?"loop "+(t.loop-s)+": ":"")+"SHP["+(e?"rp1":"rp2")+"]",c)}t.loop=1}function SHC(e,t){var n=t.stack,r=e?t.rp1:t.rp2,i=(e?t.z0:t.z1)[r],a=t.fv,o=t.pv,s=n.pop(),l=t.z2[t.contours[s]],c=l;exports.DEBUG&&console.log(t.step,"SHC["+e+"]",s);var d=o.distance(i,i,!1,!0);do{c!==i&&a.setRelative(c,c,d,o),c=c.nextPointOnContour}while(c!==l)}function SHZ(e,t){var n,r,i=t.stack,a=e?t.rp1:t.rp2,o=(e?t.z0:t.z1)[a],s=t.fv,l=t.pv,c=i.pop();switch(exports.DEBUG&&console.log(t.step,"SHZ["+e+"]",c),c){case 0:n=t.tZone;break;case 1:n=t.gZone;break;default:throw new Error("Invalid zone")}for(var d=l.distance(o,o,!1,!0),T=n.length-2,u=0;u<T;u++)r=n[u],s.setRelative(r,r,d,l)}function SHPIX(e){for(var t=e.stack,n=e.loop,r=e.fv,i=t.pop()/64,a=e.z2;n--;){var o=t.pop(),s=a[o];exports.DEBUG&&console.log(e.step,(e.loop>1?"loop "+(e.loop-n)+": ":"")+"SHPIX[]",o,i),r.setRelative(s,s,i),r.touch(s)}e.loop=1}function IP(e){for(var t=e.stack,n=e.rp1,r=e.rp2,i=e.loop,a=e.z0[n],o=e.z1[r],s=e.fv,l=e.dpv,c=e.z2;i--;){var d=t.pop(),T=c[d];exports.DEBUG&&console.log(e.step,(e.loop>1?"loop "+(e.loop-i)+": ":"")+"IP[]",d,n,"<->",r),s.interpolate(T,a,o,l),s.touch(T)}e.loop=1}function MSIRP(e,t){var n=t.stack,r=n.pop()/64,i=n.pop(),a=t.z1[i],o=t.z0[t.rp0],s=t.fv,l=t.pv;s.setRelative(a,o,r,l),s.touch(a),exports.DEBUG&&console.log(t.step,"MSIRP["+e+"]",r,i),t.rp1=t.rp0,t.rp2=i,e&&(t.rp0=i)}function ALIGNRP(e){for(var t=e.stack,n=e.rp0,r=e.z0[n],i=e.loop,a=e.fv,o=e.pv,s=e.z1;i--;){var l=t.pop(),c=s[l];exports.DEBUG&&console.log(e.step,(e.loop>1?"loop "+(e.loop-i)+": ":"")+"ALIGNRP[]",l),a.setRelative(c,r,0,o),a.touch(c)}e.loop=1}function RTDG(e){exports.DEBUG&&console.log(e.step,"RTDG[]"),e.round=roundToDoubleGrid}function MIAP(e,t){var n=t.stack,r=n.pop(),i=n.pop(),a=t.z0[i],o=t.fv,s=t.pv,l=t.cvt[r];exports.DEBUG&&console.log(t.step,"MIAP["+e+"]",r,"(",l,")",i);var c=s.distance(a,HPZero);e&&(Math.abs(c-l)<t.cvCutIn&&(c=l),c=t.round(c)),o.setRelative(a,HPZero,c,s),0===t.zp0&&(a.xo=a.x,a.yo=a.y),o.touch(a),t.rp0=t.rp1=i}function NPUSHB(e){var t=e.prog,n=e.ip,r=e.stack,i=t[++n];exports.DEBUG&&console.log(e.step,"NPUSHB[]",i);for(var a=0;a<i;a++)r.push(t[++n]);e.ip=n}function NPUSHW(e){var t=e.ip,n=e.prog,r=e.stack,i=n[++t];exports.DEBUG&&console.log(e.step,"NPUSHW[]",i);for(var a=0;a<i;a++){var o=n[++t]<<8|n[++t];32768&o&&(o=-(1+(65535^o))),r.push(o)}e.ip=t}function WS(e){var t=e.stack,n=e.store;n||(n=e.store=[]);var r=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"WS",r,i),n[i]=r}function RS(e){var t=e.stack,n=e.store,r=t.pop();exports.DEBUG&&console.log(e.step,"RS",r);var i=n&&n[r]||0;t.push(i)}function WCVTP(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"WCVTP",n,r),e.cvt[r]=n/64}function RCVT(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"RCVT",n),t.push(64*e.cvt[n])}function GC(e,t){var n=t.stack,r=n.pop(),i=t.z2[r];exports.DEBUG&&console.log(t.step,"GC["+e+"]",r),n.push(64*t.dpv.distance(i,HPZero,e,!1))}function MD(e,t){var n=t.stack,r=n.pop(),i=n.pop(),a=t.z1[r],o=t.z0[i],s=t.dpv.distance(o,a,e,e);exports.DEBUG&&console.log(t.step,"MD["+e+"]",r,i,"->",s),t.stack.push(Math.round(64*s))}function MPPEM(e){exports.DEBUG&&console.log(e.step,"MPPEM[]"),e.stack.push(e.ppem)}function FLIPON(e){exports.DEBUG&&console.log(e.step,"FLIPON[]"),e.autoFlip=!0}function LT(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"LT[]",n,r),t.push(r<n?1:0)}function LTEQ(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"LTEQ[]",n,r),t.push(r<=n?1:0)}function GT(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"GT[]",n,r),t.push(r>n?1:0)}function GTEQ(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"GTEQ[]",n,r),t.push(r>=n?1:0)}function EQ(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"EQ[]",n,r),t.push(n===r?1:0)}function NEQ(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"NEQ[]",n,r),t.push(n!==r?1:0)}function ODD(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"ODD[]",n),t.push(Math.trunc(n)%2?1:0)}function EVEN(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"EVEN[]",n),t.push(Math.trunc(n)%2?0:1)}function IF(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"IF[]",t),t||(skip(e,!0),exports.DEBUG&&console.log(e.step,"EIF[]"))}function EIF(e){exports.DEBUG&&console.log(e.step,"EIF[]")}function AND(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"AND[]",n,r),t.push(n&&r?1:0)}function OR(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"OR[]",n,r),t.push(n||r?1:0)}function NOT(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"NOT[]",n),t.push(n?0:1)}function DELTAP123(e,t){var n=t.stack,r=n.pop(),i=t.fv,a=t.pv,o=t.ppem,s=t.deltaBase+16*(e-1),l=t.deltaShift,c=t.z0;exports.DEBUG&&console.log(t.step,"DELTAP["+e+"]",r,n);for(var d=0;d<r;d++){var T=n.pop(),u=n.pop();if(s+((240&u)>>4)===o){var Q=(15&u)-8;Q>=0&&Q++,exports.DEBUG&&console.log(t.step,"DELTAPFIX",T,"by",Q*l);var p=c[T];i.setRelative(p,p,Q*l,a)}}}function SDB(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SDB[]",t),e.deltaBase=t}function SDS(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SDS[]",t),e.deltaShift=Math.pow(.5,t)}function ADD(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"ADD[]",n,r),t.push(r+n)}function SUB(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"SUB[]",n,r),t.push(r-n)}function DIV(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"DIV[]",n,r),t.push(64*r/n)}function MUL(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"MUL[]",n,r),t.push(r*n/64)}function ABS(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"ABS[]",n),t.push(Math.abs(n))}function NEG(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"NEG[]",n),t.push(-n)}function FLOOR(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"FLOOR[]",n),t.push(64*Math.floor(n/64))}function CEILING(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"CEILING[]",n),t.push(64*Math.ceil(n/64))}function ROUND(e,t){var n=t.stack,r=n.pop();exports.DEBUG&&console.log(t.step,"ROUND[]"),n.push(64*t.round(r/64))}function WCVTF(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"WCVTF[]",n,r),e.cvt[r]=n*e.ppem/e.font.unitsPerEm}function DELTAC123(e,t){var n=t.stack,r=n.pop(),i=t.ppem,a=t.deltaBase+16*(e-1),o=t.deltaShift;exports.DEBUG&&console.log(t.step,"DELTAC["+e+"]",r,n);for(var s=0;s<r;s++){var l=n.pop(),c=n.pop();if(a+((240&c)>>4)===i){var d=(15&c)-8;d>=0&&d++;var T=d*o;exports.DEBUG&&console.log(t.step,"DELTACFIX",l,"by",T),t.cvt[l]+=T}}}function SROUND(e){var t,n=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SROUND[]",n),e.round=roundSuper,192&n){case 0:t=.5;break;case 64:t=1;break;case 128:t=2;break;default:throw new Error("invalid SROUND value")}switch(e.srPeriod=t,48&n){case 0:e.srPhase=0;break;case 16:e.srPhase=.25*t;break;case 32:e.srPhase=.5*t;break;case 48:e.srPhase=.75*t;break;default:throw new Error("invalid SROUND value")}n&=15,e.srThreshold=0===n?0:(n/8-.5)*t}function S45ROUND(e){var t,n=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"S45ROUND[]",n),e.round=roundSuper,192&n){case 0:t=Math.sqrt(2)/2;break;case 64:t=Math.sqrt(2);break;case 128:t=2*Math.sqrt(2);break;default:throw new Error("invalid S45ROUND value")}switch(e.srPeriod=t,48&n){case 0:e.srPhase=0;break;case 16:e.srPhase=.25*t;break;case 32:e.srPhase=.5*t;break;case 48:e.srPhase=.75*t;break;default:throw new Error("invalid S45ROUND value")}n&=15,e.srThreshold=0===n?0:(n/8-.5)*t}function ROFF(e){exports.DEBUG&&console.log(e.step,"ROFF[]"),e.round=roundOff}function RUTG(e){exports.DEBUG&&console.log(e.step,"RUTG[]"),e.round=roundUpToGrid}function RDTG(e){exports.DEBUG&&console.log(e.step,"RDTG[]"),e.round=roundDownToGrid}function SCANCTRL(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SCANCTRL[]",t)}function SDPVTL(e,t){var n,r,i=t.stack,a=i.pop(),o=i.pop(),s=t.z2[a],l=t.z1[o];exports.DEBUG&&console.log(t.step,"SDPVTL["+e+"]",a,o),e?(n=s.y-l.y,r=l.x-s.x):(n=l.x-s.x,r=l.y-s.y),t.dpv=getUnitVector(n,r)}function GETINFO(e){var t=e.stack,n=t.pop(),r=0;exports.DEBUG&&console.log(e.step,"GETINFO[]",n),1&n&&(r=35),32&n&&(r|=4096),t.push(r)}function ROLL(e){var t=e.stack,n=t.pop(),r=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"ROLL[]"),t.push(r),t.push(n),t.push(i)}function MAX(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"MAX[]",n,r),t.push(Math.max(r,n))}function MIN(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"MIN[]",n,r),t.push(Math.min(r,n))}function SCANTYPE(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SCANTYPE[]",t)}function INSTCTRL(e){var t=e.stack.pop(),n=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"INSTCTRL[]",t,n),t){case 1:return void(e.inhibitGridFit=!!n);case 2:return void(e.ignoreCvt=!!n);default:throw new Error("invalid INSTCTRL[] selector")}}function PUSHB(e,t){var n=t.stack,r=t.prog,i=t.ip;exports.DEBUG&&console.log(t.step,"PUSHB["+e+"]");for(var a=0;a<e;a++)n.push(r[++i]);t.ip=i}function PUSHW(e,t){var n=t.ip,r=t.prog,i=t.stack;exports.DEBUG&&console.log(t.ip,"PUSHW["+e+"]");for(var a=0;a<e;a++){var o=r[++n]<<8|r[++n];32768&o&&(o=-(1+(65535^o))),i.push(o)}t.ip=n}function MDRP_MIRP(e,t,n,r,i,a){var o,s,l,c,d=a.stack,T=e&&d.pop(),u=d.pop(),Q=a.rp0,p=a.z0[Q],h=a.z1[u],m=a.minDis,f=a.fv,g=a.dpv;l=(s=o=g.distance(h,p,!0,!0))>=0?1:-1,s=Math.abs(s),e&&(c=a.cvt[T],r&&Math.abs(s-c)<a.cvCutIn&&(s=c)),n&&s<m&&(s=m),r&&(s=a.round(s)),f.setRelative(h,p,l*s,g),f.touch(h),exports.DEBUG&&console.log(a.step,(e?"MIRP[":"MDRP[")+(t?"M":"m")+(n?">":"_")+(r?"R":"_")+(0===i?"Gr":1===i?"Bl":2===i?"Wh":"")+"]",e?T+"("+a.cvt[T]+","+c+")":"",u,"(d =",o,"->",l*s,")"),a.rp1=a.rp0,a.rp2=u,t&&(a.rp0=u)}function Token(e){this.char=e,this.state={},this.activeState=null}function ContextRange(e,t,n){this.contextName=n,this.startIndex=e,this.endOffset=t}function ContextChecker(e,t,n){this.contextName=e,this.openRange=null,this.ranges=[],this.checkStart=t,this.checkEnd=n}function ContextParams(e,t){this.context=e,this.index=t,this.length=e.length,this.current=e[t],this.backtrack=e.slice(0,t),this.lookahead=e.slice(t+1)}function Event(e){this.eventId=e,this.subscribers=[]}function initializeCoreEvents(e){var t=this,n=["start","end","next","newToken","contextStart","contextEnd","insertToken","removeToken","removeRange","replaceToken","replaceRange","composeRUD","updateContextsRanges"];n.forEach((function(e){Object.defineProperty(t.events,e,{value:new Event(e)})})),e&&n.forEach((function(n){var r=e[n];"function"==typeof r&&t.events[n].subscribe(r)})),["insertToken","removeToken","removeRange","replaceToken","replaceRange","composeRUD"].forEach((function(e){t.events[e].subscribe(t.updateContextsRanges)}))}function Tokenizer(e){this.tokens=[],this.registeredContexts={},this.contextCheckers=[],this.events={},this.registeredModifiers=[],initializeCoreEvents.call(this,e)}function isArabicChar(e){return/[\u0600-\u065F\u066A-\u06D2\u06FA-\u06FF]/.test(e)}function isIsolatedArabicChar(e){return/[\u0630\u0690\u0621\u0631\u0661\u0671\u0622\u0632\u0672\u0692\u06C2\u0623\u0673\u0693\u06C3\u0624\u0694\u06C4\u0625\u0675\u0695\u06C5\u06E5\u0676\u0696\u06C6\u0627\u0677\u0697\u06C7\u0648\u0688\u0698\u06C8\u0689\u0699\u06C9\u068A\u06CA\u066B\u068B\u06CB\u068C\u068D\u06CD\u06FD\u068E\u06EE\u06FE\u062F\u068F\u06CF\u06EF]/.test(e)}function isTashkeelArabicChar(e){return/[\u0600-\u0605\u060C-\u060E\u0610-\u061B\u061E\u064B-\u065F\u0670\u06D6-\u06DC\u06DF-\u06E4\u06E7\u06E8\u06EA-\u06ED]/.test(e)}function isLatinChar(e){return/[A-z]/.test(e)}function isWhiteSpace(e){return/\s/.test(e)}function FeatureQuery(e){this.font=e,this.features={}}function SubstitutionAction(e){this.id=e.id,this.tag=e.tag,this.substitution=e.substitution}function lookupCoverage(e,t){if(!e)return-1;switch(t.format){case 1:return t.glyphs.indexOf(e);case 2:for(var n=t.ranges,r=0;r<n.length;r++){var i=n[r];if(e>=i.start&&e<=i.end){var a=e-i.start;return i.index+a}}break;default:return-1}return-1}function singleSubstitutionFormat1(e,t){return-1===lookupCoverage(e,t.coverage)?null:e+t.deltaGlyphId}function singleSubstitutionFormat2(e,t){var n=lookupCoverage(e,t.coverage);return-1===n?null:t.substitute[n]}function lookupCoverageList(e,t){for(var n=[],r=0;r<e.length;r++){var i=e[r],a=t.current,o=lookupCoverage(a=Array.isArray(a)?a[0]:a,i);-1!==o&&n.push(o)}return n.length!==e.length?-1:n}function chainingSubstitutionFormat3(e,t){var n=t.inputCoverage.length+t.lookaheadCoverage.length+t.backtrackCoverage.length;if(e.context.length<n)return[];var r=lookupCoverageList(t.inputCoverage,e);if(-1===r)return[];var i=t.inputCoverage.length-1;if(e.lookahead.length<t.lookaheadCoverage.length)return[];for(var a=e.lookahead.slice(i);a.length&&isTashkeelArabicChar(a[0].char);)a.shift();var o=new ContextParams(a,0),s=lookupCoverageList(t.lookaheadCoverage,o),l=[].concat(e.backtrack);for(l.reverse();l.length&&isTashkeelArabicChar(l[0].char);)l.shift();if(l.length<t.backtrackCoverage.length)return[];var c=new ContextParams(l,0),d=lookupCoverageList(t.backtrackCoverage,c),T=[];if(r.length===t.inputCoverage.length&&s.length===t.lookaheadCoverage.length&&d.length===t.backtrackCoverage.length)for(var u=0;u<t.lookupRecords.length;u++)for(var Q=t.lookupRecords[u].lookupListIndex,p=this.getLookupByIndex(Q),h=0;h<p.subtables.length;h++){var m=p.subtables[h],f=this.getLookupMethod(p,m);if("12"===this.getSubstitutionType(p,m))for(var g=0;g<r.length;g++){var b=f(e.get(g));b&&T.push(b)}}return T}function ligatureSubstitutionFormat1(e,t){var n,r=lookupCoverage(e.current,t.coverage);if(-1===r)return null;for(var i=t.ligatureSets[r],a=0;a<i.length;a++){n=i[a];for(var o=0;o<n.components.length&&e.lookahead[o]===n.components[o];o++)if(o===n.components.length-1)return n}return null}function decompositionSubstitutionFormat1(e,t){var n=lookupCoverage(e,t.coverage);return-1===n?null:t.sequences[n]}function arabicWordStartCheck(e){var t=e.current,n=e.get(-1);return null===n&&isArabicChar(t)||!isArabicChar(n)&&isArabicChar(t)}function arabicWordEndCheck(e){var t=e.get(1);return null===t||!isArabicChar(t)}Hinting.prototype.exec=function(e,t){if("number"!=typeof t)throw new Error("Point size is not a number!");if(!(this._errorState>2)){var n=this.font,r=this._prepState;if(!r||r.ppem!==t){var i=this._fpgmState;if(!i){State.prototype=defaultState,(i=this._fpgmState=new State("fpgm",n.tables.fpgm)).funcs=[],i.font=n,exports.DEBUG&&(console.log("---EXEC FPGM---"),i.step=-1);try{exec(i)}catch(e){return console.log("Hinting error in FPGM:"+e),void(this._errorState=3)}}State.prototype=i,(r=this._prepState=new State("prep",n.tables.prep)).ppem=t;var a=n.tables.cvt;if(a)for(var o=r.cvt=new Array(a.length),s=t/n.unitsPerEm,l=0;l<a.length;l++)o[l]=a[l]*s;else r.cvt=[];exports.DEBUG&&(console.log("---EXEC PREP---"),r.step=-1);try{exec(r)}catch(e){this._errorState<2&&console.log("Hinting error in PREP:"+e),this._errorState=2}}if(!(this._errorState>1))try{return execGlyph(e,r)}catch(e){return this._errorState<1&&(console.log("Hinting error:"+e),console.log("Note: further hinting errors are silenced")),void(this._errorState=1)}}},execGlyph=function(e,t){var n,r,i,a=t.ppem/t.font.unitsPerEm,o=a,s=e.components;if(State.prototype=t,s){var l=t.font;r=[],n=[];for(var c=0;c<s.length;c++){var d=s[c],T=l.glyphs.get(d.glyphIndex);i=new State("glyf",T.instructions),exports.DEBUG&&(console.log("---EXEC COMP "+c+"---"),i.step=-1),execComponent(T,i,a,o);for(var u=Math.round(d.dx*a),Q=Math.round(d.dy*o),p=i.gZone,h=i.contours,m=0;m<p.length;m++){var f=p[m];f.xTouched=f.yTouched=!1,f.xo=f.x=f.x+u,f.yo=f.y=f.y+Q}var g=r.length;r.push.apply(r,p);for(var b=0;b<h.length;b++)n.push(h[b]+g)}e.instructions&&!i.inhibitGridFit&&((i=new State("glyf",e.instructions)).gZone=i.z0=i.z1=i.z2=r,i.contours=n,r.push(new HPoint(0,0),new HPoint(Math.round(e.advanceWidth*a),0)),exports.DEBUG&&(console.log("---EXEC COMPOSITE---"),i.step=-1),exec(i),r.length-=2)}else i=new State("glyf",e.instructions),exports.DEBUG&&(console.log("---EXEC GLYPH---"),i.step=-1),execComponent(e,i,a,o),r=i.gZone;return r},execComponent=function(e,t,n,r){for(var i,a,o,s=e.points||[],l=s.length,c=t.gZone=t.z0=t.z1=t.z2=[],d=t.contours=[],T=0;T<l;T++)i=s[T],c[T]=new HPoint(i.x*n,i.y*r,i.lastPointOfContour,i.onCurve);for(var u=0;u<l;u++)i=c[u],a||(a=i,d.push(u)),i.lastPointOfContour?(i.nextPointOnContour=a,a.prevPointOnContour=i,a=void 0):(o=c[u+1],i.nextPointOnContour=o,o.prevPointOnContour=i);if(!t.inhibitGridFit){if(exports.DEBUG){console.log("PROCESSING GLYPH",t.stack);for(var Q=0;Q<l;Q++)console.log(Q,c[Q].x,c[Q].y)}if(c.push(new HPoint(0,0),new HPoint(Math.round(e.advanceWidth*n),0)),exec(t),c.length-=2,exports.DEBUG){console.log("FINISHED GLYPH",t.stack);for(var p=0;p<l;p++)console.log(p,c[p].x,c[p].y)}}},exec=function(e){var t=e.prog;if(t){var n,r=t.length;for(e.ip=0;e.ip<r;e.ip++){if(exports.DEBUG&&e.step++,!(n=instructionTable[t[e.ip]]))throw new Error("unknown instruction: 0x"+Number(t[e.ip]).toString(16));n(e)}}},instructionTable=[SVTCA.bind(void 0,yUnitVector),SVTCA.bind(void 0,xUnitVector),SPVTCA.bind(void 0,yUnitVector),SPVTCA.bind(void 0,xUnitVector),SFVTCA.bind(void 0,yUnitVector),SFVTCA.bind(void 0,xUnitVector),SPVTL.bind(void 0,0),SPVTL.bind(void 0,1),SFVTL.bind(void 0,0),SFVTL.bind(void 0,1),SPVFS,SFVFS,GPV,GFV,SFVTPV,ISECT,SRP0,SRP1,SRP2,SZP0,SZP1,SZP2,SZPS,SLOOP,RTG,RTHG,SMD,ELSE,JMPR,SCVTCI,void 0,void 0,DUP,POP,CLEAR,SWAP,DEPTH,CINDEX,MINDEX,void 0,void 0,void 0,LOOPCALL,CALL,FDEF,void 0,MDAP.bind(void 0,0),MDAP.bind(void 0,1),IUP.bind(void 0,yUnitVector),IUP.bind(void 0,xUnitVector),SHP.bind(void 0,0),SHP.bind(void 0,1),SHC.bind(void 0,0),SHC.bind(void 0,1),SHZ.bind(void 0,0),SHZ.bind(void 0,1),SHPIX,IP,MSIRP.bind(void 0,0),MSIRP.bind(void 0,1),ALIGNRP,RTDG,MIAP.bind(void 0,0),MIAP.bind(void 0,1),NPUSHB,NPUSHW,WS,RS,WCVTP,RCVT,GC.bind(void 0,0),GC.bind(void 0,1),void 0,MD.bind(void 0,0),MD.bind(void 0,1),MPPEM,void 0,FLIPON,void 0,void 0,LT,LTEQ,GT,GTEQ,EQ,NEQ,ODD,EVEN,IF,EIF,AND,OR,NOT,DELTAP123.bind(void 0,1),SDB,SDS,ADD,SUB,DIV,MUL,ABS,NEG,FLOOR,CEILING,ROUND.bind(void 0,0),ROUND.bind(void 0,1),ROUND.bind(void 0,2),ROUND.bind(void 0,3),void 0,void 0,void 0,void 0,WCVTF,DELTAP123.bind(void 0,2),DELTAP123.bind(void 0,3),DELTAC123.bind(void 0,1),DELTAC123.bind(void 0,2),DELTAC123.bind(void 0,3),SROUND,S45ROUND,void 0,void 0,ROFF,void 0,RUTG,RDTG,POP,POP,void 0,void 0,void 0,void 0,void 0,SCANCTRL,SDPVTL.bind(void 0,0),SDPVTL.bind(void 0,1),GETINFO,void 0,ROLL,MAX,MIN,SCANTYPE,INSTCTRL,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,PUSHB.bind(void 0,1),PUSHB.bind(void 0,2),PUSHB.bind(void 0,3),PUSHB.bind(void 0,4),PUSHB.bind(void 0,5),PUSHB.bind(void 0,6),PUSHB.bind(void 0,7),PUSHB.bind(void 0,8),PUSHW.bind(void 0,1),PUSHW.bind(void 0,2),PUSHW.bind(void 0,3),PUSHW.bind(void 0,4),PUSHW.bind(void 0,5),PUSHW.bind(void 0,6),PUSHW.bind(void 0,7),PUSHW.bind(void 0,8),MDRP_MIRP.bind(void 0,0,0,0,0,0),MDRP_MIRP.bind(void 0,0,0,0,0,1),MDRP_MIRP.bind(void 0,0,0,0,0,2),MDRP_MIRP.bind(void 0,0,0,0,0,3),MDRP_MIRP.bind(void 0,0,0,0,1,0),MDRP_MIRP.bind(void 0,0,0,0,1,1),MDRP_MIRP.bind(void 0,0,0,0,1,2),MDRP_MIRP.bind(void 0,0,0,0,1,3),MDRP_MIRP.bind(void 0,0,0,1,0,0),MDRP_MIRP.bind(void 0,0,0,1,0,1),MDRP_MIRP.bind(void 0,0,0,1,0,2),MDRP_MIRP.bind(void 0,0,0,1,0,3),MDRP_MIRP.bind(void 0,0,0,1,1,0),MDRP_MIRP.bind(void 0,0,0,1,1,1),MDRP_MIRP.bind(void 0,0,0,1,1,2),MDRP_MIRP.bind(void 0,0,0,1,1,3),MDRP_MIRP.bind(void 0,0,1,0,0,0),MDRP_MIRP.bind(void 0,0,1,0,0,1),MDRP_MIRP.bind(void 0,0,1,0,0,2),MDRP_MIRP.bind(void 0,0,1,0,0,3),MDRP_MIRP.bind(void 0,0,1,0,1,0),MDRP_MIRP.bind(void 0,0,1,0,1,1),MDRP_MIRP.bind(void 0,0,1,0,1,2),MDRP_MIRP.bind(void 0,0,1,0,1,3),MDRP_MIRP.bind(void 0,0,1,1,0,0),MDRP_MIRP.bind(void 0,0,1,1,0,1),MDRP_MIRP.bind(void 0,0,1,1,0,2),MDRP_MIRP.bind(void 0,0,1,1,0,3),MDRP_MIRP.bind(void 0,0,1,1,1,0),MDRP_MIRP.bind(void 0,0,1,1,1,1),MDRP_MIRP.bind(void 0,0,1,1,1,2),MDRP_MIRP.bind(void 0,0,1,1,1,3),MDRP_MIRP.bind(void 0,1,0,0,0,0),MDRP_MIRP.bind(void 0,1,0,0,0,1),MDRP_MIRP.bind(void 0,1,0,0,0,2),MDRP_MIRP.bind(void 0,1,0,0,0,3),MDRP_MIRP.bind(void 0,1,0,0,1,0),MDRP_MIRP.bind(void 0,1,0,0,1,1),MDRP_MIRP.bind(void 0,1,0,0,1,2),MDRP_MIRP.bind(void 0,1,0,0,1,3),MDRP_MIRP.bind(void 0,1,0,1,0,0),MDRP_MIRP.bind(void 0,1,0,1,0,1),MDRP_MIRP.bind(void 0,1,0,1,0,2),MDRP_MIRP.bind(void 0,1,0,1,0,3),MDRP_MIRP.bind(void 0,1,0,1,1,0),MDRP_MIRP.bind(void 0,1,0,1,1,1),MDRP_MIRP.bind(void 0,1,0,1,1,2),MDRP_MIRP.bind(void 0,1,0,1,1,3),MDRP_MIRP.bind(void 0,1,1,0,0,0),MDRP_MIRP.bind(void 0,1,1,0,0,1),MDRP_MIRP.bind(void 0,1,1,0,0,2),MDRP_MIRP.bind(void 0,1,1,0,0,3),MDRP_MIRP.bind(void 0,1,1,0,1,0),MDRP_MIRP.bind(void 0,1,1,0,1,1),MDRP_MIRP.bind(void 0,1,1,0,1,2),MDRP_MIRP.bind(void 0,1,1,0,1,3),MDRP_MIRP.bind(void 0,1,1,1,0,0),MDRP_MIRP.bind(void 0,1,1,1,0,1),MDRP_MIRP.bind(void 0,1,1,1,0,2),MDRP_MIRP.bind(void 0,1,1,1,0,3),MDRP_MIRP.bind(void 0,1,1,1,1,0),MDRP_MIRP.bind(void 0,1,1,1,1,1),MDRP_MIRP.bind(void 0,1,1,1,1,2),MDRP_MIRP.bind(void 0,1,1,1,1,3)],Token.prototype.setState=function(e,t){return this.state[e]=t,this.activeState={key:e,value:this.state[e]},this.activeState},Token.prototype.getState=function(e){return this.state[e]||null},Tokenizer.prototype.inboundIndex=function(e){return e>=0&&e<this.tokens.length},Tokenizer.prototype.composeRUD=function(e){var t=this,n=e.map((function(e){return t[e[0]].apply(t,e.slice(1).concat(!0))})),r=function(e){return"object"==typeof e&&e.hasOwnProperty("FAIL")};if(n.every(r))return{FAIL:"composeRUD: one or more operations hasn't completed successfully",report:n.filter(r)};this.dispatch("composeRUD",[n.filter((function(e){return!r(e)}))])},Tokenizer.prototype.replaceRange=function(e,t,n,r){t=null!==t?t:this.tokens.length;var i=n.every((function(e){return e instanceof Token}));if(!isNaN(e)&&this.inboundIndex(e)&&i){var a=this.tokens.splice.apply(this.tokens,[e,t].concat(n));return r||this.dispatch("replaceToken",[e,t,n]),[a,n]}return{FAIL:"replaceRange: invalid tokens or startIndex."}},Tokenizer.prototype.replaceToken=function(e,t,n){if(!isNaN(e)&&this.inboundIndex(e)&&t instanceof Token){var r=this.tokens.splice(e,1,t);return n||this.dispatch("replaceToken",[e,t]),[r[0],t]}return{FAIL:"replaceToken: invalid token or index."}},Tokenizer.prototype.removeRange=function(e,t,n){t=isNaN(t)?this.tokens.length:t;var r=this.tokens.splice(e,t);return n||this.dispatch("removeRange",[r,e,t]),r},Tokenizer.prototype.removeToken=function(e,t){if(!isNaN(e)&&this.inboundIndex(e)){var n=this.tokens.splice(e,1);return t||this.dispatch("removeToken",[n,e]),n}return{FAIL:"removeToken: invalid token index."}},Tokenizer.prototype.insertToken=function(e,t,n){return e.every((function(e){return e instanceof Token}))?(this.tokens.splice.apply(this.tokens,[t,0].concat(e)),n||this.dispatch("insertToken",[e,t]),e):{FAIL:"insertToken: invalid token(s)."}},Tokenizer.prototype.registerModifier=function(e,t,n){this.events.newToken.subscribe((function(r,i){var a=[r,i],o=[r,i];if(null===t||!0===t.apply(this,a)){var s=n.apply(this,o);r.setState(e,s)}})),this.registeredModifiers.push(e)},Event.prototype.subscribe=function(e){return"function"==typeof e?this.subscribers.push(e)-1:{FAIL:"invalid '"+this.eventId+"' event handler"}},Event.prototype.unsubscribe=function(e){this.subscribers.splice(e,1)},ContextParams.prototype.setCurrentIndex=function(e){this.index=e,this.current=this.context[e],this.backtrack=this.context.slice(0,e),this.lookahead=this.context.slice(e+1)},ContextParams.prototype.get=function(e){switch(!0){case 0===e:return this.current;case e<0&&Math.abs(e)<=this.backtrack.length:return this.backtrack.slice(e)[0];case e>0&&e<=this.lookahead.length:return this.lookahead[e-1];default:return null}},Tokenizer.prototype.rangeToText=function(e){if(e instanceof ContextRange)return this.getRangeTokens(e).map((function(e){return e.char})).join("")},Tokenizer.prototype.getText=function(){return this.tokens.map((function(e){return e.char})).join("")},Tokenizer.prototype.getContext=function(e){return this.registeredContexts[e]||null},Tokenizer.prototype.on=function(e,t){var n=this.events[e];return n?n.subscribe(t):null},Tokenizer.prototype.dispatch=function(e,t){var n=this,r=this.events[e];r instanceof Event&&r.subscribers.forEach((function(e){e.apply(n,t||[])}))},Tokenizer.prototype.registerContextChecker=function(e,t,n){if(this.getContext(e))return{FAIL:"context name '"+e+"' is already registered."};if("function"!=typeof t)return{FAIL:"missing context start check."};if("function"!=typeof n)return{FAIL:"missing context end check."};var r=new ContextChecker(e,t,n);return this.registeredContexts[e]=r,this.contextCheckers.push(r),r},Tokenizer.prototype.getRangeTokens=function(e){var t=e.startIndex+e.endOffset;return[].concat(this.tokens.slice(e.startIndex,t))},Tokenizer.prototype.getContextRanges=function(e){var t=this.getContext(e);return t?t.ranges:{FAIL:"context checker '"+e+"' is not registered."}},Tokenizer.prototype.resetContextsRanges=function(){var e=this.registeredContexts;for(var t in e)e.hasOwnProperty(t)&&(e[t].ranges=[])},Tokenizer.prototype.updateContextsRanges=function(){this.resetContextsRanges();for(var e=this.tokens.map((function(e){return e.char})),t=0;t<e.length;t++){var n=new ContextParams(e,t);this.runContextCheck(n)}this.dispatch("updateContextsRanges",[this.registeredContexts])},Tokenizer.prototype.setEndOffset=function(e,t){var n=new ContextRange(this.getContext(t).openRange.startIndex,e,t),r=this.getContext(t).ranges;return n.rangeId=t+"."+r.length,r.push(n),this.getContext(t).openRange=null,n},Tokenizer.prototype.runContextCheck=function(e){var t=this,n=e.index;this.contextCheckers.forEach((function(r){var i=r.contextName,a=t.getContext(i).openRange;if(!a&&r.checkStart(e)&&(a=new ContextRange(n,null,i),t.getContext(i).openRange=a,t.dispatch("contextStart",[i,n])),a&&r.checkEnd(e)){var o=n-a.startIndex+1,s=t.setEndOffset(o,i);t.dispatch("contextEnd",[i,s])}}))},Tokenizer.prototype.tokenize=function(e){this.tokens=[],this.resetContextsRanges();var t=Array.from(e);this.dispatch("start");for(var n=0;n<t.length;n++){var r=t[n],i=new ContextParams(t,n);this.dispatch("next",[i]),this.runContextCheck(i);var a=new Token(r);this.tokens.push(a),this.dispatch("newToken",[a,i])}return this.dispatch("end",[this.tokens]),this.tokens},FeatureQuery.prototype.getDefaultScriptFeaturesIndexes=function(){for(var e=this.font.tables.gsub.scripts,t=0;t<e.length;t++){var n=e[t];if("DFLT"===n.tag)return n.script.defaultLangSys.featureIndexes}return[]},FeatureQuery.prototype.getScriptFeaturesIndexes=function(e){if(!this.font.tables.gsub)return[];if(!e)return this.getDefaultScriptFeaturesIndexes();for(var t=this.font.tables.gsub.scripts,n=0;n<t.length;n++){var r=t[n];if(r.tag===e&&r.script.defaultLangSys)return r.script.defaultLangSys.featureIndexes;var i=r.langSysRecords;if(i)for(var a=0;a<i.length;a++){var o=i[a];if(o.tag===e)return o.langSys.featureIndexes}}return this.getDefaultScriptFeaturesIndexes()},FeatureQuery.prototype.mapTagsToFeatures=function(e,t){for(var n={},r=0;r<e.length;r++){var i=e[r].tag,a=e[r].feature;n[i]=a}this.features[t].tags=n},FeatureQuery.prototype.getScriptFeatures=function(e){var t=this.features[e];if(this.features.hasOwnProperty(e))return t;var n=this.getScriptFeaturesIndexes(e);if(!n)return null;var r=this.font.tables.gsub;return t=n.map((function(e){return r.features[e]})),this.features[e]=t,this.mapTagsToFeatures(t,e),t},FeatureQuery.prototype.getSubstitutionType=function(e,t){return e.lookupType.toString()+t.substFormat.toString()},FeatureQuery.prototype.getLookupMethod=function(e,t){var n=this;switch(this.getSubstitutionType(e,t)){case"11":return function(e){return singleSubstitutionFormat1.apply(n,[e,t])};case"12":return function(e){return singleSubstitutionFormat2.apply(n,[e,t])};case"63":return function(e){return chainingSubstitutionFormat3.apply(n,[e,t])};case"41":return function(e){return ligatureSubstitutionFormat1.apply(n,[e,t])};case"21":return function(e){return decompositionSubstitutionFormat1.apply(n,[e,t])};default:throw new Error("lookupType: "+e.lookupType+" - substFormat: "+t.substFormat+" is not yet supported")}},FeatureQuery.prototype.lookupFeature=function(e){var t=e.contextParams,n=t.index,r=this.getFeature({tag:e.tag,script:e.script});if(!r)return new Error("font '"+this.font.names.fullName.en+"' doesn't support feature '"+e.tag+"' for script '"+e.script+"'.");for(var i=this.getFeatureLookups(r),a=[].concat(t.context),o=0;o<i.length;o++)for(var s=i[o],l=this.getLookupSubtables(s),c=0;c<l.length;c++){var d=l[c],T=this.getSubstitutionType(s,d),u=this.getLookupMethod(s,d),Q=void 0;switch(T){case"11":(Q=u(t.current))&&a.splice(n,1,new SubstitutionAction({id:11,tag:e.tag,substitution:Q}));break;case"12":(Q=u(t.current))&&a.splice(n,1,new SubstitutionAction({id:12,tag:e.tag,substitution:Q}));break;case"63":Q=u(t),Array.isArray(Q)&&Q.length&&a.splice(n,1,new SubstitutionAction({id:63,tag:e.tag,substitution:Q}));break;case"41":(Q=u(t))&&a.splice(n,1,new SubstitutionAction({id:41,tag:e.tag,substitution:Q}));break;case"21":(Q=u(t.current))&&a.splice(n,1,new SubstitutionAction({id:21,tag:e.tag,substitution:Q}))}t=new ContextParams(a,n),Array.isArray(Q)&&!Q.length||(Q=null)}return a.length?a:null},FeatureQuery.prototype.supports=function(e){if(!e.script)return!1;this.getScriptFeatures(e.script);var t=this.features.hasOwnProperty(e.script);if(!e.tag)return t;var n=this.features[e.script].some((function(t){return t.tag===e.tag}));return t&&n},FeatureQuery.prototype.getLookupSubtables=function(e){return e.subtables||null},FeatureQuery.prototype.getLookupByIndex=function(e){return this.font.tables.gsub.lookups[e]||null},FeatureQuery.prototype.getFeatureLookups=function(e){return e.lookupListIndexes.map(this.getLookupByIndex.bind(this))},FeatureQuery.prototype.getFeature=function(e){if(!this.font)return{FAIL:"No font was found"};this.features.hasOwnProperty(e.script)||this.getScriptFeatures(e.script);var t=this.features[e.script];return t?t.tags[e.tag]?this.features[e.script].tags[e.tag]:null:{FAIL:"No feature for script "+e.script}};var arabicWordCheck={startCheck:arabicWordStartCheck,endCheck:arabicWordEndCheck};function arabicSentenceStartCheck(e){var t=e.current,n=e.get(-1);return(isArabicChar(t)||isTashkeelArabicChar(t))&&!isArabicChar(n)}function arabicSentenceEndCheck(e){var t=e.get(1);switch(!0){case null===t:return!0;case!isArabicChar(t)&&!isTashkeelArabicChar(t):var n,r=isWhiteSpace(t);if(!r)return!0;if(r)if(n=e.lookahead.some((function(e){return isArabicChar(e)||isTashkeelArabicChar(e)})),!n)return!0;break;default:return!1}}var arabicSentenceCheck={startCheck:arabicSentenceStartCheck,endCheck:arabicSentenceEndCheck};function singleSubstitutionFormat1$1(e,t,n){t[n].setState(e.tag,e.substitution)}function singleSubstitutionFormat2$1(e,t,n){t[n].setState(e.tag,e.substitution)}function chainingSubstitutionFormat3$1(e,t,n){e.substitution.forEach((function(r,i){t[n+i].setState(e.tag,r)}))}function ligatureSubstitutionFormat1$1(e,t,n){var r=t[n];r.setState(e.tag,e.substitution.ligGlyph);for(var i=e.substitution.components.length,a=0;a<i;a++)(r=t[n+a+1]).setState("deleted",!0)}var SUBSTITUTIONS={11:singleSubstitutionFormat1$1,12:singleSubstitutionFormat2$1,63:chainingSubstitutionFormat3$1,41:ligatureSubstitutionFormat1$1};function applySubstitution(e,t,n){e instanceof SubstitutionAction&&SUBSTITUTIONS[e.id]&&SUBSTITUTIONS[e.id](e,t,n)}function willConnectPrev(e){for(var t=[].concat(e.backtrack),n=t.length-1;n>=0;n--){var r=t[n],i=isIsolatedArabicChar(r),a=isTashkeelArabicChar(r);if(!i&&!a)return!0;if(i)return!1}return!1}function willConnectNext(e){if(isIsolatedArabicChar(e.current))return!1;for(var t=0;t<e.lookahead.length;t++)if(!isTashkeelArabicChar(e.lookahead[t]))return!0;return!1}function arabicPresentationForms(e){var t=this,n="arab",r=this.featuresTags[n],i=this.tokenizer.getRangeTokens(e);if(1!==i.length){var a=new ContextParams(i.map((function(e){return e.getState("glyphIndex")})),0),o=new ContextParams(i.map((function(e){return e.char})),0);i.forEach((function(e,s){if(!isTashkeelArabicChar(e.char)){a.setCurrentIndex(s),o.setCurrentIndex(s);var l,c=0;switch(willConnectPrev(o)&&(c|=1),willConnectNext(o)&&(c|=2),c){case 1:l="fina";break;case 2:l="init";break;case 3:l="medi"}if(-1!==r.indexOf(l)){var d=t.query.lookupFeature({tag:l,script:n,contextParams:a});if(d instanceof Error)return console.info(d.message);d.forEach((function(e,t){e instanceof SubstitutionAction&&(applySubstitution(e,i,t),a.context[t]=e.substitution)}))}}}))}}function getContextParams(e,t){return new ContextParams(e.map((function(e){return e.activeState.value})),t||0)}function arabicRequiredLigatures(e){var t=this,n=this.tokenizer.getRangeTokens(e),r=getContextParams(n);r.context.forEach((function(e,i){r.setCurrentIndex(i);var a=t.query.lookupFeature({tag:"rlig",script:"arab",contextParams:r});a.length&&(a.forEach((function(e){return applySubstitution(e,n,i)})),r=getContextParams(n))}))}function latinWordStartCheck(e){var t=e.current,n=e.get(-1);return null===n&&isLatinChar(t)||!isLatinChar(n)&&isLatinChar(t)}function latinWordEndCheck(e){var t=e.get(1);return null===t||!isLatinChar(t)}var latinWordCheck={startCheck:latinWordStartCheck,endCheck:latinWordEndCheck};function getContextParams$1(e,t){return new ContextParams(e.map((function(e){return e.activeState.value})),t||0)}function latinLigature(e){var t=this,n=this.tokenizer.getRangeTokens(e),r=getContextParams$1(n);r.context.forEach((function(e,i){r.setCurrentIndex(i);var a=t.query.lookupFeature({tag:"liga",script:"latn",contextParams:r});a.length&&(a.forEach((function(e){return applySubstitution(e,n,i)})),r=getContextParams$1(n))}))}function Bidi(e){this.baseDir=e||"ltr",this.tokenizer=new Tokenizer,this.featuresTags={}}function registerContextChecker(e){var t=this.contextChecks[e+"Check"];return this.tokenizer.registerContextChecker(e,t.startCheck,t.endCheck)}function tokenizeText(){return registerContextChecker.call(this,"latinWord"),registerContextChecker.call(this,"arabicWord"),registerContextChecker.call(this,"arabicSentence"),this.tokenizer.tokenize(this.text)}function reverseArabicSentences(){var e=this;this.tokenizer.getContextRanges("arabicSentence").forEach((function(t){var n=e.tokenizer.getRangeTokens(t);e.tokenizer.replaceRange(t.startIndex,t.endOffset,n.reverse())}))}function checkGlyphIndexStatus(){if(-1===this.tokenizer.registeredModifiers.indexOf("glyphIndex"))throw new Error("glyphIndex modifier is required to apply arabic presentation features.")}function applyArabicPresentationForms(){var e=this;this.featuresTags.hasOwnProperty("arab")&&(checkGlyphIndexStatus.call(this),this.tokenizer.getContextRanges("arabicWord").forEach((function(t){arabicPresentationForms.call(e,t)})))}function applyArabicRequireLigatures(){var e=this,t="arab";this.featuresTags.hasOwnProperty(t)&&-1!==this.featuresTags[t].indexOf("rlig")&&(checkGlyphIndexStatus.call(this),this.tokenizer.getContextRanges("arabicWord").forEach((function(t){arabicRequiredLigatures.call(e,t)})))}function applyLatinLigatures(){var e=this,t="latn";this.featuresTags.hasOwnProperty(t)&&-1!==this.featuresTags[t].indexOf("liga")&&(checkGlyphIndexStatus.call(this),this.tokenizer.getContextRanges("latinWord").forEach((function(t){latinLigature.call(e,t)})))}function Font(e){(e=e||{}).tables=e.tables||{},e.empty||(checkArgument(e.familyName,"When creating a new Font object, familyName is required."),checkArgument(e.styleName,"When creating a new Font object, styleName is required."),checkArgument(e.unitsPerEm,"When creating a new Font object, unitsPerEm is required."),checkArgument(e.ascender,"When creating a new Font object, ascender is required."),checkArgument(e.descender<=0,"When creating a new Font object, negative descender value is required."),this.names={fontFamily:{en:e.familyName||" "},fontSubfamily:{en:e.styleName||" "},fullName:{en:e.fullName||e.familyName+" "+e.styleName},postScriptName:{en:e.postScriptName||(e.familyName+e.styleName).replace(/\s/g,"")},designer:{en:e.designer||" "},designerURL:{en:e.designerURL||" "},manufacturer:{en:e.manufacturer||" "},manufacturerURL:{en:e.manufacturerURL||" "},license:{en:e.license||" "},licenseURL:{en:e.licenseURL||" "},version:{en:e.version||"Version 0.1"},description:{en:e.description||" "},copyright:{en:e.copyright||" "},trademark:{en:e.trademark||" "}},this.unitsPerEm=e.unitsPerEm||1e3,this.ascender=e.ascender,this.descender=e.descender,this.createdTimestamp=e.createdTimestamp,this.tables=Object.assign(e.tables,{os2:Object.assign({usWeightClass:e.weightClass||this.usWeightClasses.MEDIUM,usWidthClass:e.widthClass||this.usWidthClasses.MEDIUM,fsSelection:e.fsSelection||this.fsSelectionValues.REGULAR},e.tables.os2)})),this.supported=!0,this.glyphs=new glyphset.GlyphSet(this,e.glyphs||[]),this.encoding=new DefaultEncoding(this),this.position=new Position(this),this.substitution=new Substitution(this),this.tables=this.tables||{},this._push=null,this._hmtxTableData={},Object.defineProperty(this,"hinting",{get:function(){return this._hinting?this._hinting:"truetype"===this.outlinesFormat?this._hinting=new Hinting(this):void 0}})}function addName(e,t){var n=JSON.stringify(e),r=256;for(var i in t){var a=parseInt(i);if(a&&!(a<256)){if(JSON.stringify(t[i])===n)return a;r<=a&&(r=a+1)}}return t[r]=e,r}function makeFvarAxis(e,t,n){var r=addName(t.name,n);return[{name:"tag_"+e,type:"TAG",value:t.tag},{name:"minValue_"+e,type:"FIXED",value:t.minValue<<16},{name:"defaultValue_"+e,type:"FIXED",value:t.defaultValue<<16},{name:"maxValue_"+e,type:"FIXED",value:t.maxValue<<16},{name:"flags_"+e,type:"USHORT",value:0},{name:"nameID_"+e,type:"USHORT",value:r}]}function parseFvarAxis(e,t,n){var r={},i=new parse.Parser(e,t);return r.tag=i.parseTag(),r.minValue=i.parseFixed(),r.defaultValue=i.parseFixed(),r.maxValue=i.parseFixed(),i.skip("uShort",1),r.name=n[i.parseUShort()]||{},r}function makeFvarInstance(e,t,n,r){for(var i=[{name:"nameID_"+e,type:"USHORT",value:addName(t.name,r)},{name:"flags_"+e,type:"USHORT",value:0}],a=0;a<n.length;++a){var o=n[a].tag;i.push({name:"axis_"+e+" "+o,type:"FIXED",value:t.coordinates[o]<<16})}return i}function parseFvarInstance(e,t,n,r){var i={},a=new parse.Parser(e,t);i.name=r[a.parseUShort()]||{},a.skip("uShort",1),i.coordinates={};for(var o=0;o<n.length;++o)i.coordinates[n[o].tag]=a.parseFixed();return i}function makeFvarTable(e,t){var n=new table.Table("fvar",[{name:"version",type:"ULONG",value:65536},{name:"offsetToData",type:"USHORT",value:0},{name:"countSizePairs",type:"USHORT",value:2},{name:"axisCount",type:"USHORT",value:e.axes.length},{name:"axisSize",type:"USHORT",value:20},{name:"instanceCount",type:"USHORT",value:e.instances.length},{name:"instanceSize",type:"USHORT",value:4+4*e.axes.length}]);n.offsetToData=n.sizeOf();for(var r=0;r<e.axes.length;r++)n.fields=n.fields.concat(makeFvarAxis(r,e.axes[r],t));for(var i=0;i<e.instances.length;i++)n.fields=n.fields.concat(makeFvarInstance(i,e.instances[i],e.axes,t));return n}function parseFvarTable(e,t,n){var r=new parse.Parser(e,t),i=r.parseULong();check.argument(65536===i,"Unsupported fvar table version.");var a=r.parseOffset16();r.skip("uShort",1);for(var o=r.parseUShort(),s=r.parseUShort(),l=r.parseUShort(),c=r.parseUShort(),d=[],T=0;T<o;T++)d.push(parseFvarAxis(e,t+a+T*s,n));for(var u=[],Q=t+a+o*s,p=0;p<l;p++)u.push(parseFvarInstance(e,Q+p*c,d,n));return{axes:d,instances:u}}Bidi.prototype.setText=function(e){this.text=e},Bidi.prototype.contextChecks={latinWordCheck:latinWordCheck,arabicWordCheck:arabicWordCheck,arabicSentenceCheck:arabicSentenceCheck},Bidi.prototype.registerFeatures=function(e,t){var n=this,r=t.filter((function(t){return n.query.supports({script:e,tag:t})}));this.featuresTags.hasOwnProperty(e)?this.featuresTags[e]=this.featuresTags[e].concat(r):this.featuresTags[e]=r},Bidi.prototype.applyFeatures=function(e,t){if(!e)throw new Error("No valid font was provided to apply features");this.query||(this.query=new FeatureQuery(e));for(var n=0;n<t.length;n++){var r=t[n];this.query.supports({script:r.script})&&this.registerFeatures(r.script,r.tags)}},Bidi.prototype.registerModifier=function(e,t,n){this.tokenizer.registerModifier(e,t,n)},Bidi.prototype.checkContextReady=function(e){return!!this.tokenizer.getContext(e)},Bidi.prototype.applyFeaturesToContexts=function(){this.checkContextReady("arabicWord")&&(applyArabicPresentationForms.call(this),applyArabicRequireLigatures.call(this)),this.checkContextReady("latinWord")&&applyLatinLigatures.call(this),this.checkContextReady("arabicSentence")&&reverseArabicSentences.call(this)},Bidi.prototype.processText=function(e){this.text&&this.text===e||(this.setText(e),tokenizeText.call(this),this.applyFeaturesToContexts())},Bidi.prototype.getBidiText=function(e){return this.processText(e),this.tokenizer.getText()},Bidi.prototype.getTextGlyphs=function(e){this.processText(e);for(var t=[],n=0;n<this.tokenizer.tokens.length;n++){var r=this.tokenizer.tokens[n];if(!r.state.deleted){var i=r.activeState.value;t.push(Array.isArray(i)?i[0]:i)}}return t},Font.prototype.hasChar=function(e){return null!==this.encoding.charToGlyphIndex(e)},Font.prototype.charToGlyphIndex=function(e){return this.encoding.charToGlyphIndex(e)},Font.prototype.charToGlyph=function(e){var t=this.charToGlyphIndex(e),n=this.glyphs.get(t);return n||(n=this.glyphs.get(0)),n},Font.prototype.updateFeatures=function(e){return this.defaultRenderOptions.features.map((function(t){return"latn"===t.script?{script:"latn",tags:t.tags.filter((function(t){return e[t]}))}:t}))},Font.prototype.stringToGlyphs=function(e,t){var n=this,r=new Bidi;r.registerModifier("glyphIndex",null,(function(e){return n.charToGlyphIndex(e.char)}));var i=t?this.updateFeatures(t.features):this.defaultRenderOptions.features;r.applyFeatures(this,i);for(var a=r.getTextGlyphs(e),o=a.length,s=new Array(o),l=this.glyphs.get(0),c=0;c<o;c+=1)s[c]=this.glyphs.get(a[c])||l;return s},Font.prototype.nameToGlyphIndex=function(e){return this.glyphNames.nameToGlyphIndex(e)},Font.prototype.nameToGlyph=function(e){var t=this.nameToGlyphIndex(e),n=this.glyphs.get(t);return n||(n=this.glyphs.get(0)),n},Font.prototype.glyphIndexToName=function(e){return this.glyphNames.glyphIndexToName?this.glyphNames.glyphIndexToName(e):""},Font.prototype.getKerningValue=function(e,t){e=e.index||e,t=t.index||t;var n=this.position.defaultKerningTables;return n?this.position.getKerningValue(n,e,t):this.kerningPairs[e+","+t]||0},Font.prototype.defaultRenderOptions={kerning:!0,features:[{script:"arab",tags:["init","medi","fina","rlig"]},{script:"latn",tags:["liga","rlig"]}]},Font.prototype.forEachGlyph=function(e,t,n,r,i,a){t=void 0!==t?t:0,n=void 0!==n?n:0,r=void 0!==r?r:72,i=Object.assign({},this.defaultRenderOptions,i);var o,s=1/this.unitsPerEm*r,l=this.stringToGlyphs(e,i);if(i.kerning){var c=i.script||this.position.getDefaultScriptName();o=this.position.getKerningTables(c,i.language)}for(var d=0;d<l.length;d+=1){var T=l[d];a.call(this,T,t,n,r,i),T.advanceWidth&&(t+=T.advanceWidth*s),i.kerning&&d<l.length-1&&(t+=(o?this.position.getKerningValue(o,T.index,l[d+1].index):this.getKerningValue(T,l[d+1]))*s),i.letterSpacing?t+=i.letterSpacing*r:i.tracking&&(t+=i.tracking/1e3*r)}return t},Font.prototype.getPath=function(e,t,n,r,i){var a=new Path;return this.forEachGlyph(e,t,n,r,i,(function(e,t,n,r){var o=e.getPath(t,n,r,i,this);a.extend(o)})),a},Font.prototype.getPaths=function(e,t,n,r,i){var a=[];return this.forEachGlyph(e,t,n,r,i,(function(e,t,n,r){var o=e.getPath(t,n,r,i,this);a.push(o)})),a},Font.prototype.getAdvanceWidth=function(e,t,n){return this.forEachGlyph(e,0,0,t,n,(function(){}))},Font.prototype.draw=function(e,t,n,r,i,a){this.getPath(t,n,r,i,a).draw(e)},Font.prototype.drawPoints=function(e,t,n,r,i,a){this.forEachGlyph(t,n,r,i,a,(function(t,n,r,i){t.drawPoints(e,n,r,i)}))},Font.prototype.drawMetrics=function(e,t,n,r,i,a){this.forEachGlyph(t,n,r,i,a,(function(t,n,r,i){t.drawMetrics(e,n,r,i)}))},Font.prototype.getEnglishName=function(e){var t=this.names[e];if(t)return t.en},Font.prototype.validate=function(){var e=this;function t(t){var n=e.getEnglishName(t);n&&n.trim().length}t("fontFamily"),t("weightName"),t("manufacturer"),t("copyright"),t("version"),this.unitsPerEm},Font.prototype.toTables=function(){return sfnt.fontToTable(this)},Font.prototype.toBuffer=function(){return console.warn("Font.toBuffer is deprecated. Use Font.toArrayBuffer instead."),this.toArrayBuffer()},Font.prototype.toArrayBuffer=function(){for(var e=this.toTables().encode(),t=new ArrayBuffer(e.length),n=new Uint8Array(t),r=0;r<e.length;r++)n[r]=e[r];return t},Font.prototype.download=function(e){var t=this.getEnglishName("fontFamily"),n=this.getEnglishName("fontSubfamily");e=e||t.replace(/\s/g,"")+"-"+n+".otf";var r=this.toArrayBuffer();if(isBrowser())if(window.URL=window.URL||window.webkitURL,window.URL){var i=new DataView(r),a=new Blob([i],{type:"font/opentype"}),o=document.createElement("a");o.href=window.URL.createObjectURL(a),o.download=e;var s=document.createEvent("MouseEvents");s.initEvent("click",!0,!1),o.dispatchEvent(s)}else console.warn("Font file could not be downloaded. Try using a different browser.");else{var l=require("fs"),c=arrayBufferToNodeBuffer(r);l.writeFileSync(e,c)}},Font.prototype.fsSelectionValues={ITALIC:1,UNDERSCORE:2,NEGATIVE:4,OUTLINED:8,STRIKEOUT:16,BOLD:32,REGULAR:64,USER_TYPO_METRICS:128,WWS:256,OBLIQUE:512},Font.prototype.usWidthClasses={ULTRA_CONDENSED:1,EXTRA_CONDENSED:2,CONDENSED:3,SEMI_CONDENSED:4,MEDIUM:5,SEMI_EXPANDED:6,EXPANDED:7,EXTRA_EXPANDED:8,ULTRA_EXPANDED:9},Font.prototype.usWeightClasses={THIN:100,EXTRA_LIGHT:200,LIGHT:300,NORMAL:400,MEDIUM:500,SEMI_BOLD:600,BOLD:700,EXTRA_BOLD:800,BLACK:900};var fvar={make:makeFvarTable,parse:parseFvarTable},attachList=function(){return{coverage:this.parsePointer(Parser.coverage),attachPoints:this.parseList(Parser.pointer(Parser.uShortList))}},caretValue=function(){var e=this.parseUShort();return check.argument(1===e||2===e||3===e,"Unsupported CaretValue table version."),1===e?{coordinate:this.parseShort()}:2===e?{pointindex:this.parseShort()}:3===e?{coordinate:this.parseShort()}:void 0},ligGlyph=function(){return this.parseList(Parser.pointer(caretValue))},ligCaretList=function(){return{coverage:this.parsePointer(Parser.coverage),ligGlyphs:this.parseList(Parser.pointer(ligGlyph))}},markGlyphSets=function(){return this.parseUShort(),this.parseList(Parser.pointer(Parser.coverage))};function parseGDEFTable(e,t){var n=new Parser(e,t=t||0),r=n.parseVersion(1);check.argument(1===r||1.2===r||1.3===r,"Unsupported GDEF table version.");var i={version:r,classDef:n.parsePointer(Parser.classDef),attachList:n.parsePointer(attachList),ligCaretList:n.parsePointer(ligCaretList),markAttachClassDef:n.parsePointer(Parser.classDef)};return r>=1.2&&(i.markGlyphSets=n.parsePointer(markGlyphSets)),i}var gdef={parse:parseGDEFTable},subtableParsers$1=new Array(10);function parseGposTable(e,t){var n=new Parser(e,t=t||0),r=n.parseVersion(1);return check.argument(1===r||1.1===r,"Unsupported GPOS table version "+r),1===r?{version:r,scripts:n.parseScriptList(),features:n.parseFeatureList(),lookups:n.parseLookupList(subtableParsers$1)}:{version:r,scripts:n.parseScriptList(),features:n.parseFeatureList(),lookups:n.parseLookupList(subtableParsers$1),variations:n.parseFeatureVariationsList()}}subtableParsers$1[1]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();return 1===t?{posFormat:1,coverage:this.parsePointer(Parser.coverage),value:this.parseValueRecord()}:2===t?{posFormat:2,coverage:this.parsePointer(Parser.coverage),values:this.parseValueRecordList()}:void check.assert(!1,"0x"+e.toString(16)+": GPOS lookup type 1 format must be 1 or 2.")},subtableParsers$1[2]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();check.assert(1===t||2===t,"0x"+e.toString(16)+": GPOS lookup type 2 format must be 1 or 2.");var n=this.parsePointer(Parser.coverage),r=this.parseUShort(),i=this.parseUShort();if(1===t)return{posFormat:t,coverage:n,valueFormat1:r,valueFormat2:i,pairSets:this.parseList(Parser.pointer(Parser.list((function(){return{secondGlyph:this.parseUShort(),value1:this.parseValueRecord(r),value2:this.parseValueRecord(i)}}))))};if(2===t){var a=this.parsePointer(Parser.classDef),o=this.parsePointer(Parser.classDef),s=this.parseUShort(),l=this.parseUShort();return{posFormat:t,coverage:n,valueFormat1:r,valueFormat2:i,classDef1:a,classDef2:o,class1Count:s,class2Count:l,classRecords:this.parseList(s,Parser.list(l,(function(){return{value1:this.parseValueRecord(r),value2:this.parseValueRecord(i)}})))}}},subtableParsers$1[3]=function(){return{error:"GPOS Lookup 3 not supported"}},subtableParsers$1[4]=function(){return{error:"GPOS Lookup 4 not supported"}},subtableParsers$1[5]=function(){return{error:"GPOS Lookup 5 not supported"}},subtableParsers$1[6]=function(){return{error:"GPOS Lookup 6 not supported"}},subtableParsers$1[7]=function(){return{error:"GPOS Lookup 7 not supported"}},subtableParsers$1[8]=function(){return{error:"GPOS Lookup 8 not supported"}},subtableParsers$1[9]=function(){return{error:"GPOS Lookup 9 not supported"}};var subtableMakers$1=new Array(10);function makeGposTable(e){return new table.Table("GPOS",[{name:"version",type:"ULONG",value:65536},{name:"scripts",type:"TABLE",value:new table.ScriptList(e.scripts)},{name:"features",type:"TABLE",value:new table.FeatureList(e.features)},{name:"lookups",type:"TABLE",value:new table.LookupList(e.lookups,subtableMakers$1)}])}var gpos={parse:parseGposTable,make:makeGposTable};function parseWindowsKernTable(e){var t={};e.skip("uShort");var n=e.parseUShort();check.argument(0===n,"Unsupported kern sub-table version."),e.skip("uShort",2);var r=e.parseUShort();e.skip("uShort",3);for(var i=0;i<r;i+=1){var a=e.parseUShort(),o=e.parseUShort(),s=e.parseShort();t[a+","+o]=s}return t}function parseMacKernTable(e){var t={};e.skip("uShort"),e.parseULong()>1&&console.warn("Only the first kern subtable is supported."),e.skip("uLong");var n=255&e.parseUShort();if(e.skip("uShort"),0===n){var r=e.parseUShort();e.skip("uShort",3);for(var i=0;i<r;i+=1){var a=e.parseUShort(),o=e.parseUShort(),s=e.parseShort();t[a+","+o]=s}}return t}function parseKernTable(e,t){var n=new parse.Parser(e,t),r=n.parseUShort();if(0===r)return parseWindowsKernTable(n);if(1===r)return parseMacKernTable(n);throw new Error("Unsupported kern table version ("+r+").")}var kern={parse:parseKernTable};function parseLocaTable(e,t,n,r){for(var i=new parse.Parser(e,t),a=r?i.parseUShort:i.parseULong,o=[],s=0;s<n+1;s+=1){var l=a.call(i);r&&(l*=2),o.push(l)}return o}var loca={parse:parseLocaTable};function loadFromFile(e,t){require("fs").readFile(e,(function(e,n){if(e)return t(e.message);t(null,nodeBufferToArrayBuffer(n))}))}function loadFromUrl(e,t){var n=new XMLHttpRequest;n.open("get",e,!0),n.responseType="arraybuffer",n.onload=function(){return n.response?t(null,n.response):t("Font could not be loaded: "+n.statusText)},n.onerror=function(){t("Font could not be loaded")},n.send()}function parseOpenTypeTableEntries(e,t){for(var n=[],r=12,i=0;i<t;i+=1){var a=parse.getTag(e,r),o=parse.getULong(e,r+4),s=parse.getULong(e,r+8),l=parse.getULong(e,r+12);n.push({tag:a,checksum:o,offset:s,length:l,compression:!1}),r+=16}return n}function parseWOFFTableEntries(e,t){for(var n=[],r=44,i=0;i<t;i+=1){var a,o=parse.getTag(e,r),s=parse.getULong(e,r+4),l=parse.getULong(e,r+8),c=parse.getULong(e,r+12);a=l<c&&"WOFF",n.push({tag:o,offset:s,compression:a,compressedLength:l,length:c}),r+=20}return n}function uncompressTable(e,t){if("WOFF"===t.compression){var n=new Uint8Array(e.buffer,t.offset+2,t.compressedLength-2),r=new Uint8Array(t.length);if(tinyInflate(n,r),r.byteLength!==t.length)throw new Error("Decompression error: "+t.tag+" decompressed length doesn't match recorded length");return{data:new DataView(r.buffer,0),offset:0}}return{data:e,offset:t.offset}}function parseBuffer(e,t){var n,r;t=null==t?{}:t;var i,a,o,s,l,c,d,T,u,Q,p,h,m,f=new Font({empty:!0}),g=new DataView(e,0),b=[],y=parse.getTag(g,0);if(y===String.fromCharCode(0,1,0,0)||"true"===y||"typ1"===y)f.outlinesFormat="truetype",b=parseOpenTypeTableEntries(g,i=parse.getUShort(g,4));else if("OTTO"===y)f.outlinesFormat="cff",b=parseOpenTypeTableEntries(g,i=parse.getUShort(g,4));else{if("wOFF"!==y)throw new Error("Unsupported OpenType signature "+y);var _=parse.getTag(g,4);if(_===String.fromCharCode(0,1,0,0))f.outlinesFormat="truetype";else{if("OTTO"!==_)throw new Error("Unsupported OpenType flavor "+y);f.outlinesFormat="cff"}b=parseWOFFTableEntries(g,i=parse.getUShort(g,12))}for(var L=0;L<i;L+=1){var v=b[L],w=void 0;switch(v.tag){case"cmap":w=uncompressTable(g,v),f.tables.cmap=cmap.parse(w.data,w.offset),f.encoding=new CmapEncoding(f.tables.cmap);break;case"cvt ":w=uncompressTable(g,v),m=new parse.Parser(w.data,w.offset),f.tables.cvt=m.parseShortList(v.length/2);break;case"fvar":o=v;break;case"fpgm":w=uncompressTable(g,v),m=new parse.Parser(w.data,w.offset),f.tables.fpgm=m.parseByteList(v.length);break;case"head":w=uncompressTable(g,v),f.tables.head=head.parse(w.data,w.offset),f.unitsPerEm=f.tables.head.unitsPerEm,n=f.tables.head.indexToLocFormat;break;case"hhea":w=uncompressTable(g,v),f.tables.hhea=hhea.parse(w.data,w.offset),f.ascender=f.tables.hhea.ascender,f.descender=f.tables.hhea.descender,f.numberOfHMetrics=f.tables.hhea.numberOfHMetrics;break;case"hmtx":T=v;break;case"ltag":w=uncompressTable(g,v),r=ltag.parse(w.data,w.offset);break;case"maxp":w=uncompressTable(g,v),f.tables.maxp=maxp.parse(w.data,w.offset),f.numGlyphs=f.tables.maxp.numGlyphs;break;case"name":p=v;break;case"OS/2":w=uncompressTable(g,v),f.tables.os2=os2.parse(w.data,w.offset);break;case"post":w=uncompressTable(g,v),f.tables.post=post.parse(w.data,w.offset),f.glyphNames=new GlyphNames(f.tables.post);break;case"prep":w=uncompressTable(g,v),m=new parse.Parser(w.data,w.offset),f.tables.prep=m.parseByteList(v.length);break;case"glyf":s=v;break;case"loca":Q=v;break;case"CFF ":a=v;break;case"kern":u=v;break;case"GDEF":l=v;break;case"GPOS":c=v;break;case"GSUB":d=v;break;case"meta":h=v}}var E=uncompressTable(g,p);if(f.tables.name=_name.parse(E.data,E.offset,r),f.names=f.tables.name,s&&Q){var x=0===n,M=uncompressTable(g,Q),S=loca.parse(M.data,M.offset,f.numGlyphs,x),H=uncompressTable(g,s);f.glyphs=glyf.parse(H.data,H.offset,S,f,t)}else{if(!a)throw new Error("Font doesn't contain TrueType or CFF outlines.");var C=uncompressTable(g,a);cff.parse(C.data,C.offset,f,t)}var O=uncompressTable(g,T);if(hmtx.parse(f,O.data,O.offset,f.numberOfHMetrics,f.numGlyphs,f.glyphs,t),addGlyphNames(f,t),u){var A=uncompressTable(g,u);f.kerningPairs=kern.parse(A.data,A.offset)}else f.kerningPairs={};if(l){var k=uncompressTable(g,l);f.tables.gdef=gdef.parse(k.data,k.offset)}if(c){var 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e=(s.value[2]?s.value[2].split("\n").length-1:0)+(s.value[4]?s.value[4].split("\n").length-1:0);i+="\n".repeat(e),0===e&&(i+="\n")}return i.replace(/\n$/,"")}function rotatedDimensions(e){const t=getCommonBoundingBox([e]);return[t.minX,t.minY,t.maxX-t.minX,t.maxY-t.minY]}async function getDataURL(e,t){return new Promise(((n,r)=>{const i=new FileReader;i.onload=()=>{const e=i.result;n(e)},i.onerror=e=>r(e),i.readAsDataURL(new Blob([new Uint8Array(e)],{type:t}))}))}async function getFontDataURL(e,t,n,r){let i="",a="",o="";const s=e.metadataCache.getFirstLinkpathDest(t,n);if(s){const t=await e.vault.readBinary(s);let n="",l="";switch(s.extension){case"woff":n="application/font-woff",l="woff";break;case"woff2":n="font/woff2",l="woff2";break;case"ttf":n="font/ttf",l="truetype";break;case"otf":n="font/otf",l="opentype";break;default:n="application/octet-stream"}a=r??s.basename,o=await getDataURL(t,n);const c=o.split(";base64,",2);o=`${c[0]};charset=utf-8;base64,${c[1]}`,i=` @font-face 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t.getCroppedSVG(),t.destroy()}else a=await exportToSvg({elements:i.filter((e=>!0!==e.isDeleted)),appState:{...e.appState,exportBackground:t.withBackground,exportWithDarkMode:!!t.withTheme&&"light"!==e.appState?.theme,...t.frameRendering?{frameRendering:t.frameRendering}:{}},files:e.files,exportPadding:t.frameRendering?0:n,exportingFrame:null,renderEmbeddables:!0,skipInliningFonts:t.skipInliningFonts});return a&&(a.addClass("excalidraw-svg"),r instanceof obsidian_module.TFile)&&getFileCSSClasses(r).forEach((e=>a.addClass(e))),a}catch(e){return null}}function filterFiles(e){let t={};return Object.entries(e).forEach((([e,n])=>{n.dataURL.startsWith("http")||(t[e]=n)})),t}async function getPNG(e,t,n,r=1){try{if(t.isMask){const t=new CropImage(e.elements,e.files),n=await t.getCroppedPNG();return t.destroy(),n}return await exportToBlob({elements:e.elements.filter((e=>!0!==e.isDeleted)),appState:{...e.appState,exportBackground:t.withBackground,exportWithDarkMode:!!t.withTheme&&"light"!==e.appState?.theme,...t.frameRendering?{frameRendering:t.frameRendering}:{}},files:filterFiles(e.files),exportPadding:t.frameRendering?0:n,mimeType:"image/png",getDimensions:(e,t)=>({width:e*r,height:t*r,scale:r})})}catch(e){return new obsidian_module.Notice("Error exporting PNG - PNG too large, try a smaller resolution"),errorlog({where:"Utils.getPNG",error:e}),null}}async function getQuickImagePreview(e,t,n){if(!e.settings.displayExportedImageIfAvailable)return null;const r=getIMGFilename(t,n),i=e.app.vault.getAbstractFileByPath(r);return i&&i instanceof obsidian_module.TFile?"png"===n?await e.app.vault.readBinary(i):await e.app.vault.read(i):null}async function getImageSize(e){return new Promise(((t,n)=>{const r=new Image;r.onload=()=>{t({height:r.naturalHeight,width:r.naturalWidth})},r.onerror=n,r.src=e}))}function addAppendUpdateCustomData(e,t){if(!t)return e;e.customData||(e.customData={});for(const n in t)void 0!==t[n]&&(e.customData[n]=t[n]);return e}function scaleLoadedImage(e,t){let n=!1;if(!t||!e)return{dirty:n,scene:e};for(const r of t.filter((e=>{if(!Boolean(EXCALIDRAW_PLUGIN))return!0;const t=EXCALIDRAW_PLUGIN.filesMaster.get(e.id);if(!t)return!0;const n=EXCALIDRAW_PLUGIN.app.vault.getAbstractFileByPath(t.path.replace(/#.*$/,"").replace(/\|.*$/,""));return!(!n||n instanceof obsidian_module.TFolder)&&("md"===n.extension||EXCALIDRAW_PLUGIN.isExcalidrawFile(n))}))){const[t,i]=[r.size.width,r.size.height],a=r.size.width/r.size.height;e.elements.filter((e=>"image"===e.type&&e.fileId===r.id)).forEach((e=>{const[o,s]=[e.width,e.height];if((e.customData?.isAnchored&&r.shouldScale||!e.customData?.isAnchored&&!r.shouldScale)&&(addAppendUpdateCustomData(e,r.shouldScale?{isAnchored:!1}:{isAnchored:!0}),n=!0),r.shouldScale){if(a!==o/s){n=!0;const r=Math.sqrt(o*s*i/t),a=Math.sqrt(o*s*t/i);e.height=r,e.width=a,e.y+=(s-r)/2,e.x+=(o-a)/2}}else o===t&&s===i||(n=!0,e.height=i,e.width=t,e.y+=(s-i)/2,e.x+=(o-t)/2)}))}return{dirty:n,scene:e}}function setDocLeftHandedMode(e,t){const n=t.createElement("style");n.id="excalidraw-left-handed",n.textContent=".excalidraw .App-bottom-bar{justify-content:flex-end;}";const r=t.getElementById(n.id);r&&t.head.removeChild(r),e&&t.head.appendChild(n)}function setLeftHandedMode(e){const t=new Set;app.workspace.iterateAllLeaves((n=>{const r=DEVICE.isMobile?document:n.view.containerEl.ownerDocument;r&&(t.has(r)||(t.add(r),setDocLeftHandedMode(e,r)))}))}function getLinkParts(e,t){const n=e.match(/(^[^#\|]*)#?(\^)?([^\|]*)?\|?(\d*)x?(\d*)/),r="^"===n[2];return{original:e,path:t&&""===n[1]?t.path:n[1],isBlockRef:r,ref:n[3]?.match(/^page=\d*$/i)?n[3]:r?cleanBlockRef(n[3]):cleanSectionHeading(n[3]),width:n[4]?parseInt(n[4]):void 0,height:n[5]?parseInt(n[5]):void 0,page:parseInt(n[3]?.match(/page=(\d*)/)?.[1])}}async function compressAsync(e){return await runCompressionWorker(e,"compress")}function compress(e){const t=LZString.compressToBase64(e);let n="";for(let e=0;e<t.length;e+=256)n+=t.slice(e,e+256)+"\n\n";return n.trim()}function decompress(e,t=!1){let n="";const r=e.length;for(let t=0;t<r;t++){const r=e[t];"\n"!==r&&"\r"!==r&&(n+=r)}return LZString.decompressFromBase64(n)}function isMaskFile(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS.mask.name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS.mask.name])return Boolean(n.frontmatter[FRONTMATTER_KEYS.mask.name])}return!1}function hasExportTheme(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS["export-dark"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-dark"].name])return!0}return!1}function getExportTheme(e,t,n){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS["export-dark"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-dark"].name])return n.frontmatter[FRONTMATTER_KEYS["export-dark"].name]?"dark":"light"}return e.settings.exportWithTheme?n:"light"}function shouldEmbedScene(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS["export-embed-scene"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-embed-scene"].name])return n.frontmatter[FRONTMATTER_KEYS["export-embed-scene"].name]}return e.settings.exportEmbedScene}function hasExportBackground(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS["export-transparent"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-transparent"].name])return!0}return!1}function getWithBackground(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS["export-transparent"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-transparent"].name])return!n.frontmatter[FRONTMATTER_KEYS["export-transparent"].name]}return e.settings.exportWithBackground}function getExportPadding(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(!n?.frontmatter)return e.settings.exportPaddingSVG;if(null!==n.frontmatter[FRONTMATTER_KEYS["export-padding"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-padding"].name]){const e=parseInt(n.frontmatter[FRONTMATTER_KEYS["export-padding"].name]);if(!isNaN(e))return e}if(null!==n.frontmatter[FRONTMATTER_KEYS["export-svgpadding"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-svgpadding"].name]){const e=parseInt(n.frontmatter[FRONTMATTER_KEYS["export-svgpadding"].name]);if(!isNaN(e))return e}}return e.settings.exportPaddingSVG}function getPNGScale(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS["export-pngscale"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-pngscale"].name]){const e=parseFloat(n.frontmatter[FRONTMATTER_KEYS["export-pngscale"].name]);if(!isNaN(e)&&e>0)return e}}return e.settings.pngExportScale}function isVersionNewerThanOther(e,t){const n=e.match(/(\d*)\.(\d*)\.(\d*)/),r=t.match(/(\d*)\.(\d*)\.(\d*)/);return Boolean(n&&4===n.length&&r&&4===r.length&&!(isNaN(parseInt(n[1]))||isNaN(parseInt(n[2]))||isNaN(parseInt(n[3])))&&!(isNaN(parseInt(r[1]))||isNaN(parseInt(r[2]))||isNaN(parseInt(r[3])))&&(parseInt(n[1])>parseInt(r[1])||parseInt(n[1])>=parseInt(r[1])&&parseInt(n[2])>parseInt(r[2])||parseInt(n[1])>=parseInt(r[1])&&parseInt(n[2])>=parseInt(r[2])&&parseInt(n[3])>parseInt(r[3])))}function getEmbeddedFilenameParts(e){const t=e?.match(/([^#\^]*)((#\^)(group=|area=|frame=|clippedframe=|taskbone)?([^\|]*)|(#)(group=|area=|frame=|clippedframe=|taskbone)?([^\^\|]*))(.*)/);return t?{filepath:t[1],hasBlockref:Boolean(t[3]),hasGroupref:"group="===t[4]||"group="===t[7],hasTaskbone:"taskbone"===t[4]||"taskbone"===t[7],hasArearef:"area="===t[4]||"area="===t[7],hasFrameref:"frame="===t[4]||"frame="===t[7],hasClippedFrameref:"clippedframe="===t[4]||"clippedframe="===t[7],blockref:t[5],hasSectionref:Boolean(t[6]),sectionref:t[8],linkpartReference:t[2],linkpartAlias:t[9]}:{filepath:e,hasBlockref:!1,hasGroupref:!1,hasTaskbone:!1,hasArearef:!1,hasFrameref:!1,hasClippedFrameref:!1,blockref:"",hasSectionref:!1,sectionref:"",linkpartReference:"",linkpartAlias:""}}function isImagePartRef(e){return e.hasGroupref||e.hasArearef||e.hasFrameref||e.hasClippedFrameref}function fragWithHTML(e){return createFragment((t=>t.createDiv().innerHTML=e))}function errorlog(e){console.error({plugin:"Excalidraw",...e})}async function sleep$1(e){return new Promise((t=>setTimeout(t,e)))}function _getContainerElement(e,t){return e&&t?.elements&&"text"===e.type&&e.containerId?getContainerElement(e,arrayToMap(t.elements)):null}function arrayToMap(e){return e instanceof Map?e:e.reduce(((e,t)=>(e.set("string"==typeof t?t:t.id,t),e)),new Map)}function updateFrontmatterInString(e,t){if(!e||!t)return e;for(const n of t){const t=new RegExp(`${n[0]}:\\s.*\\n`,"g");e=e.match(t)?e.replaceAll(t,`${n[0]}: ${n[1]}\n`):e.replace(/^---\n/,`---\n${n[0]}: ${n[1]}\n`)}return e}function isHyperLink(e){return e&&!e.includes("\n")&&!e.includes("\r")&&e.match(/^https?:(\d*)?\/\/[^\s]*$/)}function isContainer(e){return"arrow"!==e.type&&e.boundElements?.map((e=>e.type)).includes("text")}function hyperlinkIsImage(e){isHyperLink(e);const t=e.split("?")[0];return IMAGE_TYPES.contains(t.substring(t.lastIndexOf(".")+1))}function hyperlinkIsYouTubeLink(e){return isHyperLink(e)&&(e.startsWith("https://youtu.be")||e.startsWith("https://www.youtube.com")||e.startsWith("https://youtube.com")||e.startsWith("https//www.youtu.be"))&&null!==e.match(/(youtu.be\/|v=)([^?\/\&]*)/)}async function getYouTubeThumbnailLink(e){const t=e.match(/(youtu.be\/|v=)([^?\/\&]*)/);if(!t||!t[2])return null;const n=t[2];let r=`https://i.ytimg.com/vi/${n}/maxresdefault.jpg`,i=await obsidian_module.requestUrl({url:r,method:"get",contentType:"image/jpeg",throw:!1});return i&&200===i.status?r:(r=`https://i.ytimg.com/vi/${n}/hq720.jpg`,i=await obsidian_module.requestUrl({url:r,method:"get",contentType:"image/jpeg",throw:!1}),i&&200===i.status?r:(r=`https://i.ytimg.com/vi/${n}/mqdefault.jpg`,i=await obsidian_module.requestUrl({url:r,method:"get",contentType:"image/jpeg",throw:!1}),i&&200===i.status?r:`https://i.ytimg.com/vi/${n}/default.jpg`))}function isCallerFromTemplaterPlugin(e){const t=e.split("\n");for(const e of t)if(e.trim().startsWith("at Templater."))return!0;return!1}function convertSVGStringToElement(e){const t=document.createElement("div");t.innerHTML=e;const n=t.firstChild;if(n instanceof SVGSVGElement)return n}function escapeRegExp(e){return e.replace(/[.*+?^${}()|[\]\\]/g,"\\$&")}function addIframe(e,t,n,r="settings"){e.createDiv({cls:`excalidraw-videoWrapper ${r}`}).createEl("iframe",{attr:{allowfullscreen:!0,allow:"encrypted-media;picture-in-picture",frameborder:"0",title:"YouTube video player",src:"https://www.youtube.com/embed/"+t+(n?"?start="+n:""),sandbox:"allow-forms allow-presentation allow-same-origin allow-scripts allow-modals"}})}async function getFontMetrics(e,t){try{const n=await opentype.load(e),r=n.unitsPerEm,i=n.ascender,a=n.descender;return{unitsPerEm:r,ascender:i,descender:a,lineHeight:(i-a)/r,fontName:n.names.fontFamily.en??t}}catch(e){return console.error("Error loading font:",e),null}}function cropCanvas(e,t,n={width:t.width,height:t.height}){const r=createEl("canvas");return r.width=n.width,r.height=n.height,r.getContext("2d").drawImage(e,t.left,t.top,t.width,t.height,0,0,n.width,n.height),r}new Random(Date.now());class WeakArray{weakArray=[];constructor(){}push(e){this.weakArray.push(new WeakRef(e))}forEach(e){this.weakArray.forEach(((t,n)=>{const r=t.deref();r&&e(r,n)}))}removeObjects(e){this.weakArray=this.weakArray.filter((t=>{const n=t.deref();return n&&!e.has(n)}))}clear(){this.weakArray=[]}}class ScriptEngine{plugin;scriptPath;scriptIconMap;eaInstances=new WeakArray;constructor(e){this.plugin=e,this.scriptIconMap={},this.loadScripts(),this.registerEventHandlers()}removeViewEAs(e){const t=new Set;this.eaInstances.forEach((n=>{n.targetView===e&&(t.add(n),n.destroy())})),this.eaInstances.removeObjects(t)}destroy(){this.eaInstances.forEach((e=>e.destroy())),this.eaInstances.clear(),this.eaInstances=null,this.scriptIconMap=null,this.plugin=null,this.scriptPath=null}handleSvgFileChange(e){if(!e.endsWith(".svg"))return;const t=app.vault.getAbstractFileByPath(getIMGFilename(e,"md"));t&&t instanceof obsidian_module.TFile&&(this.unloadScript(this.getScriptName(t),t.path),this.loadScript(t))}async deleteEventHandler(e){e instanceof obsidian_module.TFile&&e.path.startsWith(this.scriptPath)&&(this.unloadScript(this.getScriptName(e),e.path),this.handleSvgFileChange(e.path))}async createEventHandler(e){e instanceof obsidian_module.TFile&&e.path.startsWith(this.scriptPath)&&(this.loadScript(e),this.handleSvgFileChange(e.path))}async renameEventHandler(e,t){if(!(e instanceof obsidian_module.TFile))return;const n=t.startsWith(this.scriptPath),r=e.path.startsWith(this.scriptPath);n&&(this.unloadScript(this.getScriptName(t),t),this.handleSvgFileChange(t)),r&&(this.loadScript(e),this.handleSvgFileChange(e.path))}registerEventHandlers(){this.plugin.registerEvent(this.plugin.app.vault.on("delete",(e=>this.deleteEventHandler(e)))),this.plugin.registerEvent(this.plugin.app.vault.on("create",(e=>this.createEventHandler(e)))),this.plugin.registerEvent(this.plugin.app.vault.on("rename",((e,t)=>this.renameEventHandler(e,t))))}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))}loadScripts(){this.getListofScripts()?.forEach((e=>this.loadScript(e)))}getScriptName(e){let t="",n="";e instanceof obsidian_module.TFile?(t=e.basename,n=e.path):(t=splitFolderAndFilename(e).basename,n=e);const r=n.split(`${this.scriptPath}/`)[1],i=r.lastIndexOf("/");return i>-1?r.substring(0,i+1)+t:t}async addScriptIconToMap(e,t){const n=getIMGFilename(e,"svg"),r=app.vault.getAbstractFileByPath(n),i=r&&r instanceof obsidian_module.TFile?await app.vault.read(r):null;this.scriptIconMap={...this.scriptIconMap};const a=splitFolderAndFilename(t);this.scriptIconMap[e]={name:a.filename,group:"/"===a.folderpath?"":a.folderpath,svgString:i},this.updateToolPannels()}loadScript(e){if("md"!==e.extension)return;const t=this.getScriptName(e);this.addScriptIconToMap(e.path,t),this.plugin.addCommand({id:t,name:`(Script) ${t}`,checkCallback:n=>{if(n)return Boolean(app.workspace.getActiveViewOfType(ExcalidrawView));const r=app.workspace.getActiveViewOfType(ExcalidrawView);return!!r&&((async()=>{const n=await app.vault.read(e);n&&this.executeScript(r,n,t,e)})(),!0)}})}unloadScripts(){const e=app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath)));e.forEach((e=>{this.unloadScript(this.getScriptName(e),e.path)}))}unloadScript(e,t){if(!t.endsWith(".md"))return;delete this.scriptIconMap[t],this.scriptIconMap={...this.scriptIconMap},this.updateToolPannels();const n=`${PLUGIN_ID}:${e}`;this.plugin.app.commands.commands[n]&&delete this.plugin.app.commands.commands[n]}async executeScript(e,t,n,r){if(!e||!t||!n)return;t=t.replace(/^---.*?---\n/gs,"");const i=getEA(e);this.eaInstances.push(i),i.activeScript=n;const a=Object.getPrototypeOf((async()=>{})).constructor;let o=null;return o=await new a("ea","utils",t)(i,{inputPrompt:(t,n,r,i,a,o,s,l)=>ScriptEngine.inputPrompt(e,this.plugin,this.plugin.app,t,n,r,i,a,o,s,l),suggester:(e,t,n,r)=>ScriptEngine.suggester(this.plugin.app,e,t,n,r),scriptFile:r}),o}updateToolPannels(){getExcalidrawViews(this.plugin.app).forEach((e=>{e.toolsPanelRef?.current?.updateScriptIconMap(this.scriptIconMap)}))}static async inputPrompt(e,t,n,r,i,a,o,s,l,c,d){try{return await GenericInputPrompt.Prompt(e,t,n,r,i,a,o,s,l,c,d)}catch{return}}static async suggester(e,t,n,r,i){try{return await GenericSuggester.Suggest(e,t,n,r,i)}catch(e){return}}}async function insertImageToView(e,t,n,r,i=!0){i&&e.clear(),e.style.strokeColor="transparent",e.style.backgroundColor="transparent";const a=e.getExcalidrawAPI();e.canvas.theme=a.getAppState().theme;const o=await e.addImage(t.x,t.y,n,r);return i&&await e.addElementsToView(!1,!0,!0),o}async function insertEmbeddableToView(e,t,n,r,i=!0){if(i&&e.clear(),e.style.strokeColor="transparent",e.style.backgroundColor="transparent",n&&(IMAGE_TYPES.contains(n.extension)||e.isExcalidrawFile(n))&&!ANIMATED_IMAGE_TYPES.contains(n.extension))return await insertImageToView(e,t,r??n,void 0,i);{const a=e.addEmbeddable(t.x,t.y,500,500,r,n);return i&&await e.addElementsToView(!1,!0,!0),a}}function getLinkTextFromLink(e){if(!e)return;if(e.match(REG_LINKINDEX_HYPERLINK))return;const t=REGEX_LINK.getRes(e).next();if(!t.value)return;const n=REGEX_LINK.getLink(t);return n.match(REG_LINKINDEX_HYPERLINK)?void 0:n}function openTagSearch(e,t,n){const r=REGEX_TAGS.getResList(e);if(!r.length||!r[0].value||r[0].value.length<2)return;const i=`tag:${r[0].value[1]}`,a=t.internalPlugins.getPluginById("global-search");if(a){const e=a.instance;e&&e.openGlobalSearch(i)}n&&n.isFullscreen()&&n.exitFullscreen()}function getLinkFromMarkdownLink(e){const t=/^\[[^\]]*]\(([^\)]*)\)/.exec(e);return t?t[1]:e}function openExternalLink(e,t,n){if((e=getLinkFromMarkdownLink(e)).match(/^cmd:\/\/.*/)){const n=e.replace("cmd://","");return t.commands.executeCommandById(n),!0}return!(e.startsWith("obsidian://")||!e.match(REG_LINKINDEX_HYPERLINK)||(window.open(e,"_blank"),0))}function parseObsidianLink(e,t,n=!0,r=!0){if(!e)return!1;if(e=getLinkFromMarkdownLink(e),!e?.startsWith("obsidian://"))return!1;const i=new URL(e),a=i.pathname.slice(2),o={};if(i.searchParams.forEach(((e,t)=>{o[t]=decodeURIComponent(e)})),"open"===a&&o.vault===t.vault.getName()){const e=o.file,r=t.metadataCache.getFirstLinkpathDest(e,"");if(r&&r instanceof obsidian_module.TFile)return n?`[[${r.path}]]`:r.path}return r&&window.open(e,"_blank"),!0}function getExcalidrawFileForwardLinks(e,t,n){let r="";const i=e.metadataCache.getLinks()[t.path];if(i&&i.length>0){const a=new Set;i.forEach((r=>{const i=getLinkParts(r.link),o=e.metadataCache.getFirstLinkpathDest(i.path,t.path);if(o&&o.path!==t.path){if(n.has(o.path))return;n.add(o.path),a.add(`[[${o.path}${i.ref?"#"+i.ref:""}|Second Order Link: ${o.basename}]]`)}})),r=[...a].join(" ")}return r}function getFrameBasedOnFrameNameOrId(e,t){const n=t.filter((e=>"frame"===e.type)).map(((e,t)=>({el:e,id:e.id,name:e.name??`Frame ${String(t+1).padStart(2,"0")}`}))).filter((t=>t.id===e||t.name===e)).map((e=>e.el));return 1===n.length?n[0]:null}async function addBackOfTheNoteCard(e,t,n=!0,r,i){const a=e.data,o=getExcalidrawMarkdownHeaderSection(a),s=a.split(o)[1],l=s&&s.startsWith("%%"),c=o.match(/#\n+$/m),d=Boolean(c);e.data=a.replace(o,(d?o.substring(0,o.length-c[0].length):o)+`\n# ${t}\n\n${r?r+"\n\n":""}${l||d?"#\n":""}`),await e.forceSave(!0);let T,u=0;for(await sleep(200);u++<10&&!(T=(await e.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e.file)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!MD_EX_SECTIONS.includes(e.display))).map((e=>cleanSectionHeading(e.display))).find((e=>e===t)));)await sleep(200);const Q=getEA(e),p=Q.addEmbeddable(0,0,400,500,`[[${e.file.path}#${t}]]`,void 0,i);await Q.addElementsToView(!0,!1,!0);const h=e.excalidrawAPI,m=Q.getViewElements().find((e=>e.id===p));return h.selectElements([m]),n&&window.setTimeout((()=>{h.updateScene({appState:{activeEmbeddable:{element:m,state:"active"}},storeAction:"update"}),T&&e.getEmbeddableLeafElementById(m.id)?.editNode?.()})),Q.destroy(),m.id}function renderContextMenuAction(e,t,n,r){return e.createElement("li",{key:nanoid$1(),onClick:()=>{r((()=>n()))}},e.createElement("button",{className:"context-menu-item"},e.createElement("div",{className:"context-menu-item__label"},t),e.createElement("kbd",{className:"context-menu-item__shortcut"},"")))}function tmpBruteForceCleanup(e){window.setTimeout((()=>{e&&Object.keys(e).forEach((t=>{delete e[t]}))}),500)}function isTextImageTransclusion(e,t,n){const r=e.trim().matchAll(/^!\[\[([^|\]]*)?.*?]]$|^!\[[^\]]*?]\((.*?)\)$/g).next();if(r?.value?.[0]){const e=r.value[1]??r.value[2],i=t.app.metadataCache.getFirstLinkpathDest(e?.split("#")[0],t.file.path);if(t.file===i)return e?.split("#")[1]&&!isImagePartRef(getEmbeddedFilenameParts(e))||new obsidian_module.Notice(t$d("RECURSIVE_INSERT_ERROR")),!1;if(i&&i instanceof obsidian_module.TFile){if(t.plugin.isExcalidrawFile(i)&&e?.split("#")[1]&&!isImagePartRef(getEmbeddedFilenameParts(e)))return!1;if("md"!==i.extension||t.plugin.isExcalidrawFile(i))return n(e,i),!0;new obsidian_module.Notice(t$d("USE_INSERT_FILE_MODAL"),5e3)}}return!1}class Prompt extends obsidian_module.Modal{prompt_text;default_value;placeholder;prompt_desc;promptEl;resolve;constructor(e,t,n,r,i){super(e),this.prompt_text=t,this.default_value=n,this.placeholder=r,this.prompt_desc=i}onOpen(){this.titleEl.setText(this.prompt_text),this.createForm()}onClose(){this.contentEl.empty()}createForm(){let e=this.contentEl.createDiv();e.addClass("excalidraw-prompt-div"),this.prompt_desc&&(e=e.createDiv(),e.style.width="100%",e.createEl("p").innerHTML=this.prompt_desc);const t=e.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=this.default_value??"",this.promptEl.addClass("excalidraw-prompt-input"),this.promptEl.select()}async openAndGetValue(e){this.resolve=e,this.open()}}class GenericInputPrompt extends obsidian_module.Modal{header;waitForClose;view;plugin;resolvePromise;rejectPromise;didSubmit=!1;inputComponent;input;buttons;lines=1;displayEditorButtons=!1;placeholder;selectionStart=0;selectionEnd=0;selectionUpdateTimer=0;customComponents;blockPointerInputOutsideModal=!1;static Prompt(e,t,n,r,i,a,o,s,l,c,d){return new GenericInputPrompt(e,t,n,r,i,a,o,s,l,c,d).waitForClose}constructor(e,t,n,r,i,a,o,s,l,c,d){super(n),this.header=r,this.view=e,this.plugin=t,this.placeholder=i,this.input=a,this.buttons=o,this.lines=s??1,this.displayEditorButtons=this.lines>1&&(l??!1),this.customComponents=c,this.blockPointerInputOutsideModal=d??!1,this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.display(),this.inputComponent.inputEl.focus(),this.open()}display(){this.contentEl.empty(),this.blockPointerInputOutsideModal&&(this.bgEl.style.pointerEvents=this.blockPointerInputOutsideModal?"none":"auto"),this.titleEl.textContent=this.header;const e=this.contentEl.createDiv();this.inputComponent=this.createInputField(e,this.placeholder,this.input),this.customComponents?.(e),this.createButtonBar(e)}createInputField(e,t,n){const r=new obsidian_module.TextAreaComponent(e);r.inputEl.style.width="100%",r.inputEl.style.height=2*this.lines+"em",1===this.lines&&(r.inputEl.style.resize="none",r.inputEl.style.overflow="hidden"),r.setPlaceholder(t??"").setValue(n??"").onChange((e=>this.input=e));const i=()=>{this.selectionUpdateTimer=this.view.ownerWindow.setTimeout((()=>{this.selectionStart=this.inputComponent.inputEl.selectionStart,this.selectionEnd=this.inputComponent.inputEl.selectionEnd}),30)};return r.inputEl.addEventListener("keydown",this.keyDownCallback.bind(this)),r.inputEl.addEventListener("keyup",i.bind(this)),r.inputEl.addEventListener("pointerup",i.bind(this)),r.inputEl.addEventListener("touchend",i.bind(this)),r.inputEl.addEventListener("input",i.bind(this)),r.inputEl.addEventListener("paste",i.bind(this)),r.inputEl.addEventListener("cut",i.bind(this)),r.inputEl.addEventListener("select",i.bind(this)),r.inputEl.addEventListener("selectionchange",i.bind(this)),r}createButton(e,t,n,r="",i="5px"){const a=new obsidian_module.ButtonComponent(e);return a.buttonEl.style.padding="0.5em",a.buttonEl.style.marginLeft=i,a.setTooltip(r),a.setButtonText(t).onClick(n),a}createButtonBar(e){const t=e.createDiv();t.style.display="flex",t.style.justifyContent="space-between",t.style.marginTop="1rem";const n=t.createDiv(),r=t.createDiv();if(this.buttons&&this.buttons.length>0){let e=null;for(const t of this.buttons){const n=new obsidian_module.ButtonComponent(r);n.buttonEl.style.marginLeft="5px",t.tooltip&&n.setTooltip(t.tooltip),n.setButtonText(t.caption).onClick((e=>{const n=t.action(this.input);n&&(this.input=n),this.submit()})),e=e??n}e&&(e.setCta(),e.buttonEl.style.marginRight="0")}else this.createButton(r,"✅",this.submitClickCallback.bind(this)).setCta().buttonEl.style.marginRight="0";this.createButton(r,"❌",this.cancelClickCallback.bind(this),t$d("PROMPT_BUTTON_CANCEL")),this.displayEditorButtons&&(this.createButton(n,"⏎",(()=>this.insertStringBtnClickCallback("\n")),t$d("PROMPT_BUTTON_INSERT_LINE"),"0"),this.createButton(n,"⌫",this.delBtnClickCallback.bind(this),"Delete"),this.createButton(n,"⎵",(()=>this.insertStringBtnClickCallback(" ")),t$d("PROMPT_BUTTON_INSERT_SPACE")),this.view&&this.createButton(n,"🔗",this.linkBtnClickCallback.bind(this),t$d("PROMPT_BUTTON_INSERT_LINK")),this.createButton(n,"🔠",this.uppercaseBtnClickCallback.bind(this),t$d("PROMPT_BUTTON_UPPERCASE")))}linkBtnClickCallback=()=>{this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),this.plugin.insertLinkDialog.start(this.view.file.path,(e=>{const t=this.inputComponent.inputEl.value;this.selectionStart>0&&" "!==t.slice(this.selectionStart-1,this.selectionStart)&&(e=" "+e),this.selectionStart<t.length&&" "!==t.slice(this.selectionStart,this.selectionStart+1)&&(e+=" ");const n=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+e+this.inputComponent.inputEl.value.slice(this.selectionStart);this.inputComponent.inputEl.value=n,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=this.selectionStart+e.length,this.selectionEnd=this.selectionStart+e.length,this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionStart)}))};insertStringBtnClickCallback=e=>{this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer);const t=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+e+this.inputComponent.inputEl.value.slice(this.selectionStart);this.inputComponent.inputEl.value=t,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=this.selectionStart+1,this.selectionEnd=this.selectionStart,this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionEnd)};delBtnClickCallback=()=>{if(this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),0===this.input.length)return;const e=this.selectionEnd>this.selectionStart?this.selectionStart:this.selectionStart>0?this.selectionStart-1:0,t=this.selectionEnd,n=this.inputComponent.inputEl.value.slice(0,e)+this.inputComponent.inputEl.value.slice(t);this.inputComponent.inputEl.value=n,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=e,this.selectionEnd=e,this.inputComponent.inputEl.setSelectionRange(e,e)};uppercaseBtnClickCallback=()=>{if(this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),this.selectionEnd===this.selectionStart)return;const e=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+this.inputComponent.inputEl.value.slice(this.selectionStart,this.selectionEnd).toUpperCase()+this.inputComponent.inputEl.value.slice(this.selectionEnd);this.inputComponent.inputEl.value=e,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionEnd)};submitClickCallback(){this.submit()}cancelClickCallback(){this.cancel()}keyDownCallback=e=>{("Enter"===e.key&&1===this.lines||isWinCTRLorMacCMD(e)&&"Enter"===e.key)&&(e.preventDefault(),this.submit()),this.displayEditorButtons&&"k"===e.key&&isWinCTRLorMacCMD(e)&&(e.preventDefault(),this.linkBtnClickCallback())};submit(){this.didSubmit=!0,this.close()}cancel(){this.close()}resolveInput(){this.didSubmit?this.resolvePromise(this.input):this.rejectPromise("No input given.")}removeInputListener(){this.inputComponent?.inputEl?.removeEventListener("keydown",this.keyDownCallback)}onOpen(){super.onOpen(),this.inputComponent.inputEl.focus(),this.inputComponent.inputEl.select()}onClose(){super.onClose(),this.resolveInput(),this.removeInputListener()}}class GenericSuggester extends obsidian_module.FuzzySuggestModal{displayItems;items;hint;instructions;resolvePromise;rejectPromise;promise;resolved;static Suggest(e,t,n,r,i){return new GenericSuggester(e,t,n,r,i).promise}constructor(e,t,n,r,i){super(e),this.displayItems=t,this.items=n,this.hint=r,this.instructions=i,this.limit=20,this.setPlaceholder(this.hint??""),i&&this.setInstructions(this.instructions),this.promise=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.open()}getItemText(e){return this.displayItems[this.items.indexOf(e)]}getItems(){return this.items}selectSuggestion(e,t){this.resolved=!0,super.selectSuggestion(e,t)}onChooseItem(e){this.resolved=!0,this.resolvePromise(e)}onClose(){super.onClose(),this.resolved||this.rejectPromise(this.inputEl.value)}}class NewFileActions extends obsidian_module.Modal{waitForClose;resolvePromise;rejectPromise;newFile=null;plugin;path;keys;view;openNewFile;parentFile;sourceElement;constructor({plugin:e,path:t,keys:n,view:r,openNewFile:i=!0,parentFile:a,sourceElement:o}){super(e.app),this.plugin=e,this.path=t,this.keys=n,this.view=r,this.openNewFile=i,this.sourceElement=o,this.parentFile=a??r.file,this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t}))}onOpen(){this.createForm()}openFile(e){this.newFile=e,e&&this.openNewFile&&openLeaf({plugin:this.plugin,fnGetLeaf:()=>getLeaf(this.plugin,this.view.leaf,this.keys),file:e,openState:{active:!0}})}onClose(){super.onClose(),this.resolvePromise(this.newFile),this.app=null,this.plugin=null,this.view=null,this.parentFile=null,this.sourceElement=null}createForm(){this.titleEl.setText(t$d("PROMPT_TITLE_NEW_FILE")),this.contentEl.createDiv({cls:"excalidraw-prompt-center",text:t$d("PROMPT_FILE_DOES_NOT_EXIST")}),this.contentEl.createDiv({cls:"excalidraw-prompt-center filepath",text:this.path}),this.contentEl.createDiv({cls:"excalidraw-prompt-center"},(e=>{e.style.textAlign="right";const t=()=>this.path&&""!==this.path?!!this.parentFile||(new obsidian_module.Notice(t$d("PROMPT_ERROR_DRAWING_CLOSED")),!1):(new obsidian_module.Notice(t$d("PROMPT_ERROR_NO_FILENAME")),!1),n=async e=>{if(!this.path.includes("/")){const e=new RegExp(`${escapeRegExp(this.parentFile.name)}$`,"g");this.path=this.parentFile.path.replace(e,this.path)}return this.path.match(/\.md$/)||(this.path=`${this.path}.md`),checkAndCreateFolder(splitFolderAndFilename(this.path).folderpath),await this.app.vault.create(this.path,e)};this.sourceElement&&(e.createEl("button",{text:t$d("PROMPT_BUTTON_EMBED_MARKDOWN"),attr:{"aria-label":t$d("PROMPT_BUTTON_EMBED_MARKDOWN_ARIA")}}).onclick=async()=>{if(!t)return;const e=await n("");if(e){const t=getEA(this.view);t.copyViewElementsToEAforEditing([this.sourceElement]),t.getElement(this.sourceElement.id).isDeleted=!0,t.addEmbeddable(this.sourceElement.x,this.sourceElement.y,500,500,void 0,e),await t.addElementsToView(),t.destroy()}this.close()}),e.createEl("button",{text:t$d("PROMPT_BUTTON_CREATE_MARKDOWN"),attr:{"aria-label":t$d("PROMPT_BUTTON_CREATE_MARKDOWN_ARIA")}}).onclick=async()=>{if(!t)return;const e=await n("");this.openFile(e),this.close()},e.createEl("button",{text:t$d("PROMPT_BUTTON_CREATE_EXCALIDRAW"),attr:{"aria-label":t$d("PROMPT_BUTTON_CREATE_EXCALIDRAW_ARIA")}}).onclick=async()=>{if(!t)return;const e=await n(await this.plugin.getBlankDrawing());await sleep$1(200),this.openFile(e),this.close()},e.createEl("button",{text:t$d("PROMPT_BUTTON_NEVERMIND")}).onclick=()=>{this.close()}}))}}class ConfirmationPrompt extends obsidian_module.Modal{plugin;waitForClose;resolvePromise;rejectPromise;didConfirm=!1;message;constructor(e,t){super(e.app),this.plugin=e,this.message=t,this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.display(),this.open()}display(){this.contentEl.empty(),this.titleEl.textContent=t$d("PROMPT_TITLE_CONFIRMATION");const e=this.contentEl.createDiv();e.style.marginBottom="1rem",e.innerHTML=this.message;const t=this.contentEl.createDiv();t.style.display="flex",t.style.justifyContent="flex-end";const n=this.createButton(t,t$d("PROMPT_BUTTON_CANCEL"),this.cancelClickCallback.bind(this));n.buttonEl.style.marginRight="0.5rem",this.createButton(t,t$d("PROMPT_BUTTON_OK"),this.confirmClickCallback.bind(this)).buttonEl.style.marginRight="0",n.buttonEl.focus()}createButton(e,t,n){const r=new obsidian_module.ButtonComponent(e);return r.setButtonText(t).onClick(n),r}cancelClickCallback(){this.didConfirm=!1,this.close()}confirmClickCallback(){this.didConfirm=!0,this.close()}onOpen(){super.onOpen(),this.contentEl.querySelector("button")?.focus()}onClose(){super.onClose(),this.didConfirm?this.resolvePromise(!0):this.resolvePromise(!1)}}async function linkPrompt(e,t,n,r="Select link to open"){const i=REGEX_LINK.getResList(e),a=REGEX_TAGS.getResList(e.replaceAll(/([^\s])#/g,"$1 "));let o=null,s=null,l=i[0]??a[0];const c=[...i.filter((e=>Boolean(e.value))).map((e=>{const t=REGEX_LINK.getAliasOrLink(e);return"100%"===t?REGEX_LINK.getLink(e):t})),...a.filter((e=>Boolean(e.value))).map((e=>REGEX_TAGS.getTag(e)))],d=[...i.filter((e=>Boolean(e.value))),...a.filter((e=>Boolean(e.value)))];if(d.length>1&&(l=await ScriptEngine.suggester(t,c,d,r),!l))return;if(!l)return;if(REGEX_TAGS.isTag(l))return void openTagSearch(REGEX_TAGS.getTag(l),t);if(openExternalLink(e=REGEX_LINK.getLink(l),t))return;const T=parseObsidianLink(e,t,!1);if("boolean"!=typeof T||!T){if("string"==typeof T&&(e=T),e.search("#")>-1){const t=getLinkParts(e,n?n.file:void 0);o=`#${t.isBlockRef?"^":""}${t.ref}`,e=t.path}if(!e.match(REG_LINKINDEX_INVALIDCHARS))return s=t.metadataCache.getFirstLinkpathDest(e,n?n.file.path:""),[s,e,o];new obsidian_module.Notice(t$d("FILENAME_INVALID_CHARS"),4e3)}}const templatePromt=async(e,t)=>1===e.length?e[0]:(await linkPrompt(e.map((e=>`[[${e.path}|${e.name}]]`)).join(" "),t,void 0,t$d("PROMPT_SELECT_TEMPLATE"))??[null,null,null])[0];function updateElementIdsInScene({elements:e},t,n){if("text"===t.type){const r=t;if(r.containerId){const t=e.find((e=>e.id===r.containerId));t.boundElements?.filter((e=>e.id===r.id)).forEach((e=>{e.id=n}))}}t.boundElements?.length>0&&t.boundElements.forEach((r=>{const i=e.find((e=>e.id===r.id));if(i.boundElements?.filter((e=>e.id===t.id)).forEach((e=>{e.id=n})),"arrow"===i.type){const e=i;e.startBinding?.elementId===t.id&&(e.startBinding.elementId=n),e.endBinding?.elementId===t.id&&(e.endBinding.elementId=n)}})),"frame"===t.type&&e.filter((e=>e.frameId===t.id)).forEach((e=>{e.frameId=n})),t.id=n}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_TAGS={EXPR:/(#[\p{Letter}\p{Emoji_Presentation}\p{Number}\/_-]+)/gu,getResList:e=>{const t=e.matchAll(REGEX_TAGS.EXPR);let n;const r=[];for(;!(n=t.next()).done;)r.push(n);return r},getTag:e=>e.value[1],isTag:e=>e.value[1]?.startsWith("#")},REGEX_LINK={EXPR:/(!)?(\[\[([^|\]]+)\|?([^\]]+)?]]|\[([^\]]*)]\(((?:[^\(\)]|\([^\(\)]*\))*)\))(\{(\d+)\})?/g,getResList:e=>{const t=e.matchAll(REGEX_LINK.EXPR);let n;const r=[];for(;!(n=t.next()).done;)r.push(n);return r},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,t)=>{const n=parseInt(e.value[8]);return isNaN(n)?t>0?t:null:n}},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 t,n=e.matchAll(DRAWING_COMPRESSED_REG);return t=n.next(),t.done&&(n=e.matchAll(DRAWING_COMPRESSED_REG_FALLBACK),t=n.next()),t.value&&t.value.length>1?[decompress(t.value[2]),t]:[null,t]},changeThemeOfExcalidrawMD=e=>{const t=isCompressedMD(e);let n=t?getDecompressedScene(e)[0]:e;return n?(isObsidianThemeDark?1===(n.match(/"theme"\s*:\s*"light"\s*,/g)||[]).length&&(n=n.replace(/"theme"\s*:\s*"light"\s*,/,'"theme": "dark",')):1===(n.match(/"theme"\s*:\s*"dark"\s*,/g)||[]).length&&(n=n.replace(/"theme"\s*:\s*"dark"\s*,/,'"theme": "light",')),t?e.replace(DRAWING_COMPRESSED_REG,`$1${compress(n)}$3`):n):e};function getJSON(e){let t,n;if(isCompressedMD(e)){const[t,n]=getDecompressedScene(e);return t?{scene:t.substring(0,t.lastIndexOf("}")+1),pos:n.value.index}:{scene:e,pos:n.value?n.value.index:0}}if(t=e.matchAll(DRAWING_REG),n=t.next(),n.done&&(t=e.matchAll(DRAWING_REG_FALLBACK),n=t.next()),n.value&&n.value.length>1){const e=n.value[2];return{scene:e.substr(0,e.lastIndexOf("}")+1),pos:n.value.index}}return{scene:e,pos:n.value?n.value.index:0}}async function getMarkdownDrawingSectionAsync(e,t){return t?`## Drawing\n\`\`\`compressed-json\n${await compressAsync(e)}\n\`\`\`\n%%`:`## Drawing\n\`\`\`json\n${e}\n\`\`\`\n%%`}function getMarkdownDrawingSection(e,t){return t?`## Drawing\n\`\`\`compressed-json\n${compress(e)}\n\`\`\`\n%%`:`## Drawing\n\`\`\`json\n${e}\n\`\`\`\n%%`}const RE_EXCALIDRAWDATA_WITHSECTION_OK=/^(#\n+)%%\n+# Excalidraw Data(?:\n|$)/m,RE_EXCALIDRAWDATA_WITHSECTION_NOTOK=/#\n+%%\n+# Excalidraw Data(?:\n|$)/m,RE_EXCALIDRAWDATA_NOSECTION_OK=/^(%%\n+)?# Excalidraw Data(?:\n|$)/m,RE_TEXTELEMENTS_WITHSECTION_OK=/^#\n+%%\n+##? Text Elements(?:\n|$)/m,RE_TEXTELEMENTS_WITHSECTION_NOTOK=/#\n+%%\n+##? Text Elements(?:\n|$)/m,RE_TEXTELEMENTS_NOSECTION_OK=/^(%%\n+)?##? Text Elements(?:\n|$)/m,RE_EXCALIDRAWDATA_FALLBACK_1=/(.*)%%\n+# Excalidraw Data(?:\n|$)/m,RE_EXCALIDRAWDATA_FALLBACK_2=/(.*)# Excalidraw Data(?:\n|$)/m,RE_TEXTELEMENTS_FALLBACK_1=/(.*)%%\n+##? Text Elements(?:\n|$)/m,RE_TEXTELEMENTS_FALLBACK_2=/(.*)##? Text Elements(?:\n|$)/m,RE_DRAWING=/^(%%\n+)?##? Drawing\n/m,getExcalidrawMarkdownHeaderSection=(e,t)=>{const n=e.search(RE_DRAWING);n>0&&(e=e.substring(0,n));const r=e.match(RE_EXCALIDRAWDATA_WITHSECTION_OK);let i=r?.index??-1,a=!1;if(i>0&&(i+=r[1].length),-1===i&&(i=e.search(RE_EXCALIDRAWDATA_WITHSECTION_NOTOK),i>0&&(a=!0)),-1===i&&(i=e.search(RE_EXCALIDRAWDATA_NOSECTION_OK)),-1===i){const t=e.match(RE_EXCALIDRAWDATA_FALLBACK_1);t&&Boolean(t[1])&&(i=t.index+t[1].length)}if(-1===i){const t=e.match(RE_EXCALIDRAWDATA_FALLBACK_2);t&&Boolean(t[1])&&(i=t.index+t[1].length)}if(-1===i&&(i=e.search(RE_TEXTELEMENTS_WITHSECTION_OK),i>0&&(i+=2)),-1===i&&(i=e.search(RE_TEXTELEMENTS_WITHSECTION_NOTOK),i>0&&(a=!0)),-1===i&&(i=e.search(RE_TEXTELEMENTS_NOSECTION_OK)),-1===i){const t=e.match(RE_TEXTELEMENTS_FALLBACK_1);t&&Boolean(t[1])&&(i=t.index+t[1].length)}if(-1===i){const t=e.match(RE_TEXTELEMENTS_FALLBACK_2);t&&Boolean(t[1])&&(i=t.index+t[1].length)}if(-1===i&&n>0&&(i=n),-1===i)return e.endsWith("\n")?e:e+"\n";let o=updateFrontmatterInString(e.substring(0,i),t);return a?o+"\n#\n":o.endsWith("\n")?o:o+"\n"};class ExcalidrawData{plugin;textElements=null;scene=null;deletedElements=[];file=null;app;showLinkBrackets;linkPrefix;embeddableTheme="auto";urlPrefix;autoexportPreference=AutoexportPreference.inherit;textMode=TextMode.raw;loaded=!1;elementLinks=null;files=null;equations=null;mermaids=null;compatibilityMode=!1;textElementCommentedOut=!1;selectedElementIds={};constructor(e){this.plugin=e,this.app=this.plugin.app,this.files=new Map,this.equations=new Map,this.mermaids=new Map}destroy(){this.textElements=null,this.scene=null,this.deletedElements=[],this.file=null,this.app=null,this.showLinkBrackets=null,this.linkPrefix=null,this.embeddableTheme=null,this.urlPrefix=null,this.autoexportPreference=null,this.textMode=null,this.loaded=!1,this.elementLinks=null,this.files=null,this.equations=null,this.mermaids=null,this.compatibilityMode=null,this.textElementCommentedOut=null,this.selectedElementIds=null}initializeNonInitializedFields(){if(!this.scene||!this.scene.elements)return;const e=this.scene.source.split("https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/")[1]??"1.8.16",t=this.scene.elements;for(const e of t){if("iframe"!==e.type||e.customData||(e.type="embeddable"),e.boundElements){const n=new Map;let r=!1;e.boundElements.forEach((e=>{if("text"===e.type)if(r){const n=t.find((t=>t.id===e.id));n&&(n.containerId=null)}else n.set(e.id,e.type),r=!0;else n.set(e.id,e.type)}));const i=Array.from(n,(([e,t])=>({id:e,type:t})));i.length!==e.boundElements.length&&(e.boundElements=i)}e.boundElementIds&&(e.boundElements||(e.boundElements=[]),e.boundElements=e.boundElements.concat(e.boundElementIds.map((e=>({type:"arrow",id:e})))),delete e.boundElementIds),"text"!==e.type||e.containerId||(e.containerId=null),null===e.x&&(e.x=0),null===e.y&&(e.y=0),null===e.startBinding?.focus&&(e.startBinding.focus=0),null===e.endBinding?.focus&&(e.endBinding.focus=0),null===e.fontSize&&(e.fontSize=20),"text"!==e.type||e.hasOwnProperty("autoResize")||(e.autoResize=!0),"text"!==e.type||e.hasOwnProperty("lineHeight")||(e.lineHeight=getLineHeight(e.fontFamily)),"image"!==e.type||e.hasOwnProperty("roundness")||(e.roundness=null)}try{t.filter((e=>"text"===e.type&&e.containerId&&t.some((t=>t.id===e.containerId&&t.boundElements.length>0&&t.boundElements.some((t=>"text"===t.type&&t.id!==e.id&&t.id.length>8)))))).forEach((e=>{try{const n=t.filter((t=>t.id===e.containerId))[0],r=n.boundElements.filter((e=>!("text"===e.type&&!t.some((t=>t.id===e.id)))));n.boundElements=[{id:e.id,type:"text"}].concat(r)}catch(e){}}));const n=!isVersionNewerThanOther(e,"1.8.16");t.filter((e=>e.boundElements&&e.boundElements.length>0)).forEach((e=>{n&&!e.customData?.legacyTextWrap&&addAppendUpdateCustomData(e,{legacyTextWrap:!0});const r=e.boundElements.filter((e=>t.some((t=>t.id===e.id))));r.length!==e.boundElements.length&&(e.boundElements=r)})),t.filter((e=>"text"===e.type&&e.containerId&&!t.some((t=>t.id===e.containerId)))).forEach((e=>{e.containerId=null}))}catch{}}async loadData(e,t,n){if(!t)return!1;if(this.loaded=!1,this.selectedElementIds={},this.textElements=new Map,this.elementLinks=new Map,this.file!==t&&(this.files.clear(),this.equations.clear(),this.mermaids.clear()),this.file=t,this.compatibilityMode=!1,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.setAutoexportPreferences(),this.setembeddableThemePreference(),this.scene=null,this.plugin.settings.syncExcalidraw){const e=`${t.path.substring(0,t.path.lastIndexOf(".md"))}.excalidraw`,n=this.app.vault.getAbstractFileByPath(e);if(n&&n instanceof obsidian_module.TFile&&n.stat.mtime>t.stat.mtime){const e=await this.app.vault.read(n);this.scene=JSON.parse(e)}}let r=null;if(r=(()=>{const t=getJSON(e);if(-1===t.pos)throw new Error("Excalidraw JSON not found in the file");return this.scene||(this.scene=JSON_parse(t.scene)),t})(),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.scene.appState.hasOwnProperty("previousGridSize")&&(null===this.scene.appState.gridSize?(this.scene.appState.gridSize=this.scene.appState.previousGridSize,this.scene.appState.gridModeEnabled=!1):this.scene.appState.gridModeEnabled=!0,delete this.scene.appState.previousGridSize),this.scene.appState?.gridColor?.hasOwnProperty("MajorGridFrequency")&&(this.scene.appState.gridColor.MajorGridFrequency>1&&(this.scene.gridStep=this.scene.appState.gridColor.MajorGridFrequency),delete this.scene.appState.gridColor.MajorGridFrequency),this.scene?.elements?.some((e=>"iframe"===e.type&&!e.customData))){const e=new ConfirmationPrompt(this.plugin,"This file contains embedded frames which will be migrated to a newer version for compatibility with <a href='https://excalidraw.com'>excalidraw.com</a>.<br>🔄 If you're using Obsidian on multiple devices, you may proceed now, but please, before opening this file on your other devices, update Excalidraw on those as well.<br>🔍 More info is available <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.9.9'>here</a>.<br>🌐 <a href='https://translate.google.com/?sl=en&tl=zh-CN&text=This%20file%20contains%20embedded%20frames%20which%20will%20be%20migrated%20to%20a%20newer%20version%20for%20compatibility%20with%20excalidraw.com.%0A%0AIf%20you%27re%20using%20Obsidian%20on%20multiple%20devices%2C%20you%20may%20proceed%20now%2C%20but%20please%2C%20before%20opening%20this%20file%20on%20your%20other%20devices%2C%20update%20Excalidraw%20on%20those%20as%20well.%0A%0AMore%20info%20is%20available%20here%3A%20https%3A%2F%2Fgithub.com%2Fzsviczian%2Fobsidian-excalidraw-plugin%2Freleases%2Ftag%2F1.9.9%27%3Ehere%3C%2Fa%3E.&op=translate'>Translate</a>.");if(e.contentEl.focus(),!await e.waitForClose)throw new Error("iframe conversion canceled")}this.initializeNonInitializedFields();let i=(e=e.substring(0,r.pos)).search(RE_EXCALIDRAWDATA_NOSECTION_OK);if(-1===i&&(i=e.search(RE_EXCALIDRAWDATA_FALLBACK_2)),-1===i&&(i=e.search(RE_TEXTELEMENTS_NOSECTION_OK)),-1===i&&(i=e.search(RE_TEXTELEMENTS_FALLBACK_2)),-1===i)return await this.setTextMode(n,!1),this.loaded=!0,!0;const a=(e=e.slice(i)).match(/^((%%\n*)?# Excalidraw Data\n## Text Elements(?:\n|$))/m)??e.match(/^((%%\n*)?##? Text Elements(?:\n|$))/m),o=a?a[0]:e.match(/(.*##? Text Elements(?:\n|$))/m)[0];let s;e=e.slice(o.length),this.textElementCommentedOut=o.startsWith("%%\n"),i=0;const l=new Map,c=e.indexOf("## Element Links\n"),d=e.indexOf("# Element Links\n"),T=(c>-1?e.substring(c+17):e.substring(d+16)).matchAll(/^(.{8}):\s*(.*)$/gm);for(;!(s=T.next()).done;)l.set(s.value[1],s.value[2]);const u=/^%%\*\*\*>>>text element-link:(\[\[[^<*\]]*]])<<<\*\*\*%%/gm;let Q=e.matchAll(/\s\^(.{8})[\n]+/g);for(;!(s=Q.next()).done;){let t=e.substring(i,s.value.index);const n=s.value[1],r=this.scene.elements.filter((e=>e.id===n))[0];if(r)if("text"!==r.type)r.link!==t&&(r.link=t,r.version++,r.versionNonce++),this.elementLinks.set(n,t);else{const e=t.matchAll(u).next();e.done||(t=t.replace(u,""),r.link=e.value[1]),l.has(n)&&(r.link=l.get(n),l.delete(n));const i=await this.parse(t);r.rawText=t,this.textElements.set(n,{raw:t,parsed:i.parsed}),i.link&&(r.link=i.link),!r||r.rawText&&""!==r.rawText||(r.rawText=t)}i=s.value.index+12}for(const[e,t]of l){const n=this.scene.elements.filter((t=>t.id===e))[0];n&&(n.link=t,n.version++,n.versionNonce++,this.elementLinks.set(e,t))}const p=e.indexOf("## Embedded Files\n"),h=e.indexOf("# Embedded files\n");if(p>-1||h>-1){const t=/([\w\d]*):\s*\!?\[\[([^\]]*)]]\s*(\{[^}]*})?\n/gm;for(Q=(e=p>-1?e.substring(p+18):e.substring(h+17)).matchAll(t);!(s=Q.next()).done;){const e=new EmbeddedFile(this.plugin,this.file.path,s.value[2],s.value[3]);this.setFile(s.value[1],e)}const n=/([\w\d]*):\s*((?:https?|file|ftps?):\/\/[^\s]*)\n/gm;for(Q=e.matchAll(n);!(s=Q.next()).done;){const e=new EmbeddedFile(this.plugin,null,s.value[2]);this.setFile(s.value[1],e)}const r=/([\w\d]*):\s*\$\$([\s\S]*?)(\$\$\s*\n)/gm;for(Q=e.matchAll(r);!(s=Q.next()).done;)this.setEquation(s.value[1],{latex:s.value[2],isLoaded:!1});const i=getMermaidImageElements(this.scene.elements);i.length>0&&!shouldRenderMermaid()?new obsidian_module.Notice("Mermaid images are only supported in Obsidian 1.4.14 and above. Please update Obsidian to see the mermaid images in this drawing. Obsidian mobile 1.4.14 currently only avaiable to Obsidian insiders",5e3):i.forEach((e=>this.setMermaid(e.fileId,{mermaid:getMermaidText(e),isLoaded:!1})))}return this.findNewTextElementsInScene(),this.findNewElementLinksInScene(),await this.setTextMode(n,!0),this.loaded=!0,!0}async loadLegacyData(e,t){return!!t&&(this.loaded=!1,this.selectedElementIds={},this.compatibilityMode=!0,this.file=t,this.textElements=new Map,this.elementLinks=new Map,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.setembeddableThemePreference(),this.scene=JSON.parse(e),this.scene.files||(this.scene.files={}),this.initializeNonInitializedFields(),this.plugin.settings.matchThemeAlways&&(this.scene.appState.theme=isObsidianThemeDark()?"dark":"light"),this.files.clear(),this.equations.clear(),this.mermaids.clear(),this.findNewTextElementsInScene(),this.findNewElementLinksInScene(),await this.setTextMode(TextMode.raw,!0),this.loaded=!0,!0)}async setTextMode(e,t=!1){this.scene&&(this.textMode=e,await this.updateSceneTextElements(t))}async updateSceneTextElements(e=!1){const t=arrayToMap(this.scene.elements),n=this.scene.elements?.filter((e=>"text"===e.type&&!e.isDeleted));for(const e of n){const n=getContainerElement(e,t),r=await this.getText(e.id)??e.originalText??e.text,{text:i,x:a,y:o,width:s,height:l}=refreshTextDimensions(e,n,t,r);try{e.originalText=r,e.text=i,e.x=a,e.y=o,e.width=s,e.height=l}catch(e){}}}async getText(e){const t=this.textElements.get(e);return t?this.textMode===TextMode.parsed?(t.parsed||this.textElements.set(e,{raw:t.raw,parsed:(await this.parse(t.raw)).parsed}),t.parsed):t.raw:null}findNewElementLinksInScene(){let e=!1;const t=this.scene.elements?.filter((e=>"text"!==e.type&&e.link&&!this.elementLinks.has(e.id)));if(0===t.length)return e;let n;for(const r of t)n=r.id,r.id.length>8&&(e=!0,n=nanoid(),updateElementIdsInScene(this.scene,r,n)),this.elementLinks.set(n,r.link);return e}findNewTextElementsInScene(e={}){this.selectedElementIds=e;const t=this.scene.elements?.filter((e=>"text"===e.type));let n,r=!1;for(const e of t)if(n=e.id,e.id.length>8){if(r=!0,n=nanoid(),this.selectedElementIds[e.id]&&(delete this.selectedElementIds[e.id],this.selectedElementIds[n]=!0),updateElementIdsInScene(this.scene,e,n),this.textElements.has(e.id)){const t=this.textElements.get(e.id);this.textElements.set(n,{raw:t.raw,parsed:t.parsed}),this.textElements.delete(e.id)}if(!this.textElements.has(n)){const t=e.rawText&&""!==e.rawText?e.rawText:e.text;this.textElements.set(n,{raw:t,parsed:null}),this.parseasync(n,t)}}else if(!this.textElements.has(e.id)){const t=e.rawText&&""!==e.rawText?e.rawText:e.text;this.textElements.set(n,{raw:t,parsed:null}),this.parseasync(n,t)}return r}updateElementLinksFromScene(){for(const e of this.elementLinks.keys()){const t=this.scene.elements?.filter((t=>"text"!==t.type&&t.id===e&&t.link));0===t.length?this.elementLinks.delete(e):this.elementLinks.set(e,t[0].link)}}async updateTextElementsFromScene(){for(const e of this.textElements.keys()){const t=this.scene.elements?.filter((t=>"text"===t.type&&t.id===e));if(0===t.length)this.textElements.delete(e);else{const n=await this.getText(e),r=this.scene.prevTextMode===TextMode.parsed?t[0].rawText:t[0].originalText??t[0].text;n!==(t[0].originalText??t[0].text)&&this.textElements.set(e,{raw:r,parsed:(await this.parse(r)).parsed})}}}async parseasync(e,t){this.textElements.set(e,{raw:t,parsed:(await this.parse(t)).parsed})}parseLinks(e,t,n){return e.substring(t,n.value.index)+(this.showLinkBrackets?"[[":"")+REGEX_LINK.getAliasOrLink(n)+(this.showLinkBrackets?"]]":"")}async getTransclusion(e){const t=getLinkParts(e,this.file),n=this.app.metadataCache.getFirstLinkpathDest(t.path,this.file.path);return await getTransclusion(t,this.app,n,this.plugin.settings.pageTransclusionCharLimit)}async parse(e){e=this.parseCheckbox(e);let t="",n=null,r=0;const i=REGEX_LINK.getRes(e);let a,o=!1,s=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(n=e,s=!0);!(a=i.next()).done;){if(!n){const e=REGEX_LINK.getLink(a);n=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}if(REGEX_LINK.isTransclusion(a)){let n=this.parseCheckbox((await this.getTransclusion(REGEX_LINK.getLink(a))).contents).replaceAll(/%%[^%]*%%/gm,"");this.plugin.settings.removeTransclusionQuoteSigns&&(n=n.replaceAll(/\n\s*>\s?/gm,"\n")),t+=e.substring(r,a.value.index)+wrapTextAtCharLength(n,REGEX_LINK.getWrapLength(a,this.plugin.settings.wordWrappingDefault),this.plugin.settings.forceWrap)}else{const n=this.parseLinks(e,r,a);if(n&&(t+=n,!s&&!o)){const e=REGEX_LINK.getLink(a);e.match(REG_LINKINDEX_HYPERLINK)?s=!e.startsWith("cmd://"):o=!0}}r=a.value.index+a.value[0].length}return t+=e.substring(r,e.length),o&&(t=this.linkPrefix+t),s&&(t=this.urlPrefix+t),{parsed:t,link:n}}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${this.plugin.settings.done} `):e}quickParse(e){if((e=>{const t=REGEX_LINK.getRes(e);let n;for(;!(n=t.next()).done;)if(REGEX_LINK.isTransclusion(n))return!0;return!1})(e))return[null,null];e=this.parseCheckbox(e);let t="",n=null,r=0;const i=REGEX_LINK.getRes(e);let a,o=!1,s=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(n=e,s=!0);!(a=i.next()).done;){if(!n){const e=REGEX_LINK.getLink(a);n=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}const i=this.parseLinks(e,r,a);if(i&&(t+=i,!s&&!o)){const e=REGEX_LINK.getLink(a);e.match(REG_LINKINDEX_HYPERLINK)?s=!e.startsWith("cmd://"):o=!0}r=a.value.index+a.value[0].length}return t+=e.substring(r,e.length),o&&(t=this.linkPrefix+t),s&&(t=this.urlPrefix+t),[t,n]}disableCompression=!1;generateMDBase(e=[]){let t=this.textElementCommentedOut?"%%\n":"";t+="# Excalidraw Data\n## Text Elements\n",this.plugin.settings.addDummyTextElement&&(t+="\n^_dummy!_\n\n");const n=new Map;for(const e of this.textElements.keys()){const r=this.scene.elements.filter((t=>t.id===e));let i=this.textElements.get(e).raw;r&&1===r.length&&r[0].link&&r[0].rawText===r[0].originalText&&n.set(e,r[0].link),t+=`${i} ^${e}\n\n`}if(this.elementLinks.size>0||n.size>0){t+="## Element Links\n";for(const e of this.elementLinks.keys())t+=`${e}: ${this.elementLinks.get(e)}\n\n`;for(const e of n.keys())t+=`${e}: ${n.get(e)}\n\n`}if(t+=this.equations.size>0||this.files.size>0?"## Embedded Files\n":"",this.equations.size>0)for(const e of this.equations.keys())t+=`${e}: $$${this.equations.get(e).latex}$$\n\n`;if(this.files.size>0)for(const e of this.files.keys()){const n=/(^[^#\|]*)/,r=this.files.get(e);r.isHyperLink||r.isLocalLink?t+=`${e}: ${r.hyperlink}\n\n`:t+=`${e}: [[${r.file?r.linkParts.original.replace(n,this.app.metadataCache.fileToLinktext(r.file,this.file.path)):r.linkParts.original}]]${r.colorMap?" "+JSON.stringify(r.colorMap):""}\n\n`}return{outString:t,sceneJSONstring: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")}}async generateMDAsync(e=[]){const{outString:t,sceneJSONstring:n}=this.generateMDBase(e);return t+(this.textElementCommentedOut?"":"%%\n")+await getMarkdownDrawingSectionAsync(n,!this.disableCompression&&this.plugin.settings.compress)}generateMDSync(e=[]){const{outString:t,sceneJSONstring:n}=this.generateMDBase(e);return t+(this.textElementCommentedOut?"":"%%\n")+getMarkdownDrawingSection(n,!this.disableCompression&&this.plugin.settings.compress)}async saveDataURLtoVault(e,t,n,r){const i=this.scene;let a=r;if(!a)switch(a=`Pasted Image ${window.moment().format("YYYYMMDDHHmmss_SSS")}`,t){case"image/png":default:a+=".png";break;case"image/jpeg":a+=".jpg";break;case"image/svg+xml":a+=".svg";break;case"image/gif":a+=".gif"}const o=await getAttachmentsFolderAndFilePath(this.app,this.file.path,a),s=getNewUniqueFilepath(this.app.vault,a,o.folder),l=await getBinaryFileFromDataURL(e);if(!l)return null;const c=await this.app.vault.createBinary(s,l),d=new EmbeddedFile(this.plugin,this.file.path,s);return d.setImage(e,t,{height:0,width:0},"dark"===i.appState?.theme,"image/svg+xml"===t),this.setFile(n,d),c}async syncFiles(){let e=!1;const t=this.scene,n=t.elements.filter((e=>"image"===e.type)),r=n.map((e=>e.fileId));if(this.files.forEach(((t,n)=>{r.contains(n)||(this.files.delete(n),e=!0)})),this.equations.forEach(((t,n)=>{r.contains(n)||(this.equations.delete(n),e=!0)})),this.mermaids.forEach(((t,n)=>{r.contains(n)||(this.mermaids.delete(n),e=!0)})),!t.files||0===Object.keys(t.files).length)return!1;const i=new Set;r.forEach(((r,a)=>{if(i.has(r)){const o=this.getFile(r),s=this.getEquation(r),l=this.getMermaid(r);if(o&&(o.isHyperLink||o.isLocalLink||o.file&&("md"!==o.file.extension||this.plugin.isExcalidrawFile(o.file))))return;if(l)return;if(getMermaidText(n[a]))return void this.setMermaid(r,{mermaid:getMermaidText(n[a]),isLoaded:!0});if(!o&&!s&&!l)return;const c=fileid();t.elements.filter((e=>e.fileId===r)).sort(((e,t)=>e.updated<t.updated?1:-1))[0].fileId=c,e=!0,i.add(c),o&&this.setFile(c,new EmbeddedFile(this.plugin,this.file.path,o.linkParts.original)),s&&this.setEquation(c,{latex:s.latex,isLoaded:!1})}i.add(r)}));for(const n of Object.keys(t.files)){const r=getMermaidImageElements(t.elements.filter((e=>e.fileId===n)));this.hasFile(n)||this.hasEquation(n)||this.hasMermaid(n)||r.length>0||(e=!0,await this.saveDataURLtoVault(t.files[n].dataURL,t.files[n].mimeType,n,t.files[n].name))}return e}async syncElements(e,t){this.scene=e;let n=!1;return this.compatibilityMode||(n=await this.syncFiles(),this.scene.files={}),this.updateElementLinksFromScene(),n=n||this.setLinkPrefix()||this.setUrlPrefix()||this.setShowLinkBrackets()||this.findNewElementLinksInScene(),await this.updateTextElementsFromScene(),n||this.findNewTextElementsInScene(t)}async updateScene(e){this.scene=JSON_parse(e),this.updateElementLinksFromScene();const t=this.setLinkPrefix()||this.setUrlPrefix()||this.setShowLinkBrackets()||this.setembeddableThemePreference()||this.findNewElementLinksInScene();return await this.updateTextElementsFromScene(),!(!t&&!this.findNewTextElementsInScene()||(await this.updateSceneTextElements(),0))}getRawText(e){return this.textElements.get(e)?.raw}getParsedText(e){const t=this.textElements.get(e);return t?t.parsed:null}setTextElement(e,t,n){const[r,i]=this.quickParse(t);return r?(this.textElements.set(e,{raw:t,parsed:r}),[r,i]):(this.parse(t).then((r=>{const i=r.parsed;this.textElements.set(e,{raw:t,parsed:i}),i&&n(i)})),[null,null])}async addTextElement(e,t,n){const r=await this.parse(n);return this.textElements.set(e,{raw:n,parsed:r.parsed}),{parseResult:r.parsed,link:r.link}}deleteTextElement(e){this.textElements.delete(e)}getOpenMode(){const e=this.app.metadataCache.getFileCache(this.file);let t="view-mobile"===this.plugin.settings.defaultMode?DEVICE.isPhone?"view":"normal":this.plugin.settings.defaultMode;switch(e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS["default-mode"].name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS["default-mode"].name]&&(t=e.frontmatter[FRONTMATTER_KEYS["default-mode"].name]),t){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 t=this.plugin.settings.linkOpacity;return e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS["linkbutton-opacity"].name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS["linkbutton-opacity"].name]&&(t=e.frontmatter[FRONTMATTER_KEYS["linkbutton-opacity"].name]),t}getOnLoadScript(){const e=this.app.metadataCache.getFileCache(this.file);return e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS["onload-script"].name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS["onload-script"].name]?e.frontmatter[FRONTMATTER_KEYS["onload-script"].name]:null}setLinkPrefix(){const e=this.linkPrefix,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&void 0!==t.frontmatter[FRONTMATTER_KEYS["link-prefix"].name]?this.linkPrefix=t.frontmatter[FRONTMATTER_KEYS["link-prefix"].name]??"":this.linkPrefix=this.plugin.settings.linkPrefix,e!==this.linkPrefix}setUrlPrefix(){const e=this.urlPrefix,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&void 0!==t.frontmatter[FRONTMATTER_KEYS["url-prefix"].name]?this.urlPrefix=t.frontmatter[FRONTMATTER_KEYS["url-prefix"].name]??"":this.urlPrefix=this.plugin.settings.urlPrefix,e!==this.urlPrefix}setAutoexportPreferences(){const e=this.app.metadataCache.getFileCache(this.file);if(e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS.autoexport.name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS.autoexport.name])switch(e.frontmatter[FRONTMATTER_KEYS.autoexport.name].toLowerCase()){case"none":this.autoexportPreference=AutoexportPreference.none;break;case"both":this.autoexportPreference=AutoexportPreference.both;break;case"png":this.autoexportPreference=AutoexportPreference.png;break;case"svg":this.autoexportPreference=AutoexportPreference.svg;break;default:this.autoexportPreference=AutoexportPreference.inherit}else this.autoexportPreference=AutoexportPreference.inherit}setembeddableThemePreference(){const e=this.embeddableTheme,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&null!==t.frontmatter[FRONTMATTER_KEYS["embeddable-theme"].name]&&void 0!==t.frontmatter[FRONTMATTER_KEYS["embeddable-theme"].name]?(this.embeddableTheme=t.frontmatter[FRONTMATTER_KEYS["embeddable-theme"].name].toLowerCase(),EMBEDDABLE_THEME_FRONTMATTER_VALUES.includes(this.embeddableTheme)||(this.embeddableTheme="default")):t?.frontmatter&&null!==t.frontmatter[FRONTMATTER_KEYS["iframe-theme"].name]&&void 0!==t.frontmatter[FRONTMATTER_KEYS["iframe-theme"].name]?(this.embeddableTheme=t.frontmatter[FRONTMATTER_KEYS["iframe-theme"].name].toLowerCase(),EMBEDDABLE_THEME_FRONTMATTER_VALUES.includes(this.embeddableTheme)||(this.embeddableTheme="default")):this.embeddableTheme=this.plugin.settings.iframeMatchExcalidrawTheme?"auto":"default",e!==this.embeddableTheme}setShowLinkBrackets(){const e=this.showLinkBrackets,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&null!==t.frontmatter[FRONTMATTER_KEYS["link-brackets"].name]&&void 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e=[],t=arguments.length;t--;)e[t]=arguments[t];var n=Fn(e,"rgb"),r=n[0],i=n[1],a=n[2],o=[Zn(r/255),Zn(i/255),Zn(a/255)],s=o[0],l=o[1],c=o[2],d=Bn(.4122214708*s+.5363325363*l+.0514459929*c),T=Bn(.2119034982*s+.6806995451*l+.1073969566*c),u=Bn(.0883024619*s+.2817188376*l+.6299787005*c);return[.2104542553*d+.793617785*T-.0040720468*u,1.9779984951*d-2.428592205*T+.4505937099*u,.0259040371*d+.7827717662*T-.808675766*u]};function Zn(e){var t=Math.abs(e);return t<.04045?e/12.92:(Un(e)||1)*Gn((t+.055)/1.055,2.4)}var zn=d.unpack,qn=Math.pow,Xn=Math.sign,Kn=function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];var n=(e=zn(e,"lab"))[0],r=e[1],i=e[2],a=qn(n+.3963377774*r+.2158037573*i,3),o=qn(n-.1055613458*r-.0638541728*i,3),s=qn(n-.0894841775*r-1.291485548*i,3);return[255*Yn(4.0767416621*a-3.3077115913*o+.2309699292*s),255*Yn(-1.2684380046*a+2.6097574011*o-.3413193965*s),255*Yn(-.0041960863*a-.7034186147*o+1.707614701*s),e.length>3?e[3]:1]};function Yn(e){var t=Math.abs(e);return t>.0031308?(Xn(e)||1)*(1.055*qn(t,1/2.4)-.055):12.92*e}var Jn=d.unpack,er=d.type,tr=b,nr=f,rr=T,ir=Wn;nr.prototype.oklab=function(){return ir(this._rgb)},tr.oklab=function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];return new(Function.prototype.bind.apply(nr,[null].concat(e,["oklab"])))},rr.format.oklab=Kn,rr.autodetect.push({p:3,test:function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];if(e=Jn(e,"oklab"),"array"===er(e)&&3===e.length)return"oklab"}});var ar=d.unpack,or=Wn,sr=Ft,lr=function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];var n=ar(e,"rgb"),r=n[0],i=n[1],a=n[2],o=or(r,i,a),s=o[0],l=o[1],c=o[2];return sr(s,l,c)},cr=d.unpack,dr=Kt,Tr=Kn,ur=function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];var n=(e=cr(e,"lch"))[0],r=e[1],i=e[2],a=dr(n,r,i),o=a[0],s=a[1],l=a[2],c=Tr(o,s,l);return[c[0],c[1],c[2],e.length>3?e[3]:1]},Qr=d.unpack,pr=d.type,hr=b,mr=f,fr=T,gr=lr;mr.prototype.oklch=function(){return gr(this._rgb)},hr.oklch=function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];return new(Function.prototype.bind.apply(mr,[null].concat(e,["oklch"])))},fr.format.oklch=ur,fr.autodetect.push({p:3,test:function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];if(e=Qr(e,"oklch"),"array"===pr(e)&&3===e.length)return"oklch"}});var br=f,yr=d.type;br.prototype.alpha=function(e,t){return void 0===t&&(t=!1),void 0!==e&&"number"===yr(e)?t?(this._rgb[3]=e,this):new br([this._rgb[0],this._rgb[1],this._rgb[2],e],"rgb"):this._rgb[3]},f.prototype.clipped=function(){return this._rgb._clipped||!1};var _r=f,Lr=ft;_r.prototype.darken=function(e){void 0===e&&(e=1);var t=this.lab();return t[0]-=Lr.Kn*e,new _r(t,"lab").alpha(this.alpha(),!0)},_r.prototype.brighten=function(e){return void 0===e&&(e=1),this.darken(-e)},_r.prototype.darker=_r.prototype.darken,_r.prototype.brighter=_r.prototype.brighten,f.prototype.get=function(e){var t=e.split("."),n=t[0],r=t[1],i=this[n]();if(r){var a=n.indexOf(r)-("ok"===n.substr(0,2)?2:0);if(a>-1)return i[a];throw new Error("unknown channel "+r+" in mode "+n)}return i};var vr=f,wr=d.type,Er=Math.pow;vr.prototype.luminance=function(e){if(void 0!==e&&"number"===wr(e)){if(0===e)return new vr([0,0,0,this._rgb[3]],"rgb");if(1===e)return new vr([255,255,255,this._rgb[3]],"rgb");var t=this.luminance(),n=20,r=function(t,i){var a=t.interpolate(i,.5,"rgb"),o=a.luminance();return Math.abs(e-o)<1e-7||!n--?a:o>e?r(t,a):r(a,i)},i=(t>e?r(new vr([0,0,0]),this):r(this,new vr([255,255,255]))).rgb();return new vr(i.concat([this._rgb[3]]))}return xr.apply(void 0,this._rgb.slice(0,3))};var xr=function(e,t,n){return.2126*(e=Mr(e))+.7152*(t=Mr(t))+.0722*Mr(n)},Mr=function(e){return(e/=255)<=.03928?e/12.92:Er((e+.055)/1.055,2.4)},Sr={},Hr=f,Cr=d.type,Or=Sr,Ar=function(e,t,n){void 0===n&&(n=.5);for(var r=[],i=arguments.length-3;i-- >0;)r[i]=arguments[i+3];var a=r[0]||"lrgb";if(Or[a]||r.length||(a=Object.keys(Or)[0]),!Or[a])throw new Error("interpolation 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s=i.indexOf(a)-("ok"===i.substr(0,2)?2:0);if(s>-1){if("string"==Dr(t))switch(t.charAt(0)){case"+":case"-":o[s]+=+t;break;case"*":o[s]*=+t.substr(1);break;case"/":o[s]/=+t.substr(1);break;default:o[s]=+t}else{if("number"!==Dr(t))throw new Error("unsupported value for Color.set");o[s]=t}var l=new Rr(o,i);return n?(this._rgb=l._rgb,this):l}throw new Error("unknown channel "+a+" in mode "+i)}return o};var $r=f;Sr.rgb=function(e,t,n){var r=e._rgb,i=t._rgb;return new $r(r[0]+n*(i[0]-r[0]),r[1]+n*(i[1]-r[1]),r[2]+n*(i[2]-r[2]),"rgb")};var jr=f,Fr=Math.sqrt,Br=Math.pow;Sr.lrgb=function(e,t,n){var r=e._rgb,i=r[0],a=r[1],o=r[2],s=t._rgb,l=s[0],c=s[1],d=s[2];return new jr(Fr(Br(i,2)*(1-n)+Br(l,2)*n),Fr(Br(a,2)*(1-n)+Br(c,2)*n),Fr(Br(o,2)*(1-n)+Br(d,2)*n),"rgb")};var Gr=f;Sr.lab=function(e,t,n){var r=e.lab(),i=t.lab();return new Gr(r[0]+n*(i[0]-r[0]),r[1]+n*(i[1]-r[1]),r[2]+n*(i[2]-r[2]),"lab")};var Ur=f,Wr=function(e,t,n,r){var i,a,o,s,l,c,d,T,u,Q,p,h,m;return"hsl"===r?(o=e.hsl(),s=t.hsl()):"hsv"===r?(o=e.hsv(),s=t.hsv()):"hcg"===r?(o=e.hcg(),s=t.hcg()):"hsi"===r?(o=e.hsi(),s=t.hsi()):"lch"===r||"hcl"===r?(r="hcl",o=e.hcl(),s=t.hcl()):"oklch"===r&&(o=e.oklch().reverse(),s=t.oklch().reverse()),"h"!==r.substr(0,1)&&"oklch"!==r||(l=(i=o)[0],d=i[1],u=i[2],c=(a=s)[0],T=a[1],Q=a[2]),isNaN(l)||isNaN(c)?isNaN(l)?isNaN(c)?h=Number.NaN:(h=c,1!=u&&0!=u||"hsv"==r||(p=T)):(h=l,1!=Q&&0!=Q||"hsv"==r||(p=d)):h=l+n*(c>l&&c-l>180?c-(l+360):c<l&&l-c>180?c+360-l:c-l),void 0===p&&(p=d+n*(T-d)),m=u+n*(Q-u),new Ur("oklch"===r?[m,p,h]:[h,p,m],r)},Zr=Wr,zr=function(e,t,n){return Zr(e,t,n,"lch")};Sr.lch=zr,Sr.hcl=zr;var qr=f;Sr.num=function(e,t,n){var r=e.num(),i=t.num();return new qr(r+n*(i-r),"num")};var Xr=Wr;Sr.hcg=function(e,t,n){return Xr(e,t,n,"hcg")};var Kr=Wr;Sr.hsi=function(e,t,n){return Kr(e,t,n,"hsi")};var Yr=Wr;Sr.hsl=function(e,t,n){return Yr(e,t,n,"hsl")};var Jr=Wr;Sr.hsv=function(e,t,n){return Jr(e,t,n,"hsv")};var 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r("chain_close",{index:e})},chainAddHead:function(e,t){return r("chain_add_head",{index:e,pt:t})},chainAddTail:function(e,t){return r("chain_add_tail",{index:e,pt:t})},chainConnect:function(e,t){return r("chain_con",{index1:e,index2:t})},chainReverse:function(e){return r("chain_rev",{index:e})},chainJoin:function(e,t){return r("chain_join",{index1:e,index2:t})},done:function(){return r("done")}},e}var buildLog$1=BuildLog$1;function Epsilon$1(e){"number"!=typeof e&&(e=1e-10);var t={epsilon:function(t){return"number"==typeof t&&(e=t),e},pointAboveOrOnLine:function(t,n,r){var i=n[0],a=n[1],o=r[0],s=r[1],l=t[0];return(o-i)*(t[1]-a)-(s-a)*(l-i)>=-e},pointBetween:function(t,n,r){var i=t[1]-n[1],a=r[0]-n[0],o=t[0]-n[0],s=r[1]-n[1],l=o*a+i*s;return!(l<e||l-(a*a+s*s)>-e)},pointsSameX:function(t,n){return Math.abs(t[0]-n[0])<e},pointsSameY:function(t,n){return Math.abs(t[1]-n[1])<e},pointsSame:function(e,n){return t.pointsSameX(e,n)&&t.pointsSameY(e,n)},pointsCompare:function(e,n){return t.pointsSameX(e,n)?t.pointsSameY(e,n)?0:e[1]<n[1]?-1:1:e[0]<n[0]?-1:1},pointsCollinear:function(t,n,r){var i=t[0]-n[0],a=t[1]-n[1],o=n[0]-r[0],s=n[1]-r[1];return Math.abs(i*s-o*a)<e},linesIntersect:function(t,n,r,i){var a=n[0]-t[0],o=n[1]-t[1],s=i[0]-r[0],l=i[1]-r[1],c=a*l-o*s;if(Math.abs(c)<e)return!1;var d=t[0]-r[0],T=t[1]-r[1],u=(s*T-l*d)/c,Q=(a*T-o*d)/c,p={alongA:0,alongB:0,pt:[t[0]+u*a,t[1]+u*o]};return p.alongA=u<=-e?-2:u<e?-1:u-1<=-e?0:u-1<e?1:2,p.alongB=Q<=-e?-2:Q<e?-1:Q-1<=-e?0:Q-1<e?1:2,p},pointInsideRegion:function(t,n){for(var r=t[0],i=t[1],a=n[n.length-1][0],o=n[n.length-1][1],s=!1,l=0;l<n.length;l++){var c=n[l][0],d=n[l][1];d-i>e!=o-i>e&&(a-c)*(i-d)/(o-d)+c-r>e&&(s=!s),a=c,o=d}return s}};return t}var epsilon$1=Epsilon$1,LinkedList$1={create:function(){var e={root:{root:!0,next:null},exists:function(t){return null!==t&&t!==e.root},isEmpty:function(){return null===e.root.next},getHead:function(){return e.root.next},insertBefore:function(t,n){for(var r=e.root,i=e.root.next;null!==i;){if(n(i))return t.prev=i.prev,t.next=i,i.prev.next=t,void(i.prev=t);r=i,i=i.next}r.next=t,t.prev=r,t.next=null},findTransition:function(t){for(var n=e.root,r=e.root.next;null!==r&&!t(r);)n=r,r=r.next;return{before:n===e.root?null:n,after:r,insert:function(e){return e.prev=n,e.next=r,n.next=e,null!==r&&(r.prev=e),e}}}};return e},node:function(e){return e.prev=null,e.next=null,e.remove=function(){e.prev.next=e.next,e.next&&(e.next.prev=e.prev),e.prev=null,e.next=null},e}},linkedList=LinkedList$1,LinkedList=linkedList;function Intersecter$1(e,t,n){function r(e,t){return{id:n?n.segmentId():-1,start:e,end:t,myFill:{above:null,below:null},otherFill:null}}function i(e,t,r){return{id:n?n.segmentId():-1,start:e,end:t,myFill:{above:r.myFill.above,below:r.myFill.below},otherFill:null}}var a=LinkedList.create();function o(e,n){a.insertBefore(e,(function(r){return i=e.isStart,a=e.pt,o=n,s=r.isStart,l=r.pt,c=r.other.pt,(0!==(d=t.pointsCompare(a,l))?d:t.pointsSame(o,c)?0:i!==s?i?1:-1:t.pointAboveOrOnLine(o,s?l:c,s?c:l)?1:-1)<0;var i,a,o,s,l,c,d}))}function s(e,t){var n=function(e,t){var n=LinkedList.node({isStart:!0,pt:e.start,seg:e,primary:t,other:null,status:null});return o(n,e.end),n}(e,t);return function(e,t,n){var r=LinkedList.node({isStart:!1,pt:t.end,seg:t,primary:n,other:e,status:null});e.other=r,o(r,e.pt)}(n,e,t),n}function l(e,t){var r=i(t,e.seg.end,e.seg);return function(e,t){n&&n.segmentChop(e.seg,t),e.other.remove(),e.seg.end=t,e.other.pt=t,o(e.other,e.pt)}(e,t),s(r,e.primary)}function c(r,i){var o=LinkedList.create();function s(e){return o.findTransition((function(n){var r,i,a,o,s,l;return r=e,i=n.ev,a=r.seg.start,o=r.seg.end,s=i.seg.start,l=i.seg.end,(t.pointsCollinear(a,s,l)?t.pointsCollinear(o,s,l)||t.pointAboveOrOnLine(o,s,l)?1:-1:t.pointAboveOrOnLine(a,s,l)?1:-1)>0}))}function c(e,r){var i=e.seg,a=r.seg,o=i.start,s=i.end,c=a.start,d=a.end;n&&n.checkIntersection(i,a);var T=t.linesIntersect(o,s,c,d);if(!1===T){if(!t.pointsCollinear(o,s,c))return!1;if(t.pointsSame(o,d)||t.pointsSame(s,c))return!1;var u=t.pointsSame(o,c),Q=t.pointsSame(s,d);if(u&&Q)return r;var p=!u&&t.pointBetween(o,c,d),h=!Q&&t.pointBetween(s,c,d);if(u)return h?l(r,s):l(e,d),r;p&&(Q||(h?l(r,s):l(e,d)),l(r,o))}else 0===T.alongA&&(-1===T.alongB?l(e,c):0===T.alongB?l(e,T.pt):1===T.alongB&&l(e,d)),0===T.alongB&&(-1===T.alongA?l(r,o):0===T.alongA?l(r,T.pt):1===T.alongA&&l(r,s));return!1}for(var d=[];!a.isEmpty();){var T=a.getHead();if(n&&n.vert(T.pt[0]),T.isStart){n&&n.segmentNew(T.seg,T.primary);var u=s(T),Q=u.before?u.before.ev:null,p=u.after?u.after.ev:null;function y(){if(Q){var e=c(T,Q);if(e)return e}return!!p&&c(T,p)}n&&n.tempStatus(T.seg,!!Q&&Q.seg,!!p&&p.seg);var h,m,f=y();if(f)e?(m=null===T.seg.myFill.below||T.seg.myFill.above!==T.seg.myFill.below)&&(f.seg.myFill.above=!f.seg.myFill.above):f.seg.otherFill=T.seg.myFill,n&&n.segmentUpdate(f.seg),T.other.remove(),T.remove();if(a.getHead()!==T){n&&n.rewind(T.seg);continue}e?(m=null===T.seg.myFill.below||T.seg.myFill.above!==T.seg.myFill.below,T.seg.myFill.below=p?p.seg.myFill.above:r,T.seg.myFill.above=m?!T.seg.myFill.below:T.seg.myFill.below):null===T.seg.otherFill&&(h=p?T.primary===p.primary?p.seg.otherFill.above:p.seg.myFill.above:T.primary?i:r,T.seg.otherFill={above:h,below:h}),n&&n.status(T.seg,!!Q&&Q.seg,!!p&&p.seg),T.other.status=u.insert(LinkedList.node({ev:T}))}else{var g=T.status;if(null===g)throw new Error("PolyBool: Zero-length segment detected; your epsilon is probably too small or too large");if(o.exists(g.prev)&&o.exists(g.next)&&c(g.prev.ev,g.next.ev),n&&n.statusRemove(g.ev.seg),g.remove(),!T.primary){var b=T.seg.myFill;T.seg.myFill=T.seg.otherFill,T.seg.otherFill=b}d.push(T.seg)}a.getHead().remove()}return n&&n.done(),d}return e?{addRegion:function(e){for(var n,i=e[e.length-1],a=0;a<e.length;a++){n=i,i=e[a];var o=t.pointsCompare(n,i);0!==o&&s(r(o<0?n:i,o<0?i:n),!0)}},calculate:function(e){return c(e,!1)}}:{calculate:function(e,t,n,r){return e.forEach((function(e){s(i(e.start,e.end,e),!0)})),n.forEach((function(e){s(i(e.start,e.end,e),!1)})),c(t,r)}}}var intersecter=Intersecter$1;function SegmentChainer$1(e,t,n){var r=[],i=[];return e.forEach((function(e){var a=e.start,o=e.end;if(t.pointsSame(a,o))console.warn("PolyBool: Warning: Zero-length segment detected; your epsilon is probably too small or too large");else{n&&n.chainStart(e);for(var s={index:0,matches_head:!1,matches_pt1:!1},l={index:0,matches_head:!1,matches_pt1:!1},c=s,d=0;d<r.length;d++){var T=(m=r[d])[0];m[1];var u=m[m.length-1];if(m[m.length-2],t.pointsSame(T,a)){if(w(d,!0,!0))break}else if(t.pointsSame(T,o)){if(w(d,!0,!1))break}else if(t.pointsSame(u,a)){if(w(d,!1,!0))break}else if(t.pointsSame(u,o)&&w(d,!1,!1))break}if(c===s)return r.push([a,o]),void(n&&n.chainNew(a,o));if(c===l){n&&n.chainMatch(s.index);var Q=s.index,p=s.matches_pt1?o:a,h=s.matches_head,m=r[Q],f=h?m[0]:m[m.length-1],g=h?m[1]:m[m.length-2],b=h?m[m.length-1]:m[0],y=h?m[m.length-2]:m[1];return t.pointsCollinear(g,f,p)&&(h?(n&&n.chainRemoveHead(s.index,p),m.shift()):(n&&n.chainRemoveTail(s.index,p),m.pop()),f=g),t.pointsSame(b,p)?(r.splice(Q,1),t.pointsCollinear(y,b,f)&&(h?(n&&n.chainRemoveTail(s.index,f),m.pop()):(n&&n.chainRemoveHead(s.index,f),m.shift())),n&&n.chainClose(s.index),void i.push(m)):void(h?(n&&n.chainAddHead(s.index,p),m.unshift(p)):(n&&n.chainAddTail(s.index,p),m.push(p)))}var _=s.index,L=l.index;n&&n.chainConnect(_,L);var v=r[_].length<r[L].length;s.matches_head?l.matches_head?v?(E(_),x(_,L)):(E(L),x(L,_)):x(L,_):l.matches_head?x(_,L):v?(E(_),x(L,_)):(E(L),x(_,L))}function w(e,t,n){return c.index=e,c.matches_head=t,c.matches_pt1=n,c===s?(c=l,!1):(c=null,!0)}function E(e){n&&n.chainReverse(e),r[e].reverse()}function x(e,i){var a=r[e],o=r[i],s=a[a.length-1],l=a[a.length-2],c=o[0],d=o[1];t.pointsCollinear(l,s,c)&&(n&&n.chainRemoveTail(e,s),a.pop(),s=l),t.pointsCollinear(s,c,d)&&(n&&n.chainRemoveHead(i,c),o.shift()),n&&n.chainJoin(e,i),r[e]=a.concat(o),r.splice(i,1)}})),i}var segmentChainer=SegmentChainer$1;function select(e,t,n){var r=[];return e.forEach((function(e){var i=(e.myFill.above?8:0)+(e.myFill.below?4:0)+(e.otherFill&&e.otherFill.above?2:0)+(e.otherFill&&e.otherFill.below?1:0);0!==t[i]&&r.push({id:n?n.segmentId():-1,start:e.start,end:e.end,myFill:{above:1===t[i],below:2===t[i]},otherFill:null})})),n&&n.selected(r),r}var PolyBool,SegmentSelector$1={union:function(e,t){return select(e,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],t)},intersect:function(e,t){return select(e,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],t)},difference:function(e,t){return select(e,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],t)},differenceRev:function(e,t){return select(e,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],t)},xor:function(e,t){return select(e,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],t)}},segmentSelector=SegmentSelector$1,GeoJSON$1={toPolygon:function(e,t){function n(t){if(t.length<=0)return e.segments({inverted:!1,regions:[]});function n(t){var n=t.slice(0,t.length-1);return e.segments({inverted:!1,regions:[n]})}for(var r=n(t[0]),i=1;i<t.length;i++)r=e.selectDifference(e.combine(r,n(t[i])));return r}if("Polygon"===t.type)return e.polygon(n(t.coordinates));if("MultiPolygon"===t.type){for(var r=e.segments({inverted:!1,regions:[]}),i=0;i<t.coordinates.length;i++)r=e.selectUnion(e.combine(r,n(t.coordinates[i])));return e.polygon(r)}throw new Error("PolyBool: Cannot convert GeoJSON object to PolyBool polygon")},fromPolygon:function(e,t,n){function r(e,n){return t.pointInsideRegion([.5*(e[0][0]+e[1][0]),.5*(e[0][1]+e[1][1])],n)}function i(e){return{region:e,children:[]}}n=e.polygon(e.segments(n));var a=i(null);function o(e,t){for(var n=0;n<e.children.length;n++)if(r(t,(s=e.children[n]).region))return void o(s,t);var a=i(t);for(n=0;n<e.children.length;n++){var s;r((s=e.children[n]).region,t)&&(a.children.push(s),e.children.splice(n,1),n--)}e.children.push(a)}for(var s=0;s<n.regions.length;s++){var l=n.regions[s];l.length<3||o(a,l)}function c(e,t){for(var n=0,r=e[e.length-1][0],i=e[e.length-1][1],a=[],o=0;o<e.length;o++){var s=e[o][0],l=e[o][1];a.push([s,l]),n+=l*r-s*i,r=s,i=l}return n<0!==t&&a.reverse(),a.push([a[0][0],a[0][1]]),a}var d=[];function T(e){var t=[c(e.region,!1)];d.push(t);for(var n=0;n<e.children.length;n++)t.push(u(e.children[n]))}function u(e){for(var t=0;t<e.children.length;t++)T(e.children[t]);return c(e.region,!0)}for(s=0;s<a.children.length;s++)T(a.children[s]);return d.length<=0?{type:"Polygon",coordinates:[]}:1==d.length?{type:"Polygon",coordinates:d[0]}:{type:"MultiPolygon",coordinates:d}}},geojson=GeoJSON$1,BuildLog=buildLog$1,Epsilon=epsilon$1,Intersecter=intersecter,SegmentChainer=segmentChainer,SegmentSelector=segmentSelector,GeoJSON=geojson,buildLog=!1,epsilon=Epsilon();function operate(e,t,n){var r=PolyBool.segments(e),i=PolyBool.segments(t),a=n(PolyBool.combine(r,i));return PolyBool.polygon(a)}PolyBool={buildLog:function(e){return!0===e?buildLog=BuildLog():!1===e&&(buildLog=!1),!1!==buildLog&&buildLog.list},epsilon:function(e){return epsilon.epsilon(e)},segments:function(e){var t=Intersecter(!0,epsilon,buildLog);return e.regions.forEach(t.addRegion),{segments:t.calculate(e.inverted),inverted:e.inverted}},combine:function(e,t){return{combined:Intersecter(!1,epsilon,buildLog).calculate(e.segments,e.inverted,t.segments,t.inverted),inverted1:e.inverted,inverted2:t.inverted}},selectUnion:function(e){return{segments:SegmentSelector.union(e.combined,buildLog),inverted:e.inverted1||e.inverted2}},selectIntersect:function(e){return{segments:SegmentSelector.intersect(e.combined,buildLog),inverted:e.inverted1&&e.inverted2}},selectDifference:function(e){return{segments:SegmentSelector.difference(e.combined,buildLog),inverted:e.inverted1&&!e.inverted2}},selectDifferenceRev:function(e){return{segments:SegmentSelector.differenceRev(e.combined,buildLog),inverted:!e.inverted1&&e.inverted2}},selectXor:function(e){return{segments:SegmentSelector.xor(e.combined,buildLog),inverted:e.inverted1!==e.inverted2}},polygon:function(e){return{regions:SegmentChainer(e.segments,epsilon,buildLog),inverted:e.inverted}},polygonFromGeoJSON:function(e){return GeoJSON.toPolygon(PolyBool,e)},polygonToGeoJSON:function(e){return GeoJSON.fromPolygon(PolyBool,epsilon,e)},union:function(e,t){return operate(e,t,PolyBool.selectUnion)},intersect:function(e,t){return operate(e,t,PolyBool.selectIntersect)},difference:function(e,t){return operate(e,t,PolyBool.selectDifference)},differenceRev:function(e,t){return operate(e,t,PolyBool.selectDifferenceRev)},xor:function(e,t){return operate(e,t,PolyBool.selectXor)}},"object"==typeof window&&(window.PolyBool=PolyBool);var polybooljs=PolyBool,PolyBool$1=getDefaultExportFromCjs(polybooljs);const handleImageEditPrompt=async e=>{const t=window.ExcalidrawAutomate.plugin,{openAIAPIToken:n,openAIImageEditsURL:r}=t.settings,{image:i,text:a,imageGenerationProperties:o}=e,s=new FormData;if(s.append("model","dall-e-2"),""!==a.trim()&&s.append("prompt",a),i){const e=await fetch(i).then((e=>e.blob()));s.append("image",e,"image.png")}if(o.mask){const e=await fetch(o.mask).then((e=>e.blob()));s.append("mask",e,"masik.png")}o.size&&s.append("size",o.size),o.n&&s.append("n",String(o.n));try{const e=await fetch(r,{method:"post",body:s,headers:{Authorization:`Bearer ${n}`}});return e?{status:e.status,headers:e.headers,text:null,json:await e.json(),arrayBuffer:null}:null}catch(e){console.log(e)}return null},handleGenericPrompt=async e=>{const t=window.ExcalidrawAutomate.plugin,{openAIAPIToken:n,openAIDefaultTextModel:r,openAIDefaultVisionModel:i,openAIURL:a,openAIImageGenerationURL:o,openAIDefaultImageGenerationModel:s}=t.settings,{image:l,text:c,instruction:d,systemPrompt:T,imageGenerationProperties:u}=e,Q=Boolean(u);let p;switch(Q?"dall-e":l?"image":"text"){case"text":p={model:r,max_tokens:4096,messages:[...T&&""!==T.trim()?[{role:"system",content:T}]:[],{role:"user",content:c},...d&&""!==d.trim()?[{role:"user",content:d}]:[]]};break;case"image":p={model:i,max_tokens:4096,messages:[...T&&""!==T.trim()?[{role:"system",content:T}]:[],{role:"user",content:[{type:"image_url",image_url:l},...c?[c]:[],...d&&""!==d.trim()?[d]:[]]}]};break;case"dall-e":p={model:s,prompt:c,...u};break;default:return null}try{const e=await fetch(Q?o:a,{method:"post",contentType:"application/json",body:JSON.stringify(p),headers:{"Content-Type":"application/json",Authorization:`Bearer ${n}`}});return e?{status:e.status,headers:e.headers,text:null,json:await e.json(),arrayBuffer:null}:null}catch(e){console.log(e)}return null},postOpenAI=async e=>{const t=window.ExcalidrawAutomate.plugin,{openAIAPIToken:n}=t.settings,{image:r,imageGenerationProperties:i}=e,a=Boolean(i)&&(Boolean(i.mask)||Boolean(r));return""===n?(new obsidian_module.Notice("OpenAI API Token is not set. Please set it in plugin settings."),null):a?await handleImageEditPrompt(e):await handleGenericPrompt(e)},extractCodeBlocks=e=>{if(!e)return[];e=e.replaceAll("\r\n","\n").replaceAll("\r","\n");const t=[],n=/```([a-zA-Z0-9]*)\n([\s\S]+?)```/g;let r;for(;null!==(r=n.exec(e));){const e=r[1]??"",n=r[2].trim();t.push({data:n,type:e})}return t},errorHTML=e=>`<html>\n  <body style="margin: 0; text-align: center">\n  <div style="display: flex; align-items: center; justify-content: center; flex-direction: column; height: 100vh; padding: 0 60px">\n    <div style="color:red">There was an error during generation</div>\n    </br>\n    </br>\n    <div>${e}</div>\n  </div>\n  </body>\n  </html>`,hyperlink=(e,t)=>`<a onclick='window.open("${e}")'>${t}</a>`,EMBEDDABLE_MDCUSTOMPROPS="type EmbeddableMDCustomProps = {<br>useObsidianDefaults: boolean;<br>backgroundMatchCanvas: boolean;<br>backgroundMatchElement: boolean;<br>backgroundColor: string;<br>backgroundOpacity: number;<br>borderMatchElement: boolean;<br>borderColor: string;<br>borderOpacity: number;<br>filenameVisible: boolean;<br>};<br>",EXCALIDRAW_AUTOMATE_INFO=[{field:"help",code:"help(target: Function | string)",desc:"Utility function that provides help about ExcalidrawAutomate functions and properties. I recommend calling this function from Developer Console to print out help to the console.",after:""},{field:"isExcalidrawMaskFile",code:"isExcalidrawMaskFile(file?:TFile): boolean;",desc:"Returns true if the file is an Excalidraw Mask file. If file is not provided, the function will use ea.targetView.file",after:""},{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 ${hyperlink("https://www.w3schools.com/colors/default.asp","W3 School Colors")} for more.`,after:""},{field:"style.backgroundColor",code:"[string]",desc:`A valid css color. See ${hyperlink("https://www.w3schools.com/colors/default.asp","W3 School Colors")} for more.`,after:""},{field:"style.angle",code:"[number]",desc:"Rotation of the object in radian",after:""},{field:"style.fillStyle",code:"[string]",desc:"'hachure' | 'cross-hatch' | 'solid'",after:""},{field:"style.strokeWidth",code:"[number]",desc:null,after:""},{field:"style.strokeStyle",code:"[string]",desc:"'solid' | 'dashed' | 'dotted'",after:""},{field:"style.roughness",code:"[number]",desc:"0:Architect\n1:Artist\n2:Cartoonist",after:""},{field:"style.opacity",code:"[number]",desc:"100: Fully opaque\n0: Fully transparent",after:""},{field:"style.roundness",code:"[null | { type: RoundnessType; value?: number };]",desc:"set to null for 'sharp', else the stroke will be 'round'<br>type: 1==LEGACY,<br>2==PROPORTIONAL RADIUS,<br>3==ADAPTIVE RADIUS, value: adaptive factor defaults to 32",after:""},{field:"style.fontFamily",code:"[number]",desc:"1: Virgil, 2:Helvetica, 3:Cascadia, 4:Local Font, 5: Excalifont, 6: Nunito, 7: Lilita One, 8: Comic Shanns, 9: Liberation Sans",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 ${hyperlink("https://www.w3schools.com/colors/default.asp","W3 School Colors")} for more.`,after:""},{field:"canvas.gridSize",code:"[number]",desc:null,after:""},{field:"setStrokeSharpness",code:"setStrokeSharpness(sharpness: number): void;",desc:"Set ea.style.roundness. 0: is the legacy value, 3: is the current default value, null is sharp",after:""},{field:"addToGroup",code:"addToGroup(objectIds: []): string;",desc:null,after:""},{field:"toClipboard",code:"toClipboard(templatePath?: string): void;",desc:"Copies current elements using template to clipboard, ready to be pasted into an excalidraw canvas",after:""},{field:"getSceneFromFile",code:"async getSceneFromFile(file: TFile): Promise<{elements: ExcalidrawElement[]; appState: AppState;}>;",desc:"returns the elements and appState from a file, if the file is not an excalidraw file, it will return null",after:""},{field:"getElements",code:"getElements(): ExcalidrawElement[];",desc:"Get all elements from ExcalidrawAutomate elementsDict",after:""},{field:"getElement",code:"getElement(id: string): ExcalidrawElement;",desc:"Get single element from ExcalidrawAutomate elementsDict",after:""},{field:"create",code:"async create(params?: {filename?: string, foldername?: string, templatePath?: string, onNewPane?: boolean, silent?: boolean, frontmatterKeys?: {},}): Promise<string>;",desc:'Create a drawing and save it to filename.\nIf filename is null: default filename as defined in Excalidraw settings.\nIf folder is null: default folder as defined in Excalidraw settings\nReturns the path to the created file.\nfrontmatterKeys: {\n  "excalidraw-plugin"?: "raw" | "parsed";\n  "excalidraw-link-prefix"?: string;\n  "excalidraw-link-brackets"?: boolean;\n  "excalidraw-url-prefix"?: string;\n  "excalidraw-export-transparent"?: boolean;\n  "excalidraw-export-dark"?: boolean;\n  "excalidraw-export-padding"?: number;\n  "excalidraw-export-pngscale"?: number;\n  "excalidraw-export-embed-scene"?: boolean;\n  "excalidraw-default-mode"?: "view" | "zen";\n  "excalidraw-onload-script"?: string;\n  "excalidraw-linkbutton-opacity"?: number;\n  "excalidraw-autoexport"?: boolean;\n  "excalidraw-mask"?: boolean;\n  "cssclasses"?: string;\n}',after:""},{field:"createSVG",code:"async 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:"async createPNG(templatePath?: string, scale?: number, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,padding?: number): Promise<any>;",desc:"Create an image based on the objects in ea.getElements(). The elements in ea will be merged with the elements from the provided template file - if any. Use ExcalidrawAutomate.getExportSettings(boolean,boolean) to create an ExportSettings object.\nUse ExcalidrawAutomate.getEmbeddedFilesLoader(boolean?) to create an EmbeddedFilesLoader object.",after:""},{field:"createPNGBase64",code:"async craetePNGBase64(templatePath?: string, scale?: number, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,padding?: number): Promise<string>;",desc:"The same as createPNG but returns a base64 encoded string instead of a file.",after:""},{field:"wrapText",code:"wrapText(text: string, lineLen: number): string;",desc:null,after:""},{field:"addElementsToFrame",code:"addElementsToFrame(frameId: string, elementIDs: string[]):void;",desc:null,after:""},{field:"addFrame",code:"addFrame(topX: number, topY: number, width: number, height: number, name?: string): string;",desc:null,after:""},{field:"addRect",code:"addRect(topX: number, topY: number, width: number, height: number, id?:string): string;",desc:null,after:""},{field:"addDiamond",code:"addDiamond(topX: number, topY: number, width: number, height: number, id?:string): string;",desc:null,after:""},{field:"addEllipse",code:"addEllipse(topX: number, topY: number, width: number, height: number, id?:string): string;",desc:null,after:""},{field:"addBlob",code:"addBlob(topX: number, topY: number, width: number, height: number, id?: string): string;",desc:null,after:""},{field:"refreshTextElementSize",code:"refreshTextElementSize(id: string);",desc:"Refreshes the size of the text element. Intended to be used when you copyViewElementsToEAforEditing() and then change the text in a text element and want to update the size of the text element to fit the modifid contents.",after:""},{field:"addText",code:'addText(topX: number, topY: number, text: string, formatting?: {autoResize?: boolean; wrapAt?: number; width?: number; height?: number; textAlign?: "left" | "center" | "right"; textVerticalAlign: "top" | "middle" | "bottom"; box?: boolean | "box" | "blob" | "ellipse" | "diamond"; boxPadding?: number; boxStrokeColor?: string;}, id?: string,): string;',desc:"If box is !null, then text will be boxed\nThe function returns the id of the TextElement. If the text element is boxed i.e. it is a sticky note, then the id of the container object.\nDefault value for autoResize is true. Setting autoResize to false will wrap the text in the text element without the need for the container. If set to false, you must provide a width value as well.\nwrapAt will be ignored if autoResize is set to false (and a width is also provided)",after:""},{field:"addLine",code:"addLine(points: [[x: number, y: number]], id?:string): string;",desc:null,after:""},{field:"addArrow",code:"addArrow(points: [[x: number, y: number]], formatting?: { startArrowHead?: string; endArrowHead?: string; startObjectId?: string; endObjectId?: string;}, id?:string): string;",desc:'valid values for startArrowHead and endArrowHead are: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null',after:""},{field:"addImage",code:"async addImage(topX: number, topY: number, imageFile: TFile|string, scale?: boolean, anchor?: boolean): Promise<string>;",desc:"imageFile may be a TFile or a string that contains a hyperlink. imageFile may also be an obsidian filepath including a reference eg.: 'path/my.pdf#page=3'\nSet 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.\nanchor will only be evaluated if scale is false. anchor true will add |100% to the end of the filename, resulting in an image that will always pop back to 100% when the source file is updated or when the Excalidraw file is reopened.",after:""},{field:"addEmbeddable",code:"addEmbeddable(topX: number, topY: number, width: number, height: number, url?: string, file?: TFile, embeddableCustomData?: EmbeddableMDCustomProps): string;",desc:"Adds an iframe/webview (depending on content and platform) to the drawing. If url is not null then the iframe/webview will be loaded from the url. The url maybe a markdown link to an note in the Vault or a weblink. If url is null then the iframe/webview will be loaded from the file. Both the url and the file may not be null.<br>"+EMBEDDABLE_MDCUSTOMPROPS,after:""},{field:"addMermaid",code:"async addMermaid(diagram: string, groupElements: boolean = true,): Promise<string[]|string>;",desc:"Creates a mermaid diagram and returns the ids of the created elements as a string[]. The elements will be added to ea. To add them to the canvas you'll need to use addElementsToView. Depending on the diagram type the result will be either a single SVG image, or a number of excalidraw elements.<br>If there is an error, the function returns a string with the error message.",after:""},{field:"addLaTex",code:"async addLaTex(topX: number, topY: number, tex: string): Promise<string>;",desc:"This is an async function, you need to avait the results. Adds a LaTex element to the drawing. The tex string is the LaTex code. The function returns the id of the created element.",after:""},{field:"tex2dataURL",code:"async tex2dataURL(tex: string, scale: number = 4): Promise<{mimeType: MimeType;fileId: FileId;dataURL: DataURL;created: number;size: { height: number; width: number };}> ",desc:"returns the base64 dataURL of the LaTeX equation rendered as an SVG. tex is the LaTeX equation string",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: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|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:`${hyperlink("https://github.com/excalidraw/excalidraw/tree/master/src/packages/excalidraw#ref","Excalidraw API")}`,after:""},{field:"getViewElements",code:"getViewElements(): ExcalidrawElement[];",desc:"Get elements in View",after:""},{field:"deleteViewElements",code:"deleteViewElements(el: ExcalidrawElement[]): boolean;",desc:null,after:""},{field:"addBackOfTheCardNoteToView",code:"async addBackOfTheCardNoteToView(sectionTitle: string, activate: boolean = false, sectionBody?: string, embeddableCustomData?: EmbeddableMDCustomProps): Promise<string>",desc:"Adds a back of the note card to the current active view. If <b>body</b> is provided the note will be created with the body text, otherwise the note will be created with the title only.<br>Returns the id of the created element.<br>If <b>activate</b> is true, the embedded note will be activated for editing.<br>This is an async function, if you need the element ID of the created element, the function should be awaited.<br>"+EMBEDDABLE_MDCUSTOMPROPS,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(includeFrameChildren: boolean = true): ExcalidrawElement[];",desc:"If a frame is selected this function will return the frame and all its elements unless includeFrameChildren is set to false",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[], copyImages: boolean = false): void;",desc:"Copies elements from view to elementsDict for editing. If copyImages is true, then relevant entries from scene.files will also be copied. This is required if you want to generate a PNG for a subset of the elements in the drawing (e.g. for AI generation)",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:"async addElementsToView(repositionToCursor?: boolean, save?: boolean, newElementsOnTop?: boolean,shouldRestoreElements?: boolean,): Promise<boolean>;",desc:"Adds elements from elementsDict to the current view\nrepositionToCursor: default is false\nsave: default is true\nnewElementsOnTop: default is false, i.e. the new elements get to the bottom of the stack\nnewElementsOnTop controls whether elements created with ExcalidrawAutomate are added at the bottom of the stack or the top of the stack of elements already in the view\nNote that elements copied to the view with copyViewElementsToEAforEditing retain their position in the stack of elements in the view even if modified using EA",after:""},{field:"onDropHook",code:'onDropHook(data: {ea: ExcalidrawAutomate, event: React.DragEvent<HTMLDivElement>, draggable: any, type: "file" | "text" | "unknown", payload: {files: TFile[], text: string,}, excalidrawFile: TFile, view: ExcalidrawView, pointerPosition: { x: number, y: number},}): boolean;',desc:"If set Excalidraw will call this function onDrop events.\nA return of true will stop the default onDrop processing in Excalidraw.\n\ndraggable is the Obsidian draggable object\nfiles is the array of dropped files\nexcalidrawFile is the file receiving the drop event\nview is the excalidraw view receiving the drop.\npointerPosition is the pointer position on canvas at the time of drop.",after:""},{field:"mostRecentMarkdownSVG",code:"mostRecentMarkdownSVG: SVGSVGElement;",desc:"Markdown renderer will drop a copy of the most recent SVG here for debugging purposes",after:""},{field:"getEmbeddedFilesLoader",code:"getEmbeddedFilesLoader(isDark?: boolean): EmbeddedFilesLoader;",desc:"Utility function to generate EmbeddedFilesLoader object",after:""},{field:"getExportSettings",code:"getExportSettings(withBackground: boolean, withTheme: boolean,): ExportSettings;",desc:"Utility function to generate ExportSettings object\nexport interface ExportSettings {\n  withBackground: boolean;\n  withTheme: boolean;\n  isMask: boolean; //if true elements will be processed as mask, clipping, etc.\n  frameRendering?: { //optional, overrides relevant appState settings for rendering the frame\n    enabled: boolean;\n    name: boolean;\n    outline: boolean;\n    clip: boolean;\n  };\n  skipInliningFonts?: boolean;\n}",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[], includeFrameElements: boolean = false): ExcalidrawElement[];",desc:"Gets all the elements from elements[] that share one or more groupIds with element.<br>If includeFrameElements is true, then if the frame is part of the group all the elements that are in the frame will also be included in the result set",after:""},{field:"getElementsInFrame",code:" getElementsInFrame(frameElement: ExcalidrawElement,elements: ExcalidrawElement[],shouldIncludeFrame: boolean = false,): ExcalidrawElement[];",desc:"Gets all the elements from elements[] that are inside the frameElement. If shouldIncludeFrame is true, the frameElement will also be included in the result.",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: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,after:""},{field:"getScriptSettings",code:"getScriptSettings(): {};",desc:`Returns script settings. Saves settings in plugin settings, under the activeScript key. See for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,after:""},{field:"setScriptSettings",code:"async setScriptSettings(settings: any): Promise<void>;",desc:`Sets script settings.\nSee for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,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:"getOriginalImageSize",code:"async getOriginalImageSize(imageElement: ExcalidrawImageElement, shouldWaitForImage: boolean=false): Promise<{width: number; height: number}>",desc:"Returns the size of the image element at 100% (i.e. the original size) or undefined if the data URL is not available.\nIf shouldWaitForImage is true, the function will wait for the view to load the image before returning the size.\nThis is an async function, you need to await the result.",after:""},{field:"resetImageAspectRatio",code:"async resetImageAspectRatio(imgEl: ExcalidrawImageElement): Promise<boolean>",desc:"Resets the image to its original aspect ratio.\nIf the image is resized then the function returns true.\nIf the image element is not in EA (only in the view), then if the image is resized, the element is copied to EA for Editing using copyViewElementsToEAforEditing([imgEl]).\nNote you need to run await ea.addElementsToView(false); to add the modified image to the view.",after:""},{field:"verifyMinimumPluginVersion",code:"verifyMinimumPluginVersion(requiredVersion: string): boolean;",desc:'Returns true if plugin version is >= than required\nrecommended use:\n<code>if(!ea.verifyMinimumPluginVersion || !ea.verifyMinimumPluginVersion("1.5.20")) {new Notice("message");return;}<code>',after:""},{field:"selectElementsInView",code:"selectElementsInView(elements: ExcalidrawElement[] | string[]):void;",desc:"You can supply a list of Excalidraw Elements or the string IDs of those elements. The elements provided will be set as selected in the targetView.",after:""},{field:"generateElementId",code:"generateElementId(): string;",desc:"Returns an 8 character long random id",after:""},{field:"cloneElement",code:"cloneElement(element: ExcalidrawElement): ExcalidrawElement;",desc:"Returns a clone of the element with a new element id",after:""},{field:"moveViewElementToZIndex",code:"moveViewElementToZIndex(elementId:number, newZIndex:number): void;",desc:"Moves the element to a specific position in the z-index",after:""},{field:"hexStringToRgb",code:"hexStringToRgb(color: string):number[];",desc:"Converts a HEX color to an RGB number array. #FF0000 to [255,0,0]",after:""},{field:"rgbToHexString",code:"rgbToHexString(color: number[]):string;",desc:"Converts an RGB number array to a HEX string. [255,0,0] to #FF0000",after:""},{field:"hslToRgb",code:"hslToRgb(color: number[]):number[];",desc:"Converts an HSL number array to an RGB number array. [0,100,50] to [255,0,0]",after:""},{field:"rgbToHsl",code:"rgbToHsl(color:number[]):number[];",desc:"Converts an RGB number array to an HSL number array. [255,0,0] to [0,100,50]",after:""},{field:"colorNameToHex",code:"colorNameToHex(color:string):string;",desc:"Converts a CSS color name to its HEX color equivalent. 'White' to #FFFFFF",after:""},{field:"getCM",code:"getCM(color:TInput): ColorMaster;",desc:`Returns a ${hyperlink("https://github.com/lbragile/ColorMaster","ColorMaster")} object. The function also accepts css color names. Under the hood, before calling ColorMaster it uses colorNameToHex to convert the color name to a HEX color.`,after:""},{field:"obsidian",code:"obsidian",desc:`Access functions and objects available on the ${hyperlink("https://github.com/obsidianmd/obsidian-api/blob/master/obsidian.d.ts","Obsidian Module")}`,after:""},{field:"getListOfTemplateFiles",code:"getListOfTemplateFiles(): TFile[] | null",desc:"Returns a list of files in the template folder. If the Excalidraw Template is set as a single file, it returns a single element in the list. If no template is set, it returns null.",after:""},{field:"getEmbeddedImagesFiletree",code:"getEmbeddedImagesFiletree(excalidrawFile?: TFile): TFile[]",desc:"Retruns the embedded images in the scene recursively. If excalidrawFile is not provided, the function will use ea.targetView.file",after:""},{field:"getAPI",code:"public getAPI(view?:ExcalidrawView):ExcalidrawAutomate",desc:"Returns a new instance of ExcalidrawAutomate.",after:""},{field:"getAttachmentFilepath",code:"async getAttachmentFilepath(filename: string): Promise<string>",desc:'This asynchronous function should be awaited. It retrieves the filepath to a new file, taking into account the attachments preference settings in Obsidian. If the attachment folder doesn\'t exist, it creates it. The function returns the complete path to the file. If the provided filename already exists, the function will append \'_[number]\' before the extension to generate a unique filename.Prompts the user with a dialog to select new file action.<br> - create markdown file<br> - create excalidraw file<br> - cancel action<br>The new file will be relative to this.targetView.file.path, unless parentFile is provided. If shouldOpenNewFile is true, the new file will be opened in a workspace leaf. targetPane controls which leaf will be used for the new file.<br>Returns the TFile for the new file or null if the user cancelled the action.<br><code>type PaneTarget = "active-pane"|"new-pane"|"popout-window"|"new-tab"|"md-properties";</code>',after:""},{field:"getActiveEmbeddableViewOrEditor",code:"getActiveEmbeddableViewOrEditor(view?: ExcalidrawView);",desc:"Returns the editor or leaf.view of the currently active embedded obsidian file.<br>If view is not provided, ea.targetView is used.<br>If the embedded file is a markdown document the function will return<br><code>{file:TFile, editor:Editor}</code> otherwise it will return {view:any}. You can check view type with view.getViewType();",after:""},{field:"getViewLastPointerPosition",code:"getViewLastPointerPosition(): {x: number, y: number};",desc:"@returns the last recorded pointer position on the Excalidraw canvas",after:""},{field:"getleaf",code:"getLeaf(origo: WorkspaceLeaf, targetPane?: PaneTarget): WorkspaceLeaf;",desc:'Generates a new Obsidian Leaf following Excalidraw plugin settings such as open in Main Workspace or not, open in adjacent pane if available, etc.<br>@param origo: the currently active leaf, the origin of the new leaf<br>@param targetPane: <code>type PaneTarget = "active-pane"|"new-pane"|"popout-window"|"new-tab"|"md-properties";',after:""},{field:"newFilePrompt",code:"async newFilePrompt(newFileNameOrPath: string, shouldOpenNewFile: boolean, targetPane?: PaneTarget, parentFile?: TFile): Promise<TFile | null>;",desc:"",after:""},{field:"DEVICE",code:"get DEVICE(): DeviceType;",desc:"Returns the current device type. Possible values are: <br><code>type DeviceType = {<br>  isDesktop: boolean,<br>  isPhone: boolean,<br>  isTablet: boolean,<br>  isMobile: boolean,<br>  isLinux: boolean,<br>  isMacOS: boolean,<br>  isWindows: boolean,<br>  isIOS: boolean,<br>  isAndroid: boolean<br>};",after:""},{field:"checkAndCreateFolder",code:"async checkAndCreateFolder(folderpath: string): Promise<TFolder>",desc:"Checks if the folder exists, if not, creates it.",after:""},{field:"getNewUniqueFilepath",code:"getNewUniqueFilepath(filename: string, folderpath: string): string",desc:"Checks if the filepath already exists, if so, returns a new filepath with a number appended to the filename else returns the filepath as provided.",after:""},{field:"extractCodeBlocks",code:"extractCodeBlocks(markdown: string): { data: string, type: string }[]",desc:"Grabs the codeblock content from the supplied markdown string. Returns an array of dictionaries with the codeblock content and type",after:""},{field:"postOpenAI",code:"async postOpenAI(request: AIRequest): Promise<RequestUrlResponse>",desc:`This asynchronous function should be awaited. It posts the supplied request to the OpenAI API and returns the response.<br>The response is a dictionary with the following keys:<br><code>{image, text, instruction, systemPrompt, responseType}</code><br><b>image</b> should be a dataURL - use ea.createPNGBase64()<br><b>systemPrompt</b>: if <code>undefined</code> the message to OpenAI will not include a system prompt<br><b>text</b> is the actual user prompt, a request must have either an image or a text<br><b>instruction</b> is a user prompt sent as a separate element in the message - I use it to reinforce the type of response I am seeing (e.g. mermaid in a codeblock)<br><b>imageGenerationProperties</b> if provided then the dall-e model will be used. <code> imageGenerationProperties?: {size?: string, quality?: "standard" | "hd"; n?: number; mask?: string; }</code><br>Different openAI models accept different parameters fr size, quality, n and mask. Consult the API documenation for more information.<br>RequestUrlResponse is defined in the ${hyperlink("https://github.com/obsidianmd/obsidian-api/blob/master/obsidian.d.ts","Obsidian API")}`,after:""},{field:"convertStringToDataURL",code:'async convertStringToDataURL (data:string, type: string = "text/html"):Promise<string>',desc:"Converts a string to a DataURL.",after:""},{field:"setViewModeEnabled",code:"setViewModeEnabled(enabled: boolean): void;",desc:"Sets Excalidraw in the targetView to view-mode",after:""},{field:"viewUpdateScene",code:"viewUpdateScene(scene:{elements?:ExcalidrawElement[],appState?: AppState,files?: BinaryFileData,commitToHistory?: boolean,storeAction?: 'capture' | 'none' | 'update'},restore:boolean=false):void",desc:`Calls the ExcalidrawAPI updateScene function for the targetView. When restore=true, excalidraw will try to correct errors in the scene such as setting default values to missing element properties. Note that commitToHistory has been deprecated in Excalidraw and is no longer used. You should use storeAction instead. See ${hyperlink("https://github.com/excalidraw/excalidraw/pull/7898","ExcalidrawAPI")} documentation for more information.`,after:""},{field:"viewZoomToElements",code:"viewZoomToElements(selectElements: boolean,elements: ExcalidrawElement[]):void",desc:"Zoom tarteView to fit elements provided as input. elements === [] will zoom to fit the entire scene. SelectElements toggles whether the elements should be in a selected state at the end of the operation.",after:""},{field:"compressToBase64",code:"compressToBase64(str: string):string",desc:"Compresses String to a Base64 string using LZString",after:""},{field:"decompressFromBase64",code:"decompressFromBase64(str: string):string",desc:"Decompresses a base 64 compressed string using LZString",after:""}],EXCALIDRAW_SCRIPTENGINE_INFO=[{field:"inputPrompt",code:"inputPrompt: (header: string, placeholder?: string, value?: string, buttons?: {caption:string, tooltip?:string, action:Function}[], lines?: number, displayEditorButtons?: boolean, customComponents?: (container: HTMLElement) => void, blockPointerInputOutsideModal?: boolean);",desc:"Opens a prompt that asks for an input.\nReturns a string with the input.\nYou need to await the result of inputPrompt.\nEditor buttons are text editing buttons like delete, enter, allcaps - these are only displayed if lines is greater than 1 \nCustom components are components that you can add to the prompt. These will be displayed between the text input area and the buttons.\nblockPointerInputOutsideModal will block pointer input outside the modal. This is useful if you want to prevent the user accidently closing the modal or interacting with the excalidraw canvas while the prompt is open.\nbuttons.action(input: string) => string\nThe button action function will receive the actual input string. If action returns null, input will be unchanged. If action returns a string, input will receive that value when the promise is resolved. example:\n<code>let fileType = '';\nconst filename = await utils.inputPrompt (\n  'Filename',\n  '',\n  '',\n,  [\n    {\n      caption: 'Markdown',\n      action: ()=>{fileType='md';return;}\n    },\n    {\n      caption: 'Excalidraw',\n      action: ()=>{fileType='ex';return;}\n    }\n  ]\n);</code>",after:""},{field:"suggester",code:"suggester: (displayItems: string[], items: any[], hint?: string, instructions?:Instruction[]);",desc:"Opens a suggester. Displays the displayItems and returns the corresponding item from items[]\nYou need to await the result of suggester.\nIf the user cancels (ESC), suggester will return undefined\nHint and instructions are optional\n\n<code>interface Instruction {command: string;purpose: string;}</code>",after:""},{field:"scriptFile",code:"scriptFile: TFile",desc:"The TFile of the currently running script",after:""}],FRONTMATTER_KEYS_INFO=[{field:"plugin",code:null,desc:"Denotes an excalidraw file. If key is not present, the file will not be recognized as an Excalidarw file. Valid values are 'parsed' and 'raw'",after:": parsed"},{field:"link-prefix",code:null,desc:"Set custom prefix to denote text element containing a valid internal link. Set to empty string if you do not want to show a prefix",after:': "📍"'},{field:"url-prefix",code:null,desc:"Set custom prefix to denote text element containing a valid external link. Set to empty string if you do not want to show a prefix",after:': "🌐"'},{field:"link-brackets",code:null,desc:"Set to true, if you want to display [[square brackets]] around the links in Text Elements",after:": true"},{field:"default-mode",code:null,desc:"Specifies how Excalidraw should open by default. Valid values are: view|zen",after:": view"},{field:"linkbutton-opacity",code:null,desc:"The opacity of the blue link button in the top right of the element overriding the respective setting in plugin settings. Valid values are between 0 and 1, where 0 means the button is transparent.",after:": 0.5"},{field:"onload-script",code:null,desc:"The value of this field will be executed as javascript code using the Script Engine environment. Use this to initiate custom actions or logic when loading your drawing.",after:': "new Notice(`Hello World!\\n\\nFile: ${ea.targetView.file.basename}`);"'},{field:"font",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: Virgil|Cascadia|font_file_name.extension",after:": Virgil"},{field:"font-color",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: css-color-name|#HEXcolor|any-other-html-standard-format",after:": SteelBlue"},{field:"border-color",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: css-color-name|#HEXcolor|any-other-html-standard-format",after:": SteelBlue"},{field:"css",code:null,desc:'This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this front matter keys to your markdown document. Valid values are: "css-filename|css snippet"',after:': ""'},{field:"export-transparent",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. true == Transparent / false == with background",after:": true"},{field:"export-dark",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. true == Dark mode / false == light mode",after:": true"},{field:"export-padding",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. This only affects both SVG and PNG export. Specify the export padding for the image.",after:": 5"},{field:"export-pngscale",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. This only affects export to PNG. Specify the export scale for the image. The typical range is between 0.5 and 5, but you can experiment with other values as well.",after:": 1"},{field:"export-embed-scene",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting.",after:": false"},{field:"open-md",code:null,desc:"If this key is present the file will be opened as a markdown file in the editor",after:": true"},{field:"autoexport",code:null,desc:"Override autoexport settings for this file. Valid values are\nnone\nboth\npng\nsvg",after:": png"},{field:"embeddable-theme",code:null,desc:"Override embeddable's theme plugin-settings for this file. 'auto' will match the Excalidraw theme, 'default' will match the Obsidian theme. Valid values are\ndark\nlight\nauto\ndefault",after:": auto"},{field:"mask",code:null,desc:"If this key is present the drawing will be handled as a mask to crop an image.",after:": true"}];B([r$d,z,e$a,l$3,b$1,v,h$1,i$5,i$4,h,u,c$1,s]);const GAP=4;class ExcalidrawAutomate{get obsidian(){return obsidian_module__namespace}get LASERPOINTER(){return this.plugin.settings.laserSettings}get DEVICE(){return DEVICE}help(e){if(!e)return void log("Usage: ea.help(ea.functionName) or ea.help('propertyName') or ea.help('utils.functionName') - notice property name and utils function name is in quotes");let t;if("function"==typeof e)t=EXCALIDRAW_AUTOMATE_INFO.find((t=>t.field===e.name));else if("string"==typeof e){let n=e;n=n.startsWith("utils.")?n.substring(6):n,n=n.startsWith("ea.")?n.substring(3):n,t=EXCALIDRAW_AUTOMATE_INFO.find((e=>e.field===n)),t||(t=EXCALIDRAW_SCRIPTENGINE_INFO.find((e=>e.field===n)))}if(!t)return void log("Usage: ea.help(ea.functionName) or ea.help('propertyName') or ea.help('utils.functionName') - notice property name and utils function name is in quotes");let n=!0;if(t.code&&(n=!1,log(`Declaration: ${t.code}`)),t.desc){n=!1;const e=t.desc.replaceAll("<br>","\n").replace(/<code>(.*?)<\/code>/g,"%c​$1%c").replace(/<b>(.*?)<\/b>/g,"%c​$1%c").replace(/<a onclick='window\.open\("(.*?)"\)'>(.*?)<\/a>/g,((e,t,n)=>`%c​${n}%c​ (link: ${t})`)),r=Array.from({length:(e.match(/%c/g)||[]).length},((e,t)=>t%2==0?"color: #007bff;":""));log(`Description: ${e}`,...r)}n&&log("Description not available for this function.")}async postOpenAI(e){return await postOpenAI(e)}extractCodeBlocks(e){return extractCodeBlocks(e)}async convertStringToDataURL(e,t="text/html"){const n=new Blob([e],{type:t}),r=await new Promise((e=>{const t=new FileReader;t.onload=()=>{if("string"==typeof t.result){const n=t.result.split(",")[1];e(n)}else e(null)},t.readAsDataURL(n)}));return r?`data:${t};base64,${r}`:"about:blank"}async checkAndCreateFolder(e){return await checkAndCreateFolder(e)}getNewUniqueFilepath(e,t){return getNewUniqueFilepath(app.vault,e,t)}getListOfTemplateFiles(){return getListOfTemplateFiles(this.plugin)}getEmbeddedImagesFiletree(e){return!e&&this.targetView&&this.targetView.file&&(e=this.targetView.file),e?getExcalidrawEmbeddedFilesFiletree(e,this.plugin):[]}async getAttachmentFilepath(e){if(!this.targetView||!this.targetView?.file)return errorMessage("targetView not set","getAttachmentFolderAndFilePath()"),null;const t=await getAttachmentsFolderAndFilePath(app,this.targetView.file.path,e);return getNewUniqueFilepath(app.vault,e,t.folder)}compressToBase64(e){return LZString.compressToBase64(e)}decompressFromBase64(e){if(!e)throw new Error("No input string provided for decompression.");let t="";const n=e.length;for(let r=0;r<n;r++){const n=e[r];"\\n"!==n&&"\\r"!==n&&(t+=n)}return LZString.decompressFromBase64(t)}async newFilePrompt(e,t,n,r){if(!this.targetView||!this.targetView?.file)return errorMessage("targetView not set","newFileActions()"),null;const i=emulateKeysForLinkClick(n),a=new NewFileActions({plugin:this.plugin,path:e,keys:i,view:this.targetView,openNewFile:t,parentFile:r});return a.open(),await a.waitForClose}getLeaf(e,t){const n=emulateKeysForLinkClick(t??"new-tab");return getLeaf(this.plugin,e,n)}getActiveEmbeddableViewOrEditor(e){if(!this.targetView&&!e)return null;const t=(e=e??this.targetView).getActiveEmbeddable();if(t){if(t.node&&t.node.isEditing)return{file:t.node.file,editor:t.node.child.editor};if(t.leaf&&t.leaf.view)return{view:t.leaf.view}}return null}isExcalidrawMaskFile(e){return e?this.isExcalidrawFile(e)&&isMaskFile(this.plugin,e):this.targetView&&this.targetView?.file?isMaskFile(this.plugin,this.targetView.file):(errorMessage("targetView not set","isMaskFile()"),null)}plugin;elementsDict;imagesDict;mostRecentMarkdownSVG=null;style;canvas;colorPalette;constructor(e,t){this.plugin=e,this.reset(),this.targetView=t}getViewLastPointerPosition(){return this.targetView&&this.targetView?._loaded?this.targetView.currentPosition:(errorMessage("targetView not set","getExcalidrawAPI()"),null)}getAPI(e){const t=new ExcalidrawAutomate(this.plugin,e);return this.plugin.eaInstances.push(t),t}setFillStyle(e){switch(e){case 0:return this.style.fillStyle="hachure","hachure";case 1:return this.style.fillStyle="cross-hatch","cross-hatch";default:return this.style.fillStyle="solid","solid"}}setStrokeStyle(e){switch(e){case 0:return this.style.strokeStyle="solid","solid";case 1:return this.style.strokeStyle="dashed","dashed";default:return this.style.strokeStyle="dotted","dotted"}}setStrokeSharpness(e){return 0===e?(this.style.roundness={type:ROUNDNESS.LEGACY},"round"):(this.style.roundness=null,"sharp")}setFontFamily(e){switch(e){case 1:return this.style.fontFamily=4,getFontFamily(4);case 2:return this.style.fontFamily=2,getFontFamily(2);case 3:return this.style.fontFamily=3,getFontFamily(3);default:return this.style.fontFamily=1,getFontFamily(1)}}setTheme(e){return 0===e?(this.canvas.theme="light","light"):(this.canvas.theme="dark","dark")}addToGroup(e){const t=nanoid();return e.forEach((e=>{this.elementsDict[e]?.groupIds?.push(t)})),t}async toClipboard(e){const t=e?await getTemplate(this.plugin,e,!1,new EmbeddedFilesLoader(this.plugin),0):null;let n=t?t.elements:[];n=n.concat(this.getElements()),navigator.clipboard.writeText(JSON.stringify({type:"excalidraw/clipboard",elements:n}))}async getSceneFromFile(e){if(!e)return errorMessage("file not found","getScene()"),null;if(!this.isExcalidrawFile(e))return errorMessage("file is not an Excalidraw file","getScene()"),null;const t=await getTemplate(this.plugin,e.path,!1,new EmbeddedFilesLoader(this.plugin),0);return{elements:t.elements,appState:t.appState}}getElements(){const e=[],t=Object.keys(this.elementsDict);for(let n=0;n<t.length;n++)e.push(this.elementsDict[t[n]]);return e}getElement(e){return this.elementsDict[e]}async create(e){const t=e?.templatePath?await getTemplate(this.plugin,e.templatePath,!0,new EmbeddedFilesLoader(this.plugin),0):null;let n,r=t?t.elements:[];if(r=r.concat(this.getElements()),e?.frontmatterKeys){Object.keys(e.frontmatterKeys).includes("excalidraw-plugin")||(e.frontmatterKeys["excalidraw-plugin"]="parsed"),n="---\n\n";for(const t of Object.keys(e.frontmatterKeys))n+=`${t}: ${""===e.frontmatterKeys[t]?'""':e.frontmatterKeys[t]}\n`;n+="\n---\n"}else n=t?.frontmatter?t.frontmatter:FRONTMATTER;n+=e.plaintext?e.plaintext+"\n\n":"",t?.frontmatter&&e?.frontmatterKeys&&(n=mergeMarkdownFiles(t.frontmatter,n));const i={type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:r,appState:{theme:t?.appState?.theme??this.canvas.theme,viewBackgroundColor:t?.appState?.viewBackgroundColor??this.canvas.viewBackgroundColor,currentItemStrokeColor:t?.appState?.currentItemStrokeColor??this.style.strokeColor,currentItemBackgroundColor:t?.appState?.currentItemBackgroundColor??this.style.backgroundColor,currentItemFillStyle:t?.appState?.currentItemFillStyle??this.style.fillStyle,currentItemStrokeWidth:t?.appState?.currentItemStrokeWidth??this.style.strokeWidth,currentItemStrokeStyle:t?.appState?.currentItemStrokeStyle??this.style.strokeStyle,currentItemRoughness:t?.appState?.currentItemRoughness??this.style.roughness,currentItemOpacity:t?.appState?.currentItemOpacity??this.style.opacity,currentItemFontFamily:t?.appState?.currentItemFontFamily??this.style.fontFamily,currentItemFontSize:t?.appState?.currentItemFontSize??this.style.fontSize,currentItemTextAlign:t?.appState?.currentItemTextAlign??this.style.textAlign,currentItemStartArrowhead:t?.appState?.currentItemStartArrowhead??this.style.startArrowHead,currentItemEndArrowhead:t?.appState?.currentItemEndArrowhead??this.style.endArrowHead,currentItemRoundness:t?.appState?.currentItemLinearStrokeSharpness??t?.appState?.currentItemStrokeSharpness??t?.appState?.currentItemRoundness??this.style.roundness?"round":"sharp",gridSize:t?.appState?.gridSize??this.canvas.gridSize,colorPalette:t?.appState?.colorPalette??this.colorPalette,...t?.appState?.frameRendering?{frameRendering:t.appState.frameRendering}:{},...t?.appState?.objectsSnapModeEnabled?{objectsSnapModeEnabled:t.appState.objectsSnapModeEnabled}:{}},files:t?.files??{}},a=e?.filename?e.filename+(e.filename.endsWith(".md")?"":".excalidraw.md"):getDrawingFilename(this.plugin.settings),o=e?.foldername?e.foldername:this.plugin.settings.folder,s=this.plugin.settings.compatibilityMode?JSON.stringify(i,null,"\t"):n+(()=>{const e=this.getElements().filter((e=>"text"===e.type));let t="# Excalidraw Data\n## Text Elements\n";return e.forEach((e=>{t+=`${e.rawText??e.originalText??e.text} ^${e.id}\n\n`})),this.getElements().filter((e=>"text"!==e.type&&e.link)).forEach((e=>{t+=`${e.link} ^${e.id}\n\n`})),t+=Object.keys(this.imagesDict).length>0?"\n## Embedded Files\n":"\n",Object.keys(this.imagesDict).forEach((e=>{const n=this.imagesDict[e];if(n.latex)t+=`${e}: $$${n.latex}$$\n\n`;else if(n.file)n.file instanceof obsidian_module.TFile?t+=`${e}: [[${n.file.path}]]\n\n`:t+=`${e}: [[${n.file}]]\n\n`;else{const r=n.hyperlink.split("#"),i=this.plugin.app.vault.getAbstractFileByPath(r[0]);if(i&&i instanceof obsidian_module.TFile){const n=2===r.length;t+=n?`${e}: [[${i.path}#${r[1]}]]\n\n`:`${e}: [[${i.path}]]\n\n`}else t+=`${e}: ${n.hyperlink}\n\n`}})),t+"%%\n"})()+getMarkdownDrawingSection(JSON.stringify(i,null,"\t"),this.plugin.settings.compress);return e.silent?(await this.plugin.createDrawing(a,o,s)).path:this.plugin.createAndOpenDrawing(a,e?.onNewPane&&e.onNewPane?"new-pane":"active-pane",o,s)}async createSVG(e,t=!1,n,r,i,a){return i||(i=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),i&&!n&&(n={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0,isMask:!1}),r||(r=new EmbeddedFilesLoader(this.plugin,i?"dark"===i:void 0)),await createSVG(e,t,n,r,i,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,a,this.imagesDict)}async createPNG(e,t=1,n,r,i,a){return i||(i=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),i&&!n&&(n={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0,isMask:!1}),r||(r=new EmbeddedFilesLoader(this.plugin,i?"dark"===i:void 0)),await createPNG(e,t,n,r,i,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,a,this.imagesDict)}async createPNGBase64(e,t=1,n,r,i,a){const o=await this.createPNG(e,t,n,r,i,a);return`data:image/png;base64,${await blobToBase64(o)}`}wrapText(e,t){return wrapTextAtCharLength(e,t,this.plugin.settings.forceWrap)}boxedElement(e,t,n,r,i,a,o=null,s){return{id:e,type:t,x:n,y:r,width:i,height:a,angle:this.style.angle,strokeColor:this.style.strokeColor,backgroundColor:this.style.backgroundColor,fillStyle:this.style.fillStyle,strokeWidth:this.style.strokeWidth,strokeStyle:this.style.strokeStyle,roughness:this.style.roughness,opacity:this.style.opacity,roundness:this.style.strokeSharpness?"round"===this.style.strokeSharpness?{type:ROUNDNESS.ADAPTIVE_RADIUS}:null:this.style.roundness,seed:Math.floor(1e5*Math.random()),version:1,versionNonce:Math.floor(1e9*Math.random()),updated:Date.now(),isDeleted:!1,groupIds:[],boundElements:[],link:o,locked:!1,...s?{scale:s}:{}}}addIFrame(e,t,n,r,i,a){return this.addEmbeddable(e,t,n,r,i,a)}addEmbeddable(e,t,n,r,i,a,o){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","addEmbeddable()"),null;if(!i&&!a)return errorMessage("Either the url or the file must be set. If both are provided the URL takes precedence","addEmbeddable()"),null;const s=nanoid();return this.elementsDict[s]=this.boxedElement(s,"embeddable",e,t,n,r,i||(a?`[[${app.metadataCache.fileToLinktext(a,this.targetView.file.path,!1)}]]`:""),[1,1]),this.elementsDict[s].customData={mdProps:o??this.plugin.settings.embeddableMarkdownDefaults},s}addElementsToFrame(e,t){this.getElement(e)&&t.forEach((t=>{const n=this.getElement(t);n&&(n.frameId=e)}))}addFrame(e,t,n,r,i){const a=this.addRect(e,t,n,r),o=this.getElement(a);return o.type="frame",o.backgroundColor="transparent",o.strokeColor="#000",o.strokeStyle="solid",o.strokeWidth=2,o.roughness=0,o.roundness=null,i&&(o.name=i),a}addRect(e,t,n,r,i){return i||(i=nanoid()),this.elementsDict[i]=this.boxedElement(i,"rectangle",e,t,n,r),i}addDiamond(e,t,n,r,i){return i||(i=nanoid()),this.elementsDict[i]=this.boxedElement(i,"diamond",e,t,n,r),i}addEllipse(e,t,n,r,i){return i||(i=nanoid()),this.elementsDict[i]=this.boxedElement(i,"ellipse",e,t,n,r),i}addBlob(e,t,n,r,i){const a=.5*r,o=.5*n,s=o/9,l=.8*a,c=[],d=(n,r)=>{const i=n+Math.random()*s-s/2;c.push([i+Math.random()*s-s/2+n%2*s/6+e,r*Math.sqrt(a*a*(1-i*i/(o*o)))+Math.random()*l-l/2+n%2*l/6+t])};let T;for(T=s/2-o;T<=o-s/2;T+=o/6)d(T,1);for(T=o-s/2;T>=s/2-o;T-=o/6)d(T,-1);return c.push(c[0]),i=this.addLine((e=>{const t=getLineBox(e),i=n/t.w,a=r/t.h;let o;for(o=0;o<e.length;o++){let[n,r]=e[o];n=(n-t.x)*i+t.x,r=(r-t.y)*a+t.y,e[o]=[n,r]}return e})(c),i),this.elementsDict[i]=repositionElementsToCursor([this.getElement(i)],{x:e,y:t},!1)[0],i}refreshTextElementSize(e){const t=this.getElement(e);if("text"!==t.type)return;const{w:n,h:r}=_measureText(t.text,t.fontSize,t.fontFamily,getLineHeight(t.fontFamily));t.width=n,t.height=r}addText(e,t,n,r,i){i=i??nanoid();const a=n,o=!(void 0!==r?.width&&!r?.box)||(r?.autoResize??!0);n=r?.wrapAt&&o?this.wrapText(n,r.wrapAt):n;const{w:s,h:l}=_measureText(n,this.style.fontSize,this.style.fontFamily,getLineHeight(this.style.fontFamily)),c=r?.width?r.width:s,d=r?.height?r.height:l;let T=null;const u=this.style.strokeColor;this.style.strokeColor=r?.boxStrokeColor??u;const Q=r?.boxPadding??30;if(r?.box)switch(r.box){case"ellipse":T=this.addEllipse(e-Q,t-Q,c+2*Q,d+2*Q);break;case"diamond":T=this.addDiamond(e-Q,t-Q,c+2*Q,d+2*Q);break;case"blob":T=this.addBlob(e-Q,t-Q,c+2*Q,d+2*Q);break;default:T=this.addRect(e-Q,t-Q,c+2*Q,d+2*Q)}this.style.strokeColor=u;const p=T&&"blob"!==r.box;if(this.elementsDict[i]={text:n,fontSize:this.style.fontSize,fontFamily:this.style.fontFamily,textAlign:r?.textAlign?r.textAlign:this.style.textAlign??"left",verticalAlign:r?.textVerticalAlign??this.style.verticalAlign,...this.boxedElement(i,"text",e,t,c,d),containerId:p?T:null,originalText:p?a:n,rawText:p?a:n,lineHeight:getLineHeight(this.style.fontFamily),autoResize:!!r?.box||(r?.autoResize??!0)},T&&"blob"===r?.box&&this.addToGroup([i,T]),p){const e=this.elementsDict[T];e.boundElements||(e.boundElements=[]),e.boundElements.push({type:"text",id:i})}const h=this.getElement(i),m=T&&"blob"!==r.box?this.getElement(T):void 0,f=refreshTextDimensions(h,m,arrayToMap(this.getElements()),a);return f&&(h.width=f.width,h.height=f.height,h.x=f.x,h.y=f.y,h.text=f.text,m&&(m.width=f.width+2*Q,m.height=f.height+2*Q)),T??i}addLine(e,t){const n=getLineBox(e);return t=t??nanoid(),this.elementsDict[t]={points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:null,endBinding:null,startArrowhead:null,endArrowhead:null,...this.boxedElement(t,"line",e[0][0],e[0][1],n.w,n.h)},t}addArrow(e,t,n){const r=getLineBox(e);n=n??nanoid();const i=e[0],a=e[e.length-1];return this.elementsDict[n]={points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:{elementId:t?.startObjectId,focus:t?.startObjectId?determineFocusDistance(this.getElement(t?.startObjectId),a,i):.1,gap:4},endBinding:{elementId:t?.endObjectId,focus:t?.endObjectId?determineFocusDistance(this.getElement(t?.endObjectId),i,a):.1,gap:4},startArrowhead:void 0!==t?.startArrowHead?t.startArrowHead:this.style.startArrowHead,endArrowhead:void 0!==t?.endArrowHead?t.endArrowHead:this.style.endArrowHead,...this.boxedElement(n,"arrow",e[0][0],e[0][1],r.w,r.h)},t?.startObjectId&&(this.elementsDict[t.startObjectId].boundElements||(this.elementsDict[t.startObjectId].boundElements=[]),this.elementsDict[t.startObjectId].boundElements.push({type:"arrow",id:n})),t?.endObjectId&&(this.elementsDict[t.endObjectId].boundElements||(this.elementsDict[t.endObjectId].boundElements=[]),this.elementsDict[t.endObjectId].boundElements.push({type:"arrow",id:n})),n}async addMermaid(e,t=!0){const n=await mermaidToExcalidraw(e,{fontSize:this.style.fontSize}),r=[];if(!n)return null;if(n?.error)return n.error;if(n?.elements&&n.elements.forEach((e=>{r.push(e.id),this.elementsDict[e.id]=e})),n?.files)for(const e in n.files)this.imagesDict[e]={...n.files[e],created:Date.now(),isHyperLink:!1,hyperlink:null,file:null,hasSVGwithBitmap:!1,latex:null};return t&&n?.elements&&r.length>1&&this.addToGroup(r),r}async addImage(e,t,n,r=!0,i=!0){const a=nanoid(),o=new EmbeddedFilesLoader(this.plugin,"dark"===this.canvas.theme),s="string"==typeof n?await o.getObsidianImage(new EmbeddedFile(this.plugin,"",n),0):await o.getObsidianImage(n,0);if(!s)return null;const l="string"==typeof n?s.fileId:"md"===n.extension||"pdf"===n.extension.toLowerCase()?fileid():s.fileId;if(this.imagesDict[l]={mimeType:s.mimeType,id:l,dataURL:s.dataURL,created:s.created,isHyperLink:"string"==typeof n,hyperlink:"string"==typeof n?n:null,file:"string"==typeof n?null:n.path+(r||!i?"":"|100%"),hasSVGwithBitmap:s.hasSVGwithBitmap,latex:null},r&&Math.max(s.size.width,s.size.height)>500){const e=500/Math.max(s.size.width,s.size.height);s.size.width=e*s.size.width,s.size.height=e*s.size.height}return this.elementsDict[a]=this.boxedElement(a,"image",e,t,s.size.width,s.size.height),this.elementsDict[a].fileId=l,this.elementsDict[a].scale=[1,1],!r&&i&&(this.elementsDict[a].customData={isAnchored:!0}),a}async addLaTex(e,t,n){const r=nanoid(),i=await tex2dataURL(n);return i?(this.imagesDict[i.fileId]={mimeType:i.mimeType,id:i.fileId,dataURL:i.dataURL,created:i.created,file:null,hasSVGwithBitmap:!1,latex:n},this.elementsDict[r]=this.boxedElement(r,"image",e,t,i.size.width,i.size.height),this.elementsDict[r].fileId=i.fileId,this.elementsDict[r].scale=[1,1],r):null}async tex2dataURL(e,t=4){return await tex2dataURL(e,t)}connectObjects(e,t,n,r,i){if(!this.elementsDict[e]||!this.elementsDict[n])return;if(["line","arrow","freedraw"].includes(this.elementsDict[e].type)||["line","arrow","freedraw"].includes(this.elementsDict[n].type))return;const a=i?.padding?i.padding:10,o=i?.numberOfPoints?i.numberOfPoints:0,s=(e,t)=>{switch(e){case"bottom":return[(t.x+(t.x+t.width))/2,t.y+t.height+a];case"left":return[t.x-a,(t.y+(t.y+t.height))/2];case"right":return[t.x+t.width+a,(t.y+(t.y+t.height))/2];default:return[(t.x+(t.x+t.width))/2,t.y-a]}};let l,c,d,T;const u=this.elementsDict[e],Q=this.elementsDict[n];if(!t||!r){const e=u.x+u.width/2,n=Q.x+Q.width/2,i=u.y+u.height/2,a=Q.y+Q.height/2;if(!t){const t=intersectElementWithLine(u,[n,a],[e,i],4);0===t.length?[l,c]=[e,i]:[l,c]=t[0]}if(!r){const t=intersectElementWithLine(Q,[e,i],[n,a],4);0===t.length?[d,T]=[n,a]:[d,T]=t[0]}}t&&([l,c]=s(t,this.elementsDict[e])),r&&([d,T]=s(r,this.elementsDict[n]));const p=o+2,h=[];for(let e=0;e<p;e++)h.push([l+e*(d-l)/(p-1),c+e*(T-c)/(p-1)]);return this.addArrow(h,{startArrowHead:i?.startArrowHead,endArrowHead:i?.endArrowHead,startObjectId:e,endObjectId:n})}addLabelToLine(e,t){const n=this.elementsDict[e];if(!n||!["arrow","line"].includes(n.type)||2!==n.points.length)return;let r=Math.atan2(n.points[1][1],n.points[1][0]);const i=this.measureText(t);r<0?r<-Math.PI/2&&(r+=Math.PI):r>Math.PI/2&&(r-=Math.PI),this.style.angle=r;const a=this.addText(n.x+n.points[1][0]/2-i.width/2,n.y+n.points[1][1]/2-i.height,t);return this.style.angle=0,a}clear(){this.elementsDict={},this.imagesDict={}}reset(){this.clear(),this.activeScript=null,this.style={strokeColor:"#000000",backgroundColor:"transparent",angle:0,fillStyle:"hachure",strokeWidth:1,strokeStyle:"solid",roughness:1,opacity:100,roundness:null,fontFamily:1,fontSize:20,textAlign:"left",verticalAlign:"top",startArrowHead:null,endArrowHead:"arrow"},this.canvas={theme:"light",viewBackgroundColor:"#FFFFFF",gridSize:0}}isExcalidrawFile(e){return this.plugin.isExcalidrawFile(e)}targetView=null;setView(e){if(!e){const e=this.plugin.app.workspace.getActiveViewOfType(ExcalidrawView);this.targetView=e instanceof ExcalidrawView?e:getExcalidrawViews(this.plugin.app)[0]}if("active"==e){const e=this.plugin.app.workspace.getActiveViewOfType(ExcalidrawView);if(!(e instanceof ExcalidrawView))return;this.targetView=e}return"first"==e&&(this.targetView=getExcalidrawViews(this.plugin.app)[0]),e instanceof ExcalidrawView&&(this.targetView=e),this.targetView}getExcalidrawAPI(){return this.targetView&&this.targetView?._loaded?this.targetView.excalidrawAPI:(errorMessage("targetView not set","getExcalidrawAPI()"),null)}getViewElements(){return this.targetView&&this.targetView?._loaded?this.targetView.getViewElements():(errorMessage("targetView not set","getViewElements()"),[])}deleteViewElements(e){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","deleteViewElements()"),!1;const t=this.targetView?.excalidrawAPI;if(!t)return!1;const n=t.getSceneElements(),r=t.getAppState();return this.targetView.updateScene({elements:n.filter((t=>!e.includes(t))),appState:r,storeAction:"capture"}),!0}async addBackOfTheCardNoteToView(e,t=!1,n,r){return this.targetView&&this.targetView?._loaded?(await this.targetView.forceSave(!0),addBackOfTheNoteCard(this.targetView,e,t,n,r)):(errorMessage("targetView not set","addBackOfTheCardNoteToView()"),null)}getViewSelectedElement(){const e=this.getViewSelectedElements();return e?e[0]:null}getViewSelectedElements(e=!0){return this.targetView&&this.targetView?._loaded?this.targetView.getViewSelectedElements(e):(errorMessage("targetView not set","getViewSelectedElements()"),[])}getViewFileForImageElement(e){return this.targetView&&this.targetView?._loaded?e&&"image"===e.type?this.targetView?.excalidrawData?.getFile(e.fileId)?.file:(errorMessage("Must provide an image element as input","getViewFileForImageElement()"),null):(errorMessage("targetView not set","getViewFileForImageElement()"),null)}copyViewElementsToEAforEditing(e,t=!1){if(t&&e.some((e=>"image"===e.type))){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","copyViewElementsToEAforEditing()");const t=this.targetView.getScene().files;e.forEach((e=>{if(this.elementsDict[e.id]=cloneElement(e),"image"===e.type){const n=this.targetView.excalidrawData.getFile(e.fileId),r=n&&n.file&&n.linkParts&&n.linkParts.ref,i=this.targetView.excalidrawData.getEquation(e.fileId),a=t?.[e.fileId];this.imagesDict[e.fileId]={mimeType:a.mimeType,id:e.fileId,dataURL:a.dataURL,created:a.created,...n?{isHyperLink:n.isHyperLink||r,hyperlink:r?`${n.file.path}#${n.linkParts.ref}`:n.hyperlink,file:r?null:n.file,hasSVGwithBitmap:n.isSVGwithBitmap,latex:null}:{},...i?{file:null,isHyperLink:!1,hyperlink:null,hasSVGwithBitmap:!1,latex:i.latex}:{}}}}))}else e.forEach((e=>{this.elementsDict[e.id]=cloneElement(e)}))}viewToggleFullScreen(e=!1){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","viewToggleFullScreen()");const t=this.targetView,n=t.isFullscreen();e&&(t.updateScene({appState:{viewModeEnabled:!n},storeAction:"update"}),this.targetView.toolsPanelRef?.current?.setExcalidrawViewMode(!n)),n?t.exitFullscreen():t.gotoFullscreen()}setViewModeEnabled(e){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","viewToggleFullScreen()");const t=this.targetView;t.updateScene({appState:{viewModeEnabled:e},storeAction:"update"}),t.toolsPanelRef?.current?.setExcalidrawViewMode(e)}viewUpdateScene(e,t=!1){this.targetView&&this.targetView?._loaded?(Boolean(e.storeAction)||(e.storeAction=e.commitToHistory?"capture":"update"),this.targetView.updateScene({elements:e.elements,appState:e.appState,files:e.files,storeAction:e.storeAction},t)):errorMessage("targetView not set","viewToggleFullScreen()")}connectObjectWithViewSelectedElement(e,t,n,r){const i=this.getViewSelectedElement();if(!i)return!1;const a=i.id;return this.elementsDict[a]=i,this.connectObjects(e,t,a,n,r),delete this.elementsDict[a],!0}viewZoomToElements(e,t){this.targetView&&this.targetView?._loaded?this.targetView.zoomToElements(e,t):errorMessage("targetView not set","viewToggleFullScreen()")}async addElementsToView(e=!1,t=!0,n=!1,r=!1){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","addElementsToView()"),!1;const i=this.getElements();return await this.targetView.addElements(i,e,t,this.imagesDict,n,r)}registerThisAsViewEA(){return this.targetView&&this.targetView?._loaded?(this.targetView.setHookServer(this),!0):(errorMessage("targetView not set","addElementsToView()"),!1)}deregisterThisAsViewEA(){return this.targetView&&this.targetView?._loaded?(this.targetView.setHookServer(this),!0):(errorMessage("targetView not set","addElementsToView()"),!1)}onViewUnloadHook=null;onViewModeChangeHook=null;onLinkHoverHook=null;onLinkClickHook=null;onDropHook=null;onPasteHook=null;onFileOpenHook;onFileCreateHook;onCanvasColorChangeHook=null;onUpdateElementLinkForExportHook=null;getEmbeddedFilesLoader(e){return new EmbeddedFilesLoader(this.plugin,e)}getExportSettings(e,t,n=!1){return{withBackground:e,withTheme:t,isMask:n}}getBoundingBox(e){const t=getCommonBoundingBox(e);return{topX:t.minX,topY:t.minY,width:t.maxX-t.minX,height:t.maxY-t.minY}}getMaximumGroups(e){return getMaximumGroups(e,arrayToMap(e))}getLargestElement(e){if(!e||0===e.length)return null;let t=e[0];const n=e=>e.height*e.width;let r=n(e[0]);for(let i=1;i<e.length;i++){const a=n(e[i]);a>r&&(r=a,t=e[i])}return t}intersectElementWithLine(e,t,n,r){return intersectElementWithLine(e,t,n,r)}getCommonGroupForElements(e){const t=e.map((e=>e.groupIds)).reduce(((e,t)=>t.filter((t=>e.includes(t)))));return t.length>0?t[0]:null}getElementsInTheSameGroupWithElement(e,t,n=!1){if(!e||!t)return[];const r="text"===e.type&&e.containerId?t.filter((t=>t.id===e.containerId)):[];if(0===e.groupIds.length)return n&&"frame"===e.type?this.getElementsInFrame(e,t,!0):1===r.length?[e,r[0]]:[e];const i=1===r.length?t=>t.groupIds.some((t=>e.groupIds.includes(t)))||t===r[0]:t=>t.groupIds.some((t=>e.groupIds.includes(t)));if(n){const e=new Set;return t.filter((e=>i(e))).forEach((n=>{"frame"===n.type?this.getElementsInFrame(n,t,!0).forEach((t=>e.add(t.id))):e.add(n.id)})),t.filter((t=>e.has(t.id)))}return t.filter((e=>i(e)))}getElementsInFrame(e,t,n=!1){return e&&t&&"frame"===e.type?t.filter((t=>t.frameId===e.id||n&&t.id===e.id)):[]}activeScript=null;getScriptSettings(){return this.activeScript?this.plugin.settings.scriptEngineSettings[this.activeScript]??{}:null}async setScriptSettings(e){if(!this.activeScript)return null;this.plugin.settings.scriptEngineSettings[this.activeScript]=e,await this.plugin.saveSettings()}openFileInNewOrAdjacentLeaf(e,t){if(!(e&&e instanceof obsidian_module.TFile))return null;if(!this.targetView)return null;const{leaf:n,promise:r}=openLeaf({plugin:this.plugin,fnGetLeaf:()=>getNewOrAdjacentLeaf(this.plugin,this.targetView.leaf),file:e,openState:t??{active:!0}});return n}measureText(e){const t=_measureText(e,this.style.fontSize,this.style.fontFamily,getLineHeight(this.style.fontFamily));return{width:t.w??0,height:t.h??0}}async getOriginalImageSize(e,t=!1){if(!this.targetView||!this.targetView?._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 n=this.targetView.excalidrawData.getFile(e.fileId);if(!n)return errorMessage("Please provide a single image element as input","getOriginalImageSize()"),null;const r="dark"===this.getExcalidrawAPI().getAppState().theme;let i=n.getImage(r);if(i||t){if(!i){let e=0;for(;!i&&e<50;)await sleep(100),i=n.getImage(r),e++;if(!i)return}return await getImageSize(i)}}async resetImageAspectRatio(e){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","resetImageAspectRatio()"),null;const t=await this.getOriginalImageSize(e,!0);if(t){const n=e.width*e.height,r=t.width/t.height;let i=Math.sqrt(n*r),a=Math.sqrt(n/r);const o=e.x+e.width/2,s=e.y+e.height/2;if(i!==e.width||a!==e.height){this.getElement(e.id)||this.copyViewElementsToEAforEditing([e]);const t=this.getElement(e.id);return t.width=i,t.height=a,t.x=o-i/2,t.y=s-a/2,!0}}return!1}verifyMinimumPluginVersion(e){return verifyMinimumPluginVersion(e)}isExcalidrawView(e){return e instanceof ExcalidrawView}selectElementsInView(e){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","selectElementsInView()");if(!e||0===e.length)return;const t=this.getExcalidrawAPI();if("string"==typeof e[0]){const n=this.getViewElements().filter((t=>e.includes(t.id)));t.selectElements(n)}else t.selectElements(e)}generateElementId(){return nanoid()}cloneElement(e){const t=JSON.parse(JSON.stringify(e));return t.id=nanoid(),t}moveViewElementToZIndex(e,t){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","moveViewElementToZIndex()");const n=this.getExcalidrawAPI(),r=this.getViewElements(),i=r.filter((t=>t.id===e));if(0===i.length)return void errorMessage(`Element (id: ${e}) not found`,"moveViewElementToZIndex");if(t>=r.length)return void n.bringToFront(i);if(t<0)return void n.sendToBack(i);const a=r.indexOf(i[0]);r.splice(t,0,r.splice(a,1)[0]),this.targetView.updateScene({elements:r,storeAction:"capture"})}hexStringToRgb(e){const t=/^#?([a-f\d]{2})([a-f\d]{2})([a-f\d]{2})$/i.exec(e);return[parseInt(t[1],16),parseInt(t[2],16),parseInt(t[3],16)]}rgbToHexString(e){return O$1({r:e[0],g:e[1],b:e[2]}).stringHEX({alpha:!1})}hslToRgb(e){const t=O$1({h:e[0],s:e[1],l:e[2]});return[t.red,t.green,t.blue]}rgbToHsl(e){const t=O$1({r:e[0],g:e[1],b:e[2]});return[t.hue,t.saturation,t.lightness]}colorNameToHex(e){return COLOR_NAMES.has(e.toLowerCase().trim())?COLOR_NAMES.get(e.toLowerCase().trim()):e.trim()}getCM(e){if(e)return"string"==typeof e&&(e=this.colorNameToHex(e)),O$1(e);log("Creates a CM object. Visit https://github.com/lbragile/ColorMaster for documentation.")}getPolyBool(){return PolyBool$1.epsilon(1e-10),PolyBool$1}importSVG(e){const t=svgToExcalidraw(e);return t.hasErrors?(new obsidian_module.Notice(`There were errors while parsing the given SVG:\n${t.errors}`),!1):(this.copyViewElementsToEAforEditing(t.content),!0)}destroy(){this.targetView=null,this.plugin=null,this.elementsDict={},this.imagesDict={},this.mostRecentMarkdownSVG=null,this.activeScript=null,this.style={},this.canvas={},this.colorPalette={}}}async function initExcalidrawAutomate(e){await initFonts();const t=new ExcalidrawAutomate(e);return window.ExcalidrawAutomate=t,t}function normalizeLinePoints(e){const t=[],[n,r]=e[0];for(let i=0;i<e.length;i++)t.push([e[i][0]-n,e[i][1]-r]);return t}function getLineBox(e){const[t,n,r,i]=estimateLineBound(e);return{x:t,y:n,w:r-t,h:i-n}}function getFontFamily(e){return getFontFamilyString({fontFamily:e})}async function initFonts(){await excalidrawLib.registerFontsInCSS();const e=excalidrawLib.getFontFamilies();for(let t=0;t<e.length;t++)"Local Font"!==e[t]&&await document.fonts.load(`16px ${e[t]}`)}function _measureText(e,t,n,r){t||(t=20),n||(r=getLineHeight(n=1));const i=measureText(e,`${t.toString()}px ${getFontFamily(n)}`,r);return{w:i.width,h:i.height}}async function getTemplate(e,t,n=!1,r,i,a=!1){const o=e.app,s=o.vault,l=getEmbeddedFilenameParts(t),c=obsidian_module.normalizePath(l.filepath),d=o.metadataCache.getFirstLinkpathDest(c,"");let T=!1;if(d&&d instanceof obsidian_module.TFile){const t=(await s.read(d)).replaceAll("\r\n","\n").replaceAll("\r","\n"),o=new ExcalidrawData(e);if("excalidraw"===d.extension)return await o.loadLegacyData(t,d),{elements:a?updateElementLinksToObsidianLinks({elements:o.scene.elements,hostFile:d}):o.scene.elements,appState:o.scene.appState,frontmatter:"",files:o.scene.files,hasSVGwithBitmap:T};const c=getTextMode(t);await o.loadData(t,d,c);let u=t.search(/^##? Text Elements$/m);-1==u&&(u=t.search(/##? Drawing\n/));let Q,p=o.scene,h=p.elements;if(l.hasGroupref){const t=l.hasSectionref?getTextElementsMatchingQuery(p.elements,["# "+l.sectionref],!0):p.elements.filter((e=>e.id===l.blockref));t.length>0&&(h=e.ea.getElementsInTheSameGroupWithElement(t[0],p.elements,!0))}if(l.hasFrameref||l.hasClippedFrameref){const t=getFrameBasedOnFrameNameOrId(l.blockref,p.elements);t&&(h=e.ea.getElementsInFrame(t,p.elements,l.hasClippedFrameref))}l.hasTaskbone&&(h=h.filter((t=>"freedraw"===t.type||"image"===t.type&&!e.isExcalidrawFile(o.getFile(t.fileId)?.file)))),h.length<p.elements.length&&(Q=new Set,h.filter((e=>"image"===e.type)).forEach((e=>Q.add(e.fileId)))),n&&await r.loadSceneFiles(o,(e=>{if(e&&0!==e.length){for(const t of e)t.hasSVGwithBitmap&&(T=!0),o.scene.files[t.id]={mimeType:t.mimeType,id:t.id,dataURL:t.dataURL,created:t.created};p=scaleLoadedImage(o.scene,e).scene}}),i,!1,Q),o.destroy();const m=t.substring(0,u);let f={};const g=Object.values(p.files).length;return g>0&&(Q&&g>Q.size?Object.values(p.files).filter((e=>Q.has(e.id))).forEach((e=>{f[e.id]=e})):f=p.files),{elements:a?updateElementLinksToObsidianLinks({elements:h,hostFile:d}):h,appState:p.appState,frontmatter:m.match(/^---\n.*\n---\n/ms)?.[0]??m,files:f,hasSVGwithBitmap:T}}return{elements:[],appState:{},frontmatter:null,files:[],hasSVGwithBitmap:T}}async function createPNG(e=void 0,t=1,n,r,i=void 0,a=void 0,o=void 0,s=[],l,c,d,T){r||(r=new EmbeddedFilesLoader(l)),d=d??l.settings.exportPaddingSVG;const u=e?await getTemplate(l,e,!0,r,c):null;let Q=u?.elements??[];Q=Q.concat(s);const p=T??{};return u?.files&&Object.values(u.files).forEach((e=>{e.dataURL.startsWith("http")||(p[e.id]=e)})),await getPNG({type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:Q,appState:{theme:i??u?.appState?.theme??a,viewBackgroundColor:u?.appState?.viewBackgroundColor??o,...u?.appState?.frameRendering?{frameRendering:u.appState.frameRendering}:{}},files:p},{withBackground:n?.withBackground??l.settings.exportWithBackground,withTheme:n?.withTheme??l.settings.exportWithTheme,isMask:n?.isMask??!1},d,t)}const updateElementLinksToObsidianLinks=({elements:e,hostFile:t})=>e.map((e=>{if(e.link&&e.link.startsWith("[")){const n=REGEX_LINK.getResList(e.link)[0];if(!n?.value)return e;let r=REGEX_LINK.getLink(n);if(r.search("#")>-1&&(r=getLinkParts(r,t).path),r.match(REG_LINKINDEX_INVALIDCHARS))return e;const i=app.metadataCache.getFirstLinkpathDest(r,t.path);if(!i)return e;let a=app.getObsidianUrl(i);window.ExcalidrawAutomate?.onUpdateElementLinkForExportHook&&(a=window.ExcalidrawAutomate.onUpdateElementLinkForExportHook({originalLink:e.link,obsidianLink:a,linkedFile:i,hostFile:t}));const o=cloneElement(e);return o.link=a,o}return e}));function addFilterToForeignObjects(e){e.querySelectorAll("foreignObject").forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))}async function createSVG(e=void 0,t=!1,n,r,i=void 0,a=void 0,o=void 0,s=[],l,c,d,T,u=!1){r||(r=new EmbeddedFilesLoader(l)),void 0===n.skipInliningFonts&&(n.skipInliningFonts=!t);const Q=e?await getTemplate(l,e,!0,r,c,u):null;let p=Q?.elements??[];p=p.concat(s),d=d??l.settings.exportPaddingSVG;const h=T??{};Q?.files&&Object.values(Q.files).forEach((e=>{h[e.id]=e}));const m=i??Q?.appState?.theme??a,f=n?.withTheme??l.settings.exportWithTheme,g=getEmbeddedFilenameParts(e),b=await getSVG({type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:p,appState:{theme:m,viewBackgroundColor:Q?.appState?.viewBackgroundColor??o,...Q?.appState?.frameRendering?{frameRendering:Q.appState.frameRendering}:{}},files:h},{withBackground:n?.withBackground??l.settings.exportWithBackground,withTheme:f,isMask:n?.isMask??!1,...g?.hasClippedFrameref?{frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:{}},d,null);if(f&&"dark"===m&&addFilterToForeignObjects(b),!(g.hasGroupref||g.hasFrameref||g.hasClippedFrameref)&&(g.hasBlockref||g.hasSectionref)){let e=g.hasSectionref?getTextElementsMatchingQuery(p,["# "+g.sectionref],!0):p.filter((e=>e.id===g.blockref));if(e.length>0){const t=e[0].containerId;t&&(e=e.concat(p.filter((e=>e.id===t))));const n=l.ea.getBoundingBox(e),r=l.ea.getBoundingBox(p);b.viewBox.baseVal.x=n.topX-r.topX,b.viewBox.baseVal.y=n.topY-r.topY,b.viewBox.baseVal.width=n.width+2*d,b.viewBox.baseVal.height=n.height+2*d}}return Q?.hasSVGwithBitmap&&b.setAttribute("hasbitmap","true"),b}function estimateLineBound(e){let t=1/0,n=1/0,r=-1/0,i=-1/0;for(const[a,o]of e)t=Math.min(t,a),n=Math.min(n,o),r=Math.max(r,a),i=Math.max(i,o);return[t,n,r,i]}function estimateBounds(e){const t=getCommonBoundingBox(e);return[t.minX,t.minY,t.maxX,t.maxY]}function repositionElementsToCursor(e,t,n=!1){const[r,i,a,o]=estimateBounds(e);let[s,l]=[0,0];return[s,l]=n?[t.x-(r+a)/2,t.y-(i+o)/2]:[t.x-r,t.y-i],e.forEach((e=>{e.x=e.x+s,e.y=e.y+l})),restore({elements:e},null,null).elements}function errorMessage(e,t){switch(e){case"targetView not set":errorlog({where:"ExcalidrawAutomate",source:t,message:"targetView not set, or no longer active. Use setView before calling this function"});break;case"mobile not supported":errorlog({where:"ExcalidrawAutomate",source:t,message:"this function is not available on Obsidian Mobile"});break;default:errorlog({where:"ExcalidrawAutomate",source:t,message:e??"unknown error"})}}const insertLaTeXToView=e=>{const t=e.plugin.app,n=e.plugin.ea;GenericInputPrompt.Prompt(e,e.plugin,t,t$d("ENTER_LATEX"),"\\color{red}\\oint_S {E_n dA = \\frac{1}{{\\varepsilon _0 }}} Q_{inside}",e.plugin.settings.latexBoilerplate,void 0,3).then((async t=>{t&&(n.reset(),await n.addLaTex(0,0,t),n.setView(e),n.addElementsToView(!0,!1,!0))}))},search=async e=>{const t=e.plugin.ea;t.reset(),t.setView(e);const n=t.getViewElements().filter((e=>"text"===e.type||"frame"===e.type||e.link||"image"===e.type));if(0===n.length)return;let r=await ScriptEngine.inputPrompt(e,e.plugin,e.plugin.app,"Search for","use quotation marks for exact match","");if(!r)return;const i=r.matchAll(/"(.*?)"/g);let a,o=[];for(;!(a=i.next()).done;)o.push(a.value[1]);r=r.replaceAll(/"(.*?)"/g,""),o=o.concat(r.split(" ").filter((e=>0!==e.length))),t.targetView.selectElementsMatchingQuery(n,o)},getTextElementsMatchingQuery=(e,t,n=!1)=>e&&0!==e.length&&t&&0!==t.length?e.filter((e=>"text"===e.type&&t.some((t=>{if(n){const n=e.rawText.toLowerCase().split("\n")[0].trim().match(/^#*(# .*)/);return!(!n||2!==n.length)&&n[1]===t.toLowerCase()}return e.rawText.toLowerCase().replaceAll("\n"," ").trim().match(t.toLowerCase())})))):[],getFrameElementsMatchingQuery=(e,t,n=!1)=>e&&0!==e.length&&t&&0!==t.length?e.filter((e=>"frame"===e.type&&t.some((t=>{if(n){const n=(e.name?.toLowerCase().split("\n")[0].trim()??"").match(/^#*(# .*)/);return!(!n||2!==n.length)&&n[1]===t.toLowerCase()}return(e.name?e.name.toLowerCase().replaceAll("\n"," ").trim():"").match(t.toLowerCase())})))):[],getElementsWithLinkMatchingQuery=(e,t,n=!1)=>e&&0!==e.length&&t&&0!==t.length?e.filter((e=>e.link&&t.some((t=>{const r=e.link.toLowerCase().trim();return n?r===t.toLowerCase():r.match(t.toLowerCase())})))):[],getImagesMatchingQuery=(e,t,n,r=!1)=>e&&0!==e.length&&t&&0!==t.length?e.filter((e=>"image"===e.type&&t.some((t=>{const i=n.getFile(e.fileId)?.file?.basename.toLowerCase().trim(),a=n.getEquation(e.fileId)?.latex?.toLocaleLowerCase().trim(),o=i??a;return!!o&&(r?o===t.toLowerCase():o.match(t.toLowerCase()))})))):[],cloneElement=e=>{const t=JSON.parse(JSON.stringify(e));return t.version=e.version+1,t.updated=Date.now(),t.versionNonce=Math.floor(1e9*Math.random()),t},verifyMinimumPluginVersion=e=>PLUGIN_VERSION===e||isVersionNewerThanOther(PLUGIN_VERSION,e),getBoundTextElementId=e=>e?.boundElements?.length&&e?.boundElements?.find((e=>"text"===e.type))?.id||null,URL$1="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/index-new.md";class ScriptInstallPrompt extends obsidian_module.Modal{plugin;contentDiv;constructor(e){super(e.app),this.plugin=e}async onOpen(){const e=document.createElement("div");e.classList.add("search-bar-wrapper");const t=document.createElement("input");t.type="text",t.id="search-bar",t.placeholder="Search...";const n=document.createElement("button");n.textContent="→",n.onclick=()=>this.navigateSearchResults("next");const r=document.createElement("button");r.textContent="←",r.onclick=()=>this.navigateSearchResults("previous");const i=document.createElement("span");i.id="hit-count",i.classList.add("hit-count"),e.appendChild(r),e.appendChild(n),e.appendChild(t),e.appendChild(i),this.contentEl.prepend(e),t.addEventListener("input",(e=>{this.clearHighlights();const t=e.target.value;if(t&&t.length>0){this.highlightSearchTerm(t);const e=this.contentDiv.querySelectorAll("mark.search-highlight").length;i.textContent=e>0?`1/${e}`:"",setTimeout((()=>this.navigateSearchResults("next")))}else i.textContent=""})),t.addEventListener("keydown",(e=>{(e.ctrlKey||e.metaKey)&&"f"===e.key?(e.preventDefault(),t.focus()):"Enter"===e.key&&(e.preventDefault(),this.navigateSearchResults(e.shiftKey?"previous":"next"))})),this.contentEl.classList.add("excalidraw-scriptengine-install"),this.contentDiv=document.createElement("div"),this.contentEl.appendChild(this.contentDiv),this.containerEl.classList.add("excalidraw-scriptengine-install");try{const e=await obsidian_module.request({url:URL$1});if(!e)return new obsidian_module.Notice("Error opening the Excalidraw Script Store page. Please double check that you can access the website. I've logged the link in developer console (press CTRL+SHIFT+i)",5e3),log(URL$1),void this.close();await obsidian_module.MarkdownRenderer.render(this.plugin.app,e,this.contentDiv,"",this.plugin),this.contentDiv.querySelectorAll("h1[data-heading],h2[data-heading],h3[data-heading]").forEach((e=>{e.setAttribute("id",e.getAttribute("data-heading"))})),this.contentDiv.querySelectorAll("a.internal-link").forEach((e=>{e.removeAttribute("target")}))}catch(e){errorlog({where:"ScriptInstallPrompt.onOpen",error:e}),new obsidian_module.Notice("Could not open ScriptEngine repository"),this.close()}}highlightSearchTerm(e){const t=document.createTreeWalker(this.contentDiv,NodeFilter.SHOW_TEXT,{acceptNode:t=>t.nodeValue.toLowerCase().includes(e.toLowerCase())?NodeFilter.FILTER_ACCEPT:NodeFilter.FILTER_REJECT}),n=[];for(;t.nextNode();)n.push(t.currentNode);n.forEach((t=>{const n=t.nodeValue,r=document.createDocumentFragment();let i,a=0;const o=new RegExp(escapeRegExp(e),"gi");for(;null!==(i=o.exec(n));){const e=document.createTextNode(n.slice(a,i.index)),t=document.createElement("mark");t.className="search-highlight",t.textContent=i[0],t.classList.add("search-result"),r.appendChild(e),r.appendChild(t),a=o.lastIndex}r.appendChild(document.createTextNode(n.slice(a))),t.replaceWith(r)}))}clearHighlights(){this.contentDiv.querySelectorAll("mark.search-highlight").forEach((e=>{e.outerHTML=e.innerHTML}))}navigateSearchResults(e){const t=Array.from(this.contentDiv.querySelectorAll("mark.search-highlight"));if(0===t.length)return;const n=t.findIndex((e=>e.classList.contains("active-highlight")));-1!==n&&(t[n].classList.remove("active-highlight"),t[n].style.border="none");let r=0;"next"===e?r=n===t.length-1?0:n+1:"previous"===e&&(r=0===n?t.length-1:n-1);const i=t[r];i.classList.add("active-highlight"),i.scrollIntoView({behavior:"smooth",block:"nearest"}),document.getElementById("hit-count").textContent=`${r+1}/${t.length}`}onClose(){this.contentEl.empty()}}function r(e){var t,n,i="";if("string"==typeof e||"number"==typeof e)i+=e;else if("object"==typeof e)if(Array.isArray(e))for(t=0;t<e.length;t++)e[t]&&(n=r(e[t]))&&(i&&(i+=" "),i+=n);else for(t in e)e[t]&&(i&&(i+=" "),i+=t);return i}function clsx(){for(var e,t,n=0,i="";n<arguments.length;)(e=arguments[n++])&&(t=r(e))&&(i&&(i+=" "),i+=t);return i}const PENS={default:{type:"default",freedrawOnly:!1,strokeColor:"#000000",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:0,penOptions:{highlighter:!1,constantPressure:!1,hasOutline:!1,outlineWidth:1,options:{thinning:.6,smoothing:.5,streamline:.5,easing:"easeOutSine",start:{cap:!0,taper:0,easing:"linear"},end:{cap:!0,taper:0,easing:"linear"}}}},highlighter:{type:"highlighter",freedrawOnly:!0,strokeColor:"#FFC47C",backgroundColor:"#FFC47C",fillStyle:"solid",strokeWidth:2,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!0,outlineWidth:4,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{taper:0,cap:!0,easing:"linear"}}}},finetip:{type:"finetip",freedrawOnly:!1,strokeColor:"#3E6F8D",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:.5,roughness:0,penOptions:{highlighter:!1,hasOutline:!1,outlineWidth:1,constantPressure:!0,options:{smoothing:.4,thinning:-.5,streamline:.4,easing:"linear",start:{taper:5,cap:!1,easing:"linear"},end:{taper:5,cap:!1,easing:"linear"}}}},fountain:{type:"fountain",freedrawOnly:!1,strokeColor:"#000000",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:2,roughness:0,penOptions:{highlighter:!1,constantPressure:!1,hasOutline:!1,outlineWidth:1,options:{smoothing:.2,thinning:.6,streamline:.2,easing:"easeInOutSine",start:{taper:150,cap:!0,easing:"linear"},end:{taper:1,cap:!0,easing:"linear"}}}},marker:{type:"marker",freedrawOnly:!0,strokeColor:"#B83E3E",backgroundColor:"#FF7C7C",fillStyle:"dashed",strokeWidth:2,roughness:3,penOptions:{highlighter:!1,constantPressure:!0,hasOutline:!0,outlineWidth:4,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{taper:0,cap:!0,easing:"linear"}}}},"thick-thin":{type:"thick-thin",freedrawOnly:!0,strokeColor:"#CECDCC",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!1,outlineWidth:1,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{cap:!0,taper:!0,easing:"linear"}}}},"thin-thick-thin":{type:"thin-thick-thin",freedrawOnly:!0,strokeColor:"#CECDCC",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!1,outlineWidth:1,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{cap:!0,taper:!0,easing:"linear"},end:{cap:!0,taper:!0,easing:"linear"}}}}},EASINGFUNCTIONS={linear:"linear",easeInQuad:"easeInQuad",easeOutQuad:"easeOutQuad",easeInOutQuad:"easeInOutQuad",easeInCubic:"easeInCubic",easeOutCubic:"easeOutCubic",easeInOutCubic:"easeInOutCubic",easeInQuart:"easeInQuart",easeOutQuart:"easeOutQuart",easeInOutQuart:"easeInOutQuart",easeInQuint:"easeInQuint",easeOutQuint:"easeOutQuint",easeInOutQuint:"easeInOutQuint",easeInSine:"easeInSine",easeOutSine:"easeOutSine",easeInOutSine:"easeInOutSine",easeInExpo:"easeInExpo",easeOutExpo:"easeOutExpo",easeInOutExpo:"easeInOutExpo",easeInCirc:"easeInCirc",easeOutCirc:"easeOutCirc",easeInOutCirc:"easeInOutCirc",easeInBack:"easeInBack",easeOutBack:"easeOutBack",easeInOutBack:"easeInOutBack",easeInElastic:"easeInElastic",easeOutElastic:"easeOutElastic",easeInOutElastic:"easeInOutElastic",easeInBounce:"easeInBounce",easeOutBounce:"easeOutBounce",easeInOutBounce:"easeInOutBounce"};class PenSettingsModal extends obsidian_module.Modal{plugin;view;pen;api;dirty=!1;constructor(e,t,n){super(app),this.plugin=e,this.view=t,this.pen=n,this.api=t.excalidrawAPI}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Pen Settings"),this.createForm()}async onClose(){if(this.dirty){getExcalidrawViews(this.app).forEach((e=>e.updatePinnedCustomPens())),this.plugin.saveSettings();const e=this.plugin.settings.customPens[this.pen],t=this.view.excalidrawAPI;setPen(e,t),t.setActiveTool({type:"freedraw"})}}async createForm(){const e=e=>{let t="";if(COLOR_NAMES.has(e))return[COLOR_NAMES.get(e),t];const n=(new Option).style;if(n.color=e,n.color){const e=n.color.match(/^[^\d]*(\d*)[^\d]*(\d*)[^\d]*(\d*)[^\d]*([\d\.]*)?/);return e?(t=e[4]?(Math.round(255*parseFloat(e[4]))<<0).toString(16).padStart(2,"0"):"",[`#${(parseInt(e[1])<<0).toString(16).padStart(2,"0")}${(parseInt(e[2])<<0).toString(16).padStart(2,"0")}${(parseInt(e[3])<<0).toString(16).padStart(2,"0")}`,t]):[null,t]}return[null,t]},t=this.plugin.settings.customPens[this.pen],n=this.contentEl;let r,i,a,o,s;n.createEl("h1",{text:"Pen settings"}),new obsidian_module.Setting(n).setName("Pen type").setDesc("Select type of pen").addDropdown((e=>{e.addOption("default","Excalidraw Default").addOption("highlighter","Highlighter").addOption("finetip","Fine tip pen").addOption("fountain","Fountain pen").addOption("marker","Marker with Outline").addOption("thick-thin","Mindmap Thick-Thin").addOption("thin-thick-thin","Mindmap Thin-Thick-Thin").setValue(t.type).onChange((e=>{this.dirty=!0,t.type=e}))})).addButton((e=>e.setButtonText("Apply").onClick((()=>{this.dirty=!0,t.strokeColor=PENS[t.type].strokeColor,t.backgroundColor=PENS[t.type].backgroundColor,t.fillStyle=PENS[t.type].fillStyle,t.strokeWidth=PENS[t.type].strokeWidth,t.roughness=PENS[t.type].roughness,t.penOptions={...PENS[t.type].penOptions},n.empty(),this.createForm()})))),r=new obsidian_module.Setting(n).setName(fragWithHTML(t.freedrawOnly?"Stroke & fill applies to: <b>Freedraw only</b>":"Stroke & fill applies to: <b>All shapes</b>")).setDesc(fragWithHTML('<b>"All shapes"</b> means that if for example, you select a blue pen with dashed fill and then switch to a different tool (e.g. to a line, a circle, an arrow - i.e. not the freedraw tool), those will all have the same blue line and dashed fill.<br><b>"Only applies to the freedraw line"</b> means that if for example you are writing black text, and you select a custom pen (e.g. a yellow highlighter), then after using the highlighter you switch to another tool, the previous settings (e.g. black stroke color) will apply to the new shape.')).addToggle((e=>e.setValue(t.freedrawOnly).onChange((e=>{this.dirty=!0,r.setName(fragWithHTML(e?"Stroke & fill applies to: <b>Freedraw only</b>":"Stroke & fill applies to: <b>All shapes</b>")),t.freedrawOnly=e}))));let l,c,d,T,u,Q,p,[h,m]=e(t.strokeColor),f=!1;s=new obsidian_module.Setting(n).setName(fragWithHTML(Boolean(t.strokeColor)?"Stroke color: <b>Preset color</b>":"Stroke color: <b>Current</b>")).setDesc(fragWithHTML("Use <b>current</b> stroke color of the canvas, or set a specific <b>preset color</b> for the pen")).addToggle((n=>n.setValue(!Boolean(t.strokeColor)).onChange((n=>{this.dirty=!0,i.settingEl.style.display=n?"none":"",s.setName(fragWithHTML(n?"Stroke color: <b>Current</b>":"Stroke color: <b>Preset color</b>")),n?delete t.strokeColor:(o.getValue()||([h,m]=e("black"),a.setValue(h),o.setValue("black")),t.strokeColor=o.getValue())})))),i=new obsidian_module.Setting(n).setName("Select stroke color").addButton((n=>n.setButtonText("Use Canvas Current").onClick((()=>{const n=this.api.getAppState(),r=n.resetCustomPen?.currentItemStrokeColor??n.currentItemStrokeColor;[h,m]=e(r),t.strokeColor=r,this.dirty=!0,o.setValue(r),f=!0,a.setValue(h)})))).addText((n=>{o=n,n.setValue(t.strokeColor).onChange((n=>{f=!0,this.dirty=!0,t.strokeColor=n,[h,m]=e(n),h&&a.setValue(h)}))})).addColorPicker((e=>{a=e,e.setValue(h??"#000000").onChange((e=>{f?f=!1:(this.dirty=!0,t.strokeColor=e+m,o.setValue(e+m))}))})),i.settingEl.style.display=Boolean(t.strokeColor)?"":"none";let[g,b]=e(t.backgroundColor);l=new obsidian_module.Setting(n).setName(fragWithHTML(Boolean(t.backgroundColor)?"Background color: <b>Preset color</b>":"Background color: <b>Current</b>")).setDesc(fragWithHTML("Toggle to use the <b>current background color</b> of the canvas; or a <b>preset color</b>")).addToggle((n=>n.setValue(!Boolean(t.backgroundColor)).onChange((n=>{this.dirty=!0,l.setName(fragWithHTML(n?"Background color: <b>Current</b>":"Background color: <b>Preset color</b>")),d.settingEl.style.display=n?"none":"",c.settingEl.style.display=n||"transparent"===t.backgroundColor?"none":"",n?delete t.backgroundColor:(u.getValue()||([g,b]=e("black"),T.setValue(g),u.setValue("black")),Q.setValue(!1))})))),d=new obsidian_module.Setting(n).setName(fragWithHTML("transparent"===t.backgroundColor?"Background: <b>Transparent</b>":"Color: <b>Preset color</b>")).setDesc("Background has color or is transparent").addToggle((e=>{Q=e,e.setValue("transparent"===t.backgroundColor).onChange((e=>{this.dirty=!0,c.settingEl.style.display=e?"none":"",p.settingEl.style.display=e?"none":"",d.setName(fragWithHTML(e?"Background: <b>Transparent</b>":"Color: <b>Preset color</b>")),t.backgroundColor=e?"transparent":T.getValue()}))})),d.settingEl.style.display=Boolean(t.backgroundColor)?"":"none";let y,_,L,v,w,E,x,M,S,H=!1;c=new obsidian_module.Setting(n).setName("Background color").addButton((n=>n.setButtonText("Use Canvas Current").onClick((()=>{const n=this.api.getAppState(),r=n.resetCustomPen?.currentItemBackgroundColor??n.currentItemBackgroundColor;[g,b]=e(r),t.backgroundColor=r,this.dirty=!0,u.setValue(r),H=!0,T.setValue(g)})))).addText((n=>{u=n,n.setValue(t.backgroundColor).onChange((n=>{H=!0,this.dirty=!0,t.backgroundColor=n,[g,b]=e(n),g&&T.setValue(g)}))})).addColorPicker((e=>{T=e,e.setValue(g??"#000000").onChange((e=>{H?H=!1:(this.dirty=!0,t.backgroundColor=e+b,u.setValue(e+b))}))})),c.settingEl.style.display=Boolean(t.backgroundColor)&&"transparent"!==t.backgroundColor?"":"none",p=new obsidian_module.Setting(n).setName("Fill Style").addDropdown((e=>e.addOption("","Unset").addOption("dots","Dots (⚠ VERY SLOW performance on large objects!)").addOption("zigzag","Zigzag").addOption("zigzag-line","Zigzag-line").addOption("dashed","Dashed").addOption("hachure","Hachure").addOption("cross-hatch","Cross-hatch").addOption("solid","Solid").setValue(t.fillStyle).onChange((e=>{this.dirty=!0,t.fillStyle=e})))),p.settingEl.style.display=Boolean(t.backgroundColor)&&"transparent"!==t.backgroundColor?"":"none",y=new obsidian_module.Setting(n).setName(fragWithHTML(`Sloppiness: <b>${null===t.roughness?"Not Set":t.roughness<=.5?"Architect (":t.roughness<=1.5?"Artist (":"Cartoonist ("}${null===t.roughness?"":`${t.roughness})`}</b>`)).setDesc("Line sloppiness of the shape fill pattern").addSlider((e=>e.setLimits(-.5,3,.5).setValue(null===t.roughness?-.5:t.roughness).onChange((e=>{this.dirty=!0,t.roughness=-.5===e?null:e,y.setName(fragWithHTML(`Sloppiness: <b>${null===t.roughness?"Not Set":t.roughness<=.5?"Architect (":t.roughness<=1.5?"Artist (":"Cartoonist ("}${null===t.roughness?"":`${t.roughness})`}</b>`))})))),_=new obsidian_module.Setting(n).setName(fragWithHTML(`Stroke Width <b>${0===t.strokeWidth?"Not Set":t.strokeWidth}</b>`)).addSlider((e=>e.setLimits(0,5,.5).setValue(t.strokeWidth).onChange((e=>{this.dirty=!0,t.strokeWidth=e,_.setName(fragWithHTML(`Stroke Width <b>${0===t.strokeWidth?"Not Set":t.strokeWidth}</b>`))})))),new obsidian_module.Setting(n).setName("Highlighter pen?").addToggle((e=>e.setValue(t.penOptions.highlighter).onChange((e=>{this.dirty=!0,t.penOptions.highlighter=e})))),new obsidian_module.Setting(n).setName("Pressure sensitive pen?").setDesc(fragWithHTML("<b>toggle on</b>: pressure sensitive<br><b>toggle off</b>: constant pressure")).addToggle((e=>e.setValue(!t.penOptions.constantPressure).onChange((e=>{this.dirty=!0,t.penOptions.constantPressure=!e,L.settingEl.style.display=t.penOptions.constantPressure?"none":""})))),t.penOptions.hasOutline&&0===t.penOptions.outlineWidth&&(t.penOptions.outlineWidth=.5,this.dirty=!0),!t.penOptions.hasOutline&&t.penOptions.outlineWidth>0&&(t.penOptions.outlineWidth=0,this.dirty=!0),v=new obsidian_module.Setting(n).setName(fragWithHTML(0===t.penOptions.outlineWidth?"No outline":`Outline width <b>${t.penOptions.outlineWidth}</b>`)).setDesc("If the stroke has an outline, this will mean the stroke color is the outline color, and the background color is the pen stroke's fill color. If the pen does not have an outline then the pen color is the stroke color. The Fill Style setting applies to the fill style of the enclosed shape, not of the line itself. The line can only have solid fill.").addSlider((e=>e.setLimits(0,8,.5).setValue(t.penOptions.outlineWidth).onChange((e=>{this.dirty=!0,t.penOptions.outlineWidth=e,t.penOptions.hasOutline=e>0,v.setName(fragWithHTML(0===t.penOptions.outlineWidth?"No outline":`Outline width <b>${t.penOptions.outlineWidth}</b>`))})))),n.createEl("h2",{text:"Perfect Freehand settings"}),n.createEl("p").innerHTML='Read the Perfect Freehand documentation following <a href="https://github.com/steveruizok/perfect-freehand#documentation" target="_blank">this link</a>.',w=new obsidian_module.Setting(n).setName(fragWithHTML(`Thinnning <b>${t.penOptions.options.thinning}</b>`)).setDesc(fragWithHTML("The effect of pressure on the stroke's size.<br>To create a stroke with a steady line, set the thinning option to 0.<br>To create a stroke that gets thinner with pressure instead of thicker, use a negative number for the thinning option.")).addSlider((e=>e.setLimits(-1,1,.05).setValue(t.penOptions.options.thinning).onChange((e=>{this.dirty,w.setName(fragWithHTML(`Thinnning <b>${e}</b>`)),t.penOptions.options.thinning=e})))),E=new obsidian_module.Setting(n).setName(fragWithHTML(`Smoothing <b>${t.penOptions.options.smoothing}</b>`)).setDesc(fragWithHTML("How much to soften the stroke's edges.")).addSlider((e=>e.setLimits(0,1,.05).setValue(t.penOptions.options.smoothing).onChange((e=>{this.dirty,E.setName(fragWithHTML(`Smoothing <b>${e}</b>`)),t.penOptions.options.smoothing=e})))),x=new obsidian_module.Setting(n).setName(fragWithHTML(`Streamline <b>${t.penOptions.options.streamline}</b>`)).setDesc(fragWithHTML("\tHow much to streamline the stroke.")).addSlider((e=>e.setLimits(0,1,.05).setValue(t.penOptions.options.streamline).onChange((e=>{this.dirty,x.setName(fragWithHTML(`Streamline <b>${e}</b>`)),t.penOptions.options.streamline=e})))),new obsidian_module.Setting(n).setName("Easing function").setDesc(fragWithHTML('An easing function for the tapering effect. For more info <a href="https://easings.net/#" target="_blank">click here</a>')).addDropdown((e=>e.addOptions(EASINGFUNCTIONS).setValue(t.penOptions.options.easing).onChange((e=>{this.dirty=!0,t.penOptions.options.easing=e})))),L=new obsidian_module.Setting(n).setName("Simulate Pressure").setDesc("Whether to simulate pressure based on velocity.").addDropdown((e=>e.addOption("true","Always").addOption("false","Never").addOption("","Yes for mouse, No for pen").setValue(!0===t.penOptions.options.simulatePressure?"true":!1===t.penOptions.options.simulatePressure?"false":"").onChange((e=>{switch(this.dirty=!0,e){case"true":t.penOptions.options.simulatePressure=!0;break;case"false":t.penOptions.options.simulatePressure=!1;break;default:delete t.penOptions.options.simulatePressure}})))),L.settingEl.style.display=t.penOptions.constantPressure?"none":"",n.createEl("h3",{text:"Start"}),n.createEl("p",{text:"Tapering options for the start of the line."}),new obsidian_module.Setting(n).setName("Cap Start").setDesc("Whether to draw a cap").addToggle((e=>e.setValue(t.penOptions.options.start.cap).onChange((e=>{this.dirty=!0,t.penOptions.options.start.cap=e})))),M=new obsidian_module.Setting(n).setName(fragWithHTML(`Taper: <b>${!0===t.penOptions.options.start.taper?"true":t.penOptions.options.start.taper}</b>`)).setDesc("The distance to taper. If set to true, the taper will be the total length of the stroke.").addSlider((e=>e.setLimits(0,151,1).setValue("boolean"==typeof t.penOptions.options.start.taper?151:t.penOptions.options.start.taper).onChange((e=>{this.dirty,t.penOptions.options.start.taper=151===e||e,M.setName(fragWithHTML(`Taper: <b>${!0===t.penOptions.options.start.taper?"true":t.penOptions.options.start.taper}</b>`))})))),new obsidian_module.Setting(n).setName("Easing function").setDesc(fragWithHTML('An easing function for the tapering effect. For more info <a href="https://easings.net/#" target="_blank">click here</a>')).addDropdown((e=>e.addOptions(EASINGFUNCTIONS).setValue(t.penOptions.options.start.easing).onChange((e=>{this.dirty=!0,t.penOptions.options.start.easing=e})))),n.createEl("h3",{text:"End"}),n.createEl("p",{text:"Tapering options for the end of the line."}),new obsidian_module.Setting(n).setName("Cap End").setDesc("Whether to draw a cap").addToggle((e=>e.setValue(t.penOptions.options.end.cap).onChange((e=>{this.dirty=!0,t.penOptions.options.end.cap=e})))),S=new obsidian_module.Setting(n).setName(fragWithHTML(`Taper: <b>${!0===t.penOptions.options.end.taper?"true":t.penOptions.options.end.taper}</b>`)).setDesc("The distance to taper. If set to true, the taper will be the total length of the stroke.").addSlider((e=>e.setLimits(0,151,1).setValue("boolean"==typeof t.penOptions.options.end.taper?151:t.penOptions.options.end.taper).onChange((e=>{this.dirty,t.penOptions.options.end.taper=151===e||e,S.setName(fragWithHTML(`Taper: <b>${!0===t.penOptions.options.end.taper?"true":t.penOptions.options.end.taper}</b>`))})))),new obsidian_module.Setting(n).setName("Easing function").setDesc(fragWithHTML('An easing function for the tapering effect. For more info <a href="https://easings.net/#" target="_blank">click here</a>')).addDropdown((e=>e.addOptions(EASINGFUNCTIONS).setValue(t.penOptions.options.end.easing).onChange((e=>{this.dirty=!0,t.penOptions.options.end.easing=e}))))}}var defaultAttributes={xmlns:"http://www.w3.org/2000/svg",width:24,height:24,viewBox:"0 0 24 24",fill:"none",stroke:"currentColor",strokeWidth:2,strokeLinecap:"round",strokeLinejoin:"round"};const toKebabCase=e=>e.replace(/([a-z0-9])([A-Z])/g,"$1-$2").toLowerCase(),createLucideIcon=(e,t)=>{const n=React.forwardRef((({color:n="currentColor",size:r=24,strokeWidth:i=2,absoluteStrokeWidth:a,children:o,...s},l)=>React.createElement("svg",{ref:l,...defaultAttributes,width:r,height:r,stroke:n,strokeWidth:a?24*Number(i)/Number(r):i,className:`lucide lucide-${toKebabCase(e)}`,...s},[...t.map((([e,t])=>React.createElement(e,t))),...(Array.isArray(o)?o:[o])||[]])));return n.displayName=`${e}`,n};var createLucideIcon$1=createLucideIcon;const 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2.39l-.94.78Z"}));default:return React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 512 512",fill:e.strokeColor??"var(--icon-fill-color)",stroke:e.strokeColor??"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round",style:e.strokeColor?{filter:"var(--theme-filter)"}:{}},React__namespace.createElement("path",{d:"M453.3 19.3l39.4 39.4c25 25 25 65.5 0 90.5l-52.1 52.1 0 0-1-1 0 0-16-16-96-96-17-17 52.1-52.1c25-25 65.5-25 90.5 0zM241 114.9c-9.4-9.4-24.6-9.4-33.9 0L105 217c-9.4 9.4-24.6 9.4-33.9 0s-9.4-24.6 0-33.9L173.1 81c28.1-28.1 73.7-28.1 101.8 0L288 94.1l17 17 96 96 16 16 1 1-17 17L229.5 412.5c-48 48-109.2 80.8-175.8 94.1l-25 5c-7.9 1.6-16-.9-21.7-6.6s-8.1-13.8-6.6-21.7l5-25c13.3-66.6 46.1-127.8 94.1-175.8L254.1 128 241 114.9z"}))}},stringToSVG=e=>(e.match('class="skip"')||(e=e.replace(/stroke\s*=\s*['"][^"']*['"]/g,"").replace(/[^-]width\s*=\s*['"][^"']*['"]/g,"").replace(/[^-]height\s*=\s*['"][^"']*['"]/g,"").replace("<svg ",'<svg style="stroke:var(--icon-fill-color);color:var(--icon-fill-color);fill:var(--icon-fill-color);stroke-width:6;" ')),React__namespace.createElement("div",{dangerouslySetInnerHTML:{__html:e}})),LogoWrapper=({children:e})=>React__namespace.createElement("div",{className:"welcome-screen-center__logo virgil welcome-screen-decor"},e," ");var top="top",bottom="bottom",right="right",left="left",auto="auto",basePlacements=[top,bottom,right,left],start="start",end="end",clippingParents="clippingParents",viewport="viewport",popper="popper",reference="reference",variationPlacements=basePlacements.reduce((function(e,t){return e.concat([t+"-"+start,t+"-"+end])}),[]),placements=[].concat(basePlacements,[auto]).reduce((function(e,t){return e.concat([t,t+"-"+start,t+"-"+end])}),[]),beforeRead="beforeRead",read="read",afterRead="afterRead",beforeMain="beforeMain",main="main",afterMain="afterMain",beforeWrite="beforeWrite",write="write",afterWrite="afterWrite",modifierPhases=[beforeRead,read,afterRead,beforeMain,main,afterMain,beforeWrite,write,afterWrite];function getNodeName(e){return e?(e.nodeName||"").toLowerCase():null}function getWindow(e){if(null==e)return window;if("[object Window]"!==e.toString()){var t=e.ownerDocument;return t&&t.defaultView||window}return e}function isElement(e){return e instanceof getWindow(e).Element||e instanceof Element}function isHTMLElement(e){return e instanceof getWindow(e).HTMLElement||e instanceof HTMLElement}function isShadowRoot(e){return"undefined"!=typeof ShadowRoot&&(e instanceof getWindow(e).ShadowRoot||e instanceof ShadowRoot)}function applyStyles(e){var t=e.state;Object.keys(t.elements).forEach((function(e){var n=t.styles[e]||{},r=t.attributes[e]||{},i=t.elements[e];isHTMLElement(i)&&getNodeName(i)&&(Object.assign(i.style,n),Object.keys(r).forEach((function(e){var t=r[e];!1===t?i.removeAttribute(e):i.setAttribute(e,!0===t?"":t)})))}))}function effect$2(e){var t=e.state,n={popper:{position:t.options.strategy,left:"0",top:"0",margin:"0"},arrow:{position:"absolute"},reference:{}};return Object.assign(t.elements.popper.style,n.popper),t.styles=n,t.elements.arrow&&Object.assign(t.elements.arrow.style,n.arrow),function(){Object.keys(t.elements).forEach((function(e){var r=t.elements[e],i=t.attributes[e]||{},a=Object.keys(t.styles.hasOwnProperty(e)?t.styles[e]:n[e]).reduce((function(e,t){return e[t]="",e}),{});isHTMLElement(r)&&getNodeName(r)&&(Object.assign(r.style,a),Object.keys(i).forEach((function(e){r.removeAttribute(e)})))}))}}var applyStyles$1={name:"applyStyles",enabled:!0,phase:"write",fn:applyStyles,effect:effect$2,requires:["computeStyles"]};function getBasePlacement(e){return e.split("-")[0]}var max=Math.max,min=Math.min,round=Math.round;function getUAString(){var e=navigator.userAgentData;return null!=e&&e.brands&&Array.isArray(e.brands)?e.brands.map((function(e){return e.brand+"/"+e.version})).join(" "):navigator.userAgent}function isLayoutViewport(){return!/^((?!chrome|android).)*safari/i.test(getUAString())}function getBoundingClientRect(e,t,n){void 0===t&&(t=!1),void 0===n&&(n=!1);var r=e.getBoundingClientRect(),i=1,a=1;t&&isHTMLElement(e)&&(i=e.offsetWidth>0&&round(r.width)/e.offsetWidth||1,a=e.offsetHeight>0&&round(r.height)/e.offsetHeight||1);var o=(isElement(e)?getWindow(e):window).visualViewport,s=!isLayoutViewport()&&n,l=(r.left+(s&&o?o.offsetLeft:0))/i,c=(r.top+(s&&o?o.offsetTop:0))/a,d=r.width/i,T=r.height/a;return{width:d,height:T,top:c,right:l+d,bottom:c+T,left:l,x:l,y:c}}function getLayoutRect(e){var t=getBoundingClientRect(e),n=e.offsetWidth,r=e.offsetHeight;return Math.abs(t.width-n)<=1&&(n=t.width),Math.abs(t.height-r)<=1&&(r=t.height),{x:e.offsetLeft,y:e.offsetTop,width:n,height:r}}function contains(e,t){var n=t.getRootNode&&t.getRootNode();if(e.contains(t))return!0;if(n&&isShadowRoot(n)){var r=t;do{if(r&&e.isSameNode(r))return!0;r=r.parentNode||r.host}while(r)}return!1}function getComputedStyle$1(e){return getWindow(e).getComputedStyle(e)}function isTableElement(e){return["table","td","th"].indexOf(getNodeName(e))>=0}function getDocumentElement(e){return((isElement(e)?e.ownerDocument:e.document)||window.document).documentElement}function getParentNode(e){return"html"===getNodeName(e)?e:e.assignedSlot||e.parentNode||(isShadowRoot(e)?e.host:null)||getDocumentElement(e)}function getTrueOffsetParent(e){return isHTMLElement(e)&&"fixed"!==getComputedStyle$1(e).position?e.offsetParent:null}function getContainingBlock(e){var t=/firefox/i.test(getUAString());if(/Trident/i.test(getUAString())&&isHTMLElement(e)&&"fixed"===getComputedStyle$1(e).position)return null;var n=getParentNode(e);for(isShadowRoot(n)&&(n=n.host);isHTMLElement(n)&&["html","body"].indexOf(getNodeName(n))<0;){var r=getComputedStyle$1(n);if("none"!==r.transform||"none"!==r.perspective||"paint"===r.contain||-1!==["transform","perspective"].indexOf(r.willChange)||t&&"filter"===r.willChange||t&&r.filter&&"none"!==r.filter)return n;n=n.parentNode}return null}function getOffsetParent(e){for(var t=getWindow(e),n=getTrueOffsetParent(e);n&&isTableElement(n)&&"static"===getComputedStyle$1(n).position;)n=getTrueOffsetParent(n);return n&&("html"===getNodeName(n)||"body"===getNodeName(n)&&"static"===getComputedStyle$1(n).position)?t:n||getContainingBlock(e)||t}function getMainAxisFromPlacement(e){return["top","bottom"].indexOf(e)>=0?"x":"y"}function within(e,t,n){return max(e,min(t,n))}function withinMaxClamp(e,t,n){var r=within(e,t,n);return r>n?n:r}function getFreshSideObject(){return{top:0,right:0,bottom:0,left:0}}function mergePaddingObject(e){return Object.assign({},getFreshSideObject(),e)}function expandToHashMap(e,t){return t.reduce((function(t,n){return t[n]=e,t}),{})}var toPaddingObject=function(e,t){return mergePaddingObject("number"!=typeof(e="function"==typeof e?e(Object.assign({},t.rects,{placement:t.placement})):e)?e:expandToHashMap(e,basePlacements))};function arrow(e){var t,n=e.state,r=e.name,i=e.options,a=n.elements.arrow,o=n.modifiersData.popperOffsets,s=getBasePlacement(n.placement),l=getMainAxisFromPlacement(s),c=[left,right].indexOf(s)>=0?"height":"width";if(a&&o){var d=toPaddingObject(i.padding,n),T=getLayoutRect(a),u="y"===l?top:left,Q="y"===l?bottom:right,p=n.rects.reference[c]+n.rects.reference[l]-o[l]-n.rects.popper[c],h=o[l]-n.rects.reference[l],m=getOffsetParent(a),f=m?"y"===l?m.clientHeight||0:m.clientWidth||0:0,g=p/2-h/2,b=d[u],y=f-T[c]-d[Q],_=f/2-T[c]/2+g,L=within(b,_,y),v=l;n.modifiersData[r]=((t={})[v]=L,t.centerOffset=L-_,t)}}function effect$1(e){var t=e.state,n=e.options.element,r=void 0===n?"[data-popper-arrow]":n;null!=r&&("string"!=typeof r||(r=t.elements.popper.querySelector(r)))&&contains(t.elements.popper,r)&&(t.elements.arrow=r)}var arrow$1={name:"arrow",enabled:!0,phase:"main",fn:arrow,effect:effect$1,requires:["popperOffsets"],requiresIfExists:["preventOverflow"]};function getVariation(e){return e.split("-")[1]}var unsetSides={top:"auto",right:"auto",bottom:"auto",left:"auto"};function roundOffsetsByDPR(e,t){var n=e.x,r=e.y,i=t.devicePixelRatio||1;return{x:round(n*i)/i||0,y:round(r*i)/i||0}}function mapToStyles(e){var t,n=e.popper,r=e.popperRect,i=e.placement,a=e.variation,o=e.offsets,s=e.position,l=e.gpuAcceleration,c=e.adaptive,d=e.roundOffsets,T=e.isFixed,u=o.x,Q=void 0===u?0:u,p=o.y,h=void 0===p?0:p,m="function"==typeof d?d({x:Q,y:h}):{x:Q,y:h};Q=m.x,h=m.y;var f=o.hasOwnProperty("x"),g=o.hasOwnProperty("y"),b=left,y=top,_=window;if(c){var L=getOffsetParent(n),v="clientHeight",w="clientWidth";L===getWindow(n)&&"static"!==getComputedStyle$1(L=getDocumentElement(n)).position&&"absolute"===s&&(v="scrollHeight",w="scrollWidth"),(i===top||(i===left||i===right)&&a===end)&&(y=bottom,h-=(T&&L===_&&_.visualViewport?_.visualViewport.height:L[v])-r.height,h*=l?1:-1),i!==left&&(i!==top&&i!==bottom||a!==end)||(b=right,Q-=(T&&L===_&&_.visualViewport?_.visualViewport.width:L[w])-r.width,Q*=l?1:-1)}var E,x=Object.assign({position:s},c&&unsetSides),M=!0===d?roundOffsetsByDPR({x:Q,y:h},getWindow(n)):{x:Q,y:h};return Q=M.x,h=M.y,l?Object.assign({},x,((E={})[y]=g?"0":"",E[b]=f?"0":"",E.transform=(_.devicePixelRatio||1)<=1?"translate("+Q+"px, "+h+"px)":"translate3d("+Q+"px, "+h+"px, 0)",E)):Object.assign({},x,((t={})[y]=g?h+"px":"",t[b]=f?Q+"px":"",t.transform="",t))}function computeStyles(e){var t=e.state,n=e.options,r=n.gpuAcceleration,i=void 0===r||r,a=n.adaptive,o=void 0===a||a,s=n.roundOffsets,l=void 0===s||s,c={placement:getBasePlacement(t.placement),variation:getVariation(t.placement),popper:t.elements.popper,popperRect:t.rects.popper,gpuAcceleration:i,isFixed:"fixed"===t.options.strategy};null!=t.modifiersData.popperOffsets&&(t.styles.popper=Object.assign({},t.styles.popper,mapToStyles(Object.assign({},c,{offsets:t.modifiersData.popperOffsets,position:t.options.strategy,adaptive:o,roundOffsets:l})))),null!=t.modifiersData.arrow&&(t.styles.arrow=Object.assign({},t.styles.arrow,mapToStyles(Object.assign({},c,{offsets:t.modifiersData.arrow,position:"absolute",adaptive:!1,roundOffsets:l})))),t.attributes.popper=Object.assign({},t.attributes.popper,{"data-popper-placement":t.placement})}var computeStyles$1={name:"computeStyles",enabled:!0,phase:"beforeWrite",fn:computeStyles,data:{}},passive={passive:!0};function effect(e){var t=e.state,n=e.instance,r=e.options,i=r.scroll,a=void 0===i||i,o=r.resize,s=void 0===o||o,l=getWindow(t.elements.popper),c=[].concat(t.scrollParents.reference,t.scrollParents.popper);return a&&c.forEach((function(e){e.addEventListener("scroll",n.update,passive)})),s&&l.addEventListener("resize",n.update,passive),function(){a&&c.forEach((function(e){e.removeEventListener("scroll",n.update,passive)})),s&&l.removeEventListener("resize",n.update,passive)}}var eventListeners={name:"eventListeners",enabled:!0,phase:"write",fn:function(){},effect:effect,data:{}},hash$1={left:"right",right:"left",bottom:"top",top:"bottom"};function getOppositePlacement(e){return e.replace(/left|right|bottom|top/g,(function(e){return hash$1[e]}))}var hash={start:"end",end:"start"};function getOppositeVariationPlacement(e){return e.replace(/start|end/g,(function(e){return hash[e]}))}function getWindowScroll(e){var t=getWindow(e);return{scrollLeft:t.pageXOffset,scrollTop:t.pageYOffset}}function getWindowScrollBarX(e){return getBoundingClientRect(getDocumentElement(e)).left+getWindowScroll(e).scrollLeft}function getViewportRect(e,t){var n=getWindow(e),r=getDocumentElement(e),i=n.visualViewport,a=r.clientWidth,o=r.clientHeight,s=0,l=0;if(i){a=i.width,o=i.height;var c=isLayoutViewport();(c||!c&&"fixed"===t)&&(s=i.offsetLeft,l=i.offsetTop)}return{width:a,height:o,x:s+getWindowScrollBarX(e),y:l}}function getDocumentRect(e){var t,n=getDocumentElement(e),r=getWindowScroll(e),i=null==(t=e.ownerDocument)?void 0:t.body,a=max(n.scrollWidth,n.clientWidth,i?i.scrollWidth:0,i?i.clientWidth:0),o=max(n.scrollHeight,n.clientHeight,i?i.scrollHeight:0,i?i.clientHeight:0),s=-r.scrollLeft+getWindowScrollBarX(e),l=-r.scrollTop;return"rtl"===getComputedStyle$1(i||n).direction&&(s+=max(n.clientWidth,i?i.clientWidth:0)-a),{width:a,height:o,x:s,y:l}}function isScrollParent(e){var t=getComputedStyle$1(e),n=t.overflow,r=t.overflowX,i=t.overflowY;return/auto|scroll|overlay|hidden/.test(n+i+r)}function getScrollParent(e){return["html","body","#document"].indexOf(getNodeName(e))>=0?e.ownerDocument.body:isHTMLElement(e)&&isScrollParent(e)?e:getScrollParent(getParentNode(e))}function listScrollParents(e,t){var n;void 0===t&&(t=[]);var r=getScrollParent(e),i=r===(null==(n=e.ownerDocument)?void 0:n.body),a=getWindow(r),o=i?[a].concat(a.visualViewport||[],isScrollParent(r)?r:[]):r,s=t.concat(o);return i?s:s.concat(listScrollParents(getParentNode(o)))}function rectToClientRect(e){return Object.assign({},e,{left:e.x,top:e.y,right:e.x+e.width,bottom:e.y+e.height})}function getInnerBoundingClientRect(e,t){var n=getBoundingClientRect(e,!1,"fixed"===t);return n.top=n.top+e.clientTop,n.left=n.left+e.clientLeft,n.bottom=n.top+e.clientHeight,n.right=n.left+e.clientWidth,n.width=e.clientWidth,n.height=e.clientHeight,n.x=n.left,n.y=n.top,n}function getClientRectFromMixedType(e,t,n){return t===viewport?rectToClientRect(getViewportRect(e,n)):isElement(t)?getInnerBoundingClientRect(t,n):rectToClientRect(getDocumentRect(getDocumentElement(e)))}function getClippingParents(e){var t=listScrollParents(getParentNode(e)),n=["absolute","fixed"].indexOf(getComputedStyle$1(e).position)>=0&&isHTMLElement(e)?getOffsetParent(e):e;return isElement(n)?t.filter((function(e){return isElement(e)&&contains(e,n)&&"body"!==getNodeName(e)})):[]}function getClippingRect(e,t,n,r){var i="clippingParents"===t?getClippingParents(e):[].concat(t),a=[].concat(i,[n]),o=a[0],s=a.reduce((function(t,n){var i=getClientRectFromMixedType(e,n,r);return t.top=max(i.top,t.top),t.right=min(i.right,t.right),t.bottom=min(i.bottom,t.bottom),t.left=max(i.left,t.left),t}),getClientRectFromMixedType(e,o,r));return s.width=s.right-s.left,s.height=s.bottom-s.top,s.x=s.left,s.y=s.top,s}function computeOffsets(e){var t,n=e.reference,r=e.element,i=e.placement,a=i?getBasePlacement(i):null,o=i?getVariation(i):null,s=n.x+n.width/2-r.width/2,l=n.y+n.height/2-r.height/2;switch(a){case top:t={x:s,y:n.y-r.height};break;case bottom:t={x:s,y:n.y+n.height};break;case right:t={x:n.x+n.width,y:l};break;case left:t={x:n.x-r.width,y:l};break;default:t={x:n.x,y:n.y}}var c=a?getMainAxisFromPlacement(a):null;if(null!=c){var d="y"===c?"height":"width";switch(o){case start:t[c]=t[c]-(n[d]/2-r[d]/2);break;case end:t[c]=t[c]+(n[d]/2-r[d]/2)}}return t}function detectOverflow(e,t){void 0===t&&(t={});var n=t,r=n.placement,i=void 0===r?e.placement:r,a=n.strategy,o=void 0===a?e.strategy:a,s=n.boundary,l=void 0===s?clippingParents:s,c=n.rootBoundary,d=void 0===c?viewport:c,T=n.elementContext,u=void 0===T?popper:T,Q=n.altBoundary,p=void 0!==Q&&Q,h=n.padding,m=void 0===h?0:h,f=mergePaddingObject("number"!=typeof m?m:expandToHashMap(m,basePlacements)),g=u===popper?reference:popper,b=e.rects.popper,y=e.elements[p?g:u],_=getClippingRect(isElement(y)?y:y.contextElement||getDocumentElement(e.elements.popper),l,d,o),L=getBoundingClientRect(e.elements.reference),v=computeOffsets({reference:L,element:b,strategy:"absolute",placement:i}),w=rectToClientRect(Object.assign({},b,v)),E=u===popper?w:L,x={top:_.top-E.top+f.top,bottom:E.bottom-_.bottom+f.bottom,left:_.left-E.left+f.left,right:E.right-_.right+f.right},M=e.modifiersData.offset;if(u===popper&&M){var S=M[i];Object.keys(x).forEach((function(e){var t=[right,bottom].indexOf(e)>=0?1:-1,n=[top,bottom].indexOf(e)>=0?"y":"x";x[e]+=S[n]*t}))}return x}function computeAutoPlacement(e,t){void 0===t&&(t={});var n=t,r=n.placement,i=n.boundary,a=n.rootBoundary,o=n.padding,s=n.flipVariations,l=n.allowedAutoPlacements,c=void 0===l?placements:l,d=getVariation(r),T=d?s?variationPlacements:variationPlacements.filter((function(e){return getVariation(e)===d})):basePlacements,u=T.filter((function(e){return c.indexOf(e)>=0}));0===u.length&&(u=T);var Q=u.reduce((function(t,n){return t[n]=detectOverflow(e,{placement:n,boundary:i,rootBoundary:a,padding:o})[getBasePlacement(n)],t}),{});return Object.keys(Q).sort((function(e,t){return Q[e]-Q[t]}))}function getExpandedFallbackPlacements(e){if(getBasePlacement(e)===auto)return[];var t=getOppositePlacement(e);return[getOppositeVariationPlacement(e),t,getOppositeVariationPlacement(t)]}function flip(e){var t=e.state,n=e.options,r=e.name;if(!t.modifiersData[r]._skip){for(var i=n.mainAxis,a=void 0===i||i,o=n.altAxis,s=void 0===o||o,l=n.fallbackPlacements,c=n.padding,d=n.boundary,T=n.rootBoundary,u=n.altBoundary,Q=n.flipVariations,p=void 0===Q||Q,h=n.allowedAutoPlacements,m=t.options.placement,f=getBasePlacement(m),g=l||(f!==m&&p?getExpandedFallbackPlacements(m):[getOppositePlacement(m)]),b=[m].concat(g).reduce((function(e,n){return e.concat(getBasePlacement(n)===auto?computeAutoPlacement(t,{placement:n,boundary:d,rootBoundary:T,padding:c,flipVariations:p,allowedAutoPlacements:h}):n)}),[]),y=t.rects.reference,_=t.rects.popper,L=new Map,v=!0,w=b[0],E=0;E<b.length;E++){var x=b[E],M=getBasePlacement(x),S=getVariation(x)===start,H=[top,bottom].indexOf(M)>=0,C=H?"width":"height",O=detectOverflow(t,{placement:x,boundary:d,rootBoundary:T,altBoundary:u,padding:c}),A=H?S?right:left:S?bottom:top;y[C]>_[C]&&(A=getOppositePlacement(A));var k=getOppositePlacement(A),I=[];if(a&&I.push(O[M]<=0),s&&I.push(O[A]<=0,O[k]<=0),I.every((function(e){return e}))){w=x,v=!1;break}L.set(x,I)}if(v)for(var V=function(e){var t=b.find((function(t){var n=L.get(t);if(n)return n.slice(0,e).every((function(e){return e}))}));if(t)return w=t,"break"},N=p?3:1;N>0&&"break"!==V(N);N--);t.placement!==w&&(t.modifiersData[r]._skip=!0,t.placement=w,t.reset=!0)}}var flip$1={name:"flip",enabled:!0,phase:"main",fn:flip,requiresIfExists:["offset"],data:{_skip:!1}};function getSideOffsets(e,t,n){return void 0===n&&(n={x:0,y:0}),{top:e.top-t.height-n.y,right:e.right-t.width+n.x,bottom:e.bottom-t.height+n.y,left:e.left-t.width-n.x}}function isAnySideFullyClipped(e){return[top,right,bottom,left].some((function(t){return e[t]>=0}))}function hide(e){var t=e.state,n=e.name,r=t.rects.reference,i=t.rects.popper,a=t.modifiersData.preventOverflow,o=detectOverflow(t,{elementContext:"reference"}),s=detectOverflow(t,{altBoundary:!0}),l=getSideOffsets(o,r),c=getSideOffsets(s,i,a),d=isAnySideFullyClipped(l),T=isAnySideFullyClipped(c);t.modifiersData[n]={referenceClippingOffsets:l,popperEscapeOffsets:c,isReferenceHidden:d,hasPopperEscaped:T},t.attributes.popper=Object.assign({},t.attributes.popper,{"data-popper-reference-hidden":d,"data-popper-escaped":T})}var hide$1={name:"hide",enabled:!0,phase:"main",requiresIfExists:["preventOverflow"],fn:hide};function distanceAndSkiddingToXY(e,t,n){var r=getBasePlacement(e),i=[left,top].indexOf(r)>=0?-1:1,a="function"==typeof n?n(Object.assign({},t,{placement:e})):n,o=a[0],s=a[1];return o=o||0,s=(s||0)*i,[left,right].indexOf(r)>=0?{x:s,y:o}:{x:o,y:s}}function offset(e){var t=e.state,n=e.options,r=e.name,i=n.offset,a=void 0===i?[0,0]:i,o=placements.reduce((function(e,n){return e[n]=distanceAndSkiddingToXY(n,t.rects,a),e}),{}),s=o[t.placement],l=s.x,c=s.y;null!=t.modifiersData.popperOffsets&&(t.modifiersData.popperOffsets.x+=l,t.modifiersData.popperOffsets.y+=c),t.modifiersData[r]=o}var offset$1={name:"offset",enabled:!0,phase:"main",requires:["popperOffsets"],fn:offset};function popperOffsets(e){var t=e.state,n=e.name;t.modifiersData[n]=computeOffsets({reference:t.rects.reference,element:t.rects.popper,strategy:"absolute",placement:t.placement})}var popperOffsets$1={name:"popperOffsets",enabled:!0,phase:"read",fn:popperOffsets,data:{}};function getAltAxis(e){return"x"===e?"y":"x"}function preventOverflow(e){var t=e.state,n=e.options,r=e.name,i=n.mainAxis,a=void 0===i||i,o=n.altAxis,s=void 0!==o&&o,l=n.boundary,c=n.rootBoundary,d=n.altBoundary,T=n.padding,u=n.tether,Q=void 0===u||u,p=n.tetherOffset,h=void 0===p?0:p,m=detectOverflow(t,{boundary:l,rootBoundary:c,padding:T,altBoundary:d}),f=getBasePlacement(t.placement),g=getVariation(t.placement),b=!g,y=getMainAxisFromPlacement(f),_=getAltAxis(y),L=t.modifiersData.popperOffsets,v=t.rects.reference,w=t.rects.popper,E="function"==typeof h?h(Object.assign({},t.rects,{placement:t.placement})):h,x="number"==typeof E?{mainAxis:E,altAxis:E}:Object.assign({mainAxis:0,altAxis:0},E),M=t.modifiersData.offset?t.modifiersData.offset[t.placement]:null,S={x:0,y:0};if(L){if(a){var H,C="y"===y?top:left,O="y"===y?bottom:right,A="y"===y?"height":"width",k=L[y],I=k+m[C],V=k-m[O],N=Q?-w[A]/2:0,P=g===start?v[A]:w[A],R=g===start?-w[A]:-v[A],D=t.elements.arrow,$=Q&&D?getLayoutRect(D):{width:0,height:0},j=t.modifiersData["arrow#persistent"]?t.modifiersData["arrow#persistent"].padding:getFreshSideObject(),F=j[C],B=j[O],G=within(0,v[A],$[A]),U=b?v[A]/2-N-G-F-x.mainAxis:P-G-F-x.mainAxis,W=b?-v[A]/2+N+G+B+x.mainAxis:R+G+B+x.mainAxis,Z=t.elements.arrow&&getOffsetParent(t.elements.arrow),z=Z?"y"===y?Z.clientTop||0:Z.clientLeft||0:0,q=null!=(H=null==M?void 0:M[y])?H:0,X=k+W-q,K=within(Q?min(I,k+U-q-z):I,k,Q?max(V,X):V);L[y]=K,S[y]=K-k}if(s){var Y,J="x"===y?top:left,ee="x"===y?bottom:right,te=L[_],ne="y"===_?"height":"width",re=te+m[J],ie=te-m[ee],ae=-1!==[top,left].indexOf(f),oe=null!=(Y=null==M?void 0:M[_])?Y:0,se=ae?re:te-v[ne]-w[ne]-oe+x.altAxis,le=ae?te+v[ne]+w[ne]-oe-x.altAxis:ie,ce=Q&&ae?withinMaxClamp(se,te,le):within(Q?se:re,te,Q?le:ie);L[_]=ce,S[_]=ce-te}t.modifiersData[r]=S}}var preventOverflow$1={name:"preventOverflow",enabled:!0,phase:"main",fn:preventOverflow,requiresIfExists:["offset"]};function getHTMLElementScroll(e){return{scrollLeft:e.scrollLeft,scrollTop:e.scrollTop}}function getNodeScroll(e){return e!==getWindow(e)&&isHTMLElement(e)?getHTMLElementScroll(e):getWindowScroll(e)}function isElementScaled(e){var t=e.getBoundingClientRect(),n=round(t.width)/e.offsetWidth||1,r=round(t.height)/e.offsetHeight||1;return 1!==n||1!==r}function getCompositeRect(e,t,n){void 0===n&&(n=!1);var r=isHTMLElement(t),i=isHTMLElement(t)&&isElementScaled(t),a=getDocumentElement(t),o=getBoundingClientRect(e,i,n),s={scrollLeft:0,scrollTop:0},l={x:0,y:0};return(r||!r&&!n)&&(("body"!==getNodeName(t)||isScrollParent(a))&&(s=getNodeScroll(t)),isHTMLElement(t)?((l=getBoundingClientRect(t,!0)).x+=t.clientLeft,l.y+=t.clientTop):a&&(l.x=getWindowScrollBarX(a))),{x:o.left+s.scrollLeft-l.x,y:o.top+s.scrollTop-l.y,width:o.width,height:o.height}}function order(e){var t=new Map,n=new Set,r=[];function i(e){n.add(e.name),[].concat(e.requires||[],e.requiresIfExists||[]).forEach((function(e){if(!n.has(e)){var r=t.get(e);r&&i(r)}})),r.push(e)}return e.forEach((function(e){t.set(e.name,e)})),e.forEach((function(e){n.has(e.name)||i(e)})),r}function orderModifiers(e){var t=order(e);return modifierPhases.reduce((function(e,n){return e.concat(t.filter((function(e){return e.phase===n})))}),[])}function debounce(e){var t;return function(){return t||(t=new Promise((function(n){Promise.resolve().then((function(){t=void 0,n(e())}))}))),t}}function mergeByName(e){var t=e.reduce((function(e,t){var n=e[t.name];return e[t.name]=n?Object.assign({},n,t,{options:Object.assign({},n.options,t.options),data:Object.assign({},n.data,t.data)}):t,e}),{});return Object.keys(t).map((function(e){return t[e]}))}var DEFAULT_OPTIONS={placement:"bottom",modifiers:[],strategy:"absolute"};function areValidElements(){for(var e=arguments.length,t=new Array(e),n=0;n<e;n++)t[n]=arguments[n];return!t.some((function(e){return!(e&&"function"==typeof e.getBoundingClientRect)}))}function popperGenerator(e){void 0===e&&(e={});var t=e,n=t.defaultModifiers,r=void 0===n?[]:n,i=t.defaultOptions,a=void 0===i?DEFAULT_OPTIONS:i;return function(e,t,n){void 0===n&&(n=a);var i={placement:"bottom",orderedModifiers:[],options:Object.assign({},DEFAULT_OPTIONS,a),modifiersData:{},elements:{reference:e,popper:t},attributes:{},styles:{}},o=[],s=!1,l={state:i,setOptions:function(n){var s="function"==typeof n?n(i.options):n;c(),i.options=Object.assign({},a,i.options,s),i.scrollParents={reference:isElement(e)?listScrollParents(e):e.contextElement?listScrollParents(e.contextElement):[],popper:listScrollParents(t)};var d=orderModifiers(mergeByName([].concat(r,i.options.modifiers)));return i.orderedModifiers=d.filter((function(e){return e.enabled})),i.orderedModifiers.forEach((function(e){var t=e.name,n=e.options,r=void 0===n?{}:n,a=e.effect;if("function"==typeof a){var s=a({state:i,name:t,instance:l,options:r});o.push(s||function(){})}})),l.update()},forceUpdate:function(){if(!s){var e=i.elements,t=e.reference,n=e.popper;if(areValidElements(t,n)){i.rects={reference:getCompositeRect(t,getOffsetParent(n),"fixed"===i.options.strategy),popper:getLayoutRect(n)},i.reset=!1,i.placement=i.options.placement,i.orderedModifiers.forEach((function(e){return i.modifiersData[e.name]=Object.assign({},e.data)}));for(var r=0;r<i.orderedModifiers.length;r++)if(!0!==i.reset){var a=i.orderedModifiers[r],o=a.fn,c=a.options,d=void 0===c?{}:c,T=a.name;"function"==typeof o&&(i=o({state:i,options:d,name:T,instance:l})||i)}else i.reset=!1,r=-1}}},update:debounce((function(){return new Promise((function(e){l.forceUpdate(),e(i)}))})),destroy:function(){c(),s=!0}};if(!areValidElements(e,t))return l;function c(){o.forEach((function(e){return e()})),o=[]}return l.setOptions(n).then((function(e){!s&&n.onFirstUpdate&&n.onFirstUpdate(e)})),l}}var defaultModifiers=[eventListeners,popperOffsets$1,computeStyles$1,applyStyles$1,offset$1,flip$1,preventOverflow$1,arrow$1,hide$1],createPopper=popperGenerator({defaultModifiers:defaultModifiers});class Suggester{owner;items;suggestions;selectedItem;containerEl;constructor(e,t,n){this.containerEl=t,this.owner=e,t.on("click",".suggestion-item",this.onSuggestionClick.bind(this)),t.on("mousemove",".suggestion-item",this.onSuggestionMouseover.bind(this)),n.register([],"ArrowUp",(()=>(this.setSelectedItem(this.selectedItem-1,!0),!1))),n.register([],"ArrowDown",(()=>(this.setSelectedItem(this.selectedItem+1,!0),!1))),n.register([],"Enter",(e=>(this.useSelectedItem(e),!1))),n.register([],"Tab",(e=>(this.chooseSuggestion(e),!1)))}chooseSuggestion(e){if(!this.items||!this.items.length)return;const t=this.items[this.selectedItem];t&&this.owner.onChooseSuggestion(t,e)}onSuggestionClick(e,t){if(e.preventDefault(),!this.suggestions||!this.suggestions.length)return;const n=this.suggestions.indexOf(t);this.setSelectedItem(n,!1),this.useSelectedItem(e)}onSuggestionMouseover(e,t){if(!this.suggestions||!this.suggestions.length)return;const n=this.suggestions.indexOf(t);this.setSelectedItem(n,!1)}empty(){this.containerEl.empty()}setSuggestions(e){this.containerEl.empty();const t=[];e.forEach((e=>{const n=this.containerEl.createDiv("suggestion-item");this.owner.renderSuggestion(e,n),t.push(n)})),this.items=e,this.suggestions=t,this.setSelectedItem(0,!1)}useSelectedItem(e){if(!this.items||!this.items.length)return;const t=this.items[this.selectedItem];t&&this.owner.selectSuggestion(t,e)}wrap(e,t){return(e%t+t)%t}setSelectedItem(e,t){const n=this.wrap(e,this.suggestions.length),r=this.suggestions[this.selectedItem],i=this.suggestions[n];r&&r.removeClass("is-selected"),i&&i.addClass("is-selected"),this.selectedItem=n,t&&i.scrollIntoView(!1)}}class SuggestionModal extends obsidian_module.FuzzySuggestModal{items=[];suggestions;popper;scope=new obsidian_module.Scope(this.app.scope);suggester;suggestEl;promptEl;emptyStateText="No match found";limit=100;shouldNotOpen;constructor(e,t,n){super(e),this.inputEl=t,this.items=n,this.suggestEl=createDiv("suggestion-container"),this.contentEl=this.suggestEl.createDiv("suggestion"),this.suggester=new Suggester(this,this.contentEl,this.scope),this.scope.register([],"Escape",this.onEscape.bind(this)),this.inputEl.addEventListener("input",this.onInputChanged.bind(this)),this.inputEl.addEventListener("focus",this.onFocus.bind(this)),this.inputEl.addEventListener("blur",this.close.bind(this)),this.suggestEl.on("mousedown",".suggestion-container",(e=>{e.preventDefault()}))}empty(){this.suggester.empty()}onInputChanged(){if(this.shouldNotOpen)return;const e=this.modifyInput(this.inputEl.value),t=this.getSuggestions(e);t.length>0?this.suggester.setSuggestions(t.slice(0,this.limit)):this.onNoSuggestion(),this.open()}onFocus(){this.shouldNotOpen=!1,this.onInputChanged()}modifyInput(e){return e}onNoSuggestion(){this.empty(),this.renderSuggestion(null,this.contentEl.createDiv("suggestion-item"))}open(){this.app.keymap.pushScope(this.scope),this.inputEl.ownerDocument.body.appendChild(this.suggestEl),this.popper=new WeakRef(createPopper(this.inputEl,this.suggestEl,{placement:"bottom-start",modifiers:[{name:"offset",options:{offset:[0,10]}},{name:"flip",options:{fallbackPlacements:["top"]}}]}))}onEscape(){this.close(),this.shouldNotOpen=!0}close(){this.app.keymap.popScope(this.scope),this.suggester.setSuggestions([]),this.popper?.deref()&&this.popper.deref().destroy(),this.inputEl.removeEventListener("input",this.onInputChanged.bind(this)),this.inputEl.removeEventListener("focus",this.onFocus.bind(this)),this.inputEl.removeEventListener("blur",this.close.bind(this)),this.suggestEl.detach()}createPrompt(e){this.promptEl||(this.promptEl=this.suggestEl.createDiv("prompt-instructions"));const t=this.promptEl.createDiv("prompt-instruction");for(const n of e)t.appendChild(n)}}class FileSuggestionModal extends SuggestionModal{text;cache;files;file;constructor(e,t,n){super(e,t.inputEl,n),this.limit=20,this.files=[...n],this.text=t,this.inputEl.addEventListener("input",(()=>this.getFile()))}getFile(){const e=this.inputEl.value,t=this.app.vault.getAbstractFileByPath(e);t!==this.file&&t instanceof obsidian_module.TFile&&(this.file=t,this.onInputChanged())}getSelectedItem(){return this.file}getItemText(e){return e.path}onChooseItem(e){this.file=e,this.text.setValue(e.path),this.text.onChanged()}selectSuggestion({item:e}){this.file=e,this.text.setValue(e.path),this.onClose(),this.text.onChanged(),this.close()}renderSuggestion(e,t){const{item:n,match:r}=e||{},i=t.createDiv({cls:"suggestion-content"});if(!n)return i.setText(this.emptyStateText),void i.parentElement.addClass("is-selected");const a=n.path.length-n.name.length,o=r.matches.map((e=>createSpan("suggestion-highlight")));for(let e=a;e<n.path.length;e++){const t=r.matches.find((t=>t[0]===e));if(t){const a=o[r.matches.indexOf(t)];i.appendChild(a),a.appendText(n.path.substring(t[0],t[1])),e+=t[1]-t[0]-1}else i.appendText(n.path[e])}t.createDiv({cls:"suggestion-note",text:n.path})}getItems(){return this.files}}class InsertPDFModal extends obsidian_module.Modal{plugin;view;borderBox=!0;frame=!1;gapSize=20;groupPages=!1;direction="right";numColumns=1;numRows=1;lockAfterImport=!0;pagesToImport=[];pageDimensions={width:0,height:0};importScale=.3;imageSizeMessage;pdfDoc;pdfFile;dirty=!1;constructor(e,t){super(e.app),this.plugin=e,this.view=t}open(e){e&&"pdf"===e.extension.toLowerCase()&&(this.pdfFile=e),super.open()}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Import PDF"),this.createForm()}async onClose(){this.dirty&&(this.plugin.settings.pdfImportScale=this.importScale,this.plugin.settings.pdfBorderBox=this.borderBox,this.plugin.settings.pdfFrame=this.frame,this.plugin.settings.pdfGapSize=this.gapSize,this.plugin.settings.pdfGroupPages=this.groupPages,this.plugin.settings.pdfNumColumns=this.numColumns,this.plugin.settings.pdfNumRows=this.numRows,this.plugin.settings.pdfDirection=this.direction,this.plugin.settings.pdfLockAfterImport=this.lockAfterImport,await this.plugin.saveSettings()),this.pdfDoc&&(this.pdfDoc.destroy(),this.pdfDoc=null),this.plugin=null,this.view=null,this.app=null,this.imageSizeMessage.remove(),this.setImageSizeMessage=null}async getPageDimensions(e){try{const t=this.plugin.settings.pdfScale,n=createEl("canvas"),r=(await e.getPage(1)).getViewport({scale:t});this.pageDimensions.height=r.height,this.pageDimensions.width=r.width,n.width=0,n.height=0,this.setImageSizeMessage()}catch(e){console.log(e)}}createPageListFromString(e){const t=e=>e.replace(/\D/g,"");return this.pagesToImport=[],e.split(",").forEach((e=>{const n=e.split("-");if(1===n.length){const e=parseInt(t(n[0]));!isNaN(e)&&this.pagesToImport.push(e)}else if(2===n.length){const e=parseInt(t(n[0])),r=parseInt(t(n[1]));if(isNaN(e)||isNaN(r))return;for(let t=e;t<=r;t++)this.pagesToImport.push(t)}})),this.pagesToImport}setImageSizeMessage=()=>this.imageSizeMessage.innerText=`${Math.round(this.pageDimensions.width*this.importScale)} x ${Math.round(this.pageDimensions.height*this.importScale)}`;async createForm(){await this.plugin.loadSettings(),this.borderBox=this.plugin.settings.pdfBorderBox,this.frame=this.plugin.settings.pdfFrame,this.gapSize=this.plugin.settings.pdfGapSize,this.groupPages=this.plugin.settings.pdfGroupPages,this.numColumns=this.plugin.settings.pdfNumColumns,this.numRows=this.plugin.settings.pdfNumRows,this.direction=this.plugin.settings.pdfDirection,this.lockAfterImport=this.plugin.settings.pdfLockAfterImport,this.importScale=this.plugin.settings.pdfImportScale;const e=this.contentEl;let t,n,r,i;const a=()=>this.pdfDoc?0===this.pagesToImport.length?(r.buttonEl.style.display="none",void(i.innerText=t$d("IPM_SELECT_PAGES_TO_IMPORT"))):Math.max(...this.pagesToImport)<=this.pdfDoc.numPages?(r.buttonEl.style.display="block",void(i.innerText="")):(r.buttonEl.style.display="none",void(i.innerText=`The selected document has ${this.pdfDoc.numPages} pages. Please select pages between 1 and ${this.pdfDoc.numPages}`)):(i.innerText=t$d("IPM_SELECT_PDF"),void(r.buttonEl.style.display="none")),o=()=>{0!==n?t.innerHTML=`There are <b>${n}</b> pages in the selected document.`:t.innerText=t$d("IPM_SELECT_PDF")};let s,l;const c=e=>{const t=this.createPageListFromString(e);t.length>15?l.innerHTML=`You are importing <b>${t.length}</b> pages. ⚠️ This may take a while. ⚠️`:l.innerHTML=`You are importing <b>${t.length}</b> pages.`,a()},d=async e=>{this.pdfDoc&&await this.pdfDoc.destroy(),this.pdfDoc=null,e&&(this.pdfDoc=await getPDFDoc(e),this.pdfFile=e,this.pdfDoc?(n=this.pdfDoc.numPages,s.setValue(`1-${n}`),c(`1-${n}`),a(),o(),this.getPageDimensions(this.pdfDoc)):r.setDisabled(!0))},T=new obsidian_module.TextComponent(e);T.inputEl.style.width="100%";const u=new FileSuggestionModal(this.app,T,app.vault.getFiles().filter((e=>"pdf"===e.extension.toLowerCase())));let Q,p,h,m,f;T.onChange((async()=>{const e=u.getSelectedItem();await d(e)})),t=e.createEl("p",{text:""}),o(),new obsidian_module.Setting(e).setName(t$d("IPM_PAGES_TO_IMPORT_NAME")).setDesc("e.g.: 1,3-5,7,9-10").addText((e=>{s=e,e.setValue("").onChange((e=>c(e))),e.inputEl.style.width="100%"})),l=e.createEl("p",{text:""}),this.frame=!this.borderBox&&this.frame,new obsidian_module.Setting(e).setName(t$d("IPM_ADD_BORDER_BOX_NAME")).addToggle((e=>{Q=e,e.setValue(this.borderBox).onChange((e=>{this.borderBox=e,e&&(this.frame=!1,p.setValue(!1)),this.dirty=!0}))})),new obsidian_module.Setting(e).setName(t$d("IPM_ADD_FRAME_NAME")).setDesc(t$d("IPM_ADD_FRAME_DESC")).addToggle((e=>{p=e,e.setValue(this.frame).onChange((e=>{this.frame=e,e&&(this.borderBox=!1,Q.setValue(!1),this.lockAfterImport||(this.lockAfterImport=!0,h.setValue(!0))),this.dirty=!0}))})),new obsidian_module.Setting(e).setName(t$d("IPM_GROUP_PAGES_NAME")).setDesc(t$d("IPM_GROUP_PAGES_DESC")).addToggle((e=>e.setValue(this.groupPages).onChange((e=>{this.groupPages=e,this.dirty=!0})))),new obsidian_module.Setting(e).setName("Lock pages on canvas after import").addToggle((e=>{h=e,e.setValue(this.lockAfterImport).onChange((e=>{this.lockAfterImport=e,this.dirty=!0}))}));const g=()=>{switch(this.direction){case"down":m.settingEl.style.display="none",f.settingEl.style.display="";break;case"right":m.settingEl.style.display="",f.settingEl.style.display="none"}};let b,y,_;new obsidian_module.Setting(e).setName("Import direction").addDropdown((e=>e.addOptions({down:"Top > Down",right:"Left > Right"}).setValue(this.direction).onChange((e=>{this.direction=e,g(),this.dirty=!0})))),m=new obsidian_module.Setting(e),m.setName("Number of columns").addSlider((e=>e.setLimits(1,100,1).setValue(this.numColumns).onChange((e=>{this.numColumns=e,b.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{b=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.numColumns.toString()}`})),f=new obsidian_module.Setting(e),f.setName("Number of rows").addSlider((e=>e.setLimits(1,100,1).setValue(this.numRows).onChange((e=>{this.numRows=e,y.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{y=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.numRows.toString()}`})),g(),new obsidian_module.Setting(e).setName("Size of gap between pages").addSlider((e=>e.setLimits(10,200,10).setValue(this.gapSize).onChange((e=>{this.gapSize=e,_.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{_=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.gapSize.toString()}`}));const L=new obsidian_module.Setting(e).setName("Imported page size").setDesc(`${this.pageDimensions.width*this.importScale} x ${this.pageDimensions.height*this.importScale}`).addSlider((e=>e.setLimits(.1,1.5,.1).setValue(this.importScale).onChange((e=>{this.importScale=e,this.dirty=!0,this.setImageSizeMessage()}))));this.imageSizeMessage=L.descEl;const v=new obsidian_module.Setting(e).setDesc("Select a document first").addButton((e=>{e.setButtonText("Import PDF").setCta().onClick((async()=>{const e=getEA(this.view);let t=0,n=0;const r=Math.round(this.pageDimensions.width*this.importScale),a=Math.round(this.pageDimensions.height*this.importScale);for(let o=0;o<this.pagesToImport.length;o++){const s=this.pagesToImport[o];i.innerText=`Importing page ${s} (${o+1} of ${this.pagesToImport.length})`;const l=Math.round(this.pageDimensions.width*this.importScale*t+this.gapSize*t),c=Math.round(this.pageDimensions.height*this.importScale*n+this.gapSize*n);e.style.strokeColor=this.borderBox?"#000000":"transparent";const d=e.addRect(l,c,r,a),T=e.getElement(d);this.lockAfterImport&&(T.locked=!0);const u=await e.addImage(l,c,this.pdfFile.path+`#page=${s}`,!1,!1),Q=e.getElement(u);if(Q.width=r,Q.height=a,this.lockAfterImport&&(Q.locked=!0),e.addToGroup([d,u]),this.frame){const t=e.addFrame(l,c,r,a,`${s}`);e.addElementsToFrame(t,[d,u]),e.getElement(t).link=this.pdfFile.path+`#page=${s}`}switch(this.direction){case"right":t=(t+1)%this.numColumns,0===t&&n++;break;case"down":n=(n+1)%this.numRows,0===n&&t++}}if(this.groupPages){const t=e.getElements().filter((e=>!this.frame||"frame"===e.type)).map((e=>e.id));e.addToGroup(t)}await e.addElementsToView(!0,!0,!1);const o=e.getExcalidrawAPI(),s=e.getElements().map((e=>e.id)),l=e.getViewElements().filter((e=>s.includes(e.id)));o.selectElements(l),o.zoomToFit(l),e.destroy(),this.close()})),r=e,r.buttonEl.style.display="none"}));i=v.descEl,i.addClass("mod-warning"),this.pdfFile?(T.setValue(this.pdfFile.path),await d(this.pdfFile),u.close(),s.inputEl.focus()):T.inputEl.focus(),a()}}class UniversalInsertFileModal extends obsidian_module.Modal{plugin;view;center={x:0,y:0};file;constructor(e,t){super(e.app),this.plugin=e,this.view=t;const n=t.excalidrawAPI.getAppState(),r=t.containerEl.getBoundingClientRect(),i=window.innerWidth||document.documentElement.clientWidth,a=window.innerHeight||document.documentElement.clientHeight,o=sceneCoordsToViewportCoords({sceneX:t.currentPosition.x,sceneY:t.currentPosition.y},n);if(o.x>=r.left+150&&o.y<=r.right-150&&o.y>=r.top+150&&o.y<=r.bottom-150){const e=t.currentPosition.x-250,n=t.currentPosition.y-250;this.center={x:e,y:n}}else{const e=r.left+r.width/2,t=r.top+r.height/2,o=Math.max(0,Math.min(i,e)),s=Math.max(0,Math.min(a,t));this.center=viewportCoordsToSceneCoords({clientX:o,clientY:s},n),this.center={x:this.center.x-250,y:this.center.y-250}}}onKeyDown;open(e,t){this.file=e,this.center=t??this.center,super.open()}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Insert File From Vault"),this.createForm()}async createForm(){const e=this.contentEl;let t,n,r,i,a,o,s=!1,l=this.file;const c=async()=>{const e=this.plugin.ea,s=l===this.view.file,c=l&&"md"===l.extension&&!e.isExcalidrawFile(l),d=l&&(IMAGE_TYPES.contains(l.extension)||e.isExcalidrawFile(l)),T=l&&ANIMATED_IMAGE_TYPES.contains(l.extension),u=l&&!d,Q=l&&"pdf"===l.extension,p=l&&e.isExcalidrawFile(l),h=l&&"md"===l.extension?(await this.plugin.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},l)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!p||!MD_EX_SECTIONS.includes(e.display))):null;if(c||p&&h?.length>0){for(n.settingEl.style.display="",t.selectEl.style.display="block";t.selectEl.options.length>0;)t.selectEl.remove(0);p||t.addOption("",""),h.forEach((e=>{t.addOption(`#${cleanSectionHeading(e.display)}`,e.display)}))}else n.settingEl.style.display="none",t.selectEl.style.display="none";o.settingEl.style.display=p&&!s?"":"none",i.buttonEl.style.display=s||!d&&"md"!==l?.extension?"none":"block",r.buttonEl.style.display=u||T||p&&h?.length>0?"block":"none",a.buttonEl.style.display=Q?"block":"none"},d=(await this.plugin.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},this.view.file)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!MD_EX_SECTIONS.includes(e.display))),T=new obsidian_module.TextComponent(e);T.inputEl.style.width="100%";const u=new FileSuggestionModal(this.app,T,this.app.vault.getFiles().filter((e=>d?.length>0||e!==this.view.file)));T.onChange((()=>{l=u.getSelectedItem(),c()})),n=new obsidian_module.Setting(e).setName("Select section heading").addDropdown((e=>{t=e,t.selectEl.style.width="100%"})),o=new obsidian_module.Setting(e).setName("Anchor to 100% of original size").setDesc("This is a pro feature, use it only if you understand how it works. If enabled even if you change the size of the imported image in Excalidraw, the next time you open the drawing this image will pop back to 100% size. This is useful when embedding an atomic Excalidraw idea into another note and preserving relative sizing of text and icons.").addToggle((e=>{e.setValue(s).onChange((e=>{s=e}))})),new obsidian_module.Setting(e).addButton((e=>{e.setButtonText("as Embeddable").onClick((async()=>{const e=app.metadataCache.fileToLinktext(l,this.view.file.path,"md"===l.extension),n=getEA(this.view);n.selectElementsInView([await insertEmbeddableToView(n,this.center,void 0,`[[${e}${t.selectEl.value}]]`)]),n.destroy(),this.close()})),r=e})).addButton((e=>{e.setButtonText("as Pdf").onClick((()=>{new InsertPDFModal(this.plugin,this.view).open(l),this.close()})),a=e})).addButton((e=>{e.setButtonText("as Image").onClick((async()=>{const e=getEA(this.view),n=l&&"md"===l.extension&&!e.isExcalidrawFile(l);e.selectElementsInView([await insertImageToView(e,this.center,n&&t.selectEl.value&&""!==t.selectEl.value?`${l.path}${t.selectEl.value}`:l,e.isExcalidrawFile(l)?!s:void 0)]),e.destroy(),this.close()})),i=e})),this.view.ownerWindow.addEventListener("keydown",this.onKeyDown=e=>{const t=e=>"none"!==e.buttonEl.style.display;switch(e.key){case"Escape":return void this.close();case"Enter":return!t(r)||t(i)||t(a)?!t(i)||t(r)||t(a)?!t(a)||t(r)||t(i)?void 0:void a.buttonEl.click():void i.buttonEl.click():void r.buttonEl.click();case"i":return void(t(i)&&i.buttonEl.click());case"p":return void(t(a)&&a.buttonEl.click());case"f":return void(t(r)&&r.buttonEl.click())}}),T.inputEl.focus(),l&&(T.setValue(l.path),u.close()),c()}onClose(){this.view.ownerWindow.removeEventListener("keydown",this.onKeyDown),this.view=null,this.file=null,this.plugin=null}}function setPen(e,t){const n=t.getAppState();t.updateScene({appState:{currentStrokeOptions:e.penOptions,...e.strokeWidth&&0!==e.strokeWidth?{currentItemStrokeWidth:e.strokeWidth}:null,...e.backgroundColor?{currentItemBackgroundColor:e.backgroundColor}:null,...e.strokeColor?{currentItemStrokeColor:e.strokeColor}:null,...""===e.fillStyle?null:{currentItemFillStyle:e.fillStyle},...e.roughness?null:{currentItemRoughness:e.roughness},...e.freedrawOnly&&!n.resetCustomPen?{resetCustomPen:{currentItemStrokeWidth:n.currentItemStrokeWidth,currentItemBackgroundColor:n.currentItemBackgroundColor,currentItemStrokeColor:n.currentItemStrokeColor,currentItemFillStyle:n.currentItemFillStyle,currentItemRoughness:n.currentItemRoughness}}:null},storeAction:"update"})}function resetStrokeOptions(e,t,n){t.updateScene({appState:{...e?{currentItemStrokeWidth:e.currentItemStrokeWidth,currentItemBackgroundColor:e.currentItemBackgroundColor,currentItemStrokeColor:e.currentItemStrokeColor,currentItemFillStyle:e.currentItemFillStyle,currentItemRoughness:e.currentItemRoughness}:null,resetCustomPen:null,...n?{currentStrokeOptions:null}:null},storeAction:"update"})}class ObsidianMenu{plugin;toolsRef;view;clickTimestamp;activePen;longpressTimeout={};prevClickTimestamp=0;constructor(e,t,n){this.plugin=e,this.toolsRef=t,this.view=n,this.clickTimestamp=Array.from({length:Object.keys(PENS).length},(()=>0))}actionCustomPenLabelClick(e,t){const n=Date.now();if(n-this.clickTimestamp[e]<500){const t=new PenSettingsModal(this.plugin,this.view,e);return void(async()=>{await this.plugin.loadSettings(),t.open()})()}this.clickTimestamp[e]=n;const r=this.view.excalidrawAPI,i=r.getAppState();i.currentStrokeOptions!==t.penOptions||"freedraw"!==i.activeTool.type?(this.activePen={...t},setPen(t,r),r.setActiveTool({type:"freedraw"})):resetStrokeOptions(i.resetCustomPen,r,!0)}actionScriptButtonPonterUp(e,t){this.longpressTimeout[e]&&(this.view.ownerWindow.clearTimeout(this.longpressTimeout[e]),this.longpressTimeout[e]=0,(async()=>{const e=this.view.app.vault.getAbstractFileByPath(t);e&&e instanceof obsidian_module.TFile&&this.plugin.scriptEngine.executeScript(this.view,await this.view.app.vault.read(e),this.plugin.scriptEngine.getScriptName(e),e)})())}actionScriptButtonPointerDown(e,t){const n=Date.now();this.longpressTimeout[e]>0&&(this.view.ownerWindow.clearTimeout(this.longpressTimeout[e]),this.longpressTimeout[e]=0),n-this.prevClickTimestamp>=500&&(this.longpressTimeout[e]=this.view.ownerWindow.setTimeout((()=>{this.longpressTimeout[e]=0,(async()=>{await this.plugin.loadSettings();const e=this.plugin.settings.pinnedScripts.indexOf(t);e>-1&&(this.plugin.settings.pinnedScripts.splice(e,1),this.view.excalidrawAPI?.setToast({message:`Pin removed: ${name}`,duration:3e3,closable:!0})),await this.plugin.saveSettings(),getExcalidrawViews(this.plugin.app).forEach((e=>e.updatePinnedScripts()))})()}),1500)),this.prevClickTimestamp=n}actionShowHideMenu(e,t){this.toolsRef.current.setTheme(t.theme),this.toolsRef.current.toggleVisibility(t.zenModeEnabled||e)}actionInsertAnyFile(){this.view.setCurrentPositionToCenter(),new UniversalInsertFileModal(this.plugin,this.view).open()}renderCustomPens(e,t){return t.customPens?.map(((n,r)=>{const i=this.plugin.settings.customPens[r];return t.resetCustomPen&&"freedraw"!==t.activeTool.type&&t.currentStrokeOptions===i.penOptions&&setTimeout((()=>resetStrokeOptions(t.resetCustomPen,this.view.excalidrawAPI,!1))),!t.resetCustomPen&&"freedraw"===t.activeTool.type&&t.currentStrokeOptions===i.penOptions&&i.freedrawOnly&&setTimeout((()=>setPen(this.activePen,this.view.excalidrawAPI))),this.activePen&&t.resetCustomPen&&"freedraw"===t.activeTool.type&&t.currentStrokeOptions===i.penOptions&&i.freedrawOnly&&(this.activePen.strokeWidth=t.currentItemStrokeWidth,this.activePen.backgroundColor=t.currentItemBackgroundColor,this.activePen.strokeColor=t.currentItemStrokeColor,this.activePen.fillStyle=t.currentItemFillStyle,this.activePen.roughness=t.currentItemRoughness),React__namespace.createElement("label",{key:r,className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionCustomPenLabelClick.bind(this,r,i)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":DEVICE.isDesktop?i.type:void 0,style:{..."freedraw"===t.activeTool.type&&t.currentStrokeOptions===i.penOptions?{background:"var(--color-primary)"}:{}}},penIcon(i)))}))}renderPinnedScriptButtons(e,t){return t?.pinnedScripts?.map(((t,n)=>{const r=this.plugin.scriptEngine.scriptIconMap[t],i=r?.name??"",a=r?.svgString?stringToSVG(r.svgString):ICONS.cog;return this.longpressTimeout[n]||(this.longpressTimeout[n]=0),React__namespace.createElement("label",{key:n,className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onPointerUp:this.actionScriptButtonPonterUp.bind(this,n,t),onPointerDown:this.actionScriptButtonPointerDown.bind(this,n,t)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":DEVICE.isDesktop?i:void 0},a))}))}renderButton(e,t){return React__namespace.createElement(React__namespace.Fragment,null,React__namespace.createElement("label",{className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionShowHideMenu.bind(this,e,t)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":t$d("OBSIDIAN_TOOLS_PANEL")},ICONS.obsidian)),React__namespace.createElement("label",{className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionInsertAnyFile.bind(this)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":t$d("UNIVERSAL_ADD_FILE")},ICONS["add-file"])),this.renderCustomPens(e,t),this.renderPinnedScriptButtons(e,t))}destroy(){Object.values(this.longpressTimeout).forEach((e=>this.view.ownerWindow.clearTimeout(e))),this.longpressTimeout={},this.activePen=null,this.plugin=null,this.toolsRef=null,this.view=null,this.clickTimestamp=null,this.renderButton=null,this.renderCustomPens=null,this.renderPinnedScriptButtons=null}}class ActionButton extends React__namespace.Component{toastMessageTimeout=0;longpressTimeout=0;constructor(e){super(e),this.state={visible:!0}}componentWillUnmount(){this.render=()=>null}render(){return React__namespace.createElement("button",{style:{},className:"ToolIcon_type_button ToolIcon_size_small ToolIcon_type_button--show ToolIcon",title:this.props.title,onClick:e=>{this.toastMessageTimeout&&(window.clearTimeout(this.toastMessageTimeout),this.toastMessageTimeout=0,this.props.action(e)),this.longpressTimeout&&(window.clearTimeout(this.longpressTimeout),this.longpressTimeout=0)},onPointerDown:e=>{this.toastMessageTimeout=window.setTimeout((()=>{new obsidian_module.Notice(this.props.title,3e3),this.toastMessageTimeout=0}),400),this.longpressTimeout=window.setTimeout((()=>{this.props.longpress?this.props.longpress(e):new obsidian_module.Notice("Cannot pin this action",3e3),this.longpressTimeout=0}),1500)}},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-hidden":"true"},this.props.icon))}}const FIRST_RUN='\nThe Excalidraw Obsidian plugin is much more than "just" a drawing tool. To help you get started here\'s a showcase of the key Excalidraw plugin features.\n\nIf you\'d like to learn more, please subscribe to my YouTube channel: [Visual PKM](https://www.youtube.com/channel/UCC0gns4a9fhVkGkngvSumAQ) where I regularly share videos about Obsidian-Excalidraw and about tools and techniques for Visual Personal Knowledge Management.\n\nThank you & Enjoy!\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/P_Q6avJGoWI" 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',"2.5.1":`\n## New\n- Excalidraw will now save images using the filename from the file system when adding an image via the image tool (in the top toolbar).\n- Increased the maximum image size from a width/height of 1440 to 2880 when adding an image via the image tool in the top toolbar.\n- Flip arrowheads: If you have an arrow bound to elements, select only the arrow (not the bound elements) and press SHIFT+H or SHIFT+V to swap the arrowheads. [#8525](https://github.com/excalidraw/excalidraw/pull/8525)\n\n## Fixed\n- Zoom\n  - "Zoom to Fit" did not work correctly when multiple Obsidian tabs were open, and Excalidraw was in a lower tab. Additionally, there was an offset when the left side panel was open, especially if the panel was relatively large compared to the canvas area. [#2039](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2039)\n  - SHIFT+1 and SHIFT+2 will now honor the max zoom setting in Plugin Settings.\n- Adding images using the image tool in the toolbar was unreliable. Sometimes it worked, sometimes it didn't, depending on whether the drawing had unsaved changes. Autosave was causing the issue with the image tool. [#1992](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1992)\n- Frame related issues\n  - Fixed an issue where links to the back of the note were broken if an unnamed frame was present in the scene. [#2027](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2027)\n  - Frame transclusion was not working when there was a LaTeX equation anywhere in the scene. [#2028](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2028)\n  - Frame settings and rounded image corners were not honored when exporting (and auto-exporting) SVGs. [#2026](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2026)\n- Resolved issues with the width, height, and style parsing of Excalidraw drawings embedded in Markdown notes. ${String.fromCharCode(96)}![[my file|10 - my alias]]${String.fromCharCode(96)} was incorrectly parsed as a width of 10 and a style of "- my alias."\n- Links\n  - When navigating element links, selecting a #tag from the link-list did not open the Obsidian tag in the search.\n  - False-positive tag results in second-order links list.\n  - Arrow label links did not work as expected. Since CTRL/CMD+Click is used in Excalidraw to start the line editor, the solution is not straightforward from a UX perspective. [#2023](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2023)\n    - You can open arrow links by ctrl+clicking on the label itself. If the arrow or line element contains the link, ctrl+click on the link indicator in the top right.\n    - You can also right-click the linear element and select "Open Link" from the context menu.\n- Various elbow-arrow fixes and QoL improvements from excalidraw.com [#8324](https://github.com/excalidraw/excalidraw/pull/8324), [#8448](https://github.com/excalidraw/excalidraw/pull/8448), [#8440](https://github.com/excalidraw/excalidraw/pull/8440)\n\n`,"2.5.0":`\nThe new [Community Wiki](https://excalidraw-obsidian.online/Hobbies/Excalidraw+Blog/WIKI/Welcome+to+the+WIKI) is waiting for your contribution!\n\n## Fixed\n- Regression from 2.4.3: Text flickers when editing text in a container [#2015](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2015).\n- Significantly improved the performance of group and frame [image fragments](https://youtu.be/sjZfdqpxqsg) when the source drawing includes many images, but the fragment does not.\n- Minor styling tweaks. Note that with Obsidian 1.7.1, the font size and zoom settings in Obsidian > Appearance will affect the size of buttons and menu items in Excalidraw as well.\n\n## New\n- New Canvas Search from Excalidraw.com (CTRL/CMD+F). The "old" search is still available in the Obsidian Command Palette _"Search for text in drawing"_. The old search will also search in image-file names and frame titles, but the result set is not as sophisticated as the one built by Excalidraw.com. If you want to use the old search, you can set up a hotkey in Obsidian settings, e.g., CTRL+ALT/CMD+OPT+F. [#8438](https://github.com/excalidraw/excalidraw/pull/8438)\n- Grid Color settings under **Excalidraw Appearance and Behavior**. Note that the grid color and opacity also affect the color and transparency of the binding box when using the arrow tool. [#2007](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2007)\n- Refactoring the code to be compatible with the upcoming Obsidian 1.7.2.\n- ${String.fromCharCode(96)}ExcalidrawAutomate.decompressFromBase64()${String.fromCharCode(96)} will now remove line breaks from the input string so you can directly supply the compressed JSON string for decompression by script.\n`,"2.4.3":"\nCheck out the [Excalidraw Plugin's Community WIKI](https://excalidraw-obsidian.online/Hobbies/Excalidraw+Blog/WIKI/Welcome+to+the+WIKI) and help with your content contribution.\n\n## Fixed\n- In some situations Excalidraw hangs indefinitely when opening a different file in the same tab\n- Can't exit arrow tool on phone [#2006](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2006)\n- Save is triggered every few seconds, leading to glitches in handwriting [#2004](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2004)\n- Canvas shifts when editing text reaches right hand side of the canvas, especially at higher zoom values\n- Minor styling tweaks to adapt to Obsidian 1.7.1 new stylesheet, in particular to scale Excalidraw properly in line with Obsidian Appearance Setting Font-Size value.\n- Tweaked Compatibilty Setting description to mention Obsidian 1.7.1 Footnotes support\n","2.4.2":"\nThis release addresses critical issues for all Obsidian Mobile users.\n\n#### 😞 I made two mistakes...\n- I expedited the 2.4.1 release to resolve a major bug, but in doing so, I skippes some of my usual rigorous testing\n- I included a new feature in 2.4.1 fresh from Excalidraw.com because I believe it brings significant end user benefits and did not want to wait until October. However, a small part of this feature was designed for server-side execution on Excalidraw.com, not for local use on Obsidian Mobile.\n\nDespite the recent two (2.4.1 and 2.4.2) emergency bug-fix releases, this doesn't deviate from the [monthly release schedule](https://youtu.be/2poSS-Z91lY). The next feature update is still planned for early October.\n\n## Fixes:\n- **Excalidraw rendering issues on Obsidian Mobile:** [#1995](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1995), [#1997](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1997)\n  - Nested Excalidraw drawings with text failed to render.\n  - Drawings in Markdown view didn't render if they contained text and were set to SVG Image or SVG Native (they worked with PNG).\n  - SVG export failed for drawings containing text.\n- **LaTeX equation duplication:** After using ALT+Drag to duplicate a LaTeX equation, editing the duplicate modified the original instead. [#1984](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1994)\n- **Unreadable Obsidian search results:** When drawings contained numerous Element Links and Embedded Files Links, search results became unreadable. This fix will apply to files saved after installing the update. [#1999](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1999)\n","2.4.1":`\nThis release includes an important fix that can result in your drawing being overwritten by another drawing. Please update to this version as soon as possible.\n\n## Fixed\n- A problem where switching between two Excalidraw documents in the same tab could result in the content from the first document overwriting the second one, particularly when the first document was large. [#1988](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1988)\n- Styling issue when Obsidian font size is set to the non-default value.\n- Embedding a block reference ${String.fromCharCode(96)}![[file#^block]]${String.fromCharCode(96)} where the file is an excalidraw file incorrectly replaced the embedding with the image instead of the block of text.\n\n## New\n- Improved SVG export to include only the necessary glyphs for .woff2 fonts, minimizing file sizes. Note that this feature is currently supported only for .woff2 files; other font formats like .ttf and .otf will be fully embedded, leading to larger SVG files. I recommend using .woff2 files whenever possible.\n`,"2.4.0":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/LtuAaqY_DNc" 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- Flowcharts with CTRL/CMD+Arrow and ALT/OPT+Arrow keys\n- Improved PDF Support\n  - PDF++ cropped area paste\n  - Import PDF into frames\n- Element links with metadata\n- Obisidan Hotkey overrides\n- Support for Zotero style markdown links\n\n## QoL\n- Much improved freedraw flow, less autosave glitches\n- Link editor CTRL+Meta/(CTRL+CMD) + click or via the command palette "Open the image-link or LaTeX-formula editor.\n- Improved search and search results\n- Disable double tap ereaser activation in pen mode\n- Single click editing of markdown embeddables\n- Set grid size and frequency\n- Improved paste\n- Pan & Zoom while editing Text\n- Save active too-state (e.g. tool-lock) with the drawing\n- Show/hide "sword" splashscreen in new drawings\n\n## Fixed\n- Duplicate line points when Alt+click adding new points in line editor- - Excalidraw Automate measureText, impacting gate placement in ExcaliBrain\n- If a group includes a frame, the image reference will include all the elements in the frame, not just the frame\n- Excalidraw rendering issues in markdown preview\n- Markdown pages embedded in Excalidraw were broken\n- Drawing did not save arrow type\n- Fixed rendering of newly pasted links\n\n## ExcalidrawAutomate\n- new functions\n  - tex2dataURL\n  - addElementsToFrame\n  - resetImageAspectRatio\n- Changed\n  - getViewSelectedElements(includeFrameChildren: boolean = true);\n  - getOriginalImageSize with option to wait for the image to load\n',"2.3.0":`\nI am moving to a new release approach aiming to publish one update per month to the Obsidian script store. If you want to continue to receive more frequent updates with new features and minor bug fixes, then join the beta testing team. [#1912](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1912)\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/2poSS-Z91lY" 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- Elbow connectors:  https://x.com/excalidraw/status/1819084086222393554\n\n## Fixed \n- Convert Markdown to Excalidraw did not work correctly when there was ${String.fromCharCode(96)}---${String.fromCharCode(96)} anywhere in the file, but no frontmatter (e.g. a table)\n- Fixed Obsidian move tab to new window\n- Fixed duplicating bound arrows without its bound elements throwing error [#8315](https://github.com/excalidraw/excalidraw/issues/8315)\n`,"2.2.13":`\n## Fixed\n- Could not undo element after pasting [#1906](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1906)\n- Links broke after renaming an Excalidraw file using the F2 shortcut [#1907](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1907)\n- Unable to open or convert very large ${String.fromCharCode(96)}.excalidraw${String.fromCharCode(96)} file, e.g. BoaPs you can download from [here](https://ko-fi.com/zsolt/shop)\n`,"2.2.12":"\n## Fixed\n- Rename moved files to root folder [#1905](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1905)\n- Fonts not displaying correctly in cached image previews\n","2.2.11":'\n<img alt="badges" src="https://github.com/user-attachments/assets/7591b523-6bc6-46ff-b552-5c3492139e4c" referrerpolicy="no-referrer" style="width: 100%;">\n\n## New\n- Font picker with additional fonts (not yet fully configurable, but that will come in due time) [#8012](https://github.com/excalidraw/excalidraw/pull/8012)\n- Introducing Visual Thinking Badges. The more you use Excalidraw the higher your rank will be. Levels are: Bronze, Silver, Gold and Platinum.\n\n## Fixed\n- Embedded PDF was not visible on phones [#1904](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1904)\n- F2 does not rename files in Excalidraw View [#1900](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1900)\n- Wireframe to Code now honors the GPT model settings in plugin settings. [#1901](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1901)\n- Updated ExcaliAI to support gpt-4o for vision. [#1859](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1859) 🙏@Saik0s\n- Minor fixes from excalidraw.com [#8287](https://github.com/excalidraw/excalidraw/pull/8287), [#8285](https://github.com/excalidraw/excalidraw/pull/8285)\n',"2.2.10":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/sjZfdqpxqsg" 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- Drastically degraded rendering performance when zoomed in and when arrows with labels are used. [#8267](https://github.com/excalidraw/excalidraw/pull/8267), [#8266](https://github.com/excalidraw/excalidraw/pull/8266), [#1893](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1893)\n- Frame title font in exports. \n\n## New\n- Area, Group, Frame, and Clipped-Frame references to images now also work when pasting images to Excalidraw.\n- The new reference type ${String.fromCharCode(96)}clippedframe=${String.fromCharCode(96)} works in the same way as ${String.fromCharCode(96)}frame=${String.fromCharCode(96)} but will display the elements clipped by the frame. ${String.fromCharCode(96)}clippedframe=${String.fromCharCode(96)} will always display the image with zero padding.\n- New command palette action: ${String.fromCharCode(96)}Frame Settings${String.fromCharCode(96)} gives you fine-grained control over how frames are rendered. Frame settings will also be reflected in image exports. For example, if you hide the frame name or outline, then in exports they will not be visible.\n`,"2.2.9":'\n## New\n- Improved the "Open the back-of-the-note of the selected Excalidraw image" action. It now works with grouped elements and keeps the popout window within the visible screen area when elements are close to the top of the canvas. Note: Due to an Obsidian bug, I do not recommend using this feature with versions 1.6.0 - 1.6.6, if you have Obsidian Sync enabled, because Obsidian may freeze when closing the popout window. It functions properly in Obsidian versions before 1.6.0 and from 1.6.7 onwards. \n\n## Fixed\n- Drag and drop from a local folder (outside Obsidian) resulted in duplicate images.\n- Insert Link Action did not work [#1873](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1873)\n- Insert Obsidian Command Action did not work\n- Element link for text element got deleted when editing the text. [#1878](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1878)\n- When back-of-the-drawing Section Headings have spaces in them, clicking the link opens the drawing side not the markdown side. [#1877](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1877)\n- obsidian:// links did not work as expected. [#1872](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1872)\n- copying and moving a rectangle with text, moves the text unexpectedly. The issue should now be resolved (at least much less likely to occur) [#1867](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1867)\n',"2.2.8":"\nWhile this release may appear modest with no new features, it represents nearly 50 hours of dedicated work. Here's what's been improved:\n\n- **Enhanced Memory Management**: Significant improvements to optimize memory usage.\n- Bug Fixes:\n  - Support for multi-file drag and drop from the operating system.\n  - Correct theming of animated GIFs as Embeddables.\n  - Several other minor bug fixes.\n\nPlease note that due to extensive refactoring of the codebase, there may be some unexpected issues. Thanks for your understanding and patience.\n","2.2.7":"\n## New\n- In Miscellaneous Settings: added **Load Excalidraw Properties into Obsidian Suggester**. This setting toggles the automatic loading of Excalidraw properties at startup. Enabled by default for easy use of front matter properties. Disabling it prevents auto-loading, but you'll need to manually remove unwanted properties using Obsidian properties view. A plugin restart is required after enabling auto-loading.\n\n## Fixed\n- Zotero support [1835](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1835)\n- Lines binding to elements and selections [#8146](https://github.com/excalidraw/excalidraw/issues/8146), and plugin getting stuck with dragging an element [#8131](https://github.com/excalidraw/excalidraw/issues/8131)","2.2.6":`\n## Fixed\n- CTRL+F search for text elements in drawing, the result did not get selected. This was a regression in 2.2.5 [#1822](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1822)\n\n## New\n- Zotero compatibility support for back-of-the-side markdown notes. This needs to be enabled in plugin settings under Compatibility [#1820](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1820)\n\n## New from Excalidraw.com\n- ${String.fromCharCode(96)}Stats & Element Properties${String.fromCharCode(96)}, accessible via the context menu, is now editable, e.g. you can type in the exact position and size of objects, change font size and set element angle.\n- Pasting mermaid diagrams from chatGPT will embed a diagram instead of the text\n`,"2.2.5":`\n## Fixed\n- Cursor visibility in dark mode [#1812](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1812)\n- SVG to Excalidraw now...\n  - converts elements inside the ${String.fromCharCode(96)}<switch>${String.fromCharCode(96)} tag, improving compatibility with SVGs from [The Noun Project](https://thenounproject.com/)\n  - sets visibility for all elements, preventing invisible converted images.\n- Cached images sometimes lost their font face and natural size when nested in an Excalidraw scene. This issue occurred when drawings were embedded in a markdown note (native SVG) and nested in a drawing simultaneously. Depending on the update and render sequence, these drawings sometimes appeared incorrectly in the Excalidraw scene.\n`,"2.2.4":`\n<div style="text-align: center;">\n  <a data-tooltip-position="top" aria-label="https://youtube.com/shorts/zF1p2yfk4f4" rel="noopener" class="external-link" href="https://youtube.com/shorts/zF1p2yfk4f4" target="_blank">\n    <img src="https://private-user-images.githubusercontent.com/14358394/335857018-c4f5c4c7-9b8f-427f-aa6f-8c1b189610af.png?jwt=eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.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.wZfkXmBRcXwz0pN6q0EEvmwtxVAB9ymPk9a9upmGXYE" referrerpolicy="no-referrer" style="width: 150px; margin: 0 auto;">\n  </a>\n</div>\n\n## New from Excalidraw.com\n-  You can now set the text width even during creation. Simply drag with the text tool. Note, there's a minimum distance before the text enters the wrapped mode so there aren't false positives. [See example here](https://x.com/excalidraw/status/1795468201335075000)\n\n## New\n- Updated zh-cn translation. Thank you @dmscode \n- New context menu and command palette action: "Move back-of-note card to File". This is only active when an eligible embeddable element is selected.\n\n## Fixed\n- Setting different autosaveIntervals on Desktop and Mobile will no longer trigger unnecessary commits to settings each time you open Excalidraw on a different device. Thanks @jmhammond for the contribution! [#1805](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1805), [#1652](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1652), [#888](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/888)\n\n## Fixed in ExcalidrawAutomate\n- ${String.fromCharCode(96)}getCM(color)${String.fromCharCode(96)} was missing from ${String.fromCharCode(96)}ea.help()${String.fromCharCode(96)}. It is now added. getCM returns a ColorMaster object. ColorMaster is a powerful library should you want to create scripts to manipulate colors. Check out my [Scripting Colors](https://youtu.be/7gJDwNgQ6NU) video should you want to learn more. [#1806](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1806)\n`,"2.2.3":`\n## Fixed\n-  Undo history was not properly initialized [#1791](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1785)\n- Excalidraw did not save edits when switching to markdown view mode with a hotkey or terminating the popout window\n- SVG export did not maintain the aspect ratio of manually distorted images [#1780](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1780)\n\n## New\n- In pen mode, double tapping the screen will toggle the eraser tool when using freedraw tool, or one of the other tools in locked mode.\n- New setting under "Excalidraw appearance and behavior" to disable rendering of Excalidraw drawings in hover previews, in case the file has the ${String.fromCharCode(96)}excalidraw-open-md: true${String.fromCharCode(96)} frontmatter property [#1795](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1795)\n- Additional foolproofing of ${String.fromCharCode(96)}# Excalidraw Data${String.fromCharCode(96)}. The file is now more resilient to automated linting and other changes. There is also a new setting under "Compatibility Features" to add a dummy first text element to ${String.fromCharCode(96)}## Text Elements${String.fromCharCode(96)}. You can use this feature if your auto-linter adds empty lines after section headings.\n- Pasting markdown code blocks will create a back-of-the-note card with the code block. CTRL+SHIFT+V will paste the text as a normal text element. When copying code from Chat GPT the markdown code fence (triple backtick) is missing. In this case, you may use the new context menu action "Paste code block" to create a back of the note card with the code block.\n- Pasting long text will be wrapped in the text element.\n\n## New in ExcalidrawAutomate\n- Updated viewUpdateScene: This now implements the [new Excalidraw API](https://github.com/excalidraw/excalidraw/pull/7898)\n${String.fromCharCode(96,96,96)}ts\n  viewUpdateScene (\n    scene: {\n      elements?: ExcalidrawElement[],\n      appState?: AppState,\n      files?: BinaryFileData,\n      commitToHistory?: boolean,\n      storeAction?: "capture" | "none" | "update",\n    },\n    restore: boolean = false,\n  ):void ;\n  ${String.fromCharCode(96,96,96)}\n- Updated addText. The function now supports the new text-wrapping feature\n${String.fromCharCode(96,96,96)}ts\n  addText(\n    topX: number,\n    topY: number,\n    text: string,\n    formatting?: {\n      autoResize?: boolean; //Default is true. Setting this to false will wrap the text in the text element without the need for the container. If set to false, you must set a width value as well.\n      wrapAt?: number; //wrapAt is ignored if autoResize is set to false (and width is provided)\n      width?: number;\n      height?: number;\n      textAlign?: "left" | "center" | "right";\n      box?: boolean | "box" | "blob" | "ellipse" | "diamond";\n      boxPadding?: number;\n      boxStrokeColor?: string;\n      textVerticalAlign?: "top" | "middle" | "bottom";\n    },\n    id?: string,\n  ): string\n  ${String.fromCharCode(96,96,96)}\n  `,"2.2.2":"\n## Fixed\n- ExcaliBrain stopped working with 2.2.0\n\n![I apologize](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/3b05aa28-788d-4329-9721-798ad58a6ca2)\n","2.2.1":"\n## Fixed\n- Text height becomes unreadable after 2.2.0 update [#1784](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1784)\n- Images are loaded with a rounded border when loading old Excalidraw files\n- Embedded Excalidraw images cache gets stuck with old version of the image\n- Extremely long loading times with legacy (3+ years old) Excalidraw files\n","2.2.0":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/dV0NEOwn5NM" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n⚠️⚠️⚠️ BREAKING CHANGE ⚠️⚠️⚠️\nFiles you save with 2.2.0 are not backward compatible with earlier plugin versions!\n\n## New from excalidraw.com\n- Wrapable text elements (without the need for transparent sticky notes!)\n\n## New\n- File format. I nested all Excalidraw markup under ${String.fromCharCode(96)}# Excalidraw Data${String.fromCharCode(96)}.  Here's the new structure.\n${String.fromCharCode(96,96,96)}markdown\n---\nexcalidraw-plugin: parsed\nother-frontmatter-properties: values\n---\nback of the note bla bla bla\n\n# Excalidraw Data\n## Text Element\n## Element Links\n## Embedded Files\n%%\n## Drawing\n%%\n${String.fromCharCode(96,96,96)}\n- When opening Excalidraw in Markdown ${String.fromCharCode(96)}# Excalidraw Data${String.fromCharCode(96)} will be folded.\n- New command palette action: ${String.fromCharCode(96)}Open the back-of-the-note of the selected Excalidraw image${String.fromCharCode(96)}. The action is only visible when selecting an embedded Excalidraw drawing in the Scene. On a desktop, the command will open the back of the selected card in a popout window, and on a mobile, in a new tab.\n\n## Fixed\n- Drag and drop from Finder/Explorer (OS external). Images will retain their filenames. PDFs will be imported to the Vault. [#1779](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1779)\n`,"2.1.8":'\n## Fixed\n- Fixing issues that surfaced after upgrading to Obsidian 1.6.0\n  - Fixed Excalidraw hover previews\n  - Cursor for editing links, text elements, and frame names became virtually invisible if Obsidian was in dark mode and Excalidraw in light mode and vica versa.\n  - Rendering Excalidraw drawings in Markdown views, right after Obsidian loaded did not work.\n- I implemented more graceful fail if you submitted a malformed SVG for SVG to Excalidraw conversation. [#1768](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1768)\n\n## New\n- New setting under "Save" in plugin settings to NOT decompress JSON when switching to Markdown view mode. For details see description under "Save" settings. The benefit is smaller file size and fewer results in the Obsidian search. If you want to edit the JSON, you can always manually decompress JSON in markdown view mode with the command palette action "Excalidraw: Decompress JSON".\n',"2.1.7:":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/P_Q6avJGoWI" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Updates from Excalidraw.com\n- Improved undo management.\n- Improved handle to scale images from the side.\n- Changed arrow binding behavior.\n- Many other minor fixes and improvements.\n\n## New\n- Introduced image caching for nested (embedded) Excalidraw drawings on the scene. This enhancement should lead to improved scene loading times, especially when dealing with numerous embedded Excalidraw drawings.\n- Added new OCR Command Palette actions. Users can now re-run OCR and run OCR for selected elements.\n\n## Fixed\n- Fixed an issue where cropping an embeddable PDF frame in the Excalidraw Scene caused distortion based on the embeddable element's aspect ratio. ([#1756](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1756))\n- Removed the listing of ${String.fromCharCode(96)}# Embedded files${String.fromCharCode(96)} section when adding a "Back of the note card". ([#1754](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1754))\n- Resolved the issue where closing the on-screen keyboard with the keyboard hide button of your phone, instead of tapping somewhere else on the Excalidraw scene, did not resize the scene correctly. ([#1729](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1729))\n- Fixed the problem where pasting a text element as text into markdown incorrectly pasted the text to the end of the MD note, with line breaks as rendered on screen in Excalidraw. Also addressed the issue where pasting an image element as an image resulted in it being pasted to the end of the document. ([#1749](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1749))\n- Corrected the color inversion of embedded images when changing the theme from light to dark, then back from dark to light, and again from light to dark on the third change.\n- Addressed the problem where cropping an image while unlocking and rotating it in the cropper did not reflect the rotation. Note that rotating the image in Cropper required switching to markdown view mode, changing the "locked": true property to false, then switching back to Excalidraw mode. This issue likely impacted only a very few power users. ([#1745](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1745))\n\n## New in ExcalidrawAutomate\n${String.fromCharCode(96,96,96)}ts\n/**\n   * Retruns the embedded images in the scene recursively. If excalidrawFile is not provided, \n   * the function will use ea.targetView.file\n   * @param excalidrawFile \n   * @returns TFile[] of all nested images and Excalidraw drawings recursively\n   */\n  public getEmbeddedImagesFiletree(excalidrawFile?: TFile): TFile[];\n${String.fromCharCode(96,96,96)}\n\n`,"2.1.6":`\n## Two minor fixes\n- Scaling of LaTeX formulas when the formula is changed\n- If the back of the note card only contains a block embed ${String.fromCharCode(96)}![[embed]]${String.fromCharCode(96)} this got removed when saving the Excalidraw file. This issue has been present since November, 2021 (v1.4.9).\n`,"2.1.5":`\n## New\n- Save "Snap to objects" with the scene state. If this is the only change you make to the scene, force save it using CTRL+S (note, use CTRL on Mac as well).\n- Added "Copy markdown link" to the context menu.\n\n## Fixed\n- Paste operation occasionally duplicated text elements.\n- Pasting multiple instances of the same image from excalidraw.com or another instance of Obsidian, or pasting an image from anywhere and making copies with ALT/OPT + drag immediately after pasting (before autosave triggered) led to broken images when reopening the drawing.\n- CTRL/CMD+Click on a Text Element with an element link did not work (previously, you had to click the top right link indicator). Now, you can click anywhere on the element.\n- Hover preview for elements with a link only worked when hovering over the element link. Now, you can hover anywhere. If there are multiple elements with links, the top-level element will take precedence.\n- Link navigation within drawing when the "Focus on Existing Tab" feature is enabled under "Links, transclusion and TODOs" in settings works again.\n- If a link points to a back-of-the-card section or block the drawing will automatically switch to markdown view mode and navigate to the block or section.\n- DynamicSytle, dark mode when canvas background is set to transparent.\n- Scale to maintain the aspect ratio of a markdown notes embedded as images.\n- You can now borrow interactive markdown embeds to tables, blockquotes, list elements and callouts - not just paragraphs.\n- Back of the drawing cards:\n    - Leaving the Section Name empty when creating the first back of the card note resulted in an error.\n    - If you add the markdown comment (${String.fromCharCode(96)}%%${String.fromCharCode(96)}) directly before ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)}, a trailing ${String.fromCharCode(96)}#${String.fromCharCode(96)} will be added to your document, when adding a back of the card note. This is to hide the markdown comment from the card. The trailing (empty) ${String.fromCharCode(96)}#${String.fromCharCode(96)} will not be visible in reading mode, pdf exports, and when publishing with Obsidian Publish.\nHere's a sample markdown structure of your document:\n\n${String.fromCharCode(96,96,96)}markdown\n---\nexcalidraw-plugin: parsed\n---\n# Your back of the card section\nbla bla bla\n\n#\n%%\n# Text Elements\n... the rest of the Excalidraw file\n${String.fromCharCode(96,96,96)}\n`,"2.1.4":`\n## Fixed\n- Fixed the **aspect ratio** of an Excalidraw embedded within another Excalidraw **not updating**. [#1707](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1707)\n- Some plugins automatically add document properties to all files in the Vault. Users with this configuration were **unable to run Excalidraw scripts**. Excalidraw now removes document properties from the script before execution.\n- The very last markdown edit sometimes **wasn't saved when immediately switching from Markdown to Excalidraw View**. I now force a save before switching views. \n- The setting to disable/enable ${String.fromCharCode(96)}CTRL/CMD + CLICK on text with [[links]] or [](links) to open them${String.fromCharCode(96)} works again. [#1704](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1704)\n- **Annotation and cropping** of images in Markdown notes now also work **with Markdown links that have encoded characters** e.g.: ${String.fromCharCode(96)}![images with](markdown%20links)${String.fromCharCode(96)}.\n- Solved compatibility issue of **Taskbone OCR on Android**.\n\n## New\n- New settings:\n  - Under "Appearance and Behavior": Option to **render Excalidraw file as an image in Markdown reading mode**. This setting is disabled by default. [#1706](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1706), [#1705](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1705)\n  - Under "Embedding Excalidraw ... and Exporting"/"Export Settings": Option to **render Excalidraw file as an image when exporting to PDF** in Markdown mode. This option is disabled by default. When enabled, exporting an Excalidraw drawing in markdown view mode to PDF will render the image on the page.\n- **Enhanced annotation and cropping** of images in Markdown documents:\n  - Newly embedded **links will now follow the style of the original link**. If the original format was a ${String.fromCharCode(96)}![markdown](link)${String.fromCharCode(96)}, the annotated file will follow this format. For ${String.fromCharCode(96)}[[wiki links]]${String.fromCharCode(96)}, it will follow that style. Additionally, if an alias was specified like ${String.fromCharCode(96)}[[link|alias]]${String.fromCharCode(96)}, the annotated or cropped image will retain the alias.\n  - Introduced a new setting under "Saving" titled **"Preserve image size when annotating"**. This setting is disabled by default. When enabled, the embed link replacing the annotated image will maintain the size of the original image.\n- Option to **automatically embed the scene in exported PNG and SVG image files**. Including the scene will allow users to open the picture on Excalidraw.com or in another Obsidian Vault as an editable Excalidraw file.New setting is under the Export category. The new frontmatter tag is: ${String.fromCharCode(96)}excalidraw-export-embed-scene: true/false${String.fromCharCode(96)}.\n`,"2.1.3":"\nThis is a republish of 2.1.2 with a minor change. Sorry about the frequent releases. I will hold back for a few weeks now.\n","2.1.2":'\n## Quality of Life Improvements\n- The "Insert Any File" option that disappeared from the Command Palette is now restored. [#1690](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1690)\n- Improved two-finger pan speed.\n- Fixed text wrapping issue that caused text to jump around when editing text in a sticky note when the Obsidian zoom level was not set to 100%.\n- Mask Generation in [ExcaliAI](https://youtu.be/3G8hsV-V-gQ) Edit Image now works properly again. [#1684](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1684)\n- Fixed aspect ratio change for .jpg, .png, .bmp, .webp, .SVG (non-Excalidraw) images. Previously, if the image was distorted (i.e. you held SHIFT while resizing it), it would revert to the original aspect ratio upon saving the drawing. Resetting the aspect ratio is the desired behavior for nested Excalidraw drawings since you might have changed the source image and want it to still display with the correct aspect ratio, however for other image files, the behavior is not desired. [#1698](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1698)\n- The command palette action "Set selected image element size to 100% of original" now works even on freshly pasted images, not just after saving the drawing. ([#1695](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1698))\n- If a text element has an element link (CTRL/CMD+K), but the link was not reflected in the Element Text, then CTRL/CMD+clicking the text element did not navigate to the link, only clicking the link indicator did. Now you can also CTRL/CMD click anywhere on the text element and it will navigate. Note, however, that links in the text element text take precedence over element links.\n',"2.1.1":`\n## Fixed\n- Printing a markdown page that has an Excalidraw drawing on the back side, resulted in an empty PDF. This is now resolved.\n\n## New\n- Reduce the visual clutter by fading out the Excalidraw markup in markdown view mode. This feature needs to be enabled in plugin settings. You'll find the setting under ${String.fromCharCode(96)}Miscellaneous features${String.fromCharCode(96)}. Look for ${String.fromCharCode(96)}Fade out Excalidraw markup${String.fromCharCode(96)}. Depending on the location of the markdown comment ${String.fromCharCode(96)}%%${String.fromCharCode(96)}, if the comment starts before ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)} then the fading will start from ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)}, if the comment is before ${String.fromCharCode(96)}# Drawing${String.fromCharCode(96)} then the fading will only start with "drawing". If you delete the opening ${String.fromCharCode(96)}%%${String.fromCharCode(96)} the markup will be visible. Note, that if you place the comment before ${String.fromCharCode(96)}#Text Elements${String.fromCharCode(96)}, you will not be able to reference blocks in the ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)} section, because Obsidian does not index blocks within comment blocks. Image references are not effective, they will work.\n\n<img src="https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/bb96cdb4-8c5f-4dc5-ad39-7fccee6d5cac" referrerpolicy="no-referrer" style="width: 150px; margin: 0 auto;">\n<img src="https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/e627fdb7-6820-4d7d-97f9-a030016be9aa" referrerpolicy="no-referrer" style="width: 100%; margin: 0 auto;">\n`,"2.1.0":`\nBumping the version to 2.1.0 due to minor file format changes that aren't backward compatible. Essentially, 2.0.26 is already not backward compatible, but I forgot to update the version number.\n\nIf you haven't watched the [walkthrough video](https://youtu.be/tHUcD4rWIuY) for 2.0.26, I recommend you do so.\n\n## New\n- Settings under ${String.fromCharCode(96)}Excalidraw Appearance and Behavior${String.fromCharCode(96)}\n  - Configure visibility of the crosshair cursor when using the pen tool. [#1673](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1673)\n  - Set the time delay for long press to open drawings from markdown under "Link Click and Modifier Keys".\n\n## \n`,"2.0.26":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/tHUcD4rWIuY" 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- Minor updates from [Excalidraw.com](https://excalidraw.com). The key change is text measurements that should result in consistent text sizing between desktop and mobile devices.\n- Now you can embed the markdown section of an Excalidraw note to your drawing. Simply select ${String.fromCharCode(96)}Insert ANY file${String.fromCharCode(96)}, choose the drawing, and select the relevant heading section to embed.\n  - This also works with "back-of-the-drawing" markdown sections. Use the context menu ${String.fromCharCode(96)}Add back-of-note Card${String.fromCharCode(96)}. The action is also available on the Command Palette and in the Excalidraw-Obsidian Tools Panel.\n- Editing an embedded markdown note is now easier. Just press Enter when the element is selected. [#1650](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1650)\n- The crosshair cursor is now hidden when the freedraw tool is active and using a pen. [#1659](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1659)\n- ${String.fromCharCode(96)}Convert markdown note to Excalidraw Drawing${String.fromCharCode(96)} now converts an existing markdown note (not just empty notes) into a drawing. The original markdown note will be on the "back side of the drawing".\n- Introducing ${String.fromCharCode(96)}Annotate image in Excalidraw${String.fromCharCode(96)}, which works very similarly to ${String.fromCharCode(96)}Crop and mask image${String.fromCharCode(96)}. You can replace an image in a markdown note or on the Obsidian Canvas with an Excalidraw drawing containing that image. You will be able to annotate the image in Excalidraw.\n- Now you can reference frames in images embedded in markdown and canvas with frame names e.g. ${String.fromCharCode(96)}![[drawing#^frame=Frame 01]]${String.fromCharCode(96)}\n- Excalidraw file format change:\n  - New frontmatter switch ${String.fromCharCode(96)}excalidraw-open-md${String.fromCharCode(96)}: If set to true, the file by default will open as a markdown file. You can switch to Excalidraw View Mode via the command palette action or by right-clicking the tab.\n  - Easter Egg: If you add a comment in front of ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)}, then the entire Excalidraw data: markdown and JSON will be commented out, thus invisible when exporting to the web. If you remove the comment from before ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)}, then only the JSON will be commented out.\n\nBefore:\n${String.fromCharCode(96,96,96)}markdown\n#1657 \n%%\n# Text Elements\n...\n# Drawing\n${String.fromCharCode(96,96,96)}\n\nAfter:\n${String.fromCharCode(96,96,96)}markdown\n# Text Elements\n....\n%%\n# Drawing\n${String.fromCharCode(96,96,96)}\n`,"2.0.25":'\n# New - a small change that opens big opportunities\n- You can now set a folder as the Excalidraw Template in settings (See under Basic). If a folder is provided, Excalidraw will treat drawings in that folder as templates and will prompt you to select the template to use for new drawings.\n- I updated the <a href="https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Deconstruct%20selected%20elements%20into%20new%20drawing.md">Deconstruct Selected Elements into new Drawing</a> script to accommodate the new template setting.\n',"2.0.24":`\nQuality of Life Fixes!\n\n## Fixed\n- Text editing issue on mobile devices with an on-screen keyboard is now fixed 🥳. Previously, Excalidraw's UI fell apart when the keyboard was activated, and often even after you stopped editing, the canvas positioning was off. I hope to have solved the issue (we'll see after your testing and feedback!). This is one of those cases that seems insignificant but took enormous effort. It took me 2.5 full days of net time to figure out the root cause and the solution (this is not an exaggeration).\n- Tool buttons did not get selected on the first click.\n- Images flicker on Forced Save.\n- Hover preview fixes:\n  - ${String.fromCharCode(96)}area=${String.fromCharCode(96)}, ${String.fromCharCode(96)}group=${String.fromCharCode(96)}, ${String.fromCharCode(96)}frame=${String.fromCharCode(96)} references now display the part of the image as expected in hover preview (showed an empty preview until now).\n  - Block and section references to notes on the "back side of the drawing" now correctly show up in hover preview (showed an empty preview until now).\n\n## New\n- Default height setting in Plugin Settings. Thanks @leoccyao! [#1612](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1612)\n`,"2.0.23":`\n## New\n- Additional arrowheads (Circle, Circle Outline, Diamond, Diamond Outline, Triangle Outline) are now available via element properties.\n- Setting under "Links and Transclusions" to show/hide second-order links\n\n## Fixed\n- some styling issues with dynamic styles (e.g.: text color of context menu)\n\n## New in ExcalidrawAutomate\n- Excalidraw Publish Support: New hook to modify the link in the exported SVGs. This is useful when you want to export SVGs to your website. If set, this callback is triggered whenever a drawing is exported to SVG. The string returned by the hook will replace the link in the exported SVG. The hook is only executed if the link is to a file internal to Obsidian. [1605](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1605)\n${String.fromCharCode(96,96,96)}js\nonUpdateElementLinkForExportHook: (data: {\n*    originalLink: string,\n*    obsidianLink: string,\n*    linkedFile: TFile | null,\n*    hostFile: TFile,\n*  }) => string = null;\n${String.fromCharCode(96,96,96)}\n`,"2.0.22":"\n## Fixed\n- BUG: Unable to load obsidian excalidraw plugin on ipad 15.x or older [#1525](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1525)\n- BUG: ea.help does not display help if only function signature is available [#1601](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1601)\n","2.0.21":`\n## New/changed\n**"Focus on Existing Tab"**\n- New Setting: Disabled by default.\n  - Prevents multiple instances of the same drawing from opening when clicking on links within Excalidraw.\n  - Overrides the "Reuse Adjacent Pane" option when the file is already open.\n  - Accessible under "Links, Transclusions, and TODOs" in plugin settings.\n\n**Enhanced Context Menu Functions for Text Containers**\n- Two new context menu functions added for containers with a text element:\n  - Right-click to select the text element only, allowing independent color changes from the container.\n  - Remove orphaned element links when the text element has a link but no longer includes a link in the text.\n\n**Improved Laser Pointer Activation**\n- Laser pointer activation on double tap in view mode removed due to interference with link navigation and other features.\n- When the drawing is in "view" mode, laser pointer activation now available via long-press/right-click context menu.\n- Alternatively, activate the laser pointer with "k" if you have a keyboard.\n\n## Fixed\n- **Older iOS and Android webview support**: Rebuilt all packages and dependencies with Node 18, hoping to address (sorry I can't reproduce/test these issues myself) compatibility issues with older iPad OS versions, up to 15.7. [#1525](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1525), and Android [1598](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1598)\n- **Double-click navigation**: Fixed the issue where double-clicking an embedded image did not navigate to the link in view mode.\n- **ExcaliBrain new file creation**: Resolved the issue with new file creation from ExcaliBrain. [#201](https://github.com/zsviczian/excalibrain/issues/201)\n- **Canvas immersive style**: Removed Canvas immersive embedding style support from the Excalidraw stylesheet to address performance issues experienced by some users with various Obsidian themes. If you require this feature, you can add a CSS snippet with the provided code.\n\n${String.fromCharCode(96,96,96)}css\n.canvas-node:not(.is-editing):has(.excalidraw-canvas-immersive) {\n  ::-webkit-scrollbar,\n  ::-webkit-scrollbar-horizontal {\n    display: none;\n  }\n  background-color: transparent !important;\n}\n\n.canvas-node:not(.is-editing) .canvas-node-container:has(.excalidraw-canvas-immersive) {\n  border:       unset;\n  box-shadow:   unset;\n}\n${String.fromCharCode(96,96,96)}\n`,"2.0.20":`\n## Fixed in ExcalidrawAutomate\n- Regression: ${String.fromCharCode(96)}ea.getMaximumGroups(elements)${String.fromCharCode(96)} stopped working after the 2.0.19 update. [#1576](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1576)\n`,"2.0.19":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/4wp6vLiIdGM" 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- When updating Excalidraw, some open drawings weren\'t automatically reopening. I hope I got this fixed (note this change will only have an effect when you receive the update after this).\n- In dark mode, the frame header is challenging to see when modified [#1568](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1568).\n\n## New\n- Crop PDF pages:\n  - Available in Excalidraw, Markdown Notes, and on the Canvas.\n  - Crop the active page from the embedded PDF viewer and insert the cropped image into the current view, both in Excalidraw and on Canvas.\n- New Command Palette Action: "Insert active PDF page as image." This action is functional in Excalidraw. If an embedded Obsidian-PDF-viewer is present, executing this command will insert the active page as an image into the Excalidraw scene.\n- Two new settings introduced:\n  - "Basic" section allows setting the folder for crop files.\n  - "Saving/filename" section enables setting the prefix for crop files.\n- PDF import now defaults to importing all pages.\n- Rounded corners now available for images.\n- Second-order links now encompass forward links from embedded Excalidraw Files.\n- Clicking a cropped file in a markdown note or on Canvas will prompt to open the original file, not just the cropper.\n',"2.0.18":'\n## New\n\n<div style="text-align: center;">\n  <a data-tooltip-position="top" aria-label="https://youtube.com/shorts/ST6h4uaXmnY" rel="noopener" class="external-link" href="https://youtube.com/shorts/ST6h4uaXmnY" target="_blank">\n    <img src="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/vintage-mask.png" referrerpolicy="no-referrer" style="width: 150px; margin: 0 auto;">\n  </a>\n</div>\n\n- [Crop Vintage Mask Script](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Crop%20Vintage%20Mask.md) adds rounded corner mask to cropped images. Install it from the script library.\n- Advanced Setting: Modify image zoom memory limit for sharper zoom. See under "Non-Excalidraw.com Supported Features" in settings.\n- Laser Pointer will not activate on double-click in ExcaliBrain\n\n## Fixed\n- Resolved cropping issue with rotated images.\n\n## New in ExcalidrawAutomate\n- You can now specify elementId to add functions: addLine, addArrow, addRect, etc.\n- ea.help() now provides help on Script Engine utils functions as well\n- ea.isExcalidrawMask(file?:TFile) will return true if the currently open view or the supplied file is an Excalidraw Mask file.\n',"2.0.17":"\n## Fixed\n- Image cropping now supports dark mode\n- Image cropping/carve out was not working reliably in some cases [#1546](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1546)\n- Masking a mirrored image resulted in an off-positioned mask\n\n## New\n- Context menu action to convert SVG to Excalidraw strokes\n- Updated Chinese translation (Thank you @tswwe)\n","2.0.16":"\n## Fixed\n- Image cropping did not work consistently with large image files on lower-powered devices [#1538](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1538). \n- Mermaid editor was not working when Excalidraw was open in an Obsidian popout window [#1503](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1503)\n","2.0.15":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/uHFd0XoHRxE" 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- Crop and Mask Images in Excalidraw, Canvas, and Markdown. (Inspired by @bonecast [#4566](https://github.com/excalidraw/excalidraw/issues/4566))\n- Draw metadata around images but hide it on the export.\n\n## Fixed\n- Freedraw closed circles (2nd attempt)\n- Interactive Markdown embeddable border-color (setting did not have an effect)\n',"2.0.14":'\n## New\n- Stylus button now activates the eraser function. Note: This feature is supported for styluses that comply with industry-standard button events. Unfortunately, Samsung SPEN and Apple Pencil do not support this functionality.\n\n## Fixed\n- Improved handwriting quality. I have resolved the long-standing issue of closing the loop when ends of the line are close, making an "u" into an "o" ([#1529](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1529) and [#6303](https://github.com/excalidraw/excalidraw/issues/6303)).\n- Improved Excalidraw\'s full-screen mode behavior. Access it via the Obsidian Command Palette or the full-screen button on the Obsidian Tools Panel ([#1528](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1528)).\n- Fixed color picker overlapping with the Obsidian mobile toolbar on Obsidian-Mobile.\n- Corrected display issues with alternative font sizes (Fibonacci and Zoom relative) in the element properties panel when editing a text element (refer to [2.0.11 Release Notes](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/2.0.11) for details about the font-size Easter Egg).\n- Resolved the issue where Excalidraw SVG exports containing LaTeX were not loading correctly into Inkscape ([#1519](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1519)). Thanks to 🙏@HyunggyuJang for the contribution.\n',"2.0.13":"\n## Fixed\n- Excalidraw crashes if you paste an image and right-click on canvas immediately after pasting.\n","2.0.12":'\n## Fixed\n- Stencil library not working [#1516](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1516), [#1517](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1517)\n- The new convert image from URL to Local File feature did not work in two situations:\n  - When the embedded image is downloaded from a very slow server (e.g. OpenAIs temp image server)\n  - On Android\n- The postToOpenAI function did not work in all situations on Android.\n- ExcaliAI wireframe to code did not display correctly on Android\n- Tooltips kept popping up on Android.\n\n## New\n- Added "Save image from URL to local file" to the right-click context menu\n- Further [ExcaliAI](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/ExcaliAI.md) improvements including support for image editing with image mask\n',"2.0.11":`\n## Fixed\n- Resolved an Obsidian performance issue caused by simultaneous installations of Excalidraw and the Minimal theme. Optimized Excalidraw CSS loading into Obsidian since April 2021, resulting in noticeable performance improvements. ([#1456](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1456))\n- Removed default support for the [Sliding Panes Plugin](https://github.com/deathau/sliding-panes-obsidian) due to compatibility issues with Obsidian Workspaces. Obsidian's "Stack Tabs" feature now supersedes Sliding Panes. To re-enable sliding panes support, navigate to Compatibility Features in Plugin Settings.\n- Sometimes images referenced with URLs did not show in exported scenes and when embedding Excalidraw into a markdown note. I hope all that is now resolved.\n- ExcalidrawAutomate scripts sometimes were not able to save their settings.\n\n## New\n- Introduced an "Easter Egg" feature in font-size properties:\n  - Hold SHIFT while selecting font size to use scaled sizes (S, M, L, XL) based on the current canvas zoom, ensuring consistent sizes within zoom ranges.\n  - Hold ALT/OPT while selecting font size to use values based on the golden mean (s:16, m:26, l:42, xl:68). ALT+SHIFT scales font sizes based on canvas zoom.\n  - Scaled sizes are sticky; new text elements adjust font sizes relative to the canvas zoom. Deselect SHIFT to disable this feature.\n  - For more on the Golden Scale, watch [The Golden Opportunity](https://youtu.be/2SHn_ruax-s).\n- Added two new Command Palette Actions:\n  - "Decompress current Excalidraw File" in Markdown View mode helps repair corrupted, compressed Excalidraw files manually.\n  - "Save image from URL to local file" saves referenced URL images to your Vault, replacing images in the drawing.\n- Updated the ExcaliAI script to generate images using ExcaliAI.\n\n## New in ExcalidrawAutomate\n- Added additional documentation about functions to ea.suggester.\n- Added ea.help(). You can use this function from Developer Console to print help information about functions. Usage: ${String.fromCharCode(96)}ea.help(ea.functionName)${String.fromCharCode(96)} or ${String.fromCharCode(96)}ea.help('propertyName')${String.fromCharCode(96)} - notice property name is in quotes.\n`,"2.0.10":"\nOne more minor tweak to support an updated ExcaliAI script - now available in the script store.\n","2.0.9":"\nThis release is very minor, and I apologize for the frequent updates in a short span. I chose not to delay this fix for 1-2 weeks, waiting for my larger release. The WireframeToAI feature wasn't working in 2.0.8, but now it does.\n","2.0.8":`\n## New\n- Mermaid Class Diagrams [#7381](https://github.com/excalidraw/excalidraw/pull/7381)\n- New Scripts:\n  - Repeat Texts contributed by @soraliu [#1425](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1425)\n  - Relative Font Size Cycle [#1474](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1474)\n- New setting to configure the URL used to reach the OpenAI API - for setting an OpenAI API compatible local LLM URL.\n\n## Fixed\n- web images with jpeg extension were not displayed. [#1486](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1486)\n- MathJax was causing errors on the file in the active editor when starting Obsidian or starting the Excalidraw Plugin. I reworked the MathJax implementation from the ground up. [#1484](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1484), [#1473](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1473)\n- Enhanced performance for resizing sticky notes (resize + ALT) on slower devices when centrally adjusting their size.\n\n## New in ExcalidrawAutomate:\n- New ArrowHead types. Currently only available programmatically and when converting Mermaid Class Diagrams into Excalidraw Objects:\n${String.fromCharCode(96,96,96)}ts\n  addArrow(\n    points: [x: number, y: number][],\n    formatting?: {\n      startArrowHead?: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null;\n      endArrowHead?: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null;\n      startObjectId?: string;\n      endObjectId?: string;\n    },\n  ): string;\n  \n  connectObjects(\n    objectA: string,\n    connectionA: ConnectionPoint | null,\n    objectB: string,\n    connectionB: ConnectionPoint | null,\n    formatting?: {\n      numberOfPoints?: number;\n      startArrowHead?: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null;\n      endArrowHead?: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null;\n      padding?: number;\n    },\n  ): string;\n\n  connectObjectWithViewSelectedElement(\n    objectA: string,\n    connectionA: ConnectionPoint | null,\n    connectionB: ConnectionPoint | null,\n    formatting?: {\n      numberOfPoints?: number;\n      startArrowHead?: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null;\n      endArrowHead?: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null;\n      padding?: number;\n    },\n  ): boolean;\n${String.fromCharCode(96,96,96)}\n`,"2.0.7":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/kp1K7GRrE6E" 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- The Android and iOS crash with 2.0.5 😰. I can\'t apologize enough for releasing a version that I did not properly test on Android and iOS. That ought to teach me something about last-minute changes before hitting release.\n- Scaled-resizing a sticky note (SHIFT+resize) caused Excalidraw to choke on slower devices\n- Improved plugin performance focusing on minimizing Excalidraw\'s effect on Obsidian overall\n- Images embedded with a URL often did not show up in image exports, hopefully, the issue will less frequently occur in the future.\n- Local file URL now follows Obsidian standard - making it easier to navigate in Markdown view mode.\n\n# New\n- Bonus feature compared to 2.0.4: Second-order links when clicking embedded images. I use images to connect ideas. Clicking on an image and seeing all the connections immediately is very powerful.\n- In plugin settings, under "Startup Script", the button now opens the startup script if it already exists.\n- Partial support for animated GIFs (will not show up in image exports, but can be added as interactive embeddables)\n- Configurable modifier keys for link click action and drag&drop actions.\n- Improved support for drag&drop from your local drive and embedding of files external to Excalidraw.\n',"2.0.5":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/kp1K7GRrE6E" 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- Scaled-resizing a sticky note (SHIFT+resize) caused Excalidraw to choke on slower devices\n- Improved plugin performance focusing on minimizing Excalidraw\'s effect on Obsidian overall\n- Images embedded with a URL often did not show up in image exports, hopefully, the issue will less frequently occur in the future.\n- Local file URL now follows Obsidian standard - making it easier to navigate in Markdown view mode.\n\n# New\n- In plugin settings, under "Startup Script", the button now opens the startup script if it already exists.\n- Partial support for animated GIFs (will not show up in image exports, but can be added as interactive embeddables)\n- Configurable modifier keys for link click action and drag&drop actions.\n- Improved support for drag&drop from your local drive and embedding of files external to Excalidraw.\n',"2.0.4":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/A1vrSGBbWgo" 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- ExcaliAI\n- You can now add ${String.fromCharCode(96)}ex-md-font-hand-drawn${String.fromCharCode(96)} or ${String.fromCharCode(96)}ex-md-font-hand-drawn${String.fromCharCode(96)} to the ${String.fromCharCode(96)}cssclasses:${String.fromCharCode(96)} frontmatter property in embedded markdown nodes and their font face will match the respective Excalidraw fonts.\n\n## Fixed\n- Adding a script for the very first time (when the script folder did not yet exist) did not show up in the tools panel. Required an Obsidian restart. \n- Performance improvements\n\n## New and updated In Excalidraw Automate\n- Added many new functions and some features to existing functions. See the [release notes](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/2.0.3) for details\n`,"2.0.3":'\n## Fixed\n- Mermaid to Excalidraw stopped working after installing the Obsidian 1.5.0 insider build. [#1450](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1450)\n- CTRL+Click on a Mermaid diagram did not open the Mermaid editor.\n- Embed color settings were not honored when the embedded markdown was focused on a section or block.\n- Scrollbars were visible when the embeddable was set to transparent (set background color to match element background, and set element background color to "transparent").\n',"2.0.2":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/502swdqvZ2A" 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- Resolved an issue where the Command Palette\'s "Toggle between Excalidraw and Markdown mode" failed to uncompress the Excalidraw JSON for editing.\n\n## New\n- Scaling feature for embedded objects (markdown documents, pdfs, YouTube, etc.): Hold down the SHIFT key while resizing elements to adjust their size.\n- Expanded support for Canvas Candy. Regardless of Canvas Candy, you can apply CSS classes to embedded markdown documents for transparency, shape adjustments, text orientation, and more.\n- Added new functionalities to the active embeddable top-left menu:\n  - Document Properties (cog icon)\n    - File renaming\n    - Basic styling options for embedded markdown documents\n    - Setting YouTube start time\n  - Zoom to full screen for PDFs\n- Improved immersive embedding of Excalidraw into Obsidian Canvas.\n- Introduced new Command Palette Actions:\n  - Embeddable Properties\n  - Scaling selected embeddable elements to 100% relative to the current canvas zoom.\n',"2.0.1":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/xmqiBTrlbEM" 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- bug with cssclasses in frontmatter\n- styling of help screen keyboard shortcuts [#1437](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1437)\n',"2.0.0":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/JC1E-jeiWhI" 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- Added support for applying CSS classes in frontmatter. Now, when embedding Excalidraw drawings into Obsidian Canvas, you can use [Canvas Candy](https://tfthacker.com/canvas-candy) classes. For instance, ${String.fromCharCode(96)}cssclasses: cc-border-none${String.fromCharCode(96)} removes the canvas node border around the drawing.\n- Introduced new context menu actions:\n  - Navigate to link or embedded image.\n  - Add any file from the vault to the canvas.\n  - Convert the selected text element or sticky note to an embedded markdown file.\n  - Add a link from the Vault to the selected element.\n- Frames are now rendered in exported images.\n- SVG Export includes the ${String.fromCharCode(96)}.excalidraw-svg${String.fromCharCode(96)} class, enabling post-processing of SVGs using publish.js when using custom domains with Obsidian Publish. Also, added a command palette action ${String.fromCharCode(96)}Obsidian Publish: Find SVG and PNG exports that are out of date${String.fromCharCode(96)}.\n- Added a new Command palette action to open the corresponding Excalidraw file based on the embedded SVG or PNG file. ${String.fromCharCode(96)}Open Excalidraw Drawing${String.fromCharCode(96)} [Issue #1411](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1411)\n\n## Fixed and Improved\n- Resolved issue with the Mermaid Timeline graph displaying all black. [Issue #1424](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1424)\n- Enabled toggling pen mode off after activation by a pen touch.\n- Now you are able to unlock elements on mobile; previously, locked elements couldn't be selected.\n- Fixed the disabled ${String.fromCharCode(96)}complete line button${String.fromCharCode(96)} for multipoint lines on mobile.\n![Mobile Editing Image](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/e7051c75-818f-4800-ba16-ac276e229184)\n\n`,"1.9.28":"\n## Fixed & Improved\n- Fixed an issue where the toolbar lost focus, requiring two clicks. This caused a problem when the hand tool was activated from ExcalidrawAutomate script when opening a drawing, causing buttons to stop working. [#1344](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1344)\n- Resolved a caching issue affecting image area-links and group-links, making them work inconsistently. For more details, refer to the discussion on [Discord](https://discord.com/channels/1026825302900494357/1169311900308361318).\n- Improved frame colors with Dynamic Coloring.\n- Added support for multiline LaTeX formulas. [#1403](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1403)\n- Fixed the issue of Chinese characters overlapping in MathJax. [#1406](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1406)\n\n## New\n- Added support for Mermaid to Excalidraw **Sequence Diagrams**.\n- If an image contains an element link, clicking on the image will now open the link chooser, allowing you to decide whether to open the image or follow the element link.\n- When hovering over an image that also has an element link, the hover preview will display the contents of the link.\n- You can now choose to **import PDFs** in columns instead of rows. Additionally, you have the option to group all pages after import, which will improve the unlocking experience if you also lock pages on import.\n- Introduced configuration options for the **Laser Tool**, including pointer color, decay length, and time. ([#1408](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1408), [#1220](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1220))\n\n![image](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/c0cad40a-1afc-42af-b41b-f912dd8a4e78)\n","1.9.27":'\n## New\n- Restructured plugin settings, added additional comments and relevant videos\n- Added setting to change PDF to Image resolution/scale. This has an effect when embedding PDF pages to Excalidraw. A lower value will result in less-sharp pages, but better overall performance. Also, larger pages (higher scale value) were not accepted by Excalidraw.com when copying from Obsidian due to the 2MB image file limit.  Find the "PDF to Image" setting under "Embedding Excalidraw into your Notes and Exporting" setting. [#1393](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1393)\n\n## Fixed\n- When multiple Excalidraw Scripts were executed parallel a race condition occurred causing scripts to override each other\n- I implemented a partial fix to "text detaching from figures when dragging them" [#1400](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1400)\n- Regression: extra thin stroke removed with 1.9.26 [#1399](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1399)',"1.9.26":'\n## Fixes and improvements from Excalidraw.com\n- Freedraw shape selection issue, when fill-pattern is not solid [#7193](https://github.com/excalidraw/excalidraw/pull/7193)\n- Actions panel UX improvement [#6850](https://github.com/excalidraw/excalidraw/pull/6850)\n\n## Fixed in plugin\n- After inserting PDF pages as image the size of inserted images were incorrectly anchored preventing resizing of pages. The fix does not solve the issue with already imported pages, but pages you import in the future will not be anchored. \n- Mobile toolbar flashes up on tab change on desktop\n- Toolbar buttons are active on the first click after opening a drawing. This addresses the "hand" issue raised here: [#1344](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1344)\n',"1.9.25":`\n## Fixed\n- Fixed issues with creating Markdown or Excalidraw files for non-existing documents [#1385](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1385)\n- Resolved a bug where changing the section/block filter after duplicating a markdown embeddable now works correctly on the first attempt [#1387](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1387)\n\n## New\n- Easily create a markdown file and embed it as an embedded frame with a single click when clicking a link pointing to a non-existent file.\n![image](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/4b9de54d-2382-4a52-b500-918ba2a60133)\n- Offline LaTeX support. The MathJax package is now included in the plugin, eliminating the need for an internet connection. [#1383](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1383), [#936](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/936), [#1289](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1289)\n\n## Minor Updates from excalidraw.com\n- Improved the laser pointer in dark mode.\n- Removed bound arrows from frames.\n- Enhanced fill rendering.\n- Maintained the z-order of elements added to frames.\n\n## New in ExcalidrawAutomate\n- Introduced two LZString functions in ExcalidrawAutomate:\n${String.fromCharCode(96,96,96)}typescript\ncompressToBase64(str:string):string;\ndecompressFromBase64(str:string):string;\n${String.fromCharCode(96,96,96)}\n`,"1.9.24":`\n## Fixed\n- Resolved some hidden Image and Backup Cache initialization errors.\n\n## New Features\n- Introducing the ${String.fromCharCode(96)}[[cmd://cmd-id]]${String.fromCharCode(96)} link type, along with a new Command Palette Action: ${String.fromCharCode(96)}Insert Obsidian Command as a link${String.fromCharCode(96)}. With this update, you can now add any command available on the Obsidian Command palette as a link in Excalidraw. When you click the link, the corresponding command will be executed. This feature opens up exciting possibilities for automating your drawings by creating Excalidraw Scripts and attaching them to elements.\n\n- I am thrilled to announce that you can now embed images directly from your local hard drive in Excalidraw. These files won't be moved into Obsidian. Please note, however, that these images won't be synchronized across your other devices. [#1365](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1365)\n\nCheck out the [updated keyboard map](https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png)\n\n<a href="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png"><img src="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png" width="100%" alt="Keyboard map"/></a>\n\nStay creative and productive with Excalidraw!\n`,"1.9.23":"\n## Fixed\n- Link navigation error in view mode introduced with 1.9.21 [#7120](https://github.com/excalidraw/excalidraw/pull/7120)\n","1.9.21":'\n## Fixed:\n- When moving a group of objects on the grid, each object snapped separately resulting in a jumbled-up image [#7082](https://github.com/excalidraw/excalidraw/issues/7082)\n\n## New from Excalidraw.com:\n- 🎉 Laser Pointer. Press "K" to activate the laser pointer, or find it under more tools. In View-Mode double click/tap the canvas to toggle the laser pointer\n\n![image](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/d3fc079d-9428-4a93-9a9b-1947ce9b6b57)\n',"1.9.20":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/QB2rKRxxYlg" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Fourth Font displays correctly in SVG embeds mode\n- The re-colorMap map (see [1.9.19](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.9.19) for more info) did not work when either of the fill or stroke color properties of the image was missing.\n- Excalidraw Pasting with middle mouse button on Linux [#1338](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1338) 🙏@Aeases \n\n### Fixed by excalidraw.com\n- Excalidraw's native eyedropper fixes [#7019](https://github.com/excalidraw/excalidraw/pull/7019)\n\n## New\n- Now you can insert [Mermaid](https://mermaid.live/) diagrams as Excalidraw elements into your drawings (currently only the [Flowchart](https://mermaid.js.org/syntax/flowchart.html) type is supported, [other diagram types](https://mermaid.js.org/intro/#diagram-types) are inserted as Mermaid native images. \n  - ⚠️**This feature requires Obsidian API v1.4.14 (the latest desktop version). On Obsidian mobile API v1.4.14 is only available to Obsidian insiders currently**\n  - If you want to contribute to the project please head over to [mermaid-to-excalidraw](https://github.com/excalidraw/mermaid-to-excalidraw) and help create the converters for the other diagram types.\n- The Fourth Font now also supports the OTF format\n- Disable snap-to-grid in grid mode by holding down the CTRL/CMD while drawing or moving an element [#6983](https://github.com/excalidraw/excalidraw/pull/6983)\n- I updated the Excalidraw logo in Obsidian. This affects the logo on the tab and the ribbon.\n\n### New from excalidraw.com\n- Elements alignment snapping. Hold down the CTRL/CMD button while moving an element to snap it to other objects. [#6256](https://github.com/excalidraw/excalidraw/pull/6256)\n\n### New in the script library\n- The amazing shape [Boolean Operations](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Boolean%20Operations.md) script created by 🙏@GColoy is available in the script library.\n\n### New in Excalidraw Automate\n- ${String.fromCharCode(96)}getPolyBool()${String.fromCharCode(96)} returns a [PolyBool](https://github.com/velipso/polybooljs) object\n- sample mermaid code:\n${String.fromCharCode(96,96,96)}js\nea = ExcalidrawAutomate();\nea.setView();\nawait ea.addMermaid(\n  ${String.fromCharCode(96)}flowchart TD\n    A[Christmas] --\x3e|Get money| B(Go shopping)\n    B --\x3e C{Let me think}\n    C --\x3e|One| D[Laptop]\n    C --\x3e|Two| E[iPhone]\n    C --\x3e|Three| F[fa:fa-car Car]${String.fromCharCode(96)}\n);\nea.addElementsToView();\n${String.fromCharCode(96,96,96)}`,"1.9.19":`\n## New\n- I added new features to the [Deconstruct Selected Elements](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Deconstruct%20selected%20elements%20into%20new%20drawing.md) script\n- I added a new script: [Text Aura](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Text%20Aura.md)\n- I updated the [Set Grid](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Set%20Grid.md) script. You can now set the Major/Minor tick frequency. [#1305](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1305)\n- The re-colorMap is now case-insensitive. The color map is a hidden feature. In Markdown View mode you can add a JSON map after the embedded SVG or Excalidraw image filename with a mapping of current colors to new colors.\n<img width="100%" src="https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/1d985a59-a2d2-48a2-9cef-686bfbe9ef02"/>\n\n## New in ExcalidrawAutomate\n- I added the ${String.fromCharCode(96)}silent${String.fromCharCode(96)} switch. If this is true, the created file will not be opened.\n${String.fromCharCode(96,96,96)}typescript\n  async create(params?: {\n    filename?: string;\n    foldername?: string;\n    templatePath?: string;\n    onNewPane?: boolean;\n    silent?: boolean;\n    frontmatterKeys?: {\n      "excalidraw-plugin"?: "raw" | "parsed";\n      "excalidraw-link-prefix"?: string;\n      "excalidraw-link-brackets"?: boolean;\n      "excalidraw-url-prefix"?: string;\n      "excalidraw-export-transparent"?: boolean;\n      "excalidraw-export-dark"?: boolean;\n      "excalidraw-export-padding"?: number;\n      "excalidraw-export-pngscale"?: number;\n      "excalidraw-default-mode"?: "view" | "zen";\n      "excalidraw-onload-script"?: string;\n      "excalidraw-linkbutton-opacity"?: number;\n      "excalidraw-autoexport"?: boolean;\n    };\n    plaintext?: string; //text to insert above the ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)} section\n  }): Promise<string>\n${String.fromCharCode(96,96,96)}\n`,"1.9.18":`\n## New\n- Excalidraw now syncs with Obsidian's language settings, provided translations are available. [#1297](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1297)\n\n## Fixed\n- [#1285](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1285): Solved Obsidian crashes caused by copying images from Excalidraw into markdown notes. Going forward:\n  - Copying an image will paste its embed link,\n  - Copying a text element will paste the text,\n  - For all other elements with links, the link will be pasted.\n  - In all other cases nothing will be pasted.\n  \n- Resolved grid instability ([#1298](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1298)).\n- Fixed missing ${String.fromCharCode(96)}[[square brackets]]${String.fromCharCode(96)} in PDF section references, making the links functional.\n- Corrected the behavior of "Open current link in browser" for embedded YouTube and Vimeo frames. Clicking the globe button will now correctly open the links.\n`,"1.9.17":'\n## New \n- Significant performance improvements from Excalidraw.com\n- When selecting a highlight in the Obsidian PDF editor and selecting "Copy as Quote" in the context menu, then paste this to Excalidraw, the text will arrive as a text element wrapped in a transparent sticky note with the link to the original highlight attached to the sticky note. You can override this behavior by SHIFT+CTRL/CMD pasting\n\n## Fixed\n- BUG: Image caching issue. Changes to the drawing do not reflect immediately in the note when re-opening the drawing [#1297](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1279)\n- Removed underline from links in NativeSVG embed.\n',"1.9.16":"\nI apologize for this extra release. I accidentally built 1.9.15 with an older excalidraw.com package version. Fixes and new features (like the improved grid) are now available again. Otherwise, this is the same as 1.9.15. Sorry for the inconvenience.\n","1.9.15":"\n## New\n- There is now a search box in the Excliadraw Script Store. I categorized the scripts and added keywords to help easier navigation.\n\n## Fixed\n- The theme of the embedded Markdown document did not always honor plugin settings. With some themes, it worked, with others (including the default Obsidian theme, it didn't). \n","1.9.14":`\n# Fixed\n- **Dynamic Styling**: Excalidraw ${String.fromCharCode(96)}Plugin Settings/Display/Dynamic Styling${String.fromCharCode(96)} did not handle theme changes correctly.\n- **Section References**: Section Headings that contained a dot (e.g. #2022.01.01) (or other special characters) did not work when focusing markdown embeds to a section. [#1262](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1262)\n- **PNG Export**: When using images from the web (i.e. based on URL and not a file from your Vault), embedding the Excalidraw file into a markdown document as PNG, or exporting as PNG failed. This is because due to browser cross-origin restrictions, Excalidraw is unable to access the image. In such cases, a placeholder will be included in the export, but the export will not fail, as until now.\n\n# New in ExcalidrawAutomate\n- ${String.fromCharCode(96)}getActiveEmbeddableViewOrEditor${String.fromCharCode(96)} will return the active editor and file in case of a markdown document or the active leaf.view for other files (e.g. PDF, MP4 player, Kanban, Canvas, etc) of the currently active embedded object. This function can be used by plugins to check if an editor is available and obtain the view or editor to perform their actions. Example: [package.json](https://github.com/zsviczian/excalibrain/blob/2056a021af7c3a53ed08203a77f6eae304ca6e39/package.json#L23), [Checking for EA](https://github.com/zsviczian/excalibrain/blob/2056a021af7c3a53ed08203a77f6eae304ca6e39/src/excalibrain-main.ts#L114-L127), and [Running the function](https://github.com/zsviczian/excalibrain/blob/2056a021af7c3a53ed08203a77f6eae304ca6e39/src/excalibrain-main.ts#L362-L399)\n\n${String.fromCharCode(96,96,96)}typescript\npublic getActiveEmbeddableViewOrEditor (view?:ExcalidrawView): {view:any}|{file:TFile, editor:Editor}|null;\n${String.fromCharCode(96,96,96)}\n`,"1.9.13":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/opLd1SqaH_I" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n# New\n- **Templater support**: You can now execute Templater scripts on an embedded Markdown document when the document is active for editing\n- **Interactive image-embeds**: I added a new image embed option "SVG Native". In "SVG Native" mode embedded items such as videos, webpages, and links (including links within the Vault) work.\n- **Anchored image resizing**: When you embed an Excalidraw drawing using the Anchor to 100% option, resizing the image will be disabled.\n\n# Fixed\n- when opening a new document in the Excalidraw view while a markdown document was open for editing in an embeddable, Excalidraw terminated with errors\n- shift-click to select multiple elements\n- dynamic styling when canvas background with transparent\n \n# New in ExcalidrawAutomate\n- added openState to the ${String.fromCharCode(96)}openFileInNewOrAdjacentLeaf${String.fromCharCode(96)}. For details see: [OpenViewState](https://github.com/obsidianmd/obsidian-api/blob/f86f95386d439c19d9a77831d5cac5748d80e7ec/obsidian.d.ts#L2686-L2695)\n${String.fromCharCode(96,96,96)}typescript\nopenFileInNewOrAdjacentLeaf(file: TFile, openState?: OpenViewState): WorkspaceLeaf\n${String.fromCharCode(96,96,96)}\n`,"1.9.12":`\n## New\n- If you create a Text Element that includes only a transclusion e.g.: ${String.fromCharCode(96)}![[My Image.png]]${String.fromCharCode(96)} then excalidraw will automatically replace the transclusion with the embedded image.\n- New Excalidraw splash screen icon contributed by Felix Häberle. 😍\n\n<div class="excalidraw-image-wrapper">\n<img src='https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-sword-mini.png'/>\n</div>\n\n## Fixed\n- Popout windows behaved inconsistently losing focus at the time when a markdown file was embedded. Hopefully, this is now working as intended.\n- A number of small fixes that will also improve the ExcaliBrain experience\n`,"1.9.11":"\n# New\n- I added 2 new command palette actions: 1) to toggle frame clipping and 2) to toggle frame rendering.\n\n# Updated\n- I released a minor update to the slideshow script. Frame sequence (Frame 1, 2, 3, ...) will now be displayed in proper order. Frames will be hidden during the presentation (this was there before, but there was a change to excalidraw.com that broke this feature of the slideshow script).\n\n# Fixed: \n- Excalidraw Automate error introduced with 1.9.10 - when elements are repositioned to cursor and no ExcalidrawView is active\n","1.9.10":'\n## New\n- @mazurov added a new script: [Ellipse Selected Elements](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Ellipse%20Selected%20Elements.md)\n\n## Fixed\n- **Image Saving Error**: Previously, inserting an image from Firebase Storage or other URLs could result in an error that prevented the entire drawing from being saved. I have now improved the error handling and image fetching from the web, ensuring smooth image insertion and saving.  \n- **Text Search Bug**: There was an issue where text search failed when frames had default names like "Frame 1," "Frame 2," etc. This has been resolved, and now the text search works correctly in such cases. ([#1239](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1239))   \n- **Image Positioning Fix**: An annoying bug caused the image to jump after inserting it using the "Insert Image" command palette action. I\'ve fixed this issue, and now the image behaves as expected when positioning it for the first time.\n',"1.9.9":`\n## ⚠️⚠️ IMPORTANT: PLEASE READ ⚠️⚠️\n\nI updated embedded frames for compatibility with excalidraw.com. To ensure everything works smoothly:\n\n🔄 Update Excalidraw on all your devices.\n\nThis will avoid any issues with converted files and let you enjoy the new features seamlessly.\n\nThank you for your understanding. If you have any questions, feel free to reach out.\n\n---\n\n## Fixed:\n- PNG image caching resulting in broken images after Obsidian restarts\n- SVG export now displays embedded iframes with the correct embed link (note this feature only works when you open the SVGs in a browser outside Obsidian).\n\n## Updated / fixed in Excalidraw Automate\n- I updated ${String.fromCharCode(96)}lib/ExcalidrawAutomate.d.ts${String.fromCharCode(96)} and published a new version of obsidian-excalidraw-plugin type library to npmjs.\n- Added new ExcalidrawAutomate functions: ${String.fromCharCode(96)} addEmbeddable()${String.fromCharCode(96)}, ${String.fromCharCode(96)}DEVICE${String.fromCharCode(96)}, ${String.fromCharCode(96)}newFilePrompt()${String.fromCharCode(96)}, and ${String.fromCharCode(96)}getLeaf()${String.fromCharCode(96)}\n- ${String.fromCharCode(96)}addImage${String.fromCharCode(96)} and ${String.fromCharCode(96)}addElementsToView${String.fromCharCode(96)} were extended with 1-1 additional optional parameter. As a result of ${String.fromCharCode(96)}shouldRestoreElements${String.fromCharCode(96)} defaulting to false, all elements in the scene will no longer be updated (iframes will not blink) when you add elements via script.\n- There is a new event hook: ${String.fromCharCode(96)}onPasteHook${String.fromCharCode(96)}. This will be called whenever the user pastes something to the canvas. You can use this callback if you want to do something additional during the onPaste event. In case you want to prevent the Excalidraw default onPaste action you must return false\n\n${String.fromCharCode(96,96,96)}typescript\nasync addImage(\n  topX: number,\n  topY: number,\n  imageFile: TFile | string,\n  scale: boolean = true,\n  anchor: boolean = true,\n): Promise<string>;\n\nasync addElementsToView(\n  repositionToCursor: boolean = false,\n  save: boolean = true,\n  newElementsOnTop: boolean = false,\n  shouldRestoreElements: boolean = false,\n): Promise<boolean>;\n\n onPasteHook: (data: {\n  ea: ExcalidrawAutomate;\n  payload: ClipboardData;\n  event: ClipboardEvent;\n  excalidrawFile: TFile;\n  view: ExcalidrawView;\n  pointerPosition: { x: number; y: number };\n }) => boolean = null;\n\naddEmbeddable(\n  topX: number,\n  topY: number,\n  width: number,\n  height: number,\n  url?: string,\n  file?: TFile\n): string;\n\nget DEVICE(): DeviceType;\n\nnewFilePrompt(\n  newFileNameOrPath: string,\n  shouldOpenNewFile: boolean,\n  targetPane?: PaneTarget,\n  parentFile?: TFile\n): Promise<TFile | null>;\n\ngetLeaf(\n  origo: WorkspaceLeaf,\n  targetPane?: PaneTarget\n): WorkspaceLeaf;\n${String.fromCharCode(96,96,96)}\n`,"1.9.8":'\n## New Features\n- Zoom to heading and block in markdown frames.\n- Added an iframe menu that allows users to change heading/block zoom, center the element, and open it in the browser.\n- Replaced twitframe with platform.twitter for tweets. The "Read more" and "Reply" buttons now work. Embedded tweets will honor theme settings.\n\n## Bug Fixes\n- Fixed an issue where embedded markdown frames disappeared in fullscreen mode. [#1197](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1197)\n- Resolved a problem with the "Embed Markdown as Image" feature where changes to embed properties were not always honored. [#1201](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1201)\n- When inserting any file from the Vault and embedding a Markdown document as an image, the embed now correctly honors the section heading if specified. [#1200](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1200)\n- SVG and PNG autoexport now function properly when closing a popout window. [#1209](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1209)\n- Many other minor fixes\n',"1.9.7":`\n## Fixed:\n\n- Fixed an issue where using the color picker shortcut would cause the UI to disappear in mobile view mode.\n- You can now add YouTube playlists to iframes.\n- Fixed a bug where the "Add any file" dropdown suggester opened in the main Obsidian workspace instead of the popout window when Excalidraw was running. ([#1179](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1191))\n- Made some improvements to the logic of opening in the adjacent pane, although it is still not perfect.\n- Fixed an issue where Obsidian sync would result in the loss of the last approximately 20 seconds of work. Excalidraw's handling of sync is now fixed. ([#1189](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1189))\n\n## New:\n\n- Introducing Image Cache: Excalidraw will now cache rendered images embedded in Markdown documents, which will enhance the markdown rendering experience.\n- Backup Cache: Excalidraw now stores a backup on your device when saving, in case the application is terminated during a save operation. If you are using sync, you can find the latest backup on the device you last used to edit your drawing.\n- Added ${String.fromCharCode(96)}frame=${String.fromCharCode(96)} parameter to image references. ([#1194](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1194)) For more details about this feature, check out this [YouTube video](https://youtu.be/yZQoJg2RCKI).\n- When an SVG image from Draw.io is embedded in Excalidraw, clicking the image will open the file in the [Diagram plugin](https://github.com/zapthedingbat/drawio-obsidian) (if available).\n- Added the [Create DrawIO file](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Create%20DrawIO%20file.md) Excalidraw Automate Script to the library, which allows you to create a new draw.io drawing and add it to the current Excalidraw canvas.\n\n## New in ExcalidrawAutomate\n\n${String.fromCharCode(96,96,96)}typescript\nasync getAttachmentFilepath(filename: string): Promise<string>\n${String.fromCharCode(96,96,96)}\n\nThis asynchronous function retrieves the filepath to a new file, taking into account the attachments preference settings in Obsidian. It creates the attachment folder if it doesn't already exist. The function returns the complete path to the file. If the provided filename already exists, the function will append '_[number]' before the extension to generate a unique filename.\n\n${String.fromCharCode(96,96,96)}typescript\ngetElementsInFrame(frameElement: ExcalidrawElement, elements: ExcalidrawElement[]): ExcalidrawElement[];\n${String.fromCharCode(96,96,96)}\n\nThis function returns the elements contained within a frame.\n`,"1.9.6":`\n## Fixed\n- help shortcuts are really hard to see [#1176](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1179)\n- link icons not visible on elements after 1.9.5 release (reported on Discord)\n- PDFs in iFrames will now respect the ${String.fromCharCode(96)}[[document.pdf#page=155]]${String.fromCharCode(96)} format\n- Keyboard shortcuts were not working properly on external drop. Check [updated keyboard map](https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png)\n\n<a href="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png"><img src="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png" width="100%" alt="Keyboard map"/></a>\n`,"1.9.5":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/ICpoyMv6KSs" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- IFrame support: insert documents from your Obsidian Vault and insert youtube, Vimeo, and generally any website from the internet\n- Frame support: use frames to group items on your board\n\n## New in ExcalidrawAutomate\n- selectElementsInView now also accepts a list of element IDs\n- new addIFrame function that accepts an Obsidian file or a URL string\n${String.fromCharCode(96,96,96)}typescript\nselectElementsInView(elements: ExcalidrawElement[] | string[]): void;\naddIFrame(topX: number, topY: number, width: number, height: number, url?: string, file?: TFile): string;\n${String.fromCharCode(96,96,96)}\n`,"1.9.3":'\n## New from Excalidraw.com\n- Eyedropper tool. The eyedropper is triggered with "i". If you hold the ALT key  while clicking the color it will set the stroke color of the selected element, else the background color.\n- Flipping multiple elements\n- Improved stencil library rendering performance + the stencil library will remember the scroll position from the previous time it was open\n\n## Fixed\n- Replaced command palette and tab export SVG/PNG/Excalidraw actions with "export image" which will take the user to the export image dialog.\n',"1.9.2":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/diBT5iaoAYo" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- Excalidraw.com Color Picker redesign [#6216](https://github.com/excalidraw/excalidraw/pull/6216)\n- Updated palette loader script in the script library\n- New ExcalidrawAutomate API to load Elements and AppState from another Excalidraw file.\n${String.fromCharCode(96,96,96)}typescript\nasync getSceneFromFile(file: TFile): Promise<{elements: ExcalidrawElement[]; appState: AppState;}>\n${String.fromCharCode(96,96,96)}\n`,"1.9.1":'\n## Updates from Excalidraw.com\n- "Unlock all elements" - new action available via the context menu [#5894](https://github.com/excalidraw/excalidraw/pull/5894)\n- Minor improvements to improve the speed [#6560](https://github.com/excalidraw/excalidraw/pull/6560)\n- Retain Seed on Shift Paste [#6509](https://github.com/excalidraw/excalidraw/pull/6509)\n\n## New/Fixed\n- Clicking on the link handle (top right corner) will open the link in the same window\n- CTRL/CMD click on a link will open the link in a new tab and will focus on the new tab\n- Linking to parts of images. In some cases clicking search results, links, or backlinks did not focus on the right element according to the link.  Fixed.\n',"1.9.0":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/nB4cOfn0xAs" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Embedded images, markdowns, PDFs will load one by one, not in one go after a long wait\n\n## New\n- Embed PDF\n\n## New in ExcalidrawAutomate\n- onFileCreateHook: if set this hook is called whenever a new drawing is created using Excalidraw command palette menu actions. If the excalidraw file is created using Templater or other means, the trigger will not fire. [#1124](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1124)\n${String.fromCharCode(96,96,96)}typescript\n  onFileCreateHook: (data: {\n    ea: ExcalidrawAutomate;\n    excalidrawFile: TFile; //the file being created\n    view: ExcalidrawView;\n  }) => Promise<void>;\n  ${String.fromCharCode(96,96,96)}\n`,"1.8.26":"\n## Fixed\n- Dynamic styling did not pick up correctly\n  - the accent color with the default Obsidian theme\n  - the drawing theme color with the out of the box, default new drawing (not using a template)\n- The Obsidian tools panel did not pick up user scripts when installing your very first script. A reload of Obsidian was required.\n","1.8.25":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/BvYkOaly-QM" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New & improved\n- Multi-link support\n- Updated [Scribble Helper](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Scribble%20Helper.md) script for better handwritten text support. \n  - Add links to text elements\n  - Creating wrapped text in transparent sticky notes\n  - Add text to arrows and lines\n  - Handwriting support on iOS via Scribble\n\n## Fixed\n  - The long-standing issue of jumping text\n  \n',"1.8.24":`\n## Updates from Excalidraw.com\n- fix: color picker keyboard handling not working\n- fix: center align text when bind to the container via context menu\n- fix: split "Edit selected shape" shortcut\n\n## Fixed\n- BUG: Area embed link of svg inside excalidraw embed entire svg instead of area [#1098](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1098)\n\n## New\n- I updated the [Scribble Helper](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Scribble%20Helper.md) script with tons of new features. I am still beta testing the script. I will release a demo video in the next few days.\n\n## New in Excalidraw Automate\n- I added many more configuration options for the scriptEngine utils.inputPrompt function. See [Scribble Helper](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Scribble%20Helper.md) for a demonstration of this new feature.\n${String.fromCharCode(96,96,96)}typescript\n  public static async inputPrompt(\n    view: ExcalidrawView,\n    plugin: ExcalidrawPlugin,\n    app: App,\n    header: string,\n    placeholder?: string,\n    value?: string,\n    buttons?: { caption: string; tooltip?:string; action: Function }[],\n    lines?: number,\n    displayEditorButtons?: boolean,\n    customComponents?: (container: HTMLElement) => void\n  )\n${String.fromCharCode(96,96,96)}`,"1.8.23":'\n## Fixes\n- Fixed palm rejection to prevent unwanted spikes when using the freedraw tool. ([#1065](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1065))\n- Fixed issue where images disappeared when zoomed in. ([#6417](https://github.com/excalidraw/excalidraw/pull/6417))\n- Autosave will now save the drawing when you change the theme from dark to light or vice versa. ([#1080](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1080))\n- Added padding to short LaTeX formulas to prevent cropping. ([#1053](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1053))\n\n## New Features\n- Added a new command palette action: Toggle to invert default binding behavior. This new feature allows you to switch between normal and inverted mode. In normal mode, arrows will bind to objects unless you hold the CTRL/CMD key while drawing the arrow or moving objects. In inverted mode, arrows will not bind to objects unless you hold the CTRL/CMD key while drawing the arrow or moving objects.\n- You can now set a template LaTeX formula in the plugin settings (under experimental features) to be used when creating a new LaTeX formula. ([#1090](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1090))\n- Redesigned the Image Export dialog. I hope dropdowns are now more intuitive than the toggles were.\n- Added the ability to export only the selected part of a drawing. See the Export dialog for more information.\n- Added a zigzag fill easter egg. See a demo of this feature [here](https://twitter.com/excalidraw/status/1645428942344445952?s=61&t=nivKLx2vgl6hdv2EbW4mZg).\n- Added a new expert function: recolor embedded Excalidraw and SVG images (not JPG, PNG, BMP, WEBP, GIF). See a demo of this feature here:\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/MIZ5hv-pSSs" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n',"1.8.22":`\n## Fixed\n- Styling of custom pen and script buttons in the side panel was inverted.\n- Minor tweaks to dynamic styling. [see this video to understand dynamic styling](https://youtu.be/fypDth_-8q0)\n\n## New\n- New scripts by @threethan:\n  - [Auto Draw for Pen](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Auto%20Draw%20for%20Pen.md): Automatically switches between the select and draw tools, based on whether a pen is being used. Supports most pens including Apple Pencil.\n  - [Hardware Eraser Support](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Hardware%20Eraser%20Support.md): Adds support for pen inversion, a.k.a. the hardware eraser on the back of your pen. Supports Windows based styluses. Does not support Apple Pencil or S-Pen.\n- Added separate buttons to support copying link, area or group references to objects on the drawing. [#1063](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1063). See [this video](https://youtu.be/yZQoJg2RCKI) for more details on how this works.\n- Hover preview will no longer trigger for image files (.png, .svg, .jpg, .gif, .webp, .bmp, .ico, .excalidraw)\n- Minor updates to the [Slideshow](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Slideshow.md) script. You can download the updated script from the Excalidraw script library.  The slideshow will now correctly run also when initiated in a popout window. When the drawing is in a popout window, the slideshow will not be full screen, but will only occupy the popout window. If you run the slideshow from the main Obsidian workspace, it will be displayed in full-screen mode.\n- Updated the Icon Library script to now include image keywords under each of the images to allow searching for keywords (CTRL/CMD+F). I've uploaded the new script to [here](https://gist.github.com/zsviczian/33ff695d5b990de1ebe8b82e541c26ad). If you need further information watch this [video](https://youtu.be/_OEljzZ33H8)\n\n## New in ExcalidrawAutomate\n- ${String.fromCharCode(96)}addText${String.fromCharCode(96)} ${String.fromCharCode(96)}formatting${String.fromCharCode(96)} parameter now accepts ${String.fromCharCode(96)}boxStrokeColor${String.fromCharCode(96)} and ${String.fromCharCode(96)}textVerticalAlign${String.fromCharCode(96)} values.\n${String.fromCharCode(96,96,96)}typescript\naddText(\n    topX: number,\n    topY: number,\n    text: string,\n    formatting?: {\n      wrapAt?: number;\n      width?: number;\n      height?: number;\n      textAlign?: "left" | "center" | "right";\n      box?: boolean | "box" | "blob" | "ellipse" | "diamond";\n      boxPadding?: number;\n      boxStrokeColor?: string;\n      textVerticalAlign?: "top" | "middle" | "bottom";\n    },\n    id?: string,\n  ): string;\n${String.fromCharCode(96,96,96)}\n- new ${String.fromCharCode(96)}onFileOpenHook${String.fromCharCode(96)}. If set, this callback is triggered, when an Excalidraw file is opened. You can use this callback in case you want to do something additional when the file is opened. This will run before the file level script defined in the ${String.fromCharCode(96)}excalidraw-onload-script${String.fromCharCode(96)} frontmatter is executed. Excalidraw will await the result of operations here.  Handle with care. If you change data such as the frontmatter of the underlying file, I haven't tested how it will behave.\n${String.fromCharCode(96,96,96)}typescript\nonFileOpenHook: (data: {\n  ea: ExcalidrawAutomate;\n  excalidrawFile: TFile; //the file being loaded\n  view: ExcalidrawView;\n}) => Promise<void>;\n${String.fromCharCode(96,96,96)}`,"1.8.21":'\n## Quality of Life improvements\n- Dynamic Styling (see plugin settings / Display). When Dynamic Styling is enabled it fixes Excalidraw issues with the Minimal Theme\n- New "Invert Colors" script\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/fypDth_-8q0" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n### Note\nThe few of you, that are using the Dynamic Styling Templater script, please remove it and restart Obsidian.\n',"1.8.20":"\n## Fixed\n- Excalidraw froze Obsidian in certain rare situations [#1054](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1054)\n- File loading error [#1062](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1062)\n- Embedded images in markdown documents no longer have the line on the side. Image sizing works better. [#1059](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1059)\n- Locked elements will not show a hover preview [#1060](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1060)\n- CTRL/CMD + K correctly triggers add link [#1056](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1056)\n\n## New\n- Grid color adjusts to the view background color\n\nI'm sorry, but the sticky note editing issue on Android with the on-screen keyboard has still not been resolved. If you also experience this error, please help raise the priority with the core Excalidraw team by commenting on this issue: [#6330](https://github.com/excalidraw/excalidraw/issues/6330)\n","1.8.19":"\n## Fixed: Text wrapping issue in sticky notes\n\nI fixed an issue where text would wrap differently and words would disappear during text editing in sticky notes. You can check out the details on [GitHub #6318](https://github.com/excalidraw/excalidraw/issues/6331).\n\nI am aware of three additional issues related to container text editing that are still open. I apologize for any inconvenience caused by the recent change in how text size is calculated on Excalidraw.com, which has had a knock-on effect on Obsidian. I am actively working to address the following issues:\n\n- Pinch zooming while editing text in a text container [GitHub #6331](https://github.com/excalidraw/excalidraw/issues/6331)\n- Container text jumps on edit on Android with on-screen keyboard [GitHub #6330](https://github.com/excalidraw/excalidraw/issues/6330)\n- Shadow text when editing text containers without a keyboard on iOS [GitHub #6329](https://github.com/excalidraw/excalidraw/issues/6329)\n\nThank you for your patience while I work on resolving these issues.\n","1.8.18":`\n## Fixed\n- Text scaling issue introduced in 1.8.17\n- [#1043](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1043): Error handling when ${String.fromCharCode(96)}onCanvasColorChangeHook${String.fromCharCode(96)} is executed. This is used in the [Dynamic Styling Script](https://youtu.be/LtR04fNTKTM). \n`,"1.8.17":'\n## New from Excalidraw.com\n- Improved text wrapping in the ellipse and diamond shapes [6172](https://github.com/excalidraw/excalidraw/pull/6172)\n\n## New\n- Updated slideshow script\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/mQ2eLk_0TV4" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed: \n- "Save to..." in the Stencil Library menu now works as expected [#1032](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1032)\n',"1.8.16":'\n**!!! Modifier keys have changed, please review the table below !!!**\n[Click this to see the new shortcuts overview image](https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png)\n\n## Fixed \n- This version was extensively tested and developed on MacOS to remove usability issues.\n- New command palette action to create a new drawing in a new tab\n- Modifier keys to open links in the active window, splitting the current view to the right, in a new tab, or in a popout window now behave consistently both in Excalidraw and when clicking a drawing that is embedded in a markdown note.\n- Drag & Drop properly works from within Obsidian, from a web browser, and from the OS file explorer\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/9HlipSIzRhc" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n',"1.8.14":"\n## Fixed\n- text element link gets deleted when the drawing is reloaded\n","1.8.13":'\n## Fixed\n- When changing a text element in markdown mode, the change seem to have showed up when switching back to Excalidraw  mode, but then lost these changes when loading the file the next time.\n- Scrolling through a page that has embedded drawings on Obsidian Mobile accidently opens the drawing in Excalidraw when touching the image. Now you need to press and hold to open the image in Excalidraw. [#1003](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1003)\n- The scrollbar is no longer visible when presenting using the SlideShow script\n- Stroke properties could not be changed when custom pen settings had "Stroke & fill applies to: All shapes". It works now.\n\n## QoL\n- Custom pens will remember the stroke changes until you press the pen preset button again.\n  - This is a bit hard to explain, let me try... Essentially, when you use a custom pen, it will keep the changes you made to the pen (like changing the stroke width) until you press the pen-prereset button again. So, for example, if you\'re using a mind mapping custom pen and change its color, and then switch to a different tool like text, when you switch back to the freedraw tool using the Excalidraw tools panel, the pen will still have the same color you set earlier, but if you press the mind mapping pen-preset button, it will default back to your custom pen settings including your preset color.\n- Added new buttons to load current stroke color and background color in the pen settings dialog. Also added an edit box so you can configure any valid color string (including with transparency) for pen stroke and background colors. [#991](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/991)\n',"1.8.11":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/rBarRfcSxNo" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n# New\n- Support for referencing images from the internet in Excalidraw drawings, including YouTube thumbnail support. [#913](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/913)\n  - Link to images on the internet without creating a copy in your Vault by holding down the CTRL key while dropping the link or image.\n  - Automatic conversion of image URLs and YouTube links into image elements with original links added as a link on the element when pasting. Note, that if you only want to paste the plain text link (not the image), first double-click the canvas to start a new text element, then paste the link.\n- Two new options added to plugin settings:\n  - Make mouse wheel zoom by default [#474](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/474)\n  - Allow pinch zoom in pen mode [#828](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/828)\n- Update to the [Set Grid](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Set%20Grid.svg) script now saves the grid setting for the current file.\n',"1.8.10":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/wTtaXmRJ7wg" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n# QoL improvements\n- You can structure icons in the Obsidian tools panel by moving scripts to folders\n![image|300](https://user-images.githubusercontent.com/14358394/212389592-306130d0-209a-49df-99bb-c538f2155b23.png)\n- I added useful actions to the hamburger menu in both tray-mode and normal-mode. \n![image|150](https://user-images.githubusercontent.com/14358394/212534508-9107fd19-27ab-4415-8abc-bc97c73afc0b.png)\n- I added a new Export Image dialog. You can access the new export screen from the hamburger-menu\n![image|200](https://user-images.githubusercontent.com/14358394/212534654-7a479e23-8d5d-452e-9a18-a9896278aa27.png)\n- Links in help now point to Obsidian-Excalidraw relevant content.\n- I added a welcome screen\n![image|150](https://user-images.githubusercontent.com/14358394/212534568-3cd1e8a1-5b20-4a30-96e4-40d7dac57e33.png)\n- I updated the alternative dark mode / dynamic styling [script](https://gist.github.com/zsviczian/c7223c5b4af30d5c88a0cae05300305c)\n',"1.8.9":"\n# Minor QoL improvements\n- When you open a second drawing in the same Excalidraw view (i.e. by navigating a link) and make a change to this drawing, and then press UNDO, the entire drawing disappeared. Redo brought the image back, however, this behavior was frustrating. Not anymore...\n- On iPad\n  - when you open the command palette, autozoom resized the drawing. If the Obsidian command palette or some other modal window is shown Excalidraw will not resize the view.\n  - when you add a link to the drawing using the Command Palette, sometimes the link was added in a far corner of the drawing outside the current view area. This should be fixed now.","1.8.8":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/uZz5MgzWXiM" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n# New\n- The plugin now includes support for [Perfect Freehand](https://perfect-freehand-example.vercel.app/) pen-options. I've also added a new [Alternative Pens](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Alternative%20Pens.md) script.\n- Embed scene in exported PNG and SVG images [#860](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/860).  This means that the export will be a normal PNG or SVG image with the added functionality that if someone loads the image into excalidraw.com it will open as a normal excalidraw file.\n  - I've added 2 new Command Palette actions (export PNG, export SVG with embedded scene).\n  - If you SHIFT click ${String.fromCharCode(96)} Save as PNG (or SVG)${String.fromCharCode(96)} in the workspace-tab menu, Excalidraw will embed the scene in the export.\n- I updated the [Organic Line](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Organic%20Line.md)  script. It has an improved thick-to-thin look and a new thin-to-thick-to-thin line type.\n\n# Fixed\n- Intelligent image width setting [#955](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/955). Before this change, when the embedded image was small, the image would be extended to meet the image width setting in plugin settings. From now on, if the image is smaller than max-width, it will only extend to max-width. You can still set 100% width using custom CSS. See more on that [here](https://github.com/zsviczian/obsidian-excalidraw-plugin#embedded-images).\n\n# New in ExcalidrawAutomate\n- I added the ${String.fromCharCode(96)} plaintext${String.fromCharCode(96)} parameter to ${String.fromCharCode(96)}ExcalidrawAutomate.create${String.fromCharCode(96)} . Using this, you can add some text below the frontmatter but above the ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)} section. Use this for example to add metadata to your file. (e.g. I use this in my Daily Quote template to add a Dataview field for the ${String.fromCharCode(96)}Author::${String.fromCharCode(96)} and add the quote with a standard block reference, so I can easily reference it in other files. I also add the ${String.fromCharCode(96)}#quote${String.fromCharCode(96)} tag to the file using this.)\n- The script running in the ScriptEngine now also receives the ${String.fromCharCode(96)}TFile${String.fromCharCode(96)} object for the script itself. You can access this object during execution via the ${String.fromCharCode(96)}utils.scriptFile${String.fromCharCode(96)} variable. \n`,"1.8.7":'\n## New from Excalidraw.com\n- Support shrinking text containers to their original height when text is removed [#6025](https://github.com/excalidraw/excalidraw/pull/6025)\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://user-images.githubusercontent.com/14358394/209404092-579d54e9-7003-48ef-8b82-84be08ba6246.mp4" title="Demo" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- removed the white background when editing arrow-label [#6033](https://github.com/excalidraw/excalidraw/pull/6033)\n- Minor style tweaks\n  - for embedding Excalidraw into Obsidian Canvas. e.g. dragging no longer accidentally creates an image copy of the drawing, and\n  - style tweaks on the Excalidraw canvas\n\n## New\n- If you set a different text color and sticky note border color, now if you change the border color, the text color will not be changed.\n',"1.8.6":`\n## New from Excalidraw.com:\n- Better default radius for rectangles [#5553](https://github.com/excalidraw/excalidraw/pull/5553). Existing drawings will look unchanged, this applies only to new rectangles.\n![image|200](https://user-images.githubusercontent.com/5153846/206264345-59fd7436-e87b-4bc9-ade8-9e6f6a6fd8c1.png)\n> [!attention]- ExcalidrawAutomate technical details\n> - ${String.fromCharCode(96)}strokeSharpness${String.fromCharCode(96)} is now deprecated\n> - use roundness instead\n>    - ${String.fromCharCode(96)}roundness === null${String.fromCharCode(96)} is legacy ${String.fromCharCode(96)}strokeSharpness = "sharp"${String.fromCharCode(96)}\n>    - ${String.fromCharCode(96)}roundness = { type: RoundnessType; value?: number }${String.fromCharCode(96)}\n>      - type: 1, LEGACY, type:2 PROPORTIONAL_RADIUS, type:3 ADAPTIVE_RADIUS: 3\n>      - value:\n>        - Radius represented as % of element's largest side (width/height).\n>          DEFAULT_PROPORTIONAL_RADIUS = 0.25;\n>        - Fixed radius for the ADAPTIVE_RADIUS algorithm. In pixels.\n>          DEFAULT_ADAPTIVE_RADIUS = 32;\n\n## New\n- For Obsidian 1.1.6 and above\n  - Improved embedding into Obsidian Canvas\n  - Improved embedding into Markdown documents\n- Added setting under ${String.fromCharCode(96)}Display/Default mode when opening Excalidraw${String.fromCharCode(96)} to always open the drawing in view mode on Mobile, but in normal mode on desktop. [#939](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/939)\n\n## Fixed\n- Zoom reset tooltip appears twice [#942](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/942)\n- Hid export library from library menu as it does not work due to Obsidian limitations. Use the command palette export library instead.\n- Arrow with label did not get exported and embedded correctly [#941](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/941)\n![image|200](https://user-images.githubusercontent.com/22638687/207845868-b352ddb1-7994-4f13-a0b2-f2e19bd72935.png)\n`,"1.8.4":'\n## New from Excalidraw.com\n- Labels on Arrows!!! [#5723](https://github.com/excalidraw/excalidraw/pull/5723)\n  - To add a label press "Enter" or "Double click" on the arrow\n  - Use "Cmd/Ctrl+double click" to enter the line editor\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://user-images.githubusercontent.com/11256141/192515552-6b6ddc06-5de0-4931-abdd-6ac3a804656d.mp4" title="Demo" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- **Changed behavior**: In the Obsidian markdown editor clicking an Excalidraw image will not open the image (to avoid accidentally opening the image on a tablet). To open a drawing for editing in Excalidraw double click or long-tap on it. [#920](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/920)\n\n## Fixed \n- Text stroke color is not honored when pasting a HEX color string to an Excalidraw canvas open in an Obsidian popout window [#921](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/921)\n- The new [multi-line >> multi-element paste behavior](https://github.com/excalidraw/excalidraw/pull/5786) introduced in the previous release did not work as expected in Obsidian. Now it does.\n',"1.8.2":`\nIntroducing the [Excalidraw Slideshow Script](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Slideshow.md) - available in the script store\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/HhRHFhWkmCk" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Obsidian tools panel gets misplaced after switching Obsidian workspace tabs\n\n## New in ExcalidrawAutomate\n- changed ${String.fromCharCode(96)}viewToggleFullScreen(forceViewMode: boolean = false): void${String.fromCharCode(96)}: the function will toggle view mode on when going to full screen and view mode off when terminating full screen.\n- new functions\n${String.fromCharCode(96,96,96)}typescript\nsetViewModeEnabled(enabled: boolean):void;\nviewUpdateScene(\n    scene: {\n      elements?: ExcalidrawElement[];\n      appState?: AppState;\n      files?: BinaryFileData;\n      commitToHistory?: boolean;\n    },\n    restore: boolean = false,\n  ):void;\nviewZoomToElements(\n    selectElements: boolean,\n    elements: ExcalidrawElement[]\n  ):void;\n${String.fromCharCode(96,96,96)}\n\n`,"1.8.1":`\n## New and fixes from Excalidraw.com\n- New text paste behavior. Pasting multiline text will generate separate text elements unless you hold down the shift button while pasting [#5786](https://github.com/excalidraw/excalidraw/pull/5786)\n- line editor fixes [#5927](https://github.com/excalidraw/excalidraw/pull/5927)\n\n## Fixed\n- The Command Palette "Insert link" action now inserts the new link at the top drawing layer, not at the bottom.\n- Updated, hopefully, better organized, Plugin Readme.\n\n## New\n- Second attempt at moving to React 18. This upgrade is required to maintain alignment with the core Excalidraw product and to continue to benefit from Excalidraw.com enhancements.\n- Added options to Plugin Settings\n  - to disable autozoom when loading a drawing for the first time [#907](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/907)\n  - to modify autosave interval. You can now set an autosave interval for desktop and for mobile [#888](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/888)\n\n## New in ExcalidrawAutomate\n- Published the obsidian_module on the ExcalidrawAutomate object. ${String.fromCharCode(96)}ExcalidrawAutomate.obsidian${String.fromCharCode(96)}. Publishing this object will give script developers increased flexibility and control over script automation.\n`,"1.8.0":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/7gu4ETx7zro" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- Optical Character Recognition (OCR). Introducing the MVP (minimum viable product) release of the integration of [Taskbone](https://taskbone.com) OCR into Excalidraw. See the new scan button on the Obsidian tools panel.\n- New and improved full-screen mode\n  - Activate using the Obsidian tools panel, the Obsidian Command Palette, or the Alt+F11 shortcut\n  - The ESC key no longer closes full-screen\n  - Full-screen mode works properly on iOS as well\n- Improved Icon visibility on the Obsidian tools panel\n- Added 3 additional buttons to the tools panel\n  - Force save\n  - Open link (useful on Mobile devices). In the case of LaTeX equations, the button opens the equation properties.\n  - Open the link in a new pane. In the case of embedded markdown documents, the button opens the embed properties.\n\n## Fixed\n- The [deconstruct selected elements into a new drawing](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Deconstruct%20selected%20elements%20into%20new%20drawing.md) script now also correctly decomposes transcluded text elements.\n',"1.7.30":"\nFix:\n- Forcing the embedded image to always scale to 100% (a feature introduced in [1.7.26](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.7.26)) scaled the embedded excalidraw drawings incorrectly on devices with a pixel ratio of 2 or 3 (e.g. iPads). This is now fixed, however, this fix might retrospectively impact drawings that use this feature. Sorry for that.\n","1.7.29":"\n- This is a big update that accommodates the **UI redesign** on Excalidraw.com [#5780](https://github.com/excalidraw/excalidraw/pull/5780). The change on the surface may seem superficial, however, I had to tweak a number of things to make it work in Obsidian. I hope I found everything that broke and fixed it, if not, I'll try to fix it quickly...\n- This update also comes with changes under the hood that **fix issues with Excalidraw Automate** - paving the way for further scripts, plus some smaller bug fixes.\n- I **reworked text wrapping**. In some cases, text wrapping in SVG exports looked different compared to how the text looked in Excalidraw. This should now be fixed.\n- If you are using the **Experimental Dynamic Styling** of the Excalidraw Toolbar, then I recommend updating your styling script following base on [this](https://gist.github.com/zsviczian/c7223c5b4af30d5c88a0cae05300305c)\n","1.7.27":'## New\n- Import SVG drawing as an Excalidraw object. [#679](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/679)\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/vlC1-iBvIfo" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Large drawings freeze on the iPad when opening the file. I implemented a workaround whereby Excalidraw will avoid zoom-to-fit drawings with over 1000 elements. [#863](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/863)\n- Reintroduced copy/paste to the context menu\n',"1.7.26":'## Fixed\n- Transcluded block with a parent bullet does not embed sub-bullet [#853](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/853)\n- Transcluded text will now exclude ^block-references at end of lines\n- Phantom duplicates of the drawing appear when "zoom to fit" results in a zoom value below 10% and there are many objects on the canvas [#850](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/850)\n- CTRL+Wheel will increase/decrease zoom in steps of 5% matching the behavior of the "+" & "-" zoom buttons.\n- Latest updates from Excalidarw.com\n  - Freedraw flip not scaling correctly [#5752](https://github.com/excalidraw/excalidraw/pull/5752)\n  - Multiple elements resizing regressions [#5586](https://github.com/excalidraw/excalidraw/pull/5586)\n\n## New - power user features\n- Force the embedded image to always scale to 100%. Note: this is a very niche feature with a very particular behavior that I built primarily for myself (even more so than other features in Excalidraw Obsidian - also built primarily for myself 😉)... This will reset your embedded image to 100% size every time you open the Excalidraw drawing, or in case you have embedded an Excalidraw drawing on your canvas inserted using this function, every time you update the embedded drawing, it will be scaled back to 100% size. This means that even if you resize the image on the drawing, it will reset to 100% the next time you open the file or you modify the original embedded object. This feature is useful when you decompose a drawing into separate Excalidraw files, but when combined onto a single canvas you want the individual pieces to maintain their actual sizes. I use this feature to construct Book-on-a-Page summaries from atomic drawings.\n- I added an action to the command palette to temporarily disable/enable Excalidraw autosave. When autosave is disabled, Excalidraw will still save your drawing when changing to another Obsidian window, but it will not save every 10 seconds. On a mobile device (but also on a desktop) this can lead to data loss if you terminate Obsidian abruptly (i.e. swipe the application away, or close Obsidian without first closing the drawing). Use this feature if you find Excalidraw laggy.'};class ReleaseNotes extends obsidian_module.Modal{plugin;version;constructor(e,t,n){super(e),this.plugin=t,this.version=n}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText(`Welcome to Excalidraw ${this.version??""}`),this.createForm()}async onClose(){this.contentEl.empty(),await this.plugin.loadSettings(),this.plugin.settings.previousRelease=PLUGIN_VERSION,await this.plugin.saveSettings()}async createForm(){let e=this.plugin.settings.previousRelease;e=this.version===e?"0.0.0":e;const t=this.version?Object.keys(RELEASE_NOTES).filter((t=>"Intro"===t||isVersionNewerThanOther(t,e))).map((e=>`${"Intro"===e?"":`# ${e}\n`}${RELEASE_NOTES[e]}`)).slice(0,10).join("\n\n---\n"):FIRST_RUN;await obsidian_module.MarkdownRenderer.renderMarkdown(t,this.contentEl,"",this.plugin),this.contentEl.createEl("p",{text:""},(e=>{e.style.textAlign="right",e.createEl("button",{text:"Close"}).onclick=()=>this.close()}))}}class ExportDialog extends obsidian_module.Modal{plugin;view;file;ea;api;padding;scale;theme;transparent;saveSettings;dirty=!1;selectedOnlySetting;hasSelectedElements=!1;boundingBox;embedScene;exportSelectedOnly;saveToVault;constructor(e,t,n){super(e.app),this.plugin=e,this.view=t,this.file=n,this.ea=getEA(this.view),this.api=this.ea.getExcalidrawAPI(),this.padding=getExportPadding(this.plugin,this.file),this.scale=getPNGScale(this.plugin,this.file),this.theme=getExportTheme(this.plugin,this.file,this.api.getAppState().theme),this.boundingBox=this.ea.getBoundingBox(this.ea.getViewElements()),this.embedScene=shouldEmbedScene(this.plugin,this.file),this.exportSelectedOnly=!1,this.saveToVault=!0,this.transparent=!getWithBackground(this.plugin,this.file),this.saveSettings=!1}destroy(){this.app=null,this.plugin=null,this.ea.destroy(),this.ea=null,this.view=null,this.file=null,this.api=null,this.theme=null,this.selectedOnlySetting=null,this.containerEl.remove()}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Export Image"),this.hasSelectedElements=this.view.getViewSelectedElements().length>0,this.selectedOnlySetting.setVisibility(this.hasSelectedElements)}async onClose(){this.dirty=this.saveSettings}async createForm(){let e,t;this.contentEl.createEl("h1",{text:"Image settings"}),this.contentEl.createEl("p",{text:"Transparency only affects PNGs. Excalidraw files can only be exported outside the Vault. PNGs copied to clipboard may not include the scene."});const n=()=>{const e=Math.round(this.scale*this.boundingBox.width+2*this.padding),t=Math.round(this.scale*this.boundingBox.height+2*this.padding);return fragWithHTML(`The lager the scale, the larger the image.<br>Scale: <b>${this.scale}</b><br>Image size: <b>${e}x${t}</b>`)},r=()=>fragWithHTML(`Current image padding is <b>${this.padding}</b>`);t=new obsidian_module.Setting(this.contentEl).setName("Image padding").setDesc(r()).addSlider((i=>{i.setLimits(0,50,1).setValue(this.padding).onChange((i=>{this.padding=i,e.setDesc(n()),t.setDesc(r())}))})),e=new obsidian_module.Setting(this.contentEl).setName("PNG Scale").setDesc(n()).addSlider((t=>t.setLimits(.5,5,.5).setValue(this.scale).onChange((t=>{this.scale=t,e.setDesc(n())})))),new obsidian_module.Setting(this.contentEl).setName("Export theme").addDropdown((e=>e.addOption("light","Light").addOption("dark","Dark").setValue(this.theme).onChange((e=>{this.theme=e})))),new obsidian_module.Setting(this.contentEl).setName("Background color").addDropdown((e=>e.addOption("transparent","Transparent").addOption("with-color","Use scene background color").setValue(this.transparent?"transparent":"with-color").onChange((e=>{this.transparent="transparent"===e})))),new obsidian_module.Setting(this.contentEl).setName("Save or one-time settings?").addDropdown((e=>e.addOption("save","Save these settings as the preset for this image").addOption("one-time","These are one-time settings").setValue(this.saveSettings?"save":"one-time").onChange((e=>{this.saveSettings="save"===e})))),this.contentEl.createEl("h1",{text:"Export settings"}),new obsidian_module.Setting(this.contentEl).setName("Embed the Excalidraw scene in the exported file?").addDropdown((e=>e.addOption("embed","Embed scene").addOption("no-embed","Do not embed scene").setValue(this.embedScene?"embed":"no-embed").onChange((e=>{this.embedScene="embed"===e})))),DEVICE.isDesktop&&new obsidian_module.Setting(this.contentEl).setName("Where to save the image?").addDropdown((e=>e.addOption("vault","Save image to your Vault").addOption("outside","Export image outside your Vault").setValue(this.saveToVault?"vault":"outside").onChange((e=>{this.saveToVault="vault"===e})))),this.selectedOnlySetting=new obsidian_module.Setting(this.contentEl).setName("Export entire scene or just selected elements?").addDropdown((e=>e.addOption("all","Export entire scene").addOption("selected","Export selected elements").setValue(this.exportSelectedOnly?"selected":"all").onChange((e=>{this.exportSelectedOnly="selected"===e}))));const i=this.contentEl.createDiv({cls:"excalidraw-prompt-buttons-div"});i.createEl("button",{text:"PNG to File",cls:"excalidraw-prompt-button"}).onclick=()=>{this.saveToVault?this.view.savePNG(this.view.getScene(this.hasSelectedElements&&this.exportSelectedOnly)):this.view.exportPNG(this.embedScene,this.hasSelectedElements&&this.exportSelectedOnly),this.close()},i.createEl("button",{text:"SVG to File",cls:"excalidraw-prompt-button"}).onclick=()=>{this.saveToVault?this.view.saveSVG(this.view.getScene(this.hasSelectedElements&&this.exportSelectedOnly)):this.view.exportSVG(this.embedScene,this.hasSelectedElements&&this.exportSelectedOnly),this.close()},i.createEl("button",{text:"Excalidraw",cls:"excalidraw-prompt-button"}).onclick=()=>{this.view.exportExcalidraw(this.hasSelectedElements&&this.exportSelectedOnly),this.close()},DEVICE.isDesktop&&(i.createEl("button",{text:"PNG to Clipboard",cls:"excalidraw-prompt-button"}).onclick=()=>{this.view.exportPNGToClipboard(this.embedScene,this.hasSelectedElements&&this.exportSelectedOnly),this.close()})}}let REM_VALUE=16;const STYLE_VARIABLES=["--background-modifier-cover","--background-primary-alt","--background-secondary","--background-secondary-alt","--background-modifier-border","--text-normal","--text-muted","--text-accent","--text-accent-hover","--text-faint","--text-highlight-bg","--text-highlight-bg-active","--text-selection","--interactive-normal","--interactive-hover","--interactive-accent","--interactive-accent-hover","--scrollbar-bg","--scrollbar-thumb-bg","--scrollbar-active-thumb-bg","--tab-container-background","--titlebar-background-focused"],EXCALIDRAW_CONTAINER_CLASS="excalidraw__embeddable__outer";class StylesManager{stylesMap=new Map;styleLight;styleDark;plugin;constructor(e){this.plugin=e,e.app.workspace.onLayoutReady((async()=>{await this.harvestStyles(),getAllWindowDocuments(e.app).forEach((e=>this.copyPropertiesToTheme(e))),e.registerEvent(e.app.workspace.on("css-change",(()=>this.onCSSChange()))),e.registerEvent(e.app.workspace.on("window-open",(e=>this.onWindowOpen(e)))),e.registerEvent(e.app.workspace.on("window-close",(e=>this.onWindowClose(e))))}))}async onCSSChange(){await this.harvestStyles(),getAllWindowDocuments(this.plugin.app).forEach((e=>{this.copyPropertiesToTheme(e)}))}onWindowOpen(e){this.stylesMap.set(e.doc,{light:document.head.querySelector('style[id="excalidraw-embedded-light"]'),dark:document.head.querySelector('style[id="excalidraw-embedded-dark"]')})}onWindowClose(e){this.stylesMap.delete(e.doc)}async harvestStyles(){REM_VALUE=parseInt(window.getComputedStyle(document.body).getPropertyValue("--font-text-size").trim()),isNaN(REM_VALUE)&&(REM_VALUE=16);const e=document.body,t=document.createElement("iframe");t.style.display="none",e.appendChild(t);const n=new Promise((e=>{t.addEventListener("load",(()=>e()))})),r=t.contentWindow.document,i=t.contentWindow;r.open(),r.write(`<head>${document.head.innerHTML}</head>`),r.close(),await n;const a=t.contentWindow.document.body;a.setAttribute("style",e.getAttribute("style")),a.setAttribute("class",e.getAttribute("class"));const o=e=>{a.classList.remove("theme-light"),a.classList.remove("theme-dark"),a.classList.add(e)},s=()=>{const e=i.getComputedStyle(a),t={};for(const n of STYLE_VARIABLES)t[n]=e.getPropertyValue(n);const n=this.plugin.ea.getCM(e.getPropertyValue("--background-primary"));return n.alphaTo(.9),t["--background-primary"]=n.stringHEX(),Object.entries(t).map((([e,t])=>`${e}: ${t} !important;`)).join(" ")};o("theme-light"),this.styleLight=s(),o("theme-dark"),this.styleDark=s(),e.removeChild(t)}copyPropertiesToTheme(e){const t=this.stylesMap.get(e);if(t)t.light.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-light {\n${this.styleLight}\n}`,t.dark.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-dark {\n${this.styleDark}\n}`;else{const t=e.createElement("style");t.type="text/css",t.setAttribute("id","excalidraw-embedded-light"),t.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-light {\n${this.styleLight}\n}`,e.head.appendChild(t);const n=e.createElement("style");n.type="text/css",n.setAttribute("id","excalidraw-embedded-dark"),n.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-dark {\n${this.styleDark}\n}`,e.head.appendChild(n),this.stylesMap.set(e,{light:t,dark:n})}}destroy(){for(const[e,t]of this.stylesMap)e.head.removeChild(t.light),e.head.removeChild(t.dark);this.plugin=null}}const TOOLS_PANEL_WIDTH=()=>14.4*REM_VALUE;class ToolsPanel extends React__namespace.Component{pos1=0;pos2=0;pos3=0;pos4=0;penDownX=0;penDownY=0;previousWidth=0;previousHeight=0;onRightEdge=!1;onBottomEdge=!1;containerRef;view;componentWillUnmount(){this.containerRef.current&&this.props.observer.deref()?.unobserve(this.containerRef.current),this.setState({scriptIconMap:null}),this.containerRef=null,this.view=null}constructor(e){super(e),this.view=e.view.deref();const t=this.view.packages.react;this.containerRef=t.createRef(),this.state={visible:e.visible,top:50,left:200,theme:"dark",excalidrawViewMode:!1,minimized:!1,isDirty:!1,isFullscreen:!1,isPreviewMode:!0,scriptIconMap:{}}}updateScriptIconMap(e){this.setState((()=>({scriptIconMap:e})))}setPreviewMode(e){this.setState((()=>({isPreviewMode:e})))}setFullscreen(e){this.setState((()=>({isFullscreen:e})))}setDirty(e){this.setState((()=>({isDirty:e})))}setExcalidrawViewMode(e){this.setState((()=>({excalidrawViewMode:e})))}toggleVisibility(e){this.setTopCenter(e),this.setState((e=>({visible:!e.visible})))}setTheme(e){this.setState((t=>({theme:e})))}setTopCenter(e){this.setState((()=>({left:(this.containerRef.current.clientWidth-TOOLS_PANEL_WIDTH()-(e?0:TOOLS_PANEL_WIDTH()+4))/2+this.containerRef.current.parentElement.offsetLeft+(e?0:TOOLS_PANEL_WIDTH()+4),top:64+this.containerRef.current.parentElement.offsetTop})))}updatePosition(e=0,t=0){this.setState((()=>{const{offsetTop:n,offsetLeft:r,clientWidth:i,clientHeight:a}=this.containerRef.current.firstElementChild,o=n-e,s=r-t,{clientWidth:l,clientHeight:c,offsetTop:d,offsetLeft:T}=this.containerRef.current.parentElement;return this.previousHeight=c,this.previousWidth=l,this.onBottomEdge=o>=c-a+d,this.onRightEdge=s>=l-i+T,{top:o<d?d:this.onBottomEdge?c-a+d:o,left:s<T?T:this.onRightEdge?l-i+T:s}}))}actionOpenScriptInstallDialog(){new ScriptInstallPrompt(this.view.plugin).open()}actionOpenReleaseNotes(){new ReleaseNotes(this.view.app,this.view.plugin,PLUGIN_VERSION).open()}actionConvertExcalidrawToMD(){this.view.convertExcalidrawToMD()}actionToggleViewMode(){this.state.isPreviewMode?this.view.changeTextMode(TextMode.raw):this.view.changeTextMode(TextMode.parsed)}actionToggleTrayMode(){this.view.toggleTrayMode()}actionToggleFullscreen(){this.state.isFullscreen?this.view.exitFullscreen():this.view.gotoFullscreen()}actionSearch(){search(this.view)}actionOCR(e){this.view.plugin.settings.taskboneEnabled?this.view.plugin.taskbone.getTextForView(this.view,{forceReScan:isWinCTRLorMacCMD(e)}):new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3)}actionOpenLink(e){const t=new MouseEvent("click",{ctrlKey:e.ctrlKey||!(DEVICE.isIOS||DEVICE.isMacOS),metaKey:e.metaKey||DEVICE.isIOS||DEVICE.isMacOS,shiftKey:e.shiftKey,altKey:e.altKey});this.view.handleLinkClick(t,!0)}actionOpenLinkProperties(){const e=new MouseEvent("click",{ctrlKey:!0,metaKey:!0,shiftKey:!1,altKey:!1});this.view.handleLinkClick(e)}actionForceSave(){this.view.forceSave()}actionExportLibrary(){this.view.plugin.exportLibrary()}actionExportImage(){const e=this.view;e.exportDialog||(e.exportDialog=new ExportDialog(e.plugin,e,e.file),e.exportDialog.createForm()),e.exportDialog.open()}actionOpenAsMarkdown(){this.view.openAsMarkdown()}actionLinkToElement(e){isWinALTorMacOPT(e)?openExternalLink("https://youtu.be/yZQoJg2RCKI",this.view.app):this.view.copyLinkToSelectedElementToClipboard(isWinCTRLorMacCMD(e)?"group=":isSHIFT(e)?"area=":"")}actionAddAnyFile(){this.props.centerPointer(),new UniversalInsertFileModal(this.view.plugin,this.view).open()}actionInsertImage(){this.props.centerPointer(),this.view.plugin.insertImageDialog.start(this.view)}actionInsertPDF(){this.props.centerPointer(),new InsertPDFModal(this.view.plugin,this.view).open()}actionInsertMarkdown(){this.props.centerPointer(),this.view.plugin.insertMDDialog.start(this.view)}actionInsertBackOfNote(){this.props.centerPointer(),this.view.insertBackOfTheNoteCard()}actionInsertLaTeX(e){isWinALTorMacOPT(e)?openExternalLink("https://youtu.be/r08wk-58DPk",this.view.app):(this.props.centerPointer(),insertLaTeXToView(this.view))}actionInsertLink(){this.props.centerPointer(),this.view.plugin.insertLinkDialog.start(this.view.file.path,((e,t,n)=>this.view.addText(e,t,n)))}actionImportSVG(e){this.view.plugin.importSVGDialog.start(this.view)}actionCropImage(e){this.view.app.commands.executeCommandById("obsidian-excalidraw-plugin:crop-image")}async actionRunScript(e){const t=this.view,n=t.plugin,r=n.app.vault.getAbstractFileByPath(e);r&&r instanceof obsidian_module.TFile&&n.scriptEngine.executeScript(t,await n.app.vault.read(r),n.scriptEngine.getScriptName(r),r)}async actionPinScript(e,t){const n=this.view,r=n.excalidrawAPI,i=n.plugin;await i.loadSettings();const a=i.settings.pinnedScripts.indexOf(e);a>-1?(i.settings.pinnedScripts.splice(a,1),r?.setToast({message:`Pin removed: ${t}`,duration:3e3,closable:!0})):(i.settings.pinnedScripts.push(e),r?.setToast({message:`Pinned: ${t}`,duration:3e3,closable:!0})),await i.saveSettings(),getExcalidrawViews(i.app).forEach((e=>e.updatePinnedScripts()))}islandOnClick(e){e.preventDefault(),Math.abs(this.penDownX-this.pos3)>5||Math.abs(this.penDownY-this.pos4)>5||this.setState((e=>({minimized:!e.minimized})))}islandOnPointerDown(e){const t=e=>{e.preventDefault(),this.pos1=this.pos3-e.clientX,this.pos2=this.pos4-e.clientY,this.pos3=e.clientX,this.pos4=e.clientY,this.updatePosition(this.pos2,this.pos1)},n=()=>{this.view.ownerDocument?.removeEventListener("pointerup",n),this.view.ownerDocument?.removeEventListener("pointermove",t)};e.preventDefault(),this.penDownX=this.pos3=e.clientX,this.penDownY=this.pos4=e.clientY,this.view.ownerDocument.addEventListener("pointerup",n),this.view.ownerDocument.addEventListener("pointermove",t)}render(){return React__namespace.createElement("div",{ref:this.containerRef,className:clsx("excalidraw",{"theme--dark":"dark"===this.state.theme}),style:{width:"100%",height:"100%",position:"absolute",touchAction:"none"}},React__namespace.createElement("div",{className:"Island",style:{top:`${this.state.top}px`,left:`${this.state.left}px`,width:"14.4rem",display:this.state.visible&&!this.state.excalidrawViewMode?"block":"none",height:"fit-content",maxHeight:"400px",zIndex:5}},React__namespace.createElement("div",{style:{height:"26px",width:"100%",cursor:"move"},onClick:this.islandOnClick.bind(this),onPointerDown:this.islandOnPointerDown.bind(this)},React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 228 26"},React__namespace.createElement("path",{stroke:"var(--icon-fill-color)",strokeWidth:"2",d:"M40,7 h148 M40,13 h148 M40,19 h148"}))),React__namespace.createElement("div",{className:"Island App-menu__left scrollbar",style:{maxHeight:"350px",width:"initial","--padding":"0.125rem",display:this.state.minimized?"none":"block"}},React__namespace.createElement("div",{className:"panelColumn"},React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Utility actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"scriptEngine",title:t$d("INSTALL_SCRIPT_BUTTON"),action:this.actionOpenScriptInstallDialog.bind(this),icon:ICONS.scriptEngine}),React__namespace.createElement(ActionButton,{key:"release-notes",title:t$d("READ_RELEASE_NOTES"),action:this.actionOpenReleaseNotes.bind(this),icon:ICONS.releaseNotes}),null===this.state.isPreviewMode?React__namespace.createElement(ActionButton,{key:"convert",title:t$d("CONVERT_FILE"),action:this.actionConvertExcalidrawToMD.bind(this),icon:ICONS.convertFile}):React__namespace.createElement(ActionButton,{key:"viewmode",title:this.state.isPreviewMode?t$d("PARSED"):t$d("RAW"),action:this.actionToggleViewMode.bind(this),icon:this.state.isPreviewMode?ICONS.rawMode:ICONS.parsedMode}),React__namespace.createElement(ActionButton,{key:"tray-mode",title:t$d("TRAY_MODE"),action:this.actionToggleTrayMode.bind(this),icon:ICONS.trayMode}),React__namespace.createElement(ActionButton,{key:"fullscreen",title:this.state.isFullscreen?t$d("EXIT_FULLSCREEN"):t$d("GOTO_FULLSCREEN"),action:this.actionToggleFullscreen.bind(this),icon:this.state.isFullscreen?ICONS.exitFullScreen:ICONS.gotoFullScreen}),React__namespace.createElement(ActionButton,{key:"search",title:t$d("SEARCH"),action:this.actionSearch.bind(this),icon:ICONS.search}),React__namespace.createElement(ActionButton,{key:"ocr",title:t$d("RUN_OCR"),action:this.actionOCR.bind(this),icon:ICONS.ocr}),React__namespace.createElement(ActionButton,{key:"openLink",title:t$d("OPEN_LINK_CLICK"),action:this.actionOpenLink.bind(this),icon:ICONS.openLink}),React__namespace.createElement(ActionButton,{key:"openLinkProperties",title:t$d("OPEN_LINK_PROPS"),action:this.actionOpenLinkProperties.bind(this),icon:ICONS.openLinkProperties}),React__namespace.createElement(ActionButton,{key:"save",title:t$d("FORCE_SAVE"),action:this.actionForceSave.bind(this),icon:saveIcon(this.state.isDirty)}))),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$d("DOWNLOAD_LIBRARY"),action:this.actionExportLibrary.bind(this),icon:ICONS.exportLibrary}),React__namespace.createElement(ActionButton,{key:"exportIMG",title:t$d("EXPORT_IMAGE"),action:this.actionExportImage.bind(this),icon:ICONS.ExportImage}),React__namespace.createElement(ActionButton,{key:"md",title:t$d("OPEN_AS_MD"),action:this.actionOpenAsMarkdown.bind(this),icon:ICONS.switchToMarkdown}),React__namespace.createElement(ActionButton,{key:"link-to-element",title:t$d("INSERT_LINK_TO_ELEMENT"),action:this.actionLinkToElement.bind(this),icon:ICONS.copyElementLink}))),React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Insert actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"anyfile",title:t$d("UNIVERSAL_ADD_FILE"),action:this.actionAddAnyFile.bind(this),icon:ICONS["add-file"]}),React__namespace.createElement(ActionButton,{key:"image",title:t$d("INSERT_IMAGE"),action:this.actionInsertImage.bind(this),icon:ICONS.insertImage}),React__namespace.createElement(ActionButton,{key:"pdf",title:t$d("INSERT_PDF"),action:this.actionInsertPDF.bind(this),icon:ICONS.insertPDF}),React__namespace.createElement(ActionButton,{key:"insertMD",title:t$d("INSERT_MD"),action:this.actionInsertMarkdown.bind(this),icon:ICONS.insertMD}),React__namespace.createElement(ActionButton,{key:"insertBackOfNote",title:t$d("INSERT_CARD"),action:this.actionInsertBackOfNote.bind(this),icon:ICONS.BackOfNote}),React__namespace.createElement(ActionButton,{key:"latex",title:t$d("INSERT_LATEX"),action:this.actionInsertLaTeX.bind(this),icon:ICONS.insertLaTeX}),React__namespace.createElement(ActionButton,{key:"link",title:t$d("INSERT_LINK"),action:this.actionInsertLink.bind(this),icon:ICONS.insertLink}),React__namespace.createElement(ActionButton,{key:"import-svg",title:t$d("IMPORT_SVG"),action:this.actionImportSVG.bind(this),icon:ICONS.importSVG}),React__namespace.createElement(ActionButton,{key:"crop-image",title:t$d("CROP_IMAGE"),action:this.actionCropImage.bind(this),icon:ICONS.Crop}))),this.renderScriptButtons(!1),this.renderScriptButtons(!0)))))}renderScriptButtons(e){if(0===Object.keys(this.state.scriptIconMap).length)return"";const t=`${this.view.plugin.settings.scriptFolderPath}/Downloaded/`,n=n=>e?n.startsWith(t):!n.startsWith(t);if(0===Object.keys(this.state.scriptIconMap).filter((e=>n(e))).length)return"";const r=new Set;Object.keys(this.state.scriptIconMap).filter((e=>n(e))).forEach((e=>r.add(this.state.scriptIconMap[e].group)));const i=Array.from(r).sort(((e,t)=>e>t?1:-1));return i.push(i.shift()),React__namespace.createElement(React__namespace.Fragment,null,i.map(((t,n)=>React__namespace.createElement("fieldset",{key:`${t}-${n}`},React__namespace.createElement("legend",null,e?t:""===t?"User":"User/"+t),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},Object.entries(this.state.scriptIconMap).filter((([e,n])=>n.group===t)).sort().map((([e,t])=>React__namespace.createElement(ActionButton,{key:e,title:t.name,action:this.actionRunScript.bind(this,e),longpress:this.actionPinScript.bind(this,e,t.name),icon:new WeakRef(t.svgString?stringToSVG(t.svgString):ICONS.cog).deref()}))))))))}}const getElementsAtPointer=(e,t,n)=>t.filter((t=>{if(n&&t.type!==n)return!1;if(t.locked)return!1;const[r,i,a,o]=rotatedDimensions(t);return r<=e.x&&r+a>=e.x&&i<=e.y&&i+o>=e.y})).reverse(),getTextElementAtPointer=(e,t)=>{const n=t.excalidrawAPI;if(!n)return{id:null,text:null};const r=getElementsAtPointer(e,n.getSceneElements(),"text");if(0==r.length)return{id:null,text:null};if(1===r.length)return{id:r[0].id,text:r[0].text};const i=r.filter((e=>{const n=t.textMode===TextMode.parsed?t.excalidrawData.getRawText(e.id):e.text;return!!n&&(!!n.match(REG_LINKINDEX_HYPERLINK)||!!REGEX_LINK.getRes(n).next().value)}));return 0==i.length?{id:r[0].id,text:r[0].text}:{id:i[0].id,text:i[0].text}},getImageElementAtPointer=(e,t)=>{const n=t.excalidrawAPI;if(!n)return;const r=getElementsAtPointer(e,n.getSceneElements(),"image");return 0===r.length?{id:null,fileId:null}:r.length>=1?{id:r[0].id,fileId:r[0].fileId}:void 0},getElementWithLinkAtPointer=(e,t)=>{const n=t.excalidrawAPI;if(!n)return;let r=getElementsAtPointer(e,n.getSceneElements()).filter((e=>e.link));if(0===r.length){const i=getElementsAtPointer(e,n.getSceneElements()).map((e=>getBoundTextElementId(e)));r=t.getViewElements().filter((e=>"text"===e.type&&e.link&&i.includes(e.id)))}return 0===r.length?{id:null,text:null}:r.length>=1?{id:r[0].id,text:r[0].link}:void 0},setDynamicStyle=(e,t,n,r)=>{if("none"===r){t.excalidrawContainer?.removeAttribute("style"),setTimeout((()=>t.updateScene({appState:{dynamicStyle:""},storeAction:"update"})));const e=t.toolsPanelRef?.current?.containerRef?.current;if(e){let t=e.getAttribute("style");t=t.replace(/\-\-color\-primary.*/,""),e.setAttribute("style",t)}return}const i="light"===t?.excalidrawAPI?.getAppState?.()?.theme||"light"===t?.excalidrawData?.scene?.appState?.theme;"transparent"===n&&(n="#ffffff");const a=10,o=()=>i?e.getCM(n):(t=>{const n=e.getCM(t),r=n.lightness;return n.lightnessTo(Math.abs(r-100))})(n),s=o().lightness,l=o().darkerBy(a).isDark(),c="gray"===r,d=t.app.getAccentColor(),T=()=>c?e.getCM(d):e.getCM(d).mix({color:o(),ratio:.2}),u=()=>e.getCM("#000000").lightnessTo(s),Q=()=>c?l?u().lighterBy(10):u().darkerBy(10):l?o().lighterBy(10).mix({color:u(),ratio:.5}):o().darkerBy(10).mix({color:u(),ratio:.5}),p=()=>c?l?u().lighterBy(4):u().darkerBy(4):l?o().lighterBy(4).mix({color:u(),ratio:.5}):o().darkerBy(4).mix({color:u(),ratio:.5}),h=o().mix({color:l?"#f0f0f0":"#101010",ratio:.9}),m=e=>e.stringHEX({alpha:!1}),f={backgroundColor:m(o()),"--color-primary":m(T()),"--color-surface-low":m(Q()),"--color-surface-mid":m(Q()),"--color-surface-lowest":m(p()),"--color-surface-high":m(Q().lighterBy(a)),"--color-on-primary-container":m(l?T().lighterBy(15):T().darkerBy(15)),"--color-surface-primary-container":m(l?T().darkerBy(a):T().lighterBy(a)),"--bold-color":m(l?T().lighterBy(15):T().darkerBy(15)),"--color-primary-darker":m(T().darkerBy(a)),"--color-primary-darkest":m(T().darkerBy(20)),"--button-bg-color":m(Q()),"--button-gray-1":m(Q()),"--button-gray-2":m(p()),"--input-border-color":m(Q()),"--input-bg-color":m(p()),"--input-label-color":m(h),"--island-bg-color":p().alphaTo(.93).stringHEX(),"--popup-secondary-bg-color":p().alphaTo(.93).stringHEX(),"--icon-fill-color":m(h),"--text-primary-color":m(h),"--overlay-bg-color":p().alphaTo(.6).stringHEX(),"--popup-bg-color":m(Q()),"--color-on-surface":m(h),"--default-border-color":m(Q()),"--color-gray-40":m(h),"--color-surface-highlight":m(Q()),"--color-gray-20":m(Q()),"--sidebar-border-color":m(Q()),"--color-primary-light":m(T().lighterBy(a)),"--button-hover-bg":m(Q()),"--sidebar-bg-color":p().alphaTo(.93).stringHEX(),"--sidebar-shadow":m(Q()),"--popup-text-color":m(h),"--code-normal":m(h),"--code-background":m(p()),"--h1-color":m(h),"--h2-color":m(h),"--h3-color":m(h),"--h4-color":m(h),color:m(h),"--excalidraw-caret-color":m(i?h:o()),"--select-highlight-color":m(Q()),"--color-gray-90":m(l?h.darkerBy(5):h.lighterBy(5)),"--color-gray-80":m(l?h.darkerBy(10):h.lighterBy(10)),"--color-gray-70":m(l?h.darkerBy(10):h.lighterBy(10)),"--default-bg-color":m(l?h.darkerBy(20):h.lighterBy(20)),"--color-gray-50":m(h)},g=Object.keys(f).map((e=>`${e}: ${f[e]}`)).join("; "),b=t.toolsPanelRef?.current?.containerRef?.current;if(b){let e=b.getAttribute("style");e=e.replace(/\-\-color\-primary.*/,""),b.setAttribute("style",e+g)}setTimeout((()=>{const i=t.excalidrawAPI;if(!i)return t=null,e=null,n=null,void(r=null);const a={stroke:m(l?p().lighterBy(15):p().darkerBy(15)),fill:m((l?p().lighterBy(30):p().darkerBy(30)).alphaTo(.2)),nameColor:m(l?p().lighterBy(50):p().darkerBy(50))};i.getSceneElements().filter((e=>"frame"===e.type)).forEach((e=>{const t=cloneElement(e);addAppendUpdateCustomData(t,{frameColor:a}),e.customData&&e.customData.frameColor&&e.customData.frameColor.stroke===a.stroke&&e.customData.frameColor.fill===a.fill&&e.customData.frameColor.nameColor===a.nameColor||mutateElement(e,{customData:t.customData})})),t.updateScene({appState:{frameColor:a,dynamicStyle:f},storeAction:"update"}),t=null,e=null,n=null,r=null}))};function getTheme(e,t){return"dark"===e.excalidrawData.embeddableTheme?"theme-dark":"light"===e.excalidrawData.embeddableTheme?"theme-light":"auto"===e.excalidrawData.embeddableTheme?"dark"===t?"theme-dark":"theme-light":isObsidianThemeDark()?"theme-dark":"theme-light"}function renderWebView(e,t,n,r){const i=e.startsWith("data:");return DEVICE.isDesktop&&!i?React__namespace.createElement("webview",{ref:e=>t.updateEmbeddableRef(n,e),className:"excalidraw__embeddable",title:"Excalidraw Embedded Content",allowFullScreen:!0,src:e,style:{overflow:"hidden",borderRadius:"var(--embeddable-radius)"}}):React__namespace.createElement("iframe",{ref:e=>t.updateEmbeddableRef(n,e),className:"excalidraw__embeddable",title:"Excalidraw Embedded Content",allowFullScreen:!0,allow:"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture",src:i?null:e,style:{overflow:"hidden",borderRadius:"var(--embeddable-radius)"},srcDoc:i?atob(e.split(",")[1]):null})}function RenderObsidianView({mdProps:e,element:t,linkText:n,view:r,containerRef:i,activeEmbeddable:a,theme:o,canvasColor:s}){const{subpath:l,file:c}=processLinkText(n,r);if(!c)return null;const d=r.packages.react,T=d.useRef(null),u=d.useRef(!1),Q=d.useRef(!1),p=d.useRef(o),h=d.useRef(t);d.useEffect((()=>{p.current=o}),[o]),d.useEffect((()=>{h.current=t}),[t]);const m=d.useCallback((e=>{Q.current&&e.stopPropagation()}),[Q.current]);function f(e,t,n,a){if(!n)return;if(!T.current?.hasOwnProperty("node"))return;const o=i.current?.firstElementChild;if(n.useObsidianDefaults)return e?.style.removeProperty("--canvas-background"),o?.style.removeProperty("background-color"),e?.style.removeProperty("--canvas-border"),void o?.style.removeProperty("border-color");const s=r.plugin.ea;if(n.backgroundMatchElement){const r=(n?.backgroundOpacity??50)/100,i=t?.backgroundColor?"transparent"===t.backgroundColor.toLowerCase()?"transparent":s.getCM(t.backgroundColor).alphaTo(r).stringHEX():"transparent";"transparent"===i?e?.addClass("transparent"):e?.removeClass("transparent"),e?.style.setProperty("--canvas-background",i),e?.style.setProperty("--background-primary",i),o?.style.setProperty("background-color",i)}else if(!(n?.backgroundMatchElement??1)){const t=(n.backgroundOpacity??100)/100,r=n.backgroundMatchCanvas?"transparent"===a.toLowerCase()?"transparent":s.getCM(a).alphaTo(t).stringHEX():s.getCM(n.backgroundColor).alphaTo((n.backgroundOpacity??100)/100).stringHEX();"transparent"===r?e?.addClass("transparent"):e?.removeClass("transparent"),e?.style.setProperty("--canvas-background",r),e?.style.setProperty("--background-primary",r),o?.style.setProperty("background-color",r)}if(n.borderMatchElement){const r=(n?.borderOpacity??50)/100,i=t?.strokeColor?"transparent"===t.strokeColor.toLowerCase()?"transparent":s.getCM(t.strokeColor).alphaTo(r).stringHEX():"transparent";e?.style.setProperty("--canvas-border",i),e?.style.setProperty("--canvas-color",i)}else if(!(n?.borderMatchElement??1)){const t=s.getCM(n.borderColor).alphaTo((n.borderOpacity??100)/100).stringHEX();e?.style.setProperty("--canvas-border",t),e?.style.setProperty("--canvas-color",t)}}d.useEffect((()=>{if(i?.current)return KEYBOARD_EVENT_TYPES.forEach((e=>i.current.addEventListener(e,m))),i.current.addEventListener("click",g),()=>{i?.current&&(KEYBOARD_EVENT_TYPES.forEach((e=>i.current.removeEventListener(e,m))),EXTENDED_EVENT_TYPES.forEach((e=>i.current.removeEventListener(e,m))),i.current.removeEventListener("click",g))}}),[]),d.useEffect((()=>{if(EXTENDED_EVENT_TYPES.forEach((e=>i.current.removeEventListener(e,m))),i?.current)return Q.current&&EXTENDED_EVENT_TYPES.forEach((e=>i.current.addEventListener(e,m))),()=>{i?.current&&EXTENDED_EVENT_TYPES.forEach((e=>i.current.removeEventListener(e,m)))}}),[Q.current,i.current]),d.useEffect((()=>{if(!i?.current)return;for(;i.current.hasChildNodes();)i.current.removeChild(i.current.lastChild);i.current.parentElement.style.padding="";const n=r.ownerDocument,a=new obsidian_module.WorkspaceSplit(app.workspace,"vertical");a.getRoot=()=>app.workspace[n===document?"rootSplit":"floatingSplit"],a.getContainer=()=>getContainerForDocument(n),a.containerEl.style.width="100%",a.containerEl.style.height="100%",a.containerEl.style.borderRadius="var(--embeddable-radius)",T.current={leaf:r.app.workspace.createLeafInParent(a,0),node:null,editNode:null};const o=()=>{app.workspace.activeLeaf===r.leaf&&DEVICE.isDesktop&&(r.ownerWindow.electronWindow.isAlwaysOnTop()||(r.ownerWindow.electronWindow.setAlwaysOnTop(!0),setTimeout((()=>{r.ownerWindow.electronWindow.setAlwaysOnTop(!1)}),500)))};return l&&r.canvasNodeFactory.isInitialized()?(o(),T.current.node=r.canvasNodeFactory.createFileNote(c,l,i.current,t.id),r.updateEmbeddableLeafRef(t.id,T.current)):(async()=>{await T.current.leaf.openFile(c,{active:!1,state:{mode:"preview"},...l?{eState:{subpath:l}}:{}});const n=T.current.leaf.view?.getViewType();if("canvas"===n&&T.current.leaf.view.canvas?.setReadonly(!0),"markdown"===n&&r.canvasNodeFactory.isInitialized())o(),await T.current.leaf.setViewState({state:{file:null}}),T.current.node=r.canvasNodeFactory.createFileNote(c,l,i.current,t.id),f(i.current,t,e,s);else{const n=a.containerEl.querySelector("div.workspace-leaf");n&&(n.style.borderRadius="var(--embeddable-radius)"),a.containerEl.addClass("mod-visible"),i.current.appendChild(a.containerEl),f(i.current,t,e,s)}patchMobileView(r),r.updateEmbeddableLeafRef(t.id,T.current)})(),()=>{T.current&&(r.canvasNodeFactory.removeNode(T.current.node),T.current.leaf?.detach(),T.current=null)}}),[n,l,i]),d.useEffect((()=>{if(!i.current)return;const t=h.current,n=i.current;n.hasClass("canvas-node")&&f(n,t,e,s)}),[e,h.current,i.current,s]),d.useEffect((()=>{u.current&&(T.current?.node&&(i.current?.addClasses(["is-editing","is-focused"]),r.canvasNodeFactory.stopEditing(T.current.node)),u.current=!1)}),[u.current,T]);const g=d.useCallback((e=>{if(Q.current&&e?.stopPropagation(),Q.current&&!u.current&&T.current?.leaf)if("markdown"===T.current.leaf.view?.getViewType()){const e=r.excalidrawAPI.getSceneElements().filter((e=>e.id===t.id))[0];if(!e||0!==e.angle)return void new obsidian_module.Notice("Sorry, cannot edit rotated markdown documents");const n=T.current.leaf.view.modes;if(!n)return;T.current.leaf.view.setMode(n.source),u.current=!0,patchMobileView(r)}else if(T.current?.node){const e=getTheme(r,p.current);i.current?.addClasses(["is-editing","is-focused"]),r.canvasNodeFactory.startEditing(T.current.node,e)}}),[T.current?.leaf,t.id,r,p.current]);return T.current&&(T.current.editNode=g),d.useEffect((()=>{const e=e=>{"Enter"===e.key&&g(e)};return document.addEventListener("keydown",e),()=>{document.removeEventListener("keydown",e)}}),[g]),d.useEffect((()=>{if(!i?.current||!T?.current)return;const e=Q.current;if(Q.current=a?.element.id===t.id&&"active"===a?.state,e!==Q.current)if("markdown"===T.current.leaf?.view?.getViewType()){const e=T.current.leaf.view.modes;if(!e)return;if(!Q.current)return T.current.leaf.view.setMode(e.preview),void(u.current=!1)}else if(T.current?.node)if(r.plugin.settings.markdownNodeOneClickEditing&&!i.current?.hasClass("is-editing")){const e=getTheme(r,p.current);i.current?.addClasses(["is-editing","is-focused"]),r.canvasNodeFactory.startEditing(T.current.node,e)}else i.current?.removeClasses(["is-editing","is-focused"]),r.canvasNodeFactory.stopEditing(T.current.node)}),[i,T,Q,a?.element,a?.state,t,r,u,r.canvasNodeFactory,p.current]),null}const CustomEmbeddable=({element:e,view:t,appState:n,linkText:r})=>{const i=t.packages.react,a=i.useRef(null),o=getTheme(t,n.theme),s=e.customData?.mdProps||null;return i.createElement("div",{ref:a,style:{width:"100%",height:"100%",borderRadius:"var(--embeddable-radius)",color:"var(--text-normal)"},className:`${o} canvas-node ${s?.filenameVisible&&!s.useObsidianDefaults?"":"excalidraw-mdEmbed-hideFilename"}`},i.createElement(RenderObsidianView,{mdProps:s,element:e,linkText:r,view:t,containerRef:a,activeEmbeddable:n.activeEmbeddable,theme:n.theme,canvasColor:n.viewBackgroundColor}))};class CanvasNodeFactory{view;leaf;canvas;nodes=new Map;initialized=!1;isInitialized=()=>this.initialized;observer;constructor(e){this.view=e}async initialize(){const e=app.internalPlugins.plugins.canvas;e._loaded||await e.load();const t=this.view.ownerDocument,n=new obsidian_module.WorkspaceSplit(app.workspace,"vertical");n.getRoot=()=>app.workspace[t===document?"rootSplit":"floatingSplit"],n.getContainer=()=>getContainerForDocument(t),this.leaf=app.workspace.createLeafInParent(n,0),this.canvas=e.views.canvas(this.leaf).canvas,this.initialized=!0}createFileNote(e,t,n,r){if(!this.initialized)return;t=t??"",this.nodes.has(r)&&(this.canvas.removeNode(this.nodes.get(r)),this.nodes.delete(r));const i=this.canvas.createFileNode({pos:{x:0,y:0},file:e,subpath:t,save:!1});return i.setFilePath(e.path,t),i.render(),i.containerEl.querySelector(".canvas-node-content-blocker")?.remove(),n.appendChild(i.containerEl),this.nodes.set(r,i),i}async startEditing(e,t){if(!this.initialized||!e)return;e.file===this.view.file&&await this.view.setEmbeddableIsEditingSelf(),e.startEditing();const n=isObsidianThemeDark()?"theme-dark":"theme-light";n!==t&&(async()=>{let r=0;for(;!e.child.editor?.containerEl?.parentElement?.parentElement&&r++<100;)await sleep(25);if(!e.child.editor?.containerEl?.parentElement?.parentElement)return;e.child.editor.containerEl.parentElement.parentElement.classList.remove(n),e.child.editor.containerEl.parentElement.parentElement.classList.add(t);const i=e=>{for(const r of e)if("attributes"===r.type&&"class"===r.attributeName){const e=r.target;e.classList.contains(n)&&(e.classList.remove(n),e.classList.add(t))}};this.observer=DEBUGGING?new CustomMutationObserver(i,"CanvasNodeFactory"):new MutationObserver(i),this.observer.observe(e.child.editor.containerEl.parentElement.parentElement,{attributes:!0})})()}stopEditing(e){this.initialized&&e&&e.child.editMode&&(e.file===this.view.file&&this.view.clearEmbeddableIsEditingSelf(),e.child.showPreview())}removeNode(e){this.initialized&&e&&(this.nodes.delete(e.file.path),this.canvas.removeNode(e),e.detach())}purgeNodes(){this.initialized&&(this.nodes.forEach((e=>{this.canvas.removeNode(e),e.detach()})),this.nodes.clear())}destroy(){this.purgeNodes(),this.initialized=!1,this.observer?.disconnect(),this.view=null,this.canvas=null,this.leaf=null}}const REG_YOUTUBE=/^(?:http(?:s)?:\/\/)?(?:www\.)?youtu(?:be\.com|\.be)\/(embed\/|watch\?v=|shorts\/|playlist\?list=|embed\/videoseries\?list=)?([a-zA-Z0-9_-]+)(?:\?t=|.*&t=|\?start=|.*&start=)?([a-zA-Z0-9_-]+)?[^\s]*$/,isYouTube=e=>Boolean(e.match(REG_YOUTUBE)),getYouTubeStartAt=e=>{const t=e.match(REG_YOUTUBE);if(t?.[2]){const e=t[3]?parseInt(t[3]):0,n=Math.floor(e/3600),r=Math.floor((e-3600*n)/60),i=e-3600*n-60*r;return 0===n&&0===r&&0===i?"":0===n&&0===r?`${String(i).padStart(2,"0")}`:0===n?`${String(r).padStart(2,"0")}:${String(i).padStart(2,"0")}`:`${String(n).padStart(2,"0")}:${String(r).padStart(2,"0")}:${String(i).padStart(2,"0")}`}return""},isValidYouTubeStart=e=>!!/^[0-9]+$/.test(e)||!!/^[0-9]+:[0-9]+$/.test(e)||!!/^[0-9]+:[0-9]+:[0-9]+$/.test(e)||void 0,updateYouTubeStartTime=(e,t)=>{const n=e.match(REG_YOUTUBE);if(n?.[2]){const r=""===t?"":`t=${timeStringToSeconds(t)}`;let i=e;return n[3]?(i=e.replace(/([?&])t=[a-zA-Z0-9_-]+/,`$1${r}`),i=i.replace(/([?&])start=[a-zA-Z0-9_-]+/,`$1${r}`)):i+=(e.includes("?")?"&":"?")+r,i}return e},timeStringToSeconds=e=>{const t=e.split(":").map(Number),n=t.length;return 1===n?t[0]:2===n?60*t[0]+t[1]:3===n?3600*t[0]+60*t[1]+t[2]:0};class EmbeddalbeMDFileCustomDataSettingsComponent{contentEl;mdCustomData;update;isMDFile;constructor(e,t,n,r=!0){this.contentEl=e,this.mdCustomData=t,this.update=n,this.isMDFile=r,n||(this.update=()=>{})}render(){let e;new obsidian_module.Setting(this.contentEl).setName(t$d("ES_USE_OBSIDIAN_DEFAULTS")).addToggle((t=>t.setValue(this.mdCustomData.useObsidianDefaults).onChange((t=>{this.mdCustomData.useObsidianDefaults=t,e.style.display=t?"none":"block",this.update()})))),this.contentEl.createEl("hr",{cls:"excalidraw-setting-hr"}),e=this.contentEl.createDiv(),e.style.display=this.mdCustomData.useObsidianDefaults?"none":"block";const t=e;let n,r,i;this.isMDFile&&new obsidian_module.Setting(t).setName(t$d("ES_FILENAME_VISIBLE")).addToggle((e=>e.setValue(this.mdCustomData.filenameVisible).onChange((e=>{this.mdCustomData.filenameVisible=e})))),t.createEl("h4",{text:t$d("ES_BACKGROUND_HEAD")}),new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_MATCH_ELEMENT")).addToggle((e=>{r=e,e.setValue(this.mdCustomData.backgroundMatchElement).onChange((e=>{this.mdCustomData.backgroundMatchElement=e,e?(n.settingEl.style.display="none",this.mdCustomData.backgroundMatchCanvas&&i.setValue(!1)):this.mdCustomData.backgroundMatchCanvas||(n.settingEl.style.display=""),this.update()}))})),new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_MATCH_CANVAS")).addToggle((e=>{i=e,e.setValue(this.mdCustomData.backgroundMatchCanvas).onChange((e=>{this.mdCustomData.backgroundMatchCanvas=e,e?(n.settingEl.style.display="none",this.mdCustomData.backgroundMatchElement&&r.setValue(!1)):this.mdCustomData.backgroundMatchElement||(n.settingEl.style.display=""),this.update()}))})),this.mdCustomData.backgroundMatchElement&&this.mdCustomData.backgroundMatchCanvas&&i.setValue(!1),n=new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_COLOR")).addColorPicker((e=>e.setValue(this.mdCustomData.backgroundColor).onChange((e=>{this.mdCustomData.backgroundColor=e,this.update()})))),n.settingEl.style.display=this.mdCustomData.backgroundMatchElement||this.mdCustomData.backgroundMatchCanvas?"none":"";const a=e=>fragWithHTML(`Current opacity is <b>${e}%</b>`),o=new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_OPACITY")).setDesc(a(this.mdCustomData.backgroundOpacity)).addSlider((e=>e.setLimits(0,100,5).setValue(this.mdCustomData.backgroundOpacity).onChange((e=>{this.mdCustomData.backgroundOpacity=e,o.setDesc(a(e)),this.update()}))));if(this.isMDFile){let e;t.createEl("h4",{text:t$d("ES_BORDER_HEAD")}),new obsidian_module.Setting(t).setName(t$d("ES_BORDER_MATCH_ELEMENT")).addToggle((t=>t.setValue(this.mdCustomData.borderMatchElement).onChange((t=>{this.mdCustomData.borderMatchElement=t,e.settingEl.style.display=t?"none":"",this.update()})))),e=new obsidian_module.Setting(t).setName(t$d("ES_BORDER_COLOR")).addColorPicker((e=>e.setValue(this.mdCustomData.borderColor).onChange((e=>{this.mdCustomData.borderColor=e,this.update()})))),e.settingEl.style.display=this.mdCustomData.borderMatchElement?"none":"";const n=new obsidian_module.Setting(t).setName(t$d("ES_BORDER_OPACITY")).setDesc(a(this.mdCustomData.borderOpacity)).addSlider((e=>e.setLimits(0,100,5).setValue(this.mdCustomData.borderOpacity).onChange((e=>{this.mdCustomData.borderOpacity=e,n.setDesc(a(e)),this.update()}))))}}}class EmbeddableSettings extends obsidian_module.Modal{plugin;view;file;element;ea;updatedFilepath=null;zoomValue;isYouTube;youtubeStart=null;isMDFile;notExcalidrawIsInternal;isLocalURI;mdCustomData;onKeyDown;constructor(e,t,n,r){if(super(e.app),this.plugin=e,this.view=t,this.file=n,this.element=r,this.ea=getEA(this.view),this.ea.copyViewElementsToEAforEditing([this.element]),this.zoomValue=r.scale[0],this.isYouTube=isYouTube(this.element.link),this.notExcalidrawIsInternal=this.file&&!this.view.plugin.isExcalidrawFile(this.file),this.isMDFile=this.file&&"md"===this.file.extension,this.isLocalURI=this.element.link.startsWith("file://"),isYouTube&&(this.youtubeStart=getYouTubeStartAt(this.element.link)),this.mdCustomData=r.customData?.mdProps??t.plugin.settings.embeddableMarkdownDefaults,!r.customData?.mdProps){const e=this.plugin.ea.getCM(r.backgroundColor);this.mdCustomData.backgroundColor=e.stringHEX({alpha:!1}),this.mdCustomData.backgroundOpacity=r.opacity;const t=this.plugin.ea.getCM(r.strokeColor);this.mdCustomData.borderColor=t.stringHEX({alpha:!1}),this.mdCustomData.borderOpacity=r.opacity}}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.createForm()}onClose(){this.containerEl.removeEventListener("keydown",this.onKeyDown),this.plugin=null,this.view=null,this.file=null,this.element=null,this.ea.destroy(),this.ea=null,this.mdCustomData=null}async createForm(){this.contentEl.createEl("h1",{text:t$d("ES_TITLE")}),this.file&&new obsidian_module.Setting(this.contentEl).setName(t$d("ES_RENAME")).addText((e=>e.setValue(getPathWithoutExtension(this.file)).onChange((async e=>{this.updatedFilepath=e}))));const e=()=>fragWithHTML(`${t$d("ES_ZOOM_100_RELATIVE_DESC")}<br>Current zoom is <b>${Math.round(100*this.zoomValue)}%</b>`),t=new obsidian_module.Setting(this.contentEl).setName(t$d("ES_ZOOM")).setDesc(e()).addButton((n=>n.setButtonText(t$d("ES_ZOOM_100")).onClick((()=>{const n=this.view.excalidrawAPI;this.zoomValue=1/n.getAppState().zoom.value,t.setDesc(e())})))).addSlider((n=>n.setLimits(10,400,5).setValue(100*this.zoomValue).onChange((n=>{this.zoomValue=n/100,t.setDesc(e())}))));this.isYouTube&&new obsidian_module.Setting(this.contentEl).setName(t$d("ES_YOUTUBE_START")).setDesc(t$d("ES_YOUTUBE_START_DESC")).addText((e=>e.setValue(this.youtubeStart).onChange((async e=>{this.youtubeStart=e})))),(this.isMDFile||this.notExcalidrawIsInternal)&&(this.contentEl.createEl("h3",{text:t$d("ES_EMBEDDABLE_SETTINGS")}),new EmbeddalbeMDFileCustomDataSettingsComponent(this.contentEl,this.mdCustomData,void 0,this.isMDFile).render()),new obsidian_module.Setting(this.contentEl).addButton((e=>e.setButtonText(t$d("PROMPT_BUTTON_CANCEL")).setTooltip("ESC").onClick(this.close.bind(this)))).addButton((e=>e.setButtonText(t$d("PROMPT_BUTTON_OK")).setTooltip("CTRL/Opt+Enter").setCta().onClick(this.applySettings.bind(this))));const n=e=>{isWinCTRLorMacCMD(e)&&"Enter"===e.key&&this.applySettings()};this.onKeyDown=n,this.containerEl.ownerDocument.addEventListener("keydown",n)}async applySettings(){let e=!1;const t=this.ea.getElement(this.element.id);if(this.updatedFilepath){const n=`${this.updatedFilepath}.${this.file.extension}`;if(n!==this.file.path){const r=splitFolderAndFilename(n),i=getNewUniqueFilepath(this.app.vault,r.filename,r.folderpath);if(this.app.vault.getAbstractFileByPath(i))new obsidian_module.Notice("File rename failed. A file with this name already exists.\n"+i,1e4);else try{await this.app.fileManager.renameFile(this.file,i),t.link=this.element.link.replace(/(\[\[)([^#\]]*)([^\]]*]])/,`$1${this.plugin.app.metadataCache.fileToLinktext(this.file,this.view.file.path,!0)}$3`),e=!0}catch(e){new obsidian_module.Notice("File rename failed. "+e,1e4)}}}var n;this.isYouTube&&this.youtubeStart!==getYouTubeStartAt(this.element.link)&&(e=!0,""===this.youtubeStart||(n=this.youtubeStart,/^[0-9]+$/.test(n)||/^[0-9]+:[0-9]+$/.test(n)||/^[0-9]+:[0-9]+:[0-9]+$/.test(n))?t.link=updateYouTubeStartTime(t.link,this.youtubeStart):new obsidian_module.Notice(t$d("ES_YOUTUBE_START_INVALID"))),!this.isMDFile||this.mdCustomData.backgroundColor===this.element.customData?.backgroundColor&&this.mdCustomData.borderColor===this.element.customData?.borderColor&&this.mdCustomData.backgroundOpacity===this.element.customData?.backgroundOpacity&&this.mdCustomData.borderOpacity===this.element.customData?.borderOpacity&&this.mdCustomData.filenameVisible===this.element.customData?.filenameVisible||(addAppendUpdateCustomData(t,{mdProps:this.mdCustomData}),e=!0),this.zoomValue!==this.element.scale[0]&&(e=!0,t.scale=[this.zoomValue,this.zoomValue]),e?(async()=>{await this.ea.addElementsToView(),this.ea.viewUpdateScene({appState:{},storeAction:"update"}),this.close()})():this.close()}}class EmbeddableMenu{view;containerRef;menuFadeTimeout=0;menuElementId=null;constructor(e,t){this.view=e,this.containerRef=t}destroy(){this.menuFadeTimeout&&(clearTimeout(this.menuFadeTimeout),this.menuFadeTimeout=null),this.view=null,this.containerRef=null,this.updateElement=null,this.handleMouseEnter=null,this.handleMouseLeave=null,this.renderButtons=null}updateElement=(e,t,n)=>{if(!t)return;const r=this.view,i=r.app;if(t=r.excalidrawAPI.getSceneElements().find((e=>e.id===t.id)),!t)return;const a=`[[${i.metadataCache.fileToLinktext(n,r.file.path,"md"===n.extension)}${e}]]`,o=getEA(r);o.copyViewElementsToEAforEditing([t]),o.getElement(t.id).link=a,r.excalidrawData.elementLinks.set(t.id,a),o.addElementsToView(!1,!0,!0).then((()=>o.destroy()))};handleMouseEnter(){clearTimeout(this.menuFadeTimeout),this.containerRef.current?.style.setProperty("opacity","1")}handleMouseLeave(){this.menuFadeTimeout=window.setTimeout((()=>{this.containerRef.current?.style.setProperty("opacity","0.2")}),5e3)}async actionMarkdownSelection(e,t,n,r){this.view.updateScene({appState:{activeEmbeddable:null},storeAction:"update"});const i=(await app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!t||!MD_EX_SECTIONS.includes(e.display)));let a,o;t?(a=i.map((e=>`#${cleanSectionHeading(e.display)}`)),o=i.map((e=>e.display))):(a=[""].concat(i.map((e=>`#${cleanSectionHeading(e.display)}`))),o=[t$d("SHOW_ENTIRE_FILE")].concat(i.map((e=>e.display))));const s=await ScriptEngine.suggester(app,o,a,"Select section from document");(s||""===s)&&s!==n&&this.updateElement(s,r,e)}async actionMarkdownBlock(e,t,n){if(!e)return;this.view.updateScene({appState:{activeEmbeddable:null},storeAction:"update"});const r=(await app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e)).blocks.filter((e=>e.display&&e.node&&("paragraph"===e.node.type||"blockquote"===e.node.type||"listItem"===e.node.type||"table"===e.node.type||"callout"===e.node.type))),i=["entire-file"].concat(r),a=[t$d("SHOW_ENTIRE_FILE")].concat(r.map((e=>`${e.node?.id?`#^${e.node.id}: `:""}${e.display.trim()}`))),o=await ScriptEngine.suggester(app,a,i,"Select section from document");if(!o)return;if("entire-file"===o){if(""===t)return;return void this.updateElement("",n,e)}let s=o.node.id;if(!s||`#^${s}`!==t){if(!s){const t=o.node?.position?.end?.offset;if(!t)return;s=nanoid();const n=await app.vault.cachedRead(e);if(!n)return;await app.vault.modify(e,n.slice(0,t)+` ^${s}`+n.slice(t)),await sleep(200)}this.updateElement(`#^${s}`,n,e)}}actionZoomToElement(e,t){e&&this.view.excalidrawAPI.zoomToFit([e],t??this.view.plugin.settings.zoomToFitMaxLevel,.1)}actionProperties(e,t){e&&new EmbeddableSettings(this.view.plugin,this.view,t,e).open()}actionCrop(e){e&&this.view.app.commands.executeCommandById("obsidian-excalidraw-plugin:crop-image")}actionReload(e,t){e.src=t}actionOpen(e,t){openExternalLink(e.src.startsWith("https://www.youtube.com")||e.src.startsWith("https://player.vimeo.com")?t.link:e.src,this.view.app)}actionCopyCode(e,t){e&&navigator.clipboard.writeText(atob(t.split(",")[1]))}renderButtons(e){const t=this.view;t.app;const n=t?.excalidrawAPI;if(!n)return null;if(!t.file)return null;const r=e.viewModeEnabled&&!t.allowFrameButtonsInViewMode;if(!e.activeEmbeddable||"active"!==e.activeEmbeddable.state||r)return this.menuElementId=null,this.menuFadeTimeout&&(clearTimeout(this.menuFadeTimeout),this.menuFadeTimeout=0),null;const i=e.activeEmbeddable?.element;this.menuElementId!==i.id&&(this.menuElementId=i.id,this.handleMouseLeave());let a=i.link;if(!a)return null;const o=useDefaultExcalidrawFrame(i);let s=Boolean(i.link?.match(REG_LINKINDEX_HYPERLINK));if(!o&&!s){if(a.startsWith("data:text/html"))s=!0;else{const e=REGEX_LINK.getRes(i.link).next();if(!e||!e.value&&e.done)return null;a=REGEX_LINK.getLink(e),s=Boolean(a.match(REG_LINKINDEX_HYPERLINK))}if(!s){const{subpath:n,file:r}=processLinkText(a,t);if(!r)return;const o="md"===r.extension,s=t.plugin.isExcalidrawFile(r),l="pdf"===r.extension,{x:c,y:d}=sceneCoordsToViewportCoords({sceneX:i.x,sceneY:i.y},e),T=d-2.5*ROOTELEMENTSIZE-e.offsetTop+"px",u=c-e.offsetLeft+"px";return React__namespace.createElement("div",{ref:this.containerRef,className:"embeddable-menu",style:{top:T,left:u,opacity:1},onMouseEnter:()=>this.handleMouseEnter(),onPointerDown:()=>this.handleMouseEnter(),onMouseLeave:()=>this.handleMouseLeave()},React__namespace.createElement("div",{className:"Island",style:{position:"relative",display:"block"}},o&&React__namespace.createElement(ActionButton,{key:"MarkdownSection",title:t$d("NARROW_TO_HEADING"),action:async()=>this.actionMarkdownSelection(r,s,n,i),icon:ICONS.ZoomToSection}),o&&!s&&React__namespace.createElement(ActionButton,{key:"MarkdownBlock",title:t$d("NARROW_TO_BLOCK"),action:async()=>this.actionMarkdownBlock(r,n,i),icon:ICONS.ZoomToBlock}),React__namespace.createElement(ActionButton,{key:"ZoomToElement",title:t$d("ZOOM_TO_FIT"),action:()=>this.actionZoomToElement(i,30),icon:ICONS.ZoomToSelectedElement}),React__namespace.createElement(ActionButton,{key:"Properties",title:t$d("PROPERTIES"),action:()=>this.actionProperties(i,r),icon:ICONS.Properties}),l&&React__namespace.createElement(ActionButton,{key:"Crop",title:t$d("CROP_PAGE"),action:()=>this.actionCrop(i),icon:ICONS.Crop})))}}if(s||o){const r=o?n.getHTMLIFrameElement(i.id):t.getEmbeddableElementById(i.id);if(!r||!r.contentWindow)return null;const{x:s,y:l}=sceneCoordsToViewportCoords({sceneX:i.x,sceneY:i.y},e),c=l-2.5*ROOTELEMENTSIZE-e.offsetTop+"px",d=s-e.offsetLeft+"px";return React__namespace.createElement("div",{ref:this.containerRef,className:"embeddable-menu",style:{top:c,left:d,opacity:1},onMouseEnter:()=>this.handleMouseEnter(),onPointerDown:()=>this.handleMouseEnter(),onMouseLeave:()=>this.handleMouseLeave()},React__namespace.createElement("div",{className:"Island",style:{position:"relative",display:"block"}},r.src!==a&&!r.src.startsWith("https://www.youtube.com")&&!r.src.startsWith("https://player.vimeo.com")&&React__namespace.createElement(ActionButton,{key:"Reload",title:t$d("RELOAD"),action:()=>this.actionReload(r,a),icon:ICONS.Reload}),React__namespace.createElement(ActionButton,{key:"Open",title:t$d("OPEN_IN_BROWSER"),action:()=>this.actionOpen(r,i),icon:ICONS.Globe}),React__namespace.createElement(ActionButton,{key:"ZoomToElement",title:t$d("ZOOM_TO_FIT"),action:()=>this.actionZoomToElement(i),icon:ICONS.ZoomToSelectedElement}),React__namespace.createElement(ActionButton,{key:"Properties",title:t$d("PROPERTIES"),action:()=>this.actionProperties(i,null),icon:ICONS.Properties}),a?.startsWith("data:text/html")&&React__namespace.createElement(ActionButton,{key:"CopyCode",title:t$d("COPYCODE"),action:()=>this.actionCopyCode(i,a),icon:ICONS.Copy})))}}}class SelectCard extends obsidian_module.FuzzySuggestModal{app;view;sections;constructor(e,t,n){super(e),this.app=e,this.view=t,this.sections=n,this.limit=20,this.setInstructions([{command:t$d("TYPE_SECTION"),purpose:""}]),this.inputEl.onkeyup=e=>{if("Enter"==e.key&&this.containerEl.innerText.includes(t$d("EMPTY_SECTION_MESSAGE"))){const e=this.inputEl.value;if(""===e||MD_EX_SECTIONS.includes(e))return new obsidian_module.Notice(t$d("INVALID_SECTION_NAME")),void this.close();addBackOfTheNoteCard(this.view,e),this.close()}}}getItems(){return this.sections}getItemText(e){return e}onChooseItem(e){const t=getEA(this.view),n=t.addEmbeddable(0,0,400,500,`[[${this.view.file.path}#${e}]]`);(async()=>{await t.addElementsToView(!0,!1,!0),t.selectElementsInView([n]),t.destroy()})()}start(){this.emptyStateText=t$d("EMPTY_SECTION_MESSAGE"),this.setPlaceholder(t$d("SELECT_SECTION_OR_TYPE_NEW")),this.open()}}const SYSTEM_PROMPT='You are a skilled front-end developer who builds interactive prototypes from wireframes, and is an expert at CSS Grid and Flex design.\nYour role is to transform low-fidelity wireframes into working front-end HTML code.\nYOU MUST FOLLOW FOLLOWING RULES:\n- Use HTML, CSS, JavaScript to build a responsive, accessible, polished prototype\n- Leverage Tailwind for styling and layout (import as script <script src="https://cdn.tailwindcss.com"><\/script>)\n- Inline JavaScript when needed\n- Fetch dependencies from CDNs when needed (using unpkg or skypack)\n- Source images from Unsplash or create applicable placeholders\n- Interpret annotations as intended vs literal UI\n- Fill gaps using your expertise in UX and business logic\n- generate primarily for desktop UI, but make it responsive.\n- Use grid and flexbox wherever applicable.\n- Convert the wireframe in its entirety, don\'t omit elements if possible.\nIf the wireframes, diagrams, or text is unclear or unreadable, refer to provided text for clarification.\nYour goal is a production-ready prototype that brings the wireframes to life.\nPlease output JUST THE HTML file containing your best attempt at implementing the provided wireframes.';async function diagramToHTML({image:e,apiKey:t,text:n,theme:r=THEME.LIGHT}){const i={model:"gpt-4-vision-preview",max_tokens:4096,temperature:.1,messages:[{role:"system",content:SYSTEM_PROMPT},{role:"user",content:[{type:"image_url",image_url:{url:e,detail:"high"}},{type:"text",text:`Above is the reference wireframe. Please make a new website based on these and return just the HTML file. Also, please make it for the ${r} theme. What follows are the wireframe's text annotations (if any)...`},{type:"text",text:n}]}]};return await fetch("https://api.openai.com/v1/chat/completions",{method:"POST",headers:{"Content-Type":"application/json",Authorization:`Bearer ${t}`},body:JSON.stringify(i)})}const EMBEDDABLE_SEMAPHORE_TIMEOUT=2e3,PREVENT_RELOAD_TIMEOUT=2e3,RE_TAIL=/^## Drawing\n.*```\n%%$(.*)/ms;var TextMode;!function(e){e.parsed="parsed",e.raw="raw"}(TextMode||(TextMode={}));const HIDE="excalidraw-hidden",SHOW="excalidraw-visible",addFiles=async(e,t,n)=>{if(!e||0===e.length||!t)return;const r=t.excalidrawAPI;if(!r)return;if(e=e.filter((e=>e&&e.size&&e.size.height>0&&e.size.width>0)),0===e.length)return;const i=scaleLoadedImage(t.getScene(),e);void 0===n&&(n=i.scene.appState.theme),i.dirty&&t.updateScene({elements:i.scene.elements,appState:i.scene.appState,storeAction:"update"});for(const r of e)if(t.excalidrawData.hasFile(r.id)&&t.excalidrawData.getFile(r.id).setImage(r.dataURL,r.mimeType,r.size,n,r.hasSVGwithBitmap),t.excalidrawData.hasEquation(r.id)){const e=t.excalidrawData.getEquation(r.id).latex;t.excalidrawData.setEquation(r.id,{latex:e,isLoaded:!0})}r.addFiles(e)},warningUnknowSeriousError=()=>{new obsidian_module.Notice(t$d("WARNING_SERIOUS_ERROR"),6e4)};let windowMigratedDisableZoomOnce=!1;class ExcalidrawView extends obsidian_module.TextFileView{hoverPopover;freedrawLastActiveTimestamp=0;exportDialog;excalidrawData;excalidrawRoot;excalidrawAPI=null;excalidrawWrapperRef=null;toolsPanelRef=null;embeddableMenuRef=null;parentMoveObserver;linksAlwaysOpenInANewPane=!1;allowFrameButtonsInViewMode=!1;_hookServer;lastSaveTimestamp=0;lastLoadedFile=null;modifierKeyDown={shiftKey:!1,metaKey:!1,ctrlKey:!1,altKey:!1};currentPosition={x:0,y:0};draginfoDiv;canvasNodeFactory;embeddableRefs=new Map;embeddableLeafRefs=new Map;semaphores={warnAboutLinearElementLinkClick:!0,embeddableIsEditingSelf:!1,popoutUnload:!1,viewunload:!1,scriptsReady:!1,justLoaded:!1,preventAutozoom:!1,autosaving:!1,dirty:null,preventReload:!1,isEditingText:!1,saving:!1,forceSaving:!1,hoverSleep:!1,wheelTimeout:null};_plugin;autosaveTimer=null;textMode=TextMode.raw;actionButtons={};compatibilityMode=!1;obsidianMenu;embeddableMenu;destroyers=[];isEditingTextResetTimer=null;preventReloadResetTimer=null;editingSelfResetTimer=null;colorChangeTimer=null;previousSceneVersion=0;previousBackgroundColor="";previousTheme="";selectedTextElement=null;selectedImageElement=null;selectedElementWithLink=null;blockOnMouseButtonDown=!1;doubleClickTimestamp=Date.now();hoverPoint={x:0,y:0};hoverPreviewTarget=null;viewModeEnabled=!1;lastMouseEvent=null;editingTextElementId=null;id=this.leaf.id;packages={react:null,reactDOM:null,excalidrawLib:null};constructor(e,t){super(e),this._plugin=t,this.excalidrawData=new ExcalidrawData(t),this.canvasNodeFactory=new CanvasNodeFactory(this),this.setHookServer()}get hookServer(){return this._hookServer}get plugin(){return this._plugin}get excalidrawContainer(){return this.excalidrawWrapperRef?.current?.firstElementChild}get ownerDocument(){return DEVICE.isMobile?document:this.containerEl.ownerDocument}get ownerWindow(){return this.ownerDocument.defaultView}setHookServer(e){this._hookServer=e||this._plugin.ea}getHookServer(){return this.hookServer??this.plugin.ea}preventAutozoom(){this.semaphores.preventAutozoom=!0,window.setTimeout((()=>{this.semaphores&&(this.semaphores.preventAutozoom=!1)}),1500)}saveExcalidraw(e){if(!e){if(!this.excalidrawAPI)return;e=this.getScene()}const t=`${this.file.path.substring(0,this.file.path.lastIndexOf(".md"))}.excalidraw`,n=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(t));n&&n instanceof obsidian_module.TFile?this.app.vault.modify(n,JSON.stringify(e,null,"\t")):this.app.vault.create(t,JSON.stringify(e,null,"\t"))}async exportExcalidraw(e){this.excalidrawAPI&&this.file&&(DEVICE.isMobile?new Prompt(this.app,t$d("EXPORT_FILENAME_PROMPT"),this.file.basename,t$d("EXPORT_FILENAME_PROMPT_PLACEHOLDER")).openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidraw`;const t=splitFolderAndFilename(this.file.path).folderpath;await checkAndCreateFolder(t);const n=getNewUniqueFilepath(this.app.vault,e,t);this.app.vault.create(n,JSON.stringify(this.getScene(),null,"\t")),new obsidian_module.Notice(`Exported to ${n}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.getScene(e),null,"\t")),`${this.file.basename}.excalidraw`))}async svg(e,t,n,r=!1){const i=this.exportDialog,a={withBackground:i?!i.transparent:getWithBackground(this.plugin,this.file),withTheme:!0,isMask:isMaskFile(this.plugin,this.file),skipInliningFonts:!r};return void 0===n&&(n=shouldEmbedScene(this.plugin,this.file)),await getSVG({...e,appState:{...e.appState,theme:t??(i?i.theme:getExportTheme(this.plugin,this.file,e.appState.theme)),exportEmbedScene:void 0===n?!!i&&i.embedScene:n}},a,i?i.padding:getExportPadding(this.plugin,this.file),this.file)}async saveSVG(e,t){if(!e){if(!this.excalidrawAPI)return!1;e=this.getScene()}const n=async(n,r)=>{const i=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(n)),a=await this.svg(e,r,t,!0);if(!a)return;const o=a.outerHTML;i&&i instanceof obsidian_module.TFile?await this.app.vault.modify(i,o):await this.app.vault.create(n,o)};this.plugin.settings.autoExportLightAndDark?(await n(getIMGFilename(this.file.path,"dark.svg"),"dark"),await n(getIMGFilename(this.file.path,"light.svg"),"light")):await n(getIMGFilename(this.file.path,"svg"))}async exportSVG(e,t){if(!this.excalidrawAPI||!this.file)return;const n=await this.svg(this.getScene(t),void 0,e,!0);n&&download(null,svgToBase64(n.outerHTML),`${this.file.basename}.svg`)}async png(e,t,n){const r=this.exportDialog,i={withBackground:r?!r.transparent:getWithBackground(this.plugin,this.file),withTheme:!0,isMask:isMaskFile(this.plugin,this.file)};return void 0===n&&(n=shouldEmbedScene(this.plugin,this.file)),await getPNG({...e,appState:{...e.appState,theme:t??(r?r.theme:getExportTheme(this.plugin,this.file,e.appState.theme)),exportEmbedScene:void 0===n?!!r&&r.embedScene:n}},i,r?r.padding:getExportPadding(this.plugin,this.file),r?r.scale:getPNGScale(this.plugin,this.file))}async savePNG(e,t){if(!e){if(!this.excalidrawAPI)return!1;e=this.getScene()}const n=async(n,r)=>{const i=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(n)),a=await this.png(e,r,t);a&&(i&&i instanceof obsidian_module.TFile?await this.app.vault.modifyBinary(i,await a.arrayBuffer()):await this.app.vault.createBinary(n,await a.arrayBuffer()))};this.plugin.settings.autoExportLightAndDark?(await n(getIMGFilename(this.file.path,"dark.png"),"dark"),await n(getIMGFilename(this.file.path,"light.png"),"light")):await n(getIMGFilename(this.file.path,"png"))}async exportPNGToClipboard(e,t){if(!this.excalidrawAPI||!this.file)return;const n=await this.png(this.getScene(t),void 0,e);n&&await navigator.clipboard.write([new window.ClipboardItem({"image/png":n})])}async exportPNG(e,t){if(!this.excalidrawAPI||!this.file)return;const n=await this.png(this.getScene(t),void 0,e);if(!n)return;const r=new FileReader;r.readAsDataURL(n),r.onloadend=()=>{const e=r.result;download(null,e,`${this.file.basename}.png`)}}setPreventReload(){this.semaphores.preventReload=!0,this.preventReloadResetTimer=window.setTimeout((()=>this.semaphores.preventReload=!1),2e3)}clearPreventReloadTimer(){this.preventReloadResetTimer&&(window.clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null)}async setEmbeddableIsEditingSelf(){this.clearEmbeddableIsEditingSelfTimer(),await this.forceSave(!0),this.semaphores.embeddableIsEditingSelf=!0}clearEmbeddableIsEditingSelfTimer(){this.editingSelfResetTimer&&(window.clearTimeout(this.editingSelfResetTimer),this.editingSelfResetTimer=null)}clearEmbeddableIsEditingSelf(){this.clearEmbeddableIsEditingSelfTimer(),this.editingSelfResetTimer=window.setTimeout((()=>this.semaphores.embeddableIsEditingSelf=!1),2e3)}async save(e=!0,t=!1,n=!1){if(!this.isLoaded)return;if(!n&&this.semaphores.embeddableIsEditingSelf)return;if(this.semaphores.saving)return;this.semaphores.saving=!0;let r=!1;if(!(this.excalidrawAPI&&this.isLoaded&&this.file&&this.app.vault.getAbstractFileByPath(this.file.path)))return void(this.semaphores.saving=!1);const i=this.isDirty()||t;try{if(i){const n=this.getScene();if(this.compatibilityMode?await this.excalidrawData.syncElements(n):await this.excalidrawData.syncElements(n,this.excalidrawAPI.getAppState().selectedElementIds)&&!this.semaphores.popoutUnload&&await this.loadDrawing(!1,this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted))),this.clearDirty(),this.clearPreventReloadTimer(),this.semaphores.preventReload=e,await this.prepareGetViewData(),this.semaphores?.viewunload){await this.prepareGetViewData();const e=this.getViewData(),t=this.plugin,n=this.file;return window.setTimeout((async()=>{await t.app.vault.modify(n,e),await imageCache.addBAKToCache(n.path,e)}),200),void(this.semaphores.saving=!1)}await super.save();const i=this.file.path,a=this.lastSavedData;window.setTimeout((()=>imageCache.addBAKToCache(i,a)),50),r=this.lastSaveTimestamp===this.file.stat.mtime&&!e&&t,this.lastSaveTimestamp=this.file.stat.mtime,e&&this.setPreventReload()}if(!r&&!this.semaphores.autosaving&&(!this.semaphores.viewunload||this.semaphores.popoutUnload)){const e=this.excalidrawData.autoexportPreference;(e===AutoexportPreference.inherit&&this.plugin.settings.autoexportSVG||e===AutoexportPreference.both||e===AutoexportPreference.svg)&&this.saveSVG(),(e===AutoexportPreference.inherit&&this.plugin.settings.autoexportPNG||e===AutoexportPreference.both||e===AutoexportPreference.png)&&this.savePNG(),!this.compatibilityMode&&this.plugin.settings.autoexportExcalidraw&&this.saveExcalidraw()}}catch(e){errorlog({where:"ExcalidrawView.save",fn:this.save,error:e}),warningUnknowSeriousError()}this.semaphores.saving=!1,r&&this.reload(!0,this.file),this.resetAutosaveTimer()}viewSaveData="";async prepareGetViewData(){if(!this.excalidrawAPI||!this.excalidrawData.loaded)return void(this.viewSaveData=this.data);const e=this.getScene();if(e){if(!this.compatibilityMode){const e=this.exportDialog?.dirty&&this.exportDialog?.saveSettings?[[FRONTMATTER_KEYS["export-padding"].name,this.exportDialog.padding.toString()],[FRONTMATTER_KEYS["export-pngscale"].name,this.exportDialog.scale.toString()],[FRONTMATTER_KEYS["export-dark"].name,"dark"===this.exportDialog.theme?"true":"false"],[FRONTMATTER_KEYS["export-transparent"].name,this.exportDialog.transparent?"true":"false"],[FRONTMATTER_KEYS.plugin.name,this.textMode===TextMode.raw?"raw":"parsed"],[FRONTMATTER_KEYS["export-embed-scene"].name,this.exportDialog.embedScene?"true":"false"]]:[[FRONTMATTER_KEYS.plugin.name,this.textMode===TextMode.raw?"raw":"parsed"]];this.exportDialog?.dirty&&(this.exportDialog.dirty=!1);const t=getExcalidrawMarkdownHeaderSection(this.data,e),n=this.plugin.settings.zoteroCompatibility?RE_TAIL.exec(this.data)?.[1]??"":"";this.excalidrawData.disableCompression||(this.excalidrawData.disableCompression=this.plugin.settings.decompressForMDView&&this.isEditedAsMarkdownInOtherView());const r=IS_WORKER_SUPPORTED?t+await this.excalidrawData.generateMDAsync(this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted)))+n:t+this.excalidrawData.generateMDSync(this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted)))+n;return this.excalidrawData.disableCompression=!1,void(this.viewSaveData=r)}this.compatibilityMode?this.viewSaveData=JSON.stringify(e,null,"\t"):this.viewSaveData=this.data}else this.viewSaveData=this.data}getViewData(){return this.viewSaveData??this.data}hiddenMobileLeaves=[];restoreMobileLeaves(){this.hiddenMobileLeaves.length>0&&(this.hiddenMobileLeaves.forEach((e=>{e[0].containerEl.style.display=e[1]})),this.hiddenMobileLeaves=[])}async openLaTeXEditor(e){await this.excalidrawData.syncElements(this.getScene())&&await this.forceSave(!0);const t=this.getViewElements().find((t=>t.id===e&&"image"===t.type));if(!t)return;const n=t.fileId;let r=this.excalidrawData.getEquation(n)?.latex;(r||(await this.save(!1),r=this.excalidrawData.getEquation(n)?.latex,r))&&GenericInputPrompt.Prompt(this,this.plugin,this.app,t$d("ENTER_LATEX"),void 0,r,void 0,3).then((async e=>{e&&e!==r&&(this.excalidrawData.setEquation(n,{latex:e,isLoaded:!1}),await this.save(!1),await updateEquation(e,n,this,addFiles),this.setDirty(1))}))}async openEmbeddedLinkEditor(e){const t=this.getViewElements().find((t=>t.id===e&&"image"===t.type));if(!t)return;const n=t.fileId,r=this.excalidrawData.getFile(n);if(r)if(r.isHyperLink||r.isLocalLink||!r.file);else{const e=async e=>{if(e&&r.linkParts.original!==e&&(r.resetImage(this.file.path,e),this.excalidrawData.setFile(n,r),this.setDirty(2),await this.save(!1),await sleep(100),!this.plugin.isExcalidrawFile(r.file)&&!e.endsWith("|100%"))){const e=getEA(this);let n=this.getViewElements().find((e=>e.id===t.id));if(!n)return void e.destroy();n&&await e.resetImageAspectRatio(n)&&await e.addElementsToView(!1),e.destroy()}};GenericInputPrompt.Prompt(this,this.plugin,this.app,t$d("MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT_TITLE"),void 0,r.linkParts.original,[{caption:"✅",action:e=>{e.replaceAll("\n","").trim()}}],3,!1,(e=>e.createEl("p",{text:fragWithHTML(t$d("MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT"))})),!1).then(e.bind(this),(()=>{}))}}toggleDisableBinding(){const e=!this.excalidrawAPI.getAppState().invertBindingBehaviour;this.updateScene({appState:{invertBindingBehaviour:e},storeAction:"update"}),new obsidian_module.Notice(t$d(e?"ARROW_BINDING_INVERSE_MODE":"ARROW_BINDING_NORMAL_MODE"))}toggleFrameRendering(){const e=this.excalidrawAPI.getAppState().frameRendering;this.updateScene({appState:{frameRendering:{...e,enabled:!e.enabled}},storeAction:"update"}),new obsidian_module.Notice(e.enabled?t$d("FRAME_CLIPPING_ENABLED"):t$d("FRAME_CLIPPING_DISABLED"))}toggleFrameClipping(){const e=this.excalidrawAPI.getAppState().frameRendering;this.updateScene({appState:{frameRendering:{...e,clip:!e.clip}},storeAction:"update"}),new obsidian_module.Notice(e.clip?"Frame Clipping: Enabled":"Frame Clipping: Disabled")}gotoFullscreen(){this.plugin.leafChangeTimeout&&(window.clearTimeout(this.plugin.leafChangeTimeout),this.plugin.leafChangeTimeout=null),this.excalidrawWrapperRef&&(this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!0),(e=>{let t=e;for(;t&&!t.hasClass("workspace-split");)e.addClass(SHOW),t=(e=t).parentElement;e&&(e.addClass(SHOW),e.querySelectorAll(`div.workspace-split:not(.${SHOW})`).forEach((t=>{t!==e&&t.addClass(SHOW)})),e.querySelector(`div.workspace-leaf-content.${SHOW} > .view-header`).addClass(SHOW),e.querySelectorAll(`div.workspace-tab-container.${SHOW} > div.workspace-leaf:not(.${SHOW})`).forEach((e=>e.addClass(SHOW))),e.querySelectorAll(`div.workspace-tabs.${SHOW} > div.workspace-tab-header-container`).forEach((e=>e.addClass(SHOW))),e.querySelectorAll(`div.workspace-split.${SHOW} > div.workspace-tabs:not(.${SHOW})`).forEach((e=>e.addClass(SHOW))));const n=this.ownerDocument;n.body.querySelectorAll(`div.workspace-split:not(.${SHOW})`).forEach((e=>{e!==t?e.addClass(HIDE):e.addClass(SHOW)})),n.body.querySelector(`div.workspace-leaf-content.${SHOW} > .view-header`).addClass(HIDE),n.body.querySelectorAll(`div.workspace-tab-container.${SHOW} > div.workspace-leaf:not(.${SHOW})`).forEach((e=>e.addClass(HIDE))),n.body.querySelectorAll(`div.workspace-tabs.${SHOW} > div.workspace-tab-header-container`).forEach((e=>e.addClass(HIDE))),n.body.querySelectorAll(`div.workspace-split.${SHOW} > div.workspace-tabs:not(.${SHOW})`).forEach((e=>e.addClass(HIDE))),n.body.querySelectorAll("div.workspace-ribbon").forEach((e=>e.addClass(HIDE))),n.body.querySelectorAll("div.mobile-navbar").forEach((e=>e.addClass(HIDE))),n.body.querySelectorAll("div.status-bar").forEach((e=>e.addClass(HIDE)))})(this.contentEl))}isFullscreen(){return Boolean(document.body.querySelector(".excalidraw-hidden"))}exitFullscreen(){this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!1);const e=this.ownerDocument;e.querySelectorAll(".excalidraw-hidden").forEach((e=>e.removeClass(HIDE))),e.querySelectorAll(".excalidraw-visible").forEach((e=>e.removeClass(SHOW)))}removeLinkTooltip(){const e=this.ownerDocument.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");e&&e.classList.remove("excalidraw-tooltip--visible")}handleLinkHookCall(e,t,n){if(this.getHookServer().onLinkClickHook)try{if(!this.getHookServer().onLinkClickHook(e,t,n,this,this.getHookServer()))return!0}catch(e){errorlog({where:"ExcalidrawView.onLinkOpen",fn:this.getHookServer().onLinkClickHook,error:e})}return!1}getLinkTextForElement(e,t,n=!1){if(e?.id||t?.id){let r=e.id?this.excalidrawAPI.getSceneElements().find((t=>t.id===e.id)):null,i=t.id?this.excalidrawAPI.getSceneElements().find((e=>e.id===t.id)):null;if(!Boolean(r)&&"text"===i?.type){const e=getContainerElement(i,arrayToMap(this.excalidrawAPI.getSceneElements()));if("arrow"===e?.type){const e=getTextElementAtPointer(this.currentPosition,this);e?.id===i.id&&(r=i,i=null)}}if(!n&&["arrow","line"].includes(i?.type))return{linkText:i.link,selectedElement:i,isLinearElement:!0};if(!r&&"text"===i?.type)if(n)r=i,i=null;else{const e=getContainerElement(i,arrayToMap(this.excalidrawAPI.getSceneElements()));if("arrow"===e?.type)return{linkText:this.processLinkText(i.rawText,i,e,!1).linkText,selectedElement:e,isLinearElement:!0};r=i,i=null}let a=t?.text??(this.textMode===TextMode.parsed?this.excalidrawData.getRawText(e.id):e.text);return{...this.processLinkText(a,r,i),isLinearElement:!1}}return{linkText:null,selectedElement:null,isLinearElement:!1}}processLinkText(e,t,n,r=!0){if(!e)return{linkText:null,selectedElement:null};if(e.startsWith("#"))return{linkText:e,selectedElement:t??n};const i=parseObsidianLink(e,this.app,r);"string"==typeof i&&(e=i);const a=REGEX_LINK.getResList(e);if(!e||0===a.length){if(t?.containerId){const i=_getContainerElement(t,{elements:this.excalidrawAPI.getSceneElements()});if(i){if(e=i.link,e?.startsWith("#"))return{linkText:e,selectedElement:t??n};const a=parseObsidianLink(e,this.app,r);"string"==typeof a&&(e=a)}}e&&0!==a.length||(e=t?.link)}return{linkText:e,selectedElement:t??n}}async linkClick(e,t,n,r,i,a=!1){t||(t={id:null,text:null}),n||(n={id:null,fileId:null}),r||(r={id:null,text:null}),e||i||(i=emulateKeysForLinkClick("new-tab")),e&&!i&&(i={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,metaKey:e.metaKey,altKey:e.altKey});const o=linkClickModifierType(i);let s=null,l=null,{linkText:c,selectedElement:d,isLinearElement:T}=this.getLinkTextForElement(t,r,a);if(d){if(!a&&c&&T)return void(this.semaphores.warnAboutLinearElementLinkClick&&(new obsidian_module.Notice(t$d("LINEAR_ELEMENT_LINK_CLICK_ERROR"),2e4),this.semaphores.warnAboutLinearElementLinkClick=!1));if(!c)return;if(c=c.replaceAll("\n",""),this.handleLinkHookCall(d,c,e))return;if(openExternalLink(c,this.app))return;const t=parseObsidianLink(c,this.app);if("boolean"==typeof t&&t)return;"string"==typeof t&&(c=t);const n=await linkPrompt(c,this.app,this);if(!n)return;[s,c,l]=n}if(n?.id){const e=this.getScene().elements.find((e=>e.id===n.id));if(this.excalidrawData.hasEquation(n.fileId))return this.updateScene({appState:{contextMenu:null}}),void this.openLaTeXEditor(n.id);if(this.excalidrawData.hasMermaid(n.fileId)||getMermaidText(e))return void(shouldRenderMermaid&&this.excalidrawAPI.updateScene({appState:{openDialog:{name:"ttd",tab:"mermaid"}},storeAction:"update"}));if(await this.save(!1),this.excalidrawData.hasFile(n.fileId)){const t=n.fileId,r=this.excalidrawData.getFile(t);if(!r.isHyperLink&&!r.isLocalLink&&r.file&&"md-properties"===o)return this.updateScene({appState:{contextMenu:null}}),void this.openEmbeddedLinkEditor(n.id);let i=" ";const a=this.app.metadataCache?.getBacklinksForFile(r.file)?.data,d=new Set;a&&this.plugin.settings.showSecondOrderLinks&&(i+=Object.keys(a).filter((e=>e!==this.file.path&&e!==r.file.path)).map((e=>{const t=splitFolderAndFilename(e);return d.has(e)?"":(d.add(e),`[[${e}|${t$d("LINKLIST_SECOND_ORDER_LINK")}: ${t.basename}]]`)})).join(" ")),this.plugin.settings.showSecondOrderLinks&&this.plugin.isExcalidrawFile(r.file)&&(i+=getExcalidrawFileForwardLinks(this.app,r.file,d));const T=(r.isHyperLink||r.isLocalLink?`[](${r.hyperlink}) `:`[[${r.linkParts.original}]] `)+(e.link?e.link.match(/$cmd:\/\/.*/)||e.link.match(REG_LINKINDEX_HYPERLINK)?`[](${e.link})`:e.link:""),u=await linkPrompt(T+i,this.app,this);if(!u)return;[s,c,l]=u}}if(!c){if(a)return;return void new obsidian_module.Notice(t$d("LINK_BUTTON_CLICK_NO_TEXT"),2e4)}const u=n.id??t.id??r.id,Q=this.excalidrawAPI.getSceneElements().filter((e=>e.id===u))[0];if(!this.handleLinkHookCall(Q,c,e))try{if("active-pane"!==o&&this.isFullscreen()&&this.exitFullscreen(),!s)return void new NewFileActions({plugin:this.plugin,path:c,keys:i,view:this,sourceElement:Q}).open();this.linksAlwaysOpenInANewPane&&!anyModifierKeysPressed(i)&&(i=emulateKeysForLinkClick("new-pane"));try{const e=this.app.plugins.plugins["drawio-obsidian"];if(e&&e._loaded&&"svg"===s.extension){const e=await this.app.vault.cachedRead(s);if(/(&lt;|\<)(mxfile|mxgraph)/i.test(e))return void getLeaf(this.plugin,this.leaf,i).setViewState({type:"diagram-edit",state:{file:s.path}})}}catch(e){console.error(e)}await this.forceSaveIfRequired();const{promise:e}=openLeaf({plugin:this.plugin,fnGetLeaf:()=>getLeaf(this.plugin,this.leaf,i),file:s,openState:{active:!this.linksAlwaysOpenInANewPane,...l?{eState:{subpath:l}}:{}}});await e}catch(e){new obsidian_module.Notice(e,4e3)}}async handleLinkClick(e,t=!1){this.removeLinkTooltip();const n=this.getSelectedTextElement(),r=n?.id?null:this.getSelectedImageElement(),i=r?.id||n?.id?null:this.getSelectedElementWithLink();this.linkClick(e instanceof MouseEvent?e:null,n,r,i,e instanceof MouseEvent?null:e,t)}onResize(){if(super.onResize(),this.plugin.leafChangeTimeout)return;const e=this.excalidrawAPI;this.plugin.settings.zoomToFitOnResize&&this.excalidrawAPI&&!this.semaphores.isEditingText&&e&&(e.getAppState()?.editingTextElement||this.zoomToFit(!1))}excalidrawGetSceneVersion;getSceneVersion(e){return this.excalidrawGetSceneVersion||(this.excalidrawGetSceneVersion=this.packages.excalidrawLib.getSceneVersion),this.excalidrawGetSceneVersion(e.filter((e=>!e.isDeleted)))}async forceSave(e=!1){this.semaphores.autosaving||this.semaphores.saving?e||new obsidian_module.Notice(t$d("FORCE_SAVE_ABORTED")):(this.preventReloadResetTimer&&(window.clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null),this.semaphores.preventReload=!1,this.semaphores.forceSaving=!0,await this.save(!1,!0,!0),this.plugin.triggerEmbedUpdates(),this.loadSceneFiles(),this.semaphores.forceSaving=!1,e||new obsidian_module.Notice("Save successful",1e3))}onload(){const e=Boolean(void 0===this.containerEl.onWindowMigrated);this.packages=this.plugin.getPackage(this.ownerWindow),DEVICE.isDesktop&&!e&&this.destroyers.push(this.containerEl.onWindowMigrated((async()=>{const e=this.file,t=this.leaf;await closeLeafView(t),windowMigratedDisableZoomOnce=!0,t.setViewState({type:"excalidraw",state:{file:e.path}})}))),this.semaphores.scriptsReady=!0,this.registerDomEvent(this.containerEl,"wheel",(e=>{this.semaphores.wheelTimeout&&window.clearTimeout(this.semaphores.wheelTimeout),this.semaphores.hoverSleep&&this.excalidrawAPI&&this.clearHoverPreview(),this.semaphores.wheelTimeout=window.setTimeout((()=>{window.clearTimeout(this.semaphores.wheelTimeout),this.semaphores.wheelTimeout=null}),1e3)}),{passive:!1}),this.actionButtons.scriptInstall=this.addAction("ScriptEngine",t$d("INSTALL_SCRIPT_BUTTON"),(()=>{new ScriptInstallPrompt(this.plugin).open()})),this.actionButtons.save=this.addAction("save",t$d("FORCE_SAVE"),(async()=>this.forceSave())),this.actionButtons.isRaw=this.addAction("presentation",t$d("RAW"),(()=>this.changeTextMode(TextMode.parsed))),this.actionButtons.isParsed=this.addAction("quote-glyph",t$d("PARSED"),(()=>this.changeTextMode(TextMode.raw))),this.actionButtons.link=this.addAction("link",t$d("OPEN_LINK"),(e=>this.handleLinkClick(e))),this.registerDomEvent(this.ownerWindow,"resize",this.onExcalidrawResize.bind(this)),this.app.workspace.onLayoutReady((async()=>{if(!this.plugin)return;let e=0;for(;e++<50&&(!Boolean(this?.plugin?.activeLeafChangeEventHandler)||!Boolean(this.canvasNodeFactory));)if(await sleep(50),!this?.plugin)return;Boolean(this?.plugin?.activeLeafChangeEventHandler)&&(Boolean(this.plugin.activeLeafChangeEventHandler)&&this?.app?.workspace?.activeLeaf===this.leaf&&this.plugin.activeLeafChangeEventHandler(this.leaf),this.canvasNodeFactory.initialize(),this.contentEl.addClass("excalidraw-view"),await this.addSlidingPanesListner(),this.addParentMoveObserver(),this.registerDomEvent(this.ownerWindow,"keydown",(e=>{this.modifierKeyDown={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,altKey:e.altKey,metaKey:e.metaKey}}),!1),this.registerDomEvent(this.ownerWindow,"keyup",(e=>{this.modifierKeyDown={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,altKey:e.altKey,metaKey:e.metaKey}}),!1),this.registerDomEvent(this.ownerWindow,"blur",(()=>{this.excalidrawAPI&&this.excalidrawData.loaded&&this.isDirty()&&"image"!==this.excalidrawAPI.getAppState().activeTool.type&&this.forceSave(!0)}),!1))})),this.setupAutosaveTimer(),super.onload()}slidingPanesListner;async addSlidingPanesListner(){if(!this.plugin.settings.slidingPanesSupport)return;this.slidingPanesListner=()=>{this.excalidrawAPI&&this.refreshCanvasOffset()};let e=this.app.workspace.rootSplit;for(;!e;)await sleep(50),e=this.app.workspace.rootSplit;this.registerDomEvent(e.containerEl,"scroll",this.slidingPanesListner)}removeSlidingPanesListner(){this.slidingPanesListner&&(this.app.workspace.rootSplit.containerEl?.removeEventListener("scroll",this.slidingPanesListner),this.slidingPanesListner=null)}offsetLeft=0;offsetTop=0;addParentMoveObserver(){const e=getParentOfClass(this.containerEl,"popover")??getParentOfClass(this.containerEl,"workspace-leaf");if(!e)return;const t=e.classList.contains("popover");this.offsetLeft=e.offsetLeft,this.offsetTop=e.offsetTop;const n=async e=>{const t=e[0].target;if(!(t instanceof HTMLElement))return;const{offsetLeft:n,offsetTop:r}=t;n===this.offsetLeft&&r===this.offsetTop||(this.excalidrawAPI&&this.refreshCanvasOffset(),this.offsetLeft=n,this.offsetTop=r)};this.parentMoveObserver=DEBUGGING?new CustomMutationObserver(n,"parentMoveObserver"):new MutationObserver(n),this.parentMoveObserver.observe(e,{attributeOldValue:!0,attributeFilter:t?["data-x","data-y"]:["class","style"]})}removeParentMoveObserver(){this.parentMoveObserver&&(this.parentMoveObserver.disconnect(),this.parentMoveObserver=null)}setTheme(e){const t=this.excalidrawAPI;if(!t)return;if(this.file&&hasExportTheme(this.plugin,this.file))return;const n=t.getAppState();this.excalidrawData.scene.theme=e,this.updateScene({appState:{...n,theme:e},storeAction:"update"})}prevTextMode;blockTextModeChange=!1;async changeTextMode(e,t=!0){if(this.compatibilityMode)return;if(this.blockTextModeChange)return;this.blockTextModeChange=!0,this.textMode=e,e===TextMode.parsed?(this.actionButtons.isRaw.hide(),this.actionButtons.isParsed.show()):(this.actionButtons.isRaw.show(),this.actionButtons.isParsed.hide()),this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setPreviewMode(e===TextMode.parsed);const n=this.excalidrawAPI;n&&t&&(await this.save(),this.preventAutozoom(),await this.excalidrawData.loadData(this.data,this.file,this.textMode),this.excalidrawData.scene.appState.theme=n.getAppState().theme,await this.loadDrawing(!1),n.history.clear()),this.prevTextMode=this.textMode,this.blockTextModeChange=!1}autosaveFunction;get autosaveInterval(){return DEVICE.isMobile?this.plugin.settings.autosaveIntervalMobile:this.plugin.settings.autosaveIntervalDesktop}setupAutosaveTimer(){const e=async()=>{if(!this.isLoaded)return void(this.autosaveTimer=window.setTimeout(e,this.autosaveInterval));const t=this.excalidrawAPI;if(!t)return void warningUnknowSeriousError();const n=t.getAppState(),r="freedraw"===n.activeTool?.type&&this.freedrawLastActiveTimestamp>Date.now()-2e3,i=null!==n.editingTextElement,a=null!==n.newElement;this.refreshCanvasOffset(),!this.isDirty()||!this.plugin.settings.autosave||this.semaphores.forceSaving||this.semaphores.autosaving||this.semaphores.embeddableIsEditingSelf||r||i||a?this.autosaveTimer=window.setTimeout(e,this.plugin.activeExcalidrawView===this&&this.semaphores.dirty&&this.plugin.settings.autosave?1e3:this.autosaveInterval):(this.autosaveTimer=null,this.excalidrawAPI&&(this.semaphores.autosaving=!0,this.save().then((()=>this.semaphores.autosaving=!1))),this.autosaveTimer=window.setTimeout(e,this.autosaveInterval))};this.autosaveFunction=e,this.resetAutosaveTimer()}resetAutosaveTimer(){this.autosaveFunction&&(this.autosaveTimer&&(window.clearTimeout(this.autosaveTimer),this.autosaveTimer=null),this.autosaveTimer=window.setTimeout(this.autosaveFunction,this.autosaveInterval))}unload(){super.unload()}async onUnloadFile(e){let t=0;for(;this.semaphores.saving&&t++<200;)await sleep(50),15==t++&&new obsidian_module.Notice(t$d("SAVE_IS_TAKING_LONG")),80===t&&new obsidian_module.Notice(t$d("SAVE_IS_TAKING_VERY_LONG"));t>=200?new obsidian_module.Notice("Unknown error, save is taking too long"):await this.forceSaveIfRequired()}async forceSaveIfRequired(){let e=0,t=!1;for(;this.semaphores.saving&&e++<200;)t=!0,await sleep(40);if(this.excalidrawAPI&&(this.checkSceneVersion(this.excalidrawAPI.getSceneElements()),this.isDirty())){const e=this.file?.path,n=this.plugin;window.setTimeout((()=>{n.triggerEmbedUpdates(e)}),400),t=!0,await this.save(!0,!0,!0)}return t}async onClose(){await this.forceSaveIfRequired(),this.excalidrawRoot&&(this.excalidrawRoot.unmount(),this.excalidrawRoot=null),this.clearPreventReloadTimer(),this.clearEmbeddableIsEditingSelfTimer(),this.plugin.scriptEngine?.removeViewEAs(this),this.excalidrawAPI=null,this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv),this.canvasNodeFactory&&this.canvasNodeFactory.destroy(),this.canvasNodeFactory=null,this.embeddableLeafRefs.clear(),this.embeddableRefs.clear(),Object.values(this.actionButtons).forEach((e=>e.remove())),this.actionButtons={},this.excalidrawData&&(this.excalidrawData.destroy(),this.excalidrawData=null),this.exportDialog&&(this.exportDialog.destroy(),this.exportDialog=null),this.hoverPreviewTarget=null,this.plugin.ea?.targetView===this&&(this.plugin.ea.targetView=null),this._hookServer?.targetView===this&&(this._hookServer.targetView=null),this._hookServer=null,this.containerEl.onWindowMigrated=null,this.packages={react:null,reactDOM:null,excalidrawLib:null};let e=0;this.app.workspace.iterateAllLeaves((t=>{t!==this.leaf&&t.containerEl?.ownerDocument.defaultView===this.ownerWindow&&e++})),0===e&&this.plugin.deletePackage(this.ownerWindow),this.lastMouseEvent=null,this.requestSave=null,this.leaf.tabHeaderInnerTitleEl.style.color="",await super.onClose(),tmpBruteForceCleanup(this)}onunload(){if(super.onunload(),this.destroyers.forEach((e=>e())),this.restoreMobileLeaves(),this.semaphores.viewunload=!0,this.semaphores.popoutUnload=this.ownerDocument!==document&&0===this.ownerDocument.body.querySelectorAll(".workspace-tab-header").length,this.getHookServer().onViewUnloadHook)try{this.getHookServer().onViewUnloadHook(this)}catch(e){errorlog({where:"ExcalidrawView.onunload",fn:this.getHookServer().onViewUnloadHook,error:e})}const e=this.containerEl?.ownerDocument?.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");e&&this.containerEl?.ownerDocument?.body.removeChild(e),this.removeParentMoveObserver(),this.removeSlidingPanesListner(),this.autosaveTimer&&(window.clearInterval(this.autosaveTimer),this.autosaveTimer=null),this.autosaveFunction=null}async reload(e=!1,t){const n=t&&t===this.file;if(this.semaphores.embeddableIsEditingSelf)return this.editingSelfResetTimer&&(this.clearEmbeddableIsEditingSelfTimer(),this.semaphores.embeddableIsEditingSelf=!1),void(n&&(this.data=await this.app.vault.read(this.file)));if(this.semaphores.preventReload)return void(this.semaphores.preventReload=!1);if(this.semaphores.saving)return;if(this.lastLoadedFile=null,this.actionButtons.save.querySelector("svg").removeClass("excalidraw-dirty"),this.compatibilityMode)return void this.clearDirty();const r=this.excalidrawAPI;this.file&&r&&(n&&(this.data=await this.app.vault.read(t),this.preventAutozoom()),e?await this.excalidrawData.loadData(this.data,this.file,this.textMode):await this.excalidrawData.setTextMode(this.textMode),this.excalidrawData.scene.appState.theme=r.getAppState().theme,await this.loadDrawing(n),this.clearDirty())}async zoomToElementId(e,t){let n=0;for(;!this.excalidrawAPI&&n++<100;)await sleep(50);const r=this.excalidrawAPI;if(!r)return;const i=r.getSceneElements();let a=i.filter((t=>t.id===e));if(0===a.length){const t=getFrameBasedOnFrameNameOrId(e,i);if(!t)return;a=[t]}if(t){const e=this.plugin.ea.getElementsInTheSameGroupWithElement(a[0],i);e.length>0&&(a=e)}this.preventAutozoom(),this.zoomToElements(!r.getAppState().viewModeEnabled,a)}setEphemeralState(e){if(!e)return;if("all"===e.rename)return void this.app.fileManager.promptForFileRename(this.file);let t=null;e.match&&e.match.content&&e.match.matches&&e.match.matches.length>=1&&2===e.match.matches[0].length&&(t=[e.match.content.substring(e.match.matches[0][0],e.match.matches[0][1])]);const n=async()=>{let e=0;for(;(this.semaphores.justLoaded||!this.isLoaded||!this.excalidrawAPI||this.excalidrawAPI?.getAppState()?.isLoading)&&e++<100;)await sleep(50)},r=getEmbeddedFilenameParts(e.subpath&&e.subpath.startsWith("#^group")&&!e.subpath.startsWith("#^group=")?"#^group="+e.subpath.substring(7):e.subpath&&e.subpath.startsWith("#^area")&&!e.subpath.startsWith("#^area=")?"#^area="+e.subpath.substring(6):e.subpath);r.hasBlockref&&window.setTimeout((async()=>{if(await n(),r.blockref&&!r.hasGroupref&&!this.getScene()?.elements.find((e=>e.id===r.blockref))){const t=cleanSectionHeading(r.blockref).replaceAll(" ","");if((await this.getBackOfTheNoteBlocks()).includes(t))return void this.setMarkdownView(e)}window.setTimeout((()=>this.zoomToElementId(r.blockref,r.hasGroupref)))})),r.hasSectionref?t=[`# ${r.sectionref}`]:e.line&&e.line>0&&(t=[this.data.split("\n")[e.line-1]]),t&&window.setTimeout((async()=>{await n();const i=this.excalidrawAPI;if(!i)return;if(i.getAppState().isLoading)return;const a=i.getSceneElements();if(1===t.length&&t[0].startsWith("[")){let e=REGEX_LINK.getResList(t[0])[0];if(e){const t=REGEX_LINK.getLink(e);if(t){const e=this.plugin.app.metadataCache.getFirstLinkpathDest(t,this.file.path);if(e){let t=[];if(this.excalidrawData.files.forEach(((n,r)=>{n.file?.path===e.path&&t.push(r)})),t.length>0){const e=a.filter((e=>"image"===e.type&&t.includes(e.fileId)));if(e.length>0)return this.preventAutozoom(),void window.setTimeout((()=>this.zoomToElements(!i.getAppState().viewModeEnabled,e)))}}}}}if(!this.selectElementsMatchingQuery(a,t,!i.getAppState().viewModeEnabled,r.hasSectionref,r.hasGroupref)){const n=cleanSectionHeading(t[0]);if((await this.getBackOfTheNoteSections()).includes(n)||this.data.includes(t[0]))return void this.setMarkdownView(e)}}))}clear(){this.semaphores.warnAboutLinearElementLinkClick=!0,this.viewSaveData="",this.canvasNodeFactory.purgeNodes(),this.embeddableRefs.clear(),this.embeddableLeafRefs.clear(),delete this.exportDialog;const e=this.excalidrawAPI;e&&(this.activeLoader&&(this.activeLoader.terminate=!0,this.activeLoader=null),this.nextLoader=null,e.resetScene(),this.previousSceneVersion=0)}isLoaded=!1;async setViewData(e,t=!1){if(this.lastLoadedFile!==this.file&&(this.isLoaded=!1,this.file)){if(this.plugin.settings.showNewVersionNotification&&checkExcalidrawVersion(),isMaskFile(this.plugin,this.file)){const e=new obsidian_module.Notice(t$d("MASK_FILE_NOTICE"),5e3);let t;this.registerDomEvent(e.noticeEl,"pointerdown",(e=>{t=window.setTimeout((()=>{window.open("https://youtu.be/uHFd0XoHRxE")}),1e3)})),this.registerDomEvent(e.noticeEl,"pointerup",(e=>{window.clearTimeout(t)}))}t&&this.clear(),this.lastSaveTimestamp=this.file.stat.mtime,this.lastLoadedFile=this.file,e=this.data=e.replaceAll("\r\n","\n").replaceAll("\r","\n"),this.app.workspace.onLayoutReady((async()=>{if(!this?.app)return;let t=0;for(;(!this.file||!this.plugin.fourthFontLoaded)&&t++<50;)await sleep(50);if(!this.file)return;if(this.compatibilityMode="excalidraw"===this.file.extension,await this.plugin.loadSettings(),this.compatibilityMode)this.plugin.enableLegacyFilePopoverObserver(),this.actionButtons.isRaw.hide(),this.actionButtons.isParsed.hide(),this.actionButtons.link.hide(),this.textMode=TextMode.raw,await this.excalidrawData.loadLegacyData(e,this.file),this.plugin.settings.compatibilityMode||new obsidian_module.Notice(t$d("COMPATIBILITY_MODE"),4e3),this.excalidrawData.disableCompression=!0;else{this.actionButtons.link.show(),this.excalidrawData.disableCompression=!1;const t=getTextMode(e);this.changeTextMode(t,!1);try{if(!await this.excalidrawData.loadData(e,this.file,this.textMode))return}catch(e){if(errorlog({where:"ExcalidrawView.setViewData",error:e}),"iframe conversion canceled"===e.message)return void this.setMarkdownView();const t=this.file,n=this.plugin,r=this.leaf;return(async()=>{let i=!0,a=0;const o=Date.now();for(;!imageCache.isReady()&&i;){const e=`You've been now waiting for <b>${Math.round((Date.now()-o)/1e3)}</b> seconds. `;imageCache.initializationNotice=!0;const t=new ConfirmationPrompt(n,`${a>0?a%4==0?e+"The CACHE is still loading.<br><br>":a%4==1?e+"Watch the top right corner for the notification.<br><br>":a%4==2?e+"I really, really hope the backup will work for you! <br><br>":e+"I am sorry, it is taking a while, there is not much I can do... <br><br>":""}${t$d("CACHE_NOT_READY")}`);i=await t.waitForClose,a++}const s=await imageCache.getBAKFromCache(t.path);s?new ConfirmationPrompt(n,t$d("BACKUP_AVAILABLE")).waitForClose.then((async e=>{e&&(await this.app.vault.modify(t,s),n.excalidrawFileModes[r.id||t.path]="excalidraw",setExcalidrawView(r))})):new obsidian_module.Notice(`Error loading drawing:\n${e.message}${"Cannot read property 'index' of undefined"===e.message?"\n'# Drawing' section is likely missing":""}\n\nTry manually fixing the file or restoring an earlier version from sync history.`,1e4)})(),void this.setMarkdownView()}}if(await this.loadDrawing(!0),this.plugin.ea.onFileOpenHook){const e=getEA(this);try{await this.plugin.ea.onFileOpenHook({ea:e,excalidrawFile:this.file,view:this})}catch(e){errorlog({where:"ExcalidrawView.setViewData.onFileOpenHook",error:e})}finally{e.destroy()}}const n=this.excalidrawData.getOnLoadScript();if(n){const e=this.file.basename+"-onlaod-script",t=()=>{this.excalidrawAPI?this.plugin.scriptEngine.executeScript(this,n,e,this.file):window.setTimeout(t.bind(this),200)};t()}this.isLoaded=!0}))}}getGridColor(e,t){const n=this.plugin.ea.getCM(e),r=n.isDark();let i,a;const o=this.plugin.settings.gridSettings.OPACITY/100;if(this.plugin.settings.gridSettings.DYNAMIC_COLOR)i=(r?n.lighterBy(10):n.darkerBy(10)).alphaTo(o).stringRGB({alpha:!0}),a=(r?n.lighterBy(5):n.darkerBy(5)).alphaTo(o).stringRGB({alpha:!0});else{const e=this.plugin.ea.getCM(this.plugin.settings.gridSettings.COLOR),t=e.isDark();i=e.alphaTo(o).stringRGB({alpha:!0}),a=(t?e.lighterBy(10):e.darkerBy(10)).alphaTo(o).stringRGB({alpha:!0})}return{Bold:a,Regular:i}}activeLoader=null;nextLoader=null;async loadSceneFiles(e=!1){if(!this.excalidrawAPI)return;const t=new EmbeddedFilesLoader(this.plugin),n=t=>{this.nextLoader=null,this.activeLoader=t,t.loadSceneFiles(this.excalidrawData,((e,t,r=!0)=>{e&&(addFiles(e,this,t),r&&(this.activeLoader=null,this.nextLoader?n(this.nextLoader):this.excalidrawData.getFiles().some((e=>{if(e&&!e.file&&e.attemptCounter<30){const e=this.file.path;return window.setTimeout((async()=>{this&&this.excalidrawAPI&&e===this.file.path&&this.loadSceneFiles()}),2e3),!0}return!1}))))}),0,e)};this.activeLoader?this.nextLoader=t:n(t)}async synchronizeWithData(e){if(this.semaphores.embeddableIsEditingSelf)return;let t=0;for(;this.semaphores.saving&&t++<30;)await sleep(100);if(t>=30)return void errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Aborting sync with received file (${this.file.path}) because semaphores.saving remained true for ower 3 seconds`,fn:this.synchronizeWithData});this.semaphores.saving=!0;let n=!1;try{const t=e.deletedElements.map((e=>e.id)),r=this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>!t.contains(e.id))),i=r.map((e=>e.id)),a=t=>{switch(t.type){case"text":this.excalidrawData.textElements.set(t.id,e.textElements.get(t.id));break;case"image":e.getFile(t.fileId)?(this.excalidrawData.setFile(t.fileId,e.getFile(t.fileId)),n=!0):e.getEquation(t.fileId)&&(this.excalidrawData.setEquation(t.fileId,e.getEquation(t.fileId)),n=!0)}e.elementLinks.has(t.id)&&this.excalidrawData.elementLinks.set(t.id,e.elementLinks.get(t.id))};e.scene.elements.forEach(((t,o,s)=>{const l=r.filter((e=>e.id===t.id))[0];if(l&&(l.version<t.version||l.version===t.version&&JSON.stringify(l)!==JSON.stringify(t))){a(t);const e=i.indexOf(t.id);if(r.splice(e,1),0===o)r.splice(0,0,t),0!==e&&(i.splice(e,1),i.splice(0,0,t.id));else{const n=s[o-1].id,a=i.indexOf(n);r.splice(a+1,0,t),a!==e-1&&(i.splice(e,1),i.splice(a+1,0,t.id))}}else if(l)l&&"image"===t.type&&e.getFile(t.fileId)&&(this.excalidrawData.setFile(t.fileId,e.getFile(t.fileId)),n=!0);else if(a(t),0===o)r.splice(0,0,t),i.splice(0,0,t.id);else{const e=s[o-1].id,n=i.indexOf(e);r.splice(n+1,0,t),i.splice(n+1,0,t.id)}})),this.previousSceneVersion=this.getSceneVersion(r),this.getSceneVersion(e.scene.elements)!==this.previousSceneVersion&&this.setDirty(3),this.updateScene({elements:r,storeAction:"capture"}),n&&this.loadSceneFiles()}catch(e){errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Error during sync with received file (${this.file.path})`,fn:this.synchronizeWithData,error:e})}this.semaphores.saving=!1}async loadDrawing(e,t){const n=this.excalidrawData.scene;this.semaphores.justLoaded=e,this.clearDirty();const r=this.excalidrawData.getOpenMode();this.semaphores.preventReload=!1;const i="always"===this.plugin.settings.defaultPenMode||"mobile"===this.plugin.settings.defaultPenMode&&DEVICE.isMobile,a=this.excalidrawAPI;if(a){const o=this.isLoaded?a.getAppState().viewModeEnabled:n.elements.length>0&&r.viewModeEnabled,s=this.isLoaded?a.getAppState().zenModeEnabled:r.zenModeEnabled;this.updateScene({elements:n.elements.concat(t??[]),files:n.files,storeAction:"update"},e),this.updateScene({appState:{...n.appState,...this.excalidrawData.selectedElementIds?this.excalidrawData.selectedElementIds:{},zenModeEnabled:s,viewModeEnabled:o,linkOpacity:this.excalidrawData.getLinkOpacity(),trayModeEnabled:this.plugin.settings.defaultTrayMode,penMode:i,penDetected:i,allowPinchZoom:this.plugin.settings.allowPinchZoom,allowWheelZoom:this.plugin.settings.allowWheelZoom,pinnedScripts:this.plugin.settings.pinnedScripts,customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens)},storeAction:"update"}),this.app.workspace.getActiveViewOfType(ExcalidrawView)===this.leaf.view&&this.excalidrawWrapperRef&&this.excalidrawWrapperRef.current?.firstElementChild?.focus(),this.onAfterLoadScene(e)}else this.instantiateExcalidraw({elements:n.elements,appState:{...n.appState,zenModeEnabled:r.zenModeEnabled,viewModeEnabled:n.elements.length>0&&r.viewModeEnabled,linkOpacity:this.excalidrawData.getLinkOpacity(),trayModeEnabled:this.plugin.settings.defaultTrayMode,penMode:i,penDetected:i,allowPinchZoom:this.plugin.settings.allowPinchZoom,allowWheelZoom:this.plugin.settings.allowWheelZoom,pinnedScripts:this.plugin.settings.pinnedScripts,customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens)},files:n.files,libraryItems:await this.getLibrary()});const o=null!==this.data.match(/```compressed\-json\n/gm);this.compatibilityMode||this.plugin.settings.compress===o||this.isEditedAsMarkdownInOtherView()||this.setDirty(4)}isEditedAsMarkdownInOtherView(){return app.workspace.getLeavesOfType("markdown").filter((e=>e.view.file===this.file)).length>0}onAfterLoadScene(e){this.loadSceneFiles(),this.updateContainerSize(null,!0,e),this.initializeToolsIconPanelAfterLoading()}setDirty(e){this.semaphores.saving||(this.isDirty()||this.resetAutosaveTimer(),this.semaphores.dirty=this.file?.path,this.actionButtons.save.querySelector("svg").addClass("excalidraw-dirty"),!this.semaphores.viewunload&&this.toolsPanelRef?.current&&this.toolsPanelRef.current.setDirty(!0),DEVICE.isMobile||obsidian_module.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerTitleEl.style.color="var(--color-accent)"))}isDirty(){return Boolean(this.semaphores?.dirty)&&this.semaphores.dirty===this.file?.path}clearDirty(){if(this.semaphores.viewunload)return;const e=this.excalidrawAPI;if(!e)return;this.semaphores.dirty=null,this.toolsPanelRef?.current&&this.toolsPanelRef.current.setDirty(!1);const t=e.getSceneElements();t&&(this.previousSceneVersion=this.getSceneVersion(t)),this.actionButtons.save.querySelector("svg").removeClass("excalidraw-dirty"),DEVICE.isMobile||obsidian_module.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerTitleEl.style.color="")}async initializeToolsIconPanelAfterLoading(){if(this.semaphores.viewunload)return;const e=this.excalidrawAPI;if(!e)return;const t=e.getAppState();let n=0;for(;!this.plugin.scriptEngine&&n++<50;)sleep(50);const r=this.toolsPanelRef?.current;r&&this.plugin.scriptEngine&&(r.setTheme(t.theme),r.setExcalidrawViewMode(t.viewModeEnabled),r.setPreviewMode(this.compatibilityMode?null:this.textMode===TextMode.parsed),r.updateScriptIconMap(this.plugin.scriptEngine.scriptIconMap))}canAcceptExtension(e){return"excalidraw"===e}getDisplayText(){return this.file?this.file.basename:t$d("NOFILE")}getViewType(){return"excalidraw"}getIcon(){return ICON_NAME}async setMarkdownView(e){await this.forceSaveIfRequired(),await sleep(200),this.plugin.excalidrawFileModes[this.id||this.file.path]="markdown",this.plugin.setMarkdownView(this.leaf,e)}async openAsMarkdown(e){this.plugin.settings.compress&&this.plugin.settings.decompressForMDView?(this.excalidrawData.disableCompression=!0,await this.save(!0,!0,!0)):this.isDirty()&&await this.save(!0,!0,!0),this.setMarkdownView(e)}async convertExcalidrawToMD(){await this.save();const e=await this.plugin.convertSingleExcalidrawToMD(this.file);await sleep(250),this.plugin.openDrawing(e,"active-pane",!0)}convertTextElementToMarkdown(e,t){e&&new Prompt(this.app,"Filename","","Leave blank to cancel this action").openAndGetValue((async n=>{if(!n)return;n=`${n}.md`;const r=splitFolderAndFilename(this.file.path).folderpath;await checkAndCreateFolder(r);const i=getNewUniqueFilepath(this.app.vault,n,r),a=[];t&&t.link&&a.push(t.link),a.push(e.rawText);const o=await this.app.vault.create(i,a.join("\n"));if(o){const n=getEA(this),r=t?[e,t]:[e];n.copyViewElementsToEAforEditing(r),n.getElements().forEach((e=>e.isDeleted=!0));const[i,a,s,l]=t?[t.x,t.y,t.width,t.height]:[e.x,e.y,500,500],c=n.addEmbeddable(i,a,s,l,void 0,o);t&&["backgroundColor","fillStyle","roughness","roundness","strokeColor","strokeStyle","strokeWidth"].forEach((e=>{n.getElement(c)[e]=t[e]})),n.getElement(c),await n.addElementsToView(),n.destroy()}}))}async addYouTubeThumbnail(e){const t=await getYouTubeThumbnailLink(e),n=getEA(this),r=await n.addImage(0,0,t);n.getElement(r).link=e,await n.addElementsToView(!0,!0,!0),n.destroy()}async addImageWithURL(e){const t=getEA(this);await t.addImage(0,0,e),await t.addElementsToView(!0,!0,!0),t.destroy()}async addImageSaveToVault(e){const t=getEA(this),n=getMimeType(getURLImageExtension(e)),r=await getDataURLFromURL(e,n,3e3),i=await generateIdFromFile((new TextEncoder).encode(r)),a=await this.excalidrawData.saveDataURLtoVault(r,n,i);if(!a)return new obsidian_module.Notice(t$d("ERROR_SAVING_IMAGE")),void t.destroy();await t.addImage(0,0,a),await t.addElementsToView(!0,!0,!0),t.destroy()}async addTextWithIframely(e){const t=await this.addText(e),n=`http://iframely.server.crestify.com/iframely?url=${e}`;try{const r=JSON.parse(await obsidian_module.request({url:n}));if(!r||r.error||!r.meta?.title)return;const i=getEA(this),a=i.getViewElements().filter((e=>e.id===t));1===a.length&&(a[0].text=a[0].originalText=a[0].rawText=`[${r.meta.title}](${e})`,i.copyViewElementsToEAforEditing(a),await i.addElementsToView(!1,!1,!1),i.destroy())}catch(e){}}onPaneMenu(e,t){this.excalidrawAPI&&this.getViewSelectedElements().some((e=>"text"===e.type))&&e.addItem((e=>{e.setTitle(t$d("OPEN_LINK")).setIcon("external-link").setSection("pane").onClick((e=>{this.handleLinkClick(e)}))})),this.compatibilityMode?e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE")).onClick((()=>this.convertExcalidrawToMD())).setSection("pane")})):e.addItem((e=>{e.setTitle(t$d("OPEN_AS_MD")).setIcon("document").onClick((()=>{this.openAsMarkdown()})).setSection("pane")})),e.addItem((e=>{e.setTitle(t$d("EXPORT_IMAGE")).setIcon("export-img").setSection("pane").onClick((async e=>{this.excalidrawAPI&&this.file&&(this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file),this.exportDialog.createForm()),this.exportDialog.open())})).setSection("pane")})).addItem((e=>{e.setTitle(t$d("INSTALL_SCRIPT_BUTTON")).setIcon("ScriptEngine").setSection("pane").onClick((()=>{new ScriptInstallPrompt(this.plugin).open()}))})),super.onPaneMenu(e,t)}async getLibrary(){const e=this.plugin.getStencilLibrary();return e?.library?e.library:e?.libraryItems??[]}setCurrentPositionToCenter(){const e=this.excalidrawAPI;if(!e)return;const t=e.getAppState(),{width:n,height:r,offsetLeft:i,offsetTop:a}=t;this.currentPosition=viewportCoordsToSceneCoords({clientX:n/2+i,clientY:r/2+a},t)}getSelectedTextElement(){const e=this.excalidrawAPI;if(!e)return{id:null,text:null};if(e.getAppState().viewModeEnabled&&this.selectedTextElement){const e=this.selectedTextElement;return this.selectedTextElement=null,e}const t=e.getSceneElements().filter((t=>t.id===Object.keys(e.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,text:null};if("text"===t[0].type)return{id:t[0].id,text:t[0].text};if(["image","arrow"].contains(t[0].type))return{id:null,text:null};const n=t[0].boundElements?.filter((e=>"text"===e.type));if(n?.length>0){const t=e.getSceneElements().filter((e=>e.id===n[0].id));if(t.length>0)return{id:t[0].id,text:t[0].text}}if(0===t[0].groupIds.length)return{id:null,text:null};const r=t[0].groupIds[0];return 0===e.getSceneElements().filter((e=>e.groupIds?.includes(r))).filter((e=>"text"===e.type)).length?{id:null,text:null}:{id:t[0].id,text:t[0].text}}getSelectedImageElement(){const e=this.excalidrawAPI;if(!e)return{id:null,fileId:null};if(e.getAppState().viewModeEnabled&&this.selectedImageElement){const e=this.selectedImageElement;return this.selectedImageElement=null,e}const t=e.getSceneElements().filter((t=>t.id==Object.keys(e.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,fileId:null};if("image"==t[0].type)return{id:t[0].id,fileId:t[0].fileId};if("text"===t[0].type)return{id:null,fileId:null};if(0===t[0].groupIds.length)return{id:null,fileId:null};const n=t[0].groupIds[0],r=e.getSceneElements().filter((e=>e.groupIds?.includes(n))).filter((e=>"image"==e.type));return 0===r.length?{id:null,fileId:null}:{id:r[0].id,fileId:r[0].fileId}}getSelectedElementWithLink(){const e=this.excalidrawAPI;if(!e)return{id:null,text:null};if(e.getAppState().viewModeEnabled&&this.selectedElementWithLink){const e=this.selectedElementWithLink;return this.selectedElementWithLink=null,e}const t=e.getSceneElements().filter((t=>t.id==Object.keys(e.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,text:null};if(t[0].link)return{id:t[0].id,text:t[0].link};const n=getBoundTextElementId(t[0]);if(n){const t=e.getSceneElements().filter((e=>e.id===n&&e.link));if(t.length>0)return{id:t[0].id,text:t[0].text}}if(0===t[0].groupIds.length)return{id:null,text:null};const r=t[0].groupIds[0],i=e.getSceneElements().filter((e=>e.groupIds?.includes(r))).filter((e=>e.link));return 0===i.length?{id:null,text:null}:{id:i[0].id,text:i[0].link}}async addLink(e,t,n){const r=this.excalidrawAPI,i=r.getAppState();if(!i.selectedElementIds||i.selectedElementIds&&1!==Object.keys(i.selectedElementIds).length)return void this.addText(e);const a=Object.keys(r.getAppState().selectedElementIds)[0],o=r.getSceneElements().find((e=>e.id===a));if(!o||o&&null!==o.link)return o&&new obsidian_module.Notice("Selected element already has a link. Inserting link as text."),void this.addText(e);const s=getEA(this);s.copyViewElementsToEAforEditing([o]),s.getElement(a).link=e,await s.addElementsToView(!1,!0),s.destroy()}async addText(e,t,n=!0){const r=this.excalidrawAPI;if(!r)return;const i=r.getAppState(),a=getEA(this);a.style.strokeColor=i.currentItemStrokeColor??"black",a.style.opacity=i.currentItemOpacity??1,a.style.fontFamily=t??i.currentItemFontFamily??1,a.style.fontSize=i.currentItemFontSize??20,a.style.textAlign=i.currentItemTextAlign??"left";const{width:o,height:s}=i,l=viewportCoordsToSceneCoords({clientX:0,clientY:0},i),c=viewportCoordsToSceneCoords({clientX:o,clientY:s},i),d=l.x>this.currentPosition.x||c.x<this.currentPosition.x||l.y>this.currentPosition.y||c.y<this.currentPosition.y,T=a.addText(this.currentPosition.x,this.currentPosition.y,e);return await this.addElements(a.getElements(),d,n,void 0,!0),a.destroy(),T}async addElements(e,t=!1,n=!1,r,i=!1,a=!1){const o=this.excalidrawAPI;if(!o)return!1;const s=arrayToMap(o.getSceneElements()),l=e.filter((e=>"text"==e.type));for(let e=0;e<l.length;e++){const t=l[e],{parseResult:n,link:r}=await this.excalidrawData.addTextElement(t.id,t.text,t.rawText);if(r&&(t.link=r),this.textMode===TextMode.parsed&&!t?.isDeleted){const{text:e,x:r,y:i,width:a,height:o}=refreshTextDimensions(t,null,s,n);t.text=e,t.originalText=n,t.x=r,t.y=i,t.width=a,t.height=o}}t&&(e=repositionElementsToCursor(e,this.currentPosition,!0));const c=e.map((e=>e.id)),d=o.getSceneElements(),T=[];for(let t=0;t<d.length;t++){const n=d[t].id;c.includes(n)&&(d[t]=e.filter((e=>e.id===n))[0],T.push(n))}const u=i?d.concat(e.filter((e=>!T.includes(e.id)))):e.filter((e=>!T.includes(e.id))).concat(d);if(this.updateScene({elements:u,storeAction:"capture"},a),r&&Object.keys(r).length>0){const e=[];Object.keys(r).forEach((t=>{if(e.push({mimeType:r[t].mimeType,id:r[t].id,dataURL:r[t].dataURL,created:r[t].created}),r[t].file||r[t].isHyperLink||r[t].isLocalLink){const e=new EmbeddedFile(this.plugin,this.file.path,r[t].isHyperLink&&!r[t].isLocalLink?r[t].hyperlink:r[t].file),n=o.getAppState();e.setImage(r[t].dataURL,r[t].mimeType,r[t].size,"dark"===n.theme,r[t].hasSVGwithBitmap),this.excalidrawData.setFile(r[t].id,e)}r[t].latex&&this.excalidrawData.setEquation(r[t].id,{latex:r[t].latex,isLoaded:!0})})),o.addFiles(e)}return o.updateContainerSize(o.getSceneElements().filter((e=>c.includes(e.id))).filter(isContainer)),n?await this.save(!1):this.setDirty(5),!0}getScene(e){const t=this.excalidrawAPI;if(!t)return null;const n=e?this.getViewSelectedElements():t.getSceneElements(),r=t.getAppState(),i={...t.getFiles()};if(i){const e=n.filter((e=>"image"===e.type)).map((e=>e.fileId)),t=Object.keys(i).filter((t=>!e.contains(t)));t.forEach((e=>delete i[e]))}const a=r.activeTool;return["freedraw","hand"].includes(a.type)||(a.type="selection"),a.customType=null,a.lastActiveTool=null,{type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:n,appState:{theme:r.theme,viewBackgroundColor:r.viewBackgroundColor,currentItemStrokeColor:r.currentItemStrokeColor,currentItemBackgroundColor:r.currentItemBackgroundColor,currentItemFillStyle:r.currentItemFillStyle,currentItemStrokeWidth:r.currentItemStrokeWidth,currentItemStrokeStyle:r.currentItemStrokeStyle,currentItemRoughness:r.currentItemRoughness,currentItemOpacity:r.currentItemOpacity,currentItemFontFamily:r.currentItemFontFamily,currentItemFontSize:r.currentItemFontSize,currentItemTextAlign:r.currentItemTextAlign,currentItemStartArrowhead:r.currentItemStartArrowhead,currentItemEndArrowhead:r.currentItemEndArrowhead,currentItemArrowType:r.currentItemArrowType,scrollX:r.scrollX,scrollY:r.scrollY,zoom:r.zoom,currentItemRoundness:r.currentItemRoundness,gridSize:r.gridSize,gridStep:r.gridStep,gridModeEnabled:r.gridModeEnabled,gridColor:r.gridColor,colorPalette:r.colorPalette,currentStrokeOptions:r.currentStrokeOptions,frameRendering:r.frameRendering,objectsSnapModeEnabled:r.objectsSnapModeEnabled,activeTool:a},prevTextMode:this.prevTextMode,files:i}}refreshCanvasOffset(){if(0===this.contentEl.clientWidth||0===this.contentEl.clientHeight)return;const e=this.excalidrawAPI;e&&e.refresh()}refresh(){this.refreshCanvasOffset()}clearHoverPreview(){if(this.hoverPopover){if(this.hoverPreviewTarget=null,this.hoverPopover.embed?.editor)return;this.hoverPopover?.hide()}else if(this.hoverPreviewTarget){const e=new MouseEvent("click",{view:this.ownerWindow,bubbles:!0,cancelable:!0});this.hoverPreviewTarget.dispatchEvent(e),this.hoverPreviewTarget=null}}dropAction(e){const t=app.dragManager.draggable?.files;return t&&t[0]==this.file&&(t.shift(),this.app.dragManager.draggable.title=`${t.length} files`),["file","files"].includes(this.app.dragManager.draggable?.type)?"link":e.types?.includes("text/html")||e.types?.includes("text/plain")||e.types?.includes("Files")?"copy":void 0}identifyElementClicked(){if(this.selectedTextElement=getTextElementAtPointer(this.currentPosition,this),this.selectedTextElement&&this.selectedTextElement.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(this.selectedTextElement=null)}if(this.selectedImageElement=getImageElementAtPointer(this.currentPosition,this),this.selectedImageElement&&this.selectedImageElement.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(this.selectedImageElement=null)}if(this.selectedElementWithLink=getElementWithLinkAtPointer(this.currentPosition,this),this.selectedElementWithLink&&this.selectedElementWithLink.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(this.selectedElementWithLink=null)}}showHoverPreview(e,t){if(!this.lastMouseEvent)return;const n=this.excalidrawAPI?.getAppState();if(n?.editingTextElement||n?.newElement)return;if(this.semaphores.wheelTimeout)return;if(!e){if(!this.currentPosition)return;e="";const n=getTextElementAtPointer(this.currentPosition,this);if(n&&n.text){const{linkText:r,selectedElement:i}=this.getLinkTextForElement(n,n);if(t=i,!(e=getLinkTextFromLink(r)))return}else{const n=getImageElementAtPointer(this.currentPosition,this),r=n?.id||n?.id?null:getElementWithLinkAtPointer(this.currentPosition,this);if(t=this.excalidrawAPI.getSceneElements().find((e=>e.id===n.id)),!(n&&n.fileId||r?.id))return;if(n?.id){if(!this.excalidrawData.hasFile(n.fileId))return;const r=this.excalidrawData.getFile(n.fileId);if(r.isHyperLink||r.isLocalLink||IMAGE_TYPES.contains(r.file.extension)||"pdf"===r.file.extension.toLowerCase()||this.plugin.ea.isExcalidrawFile(r.file)){if(!(e=getLinkTextFromLink(t.link)))return}else{const t=r.linkParts.ref?`#${r.linkParts.isBlockRef?"^":""}${r.linkParts.ref}`:"";e=r.file.path+t}}if(r?.id&&!(e=getLinkTextFromLink(r.text)))return}}if(this.getHookServer().onLinkHoverHook)try{if(!this.getHookServer().onLinkHoverHook(t,e,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.showHoverPreview",fn:this.getHookServer().onLinkHoverHook,error:e})}if(this.semaphores.hoverSleep)return;const r=app.metadataCache.getFirstLinkpathDest(e.split("#")[0],this.file.path);r&&(this.ownerDocument.querySelector(`div.popover-title[data-path="${r.path}"]`)||(this.semaphores.hoverSleep=!0,window.setTimeout((()=>this.semaphores.hoverSleep=!1),500),this.plugin.hover.linkText=e,this.plugin.hover.sourcePath=this.file.path,this.hoverPreviewTarget=this.contentEl,this.app.workspace.trigger("hover-link",{event:this.lastMouseEvent,source:"excalidraw",hoverParent:this,targetEl:this.hoverPreviewTarget,linktext:this.plugin.hover.linkText,sourcePath:this.plugin.hover.sourcePath}),this.hoverPoint=this.currentPosition,this.isFullscreen()&&window.setTimeout((()=>{const e=this.ownerDocument.querySelector(`div.popover-title[data-path="${r.path}"]`)?.parentElement?.parentElement?.parentElement??this.ownerDocument.body.querySelector("div.popover");e&&this.contentEl.append(e)}),400)))}isLinkSelected(){return Boolean(this.getSelectedTextElement().id||this.getSelectedImageElement().id||this.getSelectedElementWithLink().id)}excalidrawDIVonKeyDown(e){this.semaphores?.viewunload||e.target!==this.excalidrawWrapperRef.current&&(this.isFullscreen()&&e.keyCode===KEYCODE.ESC&&this.exitFullscreen(),!isWinCTRLorMacCMD(e)||isSHIFT(e)||isWinALTorMacOPT(e)||this.showHoverPreview())}onPointerDown(e){(isWinCTRLorMacCMD(e)||isWinMETAorMacCTRL(e))&&(this.plugin.settings.allowCtrlClick||isWinMETAorMacCTRL(e))&&(Boolean(this.excalidrawAPI?.getAppState().contextMenu)||window.setTimeout((()=>{this.isLinkSelected()&&this.handleLinkClick(e)})))}onMouseMove(e){this.lastMouseEvent=e.nativeEvent}onMouseOver(){this.clearHoverPreview()}onDragOver(e){const t=this.dropAction(e.dataTransfer);if(t){this.draginfoDiv||(this.draginfoDiv=createDiv({cls:"excalidraw-draginfo"}),this.ownerDocument.body.appendChild(this.draginfoDiv));let n="";this.app.dragManager.draggable?n={image:"Insert Image","image-fullsize":"Insert Image @100%",link:"Insert Link",embeddable:"Insert Interactive-Frame"}[internalDragModifierType(e)]:1===e.dataTransfer.types.length&&e.dataTransfer.types.includes("Files")?(n={"image-import":"Import external file or reuse existing file if path is from the Vault","image-url":"Insert Image: with local URI or internal-link if from Vault",link:"Insert Link: local URI or internal-link if from Vault",embeddable:"Insert Interactive-Frame: local URI or internal-link if from Vault"}[localFileDragModifierType(e)],DEVICE.isMacOS&&isWinCTRLorMacCMD(e)&&(n="CMD is reserved by MacOS for file system drag actions.\nCan't use it in Obsidian.\nUse a combination of SHIFT, CTRL, OPT instead.")):n={"image-import":"Import Image to Vault","image-url":"Insert Image or YouTube Thumbnail with URL",link:"Insert Link",embeddable:"Insert Interactive-Frame"}[webbrowserDragModifierType(e)],e.shiftKey||e.ctrlKey||e.altKey||e.metaKey||(n+=DEVICE.isMacOS||DEVICE.isIOS?"\nTry SHIFT, OPT, CTRL combinations for other drop actions":"\nTry SHIFT, CTRL, ALT, Meta combinations for other drop actions"),this.draginfoDiv.innerText!==n&&(this.draginfoDiv.innerText=n);const r=e.clientY-8*parseFloat(getComputedStyle(this.draginfoDiv).fontSize)+"px",i=e.clientX-this.draginfoDiv.clientWidth/2+"px";return this.draginfoDiv.style.top!==r&&(this.draginfoDiv.style.top=r),this.draginfoDiv.style.left!==i&&(this.draginfoDiv.style.left=i),e.dataTransfer.dropEffect=t,e.preventDefault(),!1}}onDragLeave(){this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv)}onPointerUpdate(e){if(this.currentPosition=e.pointer,this.hoverPreviewTarget&&(Math.abs(this.hoverPoint.x-e.pointer.x)>50||Math.abs(this.hoverPoint.y-e.pointer.y)>50)&&this.clearHoverPreview(),this.viewModeEnabled){if(!this.blockOnMouseButtonDown&&"down"===e.button){if(this.blockOnMouseButtonDown=!0,isWinCTRLorMacCMD(this.modifierKeyDown)||isWinMETAorMacCTRL(this.modifierKeyDown))return void this.identifyElementClicked();const e=Date.now();return e-this.doubleClickTimestamp<600&&e-this.doubleClickTimestamp>40&&this.identifyElementClicked(),void(this.doubleClickTimestamp=e)}"up"===e.button&&(this.blockOnMouseButtonDown=!1),(isWinCTRLorMacCMD(this.modifierKeyDown)||this.excalidrawAPI.getAppState().isViewModeEnabled&&this.plugin.settings.hoverPreviewWithoutCTRL)&&this.showHoverPreview()}}updateGridColor(e,t){e||(t=this.excalidrawAPI.getAppState(),e=e??"transparent"===t.viewBackgroundColor?"white":t.viewBackgroundColor),window.setTimeout((()=>this.updateScene({appState:{gridColor:this.getGridColor(e,t)},storeAction:"update"})))}canvasColorChangeHook(e){const t="transparent"===e.viewBackgroundColor?"white":e.viewBackgroundColor;if(this.updateGridColor(t,e),setDynamicStyle(this.plugin.ea,this,t,this.plugin.settings.dynamicStyling),this.plugin.ea.onCanvasColorChangeHook)try{this.plugin.ea.onCanvasColorChangeHook(this.plugin.ea,this,e.viewBackgroundColor)}catch(e){errorlog({where:this.canvasColorChangeHook,source:this.plugin.ea.onCanvasColorChangeHook,error:e,message:"ea.onCanvasColorChangeHook exception"})}}checkSceneVersion(e){const t=this.getSceneVersion(e);(t>0||0===t&&e.length>0)&&t!==this.previousSceneVersion&&(this.previousSceneVersion=t,this.setDirty(6.1))}onChange(e,t){if("freedraw"===t.newElement?.type&&(this.freedrawLastActiveTimestamp=Date.now()),this.viewModeEnabled=t.viewModeEnabled,this.semaphores.justLoaded){if((this.excalidrawData?.scene?.elements?.length??0)>0&&0===e.length)return;return this.semaphores.justLoaded=!1,!this.semaphores.preventAutozoom&&this.plugin.settings.zoomToFitOnOpen&&this.zoomToFit(!1,!0),this.previousSceneVersion=this.getSceneVersion(e),this.previousBackgroundColor=t.viewBackgroundColor,this.previousTheme=t.theme,void this.canvasColorChangeHook(t)}t.theme!==this.previousTheme&&this.file===this.excalidrawData.file&&(this.previousTheme=t.theme,this.setDirty(5.1)),t.viewBackgroundColor!==this.previousBackgroundColor&&this.file===this.excalidrawData.file&&(this.previousBackgroundColor=t.viewBackgroundColor,this.setDirty(6),this.colorChangeTimer&&window.clearTimeout(this.colorChangeTimer),this.colorChangeTimer=window.setTimeout((()=>{this.canvasColorChangeHook(t),this.colorChangeTimer=null}),50)),this.semaphores.dirty||null===t.editingTextElement&&null===t.editingLinearElement&&this.checkSceneVersion(e)}onLibraryChange(e){(async()=>{const t={type:"excalidrawlib",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,libraryItems:e};this.plugin.setStencilLibrary(t),await this.plugin.saveSettings()})()}onPaste(e,t){const n=this.excalidrawAPI,r=this.getHookServer();if(e&&r.onPasteHook){const n=r.onPasteHook({ea:r,payload:e,event:t,excalidrawFile:this.file,view:this,pointerPosition:this.currentPosition});if("boolean"==typeof n&&!1===n)return!1}if(!this.modifierKeyDown.ctrlKey&&null!=t&&DEVICE.isLinux)return!1;if(e&&e.text&&hyperlinkIsImage(e.text))return this.addImageWithURL(e.text),!1;if(e&&e.text&&!this.modifierKeyDown.shiftKey){if(Boolean(e.text.replaceAll("\r\n","\n").replaceAll("\r","\n").match(/^`{3}[^\n]*\n.+\n`{3}\s*$/ms))){const t=e.text;return window.setTimeout((()=>this.pasteCodeBlock(t))),!1}if(isTextImageTransclusion(e.text,this,(async(e,t)=>{const n=getEA(this);if(IMAGE_TYPES.contains(t.extension))n.selectElementsInView([await insertImageToView(n,this.currentPosition,t)]),n.destroy();else if("pdf"!==t.extension)n.selectElementsInView([await insertEmbeddableToView(n,this.currentPosition,t,e)]),n.destroy();else if(e.match(/^[^#]*#page=\d*(&\w*=[^&]+){0,}&rect=\d*,\d*,\d*,\d*/g)){const t=getEA(this);await t.addImage(this.currentPosition.x,this.currentPosition.y,e),t.addElementsToView(!1,!1).then((()=>t.destroy()))}else new UniversalInsertFileModal(this.plugin,this).open(t,this.currentPosition);this.setDirty(9)})))return!1;const t=obsidianPDFQuoteWithRef(e.text);if(t){const e=getEA(this),r=n.getAppState(),i=r.currentItemStrokeColor,a=r.viewBackgroundColor;e.style.strokeColor="transparent"===i?e.getCM("transparent"===a?"white":a).invert().stringHEX({alpha:!1}):i,e.style.fontFamily=r.currentItemFontFamily,e.style.fontSize=r.currentItemFontSize;const o=e.measureText(t.quote),s=o.width+60,l=e.addText(this.currentPosition.x,this.currentPosition.y,t.quote,{box:!0,boxStrokeColor:"transparent",width:Math.min(500,s),height:o.height+60});return e.elementsDict[l].link=`[[${t.link}]]`,e.addElementsToView(!1,!1).then((()=>e.destroy())),!1}}if(e.elements&&window.setTimeout((()=>this.save()),30),e&&e.text&&e.text.match(/(\[\[[^\]]*]])|(\[[^\]]*]\([^)]*\))/gm)){const e=n.getSceneElements().filter((e=>"text"===e.type)).map((e=>e.id));window.setTimeout((async()=>{const t=n.getSceneElementsIncludingDeleted(),r=t.filter((t=>"text"===t.type&&!t.isDeleted&&!e.includes(t.id))),i=new Map;let a;const o=(e,t)=>{i.set(a,[e,t])};if(r.forEach((e=>{a=e,isTextImageTransclusion(e.originalText,this,o)})),0===i.size)return void this.save(!1);for(const[e,[n,r]]of i){const n=cloneElement(e);n.isDeleted=!0,this.excalidrawData.deleteTextElement(n.id),t[t.indexOf(e)]=n}this.updateScene({elements:t,storeAction:"update"});const s=getEA(this);let l=0;for(const e of r){const t={x:e.x,y:e.y+l};if(i.has(e)){const[n,r]=i.get(e);if(IMAGE_TYPES.contains(r.extension)){const n=await insertImageToView(s,t,r,void 0,!1);l+=s.getElement(n).height-e.height}else if("pdf"!==r.extension){const i=await insertEmbeddableToView(s,t,r,n,!1);l+=s.getElement(i).height-e.height}else new UniversalInsertFileModal(this.plugin,this).open(r,t)}else 0!==l&&(s.copyViewElementsToEAforEditing([e]),s.getElement(e.id).y=t.y)}await s.addElementsToView(!1,!0),s.selectElementsInView(r.map((e=>e.id))),s.destroy()}),200)}return!0}async onThemeChange(e){this.excalidrawData.scene.appState.theme=e,this.loadSceneFiles(!0),this.toolsPanelRef?.current?.setTheme(e),window.setTimeout((()=>setDynamicStyle(this.plugin.ea,this,this.previousBackgroundColor,this.plugin.settings.dynamicStyling)))}onDrop(e){this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv);const t=this.excalidrawAPI;if(!t)return!1;const n=t.getAppState();this.currentPosition=viewportCoordsToSceneCoords({clientX:e.clientX,clientY:e.clientY},n);const r=this.app.dragManager.draggable,i=internalDragModifierType(e),a=webbrowserDragModifierType(e),o=localFileDragModifierType(e),s=(t,n,i)=>{if(!this.getHookServer().onDropHook)return!1;try{return this.getHookServer().onDropHook({ea:this.getHookServer(),event:e,draggable:r,type:t,payload:{files:n,text:i},excalidrawFile:this.file,view:this,pointerPosition:this.currentPosition})}catch(e){return new obsidian_module.Notice("on drop hook error. See console log for details"),errorlog({where:"ExcalidrawView.onDrop",error:e}),!1}};switch(r?.type){case"file":if(!s("file",[r.file],null)){const e=r.file;if(e.path.match(REG_LINKINDEX_INVALIDCHARS))return new obsidian_module.Notice(t$d("FILENAME_INVALID_CHARS"),4e3),!1;if(["image","image-fullsize"].contains(i)&&(IMAGE_TYPES.contains(e.extension)||"md"===e.extension||"pdf"===e.extension.toLowerCase()))return"pdf"===e.extension.toLowerCase()?new InsertPDFModal(this.plugin,this).open(e):(async()=>{const t=getEA(this);t.selectElementsInView([await insertImageToView(t,this.currentPosition,e,!("image-fullsize"===i))]),t.destroy()})(),!1;if("embeddable"===i)return(async()=>{const t=getEA(this);t.selectElementsInView([await insertEmbeddableToView(t,this.currentPosition,e)]),t.destroy()})(),!1;this.addText(`[[${app.metadataCache.fileToLinktext(r.file,this.file.path,!0)}]]`)}return!1;case"files":return s("file",r.files,null)||(async()=>{if(["image","image-fullsize"].contains(i)){const e=getEA(this);e.canvas.theme=t.getAppState().theme;let n=0;const a=[];for(const t of r.files)(IMAGE_TYPES.contains(t.extension)||"md"===t.extension)&&(a.push(await e.addImage(this.currentPosition.x+50*n,this.currentPosition.y+50*n,t,!("image-fullsize"===i))),n++,await e.addElementsToView(!1,!1,!0),e.selectElementsInView(a)),"pdf"===t.extension.toLowerCase()&&new InsertPDFModal(this.plugin,this).open(t);e.destroy()}else{if("embeddable"===i){const e=getEA(this);let t=0,n=0;const i=[];for(const a of r.files)i.push(await insertEmbeddableToView(e,{x:this.currentPosition.x+500*t,y:this.currentPosition.y+550*n},a)),t=(t+1)%3,0===t&&n++;return e.destroy(),!1}for(const e of r.files)await this.addText(`[[${app.metadataCache.fileToLinktext(e,this.file.path,!0)}]]`,void 0,!1),this.currentPosition.y+=2*n.currentItemFontSize;this.save(!1)}})(),!1}if(e.dataTransfer.types.includes("Files")){if(e.dataTransfer.types.includes("text/plain")){const t=e.dataTransfer.getData("text");if(t&&s("text",null,t))return!1;if(t&&"image-url"===a&&hyperlinkIsImage(t))return this.addImageWithURL(t),!1;if(t&&"link"===a)return this.plugin.settings.iframelyAllowed&&t.match(/^https?:\/\/\S*$/)?(this.addTextWithIframely(t),!1):(this.addText(t),!1);if(t&&"embeddable"===a){const e=getEA(this);return insertEmbeddableToView(e,this.currentPosition,void 0,t).then((()=>e.destroy())),!1}}if(e.dataTransfer.types.includes("text/html")){const t=e.dataTransfer.getData("text/html").match(/src=["']([^"']*)["']/);if(t&&"image-url"===a&&hyperlinkIsImage(t[1]))return this.addImageWithURL(t[1]),!1;if(t&&"link"===a)return this.plugin.settings.iframelyAllowed&&t[1].match(/^https?:\/\/\S*$/)?(this.addTextWithIframely(t[1]),!1):(this.addText(t[1]),!1);if(t&&"embeddable"===a){const e=getEA(this);return insertEmbeddableToView(e,this.currentPosition,void 0,t[1]).then(e.destroy),!1}}if(e.dataTransfer.types.length>=1&&["image-url","image-import","embeddable"].contains(o)){for(let t=0;t<e.dataTransfer.files.length;t++){const n=e.dataTransfer.files[t].path;if(!n)return!0;const r=getInternalLinkOrFileURLLink(n,this.plugin,e.dataTransfer.files[t].name,this.file),{x:i,y:a}=this.currentPosition,s={x:i+300*t,y:a+300*t};if(r.isInternal)if("embeddable"===o){const e=getEA(this);insertEmbeddableToView(e,s,r.file).then((()=>e.destroy()))}else{"pdf"===r.file.extension&&new InsertPDFModal(this.plugin,this).open(r.file);const e=getEA(this);insertImageToView(e,s,r.file).then((()=>e.destroy()))}else{const n=getURLImageExtension(r.url);if("image-import"===o)if(IMAGE_TYPES.contains(n))(async()=>{const n=e.dataTransfer.files[t].name,r=await e.dataTransfer.files[t].arrayBuffer();let{folder:i,filepath:a}=await getAttachmentsFolderAndFilePath(this.app,this.file.path,n);const o=this.app.vault.getAbstractFileByPath(a);if(o&&o instanceof obsidian_module.TFile)switch(await ScriptEngine.suggester(this.app,["Use the file already in the Vault instead of importing","Overwrite existing file in the Vault","Import the file with a new name"],["Use","Overwrite","Import"],"A file with the same name/path already exists in the Vault")){case"Import":const{folderpath:e,filename:t,basename:n,extension:i}=splitFolderAndFilename(a);a=getNewUniqueFilepath(this.app.vault,t,e);break;case"Overwrite":await this.app.vault.modifyBinary(o,r);default:const l=getEA(this);return await insertImageToView(l,s,o),void l.destroy()}const l=await this.app.vault.createBinary(a,r),c=getEA(this);await insertImageToView(c,s,l),c.destroy()})();else{if("excalidraw"===n)return!0;(async()=>{const{folder:n,filepath:r}=await getAttachmentsFolderAndFilePath(this.app,this.file.path,e.dataTransfer.files[t].name),i=await this.app.vault.createBinary(r,await e.dataTransfer.files[t].arrayBuffer());new UniversalInsertFileModal(this.plugin,this).open(i,s)})()}else if("embeddable"!==o&&IMAGE_TYPES.contains(n)){const e=getEA(this);insertImageToView(e,s,r.url).then((()=>e.destroy()))}else{const e=getEA(this);insertEmbeddableToView(e,s,null,r.url).then((()=>e.destroy())),"embeddable"!==o&&new obsidian_module.Notice("Not imported to Vault. Embedded with local URI")}}}return!1}if(e.dataTransfer.types.length>=1&&"link"===o){const t=getEA(this);for(let n=0;n<e.dataTransfer.files.length;n++){const r=e.dataTransfer.files[n].path,i=e.dataTransfer.files[n].name;if(!r||!i)return!0;const a=getInternalLinkOrFileURLLink(r,this.plugin,i,this.file),o=t.addText(this.currentPosition.x+40*n,this.currentPosition.y+20*n,a.isInternal?a.link:`📂 ${i}`);a.isInternal||(t.getElement(o).link=a.link)}return t.addElementsToView().then((()=>t.destroy())),!1}return!0}if(e.dataTransfer.types.includes("text/plain")||e.dataTransfer.types.includes("text/uri-list")||e.dataTransfer.types.includes("text/html")){const t=e.dataTransfer.getData("text/html").match(/src=["']([^"']*)["']/),n=t?t[1]:"",r=e.dataTransfer.getData("text"),i=e.dataTransfer.getData("text/uri-list");let o=t?n:r;if(o&&""!==o||(o=i),!o||""===o)return!0;if(!s("text",null,o)){if(o&&"embeddable"===a&&/^(blob:)?(http|https):\/\/[^\s/$.?#].[^\s]*$/.test(o))return!0;if(o&&"image-url"===a&&hyperlinkIsYouTubeLink(o))return this.addYouTubeThumbnail(o),!1;if(i&&"image-url"===a&&hyperlinkIsYouTubeLink(i))return this.addYouTubeThumbnail(i),!1;if(o&&"image-url"===a&&hyperlinkIsImage(o))return this.addImageWithURL(o),!1;if(i&&"image-url"===a&&hyperlinkIsImage(i))return this.addImageWithURL(i),!1;if(o&&"image-import"===a&&hyperlinkIsImage(o))return this.addImageSaveToVault(o),!1;if(i&&"image-import"===a&&hyperlinkIsImage(i))return this.addImageSaveToVault(i),!1;if(this.plugin.settings.iframelyAllowed&&o.match(/^https?:\/\/\S*$/))return this.addTextWithIframely(o),!1;if(o.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 t=decodeURIComponent(e[1]).split("#"),n=this.app.vault.getAbstractFileByPath(t[0]);if(n&&n instanceof obsidian_module.TFile){const e=this.app.metadataCache.fileToLinktext(n,this.file.path);return void this.addText(`[[${e+(t.length>1?"#"+t[1]+"|"+e:"")}]]`)}return this.addText(`[[${decodeURIComponent(e[1])}]]`),!1}}const n=o.split("file=");if(2===n.length)return this.addText(`[[${decodeURIComponent(n[1])}]]`),!1}this.addText(o.replace(/(!\[\[.*#[^\]]*\]\])/g,"$1{40}"))}return!1}return!s("unknown",null,null)}onBeforeTextEdit(e){if(window.clearTimeout(this.isEditingTextResetTimer),this.isEditingTextResetTimer=null,this.semaphores.isEditingText=!0,this.compatibilityMode)return e.originalText??e.text;return this.excalidrawData.getRawText(e.id)||e.rawText}onBeforeTextSubmit(e,t,n,r){const i=this.excalidrawAPI;if(!i)return{updatedNextOriginalText:null,nextLink:e?.link??null};if(this.semaphores.isEditingText=!0,this.isEditingTextResetTimer&&window.clearTimeout(this.isEditingTextResetTimer),this.isEditingTextResetTimer=window.setTimeout((()=>{void 0!==this.semaphores?.isEditingText&&(this.semaphores.isEditingText=!1),this.isEditingTextResetTimer=null}),1500),r)return this.excalidrawData.deleteTextElement(e.id),this.setDirty(7),{updatedNextOriginalText:null,nextLink:null};const a=t$d("WARNING_PASTING_ELEMENT_AS_TEXT");if(n.startsWith('{"type":"excalidraw/clipboard","elements":[{"'))return window.setTimeout((()=>{const t=this.excalidrawAPI.getSceneElements(),n=t.filter((t=>t.id===e.id));if(1===n.length){const e=cloneElement(n[0]);e.rawText=a,t[t.indexOf(n[0])]=e,this.excalidrawData.setTextElement(e.id,a,(()=>{})),this.updateScene({elements:t,storeAction:"update"}),i.history.clear()}})),{updatedNextOriginalText:a,nextLink:null};const o=e.containerId;if(isTextImageTransclusion(n,this,((t,n)=>{window.setTimeout((async()=>{const r=this.excalidrawAPI.getSceneElements(),i=r.filter((t=>t.id===e.id));if(1===i.length){const e={x:i[0].x,y:i[0].y},a=cloneElement(i[0]);a.isDeleted=!0,this.excalidrawData.deleteTextElement(a.id),r[r.indexOf(i[0])]=a,this.updateScene({elements:r,storeAction:"update"});const o=getEA(this);IMAGE_TYPES.contains(n.extension)?(o.selectElementsInView([await insertImageToView(o,e,n)]),o.destroy()):"pdf"!==n.extension?(o.selectElementsInView([await insertEmbeddableToView(o,e,n,t)]),o.destroy()):new UniversalInsertFileModal(this.plugin,this).open(n,e),this.setDirty(9)}}))})))return{updatedNextOriginalText:null,nextLink:e.link};if(n!==e.originalText||!this.excalidrawData.getRawText(e.id)){this.setDirty(8);const t=async t=>{if(this.textMode===TextMode.raw)return;const n=this.excalidrawAPI.getSceneElements(),r=arrayToMap(n),a=n.filter((t=>t.id===e.id));if(1===a.length){const e=getContainerElement(a[0],r),i=cloneElement(a[0]);if(!a[0]?.isDeleted){const{text:n,x:o,y:s,width:l,height:c}=refreshTextDimensions(a[0],e,r,t);i.x=o,i.y=s,i.width=l,i.height=c,i.originalText=t,i.text=n}n[n.indexOf(a[0])]=i,this.updateScene({elements:n,storeAction:"update"}),i.containerId&&this.updateContainerSize(i.containerId),this.setDirty(8.1)}i.history.clear()},[r,a]=this.excalidrawData.setTextElement(e.id,n,t);return r?(o&&this.updateContainerSize(o,!0),this.textMode===TextMode.raw?{updatedNextOriginalText:n,nextLink:a}:n===r?a?{updatedNextOriginalText:r,nextLink:a}:{updatedNextOriginalText:null,nextLink:e.link}:(i.history.clear(),{updatedNextOriginalText:r,nextLink:a})):{updatedNextOriginalText:null,nextLink:e.link}}return o&&this.updateContainerSize(o,!0),this.textMode===TextMode.parsed?{updatedNextOriginalText:this.excalidrawData.getParsedText(e.id),nextLink:e.link}:{updatedNextOriginalText:null,nextLink:e.link}}async onLinkOpen(e,t){if(t.preventDefault(),!e)return;let n=e.link;if(!n||""===n)return;window.setTimeout((()=>this.removeLinkTooltip()),500);let r=t?.detail?.nativeEvent;if(!this.handleLinkHookCall(e,e.link,r)&&!openExternalLink(e.link,this.app)){if("text"===e.type){const t=e.rawText.replaceAll("\n","");REGEX_LINK.getResList(t).filter((e=>Boolean(e.value))).length>1&&(n=t)}r.shiftKey||r.ctrlKey||r.metaKey||r.altKey||(r=emulateKeysForLinkClick("new-tab")),this.linkClick(r,null,null,{id:e.id,text:n},r,!0)}}onLinkHover(e,t){if(e&&(this.plugin.settings.hoverPreviewWithoutCTRL||isWinCTRLorMacCMD(t))){this.lastMouseEvent=t,this.lastMouseEvent.ctrlKey=!(DEVICE.isIOS||DEVICE.isMacOS)||this.lastMouseEvent.ctrlKey,this.lastMouseEvent.metaKey=DEVICE.isIOS||DEVICE.isMacOS||this.lastMouseEvent.metaKey;const n=e.link;if(!n||""===n)return;if(n.startsWith("[[")){const t=n.match(/\[\[(?<link>.*?)\]\]/);if(!t)return;let r=t.groups.link;this.showHoverPreview(r,e)}}}onViewModeChange(e){if(this.semaphores.viewunload||this.toolsPanelRef?.current?.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})}}async getBackOfTheNoteSections(){return(await this.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},this.file)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!MD_EX_SECTIONS.includes(e.display))).map((e=>cleanSectionHeading(e.display)))}async getBackOfTheNoteBlocks(){return(await this.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},this.file)).blocks.filter((e=>e.display&&e.node&&e.node.hasOwnProperty("type")&&e.node.hasOwnProperty("id"))).map((e=>cleanBlockRef(e.node.id)))}getSingleSelectedImage(){if(!this.excalidrawAPI)return null;const e=this.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==e.length)return null;const t=e[0];return{imageEl:t,embeddedFile:this.excalidrawData.getFile(t.fileId)}}async insertBackOfTheNoteCard(){const e=await this.getBackOfTheNoteSections();new SelectCard(this.app,this,e).start()}async moveBackOfTheNoteCardToFile(e){e=e??this.getViewSelectedElements().filter((e=>"embeddable"===e.type))[0]?.id;const t=this.getEmbeddableLeafElementById(e),n=t?.node?.child;if(!n||n.file!==this.file)return;if(n.lastSavedData!==this.data&&(await this.forceSave(!0),n.lastSavedData!==this.data))return void new obsidian_module.Notice(t$d("ERROR_TRY_AGAIN"));const{folder:r,filepath:i}=await getAttachmentsFolderAndFilePath(this.app,this.file.path,"dummy"),a=getNewUniqueFilepath(this.app.vault,n.subpath.replaceAll("#",""),r);let o=await ScriptEngine.inputPrompt(this,this.plugin,this.app,"Set filename","Enter filename",a,void 0,3);if(!o)return;o.endsWith(".md")||(o+=".md");const{folderpath:s,filename:l}=splitFolderAndFilename(o);o=getNewUniqueFilepath(this.app.vault,l,s);try{const t=await this.app.vault.create(o,n.text);if(!t)return void new obsidian_module.Notice("Unexpected error");const r=getEA(this);r.copyViewElementsToEAforEditing([this.getViewElements().find((t=>t.id===e))]),r.getElement(e).link=`[[${t.path}]]`,this.data=this.data.split(n.heading+n.text).join(""),await r.addElementsToView(!1),r.destroy(),await this.forceSave(!0)}catch(e){return void new obsidian_module.Notice(`Unexpected error: ${e.message}`)}}async pasteCodeBlock(e){try{e=e.replaceAll("\r\n","\n").replaceAll("\r","\n").trim(),Boolean(e.match(/^`{3}[^\n]*\n.+\n`{3}\s*$/ms))||(e="```"+(await GenericInputPrompt.Prompt(this,this.plugin,this.app,"type codeblock type","javascript, html, python, etc.","")).trim()+"\n"+e+"\n```");let t=(await GenericInputPrompt.Prompt(this,this.plugin,this.app,"Code Block Title","Enter title or leave empty for automatic title","")).trim();""===t&&(t="Code Block");const n=await this.getBackOfTheNoteSections();if(n.includes(t)){let e=0;for(;n.includes(`${t} ${++e}`););t=`${t} ${e}`}addBackOfTheNoteCard(this,t,!1,e)}catch(e){}}async convertImageElWithURLToLocalFile(e){const{imageEl:t,embeddedFile:n}=e,r=n.getImage(!1);if(!r&&!r.startsWith("data:"))return new obsidian_module.Notice("Image not found"),!1;const i=getEA(this);i.copyViewElementsToEAforEditing([t]);const a=i.getElement(t.id);a.fileId=fileid(),a.link||(a.link=n.hyperlink);let o=n.getImage(!1);if(!o.startsWith("data:")&&(new obsidian_module.Notice("Attempting to download image from URL. This may take a long while. The operation will time out after max 1 minute"),o=await getDataURLFromURL(o,n.mimeType,3e4),!o.startsWith("data:")))return new obsidian_module.Notice("Failed. Could not download image!"),!1;const s=[];s.push({mimeType:n.mimeType,id:a.fileId,dataURL:o,created:n.mtime}),this.excalidrawAPI.addFiles(s),await i.addElementsToView(!1,!0),i.destroy(),new obsidian_module.Notice("Image successfully converted to local file")}onContextMenu(e,t,n){const r=this.packages.react,i=[],a=this.excalidrawAPI,o=Object.keys(a.getAppState().selectedElementIds).length>0;if(this.isLinkSelected()&&i.push([renderContextMenuAction(r,t$d("OPEN_LINK_CLICK"),(()=>{const e=emulateKeysForLinkClick("new-tab");this.handleLinkClick(e,!0)}),n)]),t.viewModeEnabled){const e="laser"===t.activeTool?.type;i.push([renderContextMenuAction(r,t$d(e?"LASER_OFF":"LASER_ON"),(()=>{a.setActiveTool({type:e?"selection":"laser"})}),n)])}if(!t.viewModeEnabled){const e=this.getViewSelectedElements().filter((e=>"text"===e.type));if(1===e.length){const t=e[0],a=this.getViewElements().find((e=>e.id===t.containerId));a&&t.link&&this.excalidrawData.getParsedText(t.id)===t.rawText&&i.push([renderContextMenuAction(r,t$d("REMOVE_LINK"),(async()=>{const e=getEA(this);e.copyViewElementsToEAforEditing([t]),e.getElement(t.id).link=null,await e.addElementsToView(!1),e.destroy()}),n)]),a&&i.push([renderContextMenuAction(r,t$d("SELECT_TEXTELEMENT_ONLY"),(()=>{window.setTimeout((()=>this.excalidrawAPI.selectElements([t])))}),n)]),(!a||a&&"arrow"!==a.type)&&i.push([renderContextMenuAction(r,t$d("CONVERT_TO_MARKDOWN"),(()=>{this.convertTextElementToMarkdown(t,a)}),n)])}const t=this.getSingleSelectedImage();if(t&&t.embeddedFile?.isHyperLink&&i.push([renderContextMenuAction(r,t$d("CONVERT_URL_TO_FILE"),(()=>{window.setTimeout((()=>this.convertImageElWithURLToLocalFile(t)))}),n)]),t&&t.embeddedFile&&"image/svg+xml"===t.embeddedFile.mimeType&&(!t.embeddedFile.file||t.embeddedFile.file&&!this.plugin.isExcalidrawFile(t.embeddedFile.file))&&i.push([renderContextMenuAction(r,t$d("IMPORT_SVG_CONTEXTMENU"),(async()=>{const e=t.embeddedFile.getImage(!1).split(",")[1],n=atob(e);if(!n||""===n)return;const r=getEA(this);r.importSVG(n),r.addToGroup(r.getElements().map((e=>e.id))),await r.addElementsToView(!0,!0,!0,!0),r.destroy()}),n)]),o?i.push([renderContextMenuAction(r,t$d("COPY_ELEMENT_LINK"),(()=>{this.copyLinkToSelectedElementToClipboard("")}),n)]):i.push([renderContextMenuAction(r,t$d("COPY_DRAWING_LINK"),(()=>{const e=this.file.path.match(/(.*)(\.md)$/)?.[1];navigator.clipboard.writeText(`![[${e??this.file.path}]]`)}),n)]),1===this.getViewSelectedElements().filter((e=>"embeddable"===e.type)).length){const e=this.getEmbeddableLeafElementById(this.getViewSelectedElements().filter((e=>"embeddable"===e.type))[0].id),t=e?.node?.child;t&&t.file===this.file&&i.push([renderContextMenuAction(r,t$d("CONVERT_CARD_TO_FILE"),(()=>{this.moveBackOfTheNoteCardToFile()}),n)])}i.push([renderContextMenuAction(r,t$d("INSERT_CARD"),(()=>{this.insertBackOfTheNoteCard()}),n)]),i.push([renderContextMenuAction(r,t$d("UNIVERSAL_ADD_FILE"),(()=>{new UniversalInsertFileModal(this.plugin,this).open()}),n)]),i.push([renderContextMenuAction(r,t$d("INSERT_LINK"),(()=>{this.plugin.insertLinkDialog.start(this.file.path,((e,t,n)=>this.addLink(e,t,n)))}),n)]),i.push([renderContextMenuAction(r,t$d("PASTE_CODEBLOCK"),(async()=>{const e=await(navigator.clipboard?.readText());e&&""!==e.trim()&&this.pasteCodeBlock(e)}),n)])}if(0!==i.length)return r.createElement("div",{},...i,r.createElement("hr",{key:nanoid$1(),className:"context-menu-item-separator"}))}actionOpenScriptInstallPrompt(){new ScriptInstallPrompt(this.plugin).open()}actionOpenExportImageDialog(){this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file),this.exportDialog.createForm()),this.exportDialog.open()}setExcalidrawAPI(e){this.excalidrawAPI=e,window.setTimeout((()=>{this.onAfterLoadScene(!0),this.excalidrawContainer?.focus()}))}ttdDialog(){return this.packages.react.createElement(this.packages.excalidrawLib.TTDDialog,{onTextSubmit:async e=>{try{const t=await postOpenAI({systemPrompt:"The user will provide you with a text prompt. Your task is to generate a mermaid diagram based on the prompt. Use the graph, sequenceDiagram, flowchart or classDiagram types based on what best fits the request. Return a single message containing only the mermaid diagram in a codeblock. Avoid the use of `()` parenthesis in the mermaid script.",text:e,instruction:"Return a single message containing only the mermaid diagram in a codeblock."});if(!t)return{error:new Error("Request failed")};const n=t.json;if(n?.error)return log(t),{error:new Error(n.error.message)};if(!n?.choices?.[0]?.message?.content)return log(t),{error:new Error("Generation failed... see console log for details")};let r=extractCodeBlocks(n.choices[0]?.message?.content)[0]?.data;return r?(r.startsWith("mermaid")&&(r=r.replace(/^mermaid/,"").trim()),{generatedResponse:r,rateLimit:100,rateLimitRemaining:100}):(log(t),{error:new Error("Generation failed... see console log for details")})}catch(e){throw new Error("Request failed")}}})}diagramToCode(){return this.packages.react.createElement(this.packages.excalidrawLib.DiagramToCodePlugin,{generate:async({frame:e,children:t})=>{const n=this.excalidrawAPI.getAppState();try{const r=await this.packages.excalidrawLib.exportToBlob({elements:t,appState:{...n,exportBackground:!0,viewBackgroundColor:n.viewBackgroundColor},exportingFrame:e,files:this.excalidrawAPI.getFiles(),mimeType:"image/jpeg"}),i=await this.packages.excalidrawLib.getDataURL(r),a=this.packages.excalidrawLib.getTextFromElements(t),o=await diagramToHTML({image:i,apiKey:this.plugin.settings.openAIAPIToken,text:a,theme:n.theme});if(!o.ok){const e=await o.json(),t=e.error?.message||"Unknown error during generation";return{html:errorHTML(t)}}const s=await o.json();if(null==s.choices[0].message.content)return{html:errorHTML("Nothing generated")};const l=s.choices[0].message.content;return{html:l.slice(l.indexOf("<!DOCTYPE html>"),l.indexOf("</html>")+7)}}catch(e){return{html:errorHTML("Request failed")}}}})}ttdDialogTrigger(){return this.packages.react.createElement(this.packages.excalidrawLib.TTDDialogTrigger,{})}renderWelcomeScreen(){if(!this.plugin.settings.showSplashscreen)return null;const e=this.packages.react,{WelcomeScreen:t}=this.packages.excalidrawLib,n=this.app.vault.getFiles().filter((e=>this.plugin.isExcalidrawFile(e))).length,r=n<200?"Bronze":n<750?"Silver":n<2e3?"Gold":"Platinum",i=n<200?200-n:n<750?750-n:n<2e3?2e3-n:0,{decoration:a,title:o}=SwordColors[r];return e.createElement(t,{},e.createElement(t.Center,{},e.createElement(t.Center.Logo,{},e.createElement(LogoWrapper,{},excalidrawSword(r))),e.createElement(t.Center.Heading,{color:a,message:i>0?`${r}: ${i} ${t$d("WELCOME_RANK_NEXT")}`:`${r}: ${t$d("WELCOME_RANK_LEGENDARY")}`},o),e.createElement(t.Center.Heading,{},t$d("WELCOME_COMMAND_PALETTE"),e.createElement("br"),t$d("WELCOME_OBSIDIAN_MENU"),e.createElement("br"),t$d("WELCOME_SCRIPT_LIBRARY"),e.createElement("br"),t$d("WELCOME_HELP_MENU")),e.createElement(t.Center.Menu,{},e.createElement(t.Center.MenuItemLink,{icon:ICONS.YouTube,href:"https://www.youtube.com/@VisualPKM",shortcut:null,"aria-label":t$d("WELCOME_YOUTUBE_ARIA")},t$d("WELCOME_YOUTUBE_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.Discord,href:"https://discord.gg/DyfAXFwUHc",shortcut:null,"aria-label":t$d("WELCOME_DISCORD_ARIA")},t$d("WELCOME_DISCORD_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.twitter,href:"https://twitter.com/zsviczian",shortcut:null,"aria-label":t$d("WELCOME_TWITTER_ARIA")},t$d("WELCOME_TWITTER_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.Learn,href:"https://visual-thinking-workshop.com",shortcut:null,"aria-label":t$d("WELCOME_LEARN_ARIA")},t$d("WELCOME_LEARN_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.heart,href:"https://ko-fi.com/zsolt",shortcut:null,"aria-label":t$d("WELCOME_DONATE_ARIA")},t$d("WELCOME_DONATE_LINK")))))}renderCustomActionsMenu(){const e=this.packages.react,{MainMenu:t}=this.packages.excalidrawLib;return e.createElement(t,{},e.createElement(t.DefaultItems.ChangeCanvasBackground),e.createElement(t.DefaultItems.ToggleTheme),e.createElement(t.Separator),DEVICE.isPhone?null:e.createElement(t.Item,{icon:ICONS.trayMode,"aria-label":t$d("ARIA_LABEL_TRAY_MODE"),onSelect:()=>this.toggleTrayMode()},"Toggle tray-mode"),e.createElement(t.Item,{icon:saveIcon(!1),"aria-label":t$d("FORCE_SAVE"),onSelect:()=>this.forceSave()},"Save"),e.createElement(t.Item,{icon:ICONS.scriptEngine,"aria-label":"Explore the Excalidraw Script Library",onSelect:()=>this.actionOpenScriptInstallPrompt()},"Script Library"),e.createElement(t.Item,{icon:ICONS.ExportImage,"aria-label":"Export image as PNG, SVG, or Excalidraw file",onSelect:()=>this.actionOpenExportImageDialog()},"Export Image..."),e.createElement(t.Item,{icon:ICONS.switchToMarkdown,"aria-label":"Switch to markdown view",onSelect:()=>this.openAsMarkdown()},"Open as Markdown"),e.createElement(t.Separator),e.createElement(t.DefaultItems.Help),e.createElement(t.DefaultItems.ClearCanvas))}renderEmbeddable(e,t){const n=this.packages.react;try{const r=useDefaultExcalidrawFrame(e);if(!this.file||!e||!e.link||0===e.link.length||r)return null;if(e.link.match(REG_LINKINDEX_HYPERLINK)||e.link.startsWith("data:"))return r?null:renderWebView(e.link,this,e.id,t);const i=REGEX_LINK.getRes(e.link).next();if(!i||!i.value&&i.done)return null;let a=REGEX_LINK.getLink(i);return a.match(REG_LINKINDEX_HYPERLINK)?r?null:renderWebView(a,this,e.id,t):n.createElement(CustomEmbeddable,{element:e,view:this,appState:t,linkText:a})}catch(e){return null}}renderEmbeddableMenu(e){return this.embeddableMenu?.renderButtons(e)}renderToolsPanel(e){return this.packages.react.createElement(ToolsPanel,{ref:this.toolsPanelRef,visible:!1,view:new WeakRef(this),centerPointer:()=>this.setCurrentPositionToCenter(),observer:new WeakRef(e.current)})}renderTopRightUI(e,t){return this.obsidianMenu?.renderButton(e,t)}onExcalidrawResize(){try{const e=this.excalidrawAPI;if(!e)return;const t=this.contentEl.clientWidth,n=this.contentEl.clientHeight;if(0===t||0===n)return;const r=e.getAppState(),i=this.editingTextElementId===r.editingTextElement?.id,a=r.editingTextElement&&!i,o=(this.semaphores.isEditingText||i)&&!a;if(this.editingTextElementId=a?r.editingTextElement.id:null,a){const e=this.contentEl.querySelector(".Island.App-toolbar")?.clientHeight??0,t=sceneCoordsToViewportCoords({sceneX:0,sceneY:r.editingTextElement.y},r).y,i=n>t-sceneCoordsToViewportCoords({sceneX:0,sceneY:-r.scrollY},r).y+2*e,a=this.excalidrawWrapperRef.current;a&&!i&&(a.style.top=-(r.height-n)+"px",a.style.height=`${r.height}px`,this.excalidrawContainer?.querySelector(".App-bottom-bar")?.scrollIntoView(),this.headerEl?.scrollIntoView())}if(o){const e=this.excalidrawWrapperRef.current,t=this.excalidrawContainer?.querySelector(".App-bottom-bar"),n=this.headerEl;e&&(e.style.top="",e.style.height="",t?.scrollIntoView(),n?.scrollIntoView())}this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.updatePosition(),this.ownerDocument!==document&&this.refreshCanvasOffset()}catch(e){errorlog({where:"Excalidraw React-Wrapper, onResize",error:e})}}excalidrawRootElement(e){const t=this.packages.react,{Excalidraw:n}=this.packages.excalidrawLib,r=t.useRef(null),i=t.useRef(null),a=t.useRef(null);this.toolsPanelRef=i,t.useEffect((()=>(this.embeddableMenuRef=a,this.obsidianMenu=new ObsidianMenu(this.plugin,i,this),this.embeddableMenu=new EmbeddableMenu(this,a),this.excalidrawWrapperRef=r,()=>{this.obsidianMenu.destroy(),this.obsidianMenu=null,this.embeddableMenu.destroy(),this.embeddableMenu=null,this.toolsPanelRef.current=null,this.embeddableMenuRef.current=null,this.excalidrawWrapperRef.current=null})),[]);const o=t.useRef(new ResizeObserver((e=>{if(!i||!i.current)return;const{width:t,height:n}=e[0].contentRect;if(0===t||0===n)return;const r=i.current.onRightEdge?i.current.previousWidth-t:0,a=i.current.onBottomEdge?i.current.previousHeight-n:0;i.current.updatePosition(a,r)})));return t.useEffect((()=>(i?.current&&o.current.observe(i.current.containerRef.current),()=>{})),[i,o]),t.createElement(t.Fragment,null,t.createElement("div",{className:"excalidraw-wrapper",ref:r,key:"abc",tabIndex:0,onKeyDown:this.excalidrawDIVonKeyDown.bind(this),onPointerDown:this.onPointerDown.bind(this),onMouseMove:this.onMouseMove.bind(this),onMouseOver:this.onMouseOver.bind(this),onDragOver:this.onDragOver.bind(this),onDragLeave:this.onDragLeave.bind(this)},t.createElement(n,{excalidrawAPI:this.setExcalidrawAPI.bind(this),width:"100%",height:"100%",UIOptions:{canvasActions:{loadScene:!1,saveScene:!1,saveAsScene:!1,export:!1,saveAsImage:!1,saveToActiveFile:!1}},initState:e?.appState,initialData:e,detectScroll:!0,onPointerUpdate:this.onPointerUpdate.bind(this),libraryReturnUrl:"app://obsidian.md",autoFocus:!0,langCode:obsidianToExcalidrawMap[this.plugin.locale]??"en-EN",aiEnabled:!0,onChange:this.onChange.bind(this),onLibraryChange:this.onLibraryChange.bind(this),renderTopRightUI:this.renderTopRightUI.bind(this),renderEmbeddableMenu:this.renderEmbeddableMenu.bind(this),onPaste:this.onPaste.bind(this),onThemeChange:this.onThemeChange.bind(this),onDrop:this.onDrop.bind(this),onBeforeTextEdit:this.onBeforeTextEdit.bind(this),onBeforeTextSubmit:this.onBeforeTextSubmit.bind(this),onLinkOpen:this.onLinkOpen.bind(this),onLinkHover:this.onLinkHover.bind(this),onContextMenu:this.onContextMenu.bind(this),onViewModeChange:this.onViewModeChange.bind(this),validateEmbeddable:!0,renderWebview:DEVICE.isDesktop,renderEmbeddable:this.renderEmbeddable.bind(this),renderMermaid:shouldRenderMermaid,obsidianHostPlugin:new WeakRef(this.plugin),showDeprecatedFonts:!0},this.renderCustomActionsMenu(),this.renderWelcomeScreen(),this.ttdDialog(),this.diagramToCode(),this.ttdDialogTrigger()),this.renderToolsPanel(o)))}async instantiateExcalidraw(e){for(;!this.semaphores.scriptsReady;)await sleep(50);const t=this.packages.react,n=this.packages.reactDOM;this.clearDirty(),this.excalidrawRoot=n.createRoot(this.contentEl),this.excalidrawRoot.render(t.createElement(this.excalidrawRootElement.bind(this,e)))}updateContainerSize(e,t=!1,n=!1){const r=this.excalidrawAPI;if(!r)return;const i=()=>{const t=e?r.getSceneElements().filter((t=>t.id===e&&"arrow"!==t.type)):r.getSceneElements().filter(isContainer);t.length>0&&(n&&(this.semaphores.justLoaded=!0),r.updateContainerSize(t))};t?window.setTimeout((()=>i()),50):i()}zoomToFit(e=!0,t=!1){if(this.semaphores?.viewunload)return;if(document.body.querySelector("div.modal-container"))return;const n=this.excalidrawAPI;if(!n||this.semaphores.isEditingText||this.semaphores.preventAutozoom)return;if(windowMigratedDisableZoomOnce)return void(windowMigratedDisableZoomOnce=!1);const r=this.plugin.settings.zoomToFitMaxLevel,i=n.getSceneElements().filter((e=>e.width<1e4&&e.height<1e4));DEVICE.isMobile&&i.length>1e3||i.length>2500?t&&n.scrollToContent():e?window.setTimeout((()=>n.zoomToFit(i,r,this.isFullscreen()?0:.05)),100):n.zoomToFit(i,r,this.isFullscreen()?0:.05)}updatePinnedScripts(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{pinnedScripts:this.plugin.settings.pinnedScripts},storeAction:"update"})}updatePinnedCustomPens(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens)},storeAction:"update"})}updatePinchZoom(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{allowPinchZoom:this.plugin.settings.allowPinchZoom},storeAction:"update"})}updateWheelZoom(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{allowWheelZoom:this.plugin.settings.allowWheelZoom},storeAction:"update"})}async toggleTrayMode(){const e=this.excalidrawAPI;if(!e)return!1;const t=e.getAppState();e.updateScene({appState:{trayModeEnabled:!t.trayModeEnabled},storeAction:"update"}),await this.plugin.loadSettings(),this.plugin.settings.defaultTrayMode=!t.trayModeEnabled,this.plugin.saveSettings()}selectElementsMatchingQuery(e,t,n=!0,r=!1,i=!1){let a=getTextElementsMatchingQuery(e.filter((e=>"text"===e.type)),t,r).concat(getFrameElementsMatchingQuery(e.filter((e=>"frame"===e.type)),t,r)).concat(getElementsWithLinkMatchingQuery(e.filter((e=>e.link)),t,r)).concat(getImagesMatchingQuery(e,t,this.excalidrawData,r));if(0===a.length)return new obsidian_module.Notice(t$d("NO_SEARCH_RESULT")),!1;if(i){const t=this.plugin.ea.getElementsInTheSameGroupWithElement(a[0],e);t.length>0&&(a=t)}return this.zoomToElements(n,a),!0}zoomToElements(e,t){const n=this.excalidrawAPI;if(!n)return;const r=this.plugin.settings.zoomToFitMaxLevel;e&&n.selectElements(t,!0),n.zoomToFit(t,r,.05)}getViewElements(){const e=this.excalidrawAPI;return e?e.getSceneElements():[]}getViewSelectedElements(e=!0){const t=this.excalidrawAPI;if(!t)return[];const n=t.getAppState()?.selectedElementIds;if(!n)return[];const r=Object.keys(n);if(!r)return[];const i=new Set,a=t.getSceneElements().filter((e=>r.includes(e.id))),o=a.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]));return e&&a.some((e=>"frame"===e.type))&&a.filter((e=>"frame"===e.type)).forEach((e=>{t.getSceneElements().filter((t=>t.frameId===e.id)).forEach((e=>i.add(e.id)))})),a.forEach((e=>i.add(e.id))),o.forEach((e=>i.add(e))),t.getSceneElements().filter((e=>i.has(e.id)))}async copyLinkToSelectedElementToClipboard(e){const t=this.getViewSelectedElements();if(t.length<1)return void new obsidian_module.Notice(t$d("INSERT_LINK_TO_ELEMENT_ERROR"));let n;if(2===t.length){const e=t.filter((e=>"text"===e.type));1===e.length&&e[0].containerId&&1===t.filter((e=>e.boundElements.some((e=>"text"===e.type)))).length&&(n=e[0].id)}n||(n=1===t.length?t[0].id:this.plugin.ea.getLargestElement(t).id);const r=t.filter((e=>"frame"===e.type)),i=1===r.length,a=t.some((e=>e.groupIds&&e.groupIds.length>0));let o={area:{caption:"Area",action:()=>{e="area="}},link:{caption:"Link",action:()=>{e=""}},group:{caption:"Group",action:()=>{e="group="}},frame:{caption:"Frame",action:()=>{e="frame=",n=r[0].id}},clippedframe:{caption:"Clipped Frame",action:()=>{e="clippedframe=",n=r[0].id}}},s=[];switch(e){case"area=":s=[o.area,o.link,...a?[o.group]:[],...i?[o.frame,o.clippedframe]:[]];break;case"group=":s=[...a?[o.group]:[],o.link,o.area,...i?[o.frame,o.clippedframe]:[]];break;case"frame=":s=[...i?[o.frame,o.clippedframe]:[],...a?[o.group]:[],o.link,o.area];break;case"clippedframe=":s=[...i?[o.clippedframe,o.frame]:[],...a?[o.group]:[],o.link,o.area];break;default:s=[{caption:"Link",action:()=>{e=""}},{caption:"Area",action:()=>{e="area="}},{caption:"Group",action:()=>{e="group="}},...i?[o.frame,o.clippedframe]:[]]}const l=await ScriptEngine.inputPrompt(this,this.plugin,this.app,"Set link alias","Leave empty if you do not want to set an alias","",s);navigator.clipboard.writeText(`${e.length>0?"!":""}[[${this.file.path}#^${e}${n}${l?`|${l}`:""}]]`),new obsidian_module.Notice(t$d("INSERT_LINK_TO_ELEMENT_READY"))}updateScene(e,t=!1){const n=this.excalidrawAPI;if(!n)return;const r=e.elements&&t;r&&(e.elements=restore(e,null,null).elements),Boolean(e.appState)&&(e.forceFlushSync=!0);try{n.updateScene(e)}catch(t){if(errorlog({where:"ExcalidrawView.updateScene 1st attempt",fn:this.updateScene,error:t,scene:e,willDoSecondAttempt:!r}),r)warningUnknowSeriousError();else try{e.elements=restore(e,null,null).elements,n.updateScene(e)}catch(t){errorlog({where:"ExcalidrawView.updateScene 2nd attempt",fn:this.updateScene,error:t,scene:e}),warningUnknowSeriousError()}}}updateEmbeddableRef(e,t){t&&this.embeddableRefs.set(e,t)}getEmbeddableElementById(e){return this.embeddableRefs.get(e)}updateEmbeddableLeafRef(e,t){t&&this.embeddableLeafRefs.set(e,t)}getEmbeddableLeafElementById(e){if(!e)return null;return this.embeddableLeafRefs.get(e)||null}getActiveEmbeddable(){if(!this.excalidrawAPI)return null;const e=this.excalidrawAPI.getAppState();return e.activeEmbeddable&&"active"===e.activeEmbeddable.state?this.getEmbeddableLeafElementById(e.activeEmbeddable?.element?.id):null}get editor(){const e=this.getActiveEmbeddable();if(e){if(e.node&&e.node.isEditing)return e.node.child.editor;if(e.leaf?.view instanceof obsidian_module.MarkdownView)return e.leaf.view.editor}return null}}function getTextMode(e){return e.search("excalidraw-plugin: parsed\n")>-1||e.search("excalidraw-plugin: locked\n")>-1?TextMode.parsed:TextMode.raw}const startupScript=()=>atob("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"),CATEGORIES={WebBrowserDragAction:t$d("WEB_BROWSER_DRAG_ACTION"),LocalFileDragAction:t$d("LOCAL_FILE_DRAG_ACTION"),InternalDragAction:t$d("INTERNAL_DRAG_ACTION"),LinkClickAction:t$d("PANE_TARGET")};class ModifierKeySettingsComponent{contentEl;modifierKeyConfig;update;isMacOS;constructor(e,t,n){this.contentEl=e,this.modifierKeyConfig=t,this.update=n,this.isMacOS=DEVICE.isMacOS||DEVICE.isIOS}render(){const e=this.isMacOS?"Mac":"Win",t=this.modifierKeyConfig[e];Object.entries(CATEGORIES).forEach((([e,n])=>{const r=this.contentEl.createEl("details");r.createEl("summary",{text:n,cls:"excalidraw-setting-h4"});const i=t[e];r.createDiv({text:t$d("DEFAULT_ACTION_DESC")+{WebBrowserDragAction:{"image-import":"Import Image to Vault","image-url":"Insert Image or YouTube Thumbnail with URL",link:"Insert Link",embeddable:"Insert Interactive-Frame"},LocalFileDragAction:{"image-import":"Import external file or reuse existing file if path is from the Vault","image-url":"Insert Image: with local URI or internal-link if from Vault",link:"Insert Link: local URI or internal-link if from Vault",embeddable:"Insert Interactive-Frame: local URI or internal-link if from Vault"},InternalDragAction:{image:"Insert Image","image-fullsize":"Insert Image @100%",link:"Insert Link",embeddable:"Insert Interactive-Frame"},LinkClickAction:{"active-pane":"Open in current active window","new-pane":"Open in a new adjacent window","popout-window":"Open in a popout window","new-tab":"Open in a new tab","md-properties":"Show the Markdown image-properties dialog (only relevant if you have embedded a markdown document as an image)"}}[e][i.defaultAction],cls:"setting-item-description"}),Object.entries(i.rules).forEach((([t,n])=>{const i=new obsidian_module.Setting(r).setName({WebBrowserDragAction:{"image-import":"Import Image to Vault","image-url":"Insert Image or YouTube Thumbnail with URL",link:"Insert Link",embeddable:"Insert Interactive-Frame"},LocalFileDragAction:{"image-import":"Import external file or reuse existing file if path is from the Vault","image-url":"Insert Image: with local URI or internal-link if from Vault",link:"Insert Link: local URI or internal-link if from Vault",embeddable:"Insert Interactive-Frame: local URI or internal-link if from Vault"},InternalDragAction:{image:"Insert Image","image-fullsize":"Insert Image @100%",link:"Insert Link",embeddable:"Insert Interactive-Frame"},LinkClickAction:{"active-pane":"Open in current active window","new-pane":"Open in a new adjacent window","popout-window":"Open in a popout window","new-tab":"Open in a new tab","md-properties":"Show the Markdown image-properties dialog (only relevant if you have embedded a markdown document as an image)"}}[e][n.result]);i.addToggle((e=>e.setValue(n.shift).setTooltip("SHIFT").onChange((e=>{n.shift=e,this.update()})))),i.addToggle((t=>{t.setValue(n.ctrl_cmd).setTooltip(this.isMacOS?"CMD":"CTRL").onChange((e=>{n.ctrl_cmd=e,this.update()})),this.isMacOS&&"LinkClickAction"!==e&&(t.setDisabled(!0),t.toggleEl.style.opacity="0.5")})),i.addToggle((e=>e.setValue(n.alt_opt).setTooltip(this.isMacOS?"OPT":"ALT").onChange((e=>{n.alt_opt=e,this.update()})))),i.addToggle((e=>e.setValue(n.meta_ctrl).setTooltip(this.isMacOS?"CTRL":"META").onChange((e=>{n.meta_ctrl=e,this.update()}))))}))}))}}const o30=view.Decoration.line({attributes:{class:"ex-opacity-30"}}),o15=view.Decoration.line({attributes:{class:"ex-opacity-15"}}),o8=view.Decoration.line({attributes:{class:"ex-opacity-8"}}),o5=view.Decoration.line({attributes:{class:"ex-opacity-5"}}),o0=view.Decoration.line({attributes:{class:"ex-opacity-0"}}),HideTextBetweenCommentsExtension=view.ViewPlugin.fromClass(class{view;decorations;reExcalidrawData=/^%%(?:\r\n|\r|\n)# Excalidraw Data$/gm;reTextElements=/^%%(?:\r\n|\r|\n)# Text Elements$/gm;reDrawing=/^%%(?:\r\n|\r|\n)##? Drawing$/gm;linecount=0;isExcalidraw=!1;constructor(e){this.view=e,this.isExcalidraw=e.state.doc.toString().search(/^excalidraw-plugin: /m)>0,this.isExcalidraw?this.decorations=this.updateDecorations(e):this.decorations=view.Decoration.none}updateDecorations(e){const{state:t}=e,{doc:n}=t,r=n.toString();let i=r.search(this.reExcalidrawData);if(-1==i&&(i=r.search(this.reTextElements)),-1==i&&(i=r.search(this.reDrawing)),-1==i)return view.Decoration.none;const a=n.lineAt(i).number,o=n.lines;let s=new state.RangeSetBuilder;for(let e=a;e<=o;e++){const t=n.line(e),r=e-a;s.add(t.from,t.from,0==r?o30:1==r?o15:r<6?o8:r<12?o5:o0)}return s.finish()}update(e){this.isExcalidraw&&e.docChanged&&(this.decorations=this.updateDecorations(e.view))}},{decorations:e=>e.decorations}),EDITOR_FADEOUT="fadeOutExcalidrawMarkup",editorExtensions={[EDITOR_FADEOUT]:HideTextBetweenCommentsExtension};class EditorHandler{plugin;activeEditorExtensions=[];constructor(e){this.plugin=e}destroy(){this.plugin=null}setup(){this.plugin.registerEditorExtension(this.activeEditorExtensions),this.updateCMExtensionState(EDITOR_FADEOUT,this.plugin.settings.fadeOutExcalidrawMarkup)}updateCMExtensionState(e,t){const n=editorExtensions[e];if(n){if(1==t)this.activeEditorExtensions.push(n),this.activeEditorExtensions[this.activeEditorExtensions.length-1].exID=e;else for(let t=0;t<this.activeEditorExtensions.length;t++)if(this.activeEditorExtensions[t].exID===e){this.activeEditorExtensions.splice(t,1);break}this.plugin.app.workspace.updateOptions()}}update(){this.plugin.app.workspace.updateOptions()}}class HotkeyEditor extends obsidian_module.BaseComponent{settings;containerEl;capturing=!1;activeModifiers=[];isDirty=!1;applySettingsUpdate;boundKeydownHandler;boundKeyupHandler;constructor(e,t,n){super(),this.containerEl=e.createDiv(),this.settings=t,this.applySettingsUpdate=n,this.boundKeydownHandler=this.onKeydown.bind(this),this.boundKeyupHandler=this.onKeyup.bind(this)}onload(){this.render()}render(){this.containerEl.empty(),this.settings.modifierKeyOverrides.forEach(((e,t)=>{const n=e.key.toUpperCase();new obsidian_module.Setting(this.containerEl).setDesc(fragWithHTML(`<b>Code:</b> <kbd>${e.modifiers.join("+")} + ${n}</kbd> | <b>Apple:</b> <kbd>${modifierLabel(e.modifiers,"Mac")} + ${n}</kbd> | <b>Windows:</b> <kbd>${modifierLabel(e.modifiers,"Other")} + ${n}</kbd>`)).addButton((e=>e.setButtonText(t$d("HOTKEY_BUTTON_REMOVE")).setCta().onClick((()=>{this.settings.modifierKeyOverrides.splice(t,1),this.isDirty=!0,this.applySettingsUpdate(),this.render()}))))})),this.capturing?new obsidian_module.Setting(this.containerEl).setName(t$d("HOTKEY_PRESS_COMBO_NANE")).setDesc(t$d("HOTKEY_PRESS_COMBO_DESC")).controlEl.style.cursor="pointer":new obsidian_module.Setting(this.containerEl).addButton((e=>e.setButtonText(t$d("HOTKEY_BUTTON_ADD_OVERRIDE")).setCta().onClick((()=>this.startCapture()))))}startCapture(){this.capturing=!0,this.activeModifiers=[],this.render(),window.addEventListener("keydown",this.boundKeydownHandler),window.addEventListener("keyup",this.boundKeyupHandler)}onKeydown(e){e.preventDefault(),e.stopPropagation();const t=this.getModifiersFromEvent(e);if(["Control","Shift","Alt","Meta"].includes(e.key))return void(this.activeModifiers=t);const n=1===e.key.length?e.key.toLowerCase():e.key;this.settings.modifierKeyOverrides.some((e=>e.key===n&&e.modifiers.length===t.length&&e.modifiers.every((e=>t.includes(e)))))||(this.settings.modifierKeyOverrides.push({modifiers:t,key:n}),this.isDirty=!0,this.applySettingsUpdate()),this.stopCapture()}onKeyup(e){e.ctrlKey||e.shiftKey||e.altKey||e.metaKey||this.stopCapture()}stopCapture(){this.capturing=!1,window.removeEventListener("keydown",this.boundKeydownHandler),window.removeEventListener("keyup",this.boundKeyupHandler),this.render()}unload(){this.stopCapture()}getModifiersFromEvent(e){const t=[];return(DEVICE.isMacOS&&e.metaKey||!DEVICE.isMacOS&&e.ctrlKey)&&t.push("Mod"),DEVICE.isMacOS&&e.ctrlKey&&t.push("Ctrl"),!DEVICE.isMacOS&&e.metaKey&&t.push("Meta"),e.shiftKey&&t.push("Shift"),e.altKey&&t.push("Alt"),t}}const DEFAULT_SETTINGS={folder:"Excalidraw",cropFolder:"",annotateFolder:"",embedUseExcalidrawFolder:!1,templateFilePath:"Excalidraw/Template.excalidraw",scriptFolderPath:"Excalidraw/Scripts",compress:!0,decompressForMDView:!1,onceOffCompressFlagReset:!1,onceOffGPTVersionReset:!1,autosave:!0,autosaveIntervalDesktop:3e4,autosaveIntervalMobile:2e4,drawingFilenamePrefix:"Drawing ",drawingEmbedPrefixWithFilename:!0,drawingFilnameEmbedPostfix:" ",drawingFilenameDateTime:"YYYY-MM-DD HH.mm.ss",useExcalidrawExtension:!0,cropPrefix:"cropped_",annotatePrefix:"annotated_",annotatePreserveSize:!1,displaySVGInPreview:void 0,previewImageType:void 0,allowImageCache:!0,allowImageCacheInScene:!0,displayExportedImageIfAvailable:!1,previewMatchObsidianTheme:!1,width:"400",height:"",dynamicStyling:"colorful",isLeftHanded:!1,iframeMatchExcalidrawTheme:!0,matchTheme:!1,matchThemeAlways:!1,matchThemeTrigger:!1,defaultMode:"normal",defaultPenMode:"never",penModeDoubleTapEraser:!0,penModeCrosshairVisible:!0,renderImageInMarkdownReadingMode:!1,renderImageInHoverPreviewForMDNotes:!1,renderImageInMarkdownToPDF:!1,allowPinchZoom:!1,allowWheelZoom:!1,zoomToFitOnOpen:!0,zoomToFitOnResize:!0,zoomToFitMaxLevel:2,linkPrefix:"📍",urlPrefix:"🌐",parseTODO:!1,todo:"☐",done:"🗹",hoverPreviewWithoutCTRL:!1,linkOpacity:1,openInAdjacentPane:!1,showSecondOrderLinks:!0,focusOnFileTab:!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,exportEmbedScene:!1,keepInSync:!1,autoexportSVG:!1,autoexportPNG:!1,autoExportLightAndDark:!1,autoexportExcalidraw:!1,embedType:"excalidraw",embedMarkdownCommentLinks:!0,embedWikiLink:!0,syncExcalidraw:!1,experimentalFileType:!1,experimentalFileTag:"✏️",experimentalLivePreview:!0,fadeOutExcalidrawMarkup:!1,loadPropertySuggestions:!0,experimentalEnableFourthFont:!1,experimantalFourthFont:"Virgil",addDummyTextElement:!1,zoteroCompatibility:!1,fieldSuggester:!0,compatibilityMode:!1,drawingOpenCount:0,library:"deprecated",library2:{type:"excalidrawlib",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,libraryItems:[]},imageElementNotice:!0,mdSVGwidth:500,mdSVGmaxHeight:800,mdFont:"Virgil",mdFontColor:"Black",mdBorderColor:"Black",mdCSS:"",scriptEngineSettings:{},defaultTrayMode:!0,previousRelease:"0.0.0",showReleaseNotes:!0,showNewVersionNotification:!0,latexBoilerplate:"\\color{blue}",taskboneEnabled:!1,taskboneAPIkey:"",pinnedScripts:[],customPens:[{...PENS.default},{...PENS.highlighter},{...PENS.finetip},{...PENS.fountain},{...PENS.marker},{...PENS["thick-thin"]},{...PENS["thin-thick-thin"]},{...PENS.default},{...PENS.default},{...PENS.default}],numberOfCustomPens:0,pdfScale:4,pdfBorderBox:!0,pdfFrame:!1,pdfGapSize:20,pdfGroupPages:!1,pdfLockAfterImport:!0,pdfNumColumns:1,pdfNumRows:1,pdfDirection:"right",pdfImportScale:.3,gridSettings:{DYNAMIC_COLOR:!0,COLOR:"#000000",OPACITY:50},laserSettings:{DECAY_LENGTH:50,DECAY_TIME:1e3,COLOR:"#ff0000"},embeddableMarkdownDefaults:{useObsidianDefaults:!1,backgroundMatchCanvas:!1,backgroundMatchElement:!0,backgroundColor:"#fff",backgroundOpacity:60,borderMatchElement:!0,borderColor:"#fff",borderOpacity:0,filenameVisible:!1},markdownNodeOneClickEditing:!1,canvasImmersiveEmbed:!0,startupScriptPath:"",openAIAPIToken:"",openAIDefaultTextModel:"gpt-3.5-turbo-1106",openAIDefaultVisionModel:"gpt-4o",openAIDefaultImageGenerationModel:"dall-e-3",openAIURL:"https://api.openai.com/v1/chat/completions",openAIImageGenerationURL:"https://api.openai.com/v1/images/generations",openAIImageEditsURL:"https://api.openai.com/v1/images/edits",openAIImageVariationURL:"https://api.openai.com/v1/images/variations",modifierKeyConfig:{Mac:{LocalFileDragAction:{defaultAction:"image-import",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"},{shift:!0,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!1,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"embeddable"}]},WebBrowserDragAction:{defaultAction:"image-url",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!0,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"link"},{shift:!1,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"}]},InternalDragAction:{defaultAction:"link",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!0,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!0,result:"image-fullsize"}]},LinkClickAction:{defaultAction:"new-tab",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"active-pane"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"new-tab"},{shift:!1,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"new-pane"},{shift:!0,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"popout-window"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!0,result:"md-properties"}]}},Win:{LocalFileDragAction:{defaultAction:"image-import",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!0,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"embeddable"}]},WebBrowserDragAction:{defaultAction:"image-url",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"}]},InternalDragAction:{defaultAction:"link",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image"},{shift:!1,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"image-fullsize"}]},LinkClickAction:{defaultAction:"new-tab",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"active-pane"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"new-tab"},{shift:!1,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"new-pane"},{shift:!0,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"popout-window"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!0,result:"md-properties"}]}}},slidingPanesSupport:!1,areaZoomLimit:1,longPressDesktop:500,longPressMobile:500,isDebugMode:!1,rank:"Bronze",modifierKeyOverrides:[{modifiers:["Mod"],key:"Enter"},{modifiers:["Mod"],key:"k"},{modifiers:["Mod"],key:"G"}],showSplashscreen:!0};class ExcalidrawSettingTab extends obsidian_module.PluginSettingTab{plugin;requestEmbedUpdate=!1;requestReloadDrawings=!1;requestUpdatePinnedPens=!1;requestUpdateDynamicStyling=!1;hotkeyEditor;constructor(e,t){super(e,t),this.plugin=t}applySettingsUpdate(e=!1){e&&(this.requestReloadDrawings=!0)}async hide(){if(this.plugin.settings.scriptFolderPath=obsidian_module.normalizePath(this.plugin.settings.scriptFolderPath),"/"!==this.plugin.settings.scriptFolderPath&&""!==this.plugin.settings.scriptFolderPath||(this.plugin.settings.scriptFolderPath="Excalidraw/Scripts"),this.plugin.saveSettings(),this.requestUpdatePinnedPens&&getExcalidrawViews(this.app).forEach((e=>e.updatePinnedCustomPens())),this.requestUpdateDynamicStyling&&getExcalidrawViews(this.app).forEach((e=>setDynamicStyle(this.plugin.ea,e,e.previousBackgroundColor,this.plugin.settings.dynamicStyling))),this.hotkeyEditor.unload(),this.hotkeyEditor.isDirty&&this.plugin.registerHotkeyOverrides(),this.requestReloadDrawings){const e=getExcalidrawViews(this.app);for(const t of e)await t.save(!1),await t.reload(!0);this.requestEmbedUpdate=!0}this.requestEmbedUpdate&&this.plugin.triggerEmbedUpdates(),this.plugin.scriptEngine.updateScriptPath()}async display(){let e;await this.plugin.loadSettings(),this.requestEmbedUpdate=!1,this.requestReloadDrawings=!1;const{containerEl:t}=this;t.addClass("excalidraw-settings"),this.containerEl.empty();const n=t.createDiv("coffee");n.addClass("ex-coffee-div"),n.createEl("a",{href:"https://ko-fi.com/zsolt"}).createEl("img",{attr:{src:"https://cdn.ko-fi.com/cdn/kofi3.png?v=3"}}).height=45;const r=[{icon:'<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"><path d="M15 22v-4a4.8 4.8 0 0 0-1-3.5c3 0 6-2 6-5.5.08-1.25-.27-2.48-1-3.5.28-1.15.28-2.35 0-3.5 0 0-1 0-3 1.5-2.64-.5-5.36-.5-8 0C6 2 5 2 5 2c-.3 1.15-.3 2.35 0 3.5A5.403 5.403 0 0 0 4 9c0 3.5 3 5.5 6 5.5-.39.49-.68 1.05-.85 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obsidian_module.Setting(e).setName(t$d("FOLDER_NAME")).setDesc(fragWithHTML(t$d("FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw").setValue(this.plugin.settings.folder).onChange((async e=>{this.plugin.settings.folder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FOLDER_EMBED_NAME")).setDesc(fragWithHTML(t$d("FOLDER_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedUseExcalidrawFolder).onChange((async e=>{this.plugin.settings.embedUseExcalidrawFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("CROP_FOLDER_NAME")).setDesc(fragWithHTML(t$d("CROP_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Cropped").setValue(this.plugin.settings.cropFolder).onChange((async e=>{this.plugin.settings.cropFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_FOLDER_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Annotations").setValue(this.plugin.settings.annotateFolder).onChange((async e=>{this.plugin.settings.annotateFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TEMPLATE_NAME")).setDesc(fragWithHTML(t$d("TEMPLATE_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Template").setValue(this.plugin.settings.templateFilePath).onChange((async e=>{this.plugin.settings.templateFilePath=e,this.applySettingsUpdate()})))),addIframe(e,"jgUpYznHP9A",216),new obsidian_module.Setting(e).setName(t$d("SCRIPT_FOLDER_NAME")).setDesc(fragWithHTML(t$d("SCRIPT_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Scripts").setValue(this.plugin.settings.scriptFolderPath).onChange((async 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obsidian_module.Setting(e).setName(t$d("AUTOSAVE_INTERVAL_DESKTOP_NAME")).setDesc(fragWithHTML(t$d("AUTOSAVE_INTERVAL_DESKTOP_DESC"))).addDropdown((e=>e.addOption("15000","Very frequent (every 15 seconds)").addOption("30000","Frequent (every 30 seconds)").addOption("60000","Moderate (every 60 seconds)").addOption("300000","Rare (every 5 minutes)").addOption("900000","Practically never (every 15 minutes)").setValue(this.plugin.settings.autosaveIntervalDesktop.toString()).onChange((async e=>{this.plugin.settings.autosaveIntervalDesktop=parseInt(e),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AUTOSAVE_INTERVAL_MOBILE_NAME")).setDesc(fragWithHTML(t$d("AUTOSAVE_INTERVAL_MOBILE_DESC"))).addDropdown((e=>e.addOption("10000","Very frequent (every 10 seconds)").addOption("20000","Frequent (every 20 seconds)").addOption("30000","Moderate (every 30 seconds)").addOption("60000","Rare (every 1 minute)").addOption("300000","Practically never (every 5 minutes)").setValue(this.plugin.settings.autosaveIntervalMobile.toString()).onChange((async e=>{this.plugin.settings.autosaveIntervalMobile=parseInt(e),this.applySettingsUpdate()})))),e=a.createEl("details"),e.createEl("summary",{text:t$d("FILENAME_HEAD"),cls:"excalidraw-setting-h3"}),e.createDiv("",(e=>{e.innerHTML=t$d("FILENAME_DESC")}));const o=()=>`${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'>${getEmbedFilename("{NOTE_NAME}",this.plugin.settings)}</a></b>`,s=e.createEl("p",{text:""});s.innerHTML=o(),new obsidian_module.Setting(e).setName(t$d("FILENAME_PREFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: Drawing ").setValue(this.plugin.settings.drawingFilenamePrefix).onChange((async t=>{this.plugin.settings.drawingFilenamePrefix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenamePrefix),s.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_PREFIX_EMBED_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.drawingEmbedPrefixWithFilename).onChange((async e=>{this.plugin.settings.drawingEmbedPrefixWithFilename=e,s.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_POSTFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_POSTFIX_DESC"))).addText((e=>e.setPlaceholder("").setValue(this.plugin.settings.drawingFilnameEmbedPostfix).onChange((async t=>{this.plugin.settings.drawingFilnameEmbedPostfix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilnameEmbedPostfix),s.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_DATE_NAME")).setDesc(fragWithHTML(t$d("FILENAME_DATE_DESC"))).addText((e=>e.setPlaceholder("YYYY-MM-DD HH.mm.ss").setValue(this.plugin.settings.drawingFilenameDateTime).onChange((async t=>{this.plugin.settings.drawingFilenameDateTime=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenameDateTime),s.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_EXCALIDRAW_EXTENSION_NAME")).setDesc(fragWithHTML(t$d("FILENAME_EXCALIDRAW_EXTENSION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.useExcalidrawExtension).onChange((async e=>{this.plugin.settings.useExcalidrawExtension=e,s.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("CROP_PREFIX_NAME")).setDesc(fragWithHTML(t$d("CROP_PREFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: Cropped_ ").setValue(this.plugin.settings.cropPrefix).onChange((async t=>{this.plugin.settings.cropPrefix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.cropPrefix),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_PREFIX_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_PREFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: Annotated_ ").setValue(this.plugin.settings.annotatePrefix).onChange((async t=>{this.plugin.settings.annotatePrefix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.annotatePrefix),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_PRESERVE_SIZE_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_PRESERVE_SIZE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.annotatePreserveSize).onChange((async e=>{this.plugin.settings.annotatePreserveSize=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("AI_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("AI_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_TOKEN_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_TOKEN_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_TOKEN_PLACEHOLDER")).setValue(this.plugin.settings.openAIAPIToken).onChange((async e=>{this.plugin.settings.openAIAPIToken=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_MODEL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_MODEL_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_DEFAULT_MODEL_PLACEHOLDER")).setValue(this.plugin.settings.openAIDefaultTextModel).onChange((async e=>{this.plugin.settings.openAIDefaultTextModel=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_VISION_MODEL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_VISION_MODEL_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_DEFAULT_VISION_MODEL_PLACEHOLDER")).setValue(this.plugin.settings.openAIDefaultVisionModel).onChange((async e=>{this.plugin.settings.openAIDefaultVisionModel=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_IMAGE_MODEL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_IMAGE_MODEL_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_DEFAULT_IMAGE_MODEL_PLACEHOLDER")).setValue(this.plugin.settings.openAIDefaultImageGenerationModel).onChange((async e=>{this.plugin.settings.openAIDefaultImageGenerationModel=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_API_URL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_API_URL_DESC"))).addText((e=>e.setPlaceholder("e.g.: https://api.openai.com/v1/chat/completions").setValue(this.plugin.settings.openAIURL).onChange((async e=>{this.plugin.settings.openAIURL=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("DISPLAY_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const l=e;let c;e.createEl("summary",{text:t$d("DISPLAY_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("DEFAULT_PEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_PEN_MODE_DESC"))).addDropdown((e=>e.addOption("never","Never").addOption("mobile","On Obsidian Mobile").addOption("always","Always").setValue(this.plugin.settings.defaultPenMode).onChange((async e=>{this.plugin.settings.defaultPenMode=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DISABLE_DOUBLE_TAP_ERASER_NAME")).addToggle((e=>e.setValue(this.plugin.settings.penModeDoubleTapEraser).onChange((async e=>{this.plugin.settings.penModeDoubleTapEraser=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_NAME")).setDesc(fragWithHTML(t$d("SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.penModeCrosshairVisible).onChange((async e=>{this.plugin.settings.penModeCrosshairVisible=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SHOW_DRAWING_OR_MD_IN_READING_MODE_NAME")).setDesc(fragWithHTML(t$d("SHOW_DRAWING_OR_MD_IN_READING_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.renderImageInMarkdownReadingMode).onChange((async e=>{this.plugin.settings.renderImageInMarkdownReadingMode=e,this.applySettingsUpdate()})))).nameEl.setAttribute("id","MDReadingMode"),new obsidian_module.Setting(e).setName(t$d("SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_NAME")).setDesc(fragWithHTML(t$d("SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.renderImageInHoverPreviewForMDNotes).onChange((async e=>{this.plugin.settings.renderImageInHoverPreviewForMDNotes=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).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()})))),addIframe(e,"H8Njp7ZXYag",999),new obsidian_module.Setting(e).setName(t$d("TOGGLE_SPLASHSCREEN")).addToggle((e=>e.setValue(this.plugin.settings.showSplashscreen).onChange((e=>{this.plugin.settings.showSplashscreen=e,this.applySettingsUpdate()})))),e=l.createEl("details"),e.createEl("summary",{text:t$d("HOTKEY_OVERRIDE_HEAD"),cls:"excalidraw-setting-h3"}),e.createEl("span",{},(e=>{e.innerHTML=t$d("HOTKEY_OVERRIDE_DESC")})),this.hotkeyEditor=new HotkeyEditor(e,this.plugin.settings,this.applySettingsUpdate),this.hotkeyEditor.onload(),e=l.createEl("details"),e.createEl("summary",{text:t$d("THEME_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("DYNAMICSTYLE_NAME")).setDesc(fragWithHTML(t$d("DYNAMICSTYLE_DESC"))).addDropdown((e=>e.addOption("none","Dynamic Styling OFF").addOption("colorful","Match color").addOption("gray","Gray, match tone").setValue(this.plugin.settings.dynamicStyling).onChange((async e=>{this.requestUpdateDynamicStyling=!0,this.plugin.settings.dynamicStyling=e,this.applySettingsUpdate()})))),addIframe(e,"fypDth_-8q0"),new obsidian_module.Setting(e).setName(t$d("IFRAME_MATCH_THEME_NAME")).setDesc(fragWithHTML(t$d("IFRAME_MATCH_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.iframeMatchExcalidrawTheme).onChange((async e=>{this.plugin.settings.iframeMatchExcalidrawTheme=e,this.applySettingsUpdate(!0)})))),addIframe(e,"ICpoyMv6KSs"),new obsidian_module.Setting(e).setName(t$d("MATCH_THEME_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchTheme).onChange((async e=>{this.plugin.settings.matchTheme=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("MATCH_THEME_ALWAYS_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_ALWAYS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchThemeAlways).onChange((async e=>{this.plugin.settings.matchThemeAlways=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).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,e?this.plugin.addThemeObserver():this.plugin.removeThemeObserver(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DEFAULT_OPEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_OPEN_MODE_DESC"))).addDropdown((e=>e.addOption("normal","Always in normal-mode").addOption("zen","Always in zen-mode").addOption("view","Always in view-mode").addOption("view-mobile","Usually normal, but view-mode on Phone").setValue(this.plugin.settings.defaultMode).onChange((async e=>{this.plugin.settings.defaultMode=e,this.applySettingsUpdate()})))),e=l.createEl("details"),e.createEl("summary",{text:t$d("ZOOM_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("DEFAULT_PINCHZOOM_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_PINCHZOOM_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowPinchZoom).onChange((async e=>{this.plugin.settings.allowPinchZoom=e,getExcalidrawViews(this.app).forEach((e=>e.updatePinchZoom())),this.applySettingsUpdate()})))),addIframe(e,"rBarRfcSxNo",107),new obsidian_module.Setting(e).setName(t$d("DEFAULT_WHEELZOOM_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_WHEELZOOM_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowWheelZoom).onChange((async e=>{this.plugin.settings.allowWheelZoom=e,getExcalidrawViews(this.app).forEach((e=>e.updateWheelZoom())),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ZOOM_TO_FIT_ONOPEN_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_ONOPEN_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnOpen).onChange((async e=>{this.plugin.settings.zoomToFitOnOpen=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ZOOM_TO_FIT_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnResize).onChange((async e=>{this.plugin.settings.zoomToFitOnResize=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$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=>{c.innerText=` ${e.toString()}`,this.plugin.settings.zoomToFitMaxLevel=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{c=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.zoomToFitMaxLevel.toString()}`})),e=l.createEl("details"),e.createEl("summary",{text:t$d("GRID_HEAD"),cls:"excalidraw-setting-h3"});const d=()=>{getExcalidrawViews(this.app).forEach((e=>e.updateGridColor()))};let T,u,Q,p,h,m,f,g,b;new obsidian_module.Setting(e).setName(t$d("GRID_DYNAMIC_COLOR_NAME")).setDesc(fragWithHTML(t$d("GRID_DYNAMIC_COLOR_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.gridSettings.DYNAMIC_COLOR).onChange((async e=>{this.plugin.settings.gridSettings.DYNAMIC_COLOR=e,T.style.display=e?"none":"block",this.applySettingsUpdate(),d()})))),T=e.createDiv(),T.style.display=this.plugin.settings.gridSettings.DYNAMIC_COLOR?"none":"block",new obsidian_module.Setting(T).setName(t$d("GRID_COLOR_NAME")).addColorPicker((e=>e.setValue(this.plugin.settings.gridSettings.COLOR).onChange((async e=>{this.plugin.settings.gridSettings.COLOR=e,this.applySettingsUpdate(),d()})))),new obsidian_module.Setting(e).setName(t$d("GRID_OPACITY_NAME")).setDesc(fragWithHTML(t$d("GRID_OPACITY_DESC"))).addSlider((e=>e.setLimits(0,100,1).setValue(this.plugin.settings.gridSettings.OPACITY).onChange((async e=>{u.innerText=` ${e.toString()}`,this.plugin.settings.gridSettings.OPACITY=e,this.applySettingsUpdate(),d()})))).settingEl.createDiv("",(e=>{u=e,e.style.minWidth="3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.gridSettings.OPACITY}`})),e=l.createEl("details"),e.createEl("summary",{text:t$d("LASER_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("LASER_COLOR")).addColorPicker((e=>e.setValue(this.plugin.settings.laserSettings.COLOR).onChange((async e=>{this.plugin.settings.laserSettings.COLOR=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LASER_DECAY_TIME_NAME")).setDesc(fragWithHTML(t$d("LASER_DECAY_TIME_DESC"))).addSlider((e=>e.setLimits(500,2e4,500).setValue(this.plugin.settings.laserSettings.DECAY_TIME).onChange((async e=>{Q.innerText=` ${e.toString()}`,this.plugin.settings.laserSettings.DECAY_TIME=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{Q=e,e.style.minWidth="3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.laserSettings.DECAY_TIME.toString()}`})),new obsidian_module.Setting(e).setName(t$d("LASER_DECAY_LENGTH_NAME")).setDesc(fragWithHTML(t$d("LASER_DECAY_LENGTH_DESC"))).addSlider((e=>e.setLimits(25,2e3,25).setValue(this.plugin.settings.laserSettings.DECAY_LENGTH).onChange((async e=>{p.innerText=` ${e.toString()}`,this.plugin.settings.laserSettings.DECAY_LENGTH=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{p=e,e.style.minWidth="3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.laserSettings.DECAY_LENGTH.toString()}`})),e=l.createEl("details"),e.createEl("summary",{text:t$d("DRAG_MODIFIER_NAME"),cls:"excalidraw-setting-h3"}),e.createDiv({text:t$d("DRAG_MODIFIER_DESC"),cls:"setting-item-description"}),new obsidian_module.Setting(e).setName(t$d("LONG_PRESS_DESKTOP_NAME")).setDesc(fragWithHTML(t$d("LONG_PRESS_DESKTOP_DESC"))).addSlider((e=>e.setLimits(300,3e3,100).setValue(this.plugin.settings.longPressDesktop).onChange((async e=>{h.innerText=` ${e.toString()}`,this.plugin.settings.longPressDesktop=e,this.applySettingsUpdate(!0)})))).settingEl.createDiv("",(e=>{h=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.longPressDesktop.toString()}`})),new obsidian_module.Setting(e).setName(t$d("LONG_PRESS_MOBILE_NAME")).setDesc(fragWithHTML(t$d("LONG_PRESS_MOBILE_DESC"))).addSlider((e=>e.setLimits(300,3e3,100).setValue(this.plugin.settings.longPressMobile).onChange((async e=>{m.innerText=` ${e.toString()}`,this.plugin.settings.longPressMobile=e,this.applySettingsUpdate(!0)})))).settingEl.createDiv("",(e=>{m=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.longPressMobile.toString()}`})),new ModifierKeySettingsComponent(e,this.plugin.settings.modifierKeyConfig,this.applySettingsUpdate).render(),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("LINKS_HEAD_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("LINKS_HEAD"),cls:"excalidraw-setting-h1"}),e.createEl("span",void 0,(e=>e.innerHTML=t$d("LINKS_DESC"))),new obsidian_module.Setting(e).setName(t$d("SECOND_ORDER_LINKS_NAME")).setDesc(fragWithHTML(t$d("SECOND_ORDER_LINKS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showSecondOrderLinks).onChange((async e=>{this.plugin.settings.showSecondOrderLinks=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ADJACENT_PANE_NAME")).setDesc(fragWithHTML(t$d("ADJACENT_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInAdjacentPane).onChange((async e=>{this.plugin.settings.openInAdjacentPane=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FOCUS_ON_EXISTING_TAB_NAME")).setDesc(fragWithHTML(t$d("FOCUS_ON_EXISTING_TAB_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.focusOnFileTab).onChange((async e=>{this.plugin.settings.focusOnFileTab=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("MAINWORKSPACE_PANE_NAME")).setDesc(fragWithHTML(t$d("MAINWORKSPACE_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInMainWorkspace).onChange((async e=>{this.plugin.settings.openInMainWorkspace=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(fragWithHTML(t$d("LINK_BRACKETS_NAME"))).setDesc(fragWithHTML(t$d("LINK_BRACKETS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showLinkBrackets).onChange((e=>{this.plugin.settings.showLinkBrackets=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("LINK_PREFIX_NAME")).setDesc(fragWithHTML(t$d("LINK_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.linkPrefix).onChange((e=>{this.plugin.settings.linkPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("URL_PREFIX_NAME")).setDesc(fragWithHTML(t$d("URL_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.urlPrefix).onChange((e=>{this.plugin.settings.urlPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).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,f.setDisabled(!e),g.setDisabled(!e),this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("TODO_NAME")).setDesc(fragWithHTML(t$d("TODO_DESC"))).addText((e=>{f=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.todo).onChange((e=>{this.plugin.settings.todo=e,this.applySettingsUpdate(!0)}))})),f.setDisabled(!this.plugin.settings.parseTODO),new obsidian_module.Setting(e).setName(t$d("DONE_NAME")).setDesc(fragWithHTML(t$d("DONE_DESC"))).setDisabled(!this.plugin.settings.parseTODO).addText((e=>{g=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.done).onChange((e=>{this.plugin.settings.done=e,this.applySettingsUpdate(!0)}))})),g.setDisabled(!this.plugin.settings.parseTODO),new obsidian_module.Setting(e).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=>{b.innerText=` ${e.toString()}`,this.plugin.settings.linkOpacity=e,this.applySettingsUpdate(!0)})))).settingEl.createDiv("",(e=>{b=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.linkOpacity.toString()}`})),new obsidian_module.Setting(e).setName(t$d("HOVERPREVIEW_NAME")).setDesc(fragWithHTML(t$d("HOVERPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.hoverPreviewWithoutCTRL).onChange((async e=>{this.plugin.settings.hoverPreviewWithoutCTRL=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LINK_CTRL_CLICK_NAME")).setDesc(fragWithHTML(t$d("LINK_CTRL_CLICK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowCtrlClick).onChange((async e=>{this.plugin.settings.allowCtrlClick=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TRANSCLUSION_WRAP_NAME")).setDesc(fragWithHTML(t$d("TRANSCLUSION_WRAP_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.forceWrap).onChange((async e=>{this.plugin.settings.forceWrap=e,this.applySettingsUpdate(!0)})))).descEl.innerHTML=`<code>![[doc#^ref]]{number}</code> ${t$d("TRANSCLUSION_WRAP_DESC")}`,new obsidian_module.Setting(e).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 t=>{const n=parseInt(t);if(isNaN(n)&&""!==t)e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.pageTransclusionCharLimit=10,void this.applySettingsUpdate(!0);this.plugin.settings.pageTransclusionCharLimit=n,e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).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 t=>{const n=parseInt(t);if(isNaN(n)&&""!==t)e.setValue(this.plugin.settings.wordWrappingDefault.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.wordWrappingDefault=0,void this.applySettingsUpdate(!0);this.plugin.settings.wordWrappingDefault=n,e.setValue(this.plugin.settings.wordWrappingDefault.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).setName(t$d("QUOTE_TRANSCLUSION_REMOVE_NAME")).setDesc(fragWithHTML(t$d("QUOTE_TRANSCLUSION_REMOVE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.removeTransclusionQuoteSigns).onChange((e=>{this.plugin.settings.removeTransclusionQuoteSigns=e,this.requestEmbedUpdate=!0,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).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()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("EMBED_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const y=e;let _,L;e.createEl("summary",{text:t$d("EMBED_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("EMBED_PREVIEW_IMAGETYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_PREVIEW_IMAGETYPE_DESC"))).addDropdown((e=>e.addOption(PreviewImageType.PNG,"PNG Image").addOption(PreviewImageType.SVG,"Native SVG").addOption(PreviewImageType.SVGIMG,"SVG Image").setValue(this.plugin.settings.previewImageType).onChange((e=>{this.plugin.settings.previewImageType=e,this.requestEmbedUpdate=!0,this.applySettingsUpdate()})))),addIframe(e,"yZQoJg2RCKI"),addIframe(e,"opLd1SqaH_I",8),new obsidian_module.Setting(e).setName(t$d("EMBED_TYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_TYPE_DESC"))).addDropdown((async e=>{_=e,_.addOption("excalidraw","excalidraw"),this.plugin.settings.autoexportPNG?_.addOption("PNG","PNG"):"PNG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),this.plugin.settings.autoexportSVG?_.addOption("SVG","SVG"):"SVG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),_.setValue(this.plugin.settings.embedType).onChange((async e=>{this.plugin.settings.embedType=e,L.settingEl.style.display="excalidraw"===e?"none":"",this.applySettingsUpdate()}))})),L=new obsidian_module.Setting(e).setName(t$d("EMBED_MARKDOWN_COMMENT_NAME")).setDesc(fragWithHTML(t$d("EMBED_MARKDOWN_COMMENT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedMarkdownCommentLinks).onChange((async e=>{this.plugin.settings.embedMarkdownCommentLinks=e,this.applySettingsUpdate()})))),L.settingEl.style.display="excalidraw"===this.plugin.settings.embedType?"none":"",new obsidian_module.Setting(e).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()})))),e=y.createEl("details"),e.createEl("summary",{text:t$d("EMBED_CANVAS"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("EMBED_CANVAS_NAME")).setDesc(fragWithHTML(t$d("EMBED_CANVAS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.canvasImmersiveEmbed).onChange((async e=>{this.plugin.settings.canvasImmersiveEmbed=e,this.applySettingsUpdate()})))),e=y.createEl("details"),e.createEl("summary",{text:t$d("EMBED_CACHING"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("EMBED_IMAGE_CACHE_NAME")).setDesc(fragWithHTML(t$d("EMBED_IMAGE_CACHE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowImageCache).onChange((e=>{this.plugin.settings.allowImageCache=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SCENE_IMAGE_CACHE_NAME")).setDesc(fragWithHTML(t$d("SCENE_IMAGE_CACHE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowImageCacheInScene).onChange((e=>{this.plugin.settings.allowImageCacheInScene=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EMBED_IMAGE_CACHE_CLEAR")).addButton((e=>e.setButtonText(t$d("EMBED_IMAGE_CACHE_CLEAR")).onClick((()=>{imageCache.clearImageCache()})))),new obsidian_module.Setting(e).setName(t$d("BACKUP_CACHE_CLEAR")).addButton((e=>e.setButtonText(t$d("BACKUP_CACHE_CLEAR")).onClick((()=>{new ConfirmationPrompt(this.plugin,t$d("BACKUP_CACHE_CLEAR_CONFIRMATION")).waitForClose.then((e=>{e&&imageCache.clearBackupCache()}))})))),new obsidian_module.Setting(e).setName(t$d("EMBED_REUSE_EXPORTED_IMAGE_NAME")).setDesc(fragWithHTML(t$d("EMBED_REUSE_EXPORTED_IMAGE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.displayExportedImageIfAvailable).onChange((async e=>{this.plugin.settings.displayExportedImageIfAvailable=e,this.applySettingsUpdate()})))),e=y.createEl("details");const v=e;let w,E;e.createEl("summary",{text:t$d("EXPORT_SUBHEAD"),cls:"excalidraw-setting-h3"}),addIframe(e,"wTtaXmRJ7wg",171),new obsidian_module.Setting(e).setName(t$d("SHOW_DRAWING_OR_MD_IN_EXPORTPDF_NAME")).setDesc(fragWithHTML(t$d("SHOW_DRAWING_OR_MD_IN_EXPORTPDF_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.renderImageInMarkdownToPDF).onChange((async e=>{this.plugin.settings.renderImageInMarkdownToPDF=e,this.applySettingsUpdate()})))).nameEl.setAttribute("id","PDFExport"),new obsidian_module.Setting(e).setName(t$d("EXPORT_EMBED_SCENE_NAME")).setDesc(fragWithHTML(t$d("EXPORT_EMBED_SCENE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportEmbedScene).onChange((async e=>{this.plugin.settings.exportEmbedScene=e,this.applySettingsUpdate()})))),e=v.createEl("details"),e.createEl("summary",{text:t$d("EMBED_SIZING"),cls:"excalidraw-setting-h4"}),new obsidian_module.Setting(e).setName(t$d("EMBED_WIDTH_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIDTH_DESC"))).addText((e=>e.setPlaceholder("e.g.: 400").setValue(this.plugin.settings.width).onChange((async e=>{this.plugin.settings.width=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).setName(t$d("EMBED_HEIGHT_NAME")).setDesc(fragWithHTML(t$d("EMBED_HEIGHT_DESC"))).addText((e=>e.setPlaceholder("e.g.: 400").setValue(this.plugin.settings.height).onChange((async e=>{this.plugin.settings.height=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).setName(t$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=>{w.innerText=` ${e.toString()}`,this.plugin.settings.pngExportScale=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{w=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.pngExportScale.toString()}`})),new obsidian_module.Setting(e).setName(t$d("EXPORT_PADDING_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PADDING_DESC"))).addSlider((e=>e.setLimits(0,50,5).setValue(this.plugin.settings.exportPaddingSVG).onChange((async e=>{E.innerText=` ${e.toString()}`,this.plugin.settings.exportPaddingSVG=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{E=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.exportPaddingSVG.toString()}`})),e=v.createEl("details"),e.createEl("summary",{text:t$d("EMBED_THEME_BACKGROUND"),cls:"excalidraw-setting-h4"}),new obsidian_module.Setting(e).setName(t$d("EXPORT_BACKGROUND_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BACKGROUND_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithBackground).onChange((async e=>{this.plugin.settings.exportWithBackground=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_THEME_NAME")).setDesc(fragWithHTML(t$d("EXPORT_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithTheme).onChange((async e=>{this.plugin.settings.exportWithTheme=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).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()})))),e=v.createEl("details"),e.createEl("summary",{text:t$d("EXPORT_HEAD"),cls:"excalidraw-setting-h4"}),e.setAttribute("id","Autoexport"),new obsidian_module.Setting(e).setName(t$d("EXPORT_SYNC_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SYNC_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.keepInSync).onChange((async e=>{this.plugin.settings.keepInSync=e,this.applySettingsUpdate()}))));const x=e=>{let t=0;for(t=0;t<_.selectEl.options.length;t++)_.selectEl.item(t).label===e&&_.selectEl.item(t).remove()};new obsidian_module.Setting(e).setName(t$d("EXPORT_SVG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SVG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportSVG).onChange((async e=>{e?_.addOption("SVG","SVG"):("SVG"===this.plugin.settings.embedType&&(_.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),x("SVG")),this.plugin.settings.autoexportSVG=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_PNG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PNG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportPNG).onChange((async e=>{e?_.addOption("PNG","PNG"):("PNG"===this.plugin.settings.embedType&&(_.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),x("PNG")),this.plugin.settings.autoexportPNG=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_BOTH_DARK_AND_LIGHT_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BOTH_DARK_AND_LIGHT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoExportLightAndDark).onChange((async e=>{this.plugin.settings.autoExportLightAndDark=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("EMBED_TOEXCALIDRAW_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const M=e;e.createEl("summary",{text:t$d("EMBED_TOEXCALIDRAW_HEAD"),cls:"excalidraw-setting-h1"}),e=M.createEl("details"),e.createEl("summary",{text:t$d("PDF_TO_IMAGE"),cls:"excalidraw-setting-h3"}),addIframe(e,"nB4cOfn0xAs"),new obsidian_module.Setting(e).setName(t$d("PDF_TO_IMAGE_SCALE_NAME")).setDesc(fragWithHTML(t$d("PDF_TO_IMAGE_SCALE_DESC"))).addDropdown((e=>e.addOption("0.5","0.5").addOption("1","1").addOption("2","2").addOption("3","3").addOption("4","4").addOption("5","5").addOption("6","6").setValue(`${this.plugin.settings.pdfScale}`).onChange((e=>{this.plugin.settings.pdfScale=parseFloat(e),this.applySettingsUpdate()})))),e=M.createEl("details"),e.createEl("summary",{text:t$d("MD_EMBED_CUSTOMDATA_HEAD_NAME"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("MD_EMBED_SINGLECLICK_EDIT_NAME")).setDesc(fragWithHTML(t$d("MD_EMBED_SINGLECLICK_EDIT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.markdownNodeOneClickEditing).onChange((async e=>{this.plugin.settings.markdownNodeOneClickEditing=e,this.applySettingsUpdate()})))),e.createEl("hr",{cls:"excalidraw-setting-hr"}),e.createEl("span",{},(e=>{e.innerHTML=t$d("MD_EMBED_CUSTOMDATA_HEAD_DESC")})),new EmbeddalbeMDFileCustomDataSettingsComponent(e,this.plugin.settings.embeddableMarkdownDefaults,this.applySettingsUpdate).render(),e=M.createEl("details"),e.createEl("summary",{text:t$d("MD_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).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 t=>{const n=parseInt(t);if(isNaN(n)&&""!==t)e.setValue(this.plugin.settings.mdSVGwidth.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.mdSVGwidth=500,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGwidth=n,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGwidth.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).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 t=>{const n=parseInt(t);if(isNaN(n)&&""!==t)e.setValue(this.plugin.settings.mdSVGmaxHeight.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.mdSVGmaxHeight=800,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGmaxHeight=n,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGmaxHeight.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).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"),e.addOption("Assistant","Assistant"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2","otf"].contains(e.extension))).forEach((t=>{e.addOption(t.path,t.name)})),e.setValue(this.plugin.settings.mdFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFont=e,this.applySettingsUpdate(!0)}))})),new obsidian_module.Setting(e).setName(t$d("MD_DEFAULT_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdFontColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFontColor=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("MD_DEFAULT_BORDER_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_BORDER_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdBorderColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdBorderColor=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).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)})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("NONSTANDARD_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const S=e;let H;e.createEl("summary",{text:t$d("NONSTANDARD_HEAD"),cls:"excalidraw-setting-h1"}),e=S.createEl("details"),e.createEl("summary",{text:t$d("RENDER_TWEAK_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("MAX_IMAGE_ZOOM_IN_NAME")).setDesc(fragWithHTML(t$d("MAX_IMAGE_ZOOM_IN_DESC"))).addSlider((e=>e.setLimits(1,10,.5).setValue(this.plugin.settings.areaZoomLimit).onChange((async e=>{H.innerText=` ${e.toString()}`,this.plugin.settings.areaZoomLimit=e,this.applySettingsUpdate(),this.plugin.excalidrawConfig.updateValues(this.plugin)})))).settingEl.createDiv("",(e=>{H=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.areaZoomLimit.toString()}`})),e=S.createEl("details"),e.createEl("summary",{text:t$d("CUSTOM_PEN_HEAD"),cls:"excalidraw-setting-h3"}),addIframe(e,"OjNhjaH2KjI",69),new obsidian_module.Setting(e).setName(t$d("CUSTOM_PEN_NAME")).setDesc(t$d("CUSTOM_PEN_DESC")).addDropdown((e=>e.addOption("0","0").addOption("1","1").addOption("2","2").addOption("3","3").addOption("4","4").addOption("5","5").addOption("6","6").addOption("7","7").addOption("8","8").addOption("9","9").addOption("10","10").setValue(this.plugin.settings.numberOfCustomPens.toString()).onChange((e=>{this.plugin.settings.numberOfCustomPens=parseInt(e),this.requestUpdatePinnedPens=!0,this.applySettingsUpdate(!1)})))),e=S.createEl("details"),e.createEl("summary",{text:t$d("CUSTOM_FONT_HEAD"),cls:"excalidraw-setting-h3"}),addIframe(e,"eKFmrSQhFA4"),new obsidian_module.Setting(e).setName(t$d("ENABLE_FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("ENABLE_FOURTH_FONT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalEnableFourthFont).onChange((async e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimentalEnableFourthFont=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("FOURTH_FONT_DESC"))).addDropdown((async e=>{e.addOption("Virgil","Virgil"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2","otf"].contains(e.extension))).forEach((t=>{e.addOption(t.path,t.name)})),e.setValue(this.plugin.settings.experimantalFourthFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimantalFourthFont=e,this.applySettingsUpdate(!0),this.plugin.initializeFonts()}))})),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("EXPERIMENTAL_DESC"),cls:"setting-item-description"}),e=t.createEl("details");const C=e;let O,A,k;e.createEl("summary",{text:t$d("EXPERIMENTAL_HEAD"),cls:"excalidraw-setting-h1"}),addIframe(e,"r08wk-58DPk"),new obsidian_module.Setting(e).setName(t$d("LATEX_DEFAULT_NAME")).setDesc(fragWithHTML(t$d("LATEX_DEFAULT_DESC"))).addText((e=>e.setValue(this.plugin.settings.latexBoilerplate).onChange((e=>{this.plugin.settings.latexBoilerplate=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILETYPE_NAME")).setDesc(fragWithHTML(t$d("FILETYPE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalFileType).onChange((async e=>{this.plugin.settings.experimentalFileType=e,this.plugin.experimentalFileTypeDisplayToggle(e),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILETAG_NAME")).setDesc(fragWithHTML(t$d("FILETAG_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.experimentalFileTag).onChange((async e=>{this.plugin.settings.experimentalFileTag=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LIVEPREVIEW_NAME")).setDesc(fragWithHTML(t$d("LIVEPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalLivePreview).onChange((async e=>{this.plugin.settings.experimentalLivePreview=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FADE_OUT_EXCALIDRAW_MARKUP_NAME")).setDesc(fragWithHTML(t$d("FADE_OUT_EXCALIDRAW_MARKUP_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.fadeOutExcalidrawMarkup).onChange((async e=>{this.plugin.settings.fadeOutExcalidrawMarkup=e,this.plugin.editorHandler.updateCMExtensionState(EDITOR_FADEOUT,e),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXCALIDRAW_PROPERTIES_NAME")).setDesc(fragWithHTML(t$d("EXCALIDRAW_PROPERTIES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.loadPropertySuggestions).onChange((async e=>{this.plugin.settings.loadPropertySuggestions=e,this.applySettingsUpdate()})))),e=C.createEl("details"),e.createEl("summary",{text:t$d("TASKBONE_HEAD"),cls:"excalidraw-setting-h3"}),e.createDiv({text:t$d("TASKBONE_DESC"),cls:"setting-item-description"}),addIframe(e,"7gu4ETx7zro"),new obsidian_module.Setting(e).setName(t$d("TASKBONE_ENABLE_NAME")).setDesc(fragWithHTML(t$d("TASKBONE_ENABLE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.taskboneEnabled).onChange((async e=>{if(O.setDisabled(!e),this.plugin.settings.taskboneEnabled=e,""===this.plugin.settings.taskboneAPIkey){const e=await this.plugin.taskbone.initialize(!1);e&&O.setValue(e)}this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TASKBONE_APIKEY_NAME")).setDesc(fragWithHTML(t$d("TASKBONE_APIKEY_DESC"))).addText((e=>{O=e,O.setValue(this.plugin.settings.taskboneAPIkey).onChange((async e=>{this.plugin.settings.taskboneAPIkey=e,this.applySettingsUpdate()})).setDisabled(!this.plugin.settings.taskboneEnabled)})),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({cls:"setting-item-description"},(e=>{e.innerHTML=t$d("EA_DESC")})),e=t.createEl("details"),e.createEl("summary",{text:t$d("EA_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).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()}))));const I=()=>{const e=obsidian_module.normalizePath(this.plugin.settings.startupScriptPath.endsWith(".md")?this.plugin.settings.startupScriptPath:this.plugin.settings.startupScriptPath+".md");return Boolean(this.app.vault.getAbstractFileByPath(e))};new obsidian_module.Setting(e).setName(t$d("STARTUP_SCRIPT_NAME")).setDesc(fragWithHTML(t$d("STARTUP_SCRIPT_DESC"))).addText((e=>{A=e,e.setValue(this.plugin.settings.startupScriptPath).onChange((e=>{this.plugin.settings.startupScriptPath=e,k.setButtonText(I()?t$d("STARTUP_SCRIPT_BUTTON_OPEN"):t$d("STARTUP_SCRIPT_BUTTON_CREATE")),this.applySettingsUpdate()}))})).addButton((e=>{k=e,k.setButtonText(I()?t$d("STARTUP_SCRIPT_BUTTON_OPEN"):t$d("STARTUP_SCRIPT_BUTTON_CREATE")).onClick((async()=>{""===this.plugin.settings.startupScriptPath&&(this.plugin.settings.startupScriptPath=obsidian_module.normalizePath(obsidian_module.normalizePath(this.plugin.settings.folder)+"/ExcalidrawStartup"),A.setValue(this.plugin.settings.startupScriptPath),this.applySettingsUpdate());const e=obsidian_module.normalizePath(this.plugin.settings.startupScriptPath.endsWith(".md")?this.plugin.settings.startupScriptPath:this.plugin.settings.startupScriptPath+".md");let t=this.app.vault.getAbstractFileByPath(e);t||(t=await this.app.vault.create(e,atob("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"))),k.setButtonText(t$d("STARTUP_SCRIPT_BUTTON_OPEN")),this.app.workspace.openLinkText(t.path,"",!0),this.hide()}))})),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("COMPATIBILITY_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("COMPATIBILITY_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("DUMMY_TEXT_ELEMENT_LINT_SUPPORT_NAME")).setDesc(fragWithHTML(t$d("DUMMY_TEXT_ELEMENT_LINT_SUPPORT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.addDummyTextElement).onChange((e=>{this.plugin.settings.addDummyTextElement=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("PRESERVE_TEXT_AFTER_DRAWING_NAME")).setDesc(fragWithHTML(t$d("PRESERVE_TEXT_AFTER_DRAWING_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoteroCompatibility).onChange((e=>{this.plugin.settings.zoteroCompatibility=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SLIDING_PANES_NAME")).setDesc(fragWithHTML(t$d("SLIDING_PANES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.slidingPanesSupport).onChange((e=>{this.plugin.settings.slidingPanesSupport=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("COMPATIBILITY_MODE_NAME")).setDesc(fragWithHTML(t$d("COMPATIBILITY_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compatibilityMode).onChange((async e=>{this.plugin.settings.compatibilityMode=e,s.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("EXPORT_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportExcalidraw).onChange((async e=>{this.plugin.settings.autoexportExcalidraw=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SYNC_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("SYNC_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.syncExcalidraw).onChange((async e=>{this.plugin.settings.syncExcalidraw=e,this.applySettingsUpdate()}))));const V=this.plugin.scriptEngine.getListofScripts()?.map((e=>this.plugin.scriptEngine.getScriptName(e)));if(Object.keys(this.plugin.settings.scriptEngineSettings).length>0&&V){const n=(e,t)=>{const n=this.plugin.settings.scriptEngineSettings[e][t];return"object"==typeof n?n.height:null},r=(e,t)=>{const n=this.plugin.settings.scriptEngineSettings[e][t];return"object"==typeof n?n.value:n},i=(e,t,n)=>{"object"==typeof this.plugin.settings.scriptEngineSettings[e][t]?this.plugin.settings.scriptEngineSettings[e][t].value=n:this.plugin.settings.scriptEngineSettings[e][t]=n},a=(t,n,a)=>{new obsidian_module.Setting(e).setName(n).setDesc(fragWithHTML(a??"")).addToggle((e=>e.setValue(r(t,n)).onChange((async e=>{i(t,n,e),this.applySettingsUpdate()}))))},o=(t,a,o,s)=>{s&&"[object Array]"===Object.prototype.toString.call(s)&&s.length>0?new obsidian_module.Setting(e).setName(a).setDesc(fragWithHTML(o??"")).addDropdown((e=>{s.forEach((t=>e.addOption(t.toString(),t.toString()))),e.setValue(r(t,a)).onChange((async e=>{i(t,a,e),this.applySettingsUpdate()}))})):n(t,a)?new obsidian_module.Setting(e).setName(a).setDesc(fragWithHTML(o??"")).addTextArea((e=>{e.inputEl.style.minHeight=n(t,a),e.inputEl.style.minWidth="400px",e.inputEl.style.width="100%",e.setValue(r(t,a)).onChange((async e=>{i(t,a,e),this.applySettingsUpdate()}))})):new obsidian_module.Setting(e).setName(a).setDesc(fragWithHTML(o??"")).addText((e=>e.setValue(r(t,a)).onChange((async e=>{i(t,a,e),this.applySettingsUpdate()}))))},s=(t,n,a)=>{new obsidian_module.Setting(e).setName(n).setDesc(fragWithHTML(a??"")).addText((e=>e.setPlaceholder("Enter a number").setValue(r(t,n).toString()).onChange((async a=>{const o=parseFloat(a);isNaN(o)&&""!==a?e.setValue(r(t,n).toString()):(i(t,n,isNaN(o)?0:o),this.applySettingsUpdate())}))))};t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("SCRIPT_SETTINGS_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const l=e;e.createEl("summary",{text:t$d("SCRIPT_SETTINGS_HEAD"),cls:"excalidraw-setting-h1"}),addIframe(e,"H8Njp7ZXYag",52),Object.keys(this.plugin.settings.scriptEngineSettings).filter((e=>V.contains(e))).forEach((t=>{const n=this.plugin.settings.scriptEngineSettings[t],r=Object.values(n);0===r.length||r.length>0&&0===r.map((e=>e.hidden?0:1)).reduce(((e,t)=>e+t))||(e=l.createEl("details"),e.createEl("summary",{text:t,cls:"excalidraw-setting-h3"}),Object.keys(n).forEach((e=>{const r=n[e];switch(typeof(r.value??r)){case"boolean":r.hidden||a(t,e,r.description);break;case"string":r.hidden||o(t,e,r.description,r.valueset);break;case"number":r.hidden||s(t,e,r.description)}})))}))}}}var openDialogAction;!function(e){e[e.openFile=0]="openFile",e[e.insertLinkToDrawing=1]="insertLinkToDrawing"}(openDialogAction||(openDialogAction={}));class OpenFileDialog extends obsidian_module.FuzzySuggestModal{plugin;action;onNewPane;destroy(){this.app=null,this.plugin=null,this.action=null,this.inputEl.onkeyup=null}constructor(e,t){super(e),this.app=e,this.action=openDialogAction.openFile,this.plugin=t,this.onNewPane=!1,this.limit=20,this.setInstructions([{command:t$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,t){switch(this.action=e,this.onNewPane=t,e){case openDialogAction.openFile:this.emptyStateText=EMPTY_MESSAGE,this.setPlaceholder(t$d("SELECT_FILE_OR_TYPE_NEW"));break;case openDialogAction.insertLinkToDrawing:this.emptyStateText=t$d("NO_MATCH"),this.setPlaceholder(t$d("SELECT_TO_EMBED"))}this.open()}}class InsertLinkDialog extends obsidian_module.FuzzySuggestModal{plugin;addText;drawingPath;destroy(){this.app=null,this.addText=null,this.drawingPath=null}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_FILE_TO_LINK")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return this.app.metadataCache.getLinkSuggestions().filter((e=>!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path+(e.alias?`|${e.alias}`:"")}onChooseItem(e){let t=e.path;e.file&&(t=this.app.metadataCache.fileToLinktext(e.file,this.drawingPath,!0)),getLink(this.plugin,{embed:!1,path:t,alias:e.alias}),this.addText(getLink(this.plugin,{embed:!1,path:t,alias:e.alias}),t,e.alias)}onClose(){window.setTimeout((()=>{this.addText=null})),super.onClose()}start(e,t){this.addText=t,this.drawingPath=e,this.open()}}class InsertCommandDialog extends obsidian_module.FuzzySuggestModal{addText;destroy(){this.app=null,this.addText=null}constructor(e){super(e),this.app=e,this.limit=20,this.setInstructions([{command:t$d("SELECT_COMMAND"),purpose:""}]),this.setPlaceholder(t$d("SELECT_COMMAND_PLACEHOLDER")),this.emptyStateText=t$d("NO_MATCHING_COMMAND")}getItems(){return this.app.commands.listCommands()}getItemText(e){return e.name}onChooseItem(e){e?.id,this.addText(`⚙️[${e.name}](cmd://${e.id})`),this.addText=null}start(e){this.addText=e,this.open()}onClose(){window.setTimeout((()=>{this.addText=null})),super.onClose()}}class InsertImageDialog extends obsidian_module.FuzzySuggestModal{plugin;view;destroy(){this.app=null,this.plugin=null,this.view=null,this.inputEl.onkeyup=null}onClose(){window.setTimeout((()=>{this.view=null})),super.onClose()}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE_WITH_OPTION_TO_SCALE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_DRAWING")),this.emptyStateText=t$d("NO_MATCH"),this.inputEl.onkeyup=e=>{"Enter"===e.key&&scaleToFullsizeModifier(e)&&this.chooser.values&&(this.onChooseItem(this.chooser.values[this.chooser.selectedItem].item,new KeyboardEvent("keypress",{shiftKey:!0,metaKey:!(DEVICE.isIOS||DEVICE.isMacOS),ctrlKey:DEVICE.isIOS||DEVICE.isMacOS})),this.close())}}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>(IMAGE_TYPES.contains(e.extension)||this.plugin.isExcalidrawFile(e))&&!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path}onChooseItem(e,t){const n=getEA(this.view);n.canvas.theme=this.view.excalidrawAPI.getAppState().theme;const r=scaleToFullsizeModifier(t);(async()=>{await n.addImage(0,0,e,!r),await n.addElementsToView(!0,!0,!0),n.destroy()})()}start(e){this.view=e,this.open()}}class ImportSVGDialog extends obsidian_module.FuzzySuggestModal{plugin;view;destroy(){this.app=null,this.plugin=null,this.view=null}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$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,t){if(!e)return;const n=getEA(this.view),r=await this.app.vault.read(e);r&&""!==r&&(n.importSVG(r),n.addToGroup(n.getElements().map((e=>e.id))),await n.addElementsToView(!0,!0,!0,!0),n.destroy())}onClose(){window.setTimeout((()=>{this.view=null})),super.onClose()}start(e){this.view=e,this.open()}}class InsertMDDialog extends obsidian_module.FuzzySuggestModal{plugin;view;destroy(){this.app=null,this.plugin=null,this.view=null}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 t=getEA(this.view);(async()=>{await t.addImage(0,0,e),await t.addElementsToView(!0,!1,!0),t.destroy()})()}start(e){this.view=e,this.open()}onClose(){window.setTimeout((()=>{this.view=null})),super.onClose()}}function around(e,t){const n=Object.keys(t).map((n=>around1(e,n,t[n])));return 1===n.length?n[0]:function(){n.forEach((e=>e()))}}function around1(e,t,n){const r=e[t],i=e.hasOwnProperty(t);let a=n(r);return r&&Object.setPrototypeOf(a,r),Object.setPrototypeOf(o,a),e[t]=o,s;function o(...n){return a===r&&e[t]===o&&s(),a.apply(this,n)}function s(){e[t]===o&&(i?e[t]=r:delete e[t]),a!==r&&(a=r,Object.setPrototypeOf(o,r||Function))}}function dedupe(e,t,n){return r[e]=e,r;function r(...r){return(t[e]===e?t:n).apply(this,r)}}let plugin,app$1,vault,metadataCache;const getDefaultWidth=e=>{const t=parseInt(e.settings.width);return isNaN(t)||0===t||null===t?""!==getDefaultHeight(e)?"":"400":e.settings.width},getDefaultHeight=e=>{const t=parseInt(e.settings.height);return isNaN(t)||0===t||null===t?"":e.settings.height},initializeMarkdownPostProcessor=e=>{plugin=e,app$1=plugin.app,vault=app$1.vault,metadataCache=app$1.metadataCache},_getPNG=async({imgAttributes:e,filenameParts:t,theme:n,cacheReady:r,img:i,file:a,exportSettings:o,loader:s})=>{const l=parseInt(e.fwidth),c=l>=2400?5:l>=1800?4:l>=1200?3:l>=600?2:1,d={...t,isDark:"dark"===n,previewImageType:PreviewImageType.PNG,scale:c,isTransparent:!o.withBackground,inlineFonts:!0};if(r){const e=await imageCache.getImageFromCache(d);if(e&&"string"==typeof e)return i.src=e,i}const T=(t.hasGroupref||t.hasFrameref?void 0:await getQuickImagePreview(plugin,a.path,"png"))??await createPNG(t.hasGroupref||t.hasFrameref||t.hasClippedFrameref?t.filepath+t.linkpartReference:a.path,c,t.hasClippedFrameref?{...o,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:o,s,n,null,null,[],plugin,0);return T?(i.src=URL.createObjectURL(T),r&&imageCache.addImageToCache(d,i.src,T),i):null},setStyle=({element:e,imgAttributes:t,onCanvas:n})=>{let r="";r=t.fwidth?`max-width:${t.fwidth}${t.fwidth.match(/\d$/)?"px":""}; `:"width: fit-content;",t.fheight&&(r+=`${t.fwidth?"min-":"max-"}height:${t.fheight}px;`),n||e.setAttribute("style",r),e.classList.add(...Array.from(t.style)),e.hasClass("excalidraw-embedded-img")||e.addClass("excalidraw-embedded-img"),window?.ExcalidrawAutomate?.plugin?.settings?.canvasImmersiveEmbed&&!e.hasClass("excalidraw-canvas-immersive")&&e.addClass("excalidraw-canvas-immersive")},_getSVGIMG=async({filenameParts:e,theme:t,cacheReady:n,img:r,file:i,exportSettings:a,loader:o})=>{a.skipInliningFonts=!1;const s={...e,isDark:"dark"===t,previewImageType:PreviewImageType.SVGIMG,scale:1,isTransparent:!a.withBackground,inlineFonts:!a.skipInliningFonts};if(n){const e=await imageCache.getImageFromCache(s);if(e&&"string"==typeof e)return r.setAttribute("src",e),r}if(!e.hasBlockref&&!e.hasSectionref){const e=await getQuickImagePreview(plugin,i.path,"svg");if(e){const t=convertSVGStringToElement(e);if(t)return addSVGToImgSrc(r,t,n,s)}}const l=convertSVGStringToElement((await createSVG(e.hasGroupref||e.hasBlockref||e.hasSectionref||e.hasFrameref||e.hasClippedFrameref?e.filepath+e.linkpartReference:i.path,!0,e?.hasClippedFrameref?{...a,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:a,o,t,null,null,[],plugin,0,getExportPadding(plugin,i))).outerHTML);return l?(l.removeAttribute("width"),l.removeAttribute("height"),addSVGToImgSrc(r,l,n,s)):null},_getSVGNative=async({filenameParts:e,theme:t,cacheReady:n,containerElement:r,file:i,exportSettings:a,loader:o})=>{a.skipInliningFonts=!1;const s={...e,isDark:"dark"===t,previewImageType:PreviewImageType.SVG,scale:1,isTransparent:!a.withBackground,inlineFonts:!a.skipInliningFonts};let l;n&&(l=await imageCache.getImageFromCache(s));const c=l&&l instanceof SVGSVGElement?l:convertSVGStringToElement((await createSVG(e.hasGroupref||e.hasBlockref||e.hasSectionref||e.hasFrameref||e.hasClippedFrameref?e.filepath+e.linkpartReference:i.path,!1,e.hasClippedFrameref?{...a,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:a,o,t,null,null,[],plugin,0,getExportPadding(plugin,i),void 0,!0)).outerHTML);return c?(Boolean(l)||n&&imageCache.addImageToCache(s,"",c),c.removeAttribute("width"),c.removeAttribute("height"),r.append(c),r):null},getIMG=async(e,t=!1)=>{let n=e.file;if(!e.file){const t=vault.getAbstractFileByPath(e.fname?.split("#")[0]);if(!(t&&t instanceof obsidian_module.TFile))return null;n=t}const r=getEmbeddedFilenameParts(e.fname);e.style=e.style.map((e=>e.replaceAll(" ","-")));const i=hasExportTheme(plugin,n)?getExportTheme(plugin,n,"light"):void 0,a={withBackground:getWithBackground(plugin,n),withTheme:!!i||plugin.settings.exportWithTheme,isMask:isMaskFile(plugin,n)},o=i??(plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":plugin.settings.exportWithTheme?void 0:"light");o&&(a.withTheme=!0);const s=new EmbeddedFilesLoader(plugin,o?"dark"===o:void 0),l=imageCache.isReady();switch(plugin.settings.previewImageType){case PreviewImageType.PNG:{const i=createEl("img");return setStyle({element:i,imgAttributes:e,onCanvas:t}),await _getPNG({imgAttributes:e,filenameParts:r,theme:o,cacheReady:l,img:i,file:n,exportSettings:a,loader:s})}case PreviewImageType.SVGIMG:{const i=createEl("img");return setStyle({element:i,imgAttributes:e,onCanvas:t}),await _getSVGIMG({filenameParts:r,theme:o,cacheReady:l,img:i,file:n,exportSettings:a,loader:s})}case PreviewImageType.SVG:{const i=createEl("div");return setStyle({element:i,imgAttributes:e,onCanvas:t}),await _getSVGNative({filenameParts:r,theme:o,cacheReady:l,containerElement:i,file:n,exportSettings:a,loader:s})}}},addSVGToImgSrc=(e,t,n,r)=>{const i=t.outerHTML,a=new Blob([i],{type:"image/svg+xml"}),o=URL.createObjectURL(a);return e.setAttribute("src",o),n&&imageCache.addImageToCache(r,o,a),e},createImgElement=async(e,t=!1)=>{const n=await getIMG(e,t);if(!n)return null;let r;n.setAttribute("fileSource",e.fname),e.fwidth&&n.setAttribute("w",e.fwidth),e.fheight&&n.setAttribute("h",e.fheight),n.setAttribute("draggable","false"),n.setAttribute("onCanvas",t?"true":"false");const i=e=>{if(!(e.target instanceof Element))return;if(!(e.target.hasClass("excalidraw-embedded-img")?e.target:getParentOfClass(e.target,"excalidraw-embedded-img")))return;const t=n.getAttribute("fileSource");if(t){const n=t.match(/([^#]*)(.*)/);if(!n)return;const r=vault.getAbstractFileByPath(n[1]),i=linkClickModifierType(e);if(plugin.isExcalidrawFile(r)&&isMaskFile(plugin,r))return void(async()=>{const e=`[[${r.path}${n[2]?"#"+n[2]:""}]] ${getExcalidrawFileForwardLinks(plugin.app,r,new Set)}`,t=await linkPrompt(e,plugin.app);if(!t)return;const[a,o,s]=t;if(plugin.isExcalidrawFile(a))return void plugin.openDrawing(a,i,!0,s);let l=!1;switch(i){case"active-pane":l=!1;break;case"new-pane":l="split";break;case"popout-window":l="window";break;case"new-tab":case"md-properties":l="tab"}plugin.app.workspace.openLinkText(o,"",l,s?{eState:{subpath:s}}:{})})();plugin.openDrawing(r,i,!0,n[2])}};let a;const o=n;return o.addEventListener("pointermove",(e=>{r&&(Math.abs(e.screenX-a.screenX)>10||Math.abs(e.screenY-a.screenY)>10)&&(window.clearTimeout(r),r=null)})),o.addEventListener("pointerdown",(e=>{if(n?.parentElement?.hasClass("canvas-node-content"))return;const t=app$1.plugins.plugins["obsidian-excalidraw-plugin"],o=DEVICE.isDesktop?t.settings.longPressDesktop:t.settings.longPressMobile;r=window.setTimeout((()=>i(e)),o),a=e})),o.addEventListener("pointerup",(()=>{r&&window.clearTimeout(r),r=null})),o.addEventListener("dblclick",i),o.addEventListener(RERENDER_EVENT,(async e=>{e.stopPropagation();const t=n.parentElement,r=n.style.maxWidth,i=n.style.maxHeight,a=n.getAttribute("fileSource"),o="true"===n.getAttribute("onCanvas"),s=await createImgElement({fname:a,fwidth:n.getAttribute("w"),fheight:n.getAttribute("h"),style:[...Array.from(n.classList)]},o);s&&(t.empty(),o||(s.style.maxHeight=i,s.style.maxWidth=r),s.setAttribute("fileSource",a),t.append(s))})),getFileCSSClasses(e.file).forEach((e=>{n.hasClass(e)||n.addClass(e)})),window?.ExcalidrawAutomate?.plugin?.settings?.canvasImmersiveEmbed?n.hasClass("excalidraw-canvas-immersive")||n.addClass("excalidraw-canvas-immersive"):n.hasClass("excalidraw-canvas-immersive")&&n.removeClass("excalidraw-canvas-immersive"),n},createImageDiv=async(e,t=!1)=>{const n=await createImgElement(e,t);return createDiv(e.style.join(" "),(e=>e.append(n)))},processReadingMode=async(e,t)=>{for(const n of e){const e=n.getAttribute("src")?.split("#")[0];if(!e)continue;const r=metadataCache.getFirstLinkpathDest(e,t.sourcePath);if(r&&r instanceof obsidian_module.TFile&&plugin.isExcalidrawFile(r)){if(isTextOnlyEmbed(n))continue;n.parentElement.replaceChild(await processInternalEmbed(n,r),n)}}},processInternalEmbed=async(e,t)=>{const n={fname:"",fheight:"",fwidth:"",style:[]},r=e.getAttribute("src");if(!r)return;e.removeClass("markdown-embed"),e.removeClass("inline-embed"),e.addClass("media-embed"),e.addClass("image-embed"),n.fwidth=e.getAttribute("width")?e.getAttribute("width"):getDefaultWidth(plugin),n.fheight=e.getAttribute("height")?e.getAttribute("height"):getDefaultHeight(plugin);let i=e.getAttribute("alt");n.style=["excalidraw-svg"],processAltText(r.split("#")[0],i,n);const a=getEmbeddedFilenameParts(r);return n.fname=t?.path+(a.hasBlockref||a.hasSectionref?a.linkpartReference:""),n.file=t,await createImageDiv(n)};function getDimensionsFromAliasString(e){const t=e.match(/^(?<width>\d+%|\d+)(x(?<height>\d+%|\d+))?$/)||e.match(/^x(?<height>\d+%|\d+)$/);if(t){const{width:e,height:n}=t.groups;return e&&e.startsWith("0")&&"0"!==e||n&&n.startsWith("0")&&"0"!==n?null:{width:e||void 0,height:n||void 0}}return/^0\d|^\d+\.\d+/.test(e),null}function parseAlias(e){const t={},n=e.split("|").map((e=>e.trim()));switch(n.length){case 1:const e=getDimensionsFromAliasString(n[0]);if(e)return e;t.style=n[0];break;case 2:const r=getDimensionsFromAliasString(n[0]),i=getDimensionsFromAliasString(n[1]);i?(t.alias=n[0],t.width=i.width,t.height=i.height):r?(t.width=r.width,t.height=r.height,t.style=n[1]):(t.alias=n[0],t.style=n[1]);break;case 3:const a=getDimensionsFromAliasString(n[1]);a?(t.alias=n[0],t.width=a.width,t.height=a.height,t.style=n[2]):(t.alias=n[0],t.style=n[2]);break;default:const o=getDimensionsFromAliasString(n[1]);o?(t.alias=n[0],t.width=o.width,t.height=o.height,t.style=n[n.length-1]):(t.alias=n[0],t.style=n[n.length-1])}return Object.keys(t).forEach((e=>{void 0===t[e]&&delete t[e]})),t}const processAltText=(e,t,n)=>{if(t&&!t.startsWith(e)){const r=parseAlias(t);n.fwidth=r.width??n.fwidth,n.fheight=r.height??n.fheight,r.style&&!r.style.startsWith(e)&&(n.style=[`excalidraw-svg-${r.style}`])}},isTextOnlyEmbed=e=>{const t=e.getAttribute("src");if(!t)return!0;const n=getEmbeddedFilenameParts(t);return!(n.hasArearef||n.hasGroupref||n.hasFrameref||n.hasClippedFrameref)&&(n.hasBlockref||n.hasSectionref)},tmpObsidianWYSIWYG=async(e,t,n,r,i)=>{const a=app$1.vault.getAbstractFileByPath(t.sourcePath);if(!(a instanceof obsidian_module.TFile))return;if(!plugin.isExcalidrawFile(a))return;if(t.remainingNestLevel<4)return;const o=t.containerEl;if(!plugin.settings.renderImageInMarkdownReadingMode&&r)return;if(!plugin.settings.renderImageInMarkdownToPDF&&n)return;let s=o;for(;!s.hasClass("print")&&!s.hasClass("dataview")&&!s.hasClass("cm-preview-code-block")&&!s.hasClass("cm-embed-block")&&!s.hasClass("internal-embed")&&!s.hasClass("markdown-reading-view")&&!s.hasClass("markdown-embed")&&s.parentElement;)s=s.parentElement;if(s.hasClass("dataview")||s.hasClass("cm-preview-code-block")||s.hasClass("cm-embed-block"))return;if(!plugin.settings.renderImageInHoverPreviewForMDNotes){const e=Boolean(t.frontmatter?.["excalidraw-open-md"]);if(i&&e)return}const l={fname:t.sourcePath,fheight:n?"100%":getDefaultHeight(plugin),fwidth:n?"100%":getDefaultWidth(plugin),style:["excalidraw-svg"]};l.file=a;const c=s.hasClass("markdown-embed"),d=n||r;if(!s.hasClass("internal-embed")&&(c||d)){n&&(s=o);const r=Boolean(e.querySelector(".frontmatter"));let i=!1;if(Boolean(t.frontmatter))e.empty();else{const t=e.querySelector("div>h3[data-heading^='Unable to find section #^");if(t){const e=t.getAttr("data-heading").match(/Unable to find section (#\^(?:group=|area=|frame=|clippedframe=)[^ ]*)/)?.[1];e&&(l.fname=a.path+e,i=!0)}}if(!r&&!i)return void(e.parentElement===o&&o.removeChild(e));s.empty();const d=s.hasClass("canvas-node-content"),T=await createImageDiv(l,d);return c?(s.removeClass("markdown-embed"),s.removeClass("inline-embed"),s.addClass("media-embed"),s.addClass("image-embed"),!d&&T.firstChild instanceof HTMLElement&&(T.firstChild.style.maxHeight="100%",T.firstChild.style.maxWidth=null),void s.appendChild(T.firstChild)):void s.appendChild(T)}if(isTextOnlyEmbed(s))return;if(e.empty(),s.hasAttribute("ready"))return;s.setAttribute("ready",""),s.empty();const T=await processInternalEmbed(s,a);s.appendChild(T);let u=null;const Q=e=>{["alt","width","height"].contains(e[0]?.attributeName)&&(u&&window.clearTimeout(u),u=window.setTimeout((async()=>{u=null,s.empty();const e=await processInternalEmbed(s,a);s.appendChild(e)}),500))};(DEBUGGING?new CustomMutationObserver(Q,"markdowPostProcessorObserverFn"):new MutationObserver(Q)).observe(s,{attributes:!0})},docIDs=new Set,markdownPostProcessor=async(e,t)=>{const n=Boolean(document.body.querySelectorAll("body > .print").length>0),r=e.hasClass("mod-frontmatter")||e.firstElementChild?.hasClass("frontmatter")||e.firstElementChild?.hasClass("block-language-yaml");if(n&&r)return;const i=t.containerEl,a=Boolean(i&&getParentOfClass(i,"markdown-reading-view")),o=Boolean(i&&getParentOfClass(i,"hover-popover")),s=o&&Boolean(t?.frontmatter?.["excalidraw-open-md"])&&!plugin.settings.renderImageInHoverPreviewForMDNotes,l=e.querySelectorAll(".internal-embed");if(n&&plugin.settings.renderImageInMarkdownToPDF)return void await tmpObsidianWYSIWYG(e,t,n,a,o);if(!s&&0===l.length){if(r)docIDs.add(t.docId);else if(docIDs.has(t.docId)&&!e.hasChildNodes()&&docIDs.delete(t.docId),1!==e.querySelectorAll('[data-heading^="Unable to find"]').length)return;return void await tmpObsidianWYSIWYG(e,t,n,a,o)}const c=Boolean(t.frontmatter?.hasOwnProperty("excalidraw-plugin"));s||a||n||!c?await processReadingMode(l,t):e.style.display="none"},hoverEvent=e=>{e.linktext?(plugin.hover.linkText=e.linktext,plugin.hover.sourcePath=e.sourcePath):plugin.hover.linkText=null},legacyExcalidrawPopoverObserverFn=async e=>{if(0===e.length)return;if(!plugin.hover.linkText)return;if(!plugin.hover.linkText.endsWith("excalidraw"))return;const t=metadataCache.getFirstLinkpathDest(plugin.hover.linkText,plugin.hover.sourcePath?plugin.hover.sourcePath:"");if(!t)return;if(!(t instanceof obsidian_module.TFile))return;if("excalidraw"!==t.extension)return;const n=getIMGFilename(t.path,"svg"),r=vault.getAbstractFileByPath(n);if(r&&r instanceof obsidian_module.TFile)return;const i=getIMGFilename(t.path,"png"),a=vault.getAbstractFileByPath(i);if(a&&a instanceof obsidian_module.TFile)return;if(!plugin.hover.linkText)return;if(1!==e.length)return;if(1!==e[0].addedNodes.length)return;if("popover hover-popover"!==e[0].addedNodes[0].className)return;const o=e[0].addedNodes[0];o.empty();const s=await getIMG({file:t,fname:t.path,fwidth:"300",fheight:null,style:["excalidraw-svg"]}),l=createDiv("",(async e=>{e.appendChild(s),e.setAttribute("src",t.path),e.onClickEvent((t=>{t.stopImmediatePropagation();const n=e.getAttribute("src");n&&plugin.openDrawing(vault.getAbstractFileByPath(n),linkClickModifierType(t))}))}));o.appendChild(l)},legacyExcalidrawPopoverObserver=DEBUGGING?new CustomMutationObserver(legacyExcalidrawPopoverObserverFn,"legacyExcalidrawPopoverObserverFn"):new MutationObserver(legacyExcalidrawPopoverObserverFn);class FieldSuggester extends obsidian_module.EditorSuggest{plugin;suggestType;latestTriggerInfo;constructor(e){super(e.app),this.plugin=e}onTrigger(e,t,n){if(this.plugin.settings.fieldSuggester){const n=t.getLine(e.line).substring(0,e.ch),r=n.match(/^excalidraw-(.*)$/)?.[1]??n.match(/(^ea|\Wea)\.([\w\.]*)$/)?.[2]??n.match(/(^utils|\Wutils)\.([\w\.]*)$/)?.[2];if(void 0!==r)return this.suggestType=n.match(/^excalidraw-(.*)$/)?"excalidraw":n.match(/(^ea|\Wea)\.([\w\.]*)$/)?"ea":"utils",this.latestTriggerInfo={end:e,start:{ch:e.ch-r.length,line:e.line},query:r},this.latestTriggerInfo}return null}getSuggestions=e=>{const t=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(t)))};renderSuggestion(e,t){const n=e.replace("ea"===this.suggestType?"ea.":"utils"===this.suggestType?"utils.":"excalidraw-",""),r=("ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO).find((t=>t.field===e));t.createEl("b",{text:n}),t.createEl("br"),r.code&&t.createEl("code",{text:r.code}),r.desc&&t.createDiv("div",(e=>e.innerHTML=r.desc))}selectSuggestion(e){const{context:t}=this;if(t){const n="ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO,r=`${e}${n.find((t=>t.field===e))?.after}`;if(t.editor.replaceRange(r,this.latestTriggerInfo.start,this.latestTriggerInfo.end),this.latestTriggerInfo.start.ch===this.latestTriggerInfo.end.ch){const e=this.latestTriggerInfo.end;e.ch+=r.length,t.editor.setCursor(e)}}}}class FrontmatterEditor{frontmatterStr;dataWOfrontmatter;initialized=!1;constructor(e){this.dataWOfrontmatter=e;const t=(e=e.replaceAll("\r\n","\n").replaceAll("\r","\n")).split(/^---(?:.|\n)*(?:^---\n)/gm);2===t.length&&(this.dataWOfrontmatter=t[1],this.frontmatterStr=e.match(/^---((?:.|\n)*)(?:^---\n)/gm)[0].replaceAll(/(^---\n|^\n)/gm,"").trim()+"\n",this.initialized=!0)}hasKey(e){if(!this.initialized)return!1;const t=new RegExp(`^${e}:`,"gm");return Boolean(this.frontmatterStr.match(t))}setKey(e,t){if(this.initialized)if(t=t.replaceAll("\r\n","\n").replaceAll("\r","\n").replaceAll(":",";").trim().split("\n").join(" "),this.hasKey(e)){const n=new RegExp(`^${e}:.*\\n(?:\\s\\s.*\\n)*`,"gm");this.frontmatterStr=this.frontmatterStr.split(n).join("\n").trim()+`\n${e}: ${t}`}else this.frontmatterStr=this.frontmatterStr.trim()+`\n${e}: ${t}`}get data(){return this.initialized?["---",this.frontmatterStr,"---",this.dataWOfrontmatter].join("\n"):this.dataWOfrontmatter}}const TASKBONE_URL="https://api.taskbone.com/",TASKBONE_OCR_FN="execute?id=60f394af-85f6-40bc-9613-5d26dc283cbb";class Taskbone{plugin;get apiKey(){return this.plugin.settings.taskboneAPIkey}constructor(e){this.plugin=e}destroy(){this.plugin=null}async initialize(e=!0){if(""!==this.plugin.settings.taskboneAPIkey)return;const t=await obsidian_module.requestUrl({url:`${TASKBONE_URL}users/excalidraw-obsidian/identities`,method:"post",contentType:"application/json",throw:!1});if(!t)return;const n=t.json?.apiKey;return n&&"string"==typeof n&&(e&&await this.plugin.loadSettings(),this.plugin.settings.taskboneAPIkey=n,e&&await this.plugin.saveSettings()),n}async getTextForElements(e,t){t.copyViewElementsToEAforEditing(e,!0);const n=t.getBoundingBox(e),r=n.width*n.height,i=Math.sqrt(36e4/r),a=Math.sqrt(r/16e6),o=i>1?i:a>1?1/a:1,s=new EmbeddedFilesLoader(this.plugin,!1),l=await t.createPNG(null,o,{withBackground:!0,withTheme:!0,isMask:!1},s,"light");return await this.getTextForImage(l)}async getTextForView(e,{forceReScan:t,selectedElementsOnly:n=!1,addToFrontmatter:r=!0}){await e.forceSave(!0);const i=getEA(e),a=(n?i.getViewSelectedElements():i.getViewElements()).filter((t=>"freedraw"===t.type||"image"===t.type&&!this.plugin.isExcalidrawFile(e.excalidrawData.getFile(t.fileId)?.file)));if(0===a.length)return new obsidian_module.Notice("Aborting OCR because there are no image or freedraw elements on the canvas.",4e3),void i.destroy();const o=new FrontmatterEditor(e.data);if(r&&o.hasKey("taskbone-ocr")&&!t)return new obsidian_module.Notice("The drawing has already been processed, you will find the result in the frontmatter in markdown view mode. If you ran the command from the Obsidian Panel in Excalidraw then you can CTRL(CMD)+click the command to force the rescaning.",4e3),void i.destroy();const s=await this.getTextForElements(a,i);s&&(r&&(o.setKey("taskbone-ocr",s),e.data=o.data,e.save(!1)),window.navigator.clipboard.writeText(s),new obsidian_module.Notice(`I placed the recognized text onto the system clipboard${r?" and to document properties":""}.`)),i.destroy()}async getTextForImage(e){const t=TASKBONE_URL+TASKBONE_OCR_FN;""===this.apiKey&&await this.initialize();const n={records:[{image:await blobToBase64(e)}]},r=await fetch(t,{method:"post",contentType:"application/json",body:JSON.stringify(n),headers:{"Content-Type":"application/json",authorization:`Bearer ${this.apiKey}`}}),i=await(r?.json());return i&&200===r.status?i.records[0].text:(new obsidian_module.Notice("Something went wrong while processing your request. Please check developer console for more information"),void log(r))}}const haveLinkedFilesChanged=(e,t,n,r,i)=>{if(e++>5)return!1;r.add(n);const a=i.app.metadataCache.resolvedLinks[n];if(!a)return!1;for(const o of Object.keys(a)){if(r.has(o))continue;const a=i.app.vault.getAbstractFileByPath(o);if(a&&a instanceof obsidian_module.TFile){if(console.log(n,{mtimeLinked:a.stat.mtime,mtimeSource:t,path:a.path}),a.stat.mtime>t)return!0;if(i.isExcalidrawFile(a)&&haveLinkedFilesChanged(e,t,a.path,r,i))return!0}}return!1},listOfOutOfSyncImgExports=async(e,t,n)=>{const r=e.app;if(!r.internalPlugins.plugins.publish.instance)return;const i=await r.internalPlugins.plugins.publish.instance.apiList();if(!i||!i.files)return;const a=new Set,o=i.files.filter((e=>e.path.endsWith(".svg")||e.path.endsWith(".png"))),s=o.length;return o.forEach(((i,o)=>{const l=getIMGFilename(i.path,"md"),c=r.vault.getAbstractFileByPath(i.path),d=r.vault.getAbstractFileByPath(l);if(n.innerText=`Status: ${o+1}/${s} ${c?c.name:i.path}`,d&&c&&d instanceof obsidian_module.TFile&&c instanceof obsidian_module.TFile){if(d.stat.mtime<=c.stat.mtime){if(!t)return;if(!haveLinkedFilesChanged(0,d.stat.mtime,d.path,new Set,e))return}a.add(d)}})),Array.from(a)};class PublishOutOfDateFilesDialog extends obsidian_module.Modal{plugin;constructor(e){super(e.app),this.plugin=e}async onClose(){}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Out of Date SVG Files"),this.createForm(!1)}async createForm(e){const t=this.contentEl.createEl("details");t.createEl("summary",{text:"Video about Obsidian Publish support"}),t.createEl("br"),addIframe(t,"JC1E-jeiWhI");const n=this.contentEl.createEl("p",{text:"Collecting data..."}),r=this.contentEl.createEl("p",{text:"Status: "}),i=await listOfOutOfSyncImgExports(this.plugin,e,r);if(r.style.display="none",!i||0===i.length){n.innerText="No out of date files found.";const t=this.contentEl.createDiv({cls:"excalidraw-prompt-buttons-div"});return t.createEl("button",{text:"Close",cls:"excalidraw-prompt-button"}).onclick=()=>{this.close()},void(e||(t.createEl("button",{text:"Check Recursive",cls:"excalidraw-prompt-button"}).onclick=()=>{this.contentEl.empty(),this.createForm(!0)}))}const a=new Map;n.innerText="Select files to open.",i.forEach((e=>{a.set(e,!0),new obsidian_module.Setting(this.contentEl).setName(e.path).addToggle((t=>t.setValue(!0).onChange((t=>{a.set(e,t)}))))}));const o=this.contentEl.createDiv({cls:"excalidraw-prompt-buttons-div"});o.createEl("button",{text:"Close",cls:"excalidraw-prompt-button"}).onclick=()=>{this.close()},e||(o.createEl("button",{text:"Check Recursive",cls:"excalidraw-prompt-button"}).onclick=()=>{this.contentEl.empty(),this.createForm(!0)}),o.createEl("button",{text:"Open Selected",cls:"excalidraw-prompt-button"}).onclick=()=>{a.forEach(((e,t)=>{e&&this.plugin.openDrawing(t,"new-tab",!0)})),this.close()}}}class ExcalidrawConfig{areaLimit=16777216;widthHeightLimit=32767;constructor(e){this.updateValues(e)}updateValues(e){DEVICE.isIOS||(this.areaLimit=16777216*e.settings.areaZoomLimit,this.widthHeightLimit=32767*e.settings.areaZoomLimit)}}const showFrameSettings=e=>{const{enabled:t,clip:n,name:r,outline:i}=e.getExcalidrawAPI().getAppState().frameRendering,a=new e.obsidian.Modal(app);a.onOpen=()=>{const{contentEl:o}=a;o.createEl("h1",{text:t$d("FRAME_SETTINGS_TITLE")});const s={enabled:t,clip:n,name:r,outline:i};new e.obsidian.Setting(o).setName(t$d("FRAME_SETTINGS_ENABLE")).addToggle((e=>e.setValue(s.enabled).onChange((e=>{s.enabled=e,hideComponent(l,!e),hideComponent(c,!e),hideComponent(d,!e)}))));const l=new e.obsidian.Setting(o).setName(t$d("FRAME_SETTIGNS_NAME")).addToggle((e=>e.setValue(s.name).onChange((e=>s.name=e)))),c=new e.obsidian.Setting(o).setName(t$d("FRAME_SETTINGS_OUTLINE")).addToggle((e=>e.setValue(s.outline).onChange((e=>s.outline=e)))),d=new e.obsidian.Setting(o).setName(t$d("FRAME_SETTINGS_CLIP")).addToggle((e=>e.setValue(s.clip).onChange((e=>s.clip=e))));hideComponent(l,!s.enabled),hideComponent(c,!s.enabled),hideComponent(d,!s.enabled),new e.obsidian.Setting(o).addButton((t=>t.setButtonText("OK").onClick((()=>{e.viewUpdateScene({appState:{frameRendering:s},storeAction:"update"}),a.close()}))))},a.onClose=()=>{e.destroy()},a.open()};function hideComponent(e,t){e.settingEl.style.display=t?"none":""}class RankMessage extends obsidian_module.Modal{plugin;filecount;rank;color;shield;dark;constructor(e,t,n,r,i,a,o){super(e),this.plugin=t,this.filecount=n,this.rank=r,this.color=i,this.shield=a,this.dark=o}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Congratulations, glorious knight!"),this.createForm()}async onClose(){this.contentEl.empty(),this.plugin=null}async createForm(){const{title:e}=SwordColors[this.rank];this.contentEl.createDiv({cls:"excalidraw-rank"},(e=>{e.innerHTML=`<svg xmlns="http://www.w3.org/2000/svg" xml:space="preserve" style="enable-background:new 0 0 512 512" viewBox="0 0 511 512"><path fill="${this.color}" d="m389 495 36 7c6 1 11-4 10-10l-6-36a22 22 0 0 0-9-14l-61-46-29 28 45 62a22 22 0 0 0 14 9zm0 0" data-original="#97a7a7"/><path fill="#ffd3bc" d="m333 361-33 4-27 29 1 5 15 13c11 10 27 12 39 3 7-4 12-11 13-20 1-11-3-23-8-34zm0 0" data-original="#ffd3bc"/><path fill="#a5b0bc" d="m288 450-3-50-88-15-87 15-3 50 27 16 28-16v-8c0-6 4-11 10-11h51c6 0 10 5 10 11v8l28 16 27-16zm28-114a332 332 0 0 0-4-6c-14-17-32-30-55-29l16 93 60-33c-5-9-11-18-17-25zm0 0" data-original="#a5b0bc"/><path fill="${this.shield}" d="M281 371c-9-54-24-70-24-70H138s-15 16-24 70l-4 29h175l-4-29zm0 0" data-original="${this.shield}"/><path fill="${this.color}" d="M383 160a30 30 0 1 1-59 0 30 30 0 0 1 59 0zm-312 0a30 30 0 1 1-59 0 30 30 0 0 1 59 0zm0 0" data-original="#97a7a7"/><path fill="#a5b0bc" d="M44 160a153 153 0 1 1 306 0 153 153 0 0 1-306 0zm0 0" data-original="#a5b0bc"/><path fill="#748A8A" d="M107 450v13s-12 10-17 27c-2 7 4 14 11 14h49c7 1 12-5 12-11v-43zm181 0v13s12 10 17 27c2 7-4 14-11 14h-49c-7 1-12-5-12-11v-43zm0 0" data-original="#748A8A"/><path fill="#ffd3bc" d="M44 160s44 76 153 76c110 0 153-76 153-76l-17-30-136-27-127 24zm0 0" data-original="#ffd3bc"/><path fill="#ffbe9c" d="M197 103 70 127l-26 33s5 9 16 20c6-4 50-29 137-29s131 25 138 29c11-11 15-20 15-20l-17-30zm0 0" data-original="#ffbe9c"/><path fill="${this.color}" d="M271 59c-47-18-100-18-147 0-39 15-80 45-80 101 0 0 48-34 153-34s153 34 153 34c0-56-40-86-79-101zm0 0" data-original="#97a7a7"/><path fill="#ff889e" d="M274 201h-18a7 7 0 1 1 0-15h18a7 7 0 1 1 0 15zm-135 0h-18a7 7 0 1 1 0-15h18a7 7 0 1 1 0 15zm0 0" data-original="#ff889e"/><path fill="#748A8A" d="m185 387-75 13-2 47a39 39 0 0 0 2 0c31-10 57-30 75-60zm0 0" data-original="#748A8A"/><path fill="#00000060" d="M186 386c15-24 22-50 25-67a43 43 0 0 0 0-18h-73s-15 16-24 70l-4 29h67a160 160 0 0 0 9-14zm0 0" 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138 0 0 1 0 2 146 146 0 0 1-140 119h-7c-2-11-12-20-22-21l-23-4zm5 212a4 4 0 0 1-4 4h-49c-2 0-4-3-3-5 4-14 14-23 14-23a8 8 0 0 0 3-6v-5h39v35zm69-69h-51c-10 0-18 8-18 18v1h-39l1-17a115 115 0 0 0 15-8 111 111 0 0 0 15-11h132v3l2 33h-39v-1c0-10-8-18-18-18zm74 68c1 2-1 5-3 5h-49a4 4 0 0 1-4-4v-35h39a872 872 0 0 1 0 5 8 8 0 0 0 3 6s10 9 14 23zm-4-88-1-12 37-21c3 6 4 10 4 15l-20 20-5 7a26 26 0 0 1-14-6l-1-1v-2zm26 23c0-4 2-8 5-11l28-27a15 15 0 0 1 10-4c4 0 8 1 10 3l-50 49a15 15 0 0 1-3-10zm108 67a1 1 0 0 1-1 0l-36-6a14 14 0 0 1-9-6l-34-47 6-6 42 43c2 3 7 3 10 0a8 8 0 0 0 0-11l-42-43 6-5 47 35a14 14 0 0 1 5 9l6 37zm0 0" data-original="#000000"/></svg>`})),await obsidian_module.MarkdownRenderer.render(this.app,`You have ${this.filecount} Excalidraw drawings in your Vault earning you a new rank: **${this.rank}**! You've ascended to **${e}**!\n\nI've spent the past 3+ years building this plugin. If you appreciate my work, consider supporting me on [Ko-Fi](https://ko-fi.com/zsolt) or join the next [Visual Thinking Workshop](https://visual-thinking-workshop.com) cohort.`,this.contentEl,"",this.plugin),this.contentEl.createEl("p",{text:""},(e=>{e.style.textAlign="right",e.createEl("button",{text:"Close"}).onclick=()=>this.close()}))}}class ExcalidrawPlugin extends obsidian_module.Plugin{eaInstances=new WeakArray;fourthFontLoaded=!1;excalidrawConfig;taskbone;excalidrawFiles=new Set;excalidrawFileModes={};_loaded=!1;settings;openDialog;insertLinkDialog;insertCommandDialog;insertImageDialog;importSVGDialog;insertMDDialog;activeExcalidrawView=null;lastActiveExcalidrawFilePath=null;hover={linkText:null,sourcePath:null};legacyExcalidrawPopoverObserver;themeObserver;fileExplorerObserver;modalContainerObserver;workspaceDrawerLeftObserver;workspaceDrawerRightObserver;opencount=0;ea;filesMaster=null;equationsMaster=null;mermaidsMaster=null;scriptEngine;packageMap=new Map;leafChangeTimeout=null;forceSaveCommand;removeEventLisnters=[];stylesManager;editorHandler;forceToOpenInMarkdownFilepath=null;ribbonIcon;loadTimestamp;constructor(e,t){super(e,t),this.packageMap.set(window,{react:react,reactDOM:reactDOM,excalidrawLib:excalidrawLib}),this.filesMaster=new Map,this.equationsMaster=new Map,this.mermaidsMaster=new Map,setExcalidrawPlugin(this)}get locale(){return LOCALE}get window(){return window}get document(){return document}deletePackage(e){const{react:t,reactDOM:n,excalidrawLib:r}=this.getPackage(e);e.ExcalidrawLib===r&&(r.destroyObsidianUtils(),delete e.ExcalidrawLib),e.React===t&&(Object.keys(e.React).forEach((t=>{delete e.React[t]})),delete e.React),e.ReactDOM===n&&(Object.keys(e.ReactDOM).forEach((t=>{delete e.ReactDOM[t]})),delete e.ReactDOM),this.packageMap.has(e)&&this.packageMap.delete(e)}getPackage(e){if(this.packageMap.has(e))return this.packageMap.get(e);const{react:t,reactDOM:n,excalidrawLib:r}=e.eval.call(e,`(function() {\n        ${EXCALIDRAW_PACKAGES};\n        return {react:React,reactDOM:ReactDOM,excalidrawLib:ExcalidrawLib};\n       })()`);return this.packageMap.set(e,{react:t,reactDOM:n,excalidrawLib:r}),{react:t,reactDOM:n,excalidrawLib:r}}async onload(){initCompressionWorker(),this.loadTimestamp=Date.now(),obsidian_module.addIcon(ICON_NAME,EXCALIDRAW_ICON),obsidian_module.addIcon("ScriptEngine",SCRIPTENGINE_ICON),obsidian_module.addIcon("export-img",EXPORT_IMG_ICON),await this.loadSettings({reEnableAutosave:!0});const e=!this.settings.onceOffCompressFlagReset||!this.settings.onceOffGPTVersionReset;if(this.settings.onceOffCompressFlagReset||(this.settings.compress=!0,this.settings.onceOffCompressFlagReset=!0),this.settings.onceOffGPTVersionReset||"gpt-4-vision-preview"===this.settings.openAIDefaultVisionModel&&(this.settings.openAIDefaultVisionModel="gpt-4o"),e&&await this.saveSettings(),this.excalidrawConfig=new ExcalidrawConfig(this),await obsidian_module.loadMermaid(),this.editorHandler=new EditorHandler(this),this.editorHandler.setup(),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.runStartupScript(),this.initializeFonts(),this.registerEditorSuggest(new FieldSuggester(this)),this.setPropertyTypes(),this.registerMonkeyPatches(),this.stylesManager=new StylesManager(this),this.settings.showReleaseNotes){const e="0.0.0"===this.settings.previousRelease;isVersionNewerThanOther(PLUGIN_VERSION,this.settings.previousRelease)&&new ReleaseNotes(this.app,this,e?null:PLUGIN_VERSION).open()}this.switchToExcalidarwAfterLoad(),this.app.workspace.onLayoutReady((()=>{this.scriptEngine=new ScriptEngine(this),imageCache.initializeDB(this)})),this.taskbone=new Taskbone(this)}setPropertyTypes(){if(!this.settings.loadPropertySuggestions)return;const e=this.app;this.app.workspace.onLayoutReady((()=>{Object.keys(FRONTMATTER_KEYS).forEach((t=>{if(!0===FRONTMATTER_KEYS[t].depricated)return;const{name:n,type:r}=FRONTMATTER_KEYS[t];e.metadataTypeManager.setType(n,r)}))}))}initializeFonts(){this.app.workspace.onLayoutReady((async()=>{const e=await getFontDataURL(this.app,this.settings.experimantalFourthFont,"","Local Font");if(""===e.dataURL)return void(this.fourthFontLoaded=!0);const t=e.dataURL;let n=this.app.metadataCache.getFirstLinkpathDest(this.settings.experimantalFourthFont,"").extension.startsWith("woff")?void 0:await getFontMetrics(t,"Local Font");n||(console.log("Font Metrics not found, using default"),n={unitsPerEm:1e3,ascender:750,descender:-250,lineHeight:1.2,fontName:"Local Font"}),this.packageMap.forEach((({excalidrawLib:e})=>{e.registerLocalFont({metrics:n,icon:null},t)}));for(const e of this.getOpenObsidianDocuments())await this.addFonts([`@font-face{font-family:'Local Font';src:url("${t}");font-display: swap;font-weight: 400;`],e);this.fourthFontLoaded||setTimeout((()=>{this.fourthFontLoaded=!0}),100)}))}async addFonts(e,t=document){const n=t.createElement("style");n.id=FONTS_STYLE_ID,n.textContent=e.join("");const r=t.getElementById(FONTS_STYLE_ID);t.head.appendChild(n),r&&t.head.removeChild(r),await t.fonts.load("20px Local Font")}removeFonts(){this.getOpenObsidianDocuments().forEach((e=>{const t=e.getElementById(FONTS_STYLE_ID);t&&e.head.removeChild(t)}))}getOpenObsidianDocuments(){const e=new Set;return this.app.workspace.iterateAllLeaves((t=>{const n=DEVICE.isMobile?document:t.view.containerEl.ownerDocument;n&&(e.has(n)||e.add(n))})),Array.from(e)}switchToExcalidarwAfterLoad(){this.app.workspace.onLayoutReady((()=>{let e;for(e of this.app.workspace.getLeavesOfType("markdown"))e.view instanceof obsidian_module.MarkdownView&&this.isExcalidrawFile(e.view.file)&&(fileShouldDefaultAsExcalidraw(e.view.file?.path,this.app)?(this.excalidrawFileModes[e.id||e.view.file.path]="excalidraw",setExcalidrawView(e)):foldExcalidrawSection(e.view))}))}forceSaveActiveView(e){if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.forceSave(),!0)}registerInstallCodeblockProcessor(){const e=async(e,t)=>{let n=null;try{const e=t.parentElement.querySelector(`a[href="#${t.previousElementSibling.getAttribute("data-heading")}"]`);e.style.paddingRight="10px",n=e.parentElement.createEl("button",null,(e=>{e.setText(t$d("UPDATE_SCRIPT")),e.addClass("mod-muted"),e.style.backgroundColor="var(--interactive-success)",e.style.display="none"}))}catch(t){errorlog({where:"this.registerInstallCodeblockProcessor",source:e,error:t})}e=e.trim(),t.createEl("button",null,(async t=>{const r=e=>{switch(n&&(n.style.display="none"),e){case"CHECKING":t.setText(t$d("CHECKING_SCRIPT")),t.style.backgroundColor="var(--interactive-normal)";break;case"INSTALL":t.setText(t$d("INSTALL_SCRIPT")),t.style.backgroundColor="var(--interactive-accent)";break;case"UPTODATE":t.setText(t$d("UPTODATE_SCRIPT")),t.style.backgroundColor="var(--interactive-normal)";break;case"UPDATE":t.setText(t$d("UPDATE_SCRIPT")),t.style.backgroundColor="var(--interactive-success)",n&&(n.style.display=null);break;case"ERROR":t.setText(t$d("UNABLETOCHECK_SCRIPT")),t.style.backgroundColor="var(--interactive-normal)"}};t.addClass("mod-muted");let i=e;try{i=decodeURI(e)}catch(t){errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",source:e,error:t})}const a=i.substring(i.lastIndexOf("/")+1),o=`${this.settings.scriptFolderPath}/Downloaded`,s=app.vault.getFiles().filter((e=>e.path.startsWith(o)&&e.name===a)).sort(((e,t)=>e.path>t.path?1:-1));let l=s[0];const c=l?.path??`${o}/${a}`,d=getIMGFilename(c,"svg");let T=this.app.vault.getAbstractFileByPath(d);if(r(l?"CHECKING":"INSTALL"),t.onclick=async()=>{const t=async(e,t,n)=>{const r=await obsidian_module.request({url:e});return!r||r.startsWith("404: Not Found")?null:(t?await this.app.vault.modify(t,r):(await checkAndCreateFolder(o),t=await this.app.vault.create(n,r)),t)};try{if(l=await t(e,l,c),!l)throw r("ERROR"),"File not found";T=await t(getIMGFilename(e,"svg"),T,d),r("UPTODATE"),0===Object.keys(this.scriptEngine.scriptIconMap).length&&this.scriptEngine.loadScripts(),new obsidian_module.Notice(`Installed: ${l.basename}`)}catch(e){new obsidian_module.Notice(`Error installing script: ${a}`),errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",error:e})}},n&&(n.onclick=t.onclick),!(l&&l instanceof obsidian_module.TFile))return;const u=new Map;JSON.parse(await obsidian_module.request({url:"https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/directory-info.json"})).forEach((e=>u.set(e.fname,e.mtime)));const Q=(e,t)=>{if(0===u.size||!u.has(e))return"ERROR";const n=u.get(e);return!t||n>t.stat.mtime?"UPDATE":"UPTODATE"},p=Q(a,l),h=Q(getIMGFilename(a,"svg"),T&&T instanceof obsidian_module.TFile?T:null);r("UPTODATE"===p&&"UPTODATE"===h||"UPTODATE"===p&&"ERROR"===h?"UPTODATE":"ERROR"===p?"ERROR":"UPDATE"===p||"UPDATE"===h?"UPDATE":"UPTODATE")}))};this.registerMarkdownCodeBlockProcessor(SCRIPT_INSTALL_CODEBLOCK,(async(t,n)=>{n.addEventListener(RERENDER_EVENT,(async r=>{r.stopPropagation(),n.empty(),e(t,n)})),e(t,n)}))}addMarkdownPostProcessor(){initializeMarkdownPostProcessor(this),this.registerMarkdownPostProcessor(markdownPostProcessor),this.app.workspace.onLayoutReady((()=>{this.registerEvent(this.app.workspace.on("hover-link",hoverEvent)),this.app.vault.getFiles().some((e=>"excalidraw"===e.extension))&&this.enableLegacyFilePopoverObserver()}))}enableLegacyFilePopoverObserver(){this.legacyExcalidrawPopoverObserver||(this.legacyExcalidrawPopoverObserver=legacyExcalidrawPopoverObserver,this.legacyExcalidrawPopoverObserver.observe(document.body,{childList:!0,subtree:!1}))}addThemeObserver(){if(this.themeObserver)return;const{matchThemeTrigger:e}=this.settings;if(!e)return;const t=async e=>{const{matchThemeTrigger:t}=this.settings;if(!t)return;const n=document.body.classList,r=e[0];if(r?.oldValue===n.value)return;const i=n.contains("theme-dark");r?.oldValue?.includes("theme-dark")!==i&&setTimeout((()=>{const e=isObsidianThemeDark()?"dark":"light";getExcalidrawViews(this.app).forEach((t=>{t.file&&t.excalidrawAPI&&t.setTheme(e)}))}))};this.themeObserver=DEBUGGING?new CustomMutationObserver(t,"themeObserver"):new MutationObserver(t),this.themeObserver.observe(document.body,{attributeOldValue:!0,attributeFilter:["class"]})}removeThemeObserver(){this.themeObserver&&(this.themeObserver.disconnect(),this.themeObserver=null)}experimentalFileTypeDisplayToggle(e){e?this.experimentalFileTypeDisplay():(this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.fileExplorerObserver=null)}experimentalFileTypeDisplay(){const e=e=>{if(1!==e.childElementCount)return;const t=e.getAttribute("data-path");if(!t)return;const n=this.app.vault.getAbstractFileByPath(t);n&&n instanceof obsidian_module.TFile&&this.isExcalidrawFile(n)&&e.insertBefore(createDiv({cls:"nav-file-tag",text:this.settings.experimentalFileTag}),e.firstChild)},t=t=>{t.filter((e=>e.addedNodes.length>0)).forEach((t=>{t.addedNodes.forEach((t=>{t instanceof Element&&t.querySelectorAll(".nav-file-title").forEach(e)}))}))};this.fileExplorerObserver=DEBUGGING?new CustomMutationObserver(t,"fileExplorerObserver"):new MutationObserver(t),this.app.workspace.onLayoutReady((()=>{document.querySelectorAll(".nav-file-title").forEach(e);const t=document.querySelector(".nav-files-container");t&&this.fileExplorerObserver.observe(t,{childList:!0,subtree:!0})}))}async actionRibbonClick(e){this.createAndOpenDrawing(getDrawingFilename(this.settings),linkClickModifierType(emulateCTRLClickForLinks(e)))}registerCommands(){this.openDialog=new OpenFileDialog(this.app,this),this.insertLinkDialog=new InsertLinkDialog(this),this.insertCommandDialog=new InsertCommandDialog(this.app),this.insertImageDialog=new InsertImageDialog(this),this.importSVGDialog=new ImportSVGDialog(this),this.insertMDDialog=new InsertMDDialog(this),this.ribbonIcon=this.addRibbonIcon(ICON_NAME,t$d("CREATE_NEW"),this.actionRibbonClick.bind(this));const e=(e,t)=>{let n=t.path;t instanceof obsidian_module.TFile&&(n=obsidian_module.normalizePath(t.path.substr(0,t.path.lastIndexOf(t.name)))),this.createAndOpenDrawing(getDrawingFilename(this.settings),linkClickModifierType(emulateCTRLClickForLinks(e)),n)};this.registerEvent(this.app.workspace.on("file-menu",((t,n)=>{t.addItem((t=>{t.setTitle(t$d("CREATE_NEW")).setIcon(ICON_NAME).onClick((t=>{e(t,n)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,t)=>{t instanceof obsidian_module.TFile&&"excalidraw"==t.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_KEEP_EXT")).onClick((()=>{this.convertSingleExcalidrawToMD(t,!1,!1)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,t)=>{t instanceof obsidian_module.TFile&&"excalidraw"==t.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_REPLACE_EXT")).onClick((()=>{this.convertSingleExcalidrawToMD(t,!0,!0)}))}))}))),this.addCommand({id:"excalidraw-convert-image-from-url-to-local-file",name:t$d("CONVERT_URL_TO_FILE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;const n=t.getSingleSelectedImage();return!(!n||!n.embeddedFile?.isHyperLink)&&(!!e||void t.convertImageElWithURLToLocalFile(n))}}),this.addCommand({id:"excalidraw-unzip-file",name:t$d("UNZIP_CURRENT_FILE"),checkCallback:e=>{const t=this.app.workspace.getActiveFile();return!!t&&(!!this.isExcalidrawFile(t)&&(!this.app.workspace.getActiveViewOfType(ExcalidrawView)&&(!!e||void(async()=>{const e=(await this.app.vault.read(t)).split("\n## Drawing\n```compressed-json\n");if(2!==e.length)return;const n=e[0]+"\n## Drawing\n```json\n",r=e[1].split("\n```\n%%");if(2!==r.length)return;const i=decompress(r[0]);i?await this.app.vault.modify(t,n+i+"\n```\n%%"+r[1]):new obsidian_module.Notice("The compressed string is corrupted. Unable to decompress data.")})())))}}),this.addCommand({id:"excalidraw-publish-svg-check",name:t$d("PUBLISH_SVG_CHECK"),checkCallback:e=>!!app.internalPlugins.plugins.publish.instance&&(!!e||void new PublishOutOfDateFilesDialog(this).open())}),this.addCommand({id:"excalidraw-embeddable-poroperties",name:t$d("EMBEDDABLE_PROPERTIES"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));return 1!==n.length?(e||new obsidian_module.Notice("Select a single embeddable element and try again"),!1):!!e||void new EmbeddableSettings(t.plugin,t,(e=>{const n=REGEX_LINK.getRes(e.link).next();if(!n||!n.value&&n.done)return null;const r=REGEX_LINK.getLink(n),{file:i}=processLinkText(r,t);return i})(n[0]),n[0]).open()}}),this.addCommand({id:"excalidraw-embeddables-relative-scale",name:t$d("EMBEDDABLE_RELATIVE_ZOOM"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));if(0===n.length)return e||new obsidian_module.Notice("Select at least one embeddable element and try again"),!1;if(e)return!0;const r=getEA(t),i=r.getExcalidrawAPI();r.copyViewElementsToEAforEditing(n);const a=1/i.getAppState().zoom.value;r.getElements().forEach((e=>{e.scale=[a,a]})),r.addElementsToView().then((()=>r.destroy()))}}),this.addCommand({id:"open-image-excalidraw-source",name:t$d("OPEN_IMAGE_SOURCE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(!t)return!1;if(t.leaf!==this.app.workspace.activeLeaf)return!1;const n=t.editor;if(!n)return!1;const r=n.getCursor(),i=n.getLine(r.line),a=extractSVGPNGFileName(i);if(!a)return!1;const o=this.app.metadataCache.getFirstLinkpathDest(a,t.file.path);if(!o)return!1;const s=getIMGFilename(o.path,"md");let l=this.app.metadataCache.getFirstLinkpathDest(s,t.file.path);return!(!l&&(s.endsWith(".dark.md")&&(l=this.app.metadataCache.getFirstLinkpathDest(s.replace(/\.dark\.md$/,".md"),t.file.path)),s.endsWith(".light.md")&&(l=this.app.metadataCache.getFirstLinkpathDest(s.replace(/\.light\.md$/,".md"),t.file.path)),!l))&&(!!e||void this.openDrawing(l,"new-tab",!0))}}),this.addCommand({id:"excalidraw-disable-autosave",name:t$d("TEMPORARY_DISABLE_AUTOSAVE"),checkCallback:e=>!!this.settings.autosave&&(e||(this.settings.autosave=!1),!0)}),this.addCommand({id:"excalidraw-enable-autosave",name:t$d("TEMPORARY_ENABLE_AUTOSAVE"),checkCallback:e=>!this.settings.autosave&&(e||(this.settings.autosave=!0),!0)}),this.addCommand({id:"excalidraw-download-lib",name:t$d("DOWNLOAD_LIBRARY"),callback:this.exportLibrary}),this.addCommand({id:"excalidraw-open",name:t$d("OPEN_EXISTING_NEW_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!0)}}),this.addCommand({id:"excalidraw-open-on-current",name:t$d("OPEN_EXISTING_ACTIVE_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!1)}}),this.addCommand({id:"excalidraw-insert-transclusion",name:t$d("TRANSCLUDE"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(this.openDialog.start(openDialogAction.insertLinkToDrawing,!1),!0)}),this.addCommand({id:"excalidraw-insert-last-active-transclusion",name:t$d("TRANSCLUDE_MOST_RECENT"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView))&&null!==this.lastActiveExcalidrawFilePath;const t=this.app.vault.getAbstractFileByPath(this.lastActiveExcalidrawFilePath);return t instanceof obsidian_module.TFile&&(this.embedDrawing(t),!0)}}),this.addCommand({id:"excalidraw-autocreate",name:t$d("NEW_IN_NEW_PANE"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"new-pane")}}),this.addCommand({id:"excalidraw-autocreate-newtab",name:t$d("NEW_IN_NEW_TAB"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"new-tab")}}),this.addCommand({id:"excalidraw-autocreate-on-current",name:t$d("NEW_IN_ACTIVE_PANE"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"active-pane")}}),this.addCommand({id:"excalidraw-autocreate-popout",name:t$d("NEW_IN_POPOUT_WINDOW"),checkCallback:e=>{if(e)return!DEVICE.isMobile;this.createAndOpenDrawing(getDrawingFilename(this.settings),"popout-window")}});const t=async e=>{const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(!t)return;const n=getEmbedFilename(t.file.basename,this.settings),r=this.settings.embedUseExcalidrawFolder?null:(await getAttachmentsFolderAndFilePath(this.app,t.file.path,n)).folder,i=await this.createDrawing(n,r);await this.embedDrawing(i),this.openDrawing(i,e,!0,void 0,!0)};this.addCommand({id:"excalidraw-autocreate-and-embed",name:t$d("NEW_IN_NEW_PANE_EMBED"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("new-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-new-tab",name:t$d("NEW_IN_NEW_TAB_EMBED"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("new-tab"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-on-current",name:t$d("NEW_IN_ACTIVE_PANE_EMBED"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("active-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-popout",name:t$d("NEW_IN_POPOUT_WINDOW_EMBED"),checkCallback:e=>e?!DEVICE.isMobile&&Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("popout-window"),!0)}),this.addCommand({id:"run-ocr",name:t$d("RUN_OCR"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(t):!!t&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(t,{forceReScan:!1}),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"rerun-ocr",name:t$d("RERUN_OCR"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(t):!!t&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(t,{forceReScan:!0}),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"run-ocr-selectedelements",name:t$d("RUN_OCR_ELEMENTS"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(t):!!t&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(t,{forceReScan:!1,selectedElementsOnly:!0,addToFrontmatter:!1}),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"search-text",name:t$d("SEARCH"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(search(t),!0)}}),this.addCommand({id:"fullscreen",name:t$d("TOGGLE_FULLSCREEN"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.isFullscreen()?t.exitFullscreen():t.gotoFullscreen(),!0)}}),this.addCommand({id:"disable-binding",name:t$d("TOGGLE_DISABLEBINDING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.toggleDisableBinding(),!0)}}),this.addCommand({id:"disable-framerendering",name:t$d("TOGGLE_FRAME_RENDERING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.toggleFrameRendering(),!0)}}),this.addCommand({id:"frame-settings",name:t$d("FRAME_SETTINGS_TITLE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(showFrameSettings(getEA(t)),!0)}}),this.addCommand({id:"copy-link-to-drawing",name:t$d("COPY_DRAWING_LINK"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(navigator.clipboard.writeText(`![[${t.file.path}]]`),!0)}}),this.addCommand({id:"disable-frameclipping",name:t$d("TOGGLE_FRAME_CLIPPING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.toggleFrameClipping(),!0)}}),this.addCommand({id:"export-image",name:t$d("EXPORT_IMAGE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.exportDialog||(t.exportDialog=new ExportDialog(this,t,t.file),t.exportDialog.createForm()),t.exportDialog.open(),!0)}}),this.forceSaveCommand=this.addCommand({id:"save",hotkeys:[{modifiers:["Ctrl"],key:"s"}],name:t$d("FORCE_SAVE"),checkCallback:e=>this.forceSaveActiveView(e)}),this.addCommand({id:"toggle-lock",name:t$d("TOGGLE_LOCK"),checkCallback:e=>{if(e)return!!Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView))&&!this.app.workspace.getActiveViewOfType(ExcalidrawView).compatibilityMode;const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!(!t||t.compatibilityMode||(t.changeTextMode(t.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 t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(t){this.ea.reset(),this.ea.setView(t);const e=this.ea.getViewSelectedElement();if("image"!==e.type)return new obsidian_module.Notice("Please select an image or embedded markdown document",4e3),!0;const n=this.ea.getViewFileForImageElement(e);return n?(this.app.vault.delete(n),this.ea.deleteViewElements([e]),!0):(new obsidian_module.Notice("Please select an image or embedded markdown document",4e3),!0)}return!1}}),this.addCommand({id:"convert-text2MD",name:t$d("CONVERT_TO_MARKDOWN"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;const n=t.getViewSelectedElements().filter((e=>"text"===e.type));if(1!==n.length)return!1;const r=n[0],i=t.getViewElements().find((e=>e.id===r.containerId));return(!i||"arrow"!==i.type)&&(!!e||void t.convertTextElementToMarkdown(r,i))}}),this.addCommand({id:"insert-link",hotkeys:[{modifiers:["Mod","Shift"],key:"k"}],name:t$d("INSERT_LINK"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertLinkDialog.start(t.file.path,((e,n,r)=>t.addLink(e,n,r))),!0)}}),this.addCommand({id:"insert-command",name:t$d("INSERT_COMMAND"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertCommandDialog.start(((e,n,r)=>t.addText(e,n,r))),!0)}}),this.addCommand({id:"insert-link-to-element",name:t$d("INSERT_LINK_TO_ELEMENT_NORMAL"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard(""),!0)}}),this.addCommand({id:"insert-link-to-element-group",name:t$d("INSERT_LINK_TO_ELEMENT_GROUP"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("group="),!0)}}),this.addCommand({id:"insert-link-to-element-frame",name:t$d("INSERT_LINK_TO_ELEMENT_FRAME"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("frame="),!0)}}),this.addCommand({id:"insert-link-to-element-frame-clipped",name:t$d("INSERT_LINK_TO_ELEMENT_FRAME_CLIPPED"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("clippedframe="),!0)}}),this.addCommand({id:"insert-link-to-element-area",name:t$d("INSERT_LINK_TO_ELEMENT_AREA"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("area="),!0)}}),this.addCommand({id:"toggle-lefthanded-mode",name:t$d("TOGGLE_LEFTHANDED_MODE"),checkCallback:e=>{if(e){if(this.app.workspace.getActiveViewOfType(ExcalidrawView)){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView),t=e?.excalidrawAPI;return!!t&&!!t.getAppState().trayModeEnabled}return!1}return this.app.workspace.getActiveViewOfType(ExcalidrawView),(async()=>{const e=this.settings.isLeftHanded;await this.loadSettings({applyLefthandedMode:!1}),this.settings.isLeftHanded=!e,this.saveSettings(),setLeftHandedMode(!e),setTimeout((()=>setLeftHandedMode(!e)))})(),!0}}),this.addCommand({id:"flip-image",name:t$d("FLIP_IMAGE"),checkCallback:e=>{if(!DEVICE.isDesktop)return;const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>{if("image"===e.type){const n=t.excalidrawData.getFile(e.fileId);return!!n&&this.isExcalidrawFile(n.file)}return!1}));if(1!==n.length)return!1;if(e)return!0;const r=n[0];let i=t.excalidrawData.getFile(r.fileId);this.forceToOpenInMarkdownFilepath=i.file?.path;const a=t.excalidrawAPI.getAppState(),{x:o,y:s}=sceneCoordsToViewportCoords({sceneX:r.x+r.width/2,sceneY:r.y+r.height/2},a),{width:l,height:c}={width:600,height:600},{x:d,y:T}={x:Math.max(0,o-l/2+t.ownerWindow.screenX),y:Math.max(0,s-c/2+t.ownerWindow.screenY)};this.openDrawing(i.file,DEVICE.isMobile?"new-tab":"popout-window",!0,void 0,!1,{x:d,y:T,width:l,height:c})}}),this.addCommand({id:"reset-image-to-100",name:t$d("RESET_IMG_TO_100"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"image"===e.type));return 1!==n.length?(e||new obsidian_module.Notice("Select a single image element and try again"),!1):!!e||void(async()=>{const e=n[0];if(!t.excalidrawData.getFile(e.fileId))return await t.forceSave(),t.excalidrawData.getFile(e.fileId),new obsidian_module.Notice("Select a single image element and try again"),!1;const r=new ExcalidrawAutomate(this,t),i=await r.getOriginalImageSize(e);if(i){r.copyViewElementsToEAforEditing(n);const t=r.getElement(e.id);t.width=i.width,t.height=i.height,await r.addElementsToView(!1,!1,!1)}r.destroy()})()}}),this.addCommand({id:"reset-image-ar",name:t$d("RESET_IMG_ASPECT_RATIO"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"image"===e.type));return 1!==n.length?(e||new obsidian_module.Notice("Select a single image element and try again"),!1):!!e||void(async()=>{const e=n[0];if(!t.excalidrawData.getFile(e.fileId))return await t.forceSave(),t.excalidrawData.getFile(e.fileId),new obsidian_module.Notice("Select a single image element and try again"),!1;const r=new ExcalidrawAutomate(this,t);await r.resetImageAspectRatio(e)&&await r.addElementsToView(!1,!1,!1),r.destroy()})()}}),this.addCommand({id:"open-link-props",name:t$d("OPEN_LINK_PROPS"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==n.length)return e||new obsidian_module.Notice("Select a single image element and try again"),!1;if(e)return!0;const r=n[0];let i=t.excalidrawData.getFile(r.fileId),a=t.excalidrawData.getEquation(r.fileId);if(!i&&!a)return t.forceSave(),new obsidian_module.Notice("Please try again."),!1;i&&t.openEmbeddedLinkEditor(r.id),a&&t.openLaTeXEditor(r.id)}}),this.addCommand({id:"convert-card-to-file",name:t$d("CONVERT_CARD_TO_FILE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));if(1!==n.length)return e||new obsidian_module.Notice("Select a single back-of-the-note card and try again"),!1;const r=t.getEmbeddableLeafElementById(n[0].id),i=r?.node?.child;return i&&i.file===t.file?!!e||void t.moveBackOfTheNoteCardToFile():(e||new obsidian_module.Notice("The selected embeddable is not a back-of-the-note card."),!1)}}),this.addCommand({id:"insert-active-pdfpage",name:t$d("INSERT_ACTIVE_PDF_PAGE_AS_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;const n=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));if(1!==n.length)return e||new obsidian_module.Notice("Select a single PDF embeddable and try again"),!1;if("pdf"!==t.getEmbeddableLeafElementById(n[0].id)?.leaf?.view?.getViewType())return!1;const r=getActivePDFPageNumberFromPDFView(t.getEmbeddableLeafElementById(n[0].id)?.leaf?.view);if(!r)return!1;if(e)return!0;const i=n[0],a=new ExcalidrawAutomate(this,t),o=t.getEmbeddableLeafElementById(i.id)?.leaf?.view?.file;(async()=>{const e=await a.addImage(i.x+i.width+10,i.y,`${o?.path}#page=${r}`,!1,!1),t=a.getElement(e),n=t.width/t.height;n>1?(t.width=i.width,t.height=i.width/n):(t.height=i.height,t.width=i.height*n),a.addElementsToView(!1,!0,!0)})()}}),this.addCommand({id:"crop-image",name:t$d("CROP_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView),n=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView),r=this.app.workspace.activeLeaf?.view,i=r&&"canvas"===r.getViewType();if(!t&&!n&&!i)return!1;if(t){if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"embeddable"===e.type)),r=t.getViewSelectedElements().filter((e=>"image"===e.type)),i=0===r.length&&1===n.length&&"pdf"===t.getEmbeddableLeafElementById(n[0].id)?.leaf?.view?.getViewType(),a=1===r.length&&0===n.length;if(!i&&!a)return e||new obsidian_module.Notice("Select a single image element or single PDF embeddable and try again"),!1;const o=i?getActivePDFPageNumberFromPDFView(t.getEmbeddableLeafElementById(n[0].id)?.leaf?.view):void 0;if(i&&!o)return!1;if(e)return!0;if(i){const e=n[0],r=new ExcalidrawAutomate(this,t),i=t.getEmbeddableLeafElementById(e.id)?.leaf?.view?.file;return void carveOutPDF(r,e,`${i?.path}#page=${o}`,i)}const s=r[0];(async()=>{let e=t.excalidrawData.getFile(s.fileId);if(!e&&(await t.save(),await sleep$1(500),e=t.excalidrawData.getFile(s.fileId),!e))return new obsidian_module.Notice("Select a single image element and try again"),!1;const n=new ExcalidrawAutomate(this,t);carveOutImage(n,s)})()}const a=async(e,t,n,r,i,a)=>{const o=getEA(),s=await o.addImage(0,0,e?e&&"pdf"===n.extension&&a?`${n.path}#${a}`:n:r,!1,!1);if(!s)return void new obsidian_module.Notice(`Can't load image\n\n${r}`);let l="",c="";if(e)l=n.basename,c=a?`[[${n.path}#${a}]]`:`[[${n.path}]]`;else{c=r;const e=r.match(/^.*\/([^?]*)\??.*$/)?.[1];l=e.substring(0,e.lastIndexOf("."))}const{folderpath:d,filename:T}=await getCropFileNameAndFolder(this,t.path,l),u=await createImageCropperFile(o,s,c,d,T);o.destroy(),u&&i(this.app.metadataCache.fileToLinktext(u,t.path,!0),u)};if(i){const t=[];if(r.canvas.nodes.forEach((e=>{e.nodeEl.hasClass("is-focused")&&t.push(e)})),1!==t.length)return!1;const n=t[0];let i="",o=!1;n.file&&(i=n.file.extension,o=this.isExcalidrawFile(n.file)),n.url&&(i=getURLImageExtension(n.url));const s="pdf"===i?getActivePDFPageNumberFromPDFView(n?.child):void 0;if(!s&&!IMAGE_TYPES.contains(i)&&!o)return!1;if(e)return!0;const l=(e,t)=>{n.file&&("pdf"===n.file.extension?n.canvas.createFileNode({pos:{x:n.x+n.width+10,y:n.y},file:t}):n.setFile(t)),n.url&&n.canvas.createFileNode({pos:{x:n.x+20,y:n.y+20},file:t})};a(Boolean(n.file),r.file,n.file,n.url,l,s?`page=${s}`:void 0)}if(n){const t=n.editor,r=t.getCursor(),i=t.getLine(r.line),o=REGEX_LINK.getResList(i);if(0===o.length)return!1;let s=REGEX_LINK.getLink(o[0]);const l=REGEX_LINK.isWikiLink(o[0]);let c=REGEX_LINK.getAliasOrLink(o[0]);c===s&&(c=null),s=decodeURI(s);const d=s.split("#"),T=2===d.length,u=this.app.metadataCache.getFirstLinkpathDest(T?d[0]:s,n.file.path),Q=u&&u instanceof obsidian_module.TFile,p=!!Q&&this.isExcalidrawFile(u);let h=Q?u.path:"",m=Q?u.extension:"";if(s.match(/^https?|file/)&&(h=s,m=getURLImageExtension(s)),""===h)return!1;if("pdf"!==m&&!IMAGE_TYPES.contains(m)&&!p)return!1;if(e)return!0;const f=d[1],g=e=>{const n=i.split(o[0].value[0]),a=Q&&f?"\n"+getLink(this,{embed:!1,alias:c??`${u.basename}, ${f.replace("="," ")}`,path:`${u.path}#${f}`},l):"";t.setLine(r.line,n[0]+getLink(this,{embed:!0,path:e,alias:c},l)+a+n[1])};a(Q,n.file,u,h,g,f)}}}),this.addCommand({id:"annotate-image",name:t$d("ANNOTATE_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView),n=this.app.workspace.activeLeaf?.view,r=n&&"canvas"===n.getViewType();if(!t&&!r)return!1;const i=async(e,t,n,r,i,a)=>{const o=getEA(),s=await o.addImage(0,0,e?e&&"pdf"===n.extension&&a?`${n.path}#${a}`:n:r,!1,!1);if(!s)return new obsidian_module.Notice(`Can't load image\n\n${r}`),void o.destroy();const l=o.getElement(s);l.locked=!0;const c=this.settings.annotatePreserveSize?await getImageSize(o.imagesDict[l.fileId].dataURL):null;let d,T="";if(e)T=n.basename,n.path;else{const e=r.match(/^.*\/([^?]*)\??.*$/)?.[1];T=e.substring(0,e.lastIndexOf("."))}const u=getListOfTemplateFiles(this);u&&(d=await templatePromt(u,this.app));const{folderpath:Q,filename:p}=await getAnnotationFileNameAndFolder(this,t.path,T),h=await o.create({templatePath:d?.path,filename:p,foldername:Q,onNewPane:!0,frontmatterKeys:{...this.settings.matchTheme?{"excalidraw-export-dark":isObsidianThemeDark()}:{},..."pdf"===n.extension?{cssclasses:"excalidraw-cropped-pdfpage"}:{}}});o.destroy();let m=this.app.vault.getAbstractFileByPath(h),f=0;for(;(!m||!this.isExcalidrawFile(m))&&f<50;)await sleep$1(100),m=this.app.vault.getAbstractFileByPath(h),f++;m&&m instanceof obsidian_module.TFile?m&&i(this.app.metadataCache.fileToLinktext(m,t.path,!0),m,c?`${c.width}`:null):new obsidian_module.Notice("File not found. NewExcalidraw Drawing is taking too long to create. Please try again.")};if(r){const t=[];if(n.canvas.nodes.forEach((e=>{e.nodeEl.hasClass("is-focused")&&t.push(e)})),1!==t.length)return!1;const r=t[0];let a="",o=!1;r.file&&(a=r.file.extension,o=this.isExcalidrawFile(r.file)),r.url&&(a=getURLImageExtension(r.url));const s="pdf"===a?getActivePDFPageNumberFromPDFView(r?.child):void 0;if(!s&&!IMAGE_TYPES.contains(a)&&!o)return!1;if(e)return!0;const l=(e,t)=>{r.file&&("pdf"===r.file.extension?r.canvas.createFileNode({pos:{x:r.x+r.width+10,y:r.y},file:t}):r.setFile(t)),r.url&&r.canvas.createFileNode({pos:{x:r.x+20,y:r.y+20},file:t})};i(Boolean(r.file),n.file,r.file,r.url,l,s?`page=${s}`:void 0)}if(t){const n=t.editor,r=n.getCursor(),a=n.getLine(r.line),o=REGEX_LINK.getResList(a);if(0===o.length)return!1;let s=REGEX_LINK.getLink(o[0]);const l=REGEX_LINK.isWikiLink(o[0]);let c=REGEX_LINK.getAliasOrLink(o[0]);c===s&&(c=null),s=decodeURI(s);const d=s.split("#"),T=2===d.length,u=this.app.metadataCache.getFirstLinkpathDest(T?d[0]:s,t.file.path),Q=u&&u instanceof obsidian_module.TFile,p=!!Q&&this.isExcalidrawFile(u);let h=Q?u.path:"",m=Q?u.extension:"";if(s.match(/^https?|file/)&&(h=s,m=getURLImageExtension(s)),""===h)return!1;if("pdf"!==m&&!IMAGE_TYPES.contains(m)&&!p)return!1;if(e)return!0;const f=d[1],g=(e,t,i)=>{const s=a.split(o[0].value[0]),d=Q&&f?"\n"+getLink(this,{embed:!1,alias:getAliasWithSize(c??`${u.basename}, ${f.replace("="," ")}`,i),path:`${u.path}#${f}`},l):"";n.setLine(r.line,s[0]+getLink(this,{embed:!0,path:e,alias:getAliasWithSize(c,i)},l)+d+s[1])};i(Q,t.file,u,h,g,f)}}}),this.addCommand({id:"insert-image",name:t$d("INSERT_IMAGE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertImageDialog.start(t),!0)}}),this.addCommand({id:"import-svg",name:t$d("IMPORT_SVG"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.importSVGDialog.start(t),!0)}}),this.addCommand({id:"release-notes",name:t$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$d("TRAY_MODE"),checkCallback:e=>{if(e){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!e||!e.excalidrawAPI)return!1;const t=e.excalidrawAPI.getAppState();return!t.zenModeEnabled&&!t.viewModeEnabled}const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!(!t||!t.excalidrawAPI||(t.toggleTrayMode(),0))}}),this.addCommand({id:"insert-md",name:t$d("INSERT_MD"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertMDDialog.start(t),!0)}}),this.addCommand({id:"insert-pdf",name:t$d("INSERT_PDF"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(new InsertPDFModal(this,t).open(),!0)}}),this.addCommand({id:"universal-add-file",name:t$d("UNIVERSAL_ADD_FILE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(new UniversalInsertFileModal(this,t).open(),!0)}}),this.addCommand({id:"universal-card",name:t$d("INSERT_CARD"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.insertBackOfTheNoteCard(),!0)}}),this.addCommand({id:"insert-LaTeX-symbol",name:t$d("INSERT_LATEX"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(insertLaTeXToView(t),!0)}}),this.addCommand({id:"toggle-excalidraw-view",name:t$d("TOGGLE_MODE"),checkCallback:e=>{const t=this.app.workspace.getActiveFile();if(!t)return!1;const n=this.isExcalidrawFile(t);if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView))?!this.app.workspace.getActiveViewOfType(ExcalidrawView).compatibilityMode:n;const r=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(r)return void r.openAsMarkdown();const i=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);i&&n&&(async()=>{await i.save();const e=i.leaf;this.excalidrawFileModes[e.id||t.path]="excalidraw",setExcalidrawView(e)})()}}),this.addCommand({id:"convert-to-excalidraw",name:t$d("CONVERT_NOTE_TO_EXCALIDRAW"),checkCallback:e=>{const t=this.app.workspace.getActiveFile(),n=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);return!(!t||!n)&&!this.isExcalidrawFile(t)&&(!!e||void(async()=>{await n.save();const e=mergeMarkdownFiles(await this.getBlankDrawing(),await this.app.vault.read(t));await this.app.vault.modify(t,e),setExcalidrawView(n.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,t=!1,n=!1){const r=await this.app.vault.read(e),i=e.name.substring(0,e.name.lastIndexOf(".excalidraw"))+(t?".md":".excalidraw.md"),a=getNewUniqueFilepath(this.app.vault,i,obsidian_module.normalizePath(e.path.substring(0,e.path.lastIndexOf(e.name))));log(a);const o=await this.app.vault.create(a,FRONTMATTER+await this.exportSceneToMD(r,!1));return this.settings.keepInSync&&EXPORT_TYPES.forEach((t=>{const n=e.path.substring(0,e.path.lastIndexOf(".excalidraw"))+t,r=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(n));if(r&&r instanceof obsidian_module.TFile){const e=a.substring(0,a.lastIndexOf(".md"))+t;this.app.fileManager.renameFile(r,e)}})),n||this.app.vault.delete(e),o}async convertExcalidrawToMD(e=!1,t=!1){const n=this.app.vault.getFiles().filter((e=>"excalidraw"==e.extension));for(const r of n)this.convertSingleExcalidrawToMD(r,e,t);new obsidian_module.Notice(`Converted ${n.length} files.`)}registerMonkeyPatches(){this.register(around(obsidian_module.Workspace.prototype,{getActiveViewOfType:t=>dedupe("https://github.com/zsviczian/obsidian-excalidraw-plugin/issues",t,(function(...n){const r=t&&t.apply(this,n),i=e.app?.workspace?.activeLeaf?.view;if(!(i&&i instanceof ExcalidrawView))return r;if(!isCallerFromTemplaterPlugin((new Error).stack))return r;const a=i.getActiveEmbeddable();return a&&a.node&&a.node.isEditing?{file:a.node.file,editor:a.node.child.editor}:r}))})),this.app.plugins?.plugins?.["obsidian-hover-editor"]||this.register(around(obsidian_module.WorkspaceLeaf.prototype,{getRoot:e=>function(){const t=e.call(this);return t.getRoot===this.getRoot?t:t.getRoot()}})),this.registerEvent(this.app.workspace.on("editor-menu",((e,t,n)=>{if(!(n&&n instanceof obsidian_module.MarkdownView))return;const r=n.file,i=n.leaf;if(!n.file)return;const a=this.app.metadataCache.getFileCache(r);a?.frontmatter&&a.frontmatter[FRONTMATTER_KEYS.plugin.name]&&e.addItem((e=>e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("excalidraw").onClick((async()=>{await n.save(),this.excalidrawFileModes[i.id||r.path]="excalidraw",setExcalidrawView(i)}))))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,t,n,r)=>{if(!r)return;const i=r.view;if(!(i&&i instanceof obsidian_module.MarkdownView))return;if(!(t instanceof obsidian_module.TFile))return;const a=this.app.metadataCache.getFileCache(t);a?.frontmatter&&a.frontmatter[FRONTMATTER_KEYS.plugin.name]&&(e.addItem((e=>{e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("pane").onClick((async()=>{await i.save(),this.excalidrawFileModes[r.id||t.path]="excalidraw",setExcalidrawView(r)}))})),e.items.unshift(e.items.pop()))})));const e=this;this.register(around(obsidian_module.WorkspaceLeaf.prototype,{detach:t=>function(){const n=this.view?.getState();return n?.file&&e.excalidrawFileModes[this.id||n.file]&&delete e.excalidrawFileModes[this.id||n.file],t.apply(this)},setViewState:t=>function(n,...r){const i=e._loaded&&"markdown"===n.type&&n.state?.file;if(i&&"markdown"!==e.excalidrawFileModes[this.id||n.state.file]){const i=n.state.file;if(e.forceToOpenInMarkdownFilepath!==i&&fileShouldDefaultAsExcalidraw(i,this.app)){const a={...n,type:"excalidraw"};return e.excalidrawFileModes[i]="excalidraw",t.apply(this,[a,...r])}e.forceToOpenInMarkdownFilepath=null}if(i){const t=this;setTimeout((async()=>{t&&t.view&&t.view instanceof obsidian_module.MarkdownView&&t.view.file&&e.isExcalidrawFile(t.view.file)&&foldExcalidrawSection(t.view)}),500)}return t.apply(this,[n,...r])}}))}runStartupScript(){this.settings.startupScriptPath&&""!==this.settings.startupScriptPath&&this.app.workspace.onLayoutReady((async()=>{const e=this.settings.startupScriptPath.endsWith(".md")?this.settings.startupScriptPath:`${this.settings.startupScriptPath}.md`,t=this.app.vault.getAbstractFileByPath(e);if(!(t&&t instanceof obsidian_module.TFile))return void new obsidian_module.Notice(`Startup script not found: ${e}`);const n=await this.app.vault.read(t),r=Object.getPrototypeOf((async()=>{})).constructor;try{await new r("ea",n)(this.ea)}catch(e){new obsidian_module.Notice(`Error running startup script: ${e}`)}}))}async activeLeafChangeEventHandler(e){this.leafChangeTimeout&&window.clearTimeout(this.leafChangeTimeout),this.leafChangeTimeout=window.setTimeout((()=>{this.leafChangeTimeout=null}),1e3);const t=this.activeExcalidrawView,n=e.view instanceof ExcalidrawView?e.view:null;if(this.activeExcalidrawView=n,n?(this.addModalContainerObserver(),this.lastActiveExcalidrawFilePath=n.file?.path):this.removeModalContainerObserver(),DEVICE.isMobile&&n&&!t){const e=document.querySelector("body>.app-container>.mobile-navbar");e&&e instanceof HTMLDivElement&&(e.style.position="relative")}if(DEVICE.isMobile&&!n&&t){const e=document.querySelector("body>.app-container>.mobile-navbar");e&&e instanceof HTMLDivElement&&(e.style.position="")}if(t&&t!==n&&(t.leaf!==e&&t?.isDirty()&&!t.semaphores?.viewunload&&await t.save(!0),t.file&&this.triggerEmbedUpdates(t.file.path)),n&&(!t||t.leaf!==e)){const e=n.file;n.file&&setTimeout((()=>{n&&n._loaded&&n.file?.path===e?.path&&(n.activeLoader||n.loadSceneFiles())}),2e3)}n&&n._loaded&&n.isLoaded&&n.excalidrawAPI&&this.ea.onCanvasColorChangeHook&&this.ea.onCanvasColorChangeHook(this.ea,n,n.excalidrawAPI.getAppState().viewBackgroundColor),this.popScope&&(this.popScope(),this.popScope=null),n&&this.registerHotkeyOverrides()}registerHotkeyOverrides(){if(this.popScope&&(this.popScope(),this.popScope=null),!this.activeExcalidrawView)return;const e=this.app.keymap.getRootScope(),t=this.settings.modifierKeyOverrides.map((t=>e.register(t.modifiers,t.key,(()=>!0))));t.forEach((()=>e.keys.unshift(e.keys.pop())));const n=e.register(["Mod"],"f",(()=>!0));e.keys.unshift(e.keys.pop());const r=this.forceSaveCommand&&"s"===this.forceSaveCommand.hotkeys[0].key&&this.forceSaveCommand.hotkeys[0].modifiers.includes("Ctrl")?e.register(["Ctrl"],"s",(()=>this.forceSaveActiveView(!1))):void 0;r&&e.keys.unshift(e.keys.pop()),this.popScope=()=>{t.forEach((t=>e.unregister(t))),e.unregister(n),Boolean(r)&&e.unregister(r)}}popScope=null;registerEventListeners(){this.app.workspace.onLayoutReady((async()=>{const e=(e,t,n)=>{if(e.defaultPrevented)return;const r=e.clipboardData.getData("text/plain");if(r&&r.startsWith('{"type":"excalidraw/clipboard"')){e.preventDefault();try{const e=JSON.parse(r),i=1===e.elements.filter((e=>"text"===e.type)).length;if(!i&&1!==e.elements?.length)return;const a=i?e.elements.filter((e=>"text"===e.type))[0]:e.elements[0];if("image"===a.type){const e=this.filesMaster.get(a.fileId);if(e&&e.path){let r=e.path;const i=n.file,a=this.app.vault.getAbstractFileByPath(r);i&&a&&a instanceof obsidian_module.TFile&&(r=this.app.metadataCache.fileToLinktext(a,i.path)),editorInsertText(t,getLink(this,{path:r}))}return}if("text"===a.type)return void editorInsertText(t,a.rawText);if(a.link)return void editorInsertText(t,`${a.link}`)}catch(e){}}};this.registerEvent(this.app.workspace.on("editor-paste",((t,n,r)=>e(t,n,r))));const t=async(e,t)=>{e instanceof obsidian_module.TFile&&this.isExcalidrawFile(e)&&this.settings.keepInSync&&[EXPORT_TYPES,"excalidraw"].flat().forEach((async n=>{const r=getIMGFilename(t,n),i=app.vault.getAbstractFileByPath(obsidian_module.normalizePath(r));if(i&&i instanceof obsidian_module.TFile){const t=getIMGFilename(e.path,n);await this.app.fileManager.renameFile(i,t)}}))};this.registerEvent(this.app.vault.on("rename",((e,n)=>t(e,n))));const n=async e=>{getExcalidrawViews(this.app).forEach((async t=>{if(!t.semaphores?.viewunload&&t.file&&(t.file.path===e.path||"excalidraw"===e.extension&&`${e.path.substring(0,e.path.lastIndexOf(".excalidraw"))}.md`===t.file.path)){if(t.semaphores?.preventReload)return void(t.semaphores.preventReload=!1);if(t.lastSaveTimestamp+3e5<Date.now())return void t.reload(!0,t.file);if("md"===e.extension){if(t.semaphores?.embeddableIsEditingSelf)return;const n=new ExcalidrawData(this),r=await this.app.vault.read(e);await n.loadData(r,e,getTextMode(r)),t.synchronizeWithData(n),n.destroy(),t?.isDirty()&&(t.autosaveTimer&&t.autosaveFunction&&clearTimeout(t.autosaveTimer),t.autosaveFunction&&t.autosaveFunction())}else t.reload(!0,t.file)}}))};this.registerEvent(this.app.vault.on("modify",(e=>n(e))));const r=async e=>{if(!(e instanceof obsidian_module.TFile))return;const t=this.excalidrawFiles.has(e);if(this.updateFileCache(e,void 0,!0),!t)return;const n=getExcalidrawViews(this.app);for(const t of n)t.file.path===e.path&&await t.leaf.setViewState({type:"excalidraw",state:{file:null}});this.settings.keepInSync&&window.setTimeout((()=>{[EXPORT_TYPES,"excalidraw"].flat().forEach((async t=>{const n=getIMGFilename(e.path,t),r=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(n));r&&r instanceof obsidian_module.TFile&&await this.app.vault.delete(r)}))}),500)};this.registerEvent(this.app.vault.on("delete",(e=>r(e)))),this.registerEvent(this.app.workspace.on("active-leaf-change",(e=>this.activeLeafChangeEventHandler(e)))),this.addFileSaveTriggerEventHandlers();const i=this.app.metadataCache;i.getCachedFiles().forEach((e=>{const t=i.getCache(e)?.frontmatter;(t&&void 0!==t[FRONTMATTER_KEYS.plugin.name]||e.match(/\.excalidraw$/))&&this.updateFileCache(this.app.vault.getAbstractFileByPath(e),t)})),this.registerEvent(i.on("changed",((e,t,n)=>this.updateFileCache(e,n?.frontmatter))))}))}addFileSaveTriggerEventHandlers(){const e=e=>{this.activeExcalidrawView&&this.activeExcalidrawView?.isDirty()&&(!e.target||"excalidraw__canvas"!==e.target.className&&!getParentOfClass(e.target,"excalidraw-wrapper"))&&this.activeExcalidrawView.save()};this.app.workspace.containerEl.addEventListener("click",e),this.removeEventLisnters.push((()=>{this.app.workspace.containerEl.removeEventListener("click",e)})),this.registerEvent(this.app.workspace.on("file-menu",(()=>{this.activeExcalidrawView&&this.activeExcalidrawView?.isDirty()&&this.activeExcalidrawView.save()}))),this.addModalContainerObserver();const t=document.querySelector(".workspace-drawer.mod-left"),n=document.querySelector(".workspace-drawer.mod-right");if(t||n){const e=async e=>{"display: none;"===e[0].oldValue&&this.activeExcalidrawView&&this.activeExcalidrawView?.isDirty()&&this.activeExcalidrawView.save()},r={attributeOldValue:!0,attributeFilter:["style"]};t&&(this.workspaceDrawerLeftObserver=DEBUGGING?new CustomMutationObserver(e,"slidingDrawerLeftObserver"):new MutationObserver(e),this.workspaceDrawerLeftObserver.observe(t,r)),n&&(this.workspaceDrawerRightObserver=DEBUGGING?new CustomMutationObserver(e,"slidingDrawerRightObserver"):new MutationObserver(e),this.workspaceDrawerRightObserver.observe(n,r))}}activeViewDoc;addModalContainerObserver(){if(!this.activeExcalidrawView)return;if(this.modalContainerObserver){if(this.activeViewDoc===this.activeExcalidrawView.ownerDocument)return;this.removeModalContainerObserver()}const e=async e=>{1===e.length&&"childList"===e[0].type&&1===e[0].addedNodes.length&&this.activeExcalidrawView&&!this.activeExcalidrawView?.semaphores?.viewunload&&this.activeExcalidrawView?.isDirty()&&this.activeExcalidrawView.save()};this.modalContainerObserver=DEBUGGING?new CustomMutationObserver(e,"modalContainerObserver"):new MutationObserver(e),this.activeViewDoc=this.activeExcalidrawView.ownerDocument,this.modalContainerObserver.observe(this.activeViewDoc.body,{childList:!0})}removeModalContainerObserver(){this.modalContainerObserver&&(this.modalContainerObserver.disconnect(),this.activeViewDoc=null,this.modalContainerObserver=null)}updateFileCache(e,t,n=!1){t&&void 0!==t[FRONTMATTER_KEYS.plugin.name]?this.excalidrawFiles.add(e):n||"excalidraw"!==e.extension?this.excalidrawFiles.delete(e):this.excalidrawFiles.add(e)}onunload(){getExcalidrawViews(this.app).forEach((({leaf:e})=>{this.setMarkdownView(e)})),versionUpdateCheckTimer&&window.clearTimeout(versionUpdateCheckTimer),this.ribbonIcon&&(this.ribbonIcon.remove(),this.ribbonIcon=null),this.scriptEngine&&(this.scriptEngine.destroy(),this.scriptEngine=null),imageCache&&imageCache.destroy(),this.stylesManager.destroy(),this.stylesManager=null,this.removeFonts(),this.removeEventLisnters.forEach((e=>e())),this.removeEventLisnters=[],this.eaInstances.forEach((e=>e?.destroy())),this.eaInstances.clear(),this.eaInstances=null,this.ea.destroy(),this.ea=null,window.ExcalidrawAutomate?.destroy(),delete window.ExcalidrawAutomate,this.popScope&&(this.popScope(),this.popScope=null),this.legacyExcalidrawPopoverObserver&&this.legacyExcalidrawPopoverObserver.disconnect(),this.removeThemeObserver(),this.removeModalContainerObserver(),this.workspaceDrawerLeftObserver&&this.workspaceDrawerLeftObserver.disconnect(),this.workspaceDrawerRightObserver&&this.workspaceDrawerRightObserver.disconnect(),this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.taskbone&&(this.taskbone.destroy(),this.taskbone=null),Object.values(this.packageMap).forEach((e=>{delete e.excalidrawLib,delete e.reactDOM,delete e.react})),this.excalidrawConfig=null,this.openDialog.destroy(),this.openDialog=null,this.insertLinkDialog.destroy(),this.insertLinkDialog=null,this.insertCommandDialog.destroy(),this.insertCommandDialog=null,this.importSVGDialog.destroy(),this.importSVGDialog=null,this.insertImageDialog.destroy(),this.insertImageDialog=null,this.insertMDDialog.destroy(),this.insertMDDialog=null,this.forceSaveCommand=null,this.editorHandler.destroy(),this.editorHandler=null,this.hover={linkText:null,sourcePath:null},this.excalidrawFiles.clear(),this.equationsMaster.clear(),this.filesMaster.clear(),this.mermaidsMaster.clear(),this.activeExcalidrawView=null,this.lastActiveExcalidrawFilePath=null,this.leafChangeTimeout&&(window.clearTimeout(this.leafChangeTimeout),this.leafChangeTimeout=null),this.settings=null,adaptor=null,html=null,preamble=null,EXCALIDRAW_PACKAGES="",PLUGIN_VERSION=null,delete window.PolyBool,this.deletePackage(window),react=null,reactDOM=null,excalidrawLib=null,terminateCompressionWorker()}async embedDrawing(e){const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(t&&t.file){const n=this.app.metadataCache.fileToLinktext(e,t.file.path,"excalidraw"===this.settings.embedType),r=t.editor;if("excalidraw"===this.settings.embedType)return r.replaceSelection(getLink(this,{path:n})),void r.focus();let i=this.settings.autoExportLightAndDark?getExportTheme(this,e,this.settings.exportWithTheme&&isObsidianThemeDark()?"dark":"light"):"";i=""===i?"":i+".";const a=getIMGFilename(n,i+this.settings.embedType.toLowerCase()),o=getIMGFilename(e.path,i+this.settings.embedType.toLowerCase()),s="dark."===i?"light.":"dark.",l=""===i?null:getIMGFilename(n,s+this.settings.embedType.toLowerCase());this.app.vault.getAbstractFileByPath(o)||(await this.app.vault.create(o,""),await sleep$1(200));const c=this.settings.embedMarkdownCommentLinks;r.replaceSelection(this.settings.embedWikiLink?`![[${a}]]\n`+(c?`%%[[${n}|🖋 Edit in Excalidraw]]${l?", and the [["+l+"|"+s.split(".")[0]+" exported image]]":""}%%`:""):`![](${encodeURI(a)})\n`+(c?`%%[🖋 Edit in Excalidraw](${encodeURI(n)})${l?", and the ["+s.split(".")[0]+" exported image]("+encodeURI(l)+")":""}%%`:"")),r.focus()}}async loadSettings(e={applyLefthandedMode:!0,reEnableAutosave:!1}){void 0===e.applyLefthandedMode&&(e.applyLefthandedMode=!0),void 0===e.reEnableAutosave&&(e.reEnableAutosave=!1),this.settings=Object.assign({},DEFAULT_SETTINGS,await this.loadData()),this.settings.previewImageType||(void 0===this.settings.displaySVGInPreview?this.settings.previewImageType=PreviewImageType.SVGIMG:this.settings.previewImageType=this.settings.displaySVGInPreview?PreviewImageType.SVGIMG:PreviewImageType.PNG),e.applyLefthandedMode&&setLeftHandedMode(this.settings.isLeftHanded),e.reEnableAutosave&&(this.settings.autosave=!0),setDebugging(this.settings.isDebugMode)}async saveSettings(){await this.saveData(this.settings)}getStencilLibrary(){return""===this.settings.library||"deprecated"===this.settings.library?this.settings.library2:JSON_parse(this.settings.library)}setStencilLibrary(e){this.settings.library="deprecated",this.settings.library2=e}triggerEmbedUpdates(e){const t=new Set;this.app.workspace.getLeavesOfType("markdown").forEach((n=>{const r=DEVICE.isMobile?document:n.view.containerEl.ownerDocument;if(!r)return;if(t.has(r))return;t.add(r);const i=r.createEvent("Event");i.initEvent(RERENDER_EVENT,!0,!1),r.querySelectorAll(".excalidraw-embedded-img"+(e?`[fileSource='${e.replaceAll("'","\\'")}']`:"")).forEach((e=>e.dispatchEvent(i)))}))}openDrawing(e,t,n=!1,r,i=!1,a){const o=()=>{let e;return"md-properties"===t&&(t="new-tab"),"popout-window"===t&&(e=this.app.workspace.openPopoutLeaf(a)),"new-tab"===t&&(e=this.app.workspace.getLeaf("tab")),e||(e=this.app.workspace.getLeaf(!1),"empty"!==e.view.getViewType()&&"new-pane"===t&&(e=getNewOrAdjacentLeaf(this,e))),e},{leaf:s,promise:l}=openLeaf({plugin:this,fnGetLeaf:()=>o(),file:e,openState:r&&""!==r?{active:n,eState:{subpath:r}}:{active:n}});l.then((()=>{if(i&&this.ea.onFileCreateHook)try{this.ea.onFileCreateHook({ea:this.ea,excalidrawFile:e,view:s.view})}catch(e){console.error(e)}}))}async getBlankDrawing(){const e=getListOfTemplateFiles(this);if(e){const t=await templatePromt(e,this.app);if(t&&t instanceof obsidian_module.TFile&&("md"==t.extension&&!this.settings.compatibilityMode||"excalidraw"==t.extension&&this.settings.compatibilityMode)){const e=await this.app.vault.read(t);if(e)return this.settings.matchTheme?changeThemeOfExcalidrawMD(e):e}}if(this.settings.compatibilityMode)return this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;const t=this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;return`${FRONTMATTER}\n${getMarkdownDrawingSection(t,this.settings.compress)}`}async exportSceneToMD(e,t){if(!e)return"";const n=JSON_parse(e),r=n.elements?.filter((e=>"text"==e.type));let i,a="# Excalidraw Data\n## Text Elements\n";for(const t of r)i=t.id,t.id.length>8&&(i=nanoid(),e=e.replaceAll(t.id,i)),a+=`${t.originalText??t.text} ^${i}\n\n`;return a+getMarkdownDrawingSection(JSON.stringify(JSON_parse(e),null,"\t"),void 0===t?this.settings.compress:t)}async createDrawing(e,t,n){const r=obsidian_module.normalizePath(t||this.settings.folder);await checkAndCreateFolder(r);const i=getNewUniqueFilepath(this.app.vault,e,r),a=await this.app.vault.create(i,n??await this.getBlankDrawing());let o=0;for(;a instanceof obsidian_module.TFile&&!this.isExcalidrawFile(a)&&o++<10;)await sleep$1(50);if(o>10&&errorlog({file:a,error:"new drawing not recognized as an excalidraw file",fn:this.createDrawing}),Date.now()-this.loadTimestamp>1){const e=this.app.vault.getFiles().filter((e=>this.isExcalidrawFile(e))).length,t=e<200?"Bronze":e<750?"Silver":e<2e3?"Gold":"Platinum",{grip:n,decoration:r,blade:i}=SwordColors[t];this.settings.rank!==t&&(await this.loadSettings(),this.settings.rank!==t&&(this.settings.rank=t,await this.saveSettings(),new RankMessage(this.app,this,e,t,r,i,n).open()))}return a}async createAndOpenDrawing(e,t,n,r){const i=await this.createDrawing(e,n,r);return this.openDrawing(i,t,!0,void 0,!0),i.path}async setMarkdownView(e,t){const n=e.view.getState();await e.setViewState({type:"markdown",state:n,popstate:!0},t||{focus:!0});const r=e.view;r instanceof obsidian_module.MarkdownView&&foldExcalidrawSection(r)}isExcalidrawFile(e){if(!e)return!1;if("excalidraw"===e.extension)return!0;const t=e?this.app.metadataCache.getFileCache(e):null;return!!t?.frontmatter&&!!t.frontmatter[FRONTMATTER_KEYS.plugin.name]}async exportLibrary(){DEVICE.isMobile?new Prompt(this.app,"Please provide a filename","my-library","filename, leave blank to cancel action").openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidrawlib`;const t=obsidian_module.normalizePath(this.settings.folder);await checkAndCreateFolder(t);const n=getNewUniqueFilepath(this.app.vault,e,t);this.app.vault.create(n,this.settings.library),new obsidian_module.Notice(`Exported library to ${n}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.settings.library2,null,"\t")),"my-obsidian-library.excalidrawlib")}}module.exports=ExcalidrawPlugin;
+let PLUGIN_VERSION="2.5.2";;function _interopNamespace(e){if(e&&e.__esModule)return e;var t=Object.create(null);return e&&Object.keys(e).forEach((function(n){if("default"!==n){var r=Object.getOwnPropertyDescriptor(e,n);Object.defineProperty(t,n,r.get?r:{enumerable:!0,get:function(){return e[n]}})}})),t.default=e,Object.freeze(t)}var obsidian_module__namespace=_interopNamespace(obsidian_module),React__namespace=_interopNamespace(React);let random$1=e=>crypto.getRandomValues(new Uint8Array(e)),customRandom=(e,t,n)=>{let r=(2<<Math.log(e.length-1)/Math.LN2)-1,i=-~(1.6*r*t/e.length);return(a=t)=>{let o="";for(;;){let t=n(i),s=i;for(;s--;)if(o+=e[t[s]&r]||"",o.length===a)return o}}},customAlphabet=(e,t=21)=>customRandom(e,t,random$1),nanoid$1=(e=21)=>crypto.getRandomValues(new Uint8Array(e)).reduce(((e,t)=>e+((t&=63)<36?t.toString(36):t<62?(t-26).toString(36).toUpperCase():t>62?"-":"_")),""),EXCALIDRAW_PLUGIN=null;const setExcalidrawPlugin=e=>{EXCALIDRAW_PLUGIN=e},THEME={LIGHT:"light",DARK:"dark"},MD_EXCALIDRAW="# Excalidraw Data",MD_TEXTELEMENTS="## Text Elements",MD_ELEMENTLINKS="## Element Links",MD_EMBEDFILES="## Embedded Files",MD_DRAWING="## Drawing",MD_EX_SECTIONS=[MD_EXCALIDRAW,MD_TEXTELEMENTS,MD_ELEMENTLINKS,MD_EMBEDFILES,MD_DRAWING],ERROR_IFRAME_CONVERSION_CANCELED="iframe conversion canceled",LOCALE=obsidian_module.moment.locale(),obsidianToExcalidrawMap={en:"en-US",af:"af-ZA",am:"am-ET",ar:"ar-SA",eu:"eu-ES",be:"be-BY",bg:"bg-BG",bn:"bn-BD",ca:"ca-ES",cs:"cs-CZ",da:"da-DK",de:"de-DE",el:"el-GR",eo:"eo-EO",es:"es-ES",fa:"fa-IR","fi-fi":"fi-FI",fr:"fr-FR",gl:"gl-ES",he:"he-IL",hi:"hi-IN",hu:"hu-HU",id:"id-ID",it:"it-IT",ja:"ja-JP",ko:"ko-KR",lv:"lv-LV",ml:"ml-IN",ms:"ms-MY",nl:"nl-NL",no:"nb-NO",oc:"oc-FR",pl:"pl-PL",pt:"pt-PT","pt-BR":"pt-BR",ro:"ro-RO",ru:"ru-RU",sr:"sr-RS",se:"sv-SE",sk:"sk-SK",sq:"sq-AL",ta:"ta-IN",te:"te-IN",th:"th-TH",tr:"tr-TR",uk:"uk-UA",ur:"ur-PK",vi:"vi-VN",zh:"zh-CN","zh-TW":"zh-TW"},{sceneCoordsToViewportCoords:sceneCoordsToViewportCoords,viewportCoordsToSceneCoords:viewportCoordsToSceneCoords,determineFocusDistance:determineFocusDistance,intersectElementWithLine:intersectElementWithLine,getCommonBoundingBox:getCommonBoundingBox,getMaximumGroups:getMaximumGroups,measureText:measureText,getLineHeight:getLineHeight,wrapText:wrapText,getFontString:getFontString,getBoundTextMaxWidth:getBoundTextMaxWidth,exportToSvg:exportToSvg,exportToBlob:exportToBlob,mutateElement:mutateElement,restore:restore,mermaidToExcalidraw:mermaidToExcalidraw,getFontFamilyString:getFontFamilyString,getContainerElement:getContainerElement,refreshTextDimensions:refreshTextDimensions,getCSSFontDefinition:getCSSFontDefinition}=excalidrawLib,FONTS_STYLE_ID="excalidraw-custom-fonts";function JSON_parse(e){return JSON.parse(e.replaceAll("&#91;","["))}/Mac|iPod|iPhone|iPad/.test(window.navigator.platform);const DEVICE={isDesktop:!document.body.hasClass("is-tablet")&&!document.body.hasClass("is-mobile"),isPhone:document.body.hasClass("is-phone"),isTablet:document.body.hasClass("is-tablet"),isMobile:document.body.hasClass("is-mobile"),isLinux:document.body.hasClass("mod-linux")&&!document.body.hasClass("is-android"),isMacOS:document.body.hasClass("mod-macos")&&!document.body.hasClass("is-ios"),isWindows:document.body.hasClass("mod-windows"),isIOS:document.body.hasClass("is-ios"),isAndroid:document.body.hasClass("is-android")},ROOTELEMENTSIZE=(()=>{const e=document.createElement("div");e.style.fontSize="1rem",e.style.display="none",document.body.appendChild(e);const t=getComputedStyle(e),n=parseFloat(t.fontSize);return document.body.removeChild(e),n})(),nanoid=customAlphabet("1234567890abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ",8),KEYCODE={ESC:27},ROUNDNESS={LEGACY:1,PROPORTIONAL_RADIUS:2,ADAPTIVE_RADIUS:3},THEME_FILTER="invert(100%) hue-rotate(180deg) saturate(1.25)",GITHUB_RELEASES="https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/",URLFETCHTIMEOUT=3e3,PLUGIN_ID="obsidian-excalidraw-plugin",SCRIPT_INSTALL_CODEBLOCK="excalidraw-script-install",SCRIPT_INSTALL_FOLDER="Downloaded",fileid=customAlphabet("1234567890abcdef",40),REG_LINKINDEX_INVALIDCHARS=/[<>:"\\|?*#]/g,REG_SECTION_REF_CLEAN=/([:#|^\\\r\n]|%%|\[\[|]])/g,REG_BLOCK_REF_CLEAN=/[!"#$%&()*+,.:;<=>?@^`{|}~\/\[\]\\\r\n]/g,IMAGE_TYPES=["jpeg","jpg","png","gif","svg","webp","bmp","ico","jtif","tif"],ANIMATED_IMAGE_TYPES=["gif","webp","apng","svg"],EXPORT_TYPES=["svg","dark.svg","light.svg","png","dark.png","light.png"],MAX_IMAGE_SIZE=500,FRONTMATTER_KEYS={plugin:{name:"excalidraw-plugin",type:"text"},"export-transparent":{name:"excalidraw-export-transparent",type:"checkbox"},mask:{name:"excalidraw-mask",type:"checkbox"},"export-dark":{name:"excalidraw-export-dark",type:"checkbox"},"export-svgpadding":{name:"excalidraw-export-svgpadding",type:"number",depricated:!0},"export-padding":{name:"excalidraw-export-padding",type:"number"},"export-pngscale":{name:"excalidraw-export-pngscale",type:"number"},"export-embed-scene":{name:"excalidraw-export-embed-scene",type:"checkbox"},"link-prefix":{name:"excalidraw-link-prefix",type:"text"},"url-prefix":{name:"excalidraw-url-prefix",type:"text"},"link-brackets":{name:"excalidraw-link-brackets",type:"checkbox"},"onload-script":{name:"excalidraw-onload-script",type:"text"},"linkbutton-opacity":{name:"excalidraw-linkbutton-opacity",type:"number"},"default-mode":{name:"excalidraw-default-mode",type:"text"},font:{name:"excalidraw-font",type:"text"},"font-color":{name:"excalidraw-font-color",type:"text"},"border-color":{name:"excalidraw-border-color",type:"text"},"md-css":{name:"excalidraw-css",type:"text"},autoexport:{name:"excalidraw-autoexport",type:"text"},"iframe-theme":{name:"excalidraw-iframe-theme",type:"text",depricated:!0},"embeddable-theme":{name:"excalidraw-embeddable-theme",type:"text"},"open-as-markdown":{name:"excalidraw-open-md",type:"checkbox"}},EMBEDDABLE_THEME_FRONTMATTER_VALUES=["light","dark","auto","dafault"],VIEW_TYPE_EXCALIDRAW="excalidraw",ICON_NAME="excalidraw-icon",RERENDER_EVENT="excalidraw-embed-rerender",BLANK_DRAWING=`{"type":"excalidraw","version":2,"source":"${GITHUB_RELEASES+PLUGIN_VERSION}","elements":[],"appState":{"gridSize":null,"viewBackgroundColor":"#ffffff"}}`,DARK_BLANK_DRAWING=`{"type":"excalidraw","version":2,"source":"${GITHUB_RELEASES+PLUGIN_VERSION}","elements":[],"appState":{"theme":"dark","gridSize":null,"viewBackgroundColor":"#ffffff"}}`,FRONTMATTER=["---","",`${FRONTMATTER_KEYS.plugin.name}: parsed`,"tags: [excalidraw]","","---","==⚠  Switch to EXCALIDRAW VIEW in the MORE OPTIONS menu of this document. ⚠== You can decompress Drawing data with the command palette: 'Decompress current Excalidraw file'. 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6.38-.03.08-.03.16-.03.23-.1.01-.19.05-.27.11-4.44 3.26-8.73 6.62-12.98 10.11 3.67-3.32 7.39-6.62 11.23-9.95a6.409 6.409 0 0 0 2.11-3.74l.56-3.37.03-.1c.25-.71 1.34-.4 1.17.33h-.02Z" style="fill:currentColor;fill-rule:nonzero" transform="translate(-26.41 -29.49)"/>';class Random{constructor(e){this.seed=e}next(){return this.seed?(2**31-1&(this.seed=Math.imul(48271,this.seed)))/2**31:Math.random()}}var ar={},cz={},da={},de={};const TAG_PDFEXPORT="PDFExport",TAG_MDREADINGMODE="MDReadingMode",TAG_AUTOEXPORT="Autoexport",modifierKeyTooltipMessages=()=>({WebBrowserDragAction:{"image-import":"Import Image to Vault","image-url":"Insert Image or YouTube Thumbnail with URL",link:"Insert Link",embeddable:"Insert Interactive-Frame"},LocalFileDragAction:{"image-import":"Import external file or reuse existing file if path is from the Vault","image-url":"Insert Image: with local URI or internal-link if from Vault",link:"Insert Link: local URI or internal-link if from Vault",embeddable:"Insert Interactive-Frame: local URI or internal-link if from Vault"},InternalDragAction:{image:"Insert Image","image-fullsize":"Insert Image @100%",link:"Insert Link",embeddable:"Insert Interactive-Frame"},LinkClickAction:{"active-pane":"Open in current active window","new-pane":"Open in a new adjacent window","popout-window":"Open in a popout window","new-tab":"Open in a new tab","md-properties":"Show the Markdown image-properties dialog (only relevant if you have embedded a markdown document as an image)"}}),processModifiers=(e,t)=>{const n=window.ExcalidrawAutomate.plugin.settings,r=(DEVICE.isMacOS||DEVICE.isIOS?n.modifierKeyConfig.Mac:n.modifierKeyConfig.Win)[t];for(const t of r.rules){const{shift:n,ctrl_cmd:r,alt_opt:i,meta_ctrl:a,result:o}=t;if(isSHIFT(e)===n&&isWinCTRLorMacCMD(e)===r&&isWinALTorMacOPT(e)===i&&isWinMETAorMacCTRL(e)===a)return o}return r.defaultAction},labelCTRL=()=>DEVICE.isIOS||DEVICE.isMacOS?"CMD":"CTRL",labelALT=()=>DEVICE.isIOS||DEVICE.isMacOS?"OPT":"ALT",labelMETA=()=>DEVICE.isIOS||DEVICE.isMacOS?"CTRL":DEVICE.isWindows?"WIN":"META",labelSHIFT=()=>"SHIFT",isWinCTRLorMacCMD=e=>DEVICE.isIOS||DEVICE.isMacOS?e.metaKey:e.ctrlKey,isWinALTorMacOPT=e=>e.altKey,isWinMETAorMacCTRL=e=>DEVICE.isIOS||DEVICE.isMacOS?e.ctrlKey:e.metaKey,isSHIFT=e=>e.shiftKey,setCTRL=(e,t)=>(DEVICE.isIOS||DEVICE.isMacOS?e.metaKey=t:e.ctrlKey=t,e),setALT=(e,t)=>(e.altKey=t,e),setMETA=(e,t)=>(DEVICE.isIOS||DEVICE.isMacOS?e.ctrlKey=t:e.metaKey=t,e),setSHIFT=(e,t)=>(e.shiftKey=t,e),scaleToFullsizeModifier=e=>{const t=window.ExcalidrawAutomate.plugin.settings,n=(DEVICE.isMacOS||DEVICE.isIOS?t.modifierKeyConfig.Mac:t.modifierKeyConfig.Win).InternalDragAction.rules.find((e=>"image-fullsize"===e.result));if(!n)return!1;const{shift:r,ctrl_cmd:i,alt_opt:a,meta_ctrl:o,result:s}=n;return isSHIFT(e)===r&&isWinCTRLorMacCMD(e)===i&&isWinALTorMacOPT(e)===a&&isWinMETAorMacCTRL(e)===o},linkClickModifierType=e=>{const t=processModifiers(e,"LinkClickAction");return DEVICE.isDesktop||"popout-window"!==t?t:"active-pane"},webbrowserDragModifierType=e=>processModifiers(e,"WebBrowserDragAction"),localFileDragModifierType=e=>processModifiers(e,"LocalFileDragAction"),internalDragModifierType=e=>processModifiers(e,"InternalDragAction"),emulateCTRLClickForLinks=e=>({shiftKey:e.shiftKey,ctrlKey:e.ctrlKey||!(DEVICE.isIOS||DEVICE.isMacOS),metaKey:e.metaKey||DEVICE.isIOS||DEVICE.isMacOS,altKey:e.altKey}),emulateKeysForLinkClick=e=>{const t={shiftKey:!1,ctrlKey:!1,metaKey:!1,altKey:!1};if(!e)return t;const n=DEVICE.isMacOS||DEVICE.isIOS?"Mac":"Win",r=window.ExcalidrawAutomate.plugin.settings.modifierKeyConfig[n]?.LinkClickAction;if(r){const n=r.rules.find((t=>t.result===e));if(!n){const e=r.defaultAction;return emulateKeysForLinkClick(e)}setCTRL(t,n.ctrl_cmd),setALT(t,n.alt_opt),setMETA(t,n.meta_ctrl),setSHIFT(t,n.shift)}return t},anyModifierKeysPressed=e=>e.shiftKey||e.ctrlKey||e.metaKey||e.altKey;function modifierLabel(e,t){const n="Mac"===t||void 0===t&&(DEVICE.isIOS||DEVICE.isMacOS);return e.map((e=>{switch(e){case"Mod":return n?"CMD":"CTRL";case"Ctrl":return"CTRL";case"Meta":return n?"CMD":"WIN";case"Shift":return"SHIFT";case"Alt":return n?"OPTION":"ALT";default:return e}})).join("+")}var en={CONVERT_URL_TO_FILE:"Save image from URL to local file",UNZIP_CURRENT_FILE:"Decompress current Excalidraw file",ZIP_CURRENT_FILE:"Compress current Excalidraw file",PUBLISH_SVG_CHECK:"Obsidian Publish: Find SVG and PNG exports that are out of date",EMBEDDABLE_PROPERTIES:"Embeddable Properties",EMBEDDABLE_RELATIVE_ZOOM:"Scale selected embeddable elements to 100% relative to the current canvas zoom",OPEN_IMAGE_SOURCE:"Open Excalidraw drawing",INSTALL_SCRIPT:"Install the script",UPDATE_SCRIPT:"Update available - Click to install",CHECKING_SCRIPT:"Checking for newer version - Click to reinstall",UNABLETOCHECK_SCRIPT:"Update check failed - Click to reinstall",UPTODATE_SCRIPT:"Script is up to date - Click to reinstall",OPEN_AS_EXCALIDRAW:"Open as Excalidraw Drawing",TOGGLE_MODE:"Toggle between Excalidraw and Markdown mode",CONVERT_NOTE_TO_EXCALIDRAW:"Convert markdown note to Excalidraw Drawing",CONVERT_EXCALIDRAW:"Convert *.excalidraw to *.md files",CREATE_NEW:"Create new drawing",CONVERT_FILE_KEEP_EXT:"*.excalidraw => *.excalidraw.md",CONVERT_FILE_REPLACE_EXT:"*.excalidraw => *.md (Logseq compatibility)",DOWNLOAD_LIBRARY:"Export stencil library as an *.excalidrawlib file",OPEN_EXISTING_NEW_PANE:"Open existing drawing - IN A NEW PANE",OPEN_EXISTING_ACTIVE_PANE:"Open existing drawing - IN THE CURRENT ACTIVE PANE",TRANSCLUDE:"Embed a drawing",TRANSCLUDE_MOST_RECENT:"Embed the most recently edited drawing",TOGGLE_LEFTHANDED_MODE:"Toggle left-handed mode",TOGGLE_SPLASHSCREEN:"Show splash screen in new drawings",FLIP_IMAGE:"Open the back-of-the-note of the selected excalidraw image",NEW_IN_NEW_PANE:"Create new drawing - IN AN ADJACENT WINDOW",NEW_IN_NEW_TAB:"Create new drawing - IN A NEW TAB",NEW_IN_ACTIVE_PANE:"Create new drawing - IN THE CURRENT ACTIVE WINDOW",NEW_IN_POPOUT_WINDOW:"Create new drawing - IN A POPOUT WINDOW",NEW_IN_NEW_PANE_EMBED:"Create new drawing - IN AN ADJACENT WINDOW - and embed into active document",NEW_IN_NEW_TAB_EMBED:"Create new drawing - IN A NEW TAB - and embed into active document",NEW_IN_ACTIVE_PANE_EMBED:"Create new drawing - IN THE CURRENT ACTIVE WINDOW - and embed into active document",NEW_IN_POPOUT_WINDOW_EMBED:"Create new drawing - IN A POPOUT WINDOW - and embed into active document",TOGGLE_LOCK:"Toggle Text Element between edit RAW and PREVIEW",DELETE_FILE:"Delete selected image or Markdown file from Obsidian Vault",COPY_ELEMENT_LINK:"Copy [[link]] for selected element(s)",COPY_DRAWING_LINK:"Copy ![[embed link]] for this drawing",INSERT_LINK_TO_ELEMENT:`Copy [[link]] for selected element to clipboard. ${labelCTRL()}+CLICK to copy 'group=' link. SHIFT+CLICK to copy an 'area=' link.`,INSERT_LINK_TO_ELEMENT_GROUP:"Copy 'group=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_AREA:"Copy 'area=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_FRAME:"Copy 'frame=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_FRAME_CLIPPED:"Copy 'clippedframe=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_NORMAL:"Copy [[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_ERROR:"Select a single element in the scene",INSERT_LINK_TO_ELEMENT_READY:"Link is READY and available on the clipboard",INSERT_LINK:"Insert link to file",INSERT_COMMAND:"Insert Obsidian Command as a link",INSERT_IMAGE:"Insert image or Excalidraw drawing from your vault",IMPORT_SVG:"Import an SVG file as Excalidraw strokes (limited SVG support, TEXT currently not supported)",IMPORT_SVG_CONTEXTMENU:"Convert SVG to strokes - with limitations",INSERT_MD:"Insert markdown file from vault",INSERT_PDF:"Insert PDF file from vault",UNIVERSAL_ADD_FILE:"Insert ANY file",INSERT_CARD:"Add back-of-note card",CONVERT_CARD_TO_FILE:"Move back-of-note card to File",ERROR_TRY_AGAIN:"Please try again.",PASTE_CODEBLOCK:"Paste code block",INSERT_LATEX:"Insert LaTeX formula (e.g. \\binom{n}{k} = \\frac{n!}{k!(n-k)!}).",ENTER_LATEX:"Enter a valid LaTeX expression",READ_RELEASE_NOTES:"Read latest release notes",RUN_OCR:"OCR full drawing: Grab text from freedraw + images to clipboard and doc.props",RERUN_OCR:"OCR full drawing re-run: Grab text from freedraw + images to clipboard and doc.props",RUN_OCR_ELEMENTS:"OCR selected elements: Grab text from freedraw + images to clipboard",TRAY_MODE:"Toggle property-panel tray-mode",SEARCH:"Search for text in drawing",CROP_PAGE:"Crop and mask selected page",CROP_IMAGE:"Crop and mask image",ANNOTATE_IMAGE:"Annotate image in Excalidraw",INSERT_ACTIVE_PDF_PAGE_AS_IMAGE:"Insert active PDF page as image",RESET_IMG_TO_100:"Set selected image element size to 100% of original",RESET_IMG_ASPECT_RATIO:"Reset selected image element aspect ratio",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",NO_SEARCH_RESULT:"Didn't find a matching element in the drawing",FORCE_SAVE_ABORTED:"Force Save aborted because saving is in progress",LINKLIST_SECOND_ORDER_LINK:"Second Order Link",MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT_TITLE:"Customize the Embedded File link",MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT:"Do not add [[square brackets]] around the filename!<br>For markdown-page images follow this format when editing your link: <mark>filename#^blockref|WIDTHxMAXHEIGHT</mark><br>You can anchor Excalidraw images to 100% of their size by adding <code>|100%</code> to the end of the link.<br>You can change the PDF page by changing <code>#page=1</code> to <code>#page=2</code> etc.<br>PDF rect crop values are: <code>left, bottom, right, top</code>. Eg.: <code>#rect=0,0,500,500</code><br>",FRAME_CLIPPING_ENABLED:"Frame Rendering: Enabled",FRAME_CLIPPING_DISABLED:"Frame Rendering: Disabled",ARROW_BINDING_INVERSE_MODE:"Inverted Mode: Default arrow binding is now disabled. Use CTRL/CMD to temporarily enable binding when needed.",ARROW_BINDING_NORMAL_MODE:"Normal Mode: Arrow binding is now enabled. Use CTRL/CMD to temporarily disable binding when needed.",EXPORT_FILENAME_PROMPT:"Please provide filename",EXPORT_FILENAME_PROMPT_PLACEHOLDER:"filename, leave blank to cancel action",WARNING_SERIOUS_ERROR:"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.",ARIA_LABEL_TRAY_MODE:"Tray-mode offers an alternative, more spacious canvas",MASK_FILE_NOTICE:"This is a mask file. It is used to crop images and mask out parts of the image. Press and hold notice to open the help video.",INSTALL_SCRIPT_BUTTON:"Install or update Excalidraw Scripts",OPEN_AS_MD:"Open as Markdown",EXPORT_IMAGE:"Export Image",OPEN_LINK:"Open selected text as link\n(SHIFT+CLICK to open in a new pane)",EXPORT_EXCALIDRAW:"Export to an .Excalidraw file",LINK_BUTTON_CLICK_NO_TEXT:"Select an element that contains an internal or external link.\n",LINEAR_ELEMENT_LINK_CLICK_ERROR:"Arrow- and Line-Element links cannot be navigated by "+labelCTRL()+" + CLICKing on the element because that also activates the line editor.\nUse the right-click context menu to open the link, or click the link indicator in the top right corner of the element.\n",FILENAME_INVALID_CHARS:'File name cannot contain any of the following characters: * " \\ < > : | ? #',FORCE_SAVE:"Save (will also update transclusions)",RAW:"Change to PREVIEW mode (only affects text-elements with links or transclusions)",PARSED:"Change to RAW mode (only affects text-elements with links or transclusions)",NOFILE:"Excalidraw (no file)",COMPATIBILITY_MODE:"*.excalidraw file opened in compatibility mode. Convert to new format for full plugin functionality.",CONVERT_FILE:"Convert to new format",BACKUP_AVAILABLE:"We encountered an error while loading your drawing. This might have occurred if Obsidian unexpectedly closed during a save operation. For example, if you accidentally closed Obsidian on your mobile device while saving.<br><br><b>GOOD NEWS:</b> Fortunately, a local backup is available. However, please note that if you last modified this drawing on a different device (e.g., tablet) and you are now on your desktop, that other device likely has a more recent backup.<br><br>I recommend trying to open the drawing on your other device first and restore the backup from its local storage.<br><br>Would you like to load the backup?",BACKUP_RESTORED:"Backup restored",CACHE_NOT_READY:"I apologize for the inconvenience, but an error occurred while loading your file.<br><br><mark>Having a little patience can save you a lot of time...</mark><br><br>The plugin has a backup cache, but it appears that you have just started Obsidian. Initializing the Backup Cache may take some time, usually up to a minute or more depending on your device's performance. You will receive a notification in the top right corner when the cache initialization is complete.<br><br>Please press OK to attempt loading the file again and check if the cache has finished initializing. If you see a completely empty file behind this message, I recommend waiting until the backup cache is ready before proceeding. Alternatively, you can choose Cancel to manually correct your file.<br>",OBSIDIAN_TOOLS_PANEL:"Obsidian Tools Panel",ERROR_SAVING_IMAGE:"Unknown error occurred while fetching the image. It could be that for some reason the image is not available or rejected the fetch request from Obsidian",WARNING_PASTING_ELEMENT_AS_TEXT:"PASTING EXCALIDRAW ELEMENTS AS A TEXT ELEMENT IS NOT ALLOWED",USE_INSERT_FILE_MODAL:"Use 'Insert Any File' to embed a markdown note",RECURSIVE_INSERT_ERROR:"You may not recursively insert part of an image into the same image as it would create an infinite loop",CONVERT_TO_MARKDOWN:"Convert to file...",SELECT_TEXTELEMENT_ONLY:"Select text element only (not container)",REMOVE_LINK:"Remove text element link",LASER_ON:"Enable laser pointer",LASER_OFF:"Disable laser pointer",WELCOME_RANK_NEXT:"more drawings until the next rank!",WELCOME_RANK_LEGENDARY:"You're at the top. Keep on being legendary!",WELCOME_COMMAND_PALETTE:'Type "Excalidraw" in the Command Palette',WELCOME_OBSIDIAN_MENU:"Explore the Obsidian Menu in the top right",WELCOME_SCRIPT_LIBRARY:"Visit the Script Library",WELCOME_HELP_MENU:"Find help in the hamburger-menu",WELCOME_YOUTUBE_ARIA:"Visual PKM YouTube Channel",WELCOME_YOUTUBE_LINK:"Check out the Visual PKM YouTube channel.",WELCOME_DISCORD_ARIA:"Join the Discord Server",WELCOME_DISCORD_LINK:"Join the Discord Server",WELCOME_TWITTER_ARIA:"Follow me on Twitter",WELCOME_TWITTER_LINK:"Follow me on Twitter",WELCOME_LEARN_ARIA:"Learn Visual PKM",WELCOME_LEARN_LINK:"Sign up for the Visual Thinking Workshop",WELCOME_DONATE_ARIA:"Donate to support Excalidraw-Obsidian",WELCOME_DONATE_LINK:'Say "Thank You" & support the plugin.',SAVE_IS_TAKING_LONG:"Saving your previous file is taking a long time. Please wait...",SAVE_IS_TAKING_VERY_LONG:"For better performance, consider splitting large drawings into several smaller files.",RELEASE_NOTES_NAME:"Display Release Notes after update",RELEASE_NOTES_DESC:"<b><u>Toggle ON:</u></b> Display release notes each time you update Excalidraw to a newer version.<br><b><u>Toggle OFF:</u></b> Silent mode. You can still read release notes on <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases'>GitHub</a>.",NEWVERSION_NOTIFICATION_NAME:"Plugin update notification",NEWVERSION_NOTIFICATION_DESC:"<b><u>Toggle ON:</u></b> Show a notification when a new version of the plugin is available.<br><b><u>Toggle OFF:</u></b> Silent mode. You need to check for plugin updates in Community Plugins.",BASIC_HEAD:"Basic",BASIC_DESC:'In the "Basic" settings, you can configure options such as displaying release notes after updates, receiving plugin update notifications, setting the default location for new drawings, specifying the Excalidraw folder for embedding drawings into active documents, defining an Excalidraw template file, and designating an Excalidraw Automate script folder for managing automation scripts.',FOLDER_NAME:"Excalidraw folder",FOLDER_DESC:"Default location for new drawings. If empty, drawings will be created in the Vault root.",CROP_PREFIX_NAME:"Crop file prefix",CROP_PREFIX_DESC:"The first part of the filename for new drawings created when cropping an image. If empty the default 'cropped_' will be used.",ANNOTATE_PREFIX_NAME:"Annotation file prefix",ANNOTATE_PREFIX_DESC:"The first part of the filename for new drawings created when annotating an image. If empty the default 'annotated_' will be used.",ANNOTATE_PRESERVE_SIZE_NAME:"Preserve image size when annotating",ANNOTATE_PRESERVE_SIZE_DESC:"When annotating an image in markdown the replacment image link will include the width of the original image.",CROP_FOLDER_NAME:"Crop file folder",CROP_FOLDER_DESC:"Default location for new drawings created when cropping an image. If empty, drawings will be created following the Vault attachments settings.",ANNOTATE_FOLDER_NAME:"Image annotation file folder",ANNOTATE_FOLDER_DESC:"Default location for new drawings created when annotating an image. If empty, drawings will be created following the Vault attachments settings.",FOLDER_EMBED_NAME:"Use Excalidraw folder when embedding a drawing into the active document",FOLDER_EMBED_DESC:"Define which folder to place the newly inserted drawing into when using the command palette action: 'Create a new drawing and embed into active document'.<br><b><u>Toggle ON:</u></b> Use Excalidraw folder<br><b><u>Toggle OFF:</u></b> Use the attachments folder defined in Obsidian settings.",TEMPLATE_NAME:"Excalidraw template file or folder",TEMPLATE_DESC:"Full filepath or folderpath to the Excalidraw template.<br><b>Template File:</b>E.g.: If your template is in the default Excalidraw folder and its name is Template.md, the setting would be: Excalidraw/Template.md (or just Excalidraw/Template - you may omit the .md file extension). If you are using Excalidraw in compatibility mode, then your template must be a legacy Excalidraw file as well such as Excalidraw/Template.excalidraw. <br><b>Template Folder:</b> You can also set a folder as your template. In this case you will be prompted which tempalte to use when creating a new drawing.<br><b>Pro Tip:</b> If you are using the Obsidian Templater plugin, you can add Templater code to your different Excalidraw templates to automate configuration of your drawings.",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. ",AI_HEAD:"AI Settings - Experimental",AI_DESC:'In the "AI" settings, you can configure options for using OpenAI\'s GPT API. While the OpenAI API is in beta, its use is strictly limited — as such we require you use your own API key. You can create an OpenAI account, add a small credit (5 USD minimum), and generate your own API key. Once API key is set, you can use the AI tools in Excalidraw.',AI_OPENAI_TOKEN_NAME:"OpenAI API key",AI_OPENAI_TOKEN_DESC:"You can get your OpenAI API key from your <a href='https://platform.openai.com/api-keys'>OpenAI account</a>.",AI_OPENAI_TOKEN_PLACEHOLDER:"Enter your OpenAI API key here",AI_OPENAI_DEFAULT_MODEL_NAME:"Default AI model",AI_OPENAI_DEFAULT_MODEL_DESC:"The default AI model to use when generating text. This is a freetext field, so you can enter any valid OpenAI model name. Find out more about the available models on the <a href='https://platform.openai.com/docs/models'>OpenAI website</a>.",AI_OPENAI_DEFAULT_MODEL_PLACEHOLDER:"Enter your default AI model here. e.g.: gpt-3.5-turbo-1106",AI_OPENAI_DEFAULT_IMAGE_MODEL_NAME:"Default Image Generation AI model",AI_OPENAI_DEFAULT_IMAGE_MODEL_DESC:"The default AI model to use when generating images. Image editing and variations are only supported by dall-e-2 at this time by OpenAI, for this reason dall-e-2 will automatically be used in such cases regardless of this setting.<br>This is a freetext field, so you can enter any valid OpenAI model name. Find out more about the available models on the <a href='https://platform.openai.com/docs/models'>OpenAI website</a>.",AI_OPENAI_DEFAULT_IMAGE_MODEL_PLACEHOLDER:"Enter your default Image Generation AI model here e.g.: dall-e-3",AI_OPENAI_DEFAULT_VISION_MODEL_NAME:"Default AI vision model",AI_OPENAI_DEFAULT_VISION_MODEL_DESC:"The default AI vision model to use when generating text from images. This is a freetext field, so you can enter any valid OpenAI model name. Find out more about the available models on the <a href='https://platform.openai.com/docs/models'>OpenAI website</a>.",AI_OPENAI_DEFAULT_API_URL_NAME:"OpenAI API URL",AI_OPENAI_DEFAULT_API_URL_DESC:"The default OpenAI API URL. This is a freetext field, so you can enter any valid OpenAI API compatible URL. Excalidraw will use this URL when posting API requests to OpenAI. I am not doing any error handling on this field, so make sure you enter a valid URL and only change this if you know what you are doing. ",AI_OPENAI_DEFAULT_IMAGE_API_URL_NAME:"OpenAI Image Generation API URL",AI_OPENAI_DEFAULT_VISION_MODEL_PLACEHOLDER:"Enter your default AI vision model here. e.g.: gpt-4o",SAVING_HEAD:"Saving",SAVING_DESC:"In the 'Saving' section of Excalidraw Settings, you can configure how your drawings are saved. This includes options for compressing Excalidraw JSON in Markdown, setting autosave intervals for both desktop and mobile, defining filename formats, and choosing whether to use the .excalidraw.md or .md file extension. ",COMPRESS_NAME:"Compress Excalidraw JSON in Markdown",COMPRESS_DESC:"By enabling this feature Excalidraw will store the drawing JSON in a Base64 compressed format using the <a href='https://pieroxy.net/blog/pages/lz-string/index.html'>LZ-String</a> algorithm. This will reduce the chance of Excalidraw JSON cluttering your search results in Obsidian. As a side effect, this will also reduce the filesize of Excalidraw drawings. When you switch an Excalidraw drawing to Markdown view, using the options menu in Excalidraw, the file will be saved without compression, so that you can read and edit the JSON string. The drawing will be compressed again once you switch back to Excalidraw view. The setting only has effect 'point forward', meaning, existing drawings will not be affected by the setting until you open them and save them.<br><b><u>Toggle ON:</u></b> Compress drawing JSON<br><b><u>Toggle OFF:</u></b> Leave drawing JSON uncompressed",DECOMPRESS_FOR_MD_NAME:"Decompress Excalidraw JSON in Markdown View",DECOMPRESS_FOR_MD_DESC:"By enabling this feature Excalidraw will automatically decompress the drawing JSON when you switch to Markdown view. This will allow you to easily read and edit the JSON string. The drawing will be compressed again once you switch back to Excalidraw view and save the drawing (CTRL+S).<br>I recommend switching this feature off as it will result in smaller file sizes and avoiding unnecessary results in Obsidian search. You can always use the 'Excalidraw: Decompress current Excalidraw file' command from the command palette to manually decompress the drawing JSON when you need to read or edit it.",AUTOSAVE_INTERVAL_DESKTOP_NAME:"Interval for autosave on Desktop",AUTOSAVE_INTERVAL_DESKTOP_DESC:"The time interval between saves. Autosave will skip if there are no changes in the drawing. Excalidraw will also save the file when closing a workspace tab or navigating within Obsidian, but away from the active Excalidraw tab (i.e. clicking on the Obsidian ribbon or checking backlinks, etc.). Excalidraw will not be able to save your work when terminating Obsidian directly either by killing the Obsidian process, or clicking to close Obsidian altogether.",AUTOSAVE_INTERVAL_MOBILE_NAME:"Interval for autosave on Mobile",AUTOSAVE_INTERVAL_MOBILE_DESC:"I recommend a more frequent interval for Mobiles. Excalidraw will also save the file when closing a workspace tab or navigating within Obsidian, but away from the active Excalidraw tab (i.e. tapping on the Obsidian ribbon or checking backlinks, etc.). Excalidraw will not be able to save your work when terminating Obsidian directly (i.e. swiping it away). Also note, that when you switch apps on a Mobile device, sometimes Android and iOS closes Obsidian in the background to save system resources. In such a case Excalidraw will not be able to save the latest changes.",FILENAME_HEAD:"Filename",FILENAME_DESC:"<p>Click this link for the <a href='https://momentjs.com/docs/#/displaying/format/'>date and time format reference</a>.</p>",FILENAME_SAMPLE:"Filename for a new drawing is: ",FILENAME_EMBED_SAMPLE:"Filename for a new embedded drawing is: ",FILENAME_PREFIX_NAME:"Filename prefix",FILENAME_PREFIX_DESC:"The first part of the filename",FILENAME_PREFIX_EMBED_NAME:"Filename prefix when embedding a new drawing into a markdown note",FILENAME_PREFIX_EMBED_DESC:"Should the filename of the newly inserted drawing start with the name of the active markdown note when using the command palette action: <code>Create a new drawing and embed into active document</code>?<br><b><u>Toggle ON:</u></b> Yes, the filename of a new drawing should start with filename of the active document<br><b><u>Toggle OFF:</u></b> No, filename of a new drawing should not include the filename of the active document",FILENAME_POSTFIX_NAME:"Custom text after markdown Note's name when embedding",FILENAME_POSTFIX_DESC:"Affects filename only when embedding into a markdown document. This text will be inserted after the note's name, but before the date.",FILENAME_DATE_NAME:"Filename Date",FILENAME_DATE_DESC:"The last part of the filename. Leave empty if you do not want a date.",FILENAME_EXCALIDRAW_EXTENSION_NAME:".excalidraw.md or .md",FILENAME_EXCALIDRAW_EXTENSION_DESC:"This setting does not apply if you use Excalidraw in compatibility mode, i.e. you are not using Excalidraw markdown files.<br><b><u>Toggle ON:</u></b> filename ends with .excalidraw.md<br><b><u>Toggle OFF:</u></b> filename ends with .md",DISPLAY_HEAD:"Excalidraw appearance and behavior",DISPLAY_DESC:"In the 'appearance and behavior' section of Excalidraw Settings, you can fine-tune how Excalidraw appears and behaves. This includes options for dynamic styling, left-handed mode, matching Excalidraw and Obsidian themes, default modes, and more.",DYNAMICSTYLE_NAME:"Dynamic styling",DYNAMICSTYLE_DESC:"Change Excalidraw UI colors to match the canvas color",LEFTHANDED_MODE_NAME:"Left-handed mode",LEFTHANDED_MODE_DESC:"Currently only has effect in tray-mode. If turned on, the tray will be on the right side.<br><b><u>Toggle ON:</u></b> Left-handed mode.<br><b><u>Toggle OFF:</u></b> Right-handed moded",IFRAME_MATCH_THEME_NAME:"Markdown embeds to match Excalidraw theme",IFRAME_MATCH_THEME_DESC:"<b><u>Toggle ON:</u></b> Set this to true if for example you are using Obsidian in dark-mode but use excalidraw with a light background. With this setting the embedded Obsidian markdown document will match the Excalidraw theme (i.e. light colors if Excalidraw is in light mode).<br><b><u>Toggle OFF:</u></b> Set this to false if you want the embedded Obsidian markdown document to match the Obsidian theme (i.e. dark colors if Obsidian is in dark mode).",MATCH_THEME_NAME:"New drawing to match Obsidian theme",MATCH_THEME_DESC:"If theme is dark, new drawing will be created in dark mode. This does not apply when you use a template for new drawings. Also this will not affect when you open an existing drawing. Those will follow the theme of the template/drawing respectively.<br><b><u>Toggle ON:</u></b> Follow Obsidian Theme<br><b><u>Toggle OFF:</u></b> Follow theme defined in your template",MATCH_THEME_ALWAYS_NAME:"Existing drawings to match Obsidian theme",MATCH_THEME_ALWAYS_DESC:"If theme is dark, drawings will be opened in dark mode. If your theme is light, they will be opened in light mode. <br><b><u>Toggle ON:</u></b> Match Obsidian theme<br><b><u>Toggle OFF:</u></b> Open with the same theme as last saved",MATCH_THEME_TRIGGER_NAME:"Excalidraw to follow when Obsidian Theme changes",MATCH_THEME_TRIGGER_DESC:"If this option is enabled open Excalidraw pane will switch to light/dark mode when Obsidian theme changes. <br><b><u>Toggle ON:</u></b> Follow theme changes<br><b><u>Toggle OFF:</u></b> Drawings are not affected by Obsidian theme changes",DEFAULT_OPEN_MODE_NAME:"Default mode when opening Excalidraw",DEFAULT_OPEN_MODE_DESC:"Specifies the mode how Excalidraw opens: Normal, Zen, or View mode. You may also set this behavior on a file level by adding the excalidraw-default-mode frontmatter key with a value of: normal, view, or zen to your document.",DEFAULT_PEN_MODE_NAME:"Pen mode",DEFAULT_PEN_MODE_DESC:"Should pen mode be automatically enabled when opening Excalidraw?",DISABLE_DOUBLE_TAP_ERASER_NAME:"Enable double-tap eraser in pen mode",SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_NAME:"Show (+) crosshair in pen mode",SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_DESC:"Show crosshair in pen mode when using the freedraw tool. <b><u>Toggle ON:</u></b> SHOW <b><u>Toggle OFF:</u></b> HIDE<br>The effect depends on the device. Crosshair is typically visible on drawing tablets, MS Surface, but not on iOS.",SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_NAME:"Render Excalidraw file as an image in hover preview...",SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_DESC:"...even if the file has the <b>excalidraw-open-md: true</b> frontmatter key.<br>When this setting is off and the file is set to open in md by default, the hover preview will show the markdown side of the document.",SHOW_DRAWING_OR_MD_IN_READING_MODE_NAME:"Render as image when in markdown reading mode of an Excalidraw file",SHOW_DRAWING_OR_MD_IN_READING_MODE_DESC:"When you are in markdown reading mode (aka. reading the back side of the drawing) should the Excalidraw drawing be rendered as an image? This setting will not affect the display of the drawing when you are in Excalidraw mode or when you embed the drawing into a markdown document or when rendering hover preview.<br><ul><li>See other related setting for <a href='#PDFExport'>PDF Export</a> under 'Embedding and Exporting' further below.</li></ul><br>You must close the active excalidraw/markdown file and reopen it for this change to take effect.",SHOW_DRAWING_OR_MD_IN_EXPORTPDF_NAME:"Render the file as an image when exporting an Excalidraw file to PDF",SHOW_DRAWING_OR_MD_IN_EXPORTPDF_DESC:"This setting controls the behavior of Excalidraw when exporting an Excalidraw file to PDF in markdown view mode using Obsidian's <b>Export to PDF</b> feature.<br><ul><li>When <b>enabled</b> the PDF will show the Excalidraw drawing only;</li><li>When <b>disabled</b> the PDF will show the markdown side of the document.</li></ul>See the other related setting for <a href='#MDReadingMode'>Markdown Reading Mode</a> under 'Appearnace and Behavior' further above.<br>⚠️ Note, you must close the active excalidraw/markdown file and reopen for this change to take effect. ⚠️",HOTKEY_OVERRIDE_HEAD:"Hotkey overrides",HOTKEY_OVERRIDE_DESC:`Some of the Excalidraw hotkeys such as <code>${labelCTRL()}+Enter</code> to edit text or <code>${labelCTRL()}+K</code> to create an element link conflict with Obsidian hotkey settings. The hotkey combinations you add below will override Obsidian's hotkey settings while useing Excalidraw, thus you can add <code>${labelCTRL()}+G</code> if you want to default to Group Object in Excalidraw instead of opening Graph View.`,THEME_HEAD:"Theme and styling",ZOOM_HEAD:"Zoom",DEFAULT_PINCHZOOM_NAME:"Allow pinch zoom in pen mode",DEFAULT_PINCHZOOM_DESC:"Pinch zoom in pen mode when using the freedraw tool is disabled by default to prevent unwanted accidental zooming with your palm.<br><b><u>Toggle ON:</u></b> Enable pinch zoom in pen mode<br><b><u>Toggle OFF:</u></b>Disable pinch zoom in pen mode",DEFAULT_WHEELZOOM_NAME:"Mouse wheel to zoom by default",DEFAULT_WHEELZOOM_DESC:`<b><u>Toggle ON:</u></b> Mouse wheel to zoom; ${labelCTRL()} + mouse wheel to scroll</br><b><u>Toggle OFF:</u></b>${labelCTRL()} + mouse wheel to zoom; Mouse wheel to scroll`,ZOOM_TO_FIT_NAME:"Zoom to fit on view resize",ZOOM_TO_FIT_DESC:"Zoom to fit drawing when the pane is resized<br><b><u>Toggle ON:</u></b> Zoom to fit<br><b><u>Toggle OFF:</u></b> Auto zoom disabled",ZOOM_TO_FIT_ONOPEN_NAME:"Zoom to fit on file open",ZOOM_TO_FIT_ONOPEN_DESC:"Zoom to fit drawing when the drawing is first opened<br><b><u>Toggle ON:</u></b> Zoom to fit<br><b><u>Toggle OFF:</u></b> Auto zoom disabled",ZOOM_TO_FIT_MAX_LEVEL_NAME:"Zoom to fit max ZOOM level",ZOOM_TO_FIT_MAX_LEVEL_DESC:"Set the maximum level to which zoom to fit will enlarge the drawing. Minimum is 0.5 (50%) and maximum is 10 (1000%).",GRID_HEAD:"Grid",GRID_DYNAMIC_COLOR_NAME:"Dynamic grid color",GRID_DYNAMIC_COLOR_DESC:"<b><u>Toggle ON:</u></b>Change grid color to match the canvas color<br><b><u>Toggle OFF:</u></b>Use the color below as the grid color",GRID_COLOR_NAME:"Grid color",GRID_OPACITY_NAME:"Grid opacity",GRID_OPACITY_DESC:"Grid opacity will also control the opacity of the binding box when binding an arrow to an element.<br>Set the opacity of the grid. 0 is transparent, 100 is opaque.",LASER_HEAD:"Laser pointer",LASER_COLOR:"Laser pointer color",LASER_DECAY_TIME_NAME:"Laser pointer decay time",LASER_DECAY_TIME_DESC:"Laser pointer decay time in milliseconds. Default is 1000 (i.e. 1 second).",LASER_DECAY_LENGTH_NAME:"Laser pointer decay length.",LASER_DECAY_LENGTH_DESC:"Laser pointer decay length in line points. Default is 50.",LINKS_HEAD:"Links, transclusion and TODOs",LINKS_HEAD_DESC:"In the 'Links, transclusion and TODOs' section of Excalidraw Settings, you can configure how Excalidraw handles links, transclusions, and TODO items. This includes options for opening links, managing panes, displaying links with brackets, customizing link prefixes, handling TODO items, and more. ",LINKS_DESC:`${labelCTRL()}+CLICK on <code>[[Text Elements]]</code> to open them as links. If the selected text has more than one <code>[[valid Obsidian links]]</code>, only the first will be opened. If the text starts as a valid web link (i.e. <code>https://</code> or <code>http://</code>), then the plugin will open it in a browser. When Obsidian files change, the matching <code>[[link]]</code> in your drawings will also change. If you don't want text accidentally changing in your drawings use <code>[[links|with aliases]]</code>.`,DRAG_MODIFIER_NAME:"Link Click and Drag&Drop Modifier Keys",DRAG_MODIFIER_DESC:"Modifier key behavior when clicking links and dragging and dropping elements. Excalidraw will not validate your configuration... pay attention to avoid conflicting settings. These settings are different for Apple and non-Apple. If you use Obsidian on multiple platforms, you'll need to make the settings separately. The toggles follow the order of "+(DEVICE.isIOS||DEVICE.isMacOS?"SHIFT, CMD, OPT, CONTROL.":"SHIFT, CTRL, ALT, META (Windows key)."),LONG_PRESS_DESKTOP_NAME:"Long press to open desktop",LONG_PRESS_DESKTOP_DESC:"Long press delay in milliseconds to open an Excalidraw Drawing embedded in a Markdown file. ",LONG_PRESS_MOBILE_NAME:"Long press to open mobile",LONG_PRESS_MOBILE_DESC:"Long press delay in milliseconds to open an Excalidraw Drawing embedded in a Markdown file. ",FOCUS_ON_EXISTING_TAB_NAME:"Focus on Existing Tab",FOCUS_ON_EXISTING_TAB_DESC:"When opening a link, Excalidraw will focus on the existing tab if the file is already open. Enabling this setting overrides 'Reuse Adjacent Pane' when the file is already open.",SECOND_ORDER_LINKS_NAME:"Show second-order links",SECOND_ORDER_LINKS_DESC:"Show links when clicking on a link in Excalidraw. Second-order link are backlinks pointing to the link being clicked. When using image icons to connect similar notes, second order links allow you to get to related notes in one click instead of two. See <a href='https://youtube.com/shorts/O_1ls9c6wBY?feature=share'>YT Short</a> to understand.",ADJACENT_PANE_NAME:"Reuse adjacent pane",ADJACENT_PANE_DESC:`When ${labelCTRL()}+${labelALT()} clicking a link in Excalidraw, by default the plugin will open the link in a new pane. Turning this setting on, Excalidraw will first look for an existing pane, and try to open the link there. Excalidraw will look for the other workspace pane based on your focus/navigation history, i.e. the workpane that was active before you activated Excalidraw.`,MAINWORKSPACE_PANE_NAME:"Open in main workspace",MAINWORKSPACE_PANE_DESC:`When ${labelCTRL()}+${labelALT()} 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>${FRONTMATTER_KEYS["link-brackets"].name}: true/false</code> to the file's frontmatter.`,LINK_PREFIX_NAME:"Link prefix",LINK_PREFIX_DESC:`In PREVIEW mode, if the Text Element contains a link, precede the text with these characters. You can override this setting for a specific drawing by adding <code>${FRONTMATTER_KEYS["link-prefix"].name}: "📍 "</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>${FRONTMATTER_KEYS["url-prefix"].name}: "🌐 "</code> to the file's frontmatter.`,PARSE_TODO_NAME:"Parse todo",PARSE_TODO_DESC:"Convert '- [ ] ' and '- [x] ' to checkbox and tick in the box.",TODO_NAME:"Open TODO icon",TODO_DESC:"Icon to use for open TODO items",DONE_NAME:"Completed TODO icon",DONE_DESC:"Icon to use for completed TODO items",HOVERPREVIEW_NAME:`Hover preview without pressing the ${labelCTRL()} key`,HOVERPREVIEW_DESC:`<b><u>Toggle ON:</u></b> In Exalidraw <u>view mode</u> the hover preview for [[wiki links]] will be shown immediately, without the need to hold the ${labelCTRL()} key. In Excalidraw <u>normal mode</u>, the preview will be shown immediately only when hovering the blue link icon in the top right of the element.<br> <b><u>Toggle OFF:</u></b> Hover preview is shown only when you hold the ${labelCTRL()} key while hovering the link.`,LINKOPACITY_NAME:"Opacity of link icon",LINKOPACITY_DESC:"Opacity of the link indicator icon in the top right corner of an element. 1 is opaque, 0 is transparent.",LINK_CTRL_CLICK_NAME:`${labelCTRL()}+CLICK on text with [[links]] or [](links) to open them`,LINK_CTRL_CLICK_DESC:`You can turn this feature off if it interferes with default Excalidraw features you want to use. If this is turned off, you can either use ${labelCTRL()} + ${labelMETA()} or the link indicator in the top right of the element to open links.`,TRANSCLUSION_WRAP_NAME:"Overflow wrap behavior of transcluded text",TRANSCLUSION_WRAP_DESC:"Number specifies the character count where the text should be wrapped. Set the text wrapping behavior of transcluded text. Turn this ON to force-wrap text (i.e. no overflow), or OFF to soft-wrap text (at the nearest whitespace).",TRANSCLUSION_DEFAULT_WRAP_NAME:"Transclusion word wrap default",TRANSCLUSION_DEFAULT_WRAP_DESC:"You can manually set/override word wrapping length using the `![[page#^block]]{NUMBER}` format. Normally you will not want to set a default, because if you transclude text inside a sticky note, then Excalidraw will automatically take care of word wrapping. Set this value to `0` if you do not want to set a default. ",PAGE_TRANSCLUSION_CHARCOUNT_NAME:"Page transclusion max char count",PAGE_TRANSCLUSION_CHARCOUNT_DESC:"The maximum number of characters to display from the page when transcluding an entire page with the ![[markdown page]] format.",QUOTE_TRANSCLUSION_REMOVE_NAME:"Quote translusion: remove leading '> ' from each line",QUOTE_TRANSCLUSION_REMOVE_DESC:"Remove the leading '> ' from each line of the transclusion. This will improve readability of quotes in text only transclusions<br><b><u>Toggle ON:</u></b> Remove leading '> '<br><b><u>Toggle OFF:</u></b> Do not remove leading '> ' (note it will still be removed from the first row due to Obsidian API functionality)",GET_URL_TITLE_NAME:"Use iframely to resolve page title",GET_URL_TITLE_DESC:"Use the <code>http://iframely.server.crestify.com/iframely?url=</code> to get title of page when dropping a link into Excalidraw",PDF_TO_IMAGE:"PDF to Image",PDF_TO_IMAGE_SCALE_NAME:"PDF to Image conversion scale",PDF_TO_IMAGE_SCALE_DESC:"Sets the resolution of the image that is generated from the PDF page. Higher resolution will result in bigger images in memory and consequently a higher load on your system (slower performance), but sharper imagee. Additionally, if you want to copy PDF pages (as images) to Excalidraw.com, the bigger image size may result in exceeding the 2MB limit on Excalidraw.com.",EMBED_TOEXCALIDRAW_HEAD:"Embed files into Excalidraw",EMBED_TOEXCALIDRAW_DESC:"In the Embed Files section of Excalidraw Settings, you can configure how various files are embedded into Excalidraw. This includes options for embedding interactive markdown files, PDFs, and markdown files as images.",MD_HEAD:"Embed markdown into Excalidraw as image",MD_EMBED_CUSTOMDATA_HEAD_NAME:"Interactive Markdown Files",MD_EMBED_CUSTOMDATA_HEAD_DESC:'The below settings will only effect future embeds. Current embeds remain unchanged. The theme setting of embedded frames is under the "Excalidraw appearance and behavior" section.',MD_EMBED_SINGLECLICK_EDIT_NAME:"Single click to edit embedded markdown",MD_EMBED_SINGLECLICK_EDIT_DESC:"Single click on an embedded markdown file to edit it. When turned off, the markdown file will first open in preview mode, then switch to edit mode when you click on it again.",MD_TRANSCLUDE_WIDTH_NAME:"Default width of a transcluded markdown document",MD_TRANSCLUDE_WIDTH_DESC:"The width of the markdown page. This affects the word wrapping when transcluding longer paragraphs, and the width of the image element. You can override the default width of an embedded file using the <code>[[filename#heading|WIDTHxMAXHEIGHT]]</code> syntax in markdown view mode under embedded files.",MD_TRANSCLUDE_HEIGHT_NAME:"Default maximum height of a transcluded markdown document",MD_TRANSCLUDE_HEIGHT_DESC:"The embedded image will be as high as the markdown text requires, but not higher than this value. You can override this value by editing the embedded image link in markdown view mode with the following syntax <code>[[filename#^blockref|WIDTHxMAXHEIGHT]]</code>.",MD_DEFAULT_FONT_NAME:"The default font typeface to use for embedded markdown files.",MD_DEFAULT_FONT_DESC:'Set this value to "Virgil" or "Cascadia" or the filename of a valid <code>.ttf</code>, <code>.woff</code>, or <code>.woff2</code> font e.g. <code>MyFont.woff2</code> You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-font: font_or_filename</code>',MD_DEFAULT_COLOR_NAME:"The default font color to use for embedded markdown files.",MD_DEFAULT_COLOR_DESC:'Set this to any valid css color name e.g. "steelblue" (<a href="https://www.w3schools.com/colors/colors_names.asp">color names</a>), or a valid hexadecimal color e.g. "#e67700", or any other valid css color string. You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-font-color: steelblue</code>',MD_DEFAULT_BORDER_COLOR_NAME:"The default border color to use for embedded markdown files.",MD_DEFAULT_BORDER_COLOR_DESC:'Set this to any valid css color name e.g. "steelblue" (<a href="https://www.w3schools.com/colors/colors_names.asp">color names</a>), or a valid hexadecimal color e.g. "#e67700", or any other valid css color string. You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-border-color: gray</code>. Leave empty if you don\'t want a border. ',MD_CSS_NAME:"CSS file",MD_CSS_DESC:`The filename of the CSS to apply to markdown embeds. Provide the filename with extension (e.g. 'md-embed.css'). The css file may also be a plain markdown file (e.g. 'md-embed-css.md'), just make sure the content is written using valid css syntax. If you need to look at the HTML code you are applying the CSS to, then open Obsidian Developer Console (${DEVICE.isIOS||DEVICE.isMacOS?"CMD+OPT+i":"CTRL+SHIFT+i"}) and type in the following command: "ExcalidrawAutomate.mostRecentMarkdownSVG". This will display the most recent SVG generated by Excalidraw. Setting the font-family in the css is has limitations. By default only your operating system's standard fonts are available (see README for details). You can add one custom font beyond that using the setting above. You can override this css setting by adding the following frontmatter-key to the embedded markdown file: "excalidraw-css: css_file_in_vault|css-snippet".`,EMBED_HEAD:"Embedding Excalidraw into your Notes and Exporting",EMBED_DESC:'In the "Embed & Export" settings, you can configure how images and Excalidraw drawings are embedded and exported within your documents. Key settings include choosing the image type for markdown preview (such as Native SVG or PNG), specifying the type of file to insert into the document (original Excalidraw, PNG, or SVG), and managing image caching for embedding in markdown. You can also control image sizing, whether to embed drawings using wiki links or markdown links, and adjust settings related to image themes, background colors, and Obsidian integration. \n    Additionally, there are settings for auto-export, which automatically generates SVG and/or PNG files to match the title of your Excalidraw drawings, keeping them in sync with file renames and deletions.',EMBED_CANVAS:"Obsidian Canvas support",EMBED_CANVAS_NAME:"Immersive embedding",EMBED_CANVAS_DESC:"Hide canvas node border and background when embedding an Excalidraw drawing to Canvas. Note that for a full transparent background for your image, you will still need to configure Excalidraw to export images with transparent background.",EMBED_CACHING:"Image caching",EXPORT_SUBHEAD:"Export Settings",EMBED_SIZING:"Image sizing",EMBED_THEME_BACKGROUND:"Image theme and background color",EMBED_IMAGE_CACHE_NAME:"Cache images for embedding in markdown",EMBED_IMAGE_CACHE_DESC:"Cache images for embedding in markdown. This will speed up the embedding process, but in case you compose images of several sub-component drawings, the embedded image in Markdown won't update until you open the drawing and save it to trigger an update of the cache.",SCENE_IMAGE_CACHE_NAME:"Cache nested Excalidraws in Scene",SCENE_IMAGE_CACHE_DESC:"Cache nested Excalidraws in the Scene for faster scene rendering. This will speed up the rendering process, especially if you have deeply nested Excalidraws in your scene. Excalidraw will try to intelligently identify if any children of a nested Excalidraw have changed and will update the cache accordingly. You may want to turn this off, in case you are suspecting that the cache is not updating properly.",EMBED_IMAGE_CACHE_CLEAR:"Purge Cache",BACKUP_CACHE_CLEAR:"Purge Backups",BACKUP_CACHE_CLEAR_CONFIRMATION:"This action will delete all Excalidraw drawing backups. Backups are used as a safety measure in case your drawing file gets damaged. Each time you open Obsidian the plugin automatically deletes backups for files that no longer exist in your Vault. Are you sure you want to clear all backups?",EMBED_REUSE_EXPORTED_IMAGE_NAME:"If found, use the already exported image for preview",EMBED_REUSE_EXPORTED_IMAGE_DESC:"This setting works in conjunction with the <a href='#Autoexport'>Auto-export SVG/PNG</a> setting. If an exported image that matches the file name of the drawing is available, use that image instead of generating a preview image on the fly. This will result in faster previews especially when you have many embedded objects in the drawing, however, it may happen that your latest changes are not displayed and that the image will not automatically match your Obsidian theme in case you have changed the Obsidian theme since the export was created. This setting only applies to embedding images into markdown documents. For a number of reasons, the same approach cannot be used to expedite the loading of drawings with many embedded objects. See demonstration <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.23' target='_blank'>here</a>.",EMBED_PREVIEW_IMAGETYPE_NAME:"Image type in markdown preview",EMBED_PREVIEW_IMAGETYPE_DESC:"<b><u>Native SVG</u></b>: High Image Quality. Embedded Websites, YouTube videos, Obsidian Links, and external images embedded via a URL will all work. Embedded Obsidian pages will not<br><b><u>SVG Image</u></b>: High Image Quality. Embedded elements and images embedded via URL only have placeholders, links don't work<br><b><u>PNG Image</u></b>: Lower Image Quality, but in some cases better performance with large drawings. Embedded elements and images embedded via URL only have placeholders, links don't work. Also some of the <a href='https://www.youtube.com/watch?v=yZQoJg2RCKI&t=633s' target='_blank'>image block referencing features</a> do not work with PNG embeds.",PREVIEW_MATCH_OBSIDIAN_NAME:"Excalidraw preview to match Obsidian theme",PREVIEW_MATCH_OBSIDIAN_DESC:"Image preview in documents should match the Obsidian theme. If enabled, when Obsidian is in dark mode, Excalidraw images will render in dark mode. When Obsidian is in light mode, Excalidraw will render light mode as well. You may want to switch 'Export image with background' off for a more Obsidian-integrated look and feel.",EMBED_WIDTH_NAME:"Default width of embedded (transcluded) image",EMBED_WIDTH_DESC:"The default width of an embedded drawing. This applies to live preview edit and reading mode, as well as to hover previews. You can specify a custom width when embedding an image using the <code>![[drawing.excalidraw|100]]</code> or <code>[[drawing.excalidraw|100x100]]</code> format.",EMBED_HEIGHT_NAME:"Default height of embedded (transcluded) image",EMBED_HEIGHT_DESC:"The default height of an embedded drawing. This applies to live preview edit and reading mode, as well as to hover previews. You can specify a custom height 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 <a href='#Autoexport'>auto-export PNG / SVG</a> (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_MARKDOWN_COMMENT_NAME:"Embed link to drawing as comment",EMBED_MARKDOWN_COMMENT_DESC:"Embed the link to the original Excalidraw file as a markdown link under the image, e.g.:<code>%%[[drawing.excalidraw]]%%</code>.<br>Instead of adding a markdown comment you may also select the embedded SVG or PNG line and use the command palette action: '<code>Excalidraw: Open Excalidraw drawing</code>' to open the drawing.",EMBED_WIKILINK_NAME:"Embed Drawing using Wiki link",EMBED_WIKILINK_DESC:"<b><u>Toggle ON:</u></b> Excalidraw will embed a [[wiki link]].<br><b><u>Toggle OFF:</u></b> Excalidraw will embed a [markdown](link).",EXPORT_PNG_SCALE_NAME:"PNG export image scale",EXPORT_PNG_SCALE_DESC:"The size-scale of the exported PNG image",EXPORT_BACKGROUND_NAME:"Export image with background",EXPORT_BACKGROUND_DESC:"If turned off, the exported image will be transparent.",EXPORT_PADDING_NAME:"Image Padding",EXPORT_PADDING_DESC:"The padding (in pixels) around the exported SVG or PNG image. Padding is set to 0 for clippedFrame references.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_EMBED_SCENE_NAME:"Embed scene in exported image",EXPORT_EMBED_SCENE_DESC:"Embed Excalidraw scene in exported image. Can be overridden at a file level by adding the <code>excalidraw-export-embed-scene: true/false<code> frontmatter key. The setting only takes effect the next time you (re)open drawings.",EXPORT_HEAD:"Auto-export Settings",EXPORT_SYNC_NAME:"Keep the .SVG and/or .PNG filenames in sync with the drawing file",EXPORT_SYNC_DESC:"When turned on, the plugin will automatically update the filename of the .SVG and/or .PNG files when the drawing in the same folder (and same name) is renamed. The plugin will also automatically delete the .SVG and/or .PNG files when the drawing in the same folder (and same name) is deleted. ",EXPORT_SVG_NAME:"Auto-export SVG",EXPORT_SVG_DESC:"Automatically create an SVG export of your drawing matching the title of your file. The plugin will save the *.SVG file in the same folder as the drawing. Embed the .svg file into your documents instead of Excalidraw making you embeds platform independent. While the auto-export switch is on, this file will get updated every time you edit the Excalidraw drawing with the matching name. You can override this setting on a file level by adding the <code>excalidraw-autoexport</code> frontmatter key. Valid values for this key are <code>none</code>,<code>both</code>,<code>svg</code>, and <code>png</code>.",EXPORT_PNG_NAME:"Auto-export PNG",EXPORT_PNG_DESC:"Same as the auto-export SVG, but for *.PNG",EXPORT_BOTH_DARK_AND_LIGHT_NAME:"Export both dark- and light-themed image",EXPORT_BOTH_DARK_AND_LIGHT_DESC:"When enabled, Excalidraw will export two files instead of one: filename.dark.png, filename.light.png and/or filename.dark.svg and filename.light.svg<br>Double files will be exported both if auto-export SVG or PNG (or both) are enabled, as well as when clicking export on a single image.",COMPATIBILITY_HEAD:"Compatibility features",COMPATIBILITY_DESC:"You should only enable these features if you have a strong reason for wanting to work with excalidraw.com files instead of markdown files. Many of the plugin features are not supported on legacy files. Typical usecase would be if you use set your vault up on top of a Visual Studio Code project folder and you have .excalidraw drawings you want to access from Visual Studio Code as well. Another usecase might be using Excalidraw in Logseq and Obsidian in parallel.",DUMMY_TEXT_ELEMENT_LINT_SUPPORT_NAME:"Linter compatibility",DUMMY_TEXT_ELEMENT_LINT_SUPPORT_DESC:"Excalidraw is sensitive to the file structure below <code># Excalidraw Data</code>. Automatic linting of documents can create errors in Excalidraw Data. While I've made some effort to make the data loading resilient to lint changes, this solution is not foolproof.<br><mark>The best is to avoid liniting or otherwise automatically changing Excalidraw documents using different plugins.</mark><br>Use this setting if for good reasons you have decided to ignore my recommendation and configured linting of Excalidraw files.<br> The <code>## Text Elements</code> section is sensitive to empty lines. A common linting approach is to add an empty line after section headings. In case of Excalidraw this will break/change the first text element in your drawing. To overcome this, you can enable this setting. When enabled, Excalidraw will add a dummy element to the beginning of <code>## Text Elements</code> that the linter can safely modify.",PRESERVE_TEXT_AFTER_DRAWING_NAME:"Zotero and Footnotes compatibility",PRESERVE_TEXT_AFTER_DRAWING_DESC:"Preserve text after the ## Drawing section of the markdown file. This may have a very slight performance impact when saving very large drawings.",DEBUGMODE_NAME:"Enable debug messages",DEBUGMODE_DESC:"I recommend restarting Obsidian after enabling/disabling this setting. This enable debug messages in the console. This is useful for troubleshooting issues. If you are experiencing problems with the plugin, please enable this setting, reproduce the issue, and include the console log in the issue you raise on <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/issues'>GitHub</a>",SLIDING_PANES_NAME:"Sliding panes plugin support",SLIDING_PANES_DESC:"Need to restart Obsidian for this change to take effect.<br>If you use the <a href='https://github.com/deathau/sliding-panes-obsidian' target='_blank'>Sliding Panes plugin</a> you can enable this setting to make Excalidraw drawings work with the Sliding Panes plugin.<br>Note, that Excalidraw Sliding Panes support causes compatibility issues with Obsidian Workspaces.<br>Note also, that the 'Stack Tabs' feature is now available in Obsidian, providing native support for most of the Sliding Panes functionality.",EXPORT_EXCALIDRAW_NAME:"Auto-export Excalidraw",EXPORT_EXCALIDRAW_DESC:"Same as the auto-export SVG, but for *.Excalidraw",SYNC_EXCALIDRAW_NAME:"Sync *.excalidraw with *.md version of the same drawing",SYNC_EXCALIDRAW_DESC:"If the modified date of the *.excalidraw file is more recent than the modified date of the *.md file then update the drawing in the .md file based on the .excalidraw file",COMPATIBILITY_MODE_NAME:"New drawings as legacy files",COMPATIBILITY_MODE_DESC:"⚠️ Enable this only if you know what you are doing. In 99.9% of the cases you DO NOT want this on. By enabling this feature drawings you create with the ribbon icon, the command palette actions, and the file explorer are going to be all legacy *.excalidraw files. This setting will also turn off the reminder message when you open a legacy file for editing.",MATHJAX_NAME:"MathJax (LaTeX) javascript library host",MATHJAX_DESC:"If you are using LaTeX equations in Excalidraw, then the plugin needs to load a javascript library for that. Some users are unable to access certain host servers. If you are experiencing issues, try changing the host here. You may need to restart Obsidian after closing settings, for this change to take effect.",LATEX_DEFAULT_NAME:"Default LaTeX formula for new equations",LATEX_DEFAULT_DESC:"Leave empty if you don't want a default formula. You can add default formatting here such as <code>\\color{white}</code>.",NONSTANDARD_HEAD:"Non-Excalidraw.com supported features",NONSTANDARD_DESC:'These settings in the "Non-Excalidraw.com Supported Features" section provide customization options beyond the default Excalidraw.com features. These features are not available on excalidraw.com. When exporting the drawing to Excalidraw.com these features will appear different.\n    You can configure the number of custom pens displayed next to the Obsidian Menu on the canvas, allowing you to choose from a range of options. Additionally, you can enable a local font option, which adds a local font to the list of fonts on the element properties panel for text elements. ',RENDER_TWEAK_HEAD:"Rendering tweaks",MAX_IMAGE_ZOOM_IN_NAME:"Maximum image zoom in resolution",MAX_IMAGE_ZOOM_IN_DESC:"To save on memory and because Apple Safari (Obsidian on iOS) has some hard-coded limitations, Excalidraw.com limits the max resolution of images and large objects when zooming in. You can override this limitation using a multiplicator. This means you are multiplying the limit set by default in Excalidraw, the larger the multiplier the better the image zoom in resolution will be, and the more memory it will consume. I recommend playing with multiple values for this setting. You know you've hit the wall, when zooming in to a larger PNG image suddenly the image disappears from view. The default value is 1. The setting has no effect on iOS.",CUSTOM_PEN_HEAD:"Custom pens",CUSTOM_PEN_NAME:"Number of custom pens",CUSTOM_PEN_DESC:"You will see these pens next to the Obsidian Menu on the canvas. You can customize the pens on the canvas by long-pressing the pen button.",EXPERIMENTAL_HEAD:"Miscellaneous features",EXPERIMENTAL_DESC:"These miscellaneous features in Excalidraw include options for setting default LaTeX formulas for new equations, enabling a Field Suggester for autocompletion, displaying type indicators for Excalidraw files, enabling immersive image embedding in live preview editing mode, and experimenting with Taskbone Optical Character Recognition for text extraction from images and drawings. Users can also enter a Taskbone API key for extended usage of the OCR service.",EA_HEAD:"Excalidraw Automate",EA_DESC:"ExcalidrawAutomate is a scripting and automation API for Excalidraw. Unfortunately, the documentation of the API is sparse. I recommend reading the <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/docs/API/ExcalidrawAutomate.d.ts'>ExcalidrawAutomate.d.ts</a> file, visiting the <a href='https://zsviczian.github.io/obsidian-excalidraw-plugin/'>ExcalidrawAutomate How-to</a> page - though the information here has not been updated for a long while -, and finally to enable the field suggester below. The field suggester will show you the available functions, their parameters and short description as you type. The field suggester is the most up-to-date documentation of the API.",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.",STARTUP_SCRIPT_NAME:"Startup script",STARTUP_SCRIPT_DESC:"If set, excalidraw will execute the script at plugin startup. This is useful if you want to set any of the Excalidraw Automate hooks. The startup script is a markdown file that should contain the javascript code you want to execute when Excalidraw starts.",STARTUP_SCRIPT_BUTTON_CREATE:"Create startup script",STARTUP_SCRIPT_BUTTON_OPEN:"Open startup script",STARTUP_SCRIPT_EXISTS:"Startup script file already exists",FILETYPE_NAME:"Display type (✏️) for excalidraw.md files in File Explorer",FILETYPE_DESC:"Excalidraw files will receive an indicator using the emoji or text defined in the next setting.",FILETAG_NAME:"Set the type indicator for excalidraw.md files",FILETAG_DESC:"The text or emoji to display as type indicator.",INSERT_EMOJI:"Insert an emoji",LIVEPREVIEW_NAME:"Immersive image embedding in live preview editing mode",LIVEPREVIEW_DESC:"Turn this on to support image embedding styles such as ![[drawing|width|style]] in live preview editing mode. The setting will not affect the currently open documents. You need close the open documents and re-open them for the change to take effect.",FADE_OUT_EXCALIDRAW_MARKUP_NAME:"Fade out Excalidraw markup",FADE_OUT_EXCALIDRAW_MARKUP_DESC:"In Markdown view mode, the section after the markdown comment %% fades out. The text is still there, but the visual clutter is reduced. Note, you can place the %% in the line right above # Text Elements, in this case the entire drawing markdown will fade out including # Text Elements. The side effect is you won't be able to block reference text in other markdown notes, that is after the %% comment section. This is seldom an issue. Should you want to edit the Excalidraw markdown script, simply switch to markdown view mode and temporarily remove the %% comment.",EXCALIDRAW_PROPERTIES_NAME:"Load Excalidraw Properties into Obsidian Suggester",EXCALIDRAW_PROPERTIES_DESC:"Toggle this setting to load Excalidraw document properties into Obsidian's property suggester at plugin startup. Enabling this feature simplifies the use of Excalidraw front matter properties, allowing you to leverage many powerful settings. If you prefer not to load these properties automatically, you can disable this feature, but you will need to manually remove any unwanted properties from the suggester. Note that turning on this setting requires restarting the plugin as properties are loaded at startup.",CUSTOM_FONT_HEAD:"Local font",ENABLE_FOURTH_FONT_NAME:"Enable local font option",ENABLE_FOURTH_FONT_DESC:"Enabling this option will add a local font to the font list in the properties panel for text elements. Be aware that using this local font may compromise platform independence. Files using the custom font might render differently when opened in a different vault or at a later time, depending on the font settings. Additionally, the 4th font will default to the system font on excalidraw.com or other Excalidraw versions.",FOURTH_FONT_NAME:"Local font file",FOURTH_FONT_DESC:"Select a .otf, .ttf, .woff, or .woff2 font file from your vault to use as the local font. If no file is selected, Excalidraw will default to the Virgil font. For optimal performance, it is recommended to use a .woff2 file, as Excalidraw will encode only the necessary glyphs when exporting images to SVG. Other font formats will embed the entire font in the exported file, potentially resulting in significantly larger file sizes.",SCRIPT_SETTINGS_HEAD:"Settings for installed Scripts",SCRIPT_SETTINGS_DESC:"Some of the Excalidraw Automate Scripts include settings. Settings are organized by script. Settings will only become visible in this list after you have executed the newly downloaded script once.",TASKBONE_HEAD:"Taskbone Optical Character Recogntion",TASKBONE_DESC:"This is an experimental integration of optical character recognition into Excalidraw. Please note, that taskbone is an independent external service not provided by Excalidraw, nor the Excalidraw-Obsidian plugin project. The OCR service will grab legible text from freedraw lines and embedded pictures on your canvas and place the recognized text in the frontmatter of your drawing as well as onto clipboard. Having the text in the frontmatter will enable you to search in Obsidian for the text contents of these. Note, that the process of extracting the text from the image is not done locally, but via an online API. The taskbone service stores the image on its servers only as long as necessary for the text extraction. However, if this is a dealbreaker, then please don't use this feature.",TASKBONE_ENABLE_NAME:"Enable Taskbone",TASKBONE_ENABLE_DESC:"By enabling this service your agree to the Taskbone <a href='https://www.taskbone.com/legal/terms/' target='_blank'>Terms and Conditions</a> and the <a href='https://www.taskbone.com/legal/privacy/' target='_blank'>Privacy Policy</a>.",TASKBONE_APIKEY_NAME:"Taskbone API Key",TASKBONE_APIKEY_DESC:"Taskbone offers a free service with a reasonable number of scans per month. If you want to use this feature more frequently, or you want to supoprt the developer of Taskbone (as you can imagine, there is no such thing as 'free', providing this awesome OCR service costs some money to the developer of Taskbone), you can purchase a paid API key from <a href='https://www.taskbone.com/' target='_blank'>taskbone.com</a>. In case you have purchased a key, simply overwrite this auto generated free-tier API-key with your paid key.",HOTKEY_PRESS_COMBO_NANE:"Press your hotkey combination",HOTKEY_PRESS_COMBO_DESC:"Please press the desired key combination",HOTKEY_BUTTON_ADD_OVERRIDE:"Add New Override",HOTKEY_BUTTON_REMOVE:"Remove",SELECT_FILE:"Select a file then press enter.",SELECT_COMMAND:"Select a command then press enter.",SELECT_FILE_WITH_OPTION_TO_SCALE:`Select a file then press ENTER, or SHIFT+${labelMETA()}+ENTER to insert at 100% scale.`,NO_MATCH:"No file matches your query.",NO_MATCHING_COMMAND:"No command matches your query.",SELECT_FILE_TO_LINK:"Select the file you want to insert the link for.",SELECT_COMMAND_PLACEHOLDER:"Select the command you want to insert the link for.",SELECT_DRAWING:"Select the image or drawing you want to insert",TYPE_FILENAME:"Type name of drawing to select.",SELECT_FILE_OR_TYPE_NEW:"Select existing drawing or type name of a new drawing then press Enter.",SELECT_TO_EMBED:"Select the drawing to insert into active document.",SELECT_MD:"Select the markdown document you want to insert",SELECT_PDF:"Select the PDF document you want to insert",PDF_PAGES_HEADER:"Pages to load?",PDF_PAGES_DESC:"Format: 1, 3-5, 7, 9-11",TYPE_SECTION:"Type section name to select.",SELECT_SECTION_OR_TYPE_NEW:"Select existing section or type name of a new section then press Enter.",INVALID_SECTION_NAME:"Invalid section name.",EMPTY_SECTION_MESSAGE:"Type the Section Name and hit enter to create a new Section",INFINITE_LOOP_WARNING:"EXCALIDRAW WARNING\nAborted loading embedded images due to infinite loop in file:\n",SCRIPT_EXECUTION_ERROR:"Script execution error. Please find error message on the developer console.",LOAD_FROM_BACKUP:"Excalidraw file was corrupted. Loading from backup file.",GOTO_FULLSCREEN:"Goto fullscreen mode",EXIT_FULLSCREEN:"Exit fullscreen mode",TOGGLE_FULLSCREEN:"Toggle fullscreen mode",TOGGLE_DISABLEBINDING:"Toggle to invert default binding behavior",TOGGLE_FRAME_RENDERING:"Toggle frame rendering",TOGGLE_FRAME_CLIPPING:"Toggle frame clipping",OPEN_LINK_CLICK:"Open Link",OPEN_LINK_PROPS:"Open the image-link or LaTeX-formula editor",NARROW_TO_HEADING:"Narrow to heading...",NARROW_TO_BLOCK:"Narrow to block...",SHOW_ENTIRE_FILE:"Show entire file",ZOOM_TO_FIT:"Zoom to fit",RELOAD:"Reload original link",OPEN_IN_BROWSER:"Open current link in browser",PROPERTIES:"Properties",COPYCODE:"Copy source to clipboard",ES_TITLE:"Embeddable Element Settings",ES_RENAME:"Rename File",ES_ZOOM:"Embedded Content Scaling",ES_YOUTUBE_START:"YouTube Start Time",ES_YOUTUBE_START_DESC:"ss, mm:ss, hh:mm:ss",ES_YOUTUBE_START_INVALID:"The YouTube Start Time is invalid. Please check the format and try again",ES_FILENAME_VISIBLE:"Filename Visible",ES_BACKGROUND_HEAD:"Embedded note background color",ES_BACKGROUND_MATCH_ELEMENT:"Match Element Background Color",ES_BACKGROUND_MATCH_CANVAS:"Match Canvas Background Color",ES_BACKGROUND_COLOR:"Background Color",ES_BORDER_HEAD:"Embedded note border color",ES_BORDER_COLOR:"Border Color",ES_BORDER_MATCH_ELEMENT:"Match Element Border Color",ES_BACKGROUND_OPACITY:"Background Opacity",ES_BORDER_OPACITY:"Border Opacity",ES_EMBEDDABLE_SETTINGS:"Embeddable Markdown Settings",ES_USE_OBSIDIAN_DEFAULTS:"Use Obsidian Defaults",ES_ZOOM_100_RELATIVE_DESC:"The button will adjust the element scale so it will show the content at 100% relative to the current zoom level of your canvas",ES_ZOOM_100:"Relative 100%",PROMPT_FILE_DOES_NOT_EXIST:"File does not exist. Do you want to create it?",PROMPT_ERROR_NO_FILENAME:"Error: Filename for new file may not be empty",PROMPT_ERROR_DRAWING_CLOSED:"Unknown error. It seems as if your drawing was closed or the drawing file is missing",PROMPT_TITLE_NEW_FILE:"New File",PROMPT_TITLE_CONFIRMATION:"Confirmation",PROMPT_BUTTON_CREATE_EXCALIDRAW:"Create EX",PROMPT_BUTTON_CREATE_EXCALIDRAW_ARIA:"Create Excalidraw drawing and open in new tab",PROMPT_BUTTON_CREATE_MARKDOWN:"Create MD",PROMPT_BUTTON_CREATE_MARKDOWN_ARIA:"Create markdown document and open in new tab",PROMPT_BUTTON_EMBED_MARKDOWN:"Embed MD",PROMPT_BUTTON_EMBED_MARKDOWN_ARIA:"Replace selected element with embedded markdown document",PROMPT_BUTTON_NEVERMIND:"Nevermind",PROMPT_BUTTON_OK:"OK",PROMPT_BUTTON_CANCEL:"Cancel",PROMPT_BUTTON_INSERT_LINE:"Insert new line",PROMPT_BUTTON_INSERT_SPACE:"Insert space",PROMPT_BUTTON_INSERT_LINK:"Insert markdown link to file",PROMPT_BUTTON_UPPERCASE:"Uppercase",PROMPT_SELECT_TEMPLATE:"Select a template",WEB_BROWSER_DRAG_ACTION:"Web Browser Drag Action",LOCAL_FILE_DRAG_ACTION:"OS Local File Drag Action",INTERNAL_DRAG_ACTION:"Obsidian Internal Drag Action",PANE_TARGET:"Link click behavior",DEFAULT_ACTION_DESC:"In case none of the combinations apply the default action for this group is: ",FRAME_SETTINGS_TITLE:"Frame Settings",FRAME_SETTINGS_ENABLE:"Enable Frames",FRAME_SETTIGNS_NAME:"Display Frame Name",FRAME_SETTINGS_OUTLINE:"Display Frame Outline",FRAME_SETTINGS_CLIP:"Enable Frame Clipping",IPM_PAGES_TO_IMPORT_NAME:"Pages to import",IPM_SELECT_PAGES_TO_IMPORT:"Please select pages to import",IPM_ADD_BORDER_BOX_NAME:"Add border box",IPM_ADD_FRAME_NAME:"Add page to frame",IPM_ADD_FRAME_DESC:"For easier handling I recommend to lock the page inside the frame. If, however, you do lock the page inside the frame then the only way to unlock it is to right-click the frame, select remove elements from frame, then unlock the page.",IPM_GROUP_PAGES_NAME:"Group pages",IPM_GROUP_PAGES_DESC:"This will group all pages into a single group. This is recommended if you are locking the pages after import, because the group will be easier to unlock later rather than unlocking one by one.",IPM_SELECT_PDF:"Please select a PDF file"},enGB={},es={},fr={},hi={},id={},it={},ja={},ko={},nl={},no={},pl={},pt={},ptBR={},ro={},ru={},tr={},zhCN={CONVERT_URL_TO_FILE:"从 URL 下载图像到本地",UNZIP_CURRENT_FILE:"解压当前 Excalidraw 文件",ZIP_CURRENT_FILE:"压缩当前 Excalidraw 文件",PUBLISH_SVG_CHECK:"Obsidian Publish：搜索过期的 SVG 和 PNG 导出文件",EMBEDDABLE_PROPERTIES:"Embeddable 元素设置",EMBEDDABLE_RELATIVE_ZOOM:"使元素的缩放等级等于当前画布的缩放等级",OPEN_IMAGE_SOURCE:"打开 Excalidraw 绘图文件",INSTALL_SCRIPT:"安装此脚本",UPDATE_SCRIPT:"有可用更新 - 点击安装",CHECKING_SCRIPT:"检查更新中 - 点击重新安装",UNABLETOCHECK_SCRIPT:"检查更新失败 - 点击重新安装",UPTODATE_SCRIPT:"脚本已是最新 - 点击重新安装",OPEN_AS_EXCALIDRAW:"打开为 Excalidraw 绘图",TOGGLE_MODE:"在 Excalidraw 和 Markdown 模式之间切换",CONVERT_NOTE_TO_EXCALIDRAW:"转换：空白 Markdown 文档 => Excalidraw 绘图文件",CONVERT_EXCALIDRAW:"转换： *.excalidraw => *.md",CREATE_NEW:"新建绘图文件",CONVERT_FILE_KEEP_EXT:"转换：*.excalidraw => *.excalidraw.md",CONVERT_FILE_REPLACE_EXT:"转换：*.excalidraw => *.md (兼容 Logseq)",DOWNLOAD_LIBRARY:"导出 stencil 库为 *.excalidrawlib 文件",OPEN_EXISTING_NEW_PANE:"打开已有的绘图 - 于新面板",OPEN_EXISTING_ACTIVE_PANE:"打开已有的绘图 - 于当前面板",TRANSCLUDE:"嵌入绘图（形如 ![[drawing]]）到当前 Markdown 文档中",TRANSCLUDE_MOST_RECENT:"嵌入最近编辑过的绘图（形如 ![[drawing]]）到当前 Markdown 文档中",TOGGLE_LEFTHANDED_MODE:"切换为左手模式",TOGGLE_SPLASHSCREEN:"在新绘图中显示启动画面",FLIP_IMAGE:"打开当前所选 excalidraw 图像的“背景笔记”",NEW_IN_NEW_PANE:"新建绘图 - 于新面板",NEW_IN_NEW_TAB:"新建绘图 - 于新页签",NEW_IN_ACTIVE_PANE:"新建绘图 - 于当前面板",NEW_IN_POPOUT_WINDOW:"新建绘图 - 于新窗口",NEW_IN_NEW_PANE_EMBED:"新建绘图 - 于新面板 - 并将其嵌入（形如 ![[drawing]]）到当前 Markdown 文档中",NEW_IN_NEW_TAB_EMBED:"新建绘图 - 于新页签 - 并将其嵌入（形如 ![[drawing]]）到当前 Markdown 文档中",NEW_IN_ACTIVE_PANE_EMBED:"新建绘图 - 于当前面板 - 并将其嵌入（形如 ![[drawing]]）到当前 Markdown 文档中",NEW_IN_POPOUT_WINDOW_EMBED:"新建绘图 - 于新窗口 - 并将其嵌入（形如 ![[drawing]]）到当前 Markdown 文档中",TOGGLE_LOCK:"文本元素：原文模式（RAW）⟺ 预览模式（PREVIEW）",DELETE_FILE:"从库中删除所选图像（或以图像形式嵌入绘图中的 Markdown）的源文件",COPY_ELEMENT_LINK:"复制所选元素的链接（形如 [[file#^id]]]）",COPY_DRAWING_LINK:"复制绘图的嵌入链接（形如 ![[darwing]]）",INSERT_LINK_TO_ELEMENT:`复制所选元素为内部链接（形如 [[file#^id]] ）。\n按住 ${labelCTRL()} 可复制元素所在分组为内部链接（形如 [[file#^group=id]] ）。\n按住 SHIFT 可复制所选元素所在区域为内部链接（形如 [[file#^area=id]] ）。`,INSERT_LINK_TO_ELEMENT_GROUP:"复制所选元素所在分组为嵌入链接（形如 ![[file#^group=id]] ）",INSERT_LINK_TO_ELEMENT_AREA:"复制所选元素所在区域为嵌入链接（形如 ![[file#^area=id]] ）",INSERT_LINK_TO_ELEMENT_FRAME:"复制所选框架为嵌入链接（形如 ![[file#^frame=id]] ）",INSERT_LINK_TO_ELEMENT_FRAME_CLIPPED:"复制所选框架（内容）为嵌入链接（形如 ![[file#^clippedframe=id]] ）",INSERT_LINK_TO_ELEMENT_NORMAL:"复制所选元素为内部链接（形如 [[file#^id]] ）",INSERT_LINK_TO_ELEMENT_ERROR:"未选择画布里的单个元素",INSERT_LINK_TO_ELEMENT_READY:"链接已生成并复制到剪贴板",INSERT_LINK:"插入任意文件（以内部链接形式嵌入，形如 [[drawing]] ）到当前绘图中",INSERT_COMMAND:"插入 Obsidian 命令（以内部链接形式嵌入）到当前绘图中",INSERT_IMAGE:"插入图像或 Excalidraw 绘图（以图像形式嵌入）到当前绘图中",IMPORT_SVG:"从 SVG 文件导入图形元素到当前绘图中（暂不支持文本元素）",IMPORT_SVG_CONTEXTMENU:"转换 SVG 到线条 - 有限制",INSERT_MD:"插入 Markdown 文档（以图像形式嵌入）到当前绘图中",INSERT_PDF:"插入 PDF 文档（以图像形式嵌入）到当前绘图中",UNIVERSAL_ADD_FILE:"插入任意文件（以交互形式嵌入，或者以图像形式嵌入）到当前绘图中",INSERT_CARD:"插入“背景笔记”卡片",CONVERT_CARD_TO_FILE:"将“背景笔记”卡片保存到文件",ERROR_TRY_AGAIN:"请重试。",PASTE_CODEBLOCK:"粘贴代码块",INSERT_LATEX:"插入 LaTeX 公式（例如：\\binom{n}{k} = \\frac{n!}{k!(n-k)!}）。",ENTER_LATEX:"输入 LaTeX 表达式",READ_RELEASE_NOTES:"阅读本插件的更新说明",RUN_OCR:"OCR 完整画布：识别涂鸦和图片里的文本并复制到剪贴板和文档属性中",RERUN_OCR:"重新运行 OCR 完整画笔：识别涂鸦和图片里的文本并复制到剪贴板和文档属性中",RUN_OCR_ELEMENTS:"OCR 选中的元素：识别涂鸦和图片里的文本并复制到剪贴板",TRAY_MODE:"绘图工具属性页：面板模式 ⟺ 托盘模式",SEARCH:"搜索文本",CROP_PAGE:"对所选页面裁剪并添加蒙版",CROP_IMAGE:"对图片裁剪并添加蒙版",ANNOTATE_IMAGE:"在 Excalidraw 中标注图像",INSERT_ACTIVE_PDF_PAGE_AS_IMAGE:"将当前激活的的 PDF 页面作为图片插入",RESET_IMG_TO_100:"重置图像元素的尺寸为 100%",RESET_IMG_ASPECT_RATIO:"重置所选图像元素的纵横比",TEMPORARY_DISABLE_AUTOSAVE:"临时禁用自动保存功能，直到本次 Obsidian 退出（小白慎用！）",TEMPORARY_ENABLE_AUTOSAVE:"启用自动保存功能",NO_SEARCH_RESULT:"在绘图中未找到匹配的元素",FORCE_SAVE_ABORTED:"自动保存被中止，因为文件正在保存中",LINKLIST_SECOND_ORDER_LINK:"二级链接",MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT_TITLE:"自定义嵌入文件链接",MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT:"请不要在文件名周围添加 [[方括号]]！<br>对于 markdown 图像，在编辑链接时请遵循以下格式：<mark>文件名#^块引用|宽度x最大高度</mark><br>您可以通过在链接末尾添加 <code>|100%</code> 来将 Excalidraw 图像锚定为 100% 的大小。<br>您可以通过将 <code>#page=1</code> 更改为 <code>#page=2</code> 等来更改 PDF 页码。<br>PDF 矩形裁剪值为：<code>左, 下, 右, 上</code>。例如：<code>#rect=0,0,500,500</code><br>",FRAME_CLIPPING_ENABLED:"渲染框架：已启用",FRAME_CLIPPING_DISABLED:"渲染框架：已禁用",ARROW_BINDING_INVERSE_MODE:"反转模式：默认方向按键已禁用。需要时请使用 Ctrl/CMD 临时启用。",ARROW_BINDING_NORMAL_MODE:"正常模式：方向键已启用。需要时请使用 Ctrl/CMD 临时禁用。",EXPORT_FILENAME_PROMPT:"请提供文件名",EXPORT_FILENAME_PROMPT_PLACEHOLDER:"请输入文件名，留空以取消操作",WARNING_SERIOUS_ERROR:"警告：Excalidraw 遇到了未知的问题!\n\n您最近的更改可能无法保存。\n\n为了安全起见，请按以下步骤操作：\n1) 使用 Ctrl/CMD+A 选择您的绘图，然后使用 Ctrl/CMD+C 进行复制。\n2) 然后在新窗格中，通过 Ctrl/CMD 点击 Excalidraw 功能区按钮创建一个空白绘图。\n3) 最后，使用 Ctrl/CMD+V 将您的作品粘贴到新文档中。",ARIA_LABEL_TRAY_MODE:"托盘模式提供了一个更宽敞的画布空间",MASK_FILE_NOTICE:"这是一个蒙版图像。长按本提示来观看视频讲解。",INSTALL_SCRIPT_BUTTON:"安装或更新 Excalidraw 脚本",OPEN_AS_MD:"打开为 Markdown 文档",EXPORT_IMAGE:"导出为图像",OPEN_LINK:"打开所选元素里的链接 \n（按住 Shift 在新面板打开）",EXPORT_EXCALIDRAW:"导出为 .excalidraw 文件（旧版绘图文件格式）",LINK_BUTTON_CLICK_NO_TEXT:"请选择一个包含内部或外部链接的元素。\n",LINEAR_ELEMENT_LINK_CLICK_ERROR:"箭头和线元素的链接无法通过 "+labelCTRL()+" + 点击元素来导航，因为这也会激活线编辑器。\n请使用右键上下文菜单打开链接，或点击元素右上角的链接指示器。\n",FILENAME_INVALID_CHARS:'文件名不能含有以下符号： * " \\  < > : | ? #',FORCE_SAVE:"保存（同时更新嵌入了该绘图的 Markdown 文档）",RAW:"文本元素正以原文（RAW）模式显示链接。\n点击切换到预览（PREVIEW）模式",PARSED:"文本元素正以预览（PREVIEW）模式显示链接。\n点击切换到原文（RAW）模式",NOFILE:"Excalidraw（没有文件）",COMPATIBILITY_MODE:"*.excalidraw 是兼容旧版的绘图文件格式。需要转换为新格式才能解锁本插件的全部功能。",CONVERT_FILE:"转换为新格式",BACKUP_AVAILABLE:"加载绘图文件时出错，可能是由于 Obsidian 在上次保存时意外退出了（手机上更容易发生这种意外）。<br><br><b>好消息：</b>这台设备上存在备份。您是否想要恢复本设备上的备份？<br><br>（我建议您先尝试在最近使用过的其他设备上打开该绘图，以检查是否有更新的备份。）",BACKUP_RESTORED:"已恢复备份",CACHE_NOT_READY:"抱歉，加载绘图文件时出错。<br><br><mark>现在有耐心，将来更省心。</mark><br><br>该插件有备份机制，但您似乎刚刚打开 Obsidian，需要等待一分钟或更长的时间来读取缓存。缓存读取完毕时，您将会在右上角收到提示。<br><br>请点击 OK 并耐心等待缓存，或者选择点击取消后手动修复你的文件。<br>",OBSIDIAN_TOOLS_PANEL:"Obsidian 工具面板",ERROR_SAVING_IMAGE:"获取图像时发生未知错误。可能是由于某种原因，图像不可用或拒绝了 Obsidian 的获取请求。",WARNING_PASTING_ELEMENT_AS_TEXT:"你不能将 Excalidraw 元素粘贴为文本元素！",USE_INSERT_FILE_MODAL:"使用“插入任意文件”功能来嵌入 Markdown 文档",RECURSIVE_INSERT_ERROR:"你不能将图像的一部分嵌入到此图像中，因为这可能导致无限循环。",CONVERT_TO_MARKDOWN:"转存为 Markdown 文档（并嵌入为 MD-Embeddable）",SELECT_TEXTELEMENT_ONLY:"只选择文本元素（非容器）",REMOVE_LINK:"移除文字元素链接",LASER_ON:"启用激光笔",LASER_OFF:"关闭激光笔",WELCOME_RANK_NEXT:"张绘图之后，可以到达下一等级！",WELCOME_RANK_LEGENDARY:"您已是绘图大师，请续写传奇~",WELCOME_COMMAND_PALETTE:'在命令面板中输入 "Excalidraw"',WELCOME_OBSIDIAN_MENU:"探索右上角的 Obsidian 菜单",WELCOME_SCRIPT_LIBRARY:"访问脚本库",WELCOME_HELP_MENU:"在汉堡菜单（三横线）中寻找帮助",WELCOME_YOUTUBE_ARIA:"可视化个人知识管理的 YouTube 频道",WELCOME_YOUTUBE_LINK:"查看可视化个人知识管理的 YouTube 频道",WELCOME_DISCORD_ARIA:"加入 Discord 服务器",WELCOME_DISCORD_LINK:"加入 Discord 服务器",WELCOME_TWITTER_ARIA:"在 Twitter 上关注我",WELCOME_TWITTER_LINK:"在 Twitter 上关注我",WELCOME_LEARN_ARIA:"学习“可视化个人知识管理”（Visual PKM）",WELCOME_LEARN_LINK:"报名加入视觉思维工作坊",WELCOME_DONATE_ARIA:"捐赠以支持 Excalidraw-Obsidian",WELCOME_DONATE_LINK:"感谢并支持此插件。",SAVE_IS_TAKING_LONG:"保存您之前的文件花费的时间较长，请稍候...",SAVE_IS_TAKING_VERY_LONG:"为了更好的性能，请考虑将大型绘图拆分成几个较小的文件。",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）。",BASIC_HEAD:"基本",BASIC_DESC:"包括：更新说明，更新提示，新绘图文件、模板文件、脚本文件的存储路径等的设置。",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。",CROP_PREFIX_NAME:"剪贴文件的前缀",CROP_PREFIX_DESC:"当剪贴图片进来时保存的文件名的前缀。 留空则使用 'cropped_'",ANNOTATE_PREFIX_NAME:"标注文件的前缀",ANNOTATE_PREFIX_DESC:"在标注图像时创建新绘图的文件名的第一部分。留空则使用'annotated_'",ANNOTATE_PRESERVE_SIZE_NAME:"在标注时保留图像尺寸",ANNOTATE_PRESERVE_SIZE_DESC:"当在 Markdown 中标注图像时，替换后的图像链接将包含原始图像的宽度。",CROP_FOLDER_NAME:"剪贴文件文件夹",CROP_FOLDER_DESC:"剪贴图像时创建新绘图的默认存储路径。如果留空，将按照 Vault 附件设置创建。",ANNOTATE_FOLDER_NAME:"图片标注文件文件夹",ANNOTATE_FOLDER_DESC:"创建图片标注是的默认存储路径。如果留空，将按照 Vault 附件设置创建。",FOLDER_EMBED_NAME:"将 Excalidraw 文件夹用于“新建绘图”系列命令",FOLDER_EMBED_DESC:"在命令面板中执行“新建绘图”系列命令时，新建的绘图文件的存储路径。<br><b>开启：</b>使用上面的 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（文件夹）的存储路径。<br><b>模板文件：</b>比如：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）。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。<br><b>模板文件夹：</b> 你还可以将文件夹设置为模板。 在这种情况下，创建新绘图时将提示您选择使用哪个模板。<br><b>专业提示：</b> 如果您正在使用 Obsidian Templater 插件，您可以将 Templater 代码添加到不同的Excalidraw 模板中，以自动配置您的绘图",SCRIPT_FOLDER_NAME:"Excalidraw 自动化脚本的文件夹（大小写敏感！）",SCRIPT_FOLDER_DESC:"此文件夹用于存放 Excalidraw 自动化脚本。您可以在 Obsidian 命令面板中执行这些脚本，还可以为喜欢的脚本分配快捷键，就像为其他 Obsidian 命令分配快捷键一样。<br>该项不能设为库的根目录。",AI_HEAD:"AI（实验性）",AI_DESC:"OpenAI GPT API 的设置。 目前 OpenAI API 还处于测试中，您需要在自己的。OpenAI 账户中充值至少 5 美元后才能生成 API key，然后就可以在 Excalidraw 中配置并使用 AI。",AI_OPENAI_TOKEN_NAME:"OpenAI API key",AI_OPENAI_TOKEN_DESC:"您可以访问您的<a href='https://platform.openai.com/api-keys'> OpenAI 账户</a>来获取自己的 OpenAI API key。",AI_OPENAI_TOKEN_PLACEHOLDER:"OpenAI API key",AI_OPENAI_DEFAULT_MODEL_NAME:"默认的文本 AI 模型",AI_OPENAI_DEFAULT_MODEL_DESC:"使用哪个 AI 模型来生成文本。请填写有效的 OpenAI 模型名称。您可访问<a href='https://platform.openai.com/docs/models'> OpenAI 网站</a>了解更多模型信息。",AI_OPENAI_DEFAULT_MODEL_PLACEHOLDER:"gpt-3.5-turbo-1106",AI_OPENAI_DEFAULT_IMAGE_MODEL_NAME:"默认的图像 AI 模型",AI_OPENAI_DEFAULT_IMAGE_MODEL_DESC:"使用哪个 AI 模型来生成图像（在编辑和调整图像时会强制使用 dall-e-2 模型，因为目前只有该模型支持编辑和调整图像）。请填写有效的 OpenAI 模型名称。您可访问<a href='https://platform.openai.com/docs/models'>OpenAI 网站</a>了解更多模型信息。",AI_OPENAI_DEFAULT_IMAGE_MODEL_PLACEHOLDER:"dall-e-3",AI_OPENAI_DEFAULT_VISION_MODEL_NAME:"默认的 AI 视觉模型",AI_OPENAI_DEFAULT_VISION_MODEL_DESC:"根据文本生成图像时，使用哪个 AI 视觉模型。请填写有效的 OpenAI 模型名称。您可访问<a href='https://platform.openai.com/docs/models'> OpenAI 网站</a>了解更多模型信息。",AI_OPENAI_DEFAULT_API_URL_NAME:"OpenAI API URL",AI_OPENAI_DEFAULT_API_URL_DESC:"默认的 OpenAI API URL。请填写有效的 OpenAI API URL。Excalidraw 会通过该 URL 发送 API 请求给 OpenAI。我没有对此选项做任何错误处理，请谨慎修改。",AI_OPENAI_DEFAULT_IMAGE_API_URL_NAME:"OpenAI 图像生成 API URL",AI_OPENAI_DEFAULT_VISION_MODEL_PLACEHOLDER:"输入你的默认 AI 模型名称，例如：gpt-4o",SAVING_HEAD:"保存",SAVING_DESC:"包括：压缩，自动保存的时间间隔，文件的命名格式和扩展名等的设置。",COMPRESS_NAME:"压缩 Excalidraw JSON",COMPRESS_DESC:"Excalidraw 绘图文件默认将元素记录为 JSON 格式。开启此项，可将元素的 JSON 数据以 BASE64 编码（使用 <a href='https://pieroxy.net/blog/pages/lz-string/index.html'>LZ-String</a> 算法）。这样做的好处是：一方面可以避免原来的明文 JSON 数据干扰 Obsidian 的文本搜索结果，另一方面减小了绘图文件的体积。<br>当您通过功能区按钮或命令将绘图切换成 Markdown 模式时，数据将被解码回 JSON 格式以便阅读和编辑；而当您切换回 Excalidraw 模式时，数据就会被再次编码。<br>开启此项后，对于之前已存在但未压缩的绘图文件，需要重新打开并保存才能生效。",DECOMPRESS_FOR_MD_NAME:"在 Markdown 视图中解压缩 Excalidraw JSON",DECOMPRESS_FOR_MD_DESC:"通过启用此功能，Excalidraw 将在切换到 Markdown 视图时自动解压缩绘图 JSON。这将使您能够轻松阅读和编辑 JSON 字符串。一旦您切换回 Excalidraw 视图并保存绘图（Ctrl+S），绘图将再次被压缩。<br>我建议关闭此功能，因为这可以获得更小的文件尺寸，并避免在 Obsidian 搜索中出现不必要的结果。 您始终可以使用命令面板中的“Excalidraw: 解压缩当前 Excalidraw 文件”命令在需要阅读或编辑时手动解压缩绘图 JSON。",AUTOSAVE_INTERVAL_DESKTOP_NAME:"桌面端自动保存时间间隔",AUTOSAVE_INTERVAL_DESKTOP_DESC:"每隔多长时间自动保存一次（如果绘图文件没有发生改变，将不会保存）。当 Obsidian 应用内的焦点离开活动文档（如关闭工作空间、点击菜单栏、切换到其他页签或面板等）的时候，也会触发自动保存。直接退出 Obsidian 应用（不管是终结进程还是点关闭按钮）不会触发自动保存。",AUTOSAVE_INTERVAL_MOBILE_NAME:"移动端自动保存时间间隔",AUTOSAVE_INTERVAL_MOBILE_DESC:"建议在移动端设置更短的时间间隔。当 Obsidian 应用内的焦点离开活动文档（如关闭工作空间、点击菜单栏、切换到其他页签或面板等）的时候，也会触发自动保存。直接退出 Obsidian 应用（在应用切换器中划掉）不会触发自动保存。此外，当您切换到其他应用时，有时候系统会自动清理 Obsidian 后台以释放资源。这种情况下，自动保存会失效。",FILENAME_HEAD:"文件名",FILENAME_DESC:"<p>点击阅读<a href='https://momentjs.com/docs/#/displaying/format/'>日期和时间格式参考</a>。</p>",FILENAME_SAMPLE:"“新建绘图”系列命令创建的文件名形如：",FILENAME_EMBED_SAMPLE:"“新建绘图并嵌入到当前 Markdown 文档中”系列命令创建的文件名形如：",FILENAME_PREFIX_NAME:"“新建绘图”系列命令创建的文件名前缀",FILENAME_PREFIX_DESC:"执行“新建绘图”系列命令时，创建的绘图文件名的第一部分",FILENAME_PREFIX_EMBED_NAME:"“新建绘图并嵌入到当前 Markdown 文档中”系列命令创建的文件名前缀",FILENAME_PREFIX_EMBED_DESC:"执行“新建绘图并嵌入到当前 Markdown 文档中”系列命令时，创建的绘图文件名是否以当前文档名作为前缀？<br><b>开启：</b>是<br><b>关闭：</b>否",FILENAME_POSTFIX_NAME:"“新建绘图并嵌入到当前 Markdown 文档中”系列命令创建的文件名的中间部分",FILENAME_POSTFIX_DESC:"介于文件名前缀和日期时间之间的文本。仅对“新建绘图并嵌入到当前 Markdown 文档中”系列命令创建的绘图生效。",FILENAME_DATE_NAME:"文件名里的日期时间",FILENAME_DATE_DESC:"文件名的最后一部分。允许留空。",FILENAME_EXCALIDRAW_EXTENSION_NAME:"文件扩展名（.excalidraw.md 或 .md）",FILENAME_EXCALIDRAW_EXTENSION_DESC:"该选项在兼容模式（即非 Excalidraw 专用 Markdown 文件）下不会生效。<br><b>开启：</b>使用 .excalidraw.md 作为扩展名。<br><b>关闭：</b>使用 .md 作为扩展名。",DISPLAY_HEAD:"界面 & 行为",DISPLAY_DESC:"包括：左手模式，主题匹配，缩放，激光笔工具，修饰键等的设置。",DYNAMICSTYLE_NAME:"动态样式",DYNAMICSTYLE_DESC:"根据画布颜色自动调节 Excalidraw 界面颜色",LEFTHANDED_MODE_NAME:"左手模式",LEFTHANDED_MODE_DESC:"目前只在托盘模式下生效。若开启此项，则托盘（绘图工具属性页）将位于右侧。<br><b>开启：</b>左手模式。<br><b>关闭：</b>右手模式。",IFRAME_MATCH_THEME_NAME:"使 Embeddable 匹配 Excalidraw 主题",IFRAME_MATCH_THEME_DESC:"<b>开启：</b>当 Obsidian 和 Excalidraw 一个使用黑暗主题、一个使用明亮主题时，开启此项后，以交互形式嵌入到绘图中的元素（Embeddable） 将会匹配 Excalidraw 主题。<br><b>关闭：</b>如果您想要 Embeddable 匹配 Obsidian 主题，请关闭此项。",MATCH_THEME_NAME:"使新建的绘图匹配 Obsidian 主题",MATCH_THEME_DESC:"如果 Obsidian 使用黑暗主题，新建的绘图文件也将使用黑暗主题。<br>但是若设置了模板，新建的绘图文件将跟随模板主题；另外，此功能不会作用于已有的绘图。<br><b>开启：</b>跟随 Obsidian 主题风格。<br><b>关闭：</b>跟随模板主题风格。",MATCH_THEME_ALWAYS_NAME:"使已有的绘图匹配 Obsidian 主题",MATCH_THEME_ALWAYS_DESC:"如果 Obsidian 使用黑暗主题，则绘图文件也将以黑暗主题打开；反之亦然。<br><b>开启：</b>匹配 Obsidian 主题风格。<br><b>关闭：</b>采用上次保存时的主题风格。",MATCH_THEME_TRIGGER_NAME:"Excalidraw 主题跟随 Obsidian 主题变化",MATCH_THEME_TRIGGER_DESC:"开启此项，则切换 Obsidian 的黑暗/明亮主题时，已打开的 Excalidraw 面板的主题会随之改变。<br><b>开启：</b>跟随主题变化。<br><b>关闭：</b>不跟随主题变化。",DEFAULT_OPEN_MODE_NAME:"Excalidraw 的默认运行模式",DEFAULT_OPEN_MODE_DESC:"设置 Excalidraw 的运行模式：普通模式（Normal）/禅模式（Zen）/阅读模式（View）。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-default-mode: normal/zen/view</code> 的键值对。",DEFAULT_PEN_MODE_NAME:"触控笔模式（Pen mode）",DEFAULT_PEN_MODE_DESC:"打开绘图时，是否自动开启触控笔模式？",DISABLE_DOUBLE_TAP_ERASER_NAME:"启用手写模式下的双击橡皮擦功能",SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_NAME:"在触控笔模式下显示十字准星（+）",SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_DESC:"在触控笔模式下使用涂鸦功能会显示十字准星 <b><u>打开:</u></b> 显示 <b><u>关闭:</u></b> 隐藏<br>效果取决于设备。十字准星通常在绘图板、MS Surface 上可见。但在 iOS 上不可见。",SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_NAME:"在鼠标悬停预览时将 Excalidraw 文件渲染文图片",SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_DESC:"...即使文件具有 `<b>excalidraw-open-md: true</b>` frontmatter 属性。<br>当此设置关闭且文件默认设置为以 md 格式打开时，悬停预览将显示文档的 Markdown 部分（背景笔记）。",SHOW_DRAWING_OR_MD_IN_READING_MODE_NAME:"Excalidraw 文件在 Markdown 阅读模式下渲染为图片",SHOW_DRAWING_OR_MD_IN_READING_MODE_DESC:"当您处于 Markdown 阅读模式（即查看绘图的背景笔记）时，Excalidraw 绘图是否应该渲染为图像？此设置不会影响您在 Excalidraw 模式下的绘图显示，或者在将绘图嵌入 Markdown 文档时，或在渲染悬停预览时。<br><ul><li>请参阅下面‘嵌入和导出’部分的 <a href='#PDFExport'>PDF 导出</a> 相关设置。</li></ul><br>您必须关闭当前的 Excalidraw/Markdown 文件并重新打开，以使此更改生效。",SHOW_DRAWING_OR_MD_IN_EXPORTPDF_NAME:"在将 Excalidraw 文件导出为 PDF 时将文件渲染为图像",SHOW_DRAWING_OR_MD_IN_EXPORTPDF_DESC:"处于 Markdown 视图模式时，此设置控制 Excalidraw 在使用 Obsidian 的 <b>导出为 PDF</b> 功能时，将 Excalidraw 文件导出为 PDF 的行为。<br><ul><li>当 <b>启用</b> 时，PDF 将仅显示 Excalidraw 绘图；</li><li>当 <b>禁用</b> 时，PDF 将显示文档的 Markdown 部分（背景笔记）。</li></ul>请参阅上面‘外观和行为’部分的 <<a href='#MDReadingMode'>>Markdown 阅读模式</a> 相关设置。⚠️ 注意，您必须关闭当前的 Excalidraw/Markdown 文件并重新打开，以使此更改生效。⚠️",HOTKEY_OVERRIDE_HEAD:"热键覆盖",HOTKEY_OVERRIDE_DESC:`一些 Excalidraw 的热键，例如 ${labelCTRL()}+Enter 用于编辑文本，或 ${labelCTRL()}+K 用于创建元素链接。与 Obsidian 的热键设置发生冲突。您在下面添加的热键组合将在使用 Excalidraw 时覆盖 Obsidian 的热键设置，因此如果您希望在 Excalidraw 中默认选择“组合对象”，而不是打开“图形视图”，您可以添加 ${labelCTRL()}+G。`,THEME_HEAD:"主题和样式",ZOOM_HEAD:"缩放",DEFAULT_PINCHZOOM_NAME:"允许在触控笔模式下进行双指缩放",DEFAULT_PINCHZOOM_DESC:"在触控笔模式下使用自由画笔工具时，双指缩放可能造成干扰。<br><b>开启:：</b>允许在触控笔模式下进行双指缩放<br><b>关闭： </b>禁止在触控笔模式下进行双指缩放",DEFAULT_WHEELZOOM_NAME:"鼠标滚轮缩放页面",DEFAULT_WHEELZOOM_DESC:`<b>开启：</b>鼠标滚轮为缩放页面，${labelCTRL()}+鼠标滚轮为滚动页面</br><b>关闭：</b>鼠标滚轮为滚动页面，${labelCTRL()}+鼠标滚轮为缩放页面`,ZOOM_TO_FIT_NAME:"调节面板尺寸后自动缩放页面",ZOOM_TO_FIT_DESC:"调节面板尺寸后，自适应地缩放页面<br><b>开启：</b>自动缩放。<br><b>关闭：</b>禁用自动缩放。",ZOOM_TO_FIT_ONOPEN_NAME:"打开绘图时自动缩放页面",ZOOM_TO_FIT_ONOPEN_DESC:"打开绘图文件时，自适应地缩放页面<br><b>开启：</b>自动缩放。<br><b>关闭：</b>禁用自动缩放。",ZOOM_TO_FIT_MAX_LEVEL_NAME:"自动缩放的最高级别",ZOOM_TO_FIT_MAX_LEVEL_DESC:"自动缩放画布时，允许放大的最高级别。该值不能低于 0.5（50%）且不能超过 10（1000%）。",GRID_HEAD:"网格",GRID_DYNAMIC_COLOR_NAME:"动态网格颜色",GRID_DYNAMIC_COLOR_DESC:"<b><u>开启：</u></b>更改网格颜色以匹配画布颜色<br><b><u>关闭：</u></b>将以下颜色用作网格颜色",GRID_COLOR_NAME:"网格颜色",GRID_OPACITY_NAME:"网格透明度",GRID_OPACITY_DESC:"网格透明度还将控制将箭头绑定到元素时绑定框的透明度。<br>设置网格的不透明度。 0 表示完全透明，100 表示完全不透明。",LASER_HEAD:"激光笔工具（更多工具 > 激光笔）",LASER_COLOR:"激光笔颜色",LASER_DECAY_TIME_NAME:"激光笔消失时间",LASER_DECAY_TIME_DESC:"单位是毫秒，默认是 1000（即 1 秒）。",LASER_DECAY_LENGTH_NAME:"激光笔轨迹长度",LASER_DECAY_LENGTH_DESC:"默认是 50。",LINKS_HEAD:"链接 & 以内部链接形式嵌入到绘图中的 Markdown 文档（MD-Transclusion）& 待办任务（Todo）",LINKS_HEAD_DESC:"包括：链接的打开和显示，MD-Transclusion 的显示，Todo 的显示等设置。",LINKS_DESC:`按住 ${labelCTRL()} 并点击包含 <code>[[链接]]</code> 的文本元素可以打开其中的链接。如果所选文本元素包含多个 <code>[[有效的内部链接]]</code> ，只会打开第一个链接；如果所选文本元素包含有效的 URL 链接（如 <code>https://</code> 或 <code>http://</code>），插件会在浏览器中打开链接。<br>链接的源文件被重命名时，绘图中相应的 <code>[[内部链接]]</code> 也会同步更新。若您不愿绘图中的链接外观因此而变化，可使用 <code>[[内部链接|别名]]</code>。`,DRAG_MODIFIER_NAME:"修饰键",DRAG_MODIFIER_DESC:"在您按住点击链接或拖放元素时，可以触发某些行为。您可以为这些行为添加修饰键。Excalidraw 不会检查您的设置是否合理，因此请谨慎设置，避免冲突。以下选项在苹果和非苹果设备上区别很大，如果您在多个硬件平台上使用 Obsidian，需要分别进行设置。选项里的 4 个开关依次代表 "+(DEVICE.isIOS||DEVICE.isMacOS?"Shift, CMD, OPT, CONTROL.":"Shift, Ctrl, Alt, META (Win 键)。"),LONG_PRESS_DESKTOP_NAME:"长按打开（电脑端）",LONG_PRESS_DESKTOP_DESC:"长按(以毫秒为单位)打开在 Markdown 文件中嵌入的 Excalidraw 绘图。",LONG_PRESS_MOBILE_NAME:"长按打开（移动端）",LONG_PRESS_MOBILE_DESC:"长按(以毫秒为单位)打开在 Markdown 文件中嵌入的 Excalidraw 绘图。",FOCUS_ON_EXISTING_TAB_NAME:"聚焦于当前标签页",FOCUS_ON_EXISTING_TAB_DESC:"当打开一个链接时，如果该文件已经打开，Excalidraw 将会聚焦到现有的标签页上 启用这个设置会在文件已经打开的情况下覆盖“重用相邻窗格”的设置。",SECOND_ORDER_LINKS_NAME:"显示二级链接",SECOND_ORDER_LINKS_DESC:"在 Excalidraw 中点击链接时显示链接。二级链接是指指向被点击链接的反向链接当使用图标连接相似的笔记时，二级链接可以让你直接到达相关笔记，而不需要两次点击。请观看 <a href='https://youtube.com/shorts/O_1ls9c6wBY?feature=share'>这个 YouTube Shorts 视频</a> 以了解更多信息。",ADJACENT_PANE_NAME:"在相邻面板中打开",ADJACENT_PANE_DESC:`按住 ${labelCTRL()}+SHIFT 并点击绘图里的内部链接时，插件默认会在新面板中打开该链接。<br>若开启此项，Excalidraw 会先尝试寻找已有的相邻面板（按照右侧、左侧、上方、下方的顺序），并在其中打开该链接。如果找不到，再在新面板中打开。`,MAINWORKSPACE_PANE_NAME:"在主工作区中打开",MAINWORKSPACE_PANE_DESC:`按住 ${labelCTRL()}+SHIFT 并点击绘图里的内部链接时，插件默认会在当前窗口的新面板中打开该链接。<br>若开启此项，Excalidraw 会在主工作区的面板中打开该链接。`,LINK_BRACKETS_NAME:"在链接的两侧显示 <code>[[中括号]]</code>",LINK_BRACKETS_DESC:`文本元素处于预览（PREVIEW）模式时，在内部链接的两侧显示中括号。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>${FRONTMATTER_KEYS["link-brackets"].name}: true/false</code> 的键值对。`,LINK_PREFIX_NAME:"内部链接的前缀",LINK_PREFIX_DESC:`文本元素处于预览（PREVIEW）模式时，如果其中包含链接，则添加此前缀。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>${FRONTMATTER_KEYS["link-prefix"].name}: "📍 "</code> 的键值对。`,URL_PREFIX_NAME:"外部链接的前缀",URL_PREFIX_DESC:`文本元素处于预览（PREVIEW）模式时，如果其中包含外部链接，则添加此前缀。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>${FRONTMATTER_KEYS["url-prefix"].name}: "🌐 "</code> 的键值对。`,PARSE_TODO_NAME:"待办任务（Todo）",PARSE_TODO_DESC:"将文本元素中的 <code>- [ ]</code> 和 <code>- [x]</code> 前缀显示为方框。",TODO_NAME:"未完成项目",TODO_DESC:"未完成的待办项目的符号",DONE_NAME:"已完成项目",DONE_DESC:"已完成的待办项目的符号",HOVERPREVIEW_NAME:"鼠标悬停预览内部链接",HOVERPREVIEW_DESC:`<b>开启：</b>在 Excalidraw <u>阅读模式（View）</u>下，鼠标悬停在 <code>[[内部链接]]</code> 上即可预览；而在<u>普通模式（Normal）</u>下，鼠标悬停在内部链接右上角的蓝色标识上即可预览。<br> <b>关闭：</b>鼠标悬停在 <code>[[内部链接]]</code> 上，并且按住 ${labelCTRL()} 才能预览。`,LINKOPACITY_NAME:"链接标识的透明度",LINKOPACITY_DESC:"含有链接的元素，其右上角的链接标识的透明度。介于 0（全透明）到 1（不透明）之间。",LINK_CTRL_CLICK_NAME:`按住 ${labelCTRL()} 并点击含有 [[链接]] 或 [别名](链接) 的文本来打开链接`,LINK_CTRL_CLICK_DESC:"如果此功能影响到您使用某些原版 Excalidraw 功能，可将其关闭。关闭后，您可以使用 ${labelCTRL()} + ${labelMETA()} 或者元素右上角的链接指示器来打开链接。",TRANSCLUSION_WRAP_NAME:"MD-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:"MD-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:"MD-Transclusion 的最大显示字符数",PAGE_TRANSCLUSION_CHARCOUNT_DESC:"以 <code>![[内部链接]]</code> 或 <code>![](内部链接)</code> 的形式将文档以文本形式嵌入到绘图中时，该文档在绘图中可显示的最大字符数量。",QUOTE_TRANSCLUSION_REMOVE_NAME:"隐藏 MD-Transclusion 行首的引用符号",QUOTE_TRANSCLUSION_REMOVE_DESC:"不显示 MD-Transclusion 中每一行行首的 > 符号，以提高纯文本 MD-Transclusion 的可读性。<br><b>开启：</b>隐藏 > 符号<br><b>关闭：</b>不隐藏 > 符号（注意，由于 Obsidian API 的原因，首行行首的 > 符号不会被隐藏）",GET_URL_TITLE_NAME:"使用 iframly 获取页面标题",GET_URL_TITLE_DESC:"拖放链接到 Excalidraw 时，使用 <code>http://iframely.server.crestify.com/iframely?url=</code> 来获取页面的标题。",PDF_TO_IMAGE:"以图像形式嵌入到绘图中的 PDF 文档",PDF_TO_IMAGE_SCALE_NAME:"分辨率",PDF_TO_IMAGE_SCALE_DESC:"分辨率越高，图像越清晰，但内存占用也越大。此外，如果您想要复制这些图像到 Excalidraw.com，可能会超出其 2MB 大小的限制。",EMBED_TOEXCALIDRAW_HEAD:"嵌入到绘图中的文件",EMBED_TOEXCALIDRAW_DESC:"包括：以图像形式嵌入到绘图中的 PDF 文档、以交互形式嵌入到绘图中的 Markdown 文档（MD-Embeddable）、以图像形式嵌入的 Markdown 文档（MD-Embed）等。",MD_HEAD:"以图像形式嵌入到绘图中的 Markdown 文档（MD-Embed）",MD_EMBED_CUSTOMDATA_HEAD_NAME:"以交互形式嵌入到绘图中的 Markdown 文档（MD-Embeddable）",MD_EMBED_CUSTOMDATA_HEAD_DESC:"以下设置只会影响以后的嵌入。已存在的嵌入保持不变。嵌入框的主题设置位于 “Excalidraw 外观和行为” 部分。",MD_EMBED_SINGLECLICK_EDIT_NAME:"单击以编辑嵌入的 markdown。",MD_EMBED_SINGLECLICK_EDIT_DESC:"单击嵌入的 markdown 文件以进行编辑。 当此功能关闭时，markdown 文件将首先以预览模式打开，然后在您再次单击时切换到编辑模式。",MD_TRANSCLUDE_WIDTH_NAME:"MD-Embed 的默认宽度",MD_TRANSCLUDE_WIDTH_DESC:"MD-Embed 的宽度。该选项会影响到折行，以及图像元素的宽度。<br>您可为绘图中的某个 MD-Embed 单独设置此项，方法是将绘图切换至 Markdown 模式，并修改相应的 <code>[[Embed 文件名#标题|宽度x最大高度]]</code>。",MD_TRANSCLUDE_HEIGHT_NAME:"MD-Embed 的默认最大高度",MD_TRANSCLUDE_HEIGHT_DESC:"MD-Embed 的高度取决于 Markdown 文档内容的多少，但最大不会超过该值。<br>您可为绘图中的某个 MD-Embed 单独设置此项，方法是将绘图切换至 Markdown 模式，并修改相应的 <code>[[Embed 文件名#^块引ID|宽度x最大高度]]</code>。",MD_DEFAULT_FONT_NAME:"MD-Embed 的默认字体",MD_DEFAULT_FONT_DESC:"可以设为 <code>Virgil</code>，<code>Casadia</code> 或其他有效的 .ttf/.woff/.woff2 字体文件（如 <code>我的字体.woff2</code>）。<br>您可为某个 MD-Embed 单独设置此项，方法是在其源文件的 frontmatter 中添加形如 <code>excalidraw-font: 字体名或文件名</code> 的键值对。",MD_DEFAULT_COLOR_NAME:"MD-Embed 的默认文本颜色",MD_DEFAULT_COLOR_DESC:"可以填写 HTML 颜色名，如 steelblue（参考 <a href='https://www.w3schools.com/colors/colors_names.asp'>HTML Color Names</a>），或者有效的 16 进制颜色值，例如 #e67700，或者任何其他有效的 CSS 颜色。<br>您可为某个 MD-Embed 单独设置此项，方法是在其源文件的 frontmatter 中添加形如 <code>excalidraw-font-color: steelblue</code> 的键值对。",MD_DEFAULT_BORDER_COLOR_NAME:"MD-Embed 的默认边框颜色",MD_DEFAULT_BORDER_COLOR_DESC:"可以填写 HTML 颜色名，如 steelblue（参考 <a href='https://www.w3schools.com/colors/colors_names.asp'>HTML Color Names</a>），或者有效的 16 进制颜色值，例如 #e67700，或者任何其他有效的 CSS 颜色。<br>您可为某个 MD-Embed 单独设置此项，方法是在其源文件的 frontmatter 中添加形如 <code>excalidraw-border-color: gray</code> 的键值对。<br>如果您不想要边框，请留空。",MD_CSS_NAME:"MD-Embed 的默认 CSS 样式表",MD_CSS_DESC:"MD-Embed 图像所采用的 CSS 样式表文件名。需包含扩展名，例如 md-embed.css。允许使用 Markdown 文件（如 md-embed-css.md），但其内容应符合 CSS 语法。<br>如果您要查询 CSS 所作用的 HTML 节点，请在 Obsidian 开发者控制台（Ctrl+Shift+I）中键入命令：<code>ExcalidrawAutomate.mostRecentMarkdownSVG</code> —— 这将显示 Excalidraw 最近生成的 SVG。<br>此外，在 CSS 中不能任意地设置字体，您一般只能使用系统默认的标准字体（详见 README），但可以通过上面的设置来额外添加一个自定义字体。<br>您可为某个 MD-Embed 单独设置此项，方法是在其源文件的 frontmatter 中添加形如 <code>excalidraw-css: 库中的 CSS 文件或 CSS 片段</code> 的键值对。",EMBED_HEAD:"嵌入到 Markdown 文档中的绘图",EMBED_DESC:"包括：嵌入到 Markdown 文档中的绘图的预览图类型（SVG、PNG）、源文件类型（Excalidraw 绘图文件、SVG、PNG）、缓存、图像大小、图像主题，以及嵌入的语法等。\n    此外，还有自动导出 SVG 或 PNG 文件并保持与绘图文件状态同步的设置。",EMBED_CANVAS:"Obsidian 白板支持",EMBED_CANVAS_NAME:"沉浸式嵌入",EMBED_CANVAS_DESC:"当嵌入绘图到 Obsidian 白板中时，隐藏元素的边界和背景。注意：如果想要背景完全透明，您依然需要在 Excalidraw 中设置“导出的图像不包含背景”。",EMBED_CACHING:"预览图缓存",EXPORT_SUBHEAD:"导出",EMBED_SIZING:"图像尺寸",EMBED_THEME_BACKGROUND:"图像的主题和背景色",EMBED_IMAGE_CACHE_NAME:"为嵌入到 Markdown 文档中的绘图创建预览图缓存",EMBED_IMAGE_CACHE_DESC:"可提高下次嵌入的速度。但如果绘图中又嵌入了子绘图，当子绘图改变时，您需要打开子绘图并手动保存，才能够更新父绘图的预览图。",SCENE_IMAGE_CACHE_NAME:"缓存场景中嵌套的 Excalidraw",SCENE_IMAGE_CACHE_DESC:"缓存场景中嵌套的 Excalidraw 以加快场景渲染速度。这将加快渲染过程，特别是在您的场景中有深度嵌套的 Excalidraw 时。Excalidraw 将智能地尝试识别嵌套 Excalidraw 的子元素是否发生变化，并更新缓存。 如果您怀疑缓存未能正确更新，您可能需要关闭此功能。",EMBED_IMAGE_CACHE_CLEAR:"清除缓存",BACKUP_CACHE_CLEAR:"清除备份",BACKUP_CACHE_CLEAR_CONFIRMATION:"该操作将删除所有绘图文件的备份。备份是绘图文件损坏时的一种补救手段。每次您打开 Obsidian 时，本插件会自动清理无用的备份。您确定要现在删除所有备份吗？",EMBED_REUSE_EXPORTED_IMAGE_NAME:"将之前已导出的图像作为预览图",EMBED_REUSE_EXPORTED_IMAGE_DESC:"该选项与<a href='#Autoexport'>自动导出 SVG/PNG 副本</a>选项配合使用。如果嵌入到 Markdown 文档中的绘图文件存在同名的 SVG/PNG 副本，则将其作为预览图，而不再重新生成。<br>该选项能够提高 Markdown 文档的打开速度，尤其是当嵌入到 Markdown 文档中的绘图文件中含有大量图像或 MD-Embed 时。但是，该选项也可能导致预览图无法立即响应你对绘图文件或者 Obsidian 主题风格的修改。<br>该选项仅作用于嵌入到 Markdown 文档中的绘图。该选项无法提升绘图文件的打开速度。详见<a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.23' target='_blank'>此说明</a>。",EMBED_PREVIEW_IMAGETYPE_NAME:"预览图的格式",EMBED_PREVIEW_IMAGETYPE_DESC:"<b>Native SVG：</b>高品质、可交互。<br><b>SVG：</b>高品质、不可交互。<br><b>PNG：</b>高性能、<a href='https://www.youtube.com/watch?v=yZQoJg2RCKI&t=633s' target='_blank'>不可交互</a>。",PREVIEW_MATCH_OBSIDIAN_NAME:"预览图匹配 Obsidian 主题",PREVIEW_MATCH_OBSIDIAN_DESC:"开启此项，则当 Obsidian 处于黑暗模式时，嵌入到 Markdown 文档中的绘图的预览图也会以黑暗模式渲染；当 Obsidian 处于明亮模式时，预览图也会以明亮模式渲染。<br>您可能还需要关闭“导出的图像包含背景”开关，来获得与 Obsidian 更加协调的观感。",EMBED_WIDTH_NAME:"预览图的默认宽度",EMBED_WIDTH_DESC:"嵌入到 Markdown 文档中的绘图的预览图的默认宽度。该选项也适用于鼠标悬停时浮现的预览图。<br>您可为某个要嵌入到 Markdown 文档中的绘图文件单独设置此项，方法是修改相应的内部链接格式为形如 <code>![[drawing.excalidraw|100]]</code> 或 <code>[[drawing.excalidraw|100x100]]</code>。",EMBED_HEIGHT_NAME:"预览图的默认高度",EMBED_HEIGHT_DESC:"嵌入到 Markdown 文档中的绘图的预览图得默认高度。该选项也适用于实时预览编辑和阅读模式，以及悬停预览。您可以在使用 <code>![[drawing.excalidraw|100]]</code> 或者 <code>[[drawing.excalidraw|100x100]]</code>格式在嵌入图像时指定自定义高度。",EMBED_TYPE_NAME:"“嵌入绘图到当前 Markdown 文档中”系列命令的源文件类型",EMBED_TYPE_DESC:"在命令面板中执行“嵌入绘图到当前 Markdown 文档中”系列命令时，要嵌入绘图文件本身，还是嵌入其 PNG 或 SVG 副本。<br>如果您想选择 PNG 或 SVG 副本，需要先开启下方的<a href='#Autoexport'>自动导出 PNG / SVG 副本</a>。<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_MARKDOWN_COMMENT_NAME:"将链接作为注释嵌入",EMBED_MARKDOWN_COMMENT_DESC:"在图像下方以 Markdown 链接的形式嵌入原始 Excalidraw 文件的链接，例如：<code>%%[[drawing.excalidraw]]%%</code>。<br>除了添加 Markdown 注释之外，您还可以选择嵌入的 SVG 或 PNG，并使用命令面板：'<code>Excalidraw: 打开 Excalidraw 绘图</code>'来打开该绘图",EMBED_WIKILINK_NAME:"“嵌入绘图到当前 Markdown 文档中”系列命令产生的内部链接类型",EMBED_WIKILINK_DESC:"<b>开启：</b>将产生 <code>![[Wiki 链接]]</code>。<b>关闭：</b>将产生 <code>![](Markdown 链接)</code>。",EXPORT_PNG_SCALE_NAME:"导出的 PNG 图像的比例",EXPORT_PNG_SCALE_DESC:"导出的 PNG 图像的大小比例",EXPORT_BACKGROUND_NAME:"导出的图像包含背景",EXPORT_BACKGROUND_DESC:"如果关闭，将导出透明背景的图像。",EXPORT_PADDING_NAME:"导出的图像的空白边距",EXPORT_PADDING_DESC:"导出的 SVG/PNG 图像四周的空白边距（单位：像素）。对于裁剪框架引用，间距被设置为 0。<br>增加该值，可以避免在导出图像时，靠近图像边缘的图形被裁掉。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-export-padding: 5<code> 的键值对。",EXPORT_THEME_NAME:"导出的图像匹配主题",EXPORT_THEME_DESC:"导出与绘图的黑暗/明亮主题匹配的图像。如果关闭，在黑暗主题下导出的图像将和明亮主题一样。",EXPORT_EMBED_SCENE_NAME:"在导出的图片中嵌入场景",EXPORT_EMBED_SCENE_DESC:"在导出的图像中嵌入 Excalidraw 场景。可以通过在文件级别添加 <code>excalidraw-export-embed-scene: true/false</code> frontmatter 元数据键来覆盖此设置。此设置仅在您下次(重新)打开绘图时生效。",EXPORT_HEAD:"导出设置",EXPORT_SYNC_NAME:"保持 SVG/PNG 文件名与绘图文件同步",EXPORT_SYNC_DESC:"打开后，当绘图文件被重命名时，插件将同步更新同文件夹下的同名 .SVG 和 .PNG 文件。当绘图文件被删除时，插件将自动删除同文件夹下的同名 .SVG 和 .PNG 文件。",EXPORT_SVG_NAME:"自动导出 SVG 副本",EXPORT_SVG_DESC:"自动导出和绘图文件同名的 SVG 副本。插件会将副本保存到绘图文件所在的文件夹中。在文档中嵌入这个 SVG 文件，相比直接嵌入绘图文件，具有更强的跨平台能力。<br>此开关开启时，每次您编辑 Excalidraw 绘图，其 SVG 文件副本都会同步更新。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-autoexport: none/both/svg/png</code>的键值对",EXPORT_PNG_NAME:"自动导出 PNG 副本",EXPORT_PNG_DESC:"和“自动导出 SVG 副本”类似，但是导出格式为 *.PNG。",EXPORT_BOTH_DARK_AND_LIGHT_NAME:"同时导出黑暗和明亮主题风格的图像",EXPORT_BOTH_DARK_AND_LIGHT_DESC:"若开启，Excalidraw 将导出两个文件：filename.dark.png（或 filename.dark.svg）和 filename.light.png（或 filename.light.svg）。<br>该选项可作用于“自动导出 SVG 副本”、“自动导出 PNG 副本”，以及其他的手动的导出命令。",COMPATIBILITY_HEAD:"兼容性设置",COMPATIBILITY_DESC:"如果没有特殊原因（例如您想同时在 VSCode / Logseq 和 Obsidian 中使用 Excalidraw），建议您使用 Markdown 格式的绘图文件，而不是旧的 excalidraw.com 格式，因为本插件的很多功能在旧格式中无法使用。",DUMMY_TEXT_ELEMENT_LINT_SUPPORT_NAME:"代码格式化（Linting）兼容性",DUMMY_TEXT_ELEMENT_LINT_SUPPORT_DESC:"Excalidraw 对 <code># Excalidraw Data</code> 下的文件结构非常敏感。文档的自动代码格式化（linting）可能会在 Excalidraw 数据中造成错误。虽然我已经努力使数据加载对自动代码格式化（linting）变更具有一定的抗性，但这种解决方案并非万无一失。<br><mark>最好的方法是避免使用不同的插件对 Excalidraw 文档进行自动更改。</mark><br>如果出于某些合理的原因，您决定忽略我的建议并配置了 Excalidraw 文件的自动代码格式化，那么可以使用这个设置<br> <code>## Text Elements</code> 部分对空行很敏感。一种常见的代码格式化是在章节标题后添加一个空行。但对于 Excalidraw 来说，这将破坏/改变您绘图中的第一个文本元素。为了解决这个问题，您可以启用这个设置。启用后 Excalidraw 将在 <code>## Text Elements</code> 的开头添加一个虚拟元素，供自动代码格式化工具修改。",PRESERVE_TEXT_AFTER_DRAWING_NAME:"Zotero 和脚注（footnotes）的兼容性",PRESERVE_TEXT_AFTER_DRAWING_DESC:"保留 Markdown 文件中 <code>## Drawing</code> 部分之后的文本内容。保存非常大的绘图时，这可能会造成微小的性能影响。",DEBUGMODE_NAME:"开启 debug 信息",DEBUGMODE_DESC:"我建议在启用/禁用此设置后重新启动 Obsidian。这将在控制台中启用调试消息。这对于排查问题很有帮助。如果您在使用插件时遇到问题，请启用此设置，重现问题，并在 <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/issues'>GitHub</a> 上提出的问题中包含控制台日志。",SLIDING_PANES_NAME:"Sliding panes 插件支持",SLIDING_PANES_DESC:"设置此项后需要重启 Obsidian 才能生效。<br>如果您使用 <a href='https://github.com/deathau/sliding-panes-obsidian' target='_blank'>Sliding Panes 插件</a>，您可以开启此项来使 Excalidraw 绘图兼容此插件。<br>注意，开启后会产生一些与 Obsidian 工作空间的兼容性问题。<br>另外，Obsidian 现在已经原生支持 Stack Tabs（堆叠标签），基本实现了 Sliding Panes 插件的功能。",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:"⚠️ 慎用！99.9% 的情况下您不需要开启此项。开启此功能后，您通过功能区按钮、命令面板、文件浏览器等创建的绘图都将是旧格式（*.excalidraw）。此外，您打开旧格式绘图文件时将不再收到警告消息。",MATHJAX_NAME:"MathJax (LaTeX) 的 javascript 库服务器",MATHJAX_DESC:"如果您在绘图中使用 LaTeX，插件需要从服务器获取并加载一个 javascript 库。如果您的网络无法访问某些库服务器，可以尝试通过此选项更换库服务器。更改此选项后，您可能需要重启 Obsidian 来使其生效。",LATEX_DEFAULT_NAME:"插入 LaTeX 时的默认表达式",LATEX_DEFAULT_DESC:"允许留空。允许使用类似 <code>\\color{white}</code> 的格式化表达式。",NONSTANDARD_HEAD:"非 Excalidraw.com 官方支持的特性",NONSTANDARD_DESC:"这些特性不受 Excalidraw.com 官方支持。如果在 Excalidraw.com 导入绘图，这些特性将会发生不可预知的变化。\n    包括：自定义画笔工具的数量，自定义字体等。",RENDER_TWEAK_HEAD:"渲染优化",MAX_IMAGE_ZOOM_IN_NAME:"最大图像放大倍数",MAX_IMAGE_ZOOM_IN_DESC:"为了节省内存，并且因为 Apple Safari (Obsidian on iOS) 有一些硬编码的限制，Excalidraw.com 在放大时会限制图像和大型对象的最大分辨率。您可以使用乘数来覆盖这个限制。这意味着将乘以 Excalidraw 默认设置的限制，乘数越大，图像放大分辨率就越高，但也会消耗更多内存。我建议尝试多个值来设置这个参数。当您放大一个较大的 PNG 图像时，如果图像突然从视图中消失，那就说明您已经达到了极限。默认值为 1。此设置对 iOS 无效。",CUSTOM_PEN_HEAD:"自定义画笔",CUSTOM_PEN_NAME:"自定义画笔工具的数量",CUSTOM_PEN_DESC:"在画布上的 Obsidian 菜单按钮旁边切换自定义画笔。长按（双击）画笔按钮可以修改其样式。",EXPERIMENTAL_HEAD:"杂项",EXPERIMENTAL_DESC:"包括：默认的 LaTeX 公式，字段建议，绘图文件的类型标识符，OCR 等设置。",EA_HEAD:"Excalidraw 自动化",EA_DESC:"ExcalidrawAutomate 是用于 Excalidraw 自动化脚本的 API，但是目前说明文档还不够完善，建议阅读 <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/docs/API/ExcalidrawAutomate.d.ts'>ExcalidrawAutomate.d.ts</a> 文件源码，参考 <a href='https://zsviczian.github.io/obsidian-excalidraw-plugin/'>ExcalidrawAutomate How-to</a> 网页（不过该网页有一段时间未更新了），并开启下方的字段建议。字段建议功能能够在您键入时提示可用的函数及相应的参数，而且附带描述，相当于最新的“文档”。",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。",STARTUP_SCRIPT_NAME:"起动脚本",STARTUP_SCRIPT_DESC:"插件启动时将自动执行该脚本。可用于为您的 Excalidraw 自动化脚本设置钩子。起动脚本请用 javascript 代码编写，并保存为 Markdown 格式。",STARTUP_SCRIPT_BUTTON_CREATE:"创建起动脚本",STARTUP_SCRIPT_BUTTON_OPEN:"打开起动脚本",STARTUP_SCRIPT_EXISTS:"起动脚本已存在",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。",FADE_OUT_EXCALIDRAW_MARKUP_NAME:"淡化 Excalidraw 标记",FADE_OUT_EXCALIDRAW_MARKUP_DESC:"在 Markdown 视图模式下，在 Markdown 注释 %% 之后的部分会淡化。文本仍然存在，但视觉杂乱感会减少。请注意，您可以将 %% 放在 # Text Elements 行的上一行，这样，整个 Excalidraw Markdown 都会淡化，包括 # Text Elements。 副作用是您将无法在其他 Markdown 笔记中引用文本块，即 %% 注释部分之后的内容。这应该不是大问题。如果您想编辑 Excalidraw Markdown 脚本，只需切换到 Markdown 视图模式并暂时删除 %% 注释。",EXCALIDRAW_PROPERTIES_NAME:"将 Excalidraw 属性加载到 Obsidian 的自动提示中",EXCALIDRAW_PROPERTIES_DESC:"切换此设置以在插件启动时将 Excalidraw 文档属性加载到 Obsidian 的属性自动提示中。启用此功能简化了 Excalidraw 前置属性的使用，使您能够利用许多强大的设置。如果您不希望自动加载这些属性，您可以禁用此功能，但您将需要手动从自动提示中移除任何不需要的属性。请注意，启用此设置需要重启插件，因为属性是在启动时加载的。",CUSTOM_FONT_HEAD:"本地字体",ENABLE_FOURTH_FONT_NAME:"为文本元素启用本地字体",ENABLE_FOURTH_FONT_DESC:"启用此选项将在文本元素的属性面板的字体列表中添加一个本地字体。请注意，使用这个本地字体可能会破坏平台的独立性。使用自定义字体的文件在不同的库中打开或在以后打开时，根据字体设置，可能会以不同的方式呈现。此外，在excalidraw.com 或其他 Excalidraw 版本中，默认的本地字体字体将使用系统字体。",FOURTH_FONT_NAME:"本地字体文件",FOURTH_FONT_DESC:"从您的库中选择一个 .otf、.ttf、.woff 或 .woff2 字体文件作为本地字体使用。如果没有选择文件，Excalidraw 将默认使用 Virgil 字体。为了获得最佳性能，建议使用 .woff2 文件，因为当导出到 SVG 格式的图像时，Excalidraw 只会编码必要的字形。其他字体格式将在导出文件中嵌入整个字体，可能会导致文件大小显著增加。<mark>译者注：</mark>您可以在<a href='https://wangchujiang.com/free-font/' target='_blank'>Free Font</a>获取免费商用中文手写字体。",SCRIPT_SETTINGS_HEAD:"已安装脚本的设置",SCRIPT_SETTINGS_DESC:"有些 Excalidraw 自动化脚本包含设置项，当执行这些脚本时，它们会在该列表下添加设置项。",TASKBONE_HEAD:"Taskbone OCR（光学符号识别）",TASKBONE_DESC:"这是一个将 OCR 融入 Excalidraw 的实验性功能。请注意，Taskbone 是一项独立的外部服务，而不是由 Excalidraw 或 Obsidian-excalidraw-plugin 项目提供的。OCR 能够对画布上用自由画笔工具写下的涂鸦或者嵌入的图像进行文本识别，并将识别出来的文本写入绘图文件的 frontmatter，同时复制到剪贴板。之所以要写入 frontmatter 是为了便于您在 Obsidian 中能够搜索到这些文本。注意，识别的过程不是在本地进行的，而是通过在线 API，图像会被上传到 taskbone 的服务器（仅用于识别目的）。如果您介意，请不要使用这个功能。",TASKBONE_ENABLE_NAME:"启用 Taskbone",TASKBONE_ENABLE_DESC:"启用意味着您同意 Taskbone <a href='https://www.taskbone.com/legal/terms/' target='_blank'>条款及细则</a> 以及 <a href='https://www.taskbone.com/legal/privacy/' target='_blank'>隐私政策</a>。",TASKBONE_APIKEY_NAME:"Taskbone API Key",TASKBONE_APIKEY_DESC:"Taskbone 的免费 API key 提供了一定数量的每月识别次数。如果您非常频繁地使用此功能，或者想要支持 Taskbone 的开发者（您懂的，没有人能用爱发电，Taskbone 开发者也需要投入资金来维持这项 OCR 服务）您可以到 <a href='https://www.taskbone.com/' target='_blank'>taskbone.com</a> 购买一个商用 API key。购买后请将它填写到旁边这个文本框里，替换掉原本自动生成的免费 API key。",HOTKEY_PRESS_COMBO_NANE:"按下您的组合键",HOTKEY_PRESS_COMBO_DESC:"请按下所需的组合键",HOTKEY_BUTTON_ADD_OVERRIDE:"添加新的（热键）覆写",HOTKEY_BUTTON_REMOVE:"移除",SELECT_FILE:"选择一个文件后按回车。",SELECT_COMMAND:"选择一个命令后按回车。",SELECT_FILE_WITH_OPTION_TO_SCALE:`选择一个文件后按回车，或者 SHIFT+${labelMETA()}+Enter 以 100% 尺寸插入。`,NO_MATCH:"查询不到匹配的文件。",NO_MATCHING_COMMAND:"查询不到匹配的命令。",SELECT_FILE_TO_LINK:"选择要插入（以内部链接形式嵌入）到当前绘图中的文件。",SELECT_COMMAND_PLACEHOLDER:"选择要插入到当前绘图中的命令。",SELECT_DRAWING:"选择要插入（以图像形式嵌入）到当前绘图中的图像或绘图文件。",TYPE_FILENAME:"键入要选择的绘图名称。",SELECT_FILE_OR_TYPE_NEW:"选择已有绘图，或者键入新绘图文件的名称，然后按回车。",SELECT_TO_EMBED:"选择要插入（嵌入）到当前 Markdown 文档中的绘图。",SELECT_MD:"选择要插入（以图像形式嵌入）到当前绘图中的 Markdown 文档。",SELECT_PDF:"选择要插入（以图像形式嵌入）到当前绘图中的 PDF 文档。",PDF_PAGES_HEADER:"页码范围",PDF_PAGES_DESC:"示例：1, 3-5, 7, 9-11",TYPE_SECTION:"输入章节名称（标题）进行选择",SELECT_SECTION_OR_TYPE_NEW:"选择现有章节（标题）或输入新章节（标题）的名称，然后按 Enter。",INVALID_SECTION_NAME:"无效的章节名称（标题）",EMPTY_SECTION_MESSAGE:"输入章节（标题）名称以创建",INFINITE_LOOP_WARNING:"EXCALIDRAW 警告\n停止加载嵌入的图像，因为此文件中存在死循环：\n",SCRIPT_EXECUTION_ERROR:"脚本运行错误。请在开发者控制台中查看错误信息。",LOAD_FROM_BACKUP:"Excalidraw 文件已损坏。尝试从备份文件中加载。",GOTO_FULLSCREEN:"进入全屏模式",EXIT_FULLSCREEN:"退出全屏模式",TOGGLE_FULLSCREEN:"切换全屏模式",TOGGLE_DISABLEBINDING:"开启或关闭绑定",TOGGLE_FRAME_RENDERING:"开启或关闭框架渲染",TOGGLE_FRAME_CLIPPING:"开启或关闭框架裁剪",OPEN_LINK_CLICK:"打开所选的图形或文本元素里的链接",OPEN_LINK_PROPS:"打开图像链接或 LaTeX 公式编辑器",NARROW_TO_HEADING:"缩放至标题",NARROW_TO_BLOCK:"缩放至块",SHOW_ENTIRE_FILE:"显示全部",ZOOM_TO_FIT:"缩放至合适大小",RELOAD:"重载链接",OPEN_IN_BROWSER:"在浏览器中打开",PROPERTIES:"属性",COPYCODE:"复制源文件",ES_TITLE:"Embeddable 元素设置",ES_RENAME:"重命名",ES_ZOOM:"缩放",ES_YOUTUBE_START:"YouTube 起始时间",ES_YOUTUBE_START_DESC:"ss, mm:ss, hh:mm:ss",ES_YOUTUBE_START_INVALID:"YouTube 起始时间无效。请检查格式并重试",ES_FILENAME_VISIBLE:"显示文件名",ES_BACKGROUND_HEAD:"背景色",ES_BACKGROUND_MATCH_ELEMENT:"匹配元素背景色",ES_BACKGROUND_MATCH_CANVAS:"匹配画布背景色",ES_BACKGROUND_COLOR:"背景色",ES_BORDER_HEAD:"边框颜色",ES_BORDER_COLOR:"边框颜色",ES_BORDER_MATCH_ELEMENT:"匹配元素边框颜色",ES_BACKGROUND_OPACITY:"背景透明度",ES_BORDER_OPACITY:"边框透明度",ES_EMBEDDABLE_SETTINGS:"MD-Embeddable 设置",ES_USE_OBSIDIAN_DEFAULTS:"使用 Obsidian 默认设置",ES_ZOOM_100_RELATIVE_DESC:"使元素的缩放等级等于当前画布的缩放等级",ES_ZOOM_100:"Relative 100%",PROMPT_FILE_DOES_NOT_EXIST:"文件不存在。要创建吗？",PROMPT_ERROR_NO_FILENAME:"错误：文件名不能为空",PROMPT_ERROR_DRAWING_CLOSED:"未知错误。绘图文件可能已关闭或丢失",PROMPT_TITLE_NEW_FILE:"新建文件",PROMPT_TITLE_CONFIRMATION:"确认",PROMPT_BUTTON_CREATE_EXCALIDRAW:"创建 Excalidraw 绘图",PROMPT_BUTTON_CREATE_EXCALIDRAW_ARIA:"创建 Excalidraw 绘图并在新页签中打开",PROMPT_BUTTON_CREATE_MARKDOWN:"创建 Markdown 文档",PROMPT_BUTTON_CREATE_MARKDOWN_ARIA:"创建 Markdown 文档并在新页签中打开",PROMPT_BUTTON_EMBED_MARKDOWN:"嵌入",PROMPT_BUTTON_EMBED_MARKDOWN_ARIA:"将所选元素替换为 MD-Embeddable",PROMPT_BUTTON_NEVERMIND:"算了",PROMPT_BUTTON_OK:"OK",PROMPT_BUTTON_CANCEL:"取消",PROMPT_BUTTON_INSERT_LINE:"插入一行",PROMPT_BUTTON_INSERT_SPACE:"插入空格",PROMPT_BUTTON_INSERT_LINK:"插入内部链接",PROMPT_BUTTON_UPPERCASE:"大写",PROMPT_SELECT_TEMPLATE:"选择一个模板",WEB_BROWSER_DRAG_ACTION:"从浏览器拖进来时",LOCAL_FILE_DRAG_ACTION:"从本地文件系统拖进来时",INTERNAL_DRAG_ACTION:"在 Obsidian 内部拖放时",PANE_TARGET:"点击链接时",DEFAULT_ACTION_DESC:"无修饰键时的行为：",FRAME_SETTINGS_TITLE:"框架设置",FRAME_SETTINGS_ENABLE:"启用框架",FRAME_SETTIGNS_NAME:"显示框架名称",FRAME_SETTINGS_OUTLINE:"显示框架外边框",FRAME_SETTINGS_CLIP:"启用框架裁剪",IPM_PAGES_TO_IMPORT_NAME:"要导入的页面",IPM_SELECT_PAGES_TO_IMPORT:"请选择页面以进行导入",IPM_ADD_BORDER_BOX_NAME:"添加带边框的盒子容器",IPM_ADD_FRAME_NAME:"添加页面到框架",IPM_ADD_FRAME_DESC:"为了更方便的操作，我建议将页面锁定在框架内。如果，你将锁定页面在框架内，则唯一的解锁方法是右键点击框架，选择‘从框架中移除元素’，然后解锁页面。",IPM_GROUP_PAGES_NAME:"建立页面组",IPM_GROUP_PAGES_DESC:"这将把所有页面建立为一个单独的组。如果您在导入后锁定页面，建议使用此方法，因为这样可以更方便地解锁整个组，而不是逐个解锁。",IPM_SELECT_PDF:"请选择一个 PDF 文件"},zhTW={};const localeMap={ar:ar,cs:cz,da:da,de:de,en:en,"en-gb":enGB,es:es,fr:fr,hi:hi,id:id,it:it,ja:ja,ko:ko,nl:nl,nn:no,pl:pl,pt:pt,"pt-br":ptBR,ro:ro,ru:ru,tr:tr,"zh-cn":zhCN,"zh-tw":zhTW},locale=localeMap[LOCALE];function t$d(e){return locale&&locale[e]||en[e]}var commonjsGlobal="undefined"!=typeof globalThis?globalThis:"undefined"!=typeof window?window:"undefined"!=typeof global?global:"undefined"!=typeof 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r=this.constructor.mathaccents;e.match(r)&&this.setProperty("mathaccent",!0)}}},t.defaults=__assign$D(__assign$D({},MmlNode_js_1$J.AbstractMmlTokenNode.defaults),{form:"infix",fence:!1,separator:!1,lspace:"thickmathspace",rspace:"thickmathspace",stretchy:!1,symmetric:!1,maxsize:"infinity",minsize:"0em",largeop:!1,movablelimits:!1,accent:!1,linebreak:"auto",lineleading:"1ex",linebreakstyle:"before",indentalign:"auto",indentshift:"0",indenttarget:"",indentalignfirst:"indentalign",indentshiftfirst:"indentshift",indentalignlast:"indentalign",indentshiftlast:"indentshift"}),t.MMLSPACING=OperatorDictionary_js_1$1.MMLSPACING,t.OPTABLE=OperatorDictionary_js_1$1.OPTABLE,t.pseudoScripts=new RegExp(["^[\"'*`","ª","°","²-´","¹","º","‘-‟","′-‷⁗","⁰ⁱ","⁴-ⁿ","₀-₎","]+$"].join("")),t.primes=new RegExp(["^[\"'`","‘-‟","]+$"].join("")),t.remapPrimes={34:8243,39:8242,96:8245,8216:8245,8217:8242,8218:8242,8219:8245,8220:8246,8221:8243,8222:8243,8223:8246},t.mathaccents=new RegExp(["^[","´́ˊ","`̀ˋ","¨̈","~̃˜","¯̄ˉ","˘̆","ˇ̌","^̂ˆ","→⃗","˙̇","˚̊","⃛","⃜","]$"].join("")),t}(MmlNode_js_1$J.AbstractMmlTokenNode);mo$2.MmlMo=MmlMo;var __values$B=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},__read$E=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$u=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in 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n=e.childNodes,i=0;i<n.length;i++)r(t,i,n[i])},e.copyAttributes=function(e,t){t.attributes=e.attributes,n(t,e.getAllProperties())},e.isType=i,e.isEmbellished=function(e){return e.isEmbellished},e.getTexClass=function(e){return e.texClass},e.getCoreMO=function(e){return e.coreMO()},e.isNode=function(e){return e instanceof MmlNode_js_1$I.AbstractMmlNode||e instanceof MmlNode_js_1$I.AbstractMmlEmptyNode},e.isInferred=function(e){return e.isInferred},e.getForm=function(e){var t,n;if(!i(e,"mo"))return null;var r=e,a=r.getForms();try{for(var o=__values$B(a),s=o.next();!s.done;s=o.next()){var l=s.value,c=mo_js_1$2.MmlMo.OPTABLE[l][r.getText()];if(c)return c}}catch(e){t={error:e}}finally{try{s&&!s.done&&(n=o.return)&&n.call(o)}finally{if(t)throw t.error}}return null}}(NodeUtil||(NodeUtil={})),NodeUtil$1.default=NodeUtil;var __values$A=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof 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c=r.nodeFactory.create("node","TeXAtom",[o]);l.replaceChild(c,o),c.inheritAttributesFrom(o)}NodeUtil_js_1$g.default.removeProperties(o,"fixStretchy")}}}catch(e){t={error:e}}finally{try{a&&!a.done&&(n=i.return)&&n.call(i)}finally{if(t)throw t.error}}},e.cleanAttributes=function(e){e.data.root.walkTree((function(e,t){var n,r,i=e.attributes;if(i){var a=new Set((i.get("mjx-keep-attrs")||"").split(/ /));delete i.getAllAttributes()["mjx-keep-attrs"];try{for(var o=__values$A(i.getExplicitNames()),s=o.next();!s.done;s=o.next()){var l=s.value;a.has(l)||i.attributes[l]!==e.attributes.getInherited(l)||delete i.attributes[l]}}catch(e){n={error:e}}finally{try{s&&!s.done&&(r=o.return)&&r.call(o)}finally{if(n)throw n.error}}}}),{})},e.combineRelations=function(e){var r,i,a,o,s=[];try{for(var l=__values$A(e.data.getList("mo")),c=l.next();!c.done;c=l.next()){var d=c.value;if(!d.getProperty("relationsCombined")&&d.parent&&(!d.parent||NodeUtil_js_1$g.default.isType(d.parent,"mrow"))&&NodeUtil_js_1$g.default.getTexClass(d)===MmlNode_js_1$H.TEXCLASS.REL){for(var T=d.parent,u=void 0,Q=T.childNodes,p=Q.indexOf(d)+1,h=NodeUtil_js_1$g.default.getProperty(d,"variantForm");p<Q.length&&(u=Q[p])&&NodeUtil_js_1$g.default.isType(u,"mo")&&NodeUtil_js_1$g.default.getTexClass(u)===MmlNode_js_1$H.TEXCLASS.REL;){if(h!==NodeUtil_js_1$g.default.getProperty(u,"variantForm")||!n(d,u)){null==d.attributes.getExplicit("rspace")&&NodeUtil_js_1$g.default.setAttribute(d,"rspace","0pt"),null==u.attributes.getExplicit("lspace")&&NodeUtil_js_1$g.default.setAttribute(u,"lspace","0pt");break}NodeUtil_js_1$g.default.appendChildren(d,NodeUtil_js_1$g.default.getChildren(u)),t(["stretchy","rspace"],d,u);try{for(var m=(a=void 0,__values$A(u.getPropertyNames())),f=m.next();!f.done;f=m.next()){var g=f.value;d.setProperty(g,u.getProperty(g))}}catch(e){a={error:e}}finally{try{f&&!f.done&&(o=m.return)&&o.call(m)}finally{if(a)throw a.error}}Q.splice(p,1),s.push(u),u.parent=null,u.setProperty("relationsCombined",!0)}d.attributes.setInherited("form",d.getForms()[0])}}}catch(e){r={error:e}}finally{try{c&&!c.done&&(i=l.return)&&i.call(l)}finally{if(r)throw r.error}}e.data.removeFromList("mo",s)};var t=function(e,t,n){var r=t.attributes,i=n.attributes;e.forEach((function(e){var t=i.getExplicit(e);null!=t&&r.set(e,t)}))},n=function(e,t){var n,r,i=function(e,t){return e.getExplicitNames().filter((function(n){return n!==t&&("stretchy"!==n||e.getExplicit("stretchy"))}))},a=e.attributes,o=t.attributes,s=i(a,"lspace"),l=i(o,"rspace");if(s.length!==l.length)return!1;try{for(var c=__values$A(s),d=c.next();!d.done;d=c.next()){var T=d.value;if(a.getExplicit(T)!==o.getExplicit(T))return!1}}catch(e){n={error:e}}finally{try{d&&!d.done&&(r=c.return)&&r.call(c)}finally{if(n)throw 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T=e.nodeFactory.create("node",n,l.childNodes);NodeUtil_js_1$g.default.copyAttributes(l,T),l.parent?l.parent.replaceChild(T,l):e.root=T,a.push(l)}}}}catch(e){r={error:e}}finally{try{s&&!s.done&&(i=o.return)&&i.call(o)}finally{if(r)throw r.error}}e.removeFromList(t,a)};e.moveLimits=function(e){var t=e.data;i(t,"munderover","msubsup"),i(t,"munder","msub"),i(t,"mover","msup")},e.setInherited=function(e){e.data.root.setInheritedAttributes({},e.math.display,0,!1)}}(FilterUtil||(FilterUtil={})),FilterUtil$1.default=FilterUtil;var TexParser={},ParseUtil={},TexError$1={};Object.defineProperty(TexError$1,"__esModule",{value:!0});var TexError=function(){function e(t,n){for(var r=[],i=2;i<arguments.length;i++)r[i-2]=arguments[i];this.id=t,this.message=e.processString(n,r)}return e.processString=function(t,n){for(var r=t.split(e.pattern),i=1,a=r.length;i<a;i+=2){var o=r[i].charAt(0);o>="0"&&o<="9"?(r[i]=n[parseInt(r[i],10)-1],"number"==typeof 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e=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},t=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},n=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(ParseUtil,"__esModule",{value:!0});var r,i=MmlNode,a=n(NodeUtil$1),o=n(requireTexParser()),s=n(TexError$1),l=Entities;return function(n){var r=7.2,c={em:function(e){return 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e(e,t,n){this._factory=e,this._env=t,this.global={},this.stack=[],this.global={isInner:n},this.stack=[this._factory.create("start",this.global)],t&&(this.stack[0].env=t),this.env=this.stack[0].env}return Object.defineProperty(e.prototype,"env",{get:function(){return this._env},set:function(e){this._env=e},enumerable:!1,configurable:!0}),e.prototype.Push=function(){for(var e,t,n=[],r=0;r<arguments.length;r++)n[r]=arguments[r];try{for(var i=__values$z(n),a=i.next();!a.done;a=i.next()){var o=a.value;if(o){var s=NodeUtil_js_1$f.default.isNode(o)?this._factory.create("mml",o):o;s.global=this.global;var l=__read$D(this.stack.length?this.Top().checkItem(s):[null,!0],2),c=l[0],d=l[1];d&&(c?(this.Pop(),this.Push.apply(this,__spreadArray$t([],__read$D(c),!1))):(this.stack.push(s),s.env?(s.copyEnv&&Object.assign(s.env,this.env),this.env=s.env):s.env=this.env))}}}catch(t){e={error:t}}finally{try{a&&!a.done&&(t=i.return)&&t.call(i)}finally{if(e)throw e.error}}},e.prototype.Pop=function(){var e=this.stack.pop();return e.isOpen||delete e.env,this.env=this.stack.length?this.Top().env:{},e},e.prototype.Top=function(e){return void 0===e&&(e=1),this.stack.length<e?null:this.stack[this.stack.length-e]},e.prototype.Prev=function(e){var t=this.Top();return e?t.First:t.Pop()},e.prototype.toString=function(){return"stack[\n  "+this.stack.join("\n  ")+"\n]"},e}();function requireTexParser(){if(hasRequiredTexParser)return TexParser;hasRequiredTexParser=1;var e=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},t=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},n=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},r=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(TexParser,"__esModule",{value:!0});var i=r(requireParseUtil()),a=r(Stack$1),o=r(TexError$1),s=MmlNode,l=function(){function r(t,n,r){var i,o;this._string=t,this.configuration=r,this.macroCount=0,this.i=0,this.currentCS="";var s,l=n.hasOwnProperty("isInner"),c=n.isInner;if(delete n.isInner,n){s={};try{for(var d=e(Object.keys(n)),T=d.next();!T.done;T=d.next()){var u=T.value;s[u]=n[u]}}catch(e){i={error:e}}finally{try{T&&!T.done&&(o=d.return)&&o.call(d)}finally{if(i)throw i.error}}}this.configuration.pushParser(this),this.stack=new a.default(this.itemFactory,s,!l||c),this.Parse(),this.Push(this.itemFactory.create("stop"))}return Object.defineProperty(r.prototype,"options",{get:function(){return this.configuration.options},enumerable:!1,configurable:!0}),Object.defineProperty(r.prototype,"itemFactory",{get:function(){return this.configuration.itemFactory},enumerable:!1,configurable:!0}),Object.defineProperty(r.prototype,"tags",{get:function(){return this.configuration.tags},enumerable:!1,configurable:!0}),Object.defineProperty(r.prototype,"string",{get:function(){return this._string},set:function(e){this._string=e},enumerable:!1,configurable:!0}),r.prototype.parse=function(e,t){return this.configuration.handlers.get(e).parse(t)},r.prototype.lookup=function(e,t){return this.configuration.handlers.get(e).lookup(t)},r.prototype.contains=function(e,t){return this.configuration.handlers.get(e).contains(t)},r.prototype.toString=function(){var t,n,r="";try{for(var i=e(Array.from(this.configuration.handlers.keys())),a=i.next();!a.done;a=i.next()){var o=a.value;r+=o+": "+this.configuration.handlers.get(o)+"\n"}}catch(e){t={error:e}}finally{try{a&&!a.done&&(n=i.return)&&n.call(i)}finally{if(t)throw t.error}}return r},r.prototype.Parse=function(){for(var e;this.i<this.string.length;)e=this.getCodePoint(),this.i+=e.length,this.parse("character",[this,e])},r.prototype.Push=function(e){e instanceof s.AbstractMmlNode&&e.isInferred?this.PushAll(e.childNodes):this.stack.Push(e)},r.prototype.PushAll=function(t){var n,r;try{for(var i=e(t),a=i.next();!a.done;a=i.next()){var o=a.value;this.stack.Push(o)}}catch(e){n={error:e}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(n)throw n.error}}},r.prototype.mml=function(){if(!this.stack.Top().isKind("mml"))return null;var e=this.stack.Top().First;return this.configuration.popParser(),e},r.prototype.convertDelimiter=function(e){var t=this.lookup("delimiter",e);return t?t.char:null},r.prototype.getCodePoint=function(){var e=this.string.codePointAt(this.i);return void 0===e?"":String.fromCodePoint(e)},r.prototype.nextIsSpace=function(){return!!this.string.charAt(this.i).match(/\s/)},r.prototype.GetNext=function(){for(;this.nextIsSpace();)this.i++;return this.getCodePoint()},r.prototype.GetCS=function(){var e=this.string.slice(this.i).match(/^(([a-z]+) ?|[\uD800-\uDBFF].|.)/i);return e?(this.i+=e[0].length,e[2]||e[1]):(this.i++," ")},r.prototype.GetArgument=function(e,t){switch(this.GetNext()){case"":if(!t)throw new o.default("MissingArgFor","Missing argument for %1",this.currentCS);return null;case"}":if(!t)throw new o.default("ExtraCloseMissingOpen","Extra close brace or missing open brace");return null;case"\\":return this.i++,"\\"+this.GetCS();case"{":for(var n=++this.i,r=1;this.i<this.string.length;)switch(this.string.charAt(this.i++)){case"\\":this.i++;break;case"{":r++;break;case"}":if(0==--r)return this.string.slice(n,this.i-1)}throw new o.default("MissingCloseBrace","Missing close brace")}var i=this.getCodePoint();return this.i+=i.length,i},r.prototype.GetBrackets=function(e,t){if("["!==this.GetNext())return t;for(var n=++this.i,r=0;this.i<this.string.length;)switch(this.string.charAt(this.i++)){case"{":r++;break;case"\\":this.i++;break;case"}":if(r--<=0)throw new o.default("ExtraCloseLooking","Extra close brace while looking for %1","']'");break;case"]":if(0===r)return this.string.slice(n,this.i-1)}throw new o.default("MissingCloseBracket","Could not find closing ']' for argument to %1",this.currentCS)},r.prototype.GetDelimiter=function(e,t){var n=this.GetNext();if(this.i+=n.length,this.i<=this.string.length&&("\\"===n?n+=this.GetCS():"{"===n&&t&&(this.i--,n=this.GetArgument(e).trim()),this.contains("delimiter",n)))return this.convertDelimiter(n);throw new o.default("MissingOrUnrecognizedDelim","Missing or unrecognized delimiter for %1",this.currentCS)},r.prototype.GetDimen=function(e){if("{"===this.GetNext()){var n=this.GetArgument(e),r=t(i.default.matchDimen(n),2),a=r[0],s=r[1];if(a)return a+s}else{n=this.string.slice(this.i);var l=t(i.default.matchDimen(n,!0),3),c=(a=l[0],s=l[1],l[2]);if(a)return this.i+=c,a+s}throw new o.default("MissingDimOrUnits","Missing dimension or its units for %1",this.currentCS)},r.prototype.GetUpTo=function(e,t){for(;this.nextIsSpace();)this.i++;for(var n=this.i,r=0;this.i<this.string.length;){var i=this.i,a=this.GetNext();switch(this.i+=a.length,a){case"\\":a+=this.GetCS();break;case"{":r++;break;case"}":if(0===r)throw new o.default("ExtraCloseLooking","Extra close brace while looking for %1",t);r--}if(0===r&&a===t)return this.string.slice(n,i)}throw new o.default("TokenNotFoundForCommand","Could not find %1 for %2",t,this.currentCS)},r.prototype.ParseArg=function(e){return new r(this.GetArgument(e),this.stack.env,this.configuration).mml()},r.prototype.ParseUpTo=function(e,t){return new r(this.GetUpTo(e,t),this.stack.env,this.configuration).mml()},r.prototype.GetDelimiterArg=function(e){var t=i.default.trimSpaces(this.GetArgument(e));if(""===t)return null;if(this.contains("delimiter",t))return t;throw new o.default("MissingOrUnrecognizedDelim","Missing or unrecognized delimiter for %1",this.currentCS)},r.prototype.GetStar=function(){var e="*"===this.GetNext();return e&&this.i++,e},r.prototype.create=function(e){for(var r,i=[],a=1;a<arguments.length;a++)i[a-1]=arguments[a];return(r=this.configuration.nodeFactory).create.apply(r,n([e],t(i),!1))},r}();return TexParser.default=l,TexParser}Stack$1.default=Stack;var ParseOptions$1={},StackItemFactory$1={},StackItem={},__extends$1m=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__read$C=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$s=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__values$y=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},__importDefault$D=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(StackItem,"__esModule",{value:!0}),StackItem.BaseItem=StackItem.MmlStack=void 0;var TexError_js_1$h=__importDefault$D(TexError$1),MmlStack=function(){function e(e){this._nodes=e}return Object.defineProperty(e.prototype,"nodes",{get:function(){return this._nodes},enumerable:!1,configurable:!0}),e.prototype.Push=function(){for(var e,t=[],n=0;n<arguments.length;n++)t[n]=arguments[n];(e=this._nodes).push.apply(e,__spreadArray$s([],__read$C(t),!1))},e.prototype.Pop=function(){return this._nodes.pop()},Object.defineProperty(e.prototype,"First",{get:function(){return this._nodes[this.Size()-1]},set:function(e){this._nodes[this.Size()-1]=e},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"Last",{get:function(){return this._nodes[0]},set:function(e){this._nodes[0]=e},enumerable:!1,configurable:!0}),e.prototype.Peek=function(e){return null==e&&(e=1),this._nodes.slice(this.Size()-e)},e.prototype.Size=function(){return this._nodes.length},e.prototype.Clear=function(){this._nodes=[]},e.prototype.toMml=function(e,t){return void 0===e&&(e=!0),1!==this._nodes.length||t?this.create("node",e?"inferredMrow":"mrow",this._nodes,{}):this.First},e.prototype.create=function(e){for(var t,n=[],r=1;r<arguments.length;r++)n[r-1]=arguments[r];return(t=this.factory.configuration.nodeFactory).create.apply(t,__spreadArray$s([e],__read$C(n),!1))},e}();StackItem.MmlStack=MmlStack;var BaseItem=function(e){function t(t){for(var n=[],r=1;r<arguments.length;r++)n[r-1]=arguments[r];var i=e.call(this,n)||this;return i.factory=t,i.global={},i._properties={},i.isOpen&&(i._env={}),i}return __extends$1m(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"base"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"env",{get:function(){return this._env},set:function(e){this._env=e},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"copyEnv",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.getProperty=function(e){return this._properties[e]},t.prototype.setProperty=function(e,t){return this._properties[e]=t,this},Object.defineProperty(t.prototype,"isOpen",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isFinal",{get:function(){return!1},enumerable:!1,configurable:!0}),t.prototype.isKind=function(e){return e===this.kind},t.prototype.checkItem=function(e){if(e.isKind("over")&&this.isOpen&&(e.setProperty("num",this.toMml(!1)),this.Clear()),e.isKind("cell")&&this.isOpen){if(e.getProperty("linebreak"))return t.fail;throw new TexError_js_1$h.default("Misplaced","Misplaced %1",e.getName())}if(e.isClose&&this.getErrors(e.kind)){var n=__read$C(this.getErrors(e.kind),2),r=n[0],i=n[1];throw new TexError_js_1$h.default(r,i,e.getName())}return e.isFinal?(this.Push(e.First),t.fail):t.success},t.prototype.clearEnv=function(){var e,t;try{for(var n=__values$y(Object.keys(this.env)),r=n.next();!r.done;r=n.next()){var i=r.value;delete this.env[i]}}catch(t){e={error:t}}finally{try{r&&!r.done&&(t=n.return)&&t.call(n)}finally{if(e)throw e.error}}},t.prototype.setProperties=function(e){return Object.assign(this._properties,e),this},t.prototype.getName=function(){return this.getProperty("name")},t.prototype.toString=function(){return this.kind+"["+this.nodes.join("; ")+"]"},t.prototype.getErrors=function(e){return(this.constructor.errors||{})[e]||t.errors[e]},t.fail=[null,!1],t.success=[null,!0],t.errors={end:["MissingBeginExtraEnd","Missing \\begin{%1} or extra \\end{%1}"],close:["ExtraCloseMissingOpen","Extra close brace or missing open brace"],right:["MissingLeftExtraRight","Missing \\left or extra \\right"],middle:["ExtraMiddle","Extra \\middle"]},t}(MmlStack);StackItem.BaseItem=BaseItem;var Factory={},__values$x=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},__read$B=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$r=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))};Object.defineProperty(Factory,"__esModule",{value:!0}),Factory.AbstractFactory=void 0;var AbstractFactory=function(){function e(e){var t,n;void 0===e&&(e=null),this.defaultKind="unknown",this.nodeMap=new Map,this.node={},null===e&&(e=this.constructor.defaultNodes);try{for(var r=__values$x(Object.keys(e)),i=r.next();!i.done;i=r.next()){var a=i.value;this.setNodeClass(a,e[a])}}catch(e){t={error:e}}finally{try{i&&!i.done&&(n=r.return)&&n.call(r)}finally{if(t)throw t.error}}}return e.prototype.create=function(e){for(var t=[],n=1;n<arguments.length;n++)t[n-1]=arguments[n];return(this.node[e]||this.node[this.defaultKind]).apply(void 0,__spreadArray$r([],__read$B(t),!1))},e.prototype.setNodeClass=function(e,t){this.nodeMap.set(e,t);var n=this,r=this.nodeMap.get(e);this.node[e]=function(){for(var e=[],t=0;t<arguments.length;t++)e[t]=arguments[t];return new(r.bind.apply(r,__spreadArray$r([void 0,n],__read$B(e),!1)))}},e.prototype.getNodeClass=function(e){return this.nodeMap.get(e)},e.prototype.deleteNodeClass=function(e){this.nodeMap.delete(e),delete this.node[e]},e.prototype.nodeIsKind=function(e,t){return e instanceof this.getNodeClass(t)},e.prototype.getKinds=function(){return Array.from(this.nodeMap.keys())},e.defaultNodes={},e}();Factory.AbstractFactory=AbstractFactory;var _a$a,__extends$1l=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(StackItemFactory$1,"__esModule",{value:!0});var StackItem_js_1$5=StackItem,Factory_js_1$2=Factory,DummyItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1l(t,e),t}(StackItem_js_1$5.BaseItem),StackItemFactory=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.defaultKind="dummy",t.configuration=null,t}return __extends$1l(t,e),t.DefaultStackItems=((_a$a={})[DummyItem.prototype.kind]=DummyItem,_a$a),t}(Factory_js_1$2.AbstractFactory);StackItemFactory$1.default=StackItemFactory;var NodeFactory$2={},__read$A=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$q=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__importDefault$C=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(NodeFactory$2,"__esModule",{value:!0}),NodeFactory$2.NodeFactory=void 0;var NodeUtil_js_1$e=__importDefault$C(NodeUtil$1),NodeFactory$1=function(){function e(){this.mmlFactory=null,this.factory={node:e.createNode,token:e.createToken,text:e.createText,error:e.createError}}return e.createNode=function(e,t,n,r,i){void 0===n&&(n=[]),void 0===r&&(r={});var a=e.mmlFactory.create(t);return a.setChildren(n),i&&a.appendChild(i),NodeUtil_js_1$e.default.setProperties(a,r),a},e.createToken=function(e,t,n,r){void 0===n&&(n={}),void 0===r&&(r="");var i=e.create("text",r);return e.create("node",t,[],n,i)},e.createText=function(e,t){return null==t?null:e.mmlFactory.create("text").setText(t)},e.createError=function(e,t){var n=e.create("text",t),r=e.create("node","mtext",[],{},n);return e.create("node","merror",[r],{"data-mjx-error":t})},e.prototype.setMmlFactory=function(e){this.mmlFactory=e},e.prototype.set=function(e,t){this.factory[e]=t},e.prototype.setCreators=function(e){for(var t in e)this.set(t,e[t])},e.prototype.create=function(e){for(var t=[],n=1;n<arguments.length;n++)t[n-1]=arguments[n];var r=this.factory[e]||this.factory.node,i=r.apply(void 0,__spreadArray$q([this,t[0]],__read$A(t.slice(1)),!1));return"node"===e&&this.configuration.addNode(t[0],i),i},e.prototype.get=function(e){return this.factory[e]},e}();NodeFactory$2.NodeFactory=NodeFactory$1;var __read$z=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$p=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__values$w=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not 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e&&e.__esModule?e:{default:e}};Object.defineProperty(BaseItems,"__esModule",{value:!0}),BaseItems.EquationItem=BaseItems.EqnArrayItem=BaseItems.ArrayItem=BaseItems.DotsItem=BaseItems.NonscriptItem=BaseItems.NotItem=BaseItems.FnItem=BaseItems.MmlItem=BaseItems.CellItem=BaseItems.PositionItem=BaseItems.StyleItem=BaseItems.EndItem=BaseItems.BeginItem=BaseItems.RightItem=BaseItems.Middle=BaseItems.LeftItem=BaseItems.OverItem=BaseItems.SubsupItem=BaseItems.PrimeItem=BaseItems.CloseItem=BaseItems.OpenItem=BaseItems.StopItem=BaseItems.StartItem=void 0;var MapHandler_js_1$1=MapHandler,Entities_js_1$1=Entities,MmlNode_js_1$G=MmlNode,TexError_js_1$g=__importDefault$A(TexError$1),ParseUtil_js_1$d=__importDefault$A(requireParseUtil()),NodeUtil_js_1$c=__importDefault$A(NodeUtil$1),StackItem_js_1$4=StackItem,StartItem=function(e){function t(t,n){var r=e.call(this,t)||this;return r.global=n,r}return 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__extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"close"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),t}(StackItem_js_1$4.BaseItem);BaseItems.CloseItem=CloseItem;var PrimeItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"prime"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(e){var t=__read$x(this.Peek(2),2),n=t[0],r=t[1];return!NodeUtil_js_1$c.default.isType(n,"msubsup")||NodeUtil_js_1$c.default.isType(n,"msup")?[[this.create("node","msup",[n,r]),e],!0]:(NodeUtil_js_1$c.default.setChild(n,n.sup,r),[[n,e],!0])},t}(StackItem_js_1$4.BaseItem);BaseItems.PrimeItem=PrimeItem;var SubsupItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"subsup"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(t.isKind("open")||t.isKind("left"))return StackItem_js_1$4.BaseItem.success;var n=this.First,r=this.getProperty("position");if(t.isKind("mml")){if(this.getProperty("primes"))if(2!==r)NodeUtil_js_1$c.default.setChild(n,2,this.getProperty("primes"));else{NodeUtil_js_1$c.default.setProperty(this.getProperty("primes"),"variantForm",!0);var i=this.create("node","mrow",[this.getProperty("primes"),t.First]);t.First=i}return NodeUtil_js_1$c.default.setChild(n,r,t.First),null!=this.getProperty("movesupsub")&&NodeUtil_js_1$c.default.setProperty(n,"movesupsub",this.getProperty("movesupsub")),[[this.factory.create("mml",n)],!0]}if(e.prototype.checkItem.call(this,t)[1]){var a=this.getErrors(["","sub","sup"][r]);throw new(TexError_js_1$g.default.bind.apply(TexError_js_1$g.default,__spreadArray$n([void 0,a[0],a[1]],__read$x(a.splice(2)),!1)))}return null},t.errors=Object.assign(Object.create(StackItem_js_1$4.BaseItem.errors),{stop:["MissingScript","Missing superscript or subscript argument"],sup:["MissingOpenForSup","Missing open brace for superscript"],sub:["MissingOpenForSub","Missing open brace for subscript"]}),t}(StackItem_js_1$4.BaseItem);BaseItems.SubsupItem=SubsupItem;var OverItem=function(e){function t(t){var n=e.call(this,t)||this;return n.setProperty("name","\\over"),n}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"over"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(t.isKind("over"))throw new TexError_js_1$g.default("AmbiguousUseOf","Ambiguous use of %1",t.getName());if(t.isClose){var n=this.create("node","mfrac",[this.getProperty("num"),this.toMml(!1)]);return null!=this.getProperty("thickness")&&NodeUtil_js_1$c.default.setAttribute(n,"linethickness",this.getProperty("thickness")),(this.getProperty("open")||this.getProperty("close"))&&(NodeUtil_js_1$c.default.setProperty(n,"withDelims",!0),n=ParseUtil_js_1$d.default.fixedFence(this.factory.configuration,this.getProperty("open"),n,this.getProperty("close"))),[[this.factory.create("mml",n),t],!0]}return e.prototype.checkItem.call(this,t)},t.prototype.toString=function(){return"over["+this.getProperty("num")+" / "+this.nodes.join("; ")+"]"},t}(StackItem_js_1$4.BaseItem);BaseItems.OverItem=OverItem;var LeftItem=function(e){function t(t,n){var r=e.call(this,t)||this;return r.setProperty("delim",n),r}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"left"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isOpen",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(t.isKind("right"))return[[this.factory.create("mml",ParseUtil_js_1$d.default.fenced(this.factory.configuration,this.getProperty("delim"),this.toMml(),t.getProperty("delim"),"",t.getProperty("color")))],!0];if(t.isKind("middle")){var n={stretchy:!0};return t.getProperty("color")&&(n.mathcolor=t.getProperty("color")),this.Push(this.create("node","TeXAtom",[],{texClass:MmlNode_js_1$G.TEXCLASS.CLOSE}),this.create("token","mo",n,t.getProperty("delim")),this.create("node","TeXAtom",[],{texClass:MmlNode_js_1$G.TEXCLASS.OPEN})),this.env={},[[this],!0]}return e.prototype.checkItem.call(this,t)},t.errors=Object.assign(Object.create(StackItem_js_1$4.BaseItem.errors),{stop:["ExtraLeftMissingRight","Extra \\left or missing \\right"]}),t}(StackItem_js_1$4.BaseItem);BaseItems.LeftItem=LeftItem;var Middle=function(e){function t(t,n,r){var i=e.call(this,t)||this;return i.setProperty("delim",n),r&&i.setProperty("color",r),i}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"middle"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),t}(StackItem_js_1$4.BaseItem);BaseItems.Middle=Middle;var RightItem=function(e){function t(t,n,r){var i=e.call(this,t)||this;return i.setProperty("delim",n),r&&i.setProperty("color",r),i}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"right"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),t}(StackItem_js_1$4.BaseItem);BaseItems.RightItem=RightItem;var BeginItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"begin"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isOpen",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(t.isKind("end")){if(t.getName()!==this.getName())throw new TexError_js_1$g.default("EnvBadEnd","\\begin{%1} ended with \\end{%2}",this.getName(),t.getName());return this.getProperty("end")?StackItem_js_1$4.BaseItem.fail:[[this.factory.create("mml",this.toMml())],!0]}if(t.isKind("stop"))throw new TexError_js_1$g.default("EnvMissingEnd","Missing \\end{%1}",this.getName());return e.prototype.checkItem.call(this,t)},t}(StackItem_js_1$4.BaseItem);BaseItems.BeginItem=BeginItem;var EndItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"end"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),t}(StackItem_js_1$4.BaseItem);BaseItems.EndItem=EndItem;var StyleItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"style"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(!t.isClose)return e.prototype.checkItem.call(this,t);var n=this.create("node","mstyle",this.nodes,this.getProperty("styles"));return[[this.factory.create("mml",n),t],!0]},t}(StackItem_js_1$4.BaseItem);BaseItems.StyleItem=StyleItem;var PositionItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"position"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(t.isClose)throw new TexError_js_1$g.default("MissingBoxFor","Missing box for %1",this.getName());if(t.isFinal){var n=t.toMml();switch(this.getProperty("move")){case"vertical":return n=this.create("node","mpadded",[n],{height:this.getProperty("dh"),depth:this.getProperty("dd"),voffset:this.getProperty("dh")}),[[this.factory.create("mml",n)],!0];case"horizontal":return[[this.factory.create("mml",this.getProperty("left")),t,this.factory.create("mml",this.getProperty("right"))],!0]}}return e.prototype.checkItem.call(this,t)},t}(StackItem_js_1$4.BaseItem);BaseItems.PositionItem=PositionItem;var CellItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"cell"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),t}(StackItem_js_1$4.BaseItem);BaseItems.CellItem=CellItem;var MmlItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"isFinal",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"kind",{get:function(){return"mml"},enumerable:!1,configurable:!0}),t}(StackItem_js_1$4.BaseItem);BaseItems.MmlItem=MmlItem;var FnItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"fn"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){var n=this.First;if(n){if(t.isOpen)return StackItem_js_1$4.BaseItem.success;if(!t.isKind("fn")){var r=t.First;if(!t.isKind("mml")||!r)return[[n,t],!0];if(NodeUtil_js_1$c.default.isType(r,"mstyle")&&r.childNodes.length&&NodeUtil_js_1$c.default.isType(r.childNodes[0].childNodes[0],"mspace")||NodeUtil_js_1$c.default.isType(r,"mspace"))return[[n,t],!0];NodeUtil_js_1$c.default.isEmbellished(r)&&(r=NodeUtil_js_1$c.default.getCoreMO(r));var i=NodeUtil_js_1$c.default.getForm(r);if(null!=i&&[0,0,1,1,0,1,1,0,0,0][i[2]])return[[n,t],!0]}var a=this.create("token","mo",{texClass:MmlNode_js_1$G.TEXCLASS.NONE},Entities_js_1$1.entities.ApplyFunction);return[[n,a,t],!0]}return e.prototype.checkItem.apply(this,arguments)},t}(StackItem_js_1$4.BaseItem);BaseItems.FnItem=FnItem;var NotItem=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.remap=MapHandler_js_1$1.MapHandler.getMap("not_remap"),t}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"not"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(e){var t,n,r;if(e.isKind("open")||e.isKind("left"))return StackItem_js_1$4.BaseItem.success;if(e.isKind("mml")&&(NodeUtil_js_1$c.default.isType(e.First,"mo")||NodeUtil_js_1$c.default.isType(e.First,"mi")||NodeUtil_js_1$c.default.isType(e.First,"mtext"))&&(t=e.First,1===(n=NodeUtil_js_1$c.default.getText(t)).length&&!NodeUtil_js_1$c.default.getProperty(t,"movesupsub")&&1===NodeUtil_js_1$c.default.getChildren(t).length))return this.remap.contains(n)?(r=this.create("text",this.remap.lookup(n).char),NodeUtil_js_1$c.default.setChild(t,0,r)):(r=this.create("text","̸"),NodeUtil_js_1$c.default.appendChildren(t,[r])),[[e],!0];r=this.create("text","⧸");var i=this.create("node","mtext",[],{},r),a=this.create("node","mpadded",[i],{width:0});return[[t=this.create("node","TeXAtom",[a],{texClass:MmlNode_js_1$G.TEXCLASS.REL}),e],!0]},t}(StackItem_js_1$4.BaseItem);BaseItems.NotItem=NotItem;var NonscriptItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"nonscript"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(e){if(e.isKind("mml")&&1===e.Size()){var t=e.First;if(t.isKind("mstyle")&&t.notParent&&(t=NodeUtil_js_1$c.default.getChildren(NodeUtil_js_1$c.default.getChildren(t)[0])[0]),t.isKind("mspace")){if(t!==e.First){var n=this.create("node","mrow",[e.Pop()]);e.Push(n)}this.factory.configuration.addNode("nonscript",e.First)}}return[[e],!0]},t}(StackItem_js_1$4.BaseItem);BaseItems.NonscriptItem=NonscriptItem;var DotsItem=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"dots"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(e){if(e.isKind("open")||e.isKind("left"))return StackItem_js_1$4.BaseItem.success;var t=this.getProperty("ldots"),n=e.First;if(e.isKind("mml")&&NodeUtil_js_1$c.default.isEmbellished(n)){var 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this.EndEntry(),this.EndRow(),this.clearEnv(),StackItem_js_1$4.BaseItem.fail;this.EndTable(),this.clearEnv();var n=this.factory.create("mml",this.createMml());if(this.getProperty("requireClose")){if(t.isKind("close"))return[[n],!0];throw new TexError_js_1$g.default("MissingCloseBrace","Missing close brace")}return[[n,t],!0]}return e.prototype.checkItem.call(this,t)},t.prototype.createMml=function(){var e=this.arraydef.scriptlevel;delete this.arraydef.scriptlevel;var t=this.create("node","mtable",this.table,this.arraydef);return e&&t.setProperty("scriptlevel",e),4===this.frame.length?NodeUtil_js_1$c.default.setAttribute(t,"frame",this.dashed?"dashed":"solid"):this.frame.length&&(this.arraydef.rowlines&&(this.arraydef.rowlines=this.arraydef.rowlines.replace(/none( none)+$/,"none")),NodeUtil_js_1$c.default.setAttribute(t,"frame",""),t=this.create("node","menclose",[t],{notation:this.frame.join(" 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e;this.getProperty("isNumbered")&&3===this.row.length?(this.row.unshift(this.row.pop()),e=this.create("node","mlabeledtr",this.row)):e=this.create("node","mtr",this.row),this.table.push(e),this.row=[]},t.prototype.EndTable=function(){(this.Size()||this.row.length)&&(this.EndEntry(),this.EndRow()),this.checkLines()},t.prototype.checkLines=function(){if(this.arraydef.rowlines){var e=this.arraydef.rowlines.split(/ /);e.length===this.table.length?(this.frame.push("bottom"),e.pop(),this.arraydef.rowlines=e.join(" ")):e.length<this.table.length-1&&(this.arraydef.rowlines+=" none")}if(this.getProperty("rowspacing")){for(var t=this.arraydef.rowspacing.split(/ /);t.length<this.table.length;)t.push(this.getProperty("rowspacing")+"em");this.arraydef.rowspacing=t.join(" ")}},t.prototype.addRowSpacing=function(e){if(this.arraydef.rowspacing){var t=this.arraydef.rowspacing.split(/ /);if(!this.getProperty("rowspacing")){var n=ParseUtil_js_1$d.default.dimen2em(t[0]);this.setProperty("rowspacing",n)}for(var r=this.getProperty("rowspacing");t.length<this.table.length;)t.push(ParseUtil_js_1$d.default.Em(r));t[this.table.length-1]=ParseUtil_js_1$d.default.Em(Math.max(0,r+ParseUtil_js_1$d.default.dimen2em(e))),this.arraydef.rowspacing=t.join(" ")}},t}(StackItem_js_1$4.BaseItem);BaseItems.ArrayItem=ArrayItem;var EqnArrayItem=function(e){function t(t){for(var n=[],r=1;r<arguments.length;r++)n[r-1]=arguments[r];var i=e.call(this,t)||this;return i.maxrow=0,i.factory.configuration.tags.start(n[0],n[2],n[1]),i}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"eqnarray"},enumerable:!1,configurable:!0}),t.prototype.EndEntry=function(){this.row.length&&ParseUtil_js_1$d.default.fixInitialMO(this.factory.configuration,this.nodes);var e=this.create("node","mtd",this.nodes);this.row.push(e),this.Clear()},t.prototype.EndRow=function(){this.row.length>this.maxrow&&(this.maxrow=this.row.length);var e="mtr",t=this.factory.configuration.tags.getTag();t&&(this.row=[t].concat(this.row),e="mlabeledtr"),this.factory.configuration.tags.clearTag();var n=this.create("node",e,this.row);this.table.push(n),this.row=[]},t.prototype.EndTable=function(){e.prototype.EndTable.call(this),this.factory.configuration.tags.end(),this.extendArray("columnalign",this.maxrow),this.extendArray("columnwidth",this.maxrow),this.extendArray("columnspacing",this.maxrow-1)},t.prototype.extendArray=function(e,t){if(this.arraydef[e]){var n=this.arraydef[e].split(/ /),r=__spreadArray$n([],__read$x(n),!1);if(r.length>1){for(;r.length<t;)r.push.apply(r,__spreadArray$n([],__read$x(n),!1));this.arraydef[e]=r.slice(0,t).join(" ")}}},t}(ArrayItem);BaseItems.EqnArrayItem=EqnArrayItem;var EquationItem=function(e){function t(t){for(var n=[],r=1;r<arguments.length;r++)n[r-1]=arguments[r];var i=e.call(this,t)||this;return i.factory.configuration.tags.start("equation",!0,n[0]),i}return __extends$1j(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"equation"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"isOpen",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){if(t.isKind("end")){var n=this.toMml(),r=this.factory.configuration.tags.getTag();return this.factory.configuration.tags.end(),[[r?this.factory.configuration.tags.enTag(n,r):n,t],!0]}if(t.isKind("stop"))throw new TexError_js_1$g.default("EnvMissingEnd","Missing \\end{%1}",this.getName());return e.prototype.checkItem.call(this,t)},t}(StackItem_js_1$4.BaseItem);BaseItems.EquationItem=EquationItem;var TexConstants={};!function(e){var t;Object.defineProperty(e,"__esModule",{value:!0}),e.TexConstant=void 0,(t=e.TexConstant||(e.TexConstant={})).Variant={NORMAL:"normal",BOLD:"bold",ITALIC:"italic",BOLDITALIC:"bold-italic",DOUBLESTRUCK:"double-struck",FRAKTUR:"fraktur",BOLDFRAKTUR:"bold-fraktur",SCRIPT:"script",BOLDSCRIPT:"bold-script",SANSSERIF:"sans-serif",BOLDSANSSERIF:"bold-sans-serif",SANSSERIFITALIC:"sans-serif-italic",SANSSERIFBOLDITALIC:"sans-serif-bold-italic",MONOSPACE:"monospace",INITIAL:"inital",TAILED:"tailed",LOOPED:"looped",STRETCHED:"stretched",CALLIGRAPHIC:"-tex-calligraphic",BOLDCALLIGRAPHIC:"-tex-bold-calligraphic",OLDSTYLE:"-tex-oldstyle",BOLDOLDSTYLE:"-tex-bold-oldstyle",MATHITALIC:"-tex-mathit"},t.Form={PREFIX:"prefix",INFIX:"infix",POSTFIX:"postfix"},t.LineBreak={AUTO:"auto",NEWLINE:"newline",NOBREAK:"nobreak",GOODBREAK:"goodbreak",BADBREAK:"badbreak"},t.LineBreakStyle={BEFORE:"before",AFTER:"after",DUPLICATE:"duplicate",INFIXLINBREAKSTYLE:"infixlinebreakstyle"},t.IndentAlign={LEFT:"left",CENTER:"center",RIGHT:"right",AUTO:"auto",ID:"id",INDENTALIGN:"indentalign"},t.IndentShift={INDENTSHIFT:"indentshift"},t.LineThickness={THIN:"thin",MEDIUM:"medium",THICK:"thick"},t.Notation={LONGDIV:"longdiv",ACTUARIAL:"actuarial",PHASORANGLE:"phasorangle",RADICAL:"radical",BOX:"box",ROUNDEDBOX:"roundedbox",CIRCLE:"circle",LEFT:"left",RIGHT:"right",TOP:"top",BOTTOM:"bottom",UPDIAGONALSTRIKE:"updiagonalstrike",DOWNDIAGONALSTRIKE:"downdiagonalstrike",VERTICALSTRIKE:"verticalstrike",HORIZONTALSTRIKE:"horizontalstrike",NORTHEASTARROW:"northeastarrow",MADRUWB:"madruwb",UPDIAGONALARROW:"updiagonalarrow"},t.Align={TOP:"top",BOTTOM:"bottom",CENTER:"center",BASELINE:"baseline",AXIS:"axis",LEFT:"left",RIGHT:"right"},t.Lines={NONE:"none",SOLID:"solid",DASHED:"dashed"},t.Side={LEFT:"left",RIGHT:"right",LEFTOVERLAP:"leftoverlap",RIGHTOVERLAP:"rightoverlap"},t.Width={AUTO:"auto",FIT:"fit"},t.Actiontype={TOGGLE:"toggle",STATUSLINE:"statusline",TOOLTIP:"tooltip",INPUT:"input"},t.Overflow={LINBREAK:"linebreak",SCROLL:"scroll",ELIDE:"elide",TRUNCATE:"truncate",SCALE:"scale"},t.Unit={EM:"em",EX:"ex",PX:"px",IN:"in",CM:"cm",MM:"mm",PT:"pt",PC:"pc"}}(TexConstants);var BaseMethods$1={},lengths$1={};!function(e){Object.defineProperty(e,"__esModule",{value:!0}),e.px=e.emRounded=e.em=e.percent=e.length2em=e.MATHSPACE=e.RELUNITS=e.UNITS=e.BIGDIMEN=void 0,e.BIGDIMEN=1e6,e.UNITS={px:1,in:96,cm:96/2.54,mm:96/25.4},e.RELUNITS={em:1,ex:.431,pt:.1,pc:1.2,mu:1/18},e.MATHSPACE={veryverythinmathspace:1/18,verythinmathspace:2/18,thinmathspace:3/18,mediummathspace:4/18,thickmathspace:5/18,verythickmathspace:6/18,veryverythickmathspace:7/18,negativeveryverythinmathspace:-1/18,negativeverythinmathspace:-2/18,negativethinmathspace:-3/18,negativemediummathspace:-4/18,negativethickmathspace:-5/18,negativeverythickmathspace:-6/18,negativeveryverythickmathspace:-7/18,thin:.04,medium:.06,thick:.1,normal:1,big:2,small:1/Math.sqrt(2),infinity:e.BIGDIMEN},e.length2em=function(t,n,r,i){if(void 0===n&&(n=0),void 0===r&&(r=1),void 0===i&&(i=16),"string"!=typeof t&&(t=String(t)),""===t||null==t)return n;if(e.MATHSPACE[t])return e.MATHSPACE[t];var 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TexParser_js_1$8.default(t,n,e.configuration),a=i.mml(),o=i.stack.global;if(o.leftRoot||o.upRoot){var s={};o.leftRoot&&(s.width=o.leftRoot),o.upRoot&&(s.voffset=o.upRoot,s.height=o.upRoot),a=e.create("node","mpadded",[a],s)}return n.inRoot=r,a}BaseMethods.Open=function(e,t){e.Push(e.itemFactory.create("open"))},BaseMethods.Close=function(e,t){e.Push(e.itemFactory.create("close"))},BaseMethods.Tilde=function(e,t){e.Push(e.create("token","mtext",{},Entities_js_1.entities.nbsp))},BaseMethods.Space=function(e,t){},BaseMethods.Superscript=function(e,t){var n,r,i;e.GetNext().match(/\d/)&&(e.string=e.string.substr(0,e.i+1)+" "+e.string.substr(e.i+1));var a=e.stack.Top();a.isKind("prime")?(i=(n=__read$w(a.Peek(2),2))[0],r=n[1],e.stack.Pop()):(i=e.stack.Prev())||(i=e.create("token","mi",{},""));var o=NodeUtil_js_1$b.default.getProperty(i,"movesupsub"),s=NodeUtil_js_1$b.default.isType(i,"msubsup")?i.sup:i.over;if(NodeUtil_js_1$b.default.isType(i,"msubsup")&&!NodeUtil_js_1$b.default.isType(i,"msup")&&NodeUtil_js_1$b.default.getChildAt(i,i.sup)||NodeUtil_js_1$b.default.isType(i,"munderover")&&!NodeUtil_js_1$b.default.isType(i,"mover")&&NodeUtil_js_1$b.default.getChildAt(i,i.over)&&!NodeUtil_js_1$b.default.getProperty(i,"subsupOK"))throw new TexError_js_1$f.default("DoubleExponent","Double exponent: use braces to clarify");NodeUtil_js_1$b.default.isType(i,"msubsup")&&!NodeUtil_js_1$b.default.isType(i,"msup")||(o?((!NodeUtil_js_1$b.default.isType(i,"munderover")||NodeUtil_js_1$b.default.isType(i,"mover")||NodeUtil_js_1$b.default.getChildAt(i,i.over))&&(i=e.create("node","munderover",[i],{movesupsub:!0})),s=i.over):s=(i=e.create("node","msubsup",[i])).sup),e.Push(e.itemFactory.create("subsup",i).setProperties({position:s,primes:r,movesupsub:o}))},BaseMethods.Subscript=function(e,t){var n,r,i;e.GetNext().match(/\d/)&&(e.string=e.string.substr(0,e.i+1)+" "+e.string.substr(e.i+1));var a=e.stack.Top();a.isKind("prime")?(i=(n=__read$w(a.Peek(2),2))[0],r=n[1],e.stack.Pop()):(i=e.stack.Prev())||(i=e.create("token","mi",{},""));var o=NodeUtil_js_1$b.default.getProperty(i,"movesupsub"),s=NodeUtil_js_1$b.default.isType(i,"msubsup")?i.sub:i.under;if(NodeUtil_js_1$b.default.isType(i,"msubsup")&&!NodeUtil_js_1$b.default.isType(i,"msup")&&NodeUtil_js_1$b.default.getChildAt(i,i.sub)||NodeUtil_js_1$b.default.isType(i,"munderover")&&!NodeUtil_js_1$b.default.isType(i,"mover")&&NodeUtil_js_1$b.default.getChildAt(i,i.under)&&!NodeUtil_js_1$b.default.getProperty(i,"subsupOK"))throw new TexError_js_1$f.default("DoubleSubscripts","Double subscripts: use braces to clarify");NodeUtil_js_1$b.default.isType(i,"msubsup")&&!NodeUtil_js_1$b.default.isType(i,"msup")||(o?((!NodeUtil_js_1$b.default.isType(i,"munderover")||NodeUtil_js_1$b.default.isType(i,"mover")||NodeUtil_js_1$b.default.getChildAt(i,i.under))&&(i=e.create("node","munderover",[i],{movesupsub:!0})),s=i.under):s=(i=e.create("node","msubsup",[i])).sub),e.Push(e.itemFactory.create("subsup",i).setProperties({position:s,primes:r,movesupsub:o}))},BaseMethods.Prime=function(e,t){var n=e.stack.Prev();if(n||(n=e.create("node","mi")),NodeUtil_js_1$b.default.isType(n,"msubsup")&&!NodeUtil_js_1$b.default.isType(n,"msup")&&NodeUtil_js_1$b.default.getChildAt(n,n.sup))throw new TexError_js_1$f.default("DoubleExponentPrime","Prime causes double exponent: use braces to clarify");var r="";e.i--;do{r+=Entities_js_1.entities.prime,e.i++,t=e.GetNext()}while("'"===t||t===Entities_js_1.entities.rsquo);r=["","′","″","‴","⁗"][r.length]||r;var i=e.create("token","mo",{variantForm:!0},r);e.Push(e.itemFactory.create("prime",n,i))},BaseMethods.Comment=function(e,t){for(;e.i<e.string.length&&"\n"!==e.string.charAt(e.i);)e.i++},BaseMethods.Hash=function(e,t){throw new TexError_js_1$f.default("CantUseHash1","You can't use 'macro parameter character #' in math mode")},BaseMethods.MathFont=function(e,t,n){var r=e.GetArgument(t),i=new TexParser_js_1$8.default(r,__assign$C(__assign$C({},e.stack.env),{font:n,multiLetterIdentifiers:/^[a-zA-Z]+/,noAutoOP:!0}),e.configuration).mml();e.Push(e.create("node","TeXAtom",[i]))},BaseMethods.SetFont=function(e,t,n){e.stack.env.font=n},BaseMethods.SetStyle=function(e,t,n,r,i){e.stack.env.style=n,e.stack.env.level=i,e.Push(e.itemFactory.create("style").setProperty("styles",{displaystyle:r,scriptlevel:i}))},BaseMethods.SetSize=function(e,t,n){e.stack.env.size=n,e.Push(e.itemFactory.create("style").setProperty("styles",{mathsize:(0,lengths_js_1$5.em)(n)}))},BaseMethods.Spacer=function(e,t,n){var r=e.create("node","mspace",[],{width:(0,lengths_js_1$5.em)(n)}),i=e.create("node","mstyle",[r],{scriptlevel:0});e.Push(i)},BaseMethods.LeftRight=function(e,t){var n=t.substr(1);e.Push(e.itemFactory.create(n,e.GetDelimiter(t),e.stack.env.color))},BaseMethods.NamedFn=function(e,t,n){n||(n=t.substr(1));var r=e.create("token","mi",{texClass:MmlNode_js_1$F.TEXCLASS.OP},n);e.Push(e.itemFactory.create("fn",r))},BaseMethods.NamedOp=function(e,t,n){n||(n=t.substr(1)),n=n.replace(/&thinsp;/," ");var r=e.create("token","mo",{movablelimits:!0,movesupsub:!0,form:TexConstants_js_1$a.TexConstant.Form.PREFIX,texClass:MmlNode_js_1$F.TEXCLASS.OP},n);e.Push(r)},BaseMethods.Limits=function(e,t,n){var r=e.stack.Prev(!0);if(!r||NodeUtil_js_1$b.default.getTexClass(NodeUtil_js_1$b.default.getCoreMO(r))!==MmlNode_js_1$F.TEXCLASS.OP&&null==NodeUtil_js_1$b.default.getProperty(r,"movesupsub"))throw new TexError_js_1$f.default("MisplacedLimits","%1 is allowed only on operators",e.currentCS);var i,a=e.stack.Top();NodeUtil_js_1$b.default.isType(r,"munderover")&&!n?(i=e.create("node","msubsup"),NodeUtil_js_1$b.default.copyChildren(r,i),r=a.Last=i):NodeUtil_js_1$b.default.isType(r,"msubsup")&&n&&(i=e.create("node","munderover"),NodeUtil_js_1$b.default.copyChildren(r,i),r=a.Last=i),NodeUtil_js_1$b.default.setProperty(r,"movesupsub",!!n),NodeUtil_js_1$b.default.setProperties(NodeUtil_js_1$b.default.getCoreMO(r),{movablelimits:!1}),(NodeUtil_js_1$b.default.getAttribute(r,"movablelimits")||NodeUtil_js_1$b.default.getProperty(r,"movablelimits"))&&NodeUtil_js_1$b.default.setProperties(r,{movablelimits:!1})},BaseMethods.Over=function(e,t,n,r){var i=e.itemFactory.create("over").setProperty("name",e.currentCS);n||r?(i.setProperty("open",n),i.setProperty("close",r)):t.match(/withdelims$/)&&(i.setProperty("open",e.GetDelimiter(t)),i.setProperty("close",e.GetDelimiter(t))),t.match(/^\\above/)?i.setProperty("thickness",e.GetDimen(t)):(t.match(/^\\atop/)||n||r)&&i.setProperty("thickness",0),e.Push(i)},BaseMethods.Frac=function(e,t){var n=e.ParseArg(t),r=e.ParseArg(t),i=e.create("node","mfrac",[n,r]);e.Push(i)},BaseMethods.Sqrt=function(e,t){var n=e.GetBrackets(t),r=e.GetArgument(t);"\\frac"===r&&(r+="{"+e.GetArgument(r)+"}{"+e.GetArgument(r)+"}");var i=new TexParser_js_1$8.default(r,e.stack.env,e.configuration).mml();i=n?e.create("node","mroot",[i,parseRoot(e,n)]):e.create("node","msqrt",[i]),e.Push(i)},BaseMethods.Root=function(e,t){var n=e.GetUpTo(t,"\\of"),r=e.ParseArg(t),i=e.create("node","mroot",[r,parseRoot(e,n)]);e.Push(i)},BaseMethods.MoveRoot=function(e,t,n){if(!e.stack.env.inRoot)throw new TexError_js_1$f.default("MisplacedMoveRoot","%1 can appear only within a root",e.currentCS);if(e.stack.global[n])throw new TexError_js_1$f.default("MultipleMoveRoot","Multiple use of %1",e.currentCS);var r=e.GetArgument(t);if(!r.match(/-?[0-9]+/))throw new TexError_js_1$f.default("IntegerArg","The argument to %1 must be an integer",e.currentCS);"-"!==(r=parseInt(r,10)/15+"em").substr(0,1)&&(r="+"+r),e.stack.global[n]=r},BaseMethods.Accent=function(e,t,n,r){var i=e.ParseArg(t),a=__assign$C(__assign$C({},ParseUtil_js_1$c.default.getFontDef(e)),{accent:!0,mathaccent:!0}),o=NodeUtil_js_1$b.default.createEntity(n),s=e.create("token","mo",a,o);NodeUtil_js_1$b.default.setAttribute(s,"stretchy",!!r);var l=NodeUtil_js_1$b.default.isEmbellished(i)?NodeUtil_js_1$b.default.getCoreMO(i):i;(NodeUtil_js_1$b.default.isType(l,"mo")||NodeUtil_js_1$b.default.getProperty(l,"movablelimits"))&&NodeUtil_js_1$b.default.setProperties(l,{movablelimits:!1});var c=e.create("node","munderover");NodeUtil_js_1$b.default.setChild(c,0,i),NodeUtil_js_1$b.default.setChild(c,1,null),NodeUtil_js_1$b.default.setChild(c,2,s);var d=e.create("node","TeXAtom",[c]);e.Push(d)},BaseMethods.UnderOver=function(e,t,n,r){var i=NodeUtil_js_1$b.default.createEntity(n),a=e.create("token","mo",{stretchy:!0,accent:!0},i),o="o"===t.charAt(1)?"over":"under",s=e.ParseArg(t);e.Push(ParseUtil_js_1$c.default.underOver(e,s,a,o,r))},BaseMethods.Overset=function(e,t){var n=e.ParseArg(t),r=e.ParseArg(t);ParseUtil_js_1$c.default.checkMovableLimits(r),n.isKind("mo")&&NodeUtil_js_1$b.default.setAttribute(n,"accent",!1);var i=e.create("node","mover",[r,n]);e.Push(i)},BaseMethods.Underset=function(e,t){var n=e.ParseArg(t),r=e.ParseArg(t);ParseUtil_js_1$c.default.checkMovableLimits(r),n.isKind("mo")&&NodeUtil_js_1$b.default.setAttribute(n,"accent",!1);var i=e.create("node","munder",[r,n],{accentunder:!1});e.Push(i)},BaseMethods.Overunderset=function(e,t){var n=e.ParseArg(t),r=e.ParseArg(t),i=e.ParseArg(t);ParseUtil_js_1$c.default.checkMovableLimits(i),n.isKind("mo")&&NodeUtil_js_1$b.default.setAttribute(n,"accent",!1),r.isKind("mo")&&NodeUtil_js_1$b.default.setAttribute(r,"accent",!1);var a=e.create("node","munderover",[i,r,n],{accent:!1,accentunder:!1});e.Push(a)},BaseMethods.TeXAtom=function(e,t,n){var r,i,a,o={texClass:n};if(n===MmlNode_js_1$F.TEXCLASS.OP){o.movesupsub=o.movablelimits=!0;var s=e.GetArgument(t),l=s.match(/^\s*\\rm\s+([a-zA-Z0-9 ]+)$/);l?(o.mathvariant=TexConstants_js_1$a.TexConstant.Variant.NORMAL,i=e.create("token","mi",o,l[1])):(a=new TexParser_js_1$8.default(s,e.stack.env,e.configuration).mml(),i=e.create("node","TeXAtom",[a],o)),r=e.itemFactory.create("fn",i)}else a=e.ParseArg(t),r=e.create("node","TeXAtom",[a],o);e.Push(r)},BaseMethods.MmlToken=function(e,t){var n,r=e.GetArgument(t),i=e.GetBrackets(t,"").replace(/^\s+/,""),a=e.GetArgument(t),o={},s=[];try{n=e.create("node",r)}catch(e){n=null}if(!n||!n.isToken)throw new TexError_js_1$f.default("NotMathMLToken","%1 is not a token element",r);for(;""!==i;){var l=i.match(/^([a-z]+)\s*=\s*('[^']*'|"[^"]*"|[^ ,]*)\s*,?\s*/i);if(!l)throw new TexError_js_1$f.default("InvalidMathMLAttr","Invalid MathML attribute: %1",i);if(!n.attributes.hasDefault(l[1])&&!MmlTokenAllow[l[1]])throw new TexError_js_1$f.default("UnknownAttrForElement","%1 is not a recognized attribute for %2",l[1],r);var c=ParseUtil_js_1$c.default.MmlFilterAttribute(e,l[1],l[2].replace(/^(['"])(.*)\1$/,"$2"));c&&("true"===c.toLowerCase()?c=!0:"false"===c.toLowerCase()&&(c=!1),o[l[1]]=c,s.push(l[1])),i=i.substr(l[0].length)}s.length&&(o["mjx-keep-attrs"]=s.join(" "));var d=e.create("text",a);n.appendChild(d),NodeUtil_js_1$b.default.setProperties(n,o),e.Push(n)},BaseMethods.Strut=function(e,t){var n=e.create("node","mrow"),r=e.create("node","mpadded",[n],{height:"8.6pt",depth:"3pt",width:0});e.Push(r)},BaseMethods.Phantom=function(e,t,n,r){var i=e.create("node","mphantom",[e.ParseArg(t)]);(n||r)&&(i=e.create("node","mpadded",[i]),r&&(NodeUtil_js_1$b.default.setAttribute(i,"height",0),NodeUtil_js_1$b.default.setAttribute(i,"depth",0)),n&&NodeUtil_js_1$b.default.setAttribute(i,"width",0));var a=e.create("node","TeXAtom",[i]);e.Push(a)},BaseMethods.Smash=function(e,t){var n=ParseUtil_js_1$c.default.trimSpaces(e.GetBrackets(t,"")),r=e.create("node","mpadded",[e.ParseArg(t)]);switch(n){case"b":NodeUtil_js_1$b.default.setAttribute(r,"depth",0);break;case"t":NodeUtil_js_1$b.default.setAttribute(r,"height",0);break;default:NodeUtil_js_1$b.default.setAttribute(r,"height",0),NodeUtil_js_1$b.default.setAttribute(r,"depth",0)}var i=e.create("node","TeXAtom",[r]);e.Push(i)},BaseMethods.Lap=function(e,t){var n=e.create("node","mpadded",[e.ParseArg(t)],{width:0});"\\llap"===t&&NodeUtil_js_1$b.default.setAttribute(n,"lspace","-1width");var r=e.create("node","TeXAtom",[n]);e.Push(r)},BaseMethods.RaiseLower=function(e,t){var n=e.GetDimen(t),r=e.itemFactory.create("position").setProperties({name:e.currentCS,move:"vertical"});"-"===n.charAt(0)&&(n=n.slice(1),t="raise"===t.substr(1)?"\\lower":"\\raise"),"\\lower"===t?(r.setProperty("dh","-"+n),r.setProperty("dd","+"+n)):(r.setProperty("dh","+"+n),r.setProperty("dd","-"+n)),e.Push(r)},BaseMethods.MoveLeftRight=function(e,t){var n=e.GetDimen(t),r="-"===n.charAt(0)?n.slice(1):"-"+n;if("\\moveleft"===t){var i=n;n=r,r=i}e.Push(e.itemFactory.create("position").setProperties({name:e.currentCS,move:"horizontal",left:e.create("node","mspace",[],{width:n}),right:e.create("node","mspace",[],{width:r})}))},BaseMethods.Hskip=function(e,t){var n=e.create("node","mspace",[],{width:e.GetDimen(t)});e.Push(n)},BaseMethods.Nonscript=function(e,t){e.Push(e.itemFactory.create("nonscript"))},BaseMethods.Rule=function(e,t,n){var r={width:e.GetDimen(t),height:e.GetDimen(t),depth:e.GetDimen(t)};"blank"!==n&&(r.mathbackground=e.stack.env.color||"black");var i=e.create("node","mspace",[],r);e.Push(i)},BaseMethods.rule=function(e,t){var n=e.GetBrackets(t),r=e.GetDimen(t),i=e.GetDimen(t),a=e.create("node","mspace",[],{width:r,height:i,mathbackground:e.stack.env.color||"black"});n&&(a=e.create("node","mpadded",[a],{voffset:n}),n.match(/^\-/)?(NodeUtil_js_1$b.default.setAttribute(a,"height",n),NodeUtil_js_1$b.default.setAttribute(a,"depth","+"+n.substr(1))):NodeUtil_js_1$b.default.setAttribute(a,"height","+"+n)),e.Push(a)},BaseMethods.MakeBig=function(e,t,n,r){var i=String(r*=P_HEIGHT).replace(/(\.\d\d\d).+/,"$1")+"em",a=e.GetDelimiter(t,!0),o=e.create("token","mo",{minsize:i,maxsize:i,fence:!0,stretchy:!0,symmetric:!0},a),s=e.create("node","TeXAtom",[o],{texClass:n});e.Push(s)},BaseMethods.BuildRel=function(e,t){var n=e.ParseUpTo(t,"\\over"),r=e.ParseArg(t),i=e.create("node","munderover");NodeUtil_js_1$b.default.setChild(i,0,r),NodeUtil_js_1$b.default.setChild(i,1,null),NodeUtil_js_1$b.default.setChild(i,2,n);var a=e.create("node","TeXAtom",[i],{texClass:MmlNode_js_1$F.TEXCLASS.REL});e.Push(a)},BaseMethods.HBox=function(e,t,n,r){e.PushAll(ParseUtil_js_1$c.default.internalMath(e,e.GetArgument(t),n,r))},BaseMethods.FBox=function(e,t){var n=ParseUtil_js_1$c.default.internalMath(e,e.GetArgument(t)),r=e.create("node","menclose",n,{notation:"box"});e.Push(r)},BaseMethods.FrameBox=function(e,t){var n=e.GetBrackets(t),r=e.GetBrackets(t)||"c",i=ParseUtil_js_1$c.default.internalMath(e,e.GetArgument(t));n&&(i=[e.create("node","mpadded",i,{width:n,"data-align":(0,Options_js_1$7.lookup)(r,{l:"left",r:"right"},"center")})]);var a=e.create("node","TeXAtom",[e.create("node","menclose",i,{notation:"box"})],{texClass:MmlNode_js_1$F.TEXCLASS.ORD});e.Push(a)},BaseMethods.Not=function(e,t){e.Push(e.itemFactory.create("not"))},BaseMethods.Dots=function(e,t){var n=NodeUtil_js_1$b.default.createEntity("2026"),r=NodeUtil_js_1$b.default.createEntity("22EF"),i=e.create("token","mo",{stretchy:!1},n),a=e.create("token","mo",{stretchy:!1},r);e.Push(e.itemFactory.create("dots").setProperties({ldots:i,cdots:a}))},BaseMethods.Matrix=function(e,t,n,r,i,a,o,s,l,c){var d=e.GetNext();if(""===d)throw new TexError_js_1$f.default("MissingArgFor","Missing argument for %1",e.currentCS);"{"===d?e.i++:(e.string=d+"}"+e.string.slice(e.i+1),e.i=0);var T=e.itemFactory.create("array").setProperty("requireClose",!0);T.arraydef={rowspacing:o||"4pt",columnspacing:a||"1em"},l&&T.setProperty("isCases",!0),c&&(T.setProperty("isNumbered",!0),T.arraydef.side=c),(n||r)&&(T.setProperty("open",n),T.setProperty("close",r)),"D"===s&&(T.arraydef.displaystyle=!0),null!=i&&(T.arraydef.columnalign=i),e.Push(T)},BaseMethods.Entry=function(e,t){e.Push(e.itemFactory.create("cell").setProperties({isEntry:!0,name:t}));var n=e.stack.Top(),r=n.getProperty("casesEnv");if(n.getProperty("isCases")||r){for(var i=e.string,a=0,o=-1,s=e.i,l=i.length,c=r?new RegExp("^\\\\end\\s*\\{".concat(r.replace(/\*/,"\\*"),"\\}")):null;s<l;){var d=i.charAt(s);if("{"===d)a++,s++;else if("}"===d)0===a?l=0:(0==--a&&o<0&&(o=s-e.i),s++);else{if("&"===d&&0===a)throw new TexError_js_1$f.default("ExtraAlignTab","Extra alignment tab in \\cases text");if("\\"===d){var T=i.substr(s);T.match(/^((\\cr)[^a-zA-Z]|\\\\)/)||c&&T.match(c)?l=0:s+=2}else s++}}var u=i.substr(e.i,s-e.i);if(!u.match(/^\s*\\text[^a-zA-Z]/)||o!==u.replace(/\s+$/,"").length-1){var Q=ParseUtil_js_1$c.default.internalMath(e,ParseUtil_js_1$c.default.trimSpaces(u),0);e.PushAll(Q),e.i=s}}},BaseMethods.Cr=function(e,t){e.Push(e.itemFactory.create("cell").setProperties({isCR:!0,name:t}))},BaseMethods.CrLaTeX=function(e,t,n){var r;if(void 0===n&&(n=!1),!n&&("*"===e.string.charAt(e.i)&&e.i++,"["===e.string.charAt(e.i))){var i=e.GetBrackets(t,""),a=__read$w(ParseUtil_js_1$c.default.matchDimen(i),2),o=a[0],s=a[1];if(i&&!o)throw new TexError_js_1$f.default("BracketMustBeDimension","Bracket argument to %1 must be a dimension",e.currentCS);r=o+s}e.Push(e.itemFactory.create("cell").setProperties({isCR:!0,name:t,linebreak:!0}));var l,c=e.stack.Top();c instanceof sitem.ArrayItem?r&&c.addRowSpacing(r):(r&&(l=e.create("node","mspace",[],{depth:r}),e.Push(l)),l=e.create("node","mspace",[],{linebreak:TexConstants_js_1$a.TexConstant.LineBreak.NEWLINE}),e.Push(l))},BaseMethods.HLine=function(e,t,n){null==n&&(n="solid");var r=e.stack.Top();if(!(r instanceof sitem.ArrayItem)||r.Size())throw new TexError_js_1$f.default("Misplaced","Misplaced %1",e.currentCS);if(r.table.length){for(var i=r.arraydef.rowlines?r.arraydef.rowlines.split(/ /):[];i.length<r.table.length;)i.push("none");i[r.table.length-1]=n,r.arraydef.rowlines=i.join(" ")}else r.frame.push("top")},BaseMethods.HFill=function(e,t){var n=e.stack.Top();if(!(n instanceof sitem.ArrayItem))throw new TexError_js_1$f.default("UnsupportedHFill","Unsupported use of %1",e.currentCS);n.hfill.push(n.Size())},BaseMethods.BeginEnd=function(e,t){var n=e.GetArgument(t);if(n.match(/\\/i))throw new TexError_js_1$f.default("InvalidEnv","Invalid environment name '%1'",n);var r=e.configuration.handlers.get("environment").lookup(n);if(r&&"\\end"===t){if(!r.args[0]){var i=e.itemFactory.create("end").setProperty("name",n);return void e.Push(i)}e.stack.env.closing=n}ParseUtil_js_1$c.default.checkMaxMacros(e,!1),e.parse("environment",[e,n])},BaseMethods.Array=function(e,t,n,r,i,a,o,s,l){i||(i=e.GetArgument("\\begin{"+t.getName()+"}"));var c=("c"+i).replace(/[^clr|:]/g,"").replace(/[^|:]([|:])+/g,"$1");i=(i=i.replace(/[^clr]/g,"").split("").join(" ")).replace(/l/g,"left").replace(/r/g,"right").replace(/c/g,"center");var d=e.itemFactory.create("array");return d.arraydef={columnalign:i,columnspacing:a||"1em",rowspacing:o||"4pt"},c.match(/[|:]/)&&(c.charAt(0).match(/[|:]/)&&(d.frame.push("left"),d.dashed=":"===c.charAt(0)),c.charAt(c.length-1).match(/[|:]/)&&d.frame.push("right"),c=c.substr(1,c.length-2),d.arraydef.columnlines=c.split("").join(" ").replace(/[^|: ]/g,"none").replace(/\|/g,"solid").replace(/:/g,"dashed")),n&&d.setProperty("open",e.convertDelimiter(n)),r&&d.setProperty("close",e.convertDelimiter(r)),"'"===(s||"").charAt(1)&&(d.arraydef["data-cramped"]=!0,s=s.charAt(0)),"D"===s?d.arraydef.displaystyle=!0:s&&(d.arraydef.displaystyle=!1),"S"===s&&(d.arraydef.scriptlevel=1),l&&(d.arraydef.useHeight=!1),e.Push(t),d},BaseMethods.AlignedArray=function(e,t){var n=e.GetBrackets("\\begin{"+t.getName()+"}"),r=BaseMethods.Array(e,t);return ParseUtil_js_1$c.default.setArrayAlign(r,n)},BaseMethods.Equation=function(e,t,n){return e.Push(t),ParseUtil_js_1$c.default.checkEqnEnv(e),e.itemFactory.create("equation",n).setProperty("name",t.getName())},BaseMethods.EqnArray=function(e,t,n,r,i,a){e.Push(t),r&&ParseUtil_js_1$c.default.checkEqnEnv(e),i=(i=i.replace(/[^clr]/g,"").split("").join(" ")).replace(/l/g,"left").replace(/r/g,"right").replace(/c/g,"center");var o=e.itemFactory.create("eqnarray",t.getName(),n,r,e.stack.global);return o.arraydef={displaystyle:!0,columnalign:i,columnspacing:a||"1em",rowspacing:"3pt",side:e.options.tagSide,minlabelspacing:e.options.tagIndent},o},BaseMethods.HandleNoTag=function(e,t){e.tags.notag()},BaseMethods.HandleLabel=function(e,t){var n=e.GetArgument(t);if(""!==n&&!e.tags.refUpdate){if(e.tags.label)throw new TexError_js_1$f.default("MultipleCommand","Multiple %1",e.currentCS);if(e.tags.label=n,(e.tags.allLabels[n]||e.tags.labels[n])&&!e.options.ignoreDuplicateLabels)throw new TexError_js_1$f.default("MultipleLabel","Label '%1' multiply defined",n);e.tags.labels[n]=new 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Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$m=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__importDefault$y=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(ParseMethods$1,"__esModule",{value:!0});var ParseMethods,NodeUtil_js_1$a=__importDefault$y(NodeUtil$1),TexConstants_js_1$9=TexConstants,ParseUtil_js_1$b=__importDefault$y(requireParseUtil());!function(e){e.variable=function(e,t){var n=ParseUtil_js_1$b.default.getFontDef(e),r=e.stack.env;r.multiLetterIdentifiers&&""!==r.font&&(t=e.string.substr(e.i-1).match(r.multiLetterIdentifiers)[0],e.i+=t.length-1,n.mathvariant===TexConstants_js_1$9.TexConstant.Variant.NORMAL&&r.noAutoOP&&t.length>1&&(n.autoOP=!1));var i=e.create("token","mi",n,t);e.Push(i)},e.digit=function(e,t){var n,r=e.configuration.options.digits,i=e.string.slice(e.i-1).match(r),a=ParseUtil_js_1$b.default.getFontDef(e);i?(n=e.create("token","mn",a,i[0].replace(/[{}]/g,"")),e.i+=i[0].length-1):n=e.create("token","mo",a,t),e.Push(n)},e.controlSequence=function(e,t){var n=e.GetCS();e.parse("macro",[e,n])},e.mathchar0mi=function(e,t){var n=t.attributes||{mathvariant:TexConstants_js_1$9.TexConstant.Variant.ITALIC},r=e.create("token","mi",n,t.char);e.Push(r)},e.mathchar0mo=function(e,t){var n=t.attributes||{};n.stretchy=!1;var r=e.create("token","mo",n,t.char);NodeUtil_js_1$a.default.setProperty(r,"fixStretchy",!0),e.configuration.addNode("fixStretchy",r),e.Push(r)},e.mathchar7=function(e,t){var n=t.attributes||{mathvariant:TexConstants_js_1$9.TexConstant.Variant.NORMAL};e.stack.env.font&&(n.mathvariant=e.stack.env.font);var r=e.create("token","mi",n,t.char);e.Push(r)},e.delimiter=function(e,t){var n=t.attributes||{};n=Object.assign({fence:!1,stretchy:!1},n);var r=e.create("token","mo",n,t.char);e.Push(r)},e.environment=function(e,t,n,r){var i=r[0],a=e.itemFactory.create("begin").setProperties({name:t,end:i});a=n.apply(void 0,__spreadArray$m([e,a],__read$v(r.slice(1)),!1)),e.Push(a)}}(ParseMethods||(ParseMethods={})),ParseMethods$1.default=ParseMethods;var __createBinding$9=commonjsGlobal&&commonjsGlobal.__createBinding||(Object.create?function(e,t,n,r){void 0===r&&(r=n);var i=Object.getOwnPropertyDescriptor(t,n);i&&!("get"in i?!t.__esModule:i.writable||i.configurable)||(i={enumerable:!0,get:function(){return t[n]}}),Object.defineProperty(e,r,i)}:function(e,t,n,r){void 0===r&&(r=n),e[r]=t[n]}),__setModuleDefault$9=commonjsGlobal&&commonjsGlobal.__setModuleDefault||(Object.create?function(e,t){Object.defineProperty(e,"default",{enumerable:!0,value:t})}:function(e,t){e.default=t}),__importStar$9=commonjsGlobal&&commonjsGlobal.__importStar||function(e){if(e&&e.__esModule)return e;var t={};if(null!=e)for(var n in e)"default"!==n&&Object.prototype.hasOwnProperty.call(e,n)&&__createBinding$9(t,e,n);return __setModuleDefault$9(t,e),t},__importDefault$x=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}},sm$4=__importStar$9(SymbolMap),TexConstants_js_1$8=TexConstants,BaseMethods_js_1$6=__importDefault$x(BaseMethods$1),ParseMethods_js_1$6=__importDefault$x(ParseMethods$1),ParseUtil_js_1$a=__importDefault$x(requireParseUtil()),MmlNode_js_1$E=MmlNode,lengths_js_1$4=lengths$1;new sm$4.RegExpMap("letter",ParseMethods_js_1$6.default.variable,/[a-z]/i),new sm$4.RegExpMap("digit",ParseMethods_js_1$6.default.digit,/[0-9.,]/),new sm$4.RegExpMap("command",ParseMethods_js_1$6.default.controlSequence,/^\\/),new sm$4.MacroMap("special",{"{":"Open","}":"Close","~":"Tilde","^":"Superscript",_:"Subscript"," ":"Space","\t":"Space","\r":"Space","\n":"Space","'":"Prime","%":"Comment","&":"Entry","#":"Hash"," ":"Space","’":"Prime"},BaseMethods_js_1$6.default),new sm$4.CharacterMap("mathchar0mi",ParseMethods_js_1$6.default.mathchar0mi,{alpha:"α",beta:"β",gamma:"γ",delta:"δ",epsilon:"ϵ",zeta:"ζ",eta:"η",theta:"θ",iota:"ι",kappa:"κ",lambda:"λ",mu:"μ",nu:"ν",xi:"ξ",omicron:"ο",pi:"π",rho:"ρ",sigma:"σ",tau:"τ",upsilon:"υ",phi:"ϕ",chi:"χ",psi:"ψ",omega:"ω",varepsilon:"ε",vartheta:"ϑ",varpi:"ϖ",varrho:"ϱ",varsigma:"ς",varphi:"φ",S:["§",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],aleph:["ℵ",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],hbar:["ℏ",{variantForm:!0}],imath:"ı",jmath:"ȷ",ell:"ℓ",wp:["℘",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],Re:["ℜ",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],Im:["ℑ",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],partial:["∂",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.ITALIC}],infty:["∞",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],prime:["′",{variantForm:!0}],emptyset:["∅",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],nabla:["∇",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],top:["⊤",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],bot:["⊥",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],angle:["∠",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],triangle:["△",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],backslash:["∖",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],forall:["∀",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],exists:["∃",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],neg:["¬",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],lnot:["¬",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],flat:["♭",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],natural:["♮",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],sharp:["♯",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],clubsuit:["♣",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],diamondsuit:["♢",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],heartsuit:["♡",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}],spadesuit:["♠",{mathvariant:TexConstants_js_1$8.TexConstant.Variant.NORMAL}]}),new sm$4.CharacterMap("mathchar0mo",ParseMethods_js_1$6.default.mathchar0mo,{surd:"√",coprod:["∐",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigvee:["⋁",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigwedge:["⋀",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],biguplus:["⨄",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigcap:["⋂",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigcup:["⋃",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],int:["∫",{texClass:MmlNode_js_1$E.TEXCLASS.OP}],intop:["∫",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0,movablelimits:!0}],iint:["∬",{texClass:MmlNode_js_1$E.TEXCLASS.OP}],iiint:["∭",{texClass:MmlNode_js_1$E.TEXCLASS.OP}],prod:["∏",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],sum:["∑",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigotimes:["⨂",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigoplus:["⨁",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],bigodot:["⨀",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],oint:["∮",{texClass:MmlNode_js_1$E.TEXCLASS.OP}],bigsqcup:["⨆",{texClass:MmlNode_js_1$E.TEXCLASS.OP,movesupsub:!0}],smallint:["∫",{largeop:!1}],triangleleft:"◃",triangleright:"▹",bigtriangleup:"△",bigtriangledown:"▽",wedge:"∧",land:"∧",vee:"∨",lor:"∨",cap:"∩",cup:"∪",ddagger:"‡",dagger:"†",sqcap:"⊓",sqcup:"⊔",uplus:"⊎",amalg:"⨿",diamond:"⋄",bullet:"∙",wr:"≀",div:"÷",divsymbol:"÷",odot:["⊙",{largeop:!1}],oslash:["⊘",{largeop:!1}],otimes:["⊗",{largeop:!1}],ominus:["⊖",{largeop:!1}],oplus:["⊕",{largeop:!1}],mp:"∓",pm:"±",circ:"∘",bigcirc:"◯",setminus:"∖",cdot:"⋅",ast:"∗",times:"×",star:"⋆",propto:"∝",sqsubseteq:"⊑",sqsupseteq:"⊒",parallel:"∥",mid:"∣",dashv:"⊣",vdash:"⊢",leq:"≤",le:"≤",geq:"≥",ge:"≥",lt:"<",gt:">",succ:"≻",prec:"≺",approx:"≈",succeq:"⪰",preceq:"⪯",supset:"⊃",subset:"⊂",supseteq:"⊇",subseteq:"⊆",in:"∈",ni:"∋",notin:"∉",owns:"∋",gg:"≫",ll:"≪",sim:"∼",simeq:"≃",perp:"⊥",equiv:"≡",asymp:"≍",smile:"⌣",frown:"⌢",ne:"≠",neq:"≠",cong:"≅",doteq:"≐",bowtie:"⋈",models:"⊨",notChar:"⧸",Leftrightarrow:"⇔",Leftarrow:"⇐",Rightarrow:"⇒",leftrightarrow:"↔",leftarrow:"←",gets:"←",rightarrow:"→",to:["→",{accent:!1}],mapsto:"↦",leftharpoonup:"↼",leftharpoondown:"↽",rightharpoonup:"⇀",rightharpoondown:"⇁",nearrow:"↗",searrow:"↘",nwarrow:"↖",swarrow:"↙",rightleftharpoons:"⇌",hookrightarrow:"↪",hookleftarrow:"↩",longleftarrow:"⟵",Longleftarrow:"⟸",longrightarrow:"⟶",Longrightarrow:"⟹",Longleftrightarrow:"⟺",longleftrightarrow:"⟷",longmapsto:"⟼",ldots:"…",cdots:"⋯",vdots:"⋮",ddots:"⋱",dotsc:"…",dotsb:"⋯",dotsm:"⋯",dotsi:"⋯",dotso:"…",ldotp:[".",{texClass:MmlNode_js_1$E.TEXCLASS.PUNCT}],cdotp:["⋅",{texClass:MmlNode_js_1$E.TEXCLASS.PUNCT}],colon:[":",{texClass:MmlNode_js_1$E.TEXCLASS.PUNCT}]}),new sm$4.CharacterMap("mathchar7",ParseMethods_js_1$6.default.mathchar7,{Gamma:"Γ",Delta:"Δ",Theta:"Θ",Lambda:"Λ",Xi:"Ξ",Pi:"Π",Sigma:"Σ",Upsilon:"Υ",Phi:"Φ",Psi:"Ψ",Omega:"Ω",_:"_","#":"#",$:"$","%":"%","&":"&",And:"&"}),new 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Map,this.container=t,this.processMath(e.root,t),this.nodeMap=null,this.executeFilters(this.postFilters,e,n,t)},t.prototype.getBBox=function(e,t){this.setDocument(t),this.math=e,e.root.setTeXclass(null),this.nodeMap=new Map;var n=this.factory.wrap(e.root).getOuterBBox();return this.nodeMap=null,n},t.prototype.getMetrics=function(e){var t,n;this.setDocument(e);var r=this.adaptor,i=this.getMetricMaps(e);try{for(var a=__values$r(e.math),o=a.next();!o.done;o=a.next()){var s=o.value,l=r.parent(s.start.node);if(s.state()<MathItem_js_1$2.STATE.METRICS&&l){var c=i[s.display?1:0].get(l),d=c.em,T=c.ex,u=c.containerWidth,Q=c.lineWidth,p=c.scale,h=c.family;s.setMetrics(d,T,u,Q,p),this.options.mtextInheritFont&&(s.outputData.mtextFamily=h),this.options.merrorInheritFont&&(s.outputData.merrorFamily=h),s.state(MathItem_js_1$2.STATE.METRICS)}}}catch(e){t={error:e}}finally{try{o&&!o.done&&(n=a.return)&&n.call(a)}finally{if(t)throw t.error}}},t.prototype.getMetricsFor=function(e,t){var n=this.options.mtextInheritFont||this.options.merrorInheritFont,r=this.getTestElement(e,t),i=this.measureMetrics(r,n);return this.adaptor.remove(r),i},t.prototype.getMetricMaps=function(e){var t,n,r,i,a,o,s,l,c,d,T=this.adaptor,u=[new Map,new Map];try{for(var Q=__values$r(e.math),p=Q.next();!p.done;p=Q.next()){var h=p.value;if((w=T.parent(h.start.node))&&h.state()<MathItem_js_1$2.STATE.METRICS){var m=u[h.display?1:0];m.has(w)||m.set(w,this.getTestElement(w,h.display))}}}catch(e){t={error:e}}finally{try{p&&!p.done&&(n=Q.return)&&n.call(Q)}finally{if(t)throw t.error}}var f=this.options.mtextInheritFont||this.options.merrorInheritFont,g=[new Map,new Map];try{for(var b=__values$r(g.keys()),y=b.next();!y.done;y=b.next()){var _=y.value;try{for(var L=(a=void 0,__values$r(u[_].keys())),v=L.next();!v.done;v=L.next()){var w=v.value;g[_].set(w,this.measureMetrics(u[_].get(w),f))}}catch(e){a={error:e}}finally{try{v&&!v.done&&(o=L.return)&&o.call(L)}finally{if(a)throw a.error}}}}catch(e){r={error:e}}finally{try{y&&!y.done&&(i=b.return)&&i.call(b)}finally{if(r)throw r.error}}try{for(var E=__values$r(g.keys()),x=E.next();!x.done;x=E.next()){_=x.value;try{for(var M=(c=void 0,__values$r(u[_].values())),S=M.next();!S.done;S=M.next())w=S.value,T.remove(w)}catch(e){c={error:e}}finally{try{S&&!S.done&&(d=M.return)&&d.call(M)}finally{if(c)throw c.error}}}}catch(e){s={error:e}}finally{try{x&&!x.done&&(l=E.return)&&l.call(E)}finally{if(s)throw s.error}}return g},t.prototype.getTestElement=function(e,t){var n=this.adaptor;if(!this.testInline){this.testInline=this.html("mjx-test",{style:{display:"inline-block",width:"100%","font-style":"normal","font-weight":"normal","font-size":"100%","font-size-adjust":"none","text-indent":0,"text-transform":"none","letter-spacing":"normal","word-spacing":"normal",overflow:"hidden",height:"1px","margin-right":"-1px"}},[this.html("mjx-left-box",{style:{display:"inline-block",width:0,float:"left"}}),this.html("mjx-ex-box",{style:{position:"absolute",overflow:"hidden",width:"1px",height:"60ex"}}),this.html("mjx-right-box",{style:{display:"inline-block",width:0,float:"right"}})]),this.testDisplay=n.clone(this.testInline),n.setStyle(this.testDisplay,"display","table"),n.setStyle(this.testDisplay,"margin-right",""),n.setStyle(n.firstChild(this.testDisplay),"display","none");var r=n.lastChild(this.testDisplay);n.setStyle(r,"display","table-cell"),n.setStyle(r,"width","10000em"),n.setStyle(r,"float","")}return n.append(e,n.clone(t?this.testDisplay:this.testInline))},t.prototype.measureMetrics=function(e,t){var n=this.adaptor,r=t?n.fontFamily(e):"",i=n.fontSize(e),a=__read$s(n.nodeSize(n.childNode(e,1)),2),o=a[0],s=a[1],l=o?s/60:i*this.options.exFactor;return{em:i,ex:l,containerWidth:o?"table"===n.getStyle(e,"display")?n.nodeSize(n.lastChild(e))[0]-1:n.nodeBBox(n.lastChild(e)).left-n.nodeBBox(n.firstChild(e)).left-2:1e6,lineWidth:1e6,scale:Math.max(this.options.minScale,this.options.matchFontHeight?l/this.font.params.x_height/i:1),family:r}},t.prototype.styleSheet=function(e){var t,n;if(this.setDocument(e),this.cssStyles.clear(),this.cssStyles.addStyles(this.constructor.commonStyles),"getStyles"in e)try{for(var r=__values$r(e.getStyles()),i=r.next();!i.done;i=r.next()){var a=i.value;this.cssStyles.addStyles(a)}}catch(e){t={error:e}}finally{try{i&&!i.done&&(n=r.return)&&n.call(r)}finally{if(t)throw t.error}}return this.addWrapperStyles(this.cssStyles),this.addFontStyles(this.cssStyles),this.html("style",{id:"MJX-styles"},[this.text("\n"+this.cssStyles.cssText+"\n")])},t.prototype.addFontStyles=function(e){e.addStyles(this.font.styles)},t.prototype.addWrapperStyles=function(e){var t,n;try{for(var r=__values$r(this.factory.getKinds()),i=r.next();!i.done;i=r.next()){var a=i.value;this.addClassStyles(this.factory.getNodeClass(a),e)}}catch(e){t={error:e}}finally{try{i&&!i.done&&(n=r.return)&&n.call(r)}finally{if(t)throw t.error}}},t.prototype.addClassStyles=function(e,t){t.addStyles(e.styles)},t.prototype.setDocument=function(e){e&&(this.document=e,this.adaptor.document=e.document)},t.prototype.html=function(e,t,n,r){return void 0===t&&(t={}),void 0===n&&(n=[]),this.adaptor.node(e,t,n,r)},t.prototype.text=function(e){return this.adaptor.text(e)},t.prototype.fixed=function(e,t){return void 0===t&&(t=3),Math.abs(e)<6e-4?"0":e.toFixed(t).replace(/\.?0+$/,"")},t.prototype.measureText=function(e,t,n){void 0===n&&(n=["",!1,!1]);var r=this.unknownText(e,t);if("-explicitFont"===t){var i=this.cssFontStyles(n);this.adaptor.setAttributes(r,{style:i})}return this.measureTextNodeWithCache(r,e,t,n)},t.prototype.measureTextNodeWithCache=function(e,t,n,r){void 0===r&&(r=["",!1,!1]),"-explicitFont"===n&&(n=[r[0],r[1]?"T":"F",r[2]?"T":"F",""].join("-")),this.unknownCache.has(n)||this.unknownCache.set(n,new Map);var i=this.unknownCache.get(n),a=i.get(t);if(a)return a;var o=this.measureTextNode(e);return i.set(t,o),o},t.prototype.measureXMLnode=function(e){var t=this.adaptor,n=this.html("mjx-xml-block",{style:{display:"inline-block"}},[t.clone(e)]),r=this.html("mjx-baseline",{style:{display:"inline-block",width:0,height:0}}),i=this.html("mjx-measure-xml",{style:{position:"absolute",display:"inline-block","font-family":"initial","line-height":"normal"}},[r,n]);t.append(t.parent(this.math.start.node),this.container),t.append(this.container,i);var a=this.math.metrics.em*this.math.metrics.scale,o=t.nodeBBox(n),s=o.left,l=o.right,c=o.bottom,d=o.top,T=(l-s)/a,u=(t.nodeBBox(r).top-d)/a,Q=(c-d)/a-u;return t.remove(this.container),t.remove(i),{w:T,h:u,d:Q}},t.prototype.cssFontStyles=function(e,t){void 0===t&&(t={});var n=__read$s(e,3),r=n[0],i=n[1],a=n[2];return t["font-family"]=this.font.getFamily(r),i&&(t["font-style"]="italic"),a&&(t["font-weight"]="bold"),t},t.prototype.getFontData=function(e){return e||(e=new Styles_js_1$2.Styles),[this.font.getFamily(e.get("font-family")),"italic"===e.get("font-style"),"bold"===e.get("font-weight")]},t.NAME="Common",t.OPTIONS=__assign$A(__assign$A({},OutputJax_js_1.AbstractOutputJax.OPTIONS),{scale:1,minScale:.5,mtextInheritFont:!1,merrorInheritFont:!1,mtextFont:"",merrorFont:"serif",mathmlSpacing:!1,skipAttributes:{},exFactor:.5,displayAlign:"center",displayIndent:"0",wrapperFactory:null,font:null,cssStyles:null}),t.commonStyles={},t}(OutputJax_js_1.AbstractOutputJax);OutputJax$1.CommonOutputJax=CommonOutputJax;var WrapperFactory$2={},WrapperFactory$1={},WrapperFactory={},__extends$1f=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__read$r=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$k=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))};Object.defineProperty(WrapperFactory,"__esModule",{value:!0}),WrapperFactory.AbstractWrapperFactory=void 0;var Factory_js_1$1=Factory,AbstractWrapperFactory=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$1f(t,e),t.prototype.wrap=function(e){for(var t=[],n=1;n<arguments.length;n++)t[n-1]=arguments[n];return this.create.apply(this,__spreadArray$k([e.kind,e],__read$r(t),!1))},t}(Factory_js_1$1.AbstractFactory);WrapperFactory.AbstractWrapperFactory=AbstractWrapperFactory;var __extends$1e=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(WrapperFactory$1,"__esModule",{value:!0}),WrapperFactory$1.CommonWrapperFactory=void 0;var WrapperFactory_js_1=WrapperFactory,CommonWrapperFactory=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.jax=null,t}return __extends$1e(t,e),Object.defineProperty(t.prototype,"Wrappers",{get:function(){return this.node},enumerable:!1,configurable:!0}),t.defaultNodes={},t}(WrapperFactory_js_1.AbstractWrapperFactory);WrapperFactory$1.CommonWrapperFactory=CommonWrapperFactory;var Wrappers={},Wrapper$2={},BBox$1={};Object.defineProperty(BBox$1,"__esModule",{value:!0}),BBox$1.BBox=void 0;var lengths_js_1$2=lengths$1,BBox=function(){function e(e){void 0===e&&(e={w:0,h:-lengths_js_1$2.BIGDIMEN,d:-lengths_js_1$2.BIGDIMEN}),this.w=e.w||0,this.h="h"in e?e.h:-lengths_js_1$2.BIGDIMEN,this.d="d"in e?e.d:-lengths_js_1$2.BIGDIMEN,this.L=this.R=this.ic=this.sk=this.dx=0,this.scale=this.rscale=1,this.pwidth=""}return e.zero=function(){return new e({h:0,d:0,w:0})},e.empty=function(){return new e},e.prototype.empty=function(){return this.w=0,this.h=this.d=-lengths_js_1$2.BIGDIMEN,this},e.prototype.clean=function(){this.w===-lengths_js_1$2.BIGDIMEN&&(this.w=0),this.h===-lengths_js_1$2.BIGDIMEN&&(this.h=0),this.d===-lengths_js_1$2.BIGDIMEN&&(this.d=0)},e.prototype.rescale=function(e){this.w*=e,this.h*=e,this.d*=e},e.prototype.combine=function(e,t,n){void 0===t&&(t=0),void 0===n&&(n=0);var r=e.rscale,i=t+r*(e.w+e.L+e.R),a=n+r*e.h,o=r*e.d-n;i>this.w&&(this.w=i),a>this.h&&(this.h=a),o>this.d&&(this.d=o)},e.prototype.append=function(e){var t=e.rscale;this.w+=t*(e.w+e.L+e.R),t*e.h>this.h&&(this.h=t*e.h),t*e.d>this.d&&(this.d=t*e.d)},e.prototype.updateFrom=function(e){this.h=e.h,this.d=e.d,this.w=e.w,e.pwidth&&(this.pwidth=e.pwidth)},e.fullWidth="100%",e.StyleAdjust=[["borderTopWidth","h"],["borderRightWidth","w"],["borderBottomWidth","d"],["borderLeftWidth","w",0],["paddingTop","h"],["paddingRight","w"],["paddingBottom","d"],["paddingLeft","w",0]],e}();BBox$1.BBox=BBox;var Wrapper$1={},Wrapper={};Object.defineProperty(Wrapper,"__esModule",{value:!0}),Wrapper.AbstractWrapper=void 0;var AbstractWrapper=function(){function e(e,t){this.factory=e,this.node=t}return Object.defineProperty(e.prototype,"kind",{get:function(){return this.node.kind},enumerable:!1,configurable:!0}),e.prototype.wrap=function(e){return this.factory.wrap(e)},e}();Wrapper.AbstractWrapper=AbstractWrapper;var FontData$2={},__assign$z=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$z=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$z.apply(this,arguments)},__read$q=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$j=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__values$q=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(FontData$2,"__esModule",{value:!0}),FontData$2.FontData=FontData$2.NOSTRETCH=FontData$2.H=FontData$2.V=void 0;var Options_js_1$3=Options;FontData$2.V=1,FontData$2.H=2,FontData$2.NOSTRETCH={dir:0};var FontData$1=function(){function e(e){var t,n,r,i;void 0===e&&(e=null),this.variant={},this.delimiters={},this.cssFontMap={},this.remapChars={},this.skewIcFactor=.75;var a=this.constructor;this.options=(0,Options_js_1$3.userOptions)((0,Options_js_1$3.defaultOptions)({},a.OPTIONS),e),this.params=__assign$z({},a.defaultParams),this.sizeVariants=__spreadArray$j([],__read$q(a.defaultSizeVariants),!1),this.stretchVariants=__spreadArray$j([],__read$q(a.defaultStretchVariants),!1),this.cssFontMap=__assign$z({},a.defaultCssFonts);try{for(var o=__values$q(Object.keys(this.cssFontMap)),s=o.next();!s.done;s=o.next()){var l=s.value;"unknown"===this.cssFontMap[l][0]&&(this.cssFontMap[l][0]=this.options.unknownFamily)}}catch(e){t={error:e}}finally{try{s&&!s.done&&(n=o.return)&&n.call(o)}finally{if(t)throw t.error}}this.cssFamilyPrefix=a.defaultCssFamilyPrefix,this.createVariants(a.defaultVariants),this.defineDelimiters(a.defaultDelimiters);try{for(var c=__values$q(Object.keys(a.defaultChars)),d=c.next();!d.done;d=c.next()){var T=d.value;this.defineChars(T,a.defaultChars[T])}}catch(e){r={error:e}}finally{try{d&&!d.done&&(i=c.return)&&i.call(c)}finally{if(r)throw r.error}}this.defineRemap("accent",a.defaultAccentMap),this.defineRemap("mo",a.defaultMoMap),this.defineRemap("mn",a.defaultMnMap)}return e.charOptions=function(e,t){var n=e[t];return 3===n.length&&(n[3]={}),n[3]},Object.defineProperty(e.prototype,"styles",{get:function(){return this._styles},set:function(e){this._styles=e},enumerable:!1,configurable:!0}),e.prototype.createVariant=function(e,t,n){void 0===t&&(t=null),void 0===n&&(n=null);var r={linked:[],chars:t?Object.create(this.variant[t].chars):{}};n&&this.variant[n]&&(Object.assign(r.chars,this.variant[n].chars),this.variant[n].linked.push(r.chars),r.chars=Object.create(r.chars)),this.remapSmpChars(r.chars,e),this.variant[e]=r},e.prototype.remapSmpChars=function(e,t){var n,r,i,a,o=this.constructor;if(o.VariantSmp[t]){var s=o.SmpRemap,l=[null,null,o.SmpRemapGreekU,o.SmpRemapGreekL];try{for(var c=__values$q(o.SmpRanges),d=c.next();!d.done;d=c.next()){var T=__read$q(d.value,3),u=T[0],Q=T[1],p=T[2],h=o.VariantSmp[t][u];if(h){for(var m=Q;m<=p;m++)if(930!==m){var f=h+m-Q;e[m]=this.smpChar(s[f]||f)}if(l[u])try{for(var g=(i=void 0,__values$q(Object.keys(l[u]).map((function(e){return parseInt(e)})))),b=g.next();!b.done;b=g.next())e[m=b.value]=this.smpChar(h+l[u][m])}catch(e){i={error:e}}finally{try{b&&!b.done&&(a=g.return)&&a.call(g)}finally{if(i)throw i.error}}}}}catch(e){n={error:e}}finally{try{d&&!d.done&&(r=c.return)&&r.call(c)}finally{if(n)throw n.error}}}"bold"===t&&(e[988]=this.smpChar(120778),e[989]=this.smpChar(120779))},e.prototype.smpChar=function(e){return[,,,{smp:e}]},e.prototype.createVariants=function(e){var t,n;try{for(var r=__values$q(e),i=r.next();!i.done;i=r.next()){var 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function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();function CommonMrootMixin(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$R(t,e),Object.defineProperty(t.prototype,"surd",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"root",{get:function(){return 1},enumerable:!1,configurable:!0}),t.prototype.combineRootBBox=function(e,t,n){var r=this.childNodes[this.root].getOuterBBox(),i=this.getRootDimens(t,n)[1];e.combine(r,0,i)},t.prototype.getRootDimens=function(e,t){var n=this.childNodes[this.surd],r=this.childNodes[this.root].getOuterBBox(),i=(n.size<0?.5:.6)*e.w,a=r.w,o=r.rscale,s=Math.max(a,i/o),l=Math.max(0,s-a);return[s*o-i,this.rootHeight(r,e,n.size,t),l]},t.prototype.rootHeight=function(e,t,n,r){var 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0===t&&(t=!1),e.updateFrom(this.mrow.getOuterBBox()),this.setChildPWidths(t)},t}(e)}Object.defineProperty(mfenced$1,"__esModule",{value:!0}),mfenced$1.CommonMfencedMixin=void 0,mfenced$1.CommonMfencedMixin=CommonMfencedMixin;var mfenced={},__extends$O=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$k=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$k=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$k.apply(this,arguments)},__values$j=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(mfenced,"__esModule",{value:!0}),mfenced.MmlMfenced=void 0;var hasRequiredMfenced,MmlNode_js_1$p=MmlNode,MmlMfenced=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.texclass=MmlNode_js_1$p.TEXCLASS.INNER,t.separators=[],t.open=null,t.close=null,t}return __extends$O(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mfenced"},enumerable:!1,configurable:!0}),t.prototype.setTeXclass=function(e){this.getPrevClass(e),this.open&&(e=this.open.setTeXclass(e)),this.childNodes[0]&&(e=this.childNodes[0].setTeXclass(e));for(var t=1,n=this.childNodes.length;t<n;t++)this.separators[t-1]&&(e=this.separators[t-1].setTeXclass(e)),this.childNodes[t]&&(e=this.childNodes[t].setTeXclass(e));return this.close&&(e=this.close.setTeXclass(e)),this.updateTeXclass(this.open),e},t.prototype.setChildInheritedAttributes=function(t,n,r,i){var a,o;this.addFakeNodes();try{for(var s=__values$j([this.open,this.close].concat(this.separators)),l=s.next();!l.done;l=s.next()){var c=l.value;c&&c.setInheritedAttributes(t,n,r,i)}}catch(e){a={error:e}}finally{try{l&&!l.done&&(o=s.return)&&o.call(s)}finally{if(a)throw a.error}}e.prototype.setChildInheritedAttributes.call(this,t,n,r,i)},t.prototype.addFakeNodes=function(){var e,t,n=this.attributes.getList("open","close","separators"),r=n.open,i=n.close,a=n.separators;if(r=r.replace(/[ \t\n\r]/g,""),i=i.replace(/[ \t\n\r]/g,""),a=a.replace(/[ \t\n\r]/g,""),r&&(this.open=this.fakeNode(r,{fence:!0,form:"prefix"},MmlNode_js_1$p.TEXCLASS.OPEN)),a){for(;a.length<this.childNodes.length-1;)a+=a.charAt(a.length-1);var o=0;try{for(var s=__values$j(this.childNodes.slice(1)),l=s.next();!l.done;l=s.next())l.value&&this.separators.push(this.fakeNode(a.charAt(o++)))}catch(t){e={error:t}}finally{try{l&&!l.done&&(t=s.return)&&t.call(s)}finally{if(e)throw e.error}}}i&&(this.close=this.fakeNode(i,{fence:!0,form:"postfix"},MmlNode_js_1$p.TEXCLASS.CLOSE))},t.prototype.fakeNode=function(e,t,n){void 0===t&&(t={}),void 0===n&&(n=null);var r=this.factory.create("text").setText(e),i=this.factory.create("mo",t,[r]);return i.texClass=n,i.parent=this,i},t.defaults=__assign$k(__assign$k({},MmlNode_js_1$p.AbstractMmlNode.defaults),{open:"(",close:")",separators:","}),t}(MmlNode_js_1$p.AbstractMmlNode);function requireMfenced(){if(hasRequiredMfenced)return mfenced$2;hasRequiredMfenced=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(mfenced$2,"__esModule",{value:!0}),mfenced$2.SVGmfenced=void 0;var r=requireWrapper(),i=mfenced,a=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(e){var t=this.standardSVGnode(e);this.setChildrenParent(this.mrow),this.mrow.toSVG(t),this.setChildrenParent(this)},r.prototype.setChildrenParent=function(e){var t,r;try{for(var i=n(this.childNodes),a=i.next();!a.done;a=i.next())a.value.parent=e}catch(e){t={error:e}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(t)throw t.error}}},r.kind=i.MmlMfenced.prototype.kind,r}((0,mfenced$1.CommonMfencedMixin)(r.SVGWrapper));return mfenced$2.SVGmfenced=a,mfenced$2}mfenced.MmlMfenced=MmlMfenced;var msubsup$2={},scriptbase$1={},scriptbase={},__extends$N=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__read$h=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$b=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__values$i=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(scriptbase,"__esModule",{value:!0}),scriptbase.CommonScriptbaseMixin=void 0;var hasRequiredScriptbase,MmlNode_js_1$o=MmlNode;function CommonScriptbaseMixin(e){var t;return t=function(e){function t(){for(var t=[],n=0;n<arguments.length;n++)t[n]=arguments[n];var r=e.apply(this,__spreadArray$b([],__read$h(t),!1))||this;r.baseScale=1,r.baseIc=0,r.baseRemoveIc=!1,r.baseIsChar=!1,r.baseHasAccentOver=null,r.baseHasAccentUnder=null,r.isLineAbove=!1,r.isLineBelow=!1,r.isMathAccent=!1;var i=r.baseCore=r.getBaseCore();return i?(r.setBaseAccentsFor(i),r.baseScale=r.getBaseScale(),r.baseIc=r.getBaseIc(),r.baseIsChar=r.isCharBase(),r.isMathAccent=r.baseIsChar&&r.scriptChild&&!!r.scriptChild.coreMO().node.getProperty("mathaccent"),r.checkLineAccents(),r.baseRemoveIc=!r.isLineAbove&&!r.isLineBelow&&(!r.constructor.useIC||r.isMathAccent),r):r}return __extends$N(t,e),Object.defineProperty(t.prototype,"baseChild",{get:function(){return this.childNodes[this.node.base]},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"scriptChild",{get:function(){return this.childNodes[1]},enumerable:!1,configurable:!0}),t.prototype.getBaseCore=function(){for(var e=this.getSemanticBase()||this.childNodes[0];e&&(1===e.childNodes.length&&(e.node.isKind("mrow")||e.node.isKind("TeXAtom")&&e.node.texClass!==MmlNode_js_1$o.TEXCLASS.VCENTER||e.node.isKind("mstyle")||e.node.isKind("mpadded")||e.node.isKind("mphantom")||e.node.isKind("semantics"))||e.node.isKind("munderover")&&e.isMathAccent);)this.setBaseAccentsFor(e),e=e.childNodes[0];return e||(this.baseHasAccentOver=this.baseHasAccentUnder=!1),e||this.childNodes[0]},t.prototype.setBaseAccentsFor=function(e){e.node.isKind("munderover")&&(null===this.baseHasAccentOver&&(this.baseHasAccentOver=!!e.node.attributes.get("accent")),null===this.baseHasAccentUnder&&(this.baseHasAccentUnder=!!e.node.attributes.get("accentunder")))},t.prototype.getSemanticBase=function(){var e=this.node.attributes.getExplicit("data-semantic-fencepointer");return this.getBaseFence(this.baseChild,e)},t.prototype.getBaseFence=function(e,t){var n,r;if(!e||!e.node.attributes||!t)return null;if(e.node.attributes.getExplicit("data-semantic-id")===t)return e;try{for(var i=__values$i(e.childNodes),a=i.next();!a.done;a=i.next()){var o=a.value,s=this.getBaseFence(o,t);if(s)return s}}catch(e){n={error:e}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(n)throw n.error}}return null},t.prototype.getBaseScale=function(){for(var e=this.baseCore,t=1;e&&e!==this;)t*=e.getOuterBBox().rscale,e=e.parent;return t},t.prototype.getBaseIc=function(){return this.baseCore.getOuterBBox().ic*this.baseScale},t.prototype.getAdjustedIc=function(){var e=this.baseCore.getOuterBBox();return(e.ic?1.05*e.ic+.05:0)*this.baseScale},t.prototype.isCharBase=function(){var e=this.baseCore;return(e.node.isKind("mo")&&null===e.size||e.node.isKind("mi")||e.node.isKind("mn"))&&1===e.bbox.rscale&&1===Array.from(e.getText()).length},t.prototype.checkLineAccents=function(){this.node.isKind("munderover")&&(this.node.isKind("mover")?this.isLineAbove=this.isLineAccent(this.scriptChild):this.node.isKind("munder")?this.isLineBelow=this.isLineAccent(this.scriptChild):(this.isLineAbove=this.isLineAccent(this.overChild),this.isLineBelow=this.isLineAccent(this.underChild)))},t.prototype.isLineAccent=function(e){var t=e.coreMO().node;return t.isToken&&"―"===t.getText()},t.prototype.getBaseWidth=function(){var e=this.baseChild.getOuterBBox();return e.w*e.rscale-(this.baseRemoveIc?this.baseIc:0)+this.font.params.extra_ic},t.prototype.computeBBox=function(e,t){void 0===t&&(t=!1);var n=this.getBaseWidth(),r=__read$h(this.getOffset(),2),i=r[0],a=r[1];e.append(this.baseChild.getOuterBBox()),e.combine(this.scriptChild.getOuterBBox(),n+i,a),e.w+=this.font.params.scriptspace,e.clean(),this.setChildPWidths(t)},t.prototype.getOffset=function(){return[0,0]},t.prototype.baseCharZero=function(e){var t=!!this.baseCore.node.attributes.get("largeop"),n=this.baseScale;return this.baseIsChar&&!t&&1===n?0:e},t.prototype.getV=function(){var e=this.baseCore.getOuterBBox(),t=this.scriptChild.getOuterBBox(),n=this.font.params,r=this.length2em(this.node.attributes.get("subscriptshift"),n.sub1);return Math.max(this.baseCharZero(e.d*this.baseScale+n.sub_drop*t.rscale),r,t.h*t.rscale-.8*n.x_height)},t.prototype.getU=function(){var e=this.baseCore.getOuterBBox(),t=this.scriptChild.getOuterBBox(),n=this.font.params,r=this.node.attributes.getList("displaystyle","superscriptshift"),i=this.node.getProperty("texprimestyle")?n.sup3:r.displaystyle?n.sup1:n.sup2,a=this.length2em(r.superscriptshift,i);return Math.max(this.baseCharZero(e.h*this.baseScale-n.sup_drop*t.rscale),a,t.d*t.rscale+1/4*n.x_height)},t.prototype.hasMovableLimits=function(){var e=this.node.attributes.get("displaystyle"),t=this.baseChild.coreMO().node;return!e&&!!t.attributes.get("movablelimits")},t.prototype.getOverKU=function(e,t){var n=this.node.attributes.get("accent"),r=this.font.params,i=t.d*t.rscale,a=r.rule_thickness*r.separation_factor,o=this.baseHasAccentOver?a:0,s=this.isLineAbove?3*r.rule_thickness:a,l=(n?s:Math.max(r.big_op_spacing1,r.big_op_spacing3-Math.max(0,i)))-o;return[l,e.h*e.rscale+l+i]},t.prototype.getUnderKV=function(e,t){var n=this.node.attributes.get("accentunder"),r=this.font.params,i=t.h*t.rscale,a=r.rule_thickness*r.separation_factor,o=this.baseHasAccentUnder?a:0,s=this.isLineBelow?3*r.rule_thickness:a,l=(n?s:Math.max(r.big_op_spacing2,r.big_op_spacing4-i))-o;return[l,-(e.d*e.rscale+l+i)]},t.prototype.getDeltaW=function(e,t){var n,r,i,a;void 0===t&&(t=[0,0,0]);var o=this.node.attributes.get("align"),s=e.map((function(e){return e.w*e.rscale}));s[0]-=this.baseRemoveIc&&!this.baseCore.node.attributes.get("largeop")?this.baseIc:0;var l=Math.max.apply(Math,__spreadArray$b([],__read$h(s),!1)),c=[],d=0;try{for(var T=__values$i(s.keys()),u=T.next();!u.done;u=T.next()){var Q=u.value;c[Q]=("center"===o?(l-s[Q])/2:"right"===o?l-s[Q]:0)+t[Q],c[Q]<d&&(d=-c[Q])}}catch(e){n={error:e}}finally{try{u&&!u.done&&(r=T.return)&&r.call(T)}finally{if(n)throw n.error}}if(d)try{for(var p=__values$i(c.keys()),h=p.next();!h.done;h=p.next())Q=h.value,c[Q]+=d}catch(e){i={error:e}}finally{try{h&&!h.done&&(a=p.return)&&a.call(p)}finally{if(i)throw i.error}}return[1,2].map((function(t){return c[t]+=e[t]?e[t].dx*e[0].scale:0})),c},t.prototype.getDelta=function(e){void 0===e&&(e=!1);var t=this.node.attributes.get("accent"),n=this.baseCore.getOuterBBox(),r=n.sk,i=n.ic;return((t&&!e?r:0)+this.font.skewIcFactor*i)*this.baseScale},t.prototype.stretchChildren=function(){var e,t,n,r,i,a,o=[];try{for(var s=__values$i(this.childNodes),l=s.next();!l.done;l=s.next())(_=l.value).canStretch(2)&&o.push(_)}catch(t){e={error:t}}finally{try{l&&!l.done&&(t=s.return)&&t.call(s)}finally{if(e)throw e.error}}var c=o.length,d=this.childNodes.length;if(c&&d>1){var T=0,u=c>1&&c===d;try{for(var Q=__values$i(this.childNodes),p=Q.next();!p.done;p=Q.next()){var h=0===(_=p.value).stretch.dir;if(u||h){var m=_.getOuterBBox(h),f=m.w,g=m.rscale;f*g>T&&(T=f*g)}}}catch(e){n={error:e}}finally{try{p&&!p.done&&(r=Q.return)&&r.call(Q)}finally{if(n)throw n.error}}try{for(var b=__values$i(o),y=b.next();!y.done;y=b.next()){var _;(_=y.value).coreMO().getStretchedVariant([T/_.bbox.rscale])}}catch(e){i={error:e}}finally{try{y&&!y.done&&(a=b.return)&&a.call(b)}finally{if(i)throw i.error}}}},t}(e),t.useIC=!0,t}function requireScriptbase(){if(hasRequiredScriptbase)return scriptbase$1;hasRequiredScriptbase=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o};Object.defineProperty(scriptbase$1,"__esModule",{value:!0}),scriptbase$1.SVGscriptbase=void 0;var r=requireWrapper(),i=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(e){var t=this.standardSVGnode(e),r=this.getBaseWidth(),i=n(this.getOffset(),2),a=i[0],o=i[1];this.baseChild.toSVG(t),this.scriptChild.toSVG(t),this.scriptChild.place(r+a,o)},r.kind="scriptbase",r}((0,scriptbase.CommonScriptbaseMixin)(r.SVGWrapper));return scriptbase$1.SVGscriptbase=i,scriptbase$1}scriptbase.CommonScriptbaseMixin=CommonScriptbaseMixin;var msubsup$1={},__extends$M=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__read$g=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o};function CommonMsubMixin(e){var t;return t=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$M(t,e),Object.defineProperty(t.prototype,"scriptChild",{get:function(){return this.childNodes[this.node.sub]},enumerable:!1,configurable:!0}),t.prototype.getOffset=function(){return[0,-this.getV()]},t}(e),t.useIC=!1,t}function CommonMsupMixin(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$M(t,e),Object.defineProperty(t.prototype,"scriptChild",{get:function(){return this.childNodes[this.node.sup]},enumerable:!1,configurable:!0}),t.prototype.getOffset=function(){return[this.getAdjustedIc()-(this.baseRemoveIc?0:this.baseIc),this.getU()]},t}(e)}function CommonMsubsupMixin(e){var t;return t=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.UVQ=null,t}return __extends$M(t,e),Object.defineProperty(t.prototype,"subChild",{get:function(){return this.childNodes[this.node.sub]},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"supChild",{get:function(){return this.childNodes[this.node.sup]},enumerable:!1,configurable:!0}),t.prototype.computeBBox=function(e,t){void 0===t&&(t=!1);var n=this.baseChild.getOuterBBox(),r=__read$g([this.subChild.getOuterBBox(),this.supChild.getOuterBBox()],2),i=r[0],a=r[1];e.empty(),e.append(n);var o=this.getBaseWidth(),s=this.getAdjustedIc(),l=__read$g(this.getUVQ(),2),c=l[0],d=l[1];e.combine(i,o,d),e.combine(a,o+s,c),e.w+=this.font.params.scriptspace,e.clean(),this.setChildPWidths(t)},t.prototype.getUVQ=function(e,t){void 0===e&&(e=this.subChild.getOuterBBox()),void 0===t&&(t=this.supChild.getOuterBBox());var n=this.baseCore.getOuterBBox();if(this.UVQ)return this.UVQ;var r=this.font.params,i=3*r.rule_thickness,a=this.length2em(this.node.attributes.get("subscriptshift"),r.sub2),o=this.baseCharZero(n.d*this.baseScale+r.sub_drop*e.rscale),s=__read$g([this.getU(),Math.max(o,a)],2),l=s[0],c=s[1],d=l-t.d*t.rscale-(e.h*e.rscale-c);if(d<i){c+=i-d;var T=.8*r.x_height-(l-t.d*t.rscale);T>0&&(l+=T,c-=T)}return l=Math.max(this.length2em(this.node.attributes.get("superscriptshift"),l),l),c=Math.max(this.length2em(this.node.attributes.get("subscriptshift"),c),c),d=l-t.d*t.rscale-(e.h*e.rscale-c),this.UVQ=[l,-c,d],this.UVQ},t}(e),t.useIC=!1,t}Object.defineProperty(msubsup$1,"__esModule",{value:!0}),msubsup$1.CommonMsubsupMixin=msubsup$1.CommonMsupMixin=msubsup$1.CommonMsubMixin=void 0,msubsup$1.CommonMsubMixin=CommonMsubMixin,msubsup$1.CommonMsupMixin=CommonMsupMixin,msubsup$1.CommonMsubsupMixin=CommonMsubsupMixin;var msubsup={},__extends$L=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$j=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$j=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$j.apply(this,arguments)};Object.defineProperty(msubsup,"__esModule",{value:!0}),msubsup.MmlMsup=msubsup.MmlMsub=msubsup.MmlMsubsup=void 0;var MmlNode_js_1$n=MmlNode,MmlMsubsup=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$L(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"msubsup"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 3},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"base",{get:function(){return 0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"sub",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"sup",{get:function(){return 2},enumerable:!1,configurable:!0}),t.prototype.setChildInheritedAttributes=function(e,t,n,r){var i=this.childNodes;i[0].setInheritedAttributes(e,t,n,r),i[1].setInheritedAttributes(e,!1,n+1,r||1===this.sub),i[2]&&i[2].setInheritedAttributes(e,!1,n+1,r||2===this.sub)},t.defaults=__assign$j(__assign$j({},MmlNode_js_1$n.AbstractMmlBaseNode.defaults),{subscriptshift:"",superscriptshift:""}),t}(MmlNode_js_1$n.AbstractMmlBaseNode);msubsup.MmlMsubsup=MmlMsubsup;var MmlMsub=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$L(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"msub"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 2},enumerable:!1,configurable:!0}),t.defaults=__assign$j({},MmlMsubsup.defaults),t}(MmlMsubsup);msubsup.MmlMsub=MmlMsub;var hasRequiredMsubsup,MmlMsup=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$L(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"msup"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"sup",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"sub",{get:function(){return 2},enumerable:!1,configurable:!0}),t.defaults=__assign$j({},MmlMsubsup.defaults),t}(MmlMsubsup);function requireMsubsup(){if(hasRequiredMsubsup)return msubsup$2;hasRequiredMsubsup=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o};Object.defineProperty(msubsup$2,"__esModule",{value:!0}),msubsup$2.SVGmsubsup=msubsup$2.SVGmsup=msubsup$2.SVGmsub=void 0;var r=requireScriptbase(),i=msubsup$1,a=msubsup$1,o=msubsup,s=function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return t(n,e),n.kind=o.MmlMsub.prototype.kind,n}((0,msubsup$1.CommonMsubMixin)(r.SVGscriptbase));msubsup$2.SVGmsub=s;var l=function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return t(n,e),n.kind=o.MmlMsup.prototype.kind,n}((0,i.CommonMsupMixin)(r.SVGscriptbase));msubsup$2.SVGmsup=l;var c=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(e){var t=this.standardSVGnode(e),r=n([this.baseChild,this.supChild,this.subChild],3),i=r[0],a=r[1],o=r[2],s=this.getBaseWidth(),l=this.getAdjustedIc(),c=n(this.getUVQ(),2),d=c[0],T=c[1];i.toSVG(t),a.toSVG(t),o.toSVG(t),o.place(s,T),a.place(s+l,d)},r.kind=o.MmlMsubsup.prototype.kind,r}((0,a.CommonMsubsupMixin)(r.SVGscriptbase));return msubsup$2.SVGmsubsup=c,msubsup$2}msubsup.MmlMsup=MmlMsup;var munderover$2={},munderover$1={},__extends$K=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__read$f=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$a=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))};function CommonMunderMixin(e){return function(e){function t(){for(var t=[],n=0;n<arguments.length;n++)t[n]=arguments[n];var r=e.apply(this,__spreadArray$a([],__read$f(t),!1))||this;return r.stretchChildren(),r}return __extends$K(t,e),Object.defineProperty(t.prototype,"scriptChild",{get:function(){return this.childNodes[this.node.under]},enumerable:!1,configurable:!0}),t.prototype.computeBBox=function(t,n){if(void 0===n&&(n=!1),this.hasMovableLimits())e.prototype.computeBBox.call(this,t,n);else{t.empty();var r=this.baseChild.getOuterBBox(),i=this.scriptChild.getOuterBBox(),a=this.getUnderKV(r,i)[1],o=this.isLineBelow?0:this.getDelta(!0),s=__read$f(this.getDeltaW([r,i],[0,-o]),2),l=s[0],c=s[1];t.combine(r,l,0),t.combine(i,c,a),t.d+=this.font.params.big_op_spacing5,t.clean(),this.setChildPWidths(n)}},t}(e)}function CommonMoverMixin(e){return function(e){function t(){for(var t=[],n=0;n<arguments.length;n++)t[n]=arguments[n];var r=e.apply(this,__spreadArray$a([],__read$f(t),!1))||this;return r.stretchChildren(),r}return __extends$K(t,e),Object.defineProperty(t.prototype,"scriptChild",{get:function(){return this.childNodes[this.node.over]},enumerable:!1,configurable:!0}),t.prototype.computeBBox=function(t){if(this.hasMovableLimits())e.prototype.computeBBox.call(this,t);else{t.empty();var n=this.baseChild.getOuterBBox(),r=this.scriptChild.getOuterBBox();this.node.attributes.get("accent")&&(n.h=Math.max(n.h,this.font.params.x_height*n.scale));var i=this.getOverKU(n,r)[1],a=this.isLineAbove?0:this.getDelta(),o=__read$f(this.getDeltaW([n,r],[0,a]),2),s=o[0],l=o[1];t.combine(n,s,0),t.combine(r,l,i),t.h+=this.font.params.big_op_spacing5,t.clean()}},t}(e)}function CommonMunderoverMixin(e){return function(e){function t(){for(var t=[],n=0;n<arguments.length;n++)t[n]=arguments[n];var r=e.apply(this,__spreadArray$a([],__read$f(t),!1))||this;return r.stretchChildren(),r}return __extends$K(t,e),Object.defineProperty(t.prototype,"underChild",{get:function(){return this.childNodes[this.node.under]},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"overChild",{get:function(){return this.childNodes[this.node.over]},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"subChild",{get:function(){return this.underChild},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"supChild",{get:function(){return this.overChild},enumerable:!1,configurable:!0}),t.prototype.computeBBox=function(t){if(this.hasMovableLimits())e.prototype.computeBBox.call(this,t);else{t.empty();var n=this.overChild.getOuterBBox(),r=this.baseChild.getOuterBBox(),i=this.underChild.getOuterBBox();this.node.attributes.get("accent")&&(r.h=Math.max(r.h,this.font.params.x_height*r.scale));var a=this.getOverKU(r,n)[1],o=this.getUnderKV(r,i)[1],s=this.getDelta(),l=__read$f(this.getDeltaW([r,i,n],[0,this.isLineBelow?0:-s,this.isLineAbove?0:s]),3),c=l[0],d=l[1],T=l[2];t.combine(r,c,0),t.combine(n,T,a),t.combine(i,d,o);var u=this.font.params.big_op_spacing5;t.h+=u,t.d+=u,t.clean()}},t}(e)}Object.defineProperty(munderover$1,"__esModule",{value:!0}),munderover$1.CommonMunderoverMixin=munderover$1.CommonMoverMixin=munderover$1.CommonMunderMixin=void 0,munderover$1.CommonMunderMixin=CommonMunderMixin,munderover$1.CommonMoverMixin=CommonMoverMixin,munderover$1.CommonMunderoverMixin=CommonMunderoverMixin;var munderover={},__extends$J=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$i=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$i=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$i.apply(this,arguments)};Object.defineProperty(munderover,"__esModule",{value:!0}),munderover.MmlMover=munderover.MmlMunder=munderover.MmlMunderover=void 0;var MmlNode_js_1$m=MmlNode,MmlMunderover=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$J(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"munderover"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 3},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"base",{get:function(){return 0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"under",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"over",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"linebreakContainer",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.setChildInheritedAttributes=function(e,t,n,r){var i=this.childNodes;i[0].setInheritedAttributes(e,t,n,r||!!i[this.over]);var a=!(t||!i[0].coreMO().attributes.get("movablelimits")),o=this.constructor.ACCENTS;i[1].setInheritedAttributes(e,!1,this.getScriptlevel(o[1],a,n),r||1===this.under),this.setInheritedAccent(1,o[1],t,n,r,a),i[2]&&(i[2].setInheritedAttributes(e,!1,this.getScriptlevel(o[2],a,n),r||2===this.under),this.setInheritedAccent(2,o[2],t,n,r,a))},t.prototype.getScriptlevel=function(e,t,n){return!t&&this.attributes.get(e)||n++,n},t.prototype.setInheritedAccent=function(e,t,n,r,i,a){var o=this.childNodes[e];if(null==this.attributes.getExplicit(t)&&o.isEmbellished){var s=o.coreMO().attributes.get("accent");this.attributes.setInherited(t,s),s!==this.attributes.getDefault(t)&&o.setInheritedAttributes({},n,this.getScriptlevel(t,a,r),i)}},t.defaults=__assign$i(__assign$i({},MmlNode_js_1$m.AbstractMmlBaseNode.defaults),{accent:!1,accentunder:!1,align:"center"}),t.ACCENTS=["","accentunder","accent"],t}(MmlNode_js_1$m.AbstractMmlBaseNode);munderover.MmlMunderover=MmlMunderover;var MmlMunder=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$J(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"munder"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 2},enumerable:!1,configurable:!0}),t.defaults=__assign$i({},MmlMunderover.defaults),t}(MmlMunderover);munderover.MmlMunder=MmlMunder;var hasRequiredMunderover,MmlMover=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$J(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mover"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"over",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"under",{get:function(){return 2},enumerable:!1,configurable:!0}),t.defaults=__assign$i({},MmlMunderover.defaults),t.ACCENTS=["","accent","accentunder"],t}(MmlMunderover);function requireMunderover(){if(hasRequiredMunderover)return munderover$2;hasRequiredMunderover=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o};Object.defineProperty(munderover$2,"__esModule",{value:!0}),munderover$2.SVGmunderover=munderover$2.SVGmover=munderover$2.SVGmunder=void 0;var r=requireMsubsup(),i=munderover$1,a=munderover$1,o=munderover,s=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(t){if(this.hasMovableLimits())e.prototype.toSVG.call(this,t);else{var r=this.standardSVGnode(t),i=n([this.baseChild,this.scriptChild],2),a=i[0],o=i[1],s=n([a.getOuterBBox(),o.getOuterBBox()],2),l=s[0],c=s[1];a.toSVG(r),o.toSVG(r);var d=this.isLineBelow?0:this.getDelta(!0),T=this.getUnderKV(l,c)[1],u=n(this.getDeltaW([l,c],[0,-d]),2),Q=u[0],p=u[1];a.place(Q,0),o.place(p,T)}},r.kind=o.MmlMunder.prototype.kind,r}((0,munderover$1.CommonMunderMixin)(r.SVGmsub));munderover$2.SVGmunder=s;var l=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(t){if(this.hasMovableLimits())e.prototype.toSVG.call(this,t);else{var r=this.standardSVGnode(t),i=n([this.baseChild,this.scriptChild],2),a=i[0],o=i[1],s=n([a.getOuterBBox(),o.getOuterBBox()],2),l=s[0],c=s[1];a.toSVG(r),o.toSVG(r);var d=this.isLineAbove?0:this.getDelta(),T=this.getOverKU(l,c)[1],u=n(this.getDeltaW([l,c],[0,d]),2),Q=u[0],p=u[1];a.place(Q,0),o.place(p,T)}},r.kind=o.MmlMover.prototype.kind,r}((0,i.CommonMoverMixin)(r.SVGmsup));munderover$2.SVGmover=l;var c=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(t){if(this.hasMovableLimits())e.prototype.toSVG.call(this,t);else{var r=this.standardSVGnode(t),i=n([this.baseChild,this.overChild,this.underChild],3),a=i[0],o=i[1],s=i[2],l=n([a.getOuterBBox(),o.getOuterBBox(),s.getOuterBBox()],3),c=l[0],d=l[1],T=l[2];a.toSVG(r),s.toSVG(r),o.toSVG(r);var u=this.getDelta(),Q=this.getOverKU(c,d)[1],p=this.getUnderKV(c,T)[1],h=n(this.getDeltaW([c,T,d],[0,this.isLineBelow?0:-u,this.isLineAbove?0:u]),3),m=h[0],f=h[1],g=h[2];a.place(m,0),s.place(f,p),o.place(g,Q)}},r.kind=o.MmlMunderover.prototype.kind,r}((0,a.CommonMunderoverMixin)(r.SVGmsubsup));return munderover$2.SVGmunderover=c,munderover$2}munderover.MmlMover=MmlMover;var mmultiscripts$2={},mmultiscripts$1={};!function(e){var t,n=commonjsGlobal&&commonjsGlobal.__extends||(t=function(e,n){return t=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},t(e,n)},function(e,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=e}t(e,n),e.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),r=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},i=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},a=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(e,"__esModule",{value:!0}),e.CommonMmultiscriptsMixin=e.ScriptNames=e.NextScript=void 0;var o=BBox$1;e.NextScript={base:"subList",subList:"supList",supList:"subList",psubList:"psupList",psupList:"psubList"},e.ScriptNames=["sup","sup","psup","psub"],e.CommonMmultiscriptsMixin=function(t){return function(t){function s(){for(var e=[],n=0;n<arguments.length;n++)e[n]=arguments[n];var a=t.apply(this,i([],r(e),!1))||this;return a.scriptData=null,a.firstPrescript=0,a.getScriptData(),a}return n(s,t),s.prototype.combinePrePost=function(e,t){var n=new o.BBox(e);return n.combine(t,0,0),n},s.prototype.computeBBox=function(e,t){void 0===t&&(t=!1);var n=this.font.params.scriptspace,i=this.scriptData,a=this.combinePrePost(i.sub,i.psub),o=this.combinePrePost(i.sup,i.psup),s=r(this.getUVQ(a,o),2),l=s[0],c=s[1];if(e.empty(),i.numPrescripts&&(e.combine(i.psup,n,l),e.combine(i.psub,n,c)),e.append(i.base),i.numScripts){var d=e.w;e.combine(i.sup,d,l),e.combine(i.sub,d,c),e.w+=n}e.clean(),this.setChildPWidths(t)},s.prototype.getScriptData=function(){var e=this.scriptData={base:null,sub:o.BBox.empty(),sup:o.BBox.empty(),psub:o.BBox.empty(),psup:o.BBox.empty(),numPrescripts:0,numScripts:0},t=this.getScriptBBoxLists();this.combineBBoxLists(e.sub,e.sup,t.subList,t.supList),this.combineBBoxLists(e.psub,e.psup,t.psubList,t.psupList),e.base=t.base[0],e.numPrescripts=t.psubList.length,e.numScripts=t.subList.length},s.prototype.getScriptBBoxLists=function(){var t,n,r={base:[],subList:[],supList:[],psubList:[],psupList:[]},i="base";try{for(var o=a(this.childNodes),s=o.next();!s.done;s=o.next()){var l=s.value;l.node.isKind("mprescripts")?i="psubList":(r[i].push(l.getOuterBBox()),i=e.NextScript[i])}}catch(e){t={error:e}}finally{try{s&&!s.done&&(n=o.return)&&n.call(o)}finally{if(t)throw t.error}}return this.firstPrescript=r.subList.length+r.supList.length+2,this.padLists(r.subList,r.supList),this.padLists(r.psubList,r.psupList),r},s.prototype.padLists=function(e,t){e.length>t.length&&t.push(o.BBox.empty())},s.prototype.combineBBoxLists=function(e,t,n,i){for(var a=0;a<n.length;a++){var o=r(this.getScaledWHD(n[a]),3),s=o[0],l=o[1],c=o[2],d=r(this.getScaledWHD(i[a]),3),T=d[0],u=d[1],Q=d[2],p=Math.max(s,T);e.w+=p,t.w+=p,l>e.h&&(e.h=l),c>e.d&&(e.d=c),u>t.h&&(t.h=u),Q>t.d&&(t.d=Q)}},s.prototype.getScaledWHD=function(e){var t=e.w,n=e.h,r=e.d,i=e.rscale;return[t*i,n*i,r*i]},s.prototype.getUVQ=function(e,n){var i;if(!this.UVQ){var a=r([0,0,0],3),o=a[0],s=a[1],l=a[2];0===e.h&&0===e.d?o=this.getU():0===n.h&&0===n.d?o=-this.getV():(o=(i=r(t.prototype.getUVQ.call(this,e,n),3))[0],s=i[1],l=i[2]),this.UVQ=[o,s,l]}return this.UVQ},s}(t)}}(mmultiscripts$1);var mmultiscripts={},__extends$I=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$h=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$h=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$h.apply(this,arguments)};Object.defineProperty(mmultiscripts,"__esModule",{value:!0}),mmultiscripts.MmlNone=mmultiscripts.MmlMprescripts=mmultiscripts.MmlMmultiscripts=void 0;var MmlNode_js_1$l=MmlNode,msubsup_js_1$1=msubsup,MmlMmultiscripts=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$I(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mmultiscripts"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 1},enumerable:!1,configurable:!0}),t.prototype.setChildInheritedAttributes=function(e,t,n,r){this.childNodes[0].setInheritedAttributes(e,t,n,r);for(var i=!1,a=1,o=0;a<this.childNodes.length;a++){var s=this.childNodes[a];if(s.isKind("mprescripts")){if(!i&&(i=!0,a%2==0)){var l=this.factory.create("mrow");this.childNodes.splice(a,0,l),l.parent=this,a++}}else{var c=r||o%2==0;s.setInheritedAttributes(e,!1,n+1,c),o++}}this.childNodes.length%2==(i?1:0)&&(this.appendChild(this.factory.create("mrow")),this.childNodes[this.childNodes.length-1].setInheritedAttributes(e,!1,n+1,r))},t.prototype.verifyChildren=function(t){for(var n=!1,r=t.fixMmultiscripts,i=0;i<this.childNodes.length;i++){var a=this.childNodes[i];a.isKind("mprescripts")&&(n?a.mError(a.kind+" can only appear once in "+this.kind,t,!0):(n=!0,i%2!=0||r||this.mError("There must be an equal number of prescripts of each type",t)))}this.childNodes.length%2!=(n?1:0)||r||this.mError("There must be an equal number of scripts of each type",t),e.prototype.verifyChildren.call(this,t)},t.defaults=__assign$h({},msubsup_js_1$1.MmlMsubsup.defaults),t}(msubsup_js_1$1.MmlMsubsup);mmultiscripts.MmlMmultiscripts=MmlMmultiscripts;var MmlMprescripts=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$I(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mprescripts"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 0},enumerable:!1,configurable:!0}),t.prototype.verifyTree=function(t){e.prototype.verifyTree.call(this,t),this.parent&&!this.parent.isKind("mmultiscripts")&&this.mError(this.kind+" must be a child of mmultiscripts",t,!0)},t.defaults=__assign$h({},MmlNode_js_1$l.AbstractMmlNode.defaults),t}(MmlNode_js_1$l.AbstractMmlNode);mmultiscripts.MmlMprescripts=MmlMprescripts;var hasRequiredMmultiscripts,MmlNone=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$I(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"none"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 0},enumerable:!1,configurable:!0}),t.prototype.verifyTree=function(t){e.prototype.verifyTree.call(this,t),this.parent&&!this.parent.isKind("mmultiscripts")&&this.mError(this.kind+" must be a child of mmultiscripts",t,!0)},t.defaults=__assign$h({},MmlNode_js_1$l.AbstractMmlNode.defaults),t}(MmlNode_js_1$l.AbstractMmlNode);function requireMmultiscripts(){if(hasRequiredMmultiscripts)return mmultiscripts$2;hasRequiredMmultiscripts=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o};Object.defineProperty(mmultiscripts$2,"__esModule",{value:!0}),mmultiscripts$2.SVGmmultiscripts=mmultiscripts$2.AlignX=void 0;var r=requireMsubsup(),i=mmultiscripts$1,a=mmultiscripts,o=string;function s(e){return{left:function(e,t){return 0},center:function(e,t){return(t-e)/2},right:function(e,t){return t-e}}[e]||function(e,t){return 0}}mmultiscripts$2.AlignX=s;var l=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return t(r,e),r.prototype.toSVG=function(e){var t=this.standardSVGnode(e),r=this.scriptData,i=this.node.getProperty("scriptalign")||"right left",a=n((0,o.split)(i+" "+i),2),s=a[0],l=a[1],c=this.combinePrePost(r.sub,r.psub),d=this.combinePrePost(r.sup,r.psup),T=n(this.getUVQ(c,d),2),u=T[0],Q=T[1],p=0;r.numPrescripts&&(p=this.addScripts(.05,u,Q,this.firstPrescript,r.numPrescripts,s));var h=this.baseChild;h.toSVG(t),h.place(p,0),p+=h.getOuterBBox().w,r.numScripts&&this.addScripts(p,u,Q,1,r.numScripts,l)},r.prototype.addScripts=function(e,t,r,i,a,o){var l=this.adaptor,c=s(o),d=l.append(this.element,this.svg("g")),T=l.append(this.element,this.svg("g"));this.place(e,t,d),this.place(e,r,T);for(var u=i+2*a,Q=0;i<u;){var p=n([this.childNodes[i++],this.childNodes[i++]],2),h=p[0],m=p[1],f=n([h.getOuterBBox(),m.getOuterBBox()],2),g=f[0],b=f[1],y=n([g.rscale,b.rscale],2),_=y[0],L=y[1],v=Math.max(g.w*_,b.w*L);h.toSVG(T),m.toSVG(d),h.place(Q+c(g.w*_,v),0),m.place(Q+c(b.w*L,v),0),Q+=v}return e+Q},r.kind=a.MmlMmultiscripts.prototype.kind,r}((0,i.CommonMmultiscriptsMixin)(r.SVGmsubsup));return mmultiscripts$2.SVGmmultiscripts=l,mmultiscripts$2}mmultiscripts.MmlNone=MmlNone;var mtable$2={},mtable$1={},numeric={};function sum(e){return e.reduce((function(e,t){return e+t}),0)}function max$1(e){return e.reduce((function(e,t){return Math.max(e,t)}),0)}Object.defineProperty(numeric,"__esModule",{value:!0}),numeric.max=numeric.sum=void 0,numeric.sum=sum,numeric.max=max$1;var __extends$H=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__read$e=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},__spreadArray$9=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))},__values$h=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(mtable$1,"__esModule",{value:!0}),mtable$1.CommonMtableMixin=void 0;var BBox_js_1=BBox$1,string_js_1$3=string,numeric_js_1=numeric;function CommonMtableMixin(e){return function(e){function t(){for(var t=[],n=0;n<arguments.length;n++)t[n]=arguments[n];var r=e.apply(this,__spreadArray$9([],__read$e(t),!1))||this;r.numCols=0,r.numRows=0,r.data=null,r.pwidthCells=[],r.pWidth=0,r.numCols=(0,numeric_js_1.max)(r.tableRows.map((function(e){return e.numCells}))),r.numRows=r.childNodes.length,r.hasLabels=r.childNodes.reduce((function(e,t){return e||t.node.isKind("mlabeledtr")}),!1),r.findContainer(),r.isTop=!r.container||r.container.node.isKind("math")&&!r.container.parent,r.isTop&&(r.jax.table=r),r.getPercentageWidth();var i=r.node.attributes;return r.frame="none"!==i.get("frame"),r.fLine=r.frame&&i.get("frame")?.07:0,r.fSpace=r.frame?r.convertLengths(r.getAttributeArray("framespacing")):[0,0],r.cSpace=r.convertLengths(r.getColumnAttributes("columnspacing")),r.rSpace=r.convertLengths(r.getRowAttributes("rowspacing")),r.cLines=r.getColumnAttributes("columnlines").map((function(e){return"none"===e?0:.07})),r.rLines=r.getRowAttributes("rowlines").map((function(e){return"none"===e?0:.07})),r.cWidths=r.getColumnWidths(),r.stretchRows(),r.stretchColumns(),r}return __extends$H(t,e),Object.defineProperty(t.prototype,"tableRows",{get:function(){return this.childNodes},enumerable:!1,configurable:!0}),t.prototype.findContainer=function(){for(var e=this,t=e.parent;t&&(t.node.notParent||t.node.isKind("mrow"));)e=t,t=t.parent;this.container=t,this.containerI=e.node.childPosition()},t.prototype.getPercentageWidth=function(){if(this.hasLabels)this.bbox.pwidth=BBox_js_1.BBox.fullWidth;else{var e=this.node.attributes.get("width");(0,string_js_1$3.isPercent)(e)&&(this.bbox.pwidth=e)}},t.prototype.stretchRows=function(){for(var e=this.node.attributes.get("equalrows"),t=e?this.getEqualRowHeight():0,n=e?this.getTableData():{H:[0],D:[0]},r=n.H,i=n.D,a=this.tableRows,o=0;o<this.numRows;o++){var s=e?[(t+r[o]-i[o])/2,(t-r[o]+i[o])/2]:null;a[o].stretchChildren(s)}},t.prototype.stretchColumns=function(){for(var e=0;e<this.numCols;e++){var t="number"==typeof this.cWidths[e]?this.cWidths[e]:null;this.stretchColumn(e,t)}},t.prototype.stretchColumn=function(e,t){var n,r,i,a,o,s,l=[];try{for(var c=__values$h(this.tableRows),d=c.next();!d.done;d=c.next())(m=d.value.getChild(e))&&0===(_=m.childNodes[0]).stretch.dir&&_.canStretch(2)&&l.push(_)}catch(e){n={error:e}}finally{try{d&&!d.done&&(r=c.return)&&r.call(c)}finally{if(n)throw n.error}}var T=l.length,u=this.childNodes.length;if(T&&u>1){if(null===t){t=0;var Q=T>1&&T===u;try{for(var p=__values$h(this.tableRows),h=p.next();!h.done;h=p.next()){var m;if(m=h.value.getChild(e)){var f=0===(_=m.childNodes[0]).stretch.dir;if(Q||f){var g=_.getBBox(f).w;g>t&&(t=g)}}}}catch(e){i={error:e}}finally{try{h&&!h.done&&(a=p.return)&&a.call(p)}finally{if(i)throw i.error}}}try{for(var b=__values$h(l),y=b.next();!y.done;y=b.next()){var _;(_=y.value).coreMO().getStretchedVariant([t])}}catch(e){o={error:e}}finally{try{y&&!y.done&&(s=b.return)&&s.call(b)}finally{if(o)throw o.error}}}},t.prototype.getTableData=function(){if(this.data)return this.data;for(var e=new Array(this.numRows).fill(0),t=new Array(this.numRows).fill(0),n=new Array(this.numCols).fill(0),r=new Array(this.numRows),i=new Array(this.numRows),a=[0],o=this.tableRows,s=0;s<o.length;s++){for(var l=0,c=o[s],d=c.node.attributes.get("rowalign"),T=0;T<c.numCells;T++){var u=c.getChild(T);l=this.updateHDW(u,T,s,d,e,t,n,l),this.recordPWidthCell(u,T)}r[s]=e[s],i[s]=t[s],c.labeled&&(l=this.updateHDW(c.childNodes[0],0,s,d,e,t,a,l)),this.extendHD(s,e,t,l),this.extendHD(s,r,i,l)}var Q=a[0];return this.data={H:e,D:t,W:n,NH:r,ND:i,L:Q},this.data},t.prototype.updateHDW=function(e,t,n,r,i,a,o,s){var l=e.getBBox(),c=l.h,d=l.d,T=l.w,u=e.parent.bbox.rscale;1!==e.parent.bbox.rscale&&(c*=u,d*=u,T*=u),this.node.getProperty("useHeight")&&(c<.75&&(c=.75),d<.25&&(d=.25));var Q=0;return"baseline"!==(r=e.node.attributes.get("rowalign")||r)&&"axis"!==r&&(Q=c+d,c=d=0),c>i[n]&&(i[n]=c),d>a[n]&&(a[n]=d),Q>s&&(s=Q),o&&T>o[t]&&(o[t]=T),s},t.prototype.extendHD=function(e,t,n,r){var i=(r-(t[e]+n[e]))/2;i<1e-5||(t[e]+=i,n[e]+=i)},t.prototype.recordPWidthCell=function(e,t){e.childNodes[0]&&e.childNodes[0].getBBox().pwidth&&this.pwidthCells.push([e,t])},t.prototype.computeBBox=function(e,t){var n,r,i=this.getTableData(),a=i.H,o=i.D;if(this.node.attributes.get("equalrows")){var s=this.getEqualRowHeight();n=(0,numeric_js_1.sum)([].concat(this.rLines,this.rSpace))+s*this.numRows}else n=(0,numeric_js_1.sum)(a.concat(o,this.rLines,this.rSpace));n+=2*(this.fLine+this.fSpace[1]);var l=this.getComputedWidths();r=(0,numeric_js_1.sum)(l.concat(this.cLines,this.cSpace))+2*(this.fLine+this.fSpace[0]);var c=this.node.attributes.get("width");"auto"!==c&&(r=Math.max(this.length2em(c,0)+2*this.fLine,r));var d=__read$e(this.getBBoxHD(n),2),T=d[0],u=d[1];e.h=T,e.d=u,e.w=r;var Q=__read$e(this.getBBoxLR(),2),p=Q[0],h=Q[1];e.L=p,e.R=h,(0,string_js_1$3.isPercent)(c)||this.setColumnPWidths()},t.prototype.setChildPWidths=function(e,t,n){var r=this.node.attributes.get("width");if(!(0,string_js_1$3.isPercent)(r))return!1;this.hasLabels||(this.bbox.pwidth="",this.container.bbox.pwidth="");var i=this.bbox,a=i.w,o=i.L,s=i.R,l=this.node.attributes.get("data-width-includes-label"),c=Math.max(a,this.length2em(r,Math.max(t,o+a+s)))-(l?o+s:0),d=this.node.attributes.get("equalcolumns")?Array(this.numCols).fill(this.percent(1/Math.max(1,this.numCols))):this.getColumnAttributes("columnwidth",0);this.cWidths=this.getColumnWidthsFixed(d,c);var T=this.getComputedWidths();return this.pWidth=(0,numeric_js_1.sum)(T.concat(this.cLines,this.cSpace))+2*(this.fLine+this.fSpace[0]),this.isTop&&(this.bbox.w=this.pWidth),this.setColumnPWidths(),this.pWidth!==a&&this.parent.invalidateBBox(),this.pWidth!==a},t.prototype.setColumnPWidths=function(){var e,t,n=this.cWidths;try{for(var r=__values$h(this.pwidthCells),i=r.next();!i.done;i=r.next()){var a=__read$e(i.value,2),o=a[0],s=a[1];o.setChildPWidths(!1,n[s])&&(o.invalidateBBox(),o.getBBox())}}catch(t){e={error:t}}finally{try{i&&!i.done&&(t=r.return)&&t.call(r)}finally{if(e)throw e.error}}},t.prototype.getBBoxHD=function(e){var t=__read$e(this.getAlignmentRow(),2),n=t[0],r=t[1];if(null===r){var i=this.font.params.axis_height,a=e/2;return{top:[0,e],center:[a,a],bottom:[e,0],baseline:[a,a],axis:[a+i,a-i]}[n]||[a,a]}var o=this.getVerticalPosition(r,n);return[o,e-o]},t.prototype.getBBoxLR=function(){if(this.hasLabels){var e=this.node.attributes,t=e.get("side"),n=__read$e(this.getPadAlignShift(t),2),r=n[0],i=n[1],a=this.hasLabels&&!!e.get("data-width-includes-label");return a&&this.frame&&this.fSpace[0]&&(r-=this.fSpace[0]),"center"!==i||a?"left"===t?[r,0]:[0,r]:[r,r]}return[0,0]},t.prototype.getPadAlignShift=function(e){var t=this.getTableData().L+this.length2em(this.node.attributes.get("minlabelspacing")),n=__read$e(null==this.styles?["",""]:[this.styles.get("padding-left"),this.styles.get("padding-right")],2),r=n[0],i=n[1];(r||i)&&(t=Math.max(t,this.length2em(r||"0"),this.length2em(i||"0")));var a=__read$e(this.getAlignShift(),2),o=a[0],s=a[1];return o===e&&(s="left"===e?Math.max(t,s)-t:Math.min(-t,s)+t),[t,o,s]},t.prototype.getAlignShift=function(){return this.isTop?e.prototype.getAlignShift.call(this):[this.container.getChildAlign(this.containerI),0]},t.prototype.getWidth=function(){return this.pWidth||this.getBBox().w},t.prototype.getEqualRowHeight=function(){var e=this.getTableData(),t=e.H,n=e.D,r=Array.from(t.keys()).map((function(e){return t[e]+n[e]}));return Math.max.apply(Math,r)},t.prototype.getComputedWidths=function(){var e=this,t=this.getTableData().W,n=Array.from(t.keys()).map((function(n){return"number"==typeof e.cWidths[n]?e.cWidths[n]:t[n]}));return this.node.attributes.get("equalcolumns")&&(n=Array(n.length).fill((0,numeric_js_1.max)(n))),n},t.prototype.getColumnWidths=function(){var e=this.node.attributes.get("width");if(this.node.attributes.get("equalcolumns"))return this.getEqualColumns(e);var t=this.getColumnAttributes("columnwidth",0);return"auto"===e?this.getColumnWidthsAuto(t):(0,string_js_1$3.isPercent)(e)?this.getColumnWidthsPercent(t):this.getColumnWidthsFixed(t,this.length2em(e))},t.prototype.getEqualColumns=function(e){var t,n=Math.max(1,this.numCols);if("auto"===e){var r=this.getTableData().W;t=(0,numeric_js_1.max)(r)}else if((0,string_js_1$3.isPercent)(e))t=this.percent(1/n);else{var i=(0,numeric_js_1.sum)([].concat(this.cLines,this.cSpace))+2*this.fSpace[0];t=Math.max(0,this.length2em(e)-i)/n}return Array(this.numCols).fill(t)},t.prototype.getColumnWidthsAuto=function(e){var t=this;return e.map((function(e){return"auto"===e||"fit"===e?null:(0,string_js_1$3.isPercent)(e)?e:t.length2em(e)}))},t.prototype.getColumnWidthsPercent=function(e){var t=this,n=e.indexOf("fit")>=0,r=(n?this.getTableData():{W:null}).W;return Array.from(e.keys()).map((function(i){var a=e[i];return"fit"===a?null:"auto"===a?n?r[i]:null:(0,string_js_1$3.isPercent)(a)?a:t.length2em(a)}))},t.prototype.getColumnWidthsFixed=function(e,t){var n=this,r=Array.from(e.keys()),i=r.filter((function(t){return"fit"===e[t]})),a=r.filter((function(t){return"auto"===e[t]})),o=i.length||a.length,s=(o?this.getTableData():{W:null}).W,l=t-(0,numeric_js_1.sum)([].concat(this.cLines,this.cSpace))-2*this.fSpace[0],c=l;r.forEach((function(t){var r=e[t];c-="fit"===r||"auto"===r?s[t]:n.length2em(r,l)}));var d=o&&c>0?c/o:0;return r.map((function(t){var r=e[t];return"fit"===r?s[t]+d:"auto"===r?s[t]+(0===i.length?d:0):n.length2em(r,l)}))},t.prototype.getVerticalPosition=function(e,t){for(var n=this.node.attributes.get("equalrows"),r=this.getTableData(),i=r.H,a=r.D,o=n?this.getEqualRowHeight():0,s=this.getRowHalfSpacing(),l=this.fLine,c=0;c<e;c++)l+=s[c]+(n?o:i[c]+a[c])+s[c+1]+this.rLines[c];var d=__read$e(n?[(o+i[e]-a[e])/2,(o-i[e]+a[e])/2]:[i[e],a[e]],2),T=d[0],u=d[1];return l+({top:0,center:s[e]+(T+u)/2,bottom:s[e]+T+u+s[e+1],baseline:s[e]+T,axis:s[e]+T-.25}[t]||0)},t.prototype.getEmHalfSpacing=function(e,t,n){void 0===n&&(n=1);var r=this.em(e*n),i=this.addEm(t,2/n);return i.unshift(r),i.push(r),i},t.prototype.getRowHalfSpacing=function(){var e=this.rSpace.map((function(e){return e/2}));return e.unshift(this.fSpace[1]),e.push(this.fSpace[1]),e},t.prototype.getColumnHalfSpacing=function(){var e=this.cSpace.map((function(e){return e/2}));return e.unshift(this.fSpace[0]),e.push(this.fSpace[0]),e},t.prototype.getAlignmentRow=function(){var e=__read$e((0,string_js_1$3.split)(this.node.attributes.get("align")),2),t=e[0],n=e[1];if(null==n)return[t,null];var r=parseInt(n);return r<0&&(r+=this.numRows+1),[t,r<1||r>this.numRows?null:r-1]},t.prototype.getColumnAttributes=function(e,t){void 0===t&&(t=1);var n=this.numCols-t,r=this.getAttributeArray(e);if(0===r.length)return null;for(;r.length<n;)r.push(r[r.length-1]);return r.length>n&&r.splice(n),r},t.prototype.getRowAttributes=function(e,t){void 0===t&&(t=1);var n=this.numRows-t,r=this.getAttributeArray(e);if(0===r.length)return null;for(;r.length<n;)r.push(r[r.length-1]);return r.length>n&&r.splice(n),r},t.prototype.getAttributeArray=function(e){var t=this.node.attributes.get(e);return t?(0,string_js_1$3.split)(t):[this.node.attributes.getDefault(e)]},t.prototype.addEm=function(e,t){var n=this;return void 0===t&&(t=1),e?e.map((function(e){return n.em(e/t)})):null},t.prototype.convertLengths=function(e){var t=this;return e?e.map((function(e){return t.length2em(e)})):null},t}(e)}mtable$1.CommonMtableMixin=CommonMtableMixin;var mtable={},__extends$G=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$g=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$g=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$g.apply(this,arguments)},__values$g=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(mtable,"__esModule",{value:!0}),mtable.MmlMtable=void 0;var hasRequiredMtable,MmlNode_js_1$k=MmlNode,string_js_1$2=string,MmlMtable=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.properties={useHeight:!0},t.texclass=MmlNode_js_1$k.TEXCLASS.ORD,t}return __extends$G(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mtable"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"linebreakContainer",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.setInheritedAttributes=function(t,n,r,i){var a,o;try{for(var s=__values$g(MmlNode_js_1$k.indentAttributes),l=s.next();!l.done;l=s.next()){var c=l.value;t[c]&&this.attributes.setInherited(c,t[c][1]),void 0!==this.attributes.getExplicit(c)&&delete this.attributes.getAllAttributes()[c]}}catch(e){a={error:e}}finally{try{l&&!l.done&&(o=s.return)&&o.call(s)}finally{if(a)throw a.error}}e.prototype.setInheritedAttributes.call(this,t,n,r,i)},t.prototype.setChildInheritedAttributes=function(e,t,n,r){var i,a,o,s;try{for(var l=__values$g(this.childNodes),c=l.next();!c.done;c=l.next())(p=c.value).isKind("mtr")||this.replaceChild(this.factory.create("mtr"),p).appendChild(p)}catch(e){i={error:e}}finally{try{c&&!c.done&&(a=l.return)&&a.call(l)}finally{if(i)throw i.error}}n=this.getProperty("scriptlevel")||n,t=!(!this.attributes.getExplicit("displaystyle")&&!this.attributes.getDefault("displaystyle")),e=this.addInheritedAttributes(e,{columnalign:this.attributes.get("columnalign"),rowalign:"center"});var d=this.attributes.getExplicit("data-cramped"),T=(0,string_js_1$2.split)(this.attributes.get("rowalign"));try{for(var u=__values$g(this.childNodes),Q=u.next();!Q.done;Q=u.next()){var p=Q.value;e.rowalign[1]=T.shift()||e.rowalign[1],p.setInheritedAttributes(e,t,n,!!d)}}catch(e){o={error:e}}finally{try{Q&&!Q.done&&(s=u.return)&&s.call(u)}finally{if(o)throw o.error}}},t.prototype.verifyChildren=function(t){for(var n=null,r=this.factory,i=0;i<this.childNodes.length;i++){var a=this.childNodes[i];if(a.isKind("mtr"))n=null;else{var o=a.isKind("mtd");if(n?(this.removeChild(a),i--):n=this.replaceChild(r.create("mtr"),a),n.appendChild(o?a:r.create("mtd",{},[a])),!t.fixMtables){a.parent.removeChild(a),a.parent=this,o&&n.appendChild(r.create("mtd"));var s=a.mError("Children of "+this.kind+" must be mtr or mlabeledtr",t,o);n.childNodes[n.childNodes.length-1].appendChild(s)}}}e.prototype.verifyChildren.call(this,t)},t.prototype.setTeXclass=function(e){var t,n;this.getPrevClass(e);try{for(var r=__values$g(this.childNodes),i=r.next();!i.done;i=r.next())i.value.setTeXclass(null)}catch(e){t={error:e}}finally{try{i&&!i.done&&(n=r.return)&&n.call(r)}finally{if(t)throw t.error}}return this},t.defaults=__assign$g(__assign$g({},MmlNode_js_1$k.AbstractMmlNode.defaults),{align:"axis",rowalign:"baseline",columnalign:"center",groupalign:"{left}",alignmentscope:!0,columnwidth:"auto",width:"auto",rowspacing:"1ex",columnspacing:".8em",rowlines:"none",columnlines:"none",frame:"none",framespacing:"0.4em 0.5ex",equalrows:!1,equalcolumns:!1,displaystyle:!1,side:"right",minlabelspacing:"0.8em"}),t}(MmlNode_js_1$k.AbstractMmlNode);function requireMtable(){if(hasRequiredMtable)return mtable$2;hasRequiredMtable=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},r=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))};Object.defineProperty(mtable$2,"__esModule",{value:!0}),mtable$2.SVGmtable=void 0;var i=requireWrapper(),a=mtable,o=function(e){function i(t,n,r){void 0===r&&(r=null);var i=e.call(this,t,n,r)||this,a={"data-labels":!0};return i.isTop&&(a.transform="matrix(1 0 0 -1 0 0)"),i.labels=i.svg("g",a),i}return t(i,e),i.prototype.toSVG=function(e){var t=this.standardSVGnode(e);this.placeRows(t),this.handleColumnLines(t),this.handleRowLines(t),this.handleFrame(t);var n=this.handlePWidth(t);this.handleLabels(t,e,n)},i.prototype.placeRows=function(e){for(var t,i,a,o=this.node.attributes.get("equalrows"),s=this.getTableData(),l=s.H,c=s.D,d=this.getEqualRowHeight(),T=this.getRowHalfSpacing(),u=r(r([this.fLine],n(this.rLines),!1),[this.fLine],!1),Q=this.getBBox().h-u[0],p=0;p<this.numRows;p++){var h=this.childNodes[p];t=n(this.getRowHD(o,d,l[p],c[p]),2),h.H=t[0],h.D=t[1],i=n([T[p],T[p+1]],2),h.tSpace=i[0],h.bSpace=i[1],a=n([u[p],u[p+1]],2),h.tLine=a[0],h.bLine=a[1],h.toSVG(e),h.place(0,Q-T[p]-h.H),Q-=T[p]+h.H+h.D+T[p+1]+u[p+1]}},i.prototype.getRowHD=function(e,t,n,r){return e?[(t+n-r)/2,(t-n+r)/2]:[n,r]},i.prototype.handleColor=function(){e.prototype.handleColor.call(this);var t=this.firstChild();t&&this.adaptor.setAttribute(t,"width",this.fixed(this.getWidth()))},i.prototype.handleColumnLines=function(e){if("none"!==this.node.attributes.get("columnlines")){var t=this.getColumnAttributes("columnlines");if(t)for(var n=this.getColumnHalfSpacing(),r=this.cLines,i=this.getComputedWidths(),a=this.fLine,o=0;o<t.length;o++)a+=n[o]+i[o]+n[o+1],"none"!==t[o]&&this.adaptor.append(e,this.makeVLine(a,t[o],r[o])),a+=r[o]}},i.prototype.handleRowLines=function(e){if("none"!==this.node.attributes.get("rowlines")){var t=this.getRowAttributes("rowlines");if(t)for(var r=this.node.attributes.get("equalrows"),i=this.getTableData(),a=i.H,o=i.D,s=this.getEqualRowHeight(),l=this.getRowHalfSpacing(),c=this.rLines,d=this.getBBox().h-this.fLine,T=0;T<t.length;T++){var u=n(this.getRowHD(r,s,a[T],o[T]),2),Q=u[0],p=u[1];d-=l[T]+Q+p+l[T+1],"none"!==t[T]&&this.adaptor.append(e,this.makeHLine(d,t[T],c[T])),d-=c[T]}}},i.prototype.handleFrame=function(e){if(this.frame&&this.fLine){var t=this.getBBox(),n=t.h,r=t.d,i=t.w,a=this.node.attributes.get("frame");this.adaptor.append(e,this.makeFrame(i,n,r,a))}},i.prototype.handlePWidth=function(e){if(!this.pWidth)return 0;var t=this.getBBox(),n=t.w,r=t.L,i=t.R,a=r+this.pWidth+i,o=this.getAlignShift()[0],s=Math.max(this.isTop?a:0,this.container.getWrapWidth(this.containerI))-r-i,l=n-(this.pWidth>s?s:this.pWidth),c="left"===o?0:"right"===o?l:l/2;if(c){var d=this.svg("g",{},this.adaptor.childNodes(e));this.place(c,0,d),this.adaptor.append(e,d)}return c},i.prototype.lineClass=function(e){return"mjx-"+e},i.prototype.makeFrame=function(e,t,n,r){var i=this.fLine;return this.svg("rect",this.setLineThickness(i,r,{"data-frame":!0,class:this.lineClass(r),width:this.fixed(e-i),height:this.fixed(t+n-i),x:this.fixed(i/2),y:this.fixed(i/2-n)}))},i.prototype.makeVLine=function(e,t,n){var r=this.getBBox(),i=r.h,a=r.d,o="dotted"===t?n/2:0,s=this.fixed(e+n/2);return this.svg("line",this.setLineThickness(n,t,{"data-line":"v",class:this.lineClass(t),x1:s,y1:this.fixed(o-a),x2:s,y2:this.fixed(i-o)}))},i.prototype.makeHLine=function(e,t,n){var r=this.getBBox().w,i="dotted"===t?n/2:0,a=this.fixed(e-n/2);return this.svg("line",this.setLineThickness(n,t,{"data-line":"h",class:this.lineClass(t),x1:this.fixed(i),y1:a,x2:this.fixed(r-i),y2:a}))},i.prototype.setLineThickness=function(e,t,n){return.07!==e&&(n["stroke-thickness"]=this.fixed(e),"solid"!==t&&(n["stroke-dasharray"]=("dotted"===t?"0,":"")+this.fixed(2*e))),n},i.prototype.handleLabels=function(e,t,n){if(this.hasLabels){var r=this.labels,i=this.node.attributes.get("side");this.spaceLabels(),this.isTop?this.topTable(e,r,i):this.subTable(e,r,i,n)}},i.prototype.spaceLabels=function(){for(var e=this.adaptor,t=this.getBBox().h,n=this.getTableData().L,r=this.getRowHalfSpacing(),i=t-this.fLine,a=e.firstChild(this.labels),o=0;o<this.numRows;o++){var s=this.childNodes[o];if(s.node.isKind("mlabeledtr")){var l=s.childNodes[0];i-=r[o]+s.H,s.placeCell(l,{x:0,y:i,w:n,lSpace:0,rSpace:0,lLine:0,rLine:0}),i-=s.D+r[o+1]+this.rLines[o],a=e.next(a)}else i-=r[o]+s.H+s.D+r[o+1]+this.rLines[o]}},i.prototype.topTable=function(e,t,r){var i=this.adaptor,a=this.getBBox(),o=a.h,s=a.d,l=a.w,c=a.L,d=a.R,T=c+(this.pWidth||l)+d,u=this.getTableData().L,Q=n(this.getPadAlignShift(r),3),p=Q[1],h=Q[2]+("right"===p?-T:"center"===p?-T/2:0)+c,m="matrix(1 0 0 -1 0 0)",f="scale(".concat(this.jax.fixed(1e3*this.font.params.x_height/this.metrics.ex,2),")"),g="translate(0 ".concat(this.fixed(o),") ").concat(m," ").concat(f),b=this.svg("svg",{"data-table":!0,preserveAspectRatio:"left"===p?"xMinYMid":"right"===p?"xMaxYMid":"xMidYMid",viewBox:[this.fixed(-h),this.fixed(-o),1,this.fixed(o+s)].join(" ")},[this.svg("g",{transform:m},i.childNodes(e))]);t=this.svg("svg",{"data-labels":!0,preserveAspectRatio:"left"===r?"xMinYMid":"xMaxYMid",viewBox:["left"===r?0:this.fixed(u),this.fixed(-o),1,this.fixed(o+s)].join(" ")},[t]),i.append(e,this.svg("g",{transform:g},[b,t])),this.place(-c,0,e)},i.prototype.subTable=function(e,t,n,r){var i=this.adaptor,a=this.getBBox(),o=a.w,s=a.L,l=a.R,c=s+(this.pWidth||o)+l,d=this.getTableData().L,T=this.getAlignShift()[0],u=Math.max(c,this.container.getWrapWidth(this.containerI));this.place("left"===n?("left"===T?0:"right"===T?c-u+r:(c-u)/2+r)-s:("left"===T?u:"right"===T?c+r:(u+c)/2+r)-s-d,0,t),i.append(e,t)},i.kind=a.MmlMtable.prototype.kind,i.styles={'g[data-mml-node="mtable"] > line[data-line], svg[data-table] > g > line[data-line]':{"stroke-width":"70px",fill:"none"},'g[data-mml-node="mtable"] > rect[data-frame], svg[data-table] > g > rect[data-frame]':{"stroke-width":"70px",fill:"none"},'g[data-mml-node="mtable"] > .mjx-dashed, svg[data-table] > g > .mjx-dashed':{"stroke-dasharray":"140"},'g[data-mml-node="mtable"] > .mjx-dotted, svg[data-table] > g > .mjx-dotted':{"stroke-linecap":"round","stroke-dasharray":"0,140"},'g[data-mml-node="mtable"] > g > svg':{overflow:"visible"}},i}((0,mtable$1.CommonMtableMixin)(i.SVGWrapper));return mtable$2.SVGmtable=o,mtable$2}mtable.MmlMtable=MmlMtable;var mtr$2={},mtr$1={},__extends$F=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__values$f=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};function CommonMtrMixin(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$F(t,e),Object.defineProperty(t.prototype,"fixesPWidth",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"numCells",{get:function(){return this.childNodes.length},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"labeled",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"tableCells",{get:function(){return this.childNodes},enumerable:!1,configurable:!0}),t.prototype.getChild=function(e){return this.childNodes[e]},t.prototype.getChildBBoxes=function(){return this.childNodes.map((function(e){return e.getBBox()}))},t.prototype.stretchChildren=function(e){var t,n,r,i,a,o;void 0===e&&(e=null);var s=[],l=this.labeled?this.childNodes.slice(1):this.childNodes;try{for(var c=__values$f(l),d=c.next();!d.done;d=c.next())(w=d.value.childNodes[0]).canStretch(1)&&s.push(w)}catch(e){t={error:e}}finally{try{d&&!d.done&&(n=c.return)&&n.call(c)}finally{if(t)throw t.error}}var T=s.length,u=this.childNodes.length;if(T&&u>1){if(null===e){var Q=0,p=0,h=T>1&&T===u;try{for(var m=__values$f(l),f=m.next();!f.done;f=m.next()){var g=0===(w=f.value.childNodes[0]).stretch.dir;if(h||g){var b=w.getBBox(g),y=b.h,_=b.d;y>Q&&(Q=y),_>p&&(p=_)}}}catch(e){r={error:e}}finally{try{f&&!f.done&&(i=m.return)&&i.call(m)}finally{if(r)throw r.error}}e=[Q,p]}try{for(var L=__values$f(s),v=L.next();!v.done;v=L.next()){var w;(w=v.value).coreMO().getStretchedVariant(e)}}catch(e){a={error:e}}finally{try{v&&!v.done&&(o=L.return)&&o.call(L)}finally{if(a)throw a.error}}}},t}(e)}function CommonMlabeledtrMixin(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$F(t,e),Object.defineProperty(t.prototype,"numCells",{get:function(){return Math.max(0,this.childNodes.length-1)},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"labeled",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"tableCells",{get:function(){return this.childNodes.slice(1)},enumerable:!1,configurable:!0}),t.prototype.getChild=function(e){return this.childNodes[e+1]},t.prototype.getChildBBoxes=function(){return this.childNodes.slice(1).map((function(e){return e.getBBox()}))},t}(e)}Object.defineProperty(mtr$1,"__esModule",{value:!0}),mtr$1.CommonMlabeledtrMixin=mtr$1.CommonMtrMixin=void 0,mtr$1.CommonMtrMixin=CommonMtrMixin,mtr$1.CommonMlabeledtrMixin=CommonMlabeledtrMixin;var mtr={},__extends$E=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$f=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$f=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$f.apply(this,arguments)},__values$e=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(mtr,"__esModule",{value:!0}),mtr.MmlMlabeledtr=mtr.MmlMtr=void 0;var MmlNode_js_1$j=MmlNode,Attributes_js_1$3=Attributes,string_js_1$1=string,MmlMtr=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$E(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mtr"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"linebreakContainer",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.setChildInheritedAttributes=function(e,t,n,r){var i,a,o,s;try{for(var l=__values$e(this.childNodes),c=l.next();!c.done;c=l.next())(Q=c.value).isKind("mtd")||this.replaceChild(this.factory.create("mtd"),Q).appendChild(Q)}catch(e){i={error:e}}finally{try{c&&!c.done&&(a=l.return)&&a.call(l)}finally{if(i)throw i.error}}var d=(0,string_js_1$1.split)(this.attributes.get("columnalign"));1===this.arity&&d.unshift(this.parent.attributes.get("side")),e=this.addInheritedAttributes(e,{rowalign:this.attributes.get("rowalign"),columnalign:"center"});try{for(var T=__values$e(this.childNodes),u=T.next();!u.done;u=T.next()){var Q=u.value;e.columnalign[1]=d.shift()||e.columnalign[1],Q.setInheritedAttributes(e,t,n,r)}}catch(e){o={error:e}}finally{try{u&&!u.done&&(s=T.return)&&s.call(T)}finally{if(o)throw o.error}}},t.prototype.verifyChildren=function(t){var n,r;if(!this.parent||this.parent.isKind("mtable")){try{for(var i=__values$e(this.childNodes),a=i.next();!a.done;a=i.next()){var o=a.value;o.isKind("mtd")||(this.replaceChild(this.factory.create("mtd"),o).appendChild(o),t.fixMtables||o.mError("Children of "+this.kind+" must be mtd",t))}}catch(e){n={error:e}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(n)throw n.error}}e.prototype.verifyChildren.call(this,t)}else this.mError(this.kind+" can only be a child of an mtable",t,!0)},t.prototype.setTeXclass=function(e){var t,n;this.getPrevClass(e);try{for(var r=__values$e(this.childNodes),i=r.next();!i.done;i=r.next())i.value.setTeXclass(null)}catch(e){t={error:e}}finally{try{i&&!i.done&&(n=r.return)&&n.call(r)}finally{if(t)throw t.error}}return this},t.defaults=__assign$f(__assign$f({},MmlNode_js_1$j.AbstractMmlNode.defaults),{rowalign:Attributes_js_1$3.INHERIT,columnalign:Attributes_js_1$3.INHERIT,groupalign:Attributes_js_1$3.INHERIT}),t}(MmlNode_js_1$j.AbstractMmlNode);mtr.MmlMtr=MmlMtr;var hasRequiredMtr,MmlMlabeledtr=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$E(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mlabeledtr"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return 1},enumerable:!1,configurable:!0}),t}(MmlMtr);function requireMtr(){if(hasRequiredMtr)return mtr$2;hasRequiredMtr=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},r=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return e.concat(r||Array.prototype.slice.call(t))};Object.defineProperty(mtr$2,"__esModule",{value:!0}),mtr$2.SVGmlabeledtr=mtr$2.SVGmtr=void 0;var i=requireWrapper(),a=mtr$1,o=mtr,s=function(e){function i(){return null!==e&&e.apply(this,arguments)||this}return t(i,e),i.prototype.toSVG=function(e){var t=this.standardSVGnode(e);this.placeCells(t),this.placeColor()},i.prototype.placeCells=function(e){for(var t=this.parent.getColumnHalfSpacing(),i=r(r([this.parent.fLine],n(this.parent.cLines),!1),[this.parent.fLine],!1),a=this.parent.getComputedWidths(),o=1/this.getBBox().rscale,s=i[0],l=0;l<this.numCells;l++){var c=this.getChild(l);c.toSVG(e),s+=this.placeCell(c,{x:s,y:0,lSpace:t[l]*o,rSpace:t[l+1]*o,w:a[l]*o,lLine:i[l]*o,rLine:i[l+1]*o})}},i.prototype.placeCell=function(e,t){var r=t.x,i=t.y,a=t.lSpace,o=t.w,s=t.rSpace,l=t.lLine,c=t.rLine,d=1/this.getBBox().rscale,T=n([this.H*d,this.D*d],2),u=T[0],Q=T[1],p=n([this.tSpace*d,this.bSpace*d],2),h=p[0],m=p[1],f=n(e.placeCell(r+a,i,o,u,Q),2),g=f[0],b=f[1],y=a+o+s;return e.placeColor(-(g+a+l/2),-(Q+m+b),y+(l+c)/2,u+Q+h+m),y+c},i.prototype.placeColor=function(){var e=1/this.getBBox().rscale,t=this.adaptor,r=this.firstChild();if(r&&"rect"===t.kind(r)&&t.getAttribute(r,"data-bgcolor")){var i=n([this.tLine/2*e,this.bLine/2*e],2),a=i[0],o=i[1],s=n([this.tSpace*e,this.bSpace*e],2),l=s[0],c=s[1],d=n([this.H*e,this.D*e],2),T=d[0],u=d[1];t.setAttribute(r,"y",this.fixed(-(u+c+o))),t.setAttribute(r,"width",this.fixed(this.parent.getWidth()*e)),t.setAttribute(r,"height",this.fixed(a+l+T+u+c+o))}},i.kind=o.MmlMtr.prototype.kind,i}((0,mtr$1.CommonMtrMixin)(i.SVGWrapper));mtr$2.SVGmtr=s;var l=function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return t(n,e),n.prototype.toSVG=function(t){e.prototype.toSVG.call(this,t);var n=this.childNodes[0];n&&n.toSVG(this.parent.labels)},n.kind=o.MmlMlabeledtr.prototype.kind,n}((0,a.CommonMlabeledtrMixin)(s));return mtr$2.SVGmlabeledtr=l,mtr$2}mtr.MmlMlabeledtr=MmlMlabeledtr;var mtd$2={},mtd$1={},__extends$D=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();function CommonMtdMixin(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$D(t,e),Object.defineProperty(t.prototype,"fixesPWidth",{get:function(){return!1},enumerable:!1,configurable:!0}),t.prototype.invalidateBBox=function(){this.bboxComputed=!1},t.prototype.getWrapWidth=function(e){var t=this.parent.parent,n=this.parent,r=this.node.childPosition()-(n.labeled?1:0);return"number"==typeof t.cWidths[r]?t.cWidths[r]:t.getTableData().W[r]},t.prototype.getChildAlign=function(e){return this.node.attributes.get("columnalign")},t}(e)}Object.defineProperty(mtd$1,"__esModule",{value:!0}),mtd$1.CommonMtdMixin=void 0,mtd$1.CommonMtdMixin=CommonMtdMixin;var mtd={},__extends$C=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign$e=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign$e=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign$e.apply(this,arguments)};Object.defineProperty(mtd,"__esModule",{value:!0}),mtd.MmlMtd=void 0;var hasRequiredMtd,MmlNode_js_1$i=MmlNode,Attributes_js_1$2=Attributes,MmlMtd=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$C(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"mtd"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"arity",{get:function(){return-1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"linebreakContainer",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.verifyChildren=function(t){!this.parent||this.parent.isKind("mtr")?e.prototype.verifyChildren.call(this,t):this.mError(this.kind+" can only be a child of an mtr or mlabeledtr",t,!0)},t.prototype.setTeXclass=function(e){return this.getPrevClass(e),this.childNodes[0].setTeXclass(null),this},t.defaults=__assign$e(__assign$e({},MmlNode_js_1$i.AbstractMmlBaseNode.defaults),{rowspan:1,columnspan:1,rowalign:Attributes_js_1$2.INHERIT,columnalign:Attributes_js_1$2.INHERIT,groupalign:Attributes_js_1$2.INHERIT}),t}(MmlNode_js_1$i.AbstractMmlBaseNode);function requireMtd(){if(hasRequiredMtd)return mtd$2;hasRequiredMtd=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)});Object.defineProperty(mtd$2,"__esModule",{value:!0}),mtd$2.SVGmtd=void 0;var n=requireWrapper(),r=mtd,i=function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return t(n,e),n.prototype.placeCell=function(e,t,n,r,i){var a=this.getBBox(),o=Math.max(a.h,.75),s=Math.max(a.d,.25),l=this.node.attributes.get("columnalign"),c=this.node.attributes.get("rowalign"),d=this.getAlignX(n,a,l),T=this.getAlignY(r,i,o,s,c);return this.place(e+d,t+T),[d,T]},n.prototype.placeColor=function(e,t,n,r){var i=this.adaptor,a=this.firstChild();a&&"rect"===i.kind(a)&&i.getAttribute(a,"data-bgcolor")&&(i.setAttribute(a,"x",this.fixed(e)),i.setAttribute(a,"y",this.fixed(t)),i.setAttribute(a,"width",this.fixed(n)),i.setAttribute(a,"height",this.fixed(r)))},n.kind=r.MmlMtd.prototype.kind,n}((0,mtd$1.CommonMtdMixin)(n.SVGWrapper));return mtd$2.SVGmtd=i,mtd$2}mtd.MmlMtd=MmlMtd;var maction$2={},maction$1={};!function(e){var t,n=commonjsGlobal&&commonjsGlobal.__extends||(t=function(e,n){return t=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},t(e,n)},function(e,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=e}t(e,n),e.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),r=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof 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a=t.apply(this,i([],r(e),!1))||this,o=a.constructor.actions,s=a.node.attributes.get("actiontype"),l=r(o.get(s)||[function(e,t){},{}],2),c=l[0],d=l[1];return a.action=c,a.data=d,a.getParameters(),a}return n(o,t),Object.defineProperty(o.prototype,"selected",{get:function(){var e=this.node.attributes.get("selection"),t=Math.max(1,Math.min(this.childNodes.length,e))-1;return this.childNodes[t]||this.wrap(this.node.selected)},enumerable:!1,configurable:!0}),o.prototype.getParameters=function(){var t=this.node.attributes.get("data-offsets"),n=r((0,a.split)(t||""),2),i=n[0],o=n[1];this.dx=this.length2em(i||e.TooltipData.dx),this.dy=this.length2em(o||e.TooltipData.dy)},o.prototype.computeBBox=function(e,t){void 0===t&&(t=!1),e.updateFrom(this.selected.getOuterBBox()),this.selected.setChildPWidths(t)},o}(t)}}(maction$1);var maction={},__extends$B=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof 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n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)});Object.defineProperty(maction$2,"__esModule",{value:!0}),maction$2.SVGmaction=void 0;var n=requireWrapper(),r=maction$1,i=maction,a=function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return t(n,e),n.prototype.toSVG=function(e){var t=this.standardSVGnode(e),n=this.selected,r=n.getOuterBBox(),i=r.h,a=r.d,o=r.w;this.adaptor.append(this.element,this.svg("rect",{width:this.fixed(o),height:this.fixed(i+a),y:this.fixed(-a),fill:"none","pointer-events":"all"})),n.toSVG(t);var s=n.getOuterBBox();n.element&&n.place(s.L*s.rscale,0),this.action(this,this.data)},n.prototype.setEventHandler=function(e,t){this.element.addEventListener(e,t)},n.kind=i.MmlMaction.prototype.kind,n.styles={'[jax="SVG"] 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r=e.firstChild();if(n.node.isKind("mtext")){var i=n.node.getText();e.adaptor.insert(e.svg("title",{},[e.text(i)]),r)}else{var a=e.adaptor,o=e.jax.container,s=e.node.factory.create("math",{},[e.childNodes[1].node]),l=e.html("mjx-tool",{},[e.html("mjx-tip")]),c=a.append(r,e.svg("foreignObject",{style:{display:"none"}},[l]));e.jax.processMath(s,a.firstChild(l)),e.childNodes[1].node.parent=e.node,e.setEventHandler("mouseover",(function(n){t.stopTimers(e,t),t.hoverTimer.set(e,setTimeout((function(){a.setStyle(l,"left","0"),a.setStyle(l,"top","0"),a.append(o,l);var t=a.nodeBBox(l),n=a.nodeBBox(e.element),r=(n.right-t.left)/e.metrics.em+e.dx,i=(n.bottom-t.bottom)/e.metrics.em+e.dy;a.setStyle(l,"left",e.px(r)),a.setStyle(l,"top",e.px(i))}),t.postDelay)),n.stopPropagation()})),e.setEventHandler("mouseout",(function(n){t.stopTimers(e,t);var r=setTimeout((function(){return 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r=__values$d((0,string_js_1.split)(this.node.attributes.get("notation"))),i=r.next();!i.done;i=r.next()){var a=i.value,o=n.get(a);o&&(this.notations[a]=o,o.renderChild&&(this.renderChild=o.renderer))}}catch(t){e={error:t}}finally{try{i&&!i.done&&(t=r.return)&&t.call(r)}finally{if(e)throw e.error}}},t.prototype.removeRedundantNotations=function(){var e,t,n,r;try{for(var i=__values$d(Object.keys(this.notations)),a=i.next();!a.done;a=i.next()){var o=a.value;if(this.notations[o]){var s=this.notations[o].remove||"";try{for(var l=(n=void 0,__values$d(s.split(/ /))),c=l.next();!c.done;c=l.next()){var d=c.value;delete this.notations[d]}}catch(e){n={error:e}}finally{try{c&&!c.done&&(r=l.return)&&r.call(l)}finally{if(n)throw n.error}}}}}catch(t){e={error:t}}finally{try{a&&!a.done&&(t=i.return)&&t.call(i)}finally{if(e)throw e.error}}},t.prototype.initializeNotations=function(){var e,t;try{for(var n=__values$d(Object.keys(this.notations)),r=n.next();!r.done;r=n.next()){var 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Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__createBinding||(Object.create?function(e,t,n,r){void 0===r&&(r=n);var i=Object.getOwnPropertyDescriptor(t,n);i&&!("get"in i?!t.__esModule:i.writable||i.configurable)||(i={enumerable:!0,get:function(){return t[n]}}),Object.defineProperty(e,r,i)}:function(e,t,n,r){void 0===r&&(r=n),e[r]=t[n]}),r=commonjsGlobal&&commonjsGlobal.__setModuleDefault||(Object.create?function(e,t){Object.defineProperty(e,"default",{enumerable:!0,value:t})}:function(e,t){e.default=t}),i=commonjsGlobal&&commonjsGlobal.__importStar||function(e){if(e&&e.__esModule)return e;var t={};if(null!=e)for(var i in 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TeXAtom$3={},TeXAtom$2={},__extends$u=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(TeXAtom$2,"__esModule",{value:!0}),TeXAtom$2.CommonTeXAtomMixin=void 0;var MmlNode_js_1$d=MmlNode;function CommonTeXAtomMixin(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$u(t,e),t.prototype.computeBBox=function(t,n){if(void 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n?[n]:this.parent.remapChars(this.unicodeChars(e,t))},t.prototype.getStyles=function(){},t.prototype.getVariant=function(){},t.prototype.getScale=function(){},t.prototype.getSpace=function(){},t}(e)}function requireTextNode(){if(hasRequiredTextNode)return TextNode$1;hasRequiredTextNode=1;var e,t=commonjsGlobal&&commonjsGlobal.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)},function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),n=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return 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t,n=commonjsGlobal&&commonjsGlobal.__extends||(t=function(e,n){return t=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},t(e,n)},function(e,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=e}t(e,n),e.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),r=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},i=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 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i=this,a=this.constructor;this.document=e,this.options=(0,o.userOptions)((0,o.defaultOptions)({},a.OPTIONS),r),this.math=new(this.options.MathList||m),this.renderActions=Q.create(this.options.renderActions),this.processed=new t.ProcessBits,this.outputJax=this.options.OutputJax||new h;var s=this.options.InputJax||[new p];Array.isArray(s)||(s=[s]),this.inputJax=s,this.adaptor=n,this.outputJax.setAdaptor(n),this.inputJax.map((function(e){return e.setAdaptor(n)})),this.mmlFactory=this.options.MmlFactory||new T.MmlFactory,this.inputJax.map((function(e){return e.setMmlFactory(i.mmlFactory)})),this.outputJax.initialize(),this.inputJax.map((function(e){return e.initialize()}))}return Object.defineProperty(t.prototype,"kind",{get:function(){return this.constructor.KIND},enumerable:!1,configurable:!0}),t.prototype.addRenderAction=function(e){for(var t=[],n=1;n<arguments.length;n++)t[n-1]=arguments[n];var r=i(Q.action(e,t),2),a=r[0],o=r[1];this.renderActions.add(a,o)},t.prototype.removeRenderAction=function(e){var t=this.renderActions.findID(e);t&&this.renderActions.remove(t)},t.prototype.render=function(){return this.renderActions.renderDoc(this),this},t.prototype.rerender=function(e){return void 0===e&&(e=d.STATE.RERENDER),this.state(e-1),this.render(),this},t.prototype.convert=function(e,t){void 0===t&&(t={});var n=(0,o.userOptions)({format:this.inputJax[0].name,display:!0,end:d.STATE.LAST,em:16,ex:8,containerWidth:null,lineWidth:1e6,scale:1,family:""},t),r=n.format,i=n.display,a=n.end,s=n.ex,l=n.em,c=n.containerWidth,T=n.lineWidth,u=n.scale,Q=n.family;null===c&&(c=80*s);var p=this.inputJax.reduce((function(e,t){return t.name===r?t:e}),null),h=new this.options.MathItem(e,p,i);return h.start.node=this.adaptor.body(this.document),h.setMetrics(l,s,c,T,u),this.outputJax.options.mtextInheritFont&&(h.outputData.mtextFamily=Q),this.outputJax.options.merrorInheritFont&&(h.outputData.merrorFamily=Q),h.convert(this,a),h.typesetRoot||h.root},t.prototype.findMath=function(e){return this.processed.set("findMath"),this},t.prototype.compile=function(){var e,t,n,i;if(!this.processed.isSet("compile")){var a=[];try{for(var o=r(this.math),s=o.next();!s.done;s=o.next()){var l=s.value;this.compileMath(l),void 0!==l.inputData.recompile&&a.push(l)}}catch(t){e={error:t}}finally{try{s&&!s.done&&(t=o.return)&&t.call(o)}finally{if(e)throw e.error}}try{for(var c=r(a),d=c.next();!d.done;d=c.next()){var T=(l=d.value).inputData.recompile;l.state(T.state),l.inputData.recompile=T,this.compileMath(l)}}catch(e){n={error:e}}finally{try{d&&!d.done&&(i=c.return)&&i.call(c)}finally{if(n)throw n.error}}this.processed.set("compile")}return this},t.prototype.compileMath=function(e){try{e.compile(this)}catch(t){if(t.retry||t.restart)throw t;this.options.compileError(this,e,t),e.inputData.error=t}},t.prototype.compileError=function(e,t){e.root=this.mmlFactory.create("math",null,[this.mmlFactory.create("merror",{"data-mjx-error":t.message,title:t.message},[this.mmlFactory.create("mtext",null,[this.mmlFactory.create("text").setText("Math input error")])])]),e.display&&e.root.attributes.set("display","block"),e.inputData.error=t.message},t.prototype.typeset=function(){var e,t;if(!this.processed.isSet("typeset")){try{for(var n=r(this.math),i=n.next();!i.done;i=n.next()){var a=i.value;try{a.typeset(this)}catch(e){if(e.retry||e.restart)throw e;this.options.typesetError(this,a,e),a.outputData.error=e}}}catch(t){e={error:t}}finally{try{i&&!i.done&&(t=n.return)&&t.call(n)}finally{if(e)throw e.error}}this.processed.set("typeset")}return this},t.prototype.typesetError=function(e,t){e.typesetRoot=this.adaptor.node("mjx-container",{class:"MathJax mjx-output-error",jax:this.outputJax.name},[this.adaptor.node("span",{"data-mjx-error":t.message,title:t.message,style:{color:"red","background-color":"yellow","line-height":"normal"}},[this.adaptor.text("Math output error")])]),e.display&&this.adaptor.setAttributes(e.typesetRoot,{style:{display:"block",margin:"1em 0","text-align":"center"}}),e.outputData.error=t.message},t.prototype.getMetrics=function(){return this.processed.isSet("getMetrics")||(this.outputJax.getMetrics(this),this.processed.set("getMetrics")),this},t.prototype.updateDocument=function(){var e,t;if(!this.processed.isSet("updateDocument")){try{for(var n=r(this.math.reversed()),i=n.next();!i.done;i=n.next())i.value.updateDocument(this)}catch(t){e={error:t}}finally{try{i&&!i.done&&(t=n.return)&&t.call(n)}finally{if(e)throw e.error}}this.processed.set("updateDocument")}return this},t.prototype.removeFromDocument=function(e){return this},t.prototype.state=function(e,t){var n,i;void 0===t&&(t=!1);try{for(var a=r(this.math),o=a.next();!o.done;o=a.next())o.value.state(e,t)}catch(e){n={error:e}}finally{try{o&&!o.done&&(i=a.return)&&i.call(a)}finally{if(n)throw n.error}}return e<d.STATE.INSERTED&&this.processed.clear("updateDocument"),e<d.STATE.TYPESET&&(this.processed.clear("typeset"),this.processed.clear("getMetrics")),e<d.STATE.COMPILED&&this.processed.clear("compile"),this},t.prototype.reset=function(t){var n;return void 0===t&&(t={processed:!0}),(t=(0,o.userOptions)(Object.assign({},e.resetOptions),t)).all&&Object.assign(t,e.resetAllOptions),t.processed&&this.processed.reset(),t.inputJax&&this.inputJax.forEach((function(e){return e.reset.apply(e,a([],i(t.inputJax),!1))})),t.outputJax&&(n=this.outputJax).reset.apply(n,a([],i(t.outputJax),!1)),this},t.prototype.clear=function(){return this.reset(),this.math.clear(),this},t.prototype.concat=function(e){return this.math.merge(e),this},t.prototype.clearMathItemsWithin=function(e){var t,n=this.getMathItemsWithin(e);return(t=this.math).remove.apply(t,a([],i(n),!1)),n},t.prototype.getMathItemsWithin=function(e){var t,n,i,a;Array.isArray(e)||(e=[e]);var o=this.adaptor,s=[],l=o.getElements(e,this.document);try{e:for(var c=r(this.math),d=c.next();!d.done;d=c.next()){var T=d.value;try{for(var u=(i=void 0,r(l)),Q=u.next();!Q.done;Q=u.next()){var p=Q.value;if(T.start.node&&o.contains(p,T.start.node)){s.push(T);continue e}}}catch(e){i={error:e}}finally{try{Q&&!Q.done&&(a=u.return)&&a.call(u)}finally{if(i)throw i.error}}}}catch(e){t={error:e}}finally{try{d&&!d.done&&(n=c.return)&&n.call(c)}finally{if(t)throw t.error}}return s},t.KIND="MathDocument",t.OPTIONS={OutputJax:null,InputJax:null,MmlFactory:null,MathList:m,MathItem:f,compileError:function(e,t,n){e.compileError(t,n)},typesetError:function(e,t,n){e.typesetError(t,n)},renderActions:(0,o.expandable)({find:[d.STATE.FINDMATH,"findMath","",!1],compile:[d.STATE.COMPILED],metrics:[d.STATE.METRICS,"getMetrics","",!1],typeset:[d.STATE.TYPESET],update:[d.STATE.INSERTED,"updateDocument",!1]})},t.ProcessBits=(0,u.BitFieldClass)("findMath","compile","getMetrics","typeset","updateDocument"),t}();e.AbstractMathDocument=g}(MathDocument);var __extends$f=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(Handler,"__esModule",{value:!0}),Handler.AbstractHandler=void 0;var MathDocument_js_1$1=MathDocument,DefaultMathDocument=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return __extends$f(t,e),t}(MathDocument_js_1$1.AbstractMathDocument),AbstractHandler=function(){function e(e,t){void 0===t&&(t=5),this.documentClass=DefaultMathDocument,this.adaptor=e,this.priority=t}return Object.defineProperty(e.prototype,"name",{get:function(){return this.constructor.NAME},enumerable:!1,configurable:!0}),e.prototype.handlesDocument=function(e){return!1},e.prototype.create=function(e,t){return new this.documentClass(e,this.adaptor,t)},e.NAME="generic",e}();Handler.AbstractHandler=AbstractHandler;var HTMLDocument$1={},HTMLMathItem$1={},__extends$e=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(HTMLMathItem$1,"__esModule",{value:!0}),HTMLMathItem$1.HTMLMathItem=void 0;var MathItem_js_1$1=MathItem,HTMLMathItem=function(e){function t(t,n,r,i,a){return void 0===r&&(r=!0),void 0===i&&(i={node:null,n:0,delim:""}),void 0===a&&(a={node:null,n:0,delim:""}),e.call(this,t,n,r,i,a)||this}return __extends$e(t,e),Object.defineProperty(t.prototype,"adaptor",{get:function(){return 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0===e&&(e=!1),this.state()>=MathItem_js_1$1.STATE.TYPESET){var t=this.adaptor,n=this.start.node,r=t.text("");if(e){var i=this.start.delim+this.math+this.end.delim;if(this.inputJax.processStrings)r=t.text(i);else{var a=t.parse(i,"text/html");r=t.firstChild(t.body(a))}}t.parent(n)&&t.replace(r,n),this.start.node=this.end.node=r,this.start.n=this.end.n=0}},t}(MathItem_js_1$1.AbstractMathItem);HTMLMathItem$1.HTMLMathItem=HTMLMathItem;var HTMLMathList$1={},__extends$d=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new 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o=this.adaptor.kind(e);"#text"===o?e=this.handleText(e,i):a.hasOwnProperty(o)?e=this.handleTag(e,i):o?(e=(t=__read$5(this.handleContainer(e,i),2))[0],i=t[1]):e=this.handleOther(e,i),!e&&this.stack.length&&(this.pushString(),e=(n=__read$5(this.stack.pop(),2))[0],i=n[1])}this.pushString();var s=[this.strings,this.nodes];return this.init(),s},e.OPTIONS={skipHtmlTags:["script","noscript","style","textarea","pre","code","annotation","annotation-xml"],includeHtmlTags:{br:"\n",wbr:"","#comment":""},ignoreHtmlClass:"mathjax_ignore",processHtmlClass:"mathjax_process"},e}();HTMLDomStrings$1.HTMLDomStrings=HTMLDomStrings;var __extends$c=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value 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this.options.MathList;if(g.processStrings){null===p&&(p=(a=__read$4(this.domStrings.find(u),2))[0],h=a[1]);try{for(var y=(o=void 0,__values$6(g.findMath(p))),_=y.next();!_.done;_=y.next()){var L=_.value;b.push(this.mathItem(L,g,h))}}catch(e){o={error:e}}finally{try{_&&!_.done&&(s=y.return)&&s.call(y)}finally{if(o)throw o.error}}}else try{for(var v=(l=void 0,__values$6(g.findMath(u))),w=v.next();!w.done;w=v.next()){L=w.value;var E=new this.options.MathItem(L.math,g,L.display,L.start,L.end);b.push(E)}}catch(e){l={error:e}}finally{try{w&&!w.done&&(c=v.return)&&c.call(v)}finally{if(l)throw l.error}}this.math.merge(b)}}catch(e){r={error:e}}finally{try{f&&!f.done&&(i=m.return)&&i.call(m)}finally{if(r)throw r.error}}}}catch(e){t={error:e}}finally{try{T&&!T.done&&(n=d.return)&&n.call(d)}finally{if(t)throw t.error}}this.processed.set("findMath")}return this},t.prototype.updateDocument=function(){return this.processed.isSet("updateDocument")||(this.addPageElements(),this.addStyleSheet(),e.prototype.updateDocument.call(this),this.processed.set("updateDocument")),this},t.prototype.addPageElements=function(){var e=this.adaptor.body(this.document),t=this.documentPageElements();t&&this.adaptor.append(e,t)},t.prototype.addStyleSheet=function(){var e=this.documentStyleSheet(),t=this.adaptor;if(e&&!t.parent(e)){var n=t.head(this.document),r=this.findSheet(n,t.getAttribute(e,"id"));r?t.replace(e,r):t.append(n,e)}},t.prototype.findSheet=function(e,t){var n,r;if(t)try{for(var i=__values$6(this.adaptor.tags(e,"style")),a=i.next();!a.done;a=i.next()){var o=a.value;if(this.adaptor.getAttribute(o,"id")===t)return o}}catch(e){n={error:e}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(n)throw n.error}}return null},t.prototype.removeFromDocument=function(e){var t,n;if(void 0===e&&(e=!1),this.processed.isSet("updateDocument"))try{for(var r=__values$6(this.math),i=r.next();!i.done;i=r.next()){var a=i.value;a.state()>=MathItem_js_1.STATE.INSERTED&&a.state(MathItem_js_1.STATE.TYPESET,e)}}catch(e){t={error:e}}finally{try{i&&!i.done&&(n=r.return)&&n.call(r)}finally{if(t)throw t.error}}return this.processed.clear("updateDocument"),this},t.prototype.documentStyleSheet=function(){return this.outputJax.styleSheet(this)},t.prototype.documentPageElements=function(){return this.outputJax.pageElements(this)},t.prototype.addStyles=function(e){this.styles.push(e)},t.prototype.getStyles=function(){return this.styles},t.KIND="HTML",t.OPTIONS=__assign$1(__assign$1({},MathDocument_js_1.AbstractMathDocument.OPTIONS),{renderActions:(0,Options_js_1$1.expandable)(__assign$1(__assign$1({},MathDocument_js_1.AbstractMathDocument.OPTIONS.renderActions),{styles:[MathItem_js_1.STATE.INSERTED+1,"","updateStyleSheet",!1]})),MathList:HTMLMathList_js_1.HTMLMathList,MathItem:HTMLMathItem_js_1.HTMLMathItem,DomStrings:null}),t}(MathDocument_js_1.AbstractMathDocument);HTMLDocument$1.HTMLDocument=HTMLDocument;var __extends$b=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(HTMLHandler$1,"__esModule",{value:!0}),HTMLHandler$1.HTMLHandler=void 0;var Handler_js_1=Handler,HTMLDocument_js_1=HTMLDocument$1,HTMLHandler=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.documentClass=HTMLDocument_js_1.HTMLDocument,t}return __extends$b(t,e),t.prototype.handlesDocument=function(e){var t=this.adaptor;if("string"==typeof e)try{e=t.parse(e,"text/html")}catch(e){}return e instanceof t.window.Document||e instanceof t.window.HTMLElement||e instanceof t.window.DocumentFragment},t.prototype.create=function(t,n){var r=this.adaptor;if("string"==typeof t)t=r.parse(t,"text/html");else if(t instanceof r.window.HTMLElement||t instanceof r.window.DocumentFragment){var i=t;t=r.parse("","text/html"),r.append(r.body(t),i)}return e.prototype.create.call(this,t,n)},t}(Handler_js_1.AbstractHandler);HTMLHandler$1.HTMLHandler=HTMLHandler,Object.defineProperty(html$1,"__esModule",{value:!0});var RegisterHTMLHandler_1=html$1.RegisterHTMLHandler=void 0,mathjax_js_1=mathjax,HTMLHandler_js_1=HTMLHandler$1;function RegisterHTMLHandler(e){var t=new HTMLHandler_js_1.HTMLHandler(e);return mathjax_js_1.mathjax.handlers.register(t),t}RegisterHTMLHandler_1=html$1.RegisterHTMLHandler=RegisterHTMLHandler;var AllPackages={},ActionConfiguration={};!function(e){var t=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(e,"__esModule",{value:!0}),e.ActionConfiguration=e.ActionMethods=void 0;var n=Configuration,r=t(requireTexParser()),i=SymbolMap,a=t(BaseMethods$1);e.ActionMethods={},e.ActionMethods.Macro=a.default.Macro,e.ActionMethods.Toggle=function(e,t){for(var n,i=[];"\\endtoggle"!==(n=e.GetArgument(t));)i.push(new 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r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}(),__assign=commonjsGlobal&&commonjsGlobal.__assign||function(){return __assign=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},__assign.apply(this,arguments)},__importDefault$u=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(AmsItems,"__esModule",{value:!0}),AmsItems.FlalignItem=AmsItems.MultlineItem=void 0;var BaseItems_js_1$3=BaseItems,ParseUtil_js_1$9=__importDefault$u(requireParseUtil()),NodeUtil_js_1$7=__importDefault$u(NodeUtil$1),TexError_js_1$c=__importDefault$u(TexError$1),TexConstants_js_1$7=TexConstants,MultlineItem=function(e){function t(t){for(var n=[],r=1;r<arguments.length;r++)n[r-1]=arguments[r];var i=e.call(this,t)||this;return i.factory.configuration.tags.start("multline",!0,n[0]),i}return __extends$a(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"multline"},enumerable:!1,configurable:!0}),t.prototype.EndEntry=function(){this.table.length&&ParseUtil_js_1$9.default.fixInitialMO(this.factory.configuration,this.nodes);var e=this.getProperty("shove"),t=this.create("node","mtd",this.nodes,e?{columnalign:e}:{});this.setProperty("shove",null),this.row.push(t),this.Clear()},t.prototype.EndRow=function(){if(1!==this.row.length)throw new TexError_js_1$c.default("MultlineRowsOneCol","The rows within the %1 environment must have exactly one column","multline");var e=this.create("node","mtr",this.row);this.table.push(e),this.row=[]},t.prototype.EndTable=function(){if(e.prototype.EndTable.call(this),this.table.length){var t=this.table.length-1,n=-1;NodeUtil_js_1$7.default.getAttribute(NodeUtil_js_1$7.default.getChildren(this.table[0])[0],"columnalign")||NodeUtil_js_1$7.default.setAttribute(NodeUtil_js_1$7.default.getChildren(this.table[0])[0],"columnalign",TexConstants_js_1$7.TexConstant.Align.LEFT),NodeUtil_js_1$7.default.getAttribute(NodeUtil_js_1$7.default.getChildren(this.table[t])[0],"columnalign")||NodeUtil_js_1$7.default.setAttribute(NodeUtil_js_1$7.default.getChildren(this.table[t])[0],"columnalign",TexConstants_js_1$7.TexConstant.Align.RIGHT);var r=this.factory.configuration.tags.getTag();if(r){n=this.arraydef.side===TexConstants_js_1$7.TexConstant.Align.LEFT?0:this.table.length-1;var i=this.table[n],a=this.create("node","mlabeledtr",[r].concat(NodeUtil_js_1$7.default.getChildren(i)));NodeUtil_js_1$7.default.copyAttributes(i,a),this.table[n]=a}}this.factory.configuration.tags.end()},t}(BaseItems_js_1$3.ArrayItem);AmsItems.MultlineItem=MultlineItem;var FlalignItem=function(e){function t(t,n,r,i,a){var o=e.call(this,t)||this;return o.name=n,o.numbered=r,o.padded=i,o.center=a,o.factory.configuration.tags.start(n,r,r),o}return __extends$a(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"flalign"},enumerable:!1,configurable:!0}),t.prototype.EndEntry=function(){e.prototype.EndEntry.call(this);var t=this.getProperty("xalignat");if(t&&this.row.length>t)throw new TexError_js_1$c.default("XalignOverflow","Extra %1 in row of %2","&",this.name)},t.prototype.EndRow=function(){for(var t,n=this.row,r=this.getProperty("xalignat");n.length<r;)n.push(this.create("node","mtd"));for(this.row=[],this.padded&&this.row.push(this.create("node","mtd"));t=n.shift();)this.row.push(t),(t=n.shift())&&this.row.push(t),(n.length||this.padded)&&this.row.push(this.create("node","mtd"));this.row.length>this.maxrow&&(this.maxrow=this.row.length),e.prototype.EndRow.call(this);var i=this.table[this.table.length-1];if(this.getProperty("zeroWidthLabel")&&i.isKind("mlabeledtr")){var a=NodeUtil_js_1$7.default.getChildren(i)[0],o=this.factory.configuration.options.tagSide,s=__assign({width:0},"right"===o?{lspace:"-1width"}:{}),l=this.create("node","mpadded",NodeUtil_js_1$7.default.getChildren(a),s);a.setChildren([l])}},t.prototype.EndTable=function(){e.prototype.EndTable.call(this),this.center&&this.maxrow<=2&&(delete this.arraydef.width,delete this.global.indentalign)},t}(BaseItems_js_1$3.EqnArrayItem);AmsItems.FlalignItem=FlalignItem;var AmsMethods={};!function(e){var t=commonjsGlobal&&commonjsGlobal.__assign||function(){return t=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},t.apply(this,arguments)},n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- 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i.default.setArrayAlign(c,l)},e.AmsMethods.AlignAt=function(t,n,r,a){var o,s,l=n.getName(),d="",T=[];if(a||(s=t.GetBrackets("\\begin{"+l+"}")),(o=t.GetArgument("\\begin{"+l+"}")).match(/[^0-9]/))throw new c.default("PositiveIntegerArg","Argument to %1 must me a positive integer","\\begin{"+l+"}");for(var u=parseInt(o,10);u>0;)d+="rl",T.push("0em 0em"),u--;var Q=T.join(" ");if(a)return e.AmsMethods.EqnArray(t,n,r,a,d,Q);var p=e.AmsMethods.EqnArray(t,n,r,a,d,Q);return i.default.setArrayAlign(p,s)},e.AmsMethods.Multline=function(e,t,n){e.Push(t),i.default.checkEqnEnv(e);var r=e.itemFactory.create("multline",n,e.stack);return r.arraydef={displaystyle:!0,rowspacing:".5em",columnspacing:"100%",width:e.options.ams.multlineWidth,side:e.options.tagSide,minlabelspacing:e.options.tagIndent,framespacing:e.options.ams.multlineIndent+" 0",frame:"","data-width-includes-label":!0},r},e.AmsMethods.XalignAt=function(t,n,r,i){var a=t.GetArgument("\\begin{"+n.getName()+"}");if(a.match(/[^0-9]/))throw new c.default("PositiveIntegerArg","Argument to %1 must me a positive integer","\\begin{"+n.getName()+"}");var o=i?"crl":"rlc",s=i?"fit auto auto":"auto auto fit",l=e.AmsMethods.FlalignArray(t,n,r,i,!1,o,s,!0);return l.setProperty("xalignat",2*parseInt(a)),l},e.AmsMethods.FlalignArray=function(e,t,n,r,a,o,s,l){void 0===l&&(l=!1),e.Push(t),i.default.checkEqnEnv(e),o=o.split("").join(" ").replace(/r/g,"right").replace(/l/g,"left").replace(/c/g,"center");var c=e.itemFactory.create("flalign",t.getName(),n,r,a,e.stack);return c.arraydef={width:"100%",displaystyle:!0,columnalign:o,columnspacing:"0em",columnwidth:s,rowspacing:"3pt",side:e.options.tagSide,minlabelspacing:l?"0":e.options.tagIndent,"data-width-includes-label":!0},c.setProperty("zeroWidthLabel",l),c},e.NEW_OPS="ams-declare-ops",e.AmsMethods.HandleDeclareOp=function(t,n){var r=t.GetStar()?"*":"",a=i.default.trimSpaces(t.GetArgument(n));"\\"===a.charAt(0)&&(a=a.substr(1));var 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n=i.default.trimSpaces(e.GetBrackets(t,"")),r=e.GetArgument(t),a=e.GetArgument(t),d={l:s.TexConstant.Align.LEFT,r:s.TexConstant.Align.RIGHT,"":""},T=new l.default("\\strut\\textstyle{"+r+"}",e.stack.env,e.configuration).mml(),u=new l.default("\\strut\\textstyle{"+a+"}",e.stack.env,e.configuration).mml(),Q=e.create("node","mfrac",[T,u]);if(null==(n=d[n]))throw new c.default("IllegalAlign","Illegal alignment specified in %1",e.currentCS);n&&o.default.setProperties(Q,{numalign:n,denomalign:n}),e.Push(Q)},e.AmsMethods.Genfrac=function(e,t,n,r,a,s){null==n&&(n=e.GetDelimiterArg(t)),null==r&&(r=e.GetDelimiterArg(t)),null==a&&(a=e.GetArgument(t)),null==s&&(s=i.default.trimSpaces(e.GetArgument(t)));var l=e.ParseArg(t),d=e.ParseArg(t),T=e.create("node","mfrac",[l,d]);if(""!==a&&o.default.setAttribute(T,"linethickness",a),(n||r)&&(o.default.setProperty(T,"withDelims",!0),T=i.default.fixedFence(e.configuration,n,T,r)),""!==s){var u=parseInt(s,10),Q=["D","T","S","SS"][u];if(null==Q)throw new 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sm$3.CharacterMap("AMSsymbols-mathchar0mi",ParseMethods_js_1$5.default.mathchar0mi,{digamma:"ϝ",varkappa:"ϰ",varGamma:["Γ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varDelta:["Δ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varTheta:["Θ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varLambda:["Λ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varXi:["Ξ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varPi:["Π",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varSigma:["Σ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varUpsilon:["Υ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varPhi:["Φ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varPsi:["Ψ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],varOmega:["Ω",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.ITALIC}],beth:"ℶ",gimel:"ℷ",daleth:"ℸ",backprime:["‵",{variantForm:!0}],hslash:"ℏ",varnothing:["∅",{variantForm:!0}],blacktriangle:"▴",triangledown:["▽",{variantForm:!0}],blacktriangledown:"▾",square:"◻",Box:"◻",blacksquare:"◼",lozenge:"◊",Diamond:"◊",blacklozenge:"⧫",circledS:["Ⓢ",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.NORMAL}],bigstar:"★",sphericalangle:"∢",measuredangle:"∡",nexists:"∄",complement:"∁",mho:"℧",eth:["ð",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.NORMAL}],Finv:"Ⅎ",diagup:"╱",Game:"⅁",diagdown:"╲",Bbbk:["k",{mathvariant:TexConstants_js_1$6.TexConstant.Variant.DOUBLESTRUCK}],yen:"¥",circledR:"®",checkmark:"✓",maltese:"✠"}),new sm$3.CharacterMap("AMSsymbols-mathchar0mo",ParseMethods_js_1$5.default.mathchar0mo,{dotplus:"∔",ltimes:"⋉",smallsetminus:["∖",{variantForm:!0}],rtimes:"⋊",Cap:"⋒",doublecap:"⋒",leftthreetimes:"⋋",Cup:"⋓",doublecup:"⋓",rightthreetimes:"⋌",barwedge:"⊼",curlywedge:"⋏",veebar:"⊻",curlyvee:"⋎",doublebarwedge:"⩞",boxminus:"⊟",circleddash:"⊝",boxtimes:"⊠",circledast:"⊛",boxdot:"⊡",circledcirc:"⊚",boxplus:"⊞",centerdot:["⋅",{variantForm:!0}],divideontimes:"⋇",intercal:"⊺",leqq:"≦",geqq:"≧",leqslant:"⩽",geqslant:"⩾",eqslantless:"⪕",eqslantgtr:"⪖",lesssim:"≲",gtrsim:"≳",lessapprox:"⪅",gtrapprox:"⪆",approxeq:"≊",lessdot:"⋖",gtrdot:"⋗",lll:"⋘",llless:"⋘",ggg:"⋙",gggtr:"⋙",lessgtr:"≶",gtrless:"≷",lesseqgtr:"⋚",gtreqless:"⋛",lesseqqgtr:"⪋",gtreqqless:"⪌",doteqdot:"≑",Doteq:"≑",eqcirc:"≖",risingdotseq:"≓",circeq:"≗",fallingdotseq:"≒",triangleq:"≜",backsim:"∽",thicksim:["∼",{variantForm:!0}],backsimeq:"⋍",thickapprox:["≈",{variantForm:!0}],subseteqq:"⫅",supseteqq:"⫆",Subset:"⋐",Supset:"⋑",sqsubset:"⊏",sqsupset:"⊐",preccurlyeq:"≼",succcurlyeq:"≽",curlyeqprec:"⋞",curlyeqsucc:"⋟",precsim:"≾",succsim:"≿",precapprox:"⪷",succapprox:"⪸",vartriangleleft:"⊲",lhd:"⊲",vartriangleright:"⊳",rhd:"⊳",trianglelefteq:"⊴",unlhd:"⊴",trianglerighteq:"⊵",unrhd:"⊵",vDash:["⊨",{variantForm:!0}],Vdash:"⊩",Vvdash:"⊪",smallsmile:["⌣",{variantForm:!0}],shortmid:["∣",{variantForm:!0}],smallfrown:["⌢",{variantForm:!0}],shortparallel:["∥",{variantForm:!0}],bumpeq:"≏",between:"≬",Bumpeq:"≎",pitchfork:"⋔",varpropto:["∝",{variantForm:!0}],backepsilon:"∍",blacktriangleleft:"◂",blacktriangleright:"▸",therefore:"∴",because:"∵",eqsim:"≂",vartriangle:["△",{variantForm:!0}],Join:"⋈",nless:"≮",ngtr:"≯",nleq:"≰",ngeq:"≱",nleqslant:["⪇",{variantForm:!0}],ngeqslant:["⪈",{variantForm:!0}],nleqq:["≰",{variantForm:!0}],ngeqq:["≱",{variantForm:!0}],lneq:"⪇",gneq:"⪈",lneqq:"≨",gneqq:"≩",lvertneqq:["≨",{variantForm:!0}],gvertneqq:["≩",{variantForm:!0}],lnsim:"⋦",gnsim:"⋧",lnapprox:"⪉",gnapprox:"⪊",nprec:"⊀",nsucc:"⊁",npreceq:["⋠",{variantForm:!0}],nsucceq:["⋡",{variantForm:!0}],precneqq:"⪵",succneqq:"⪶",precnsim:"⋨",succnsim:"⋩",precnapprox:"⪹",succnapprox:"⪺",nsim:"≁",ncong:"≇",nshortmid:["∤",{variantForm:!0}],nshortparallel:["∦",{variantForm:!0}],nmid:"∤",nparallel:"∦",nvdash:"⊬",nvDash:"⊭",nVdash:"⊮",nVDash:"⊯",ntriangleleft:"⋪",ntriangleright:"⋫",ntrianglelefteq:"⋬",ntrianglerighteq:"⋭",nsubseteq:"⊈",nsupseteq:"⊉",nsubseteqq:["⊈",{variantForm:!0}],nsupseteqq:["⊉",{variantForm:!0}],subsetneq:"⊊",supsetneq:"⊋",varsubsetneq:["⊊",{variantForm:!0}],varsupsetneq:["⊋",{variantForm:!0}],subsetneqq:"⫋",supsetneqq:"⫌",varsubsetneqq:["⫋",{variantForm:!0}],varsupsetneqq:["⫌",{variantForm:!0}],leftleftarrows:"⇇",rightrightarrows:"⇉",leftrightarrows:"⇆",rightleftarrows:"⇄",Lleftarrow:"⇚",Rrightarrow:"⇛",twoheadleftarrow:"↞",twoheadrightarrow:"↠",leftarrowtail:"↢",rightarrowtail:"↣",looparrowleft:"↫",looparrowright:"↬",leftrightharpoons:"⇋",rightleftharpoons:["⇌",{variantForm:!0}],curvearrowleft:"↶",curvearrowright:"↷",circlearrowleft:"↺",circlearrowright:"↻",Lsh:"↰",Rsh:"↱",upuparrows:"⇈",downdownarrows:"⇊",upharpoonleft:"↿",upharpoonright:"↾",downharpoonleft:"⇃",restriction:"↾",multimap:"⊸",downharpoonright:"⇂",leftrightsquigarrow:"↭",rightsquigarrow:"⇝",leadsto:"⇝",dashrightarrow:"⇢",dashleftarrow:"⇠",nleftarrow:"↚",nrightarrow:"↛",nLeftarrow:"⇍",nRightarrow:"⇏",nleftrightarrow:"↮",nLeftrightarrow:"⇎"}),new sm$3.DelimiterMap("AMSsymbols-delimiter",ParseMethods_js_1$5.default.delimiter,{"\\ulcorner":"⌜","\\urcorner":"⌝","\\llcorner":"⌞","\\lrcorner":"⌟"}),new sm$3.CommandMap("AMSsymbols-macros",{implies:["Macro","\\;\\Longrightarrow\\;"],impliedby:["Macro","\\;\\Longleftarrow\\;"]},AmsMethods_js_1$2.AmsMethods);var _a$6,__extends$9=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}}();Object.defineProperty(AmsConfiguration,"__esModule",{value:!0}),AmsConfiguration.AmsConfiguration=AmsConfiguration.AmsTags=void 0;var 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S=b(u,v,!1);_(a,u,M-S)}}var H=p(E);if(null!=(0,e.getProperty)(H,"inference")){var C=y(H,!0);_(a,H,-C,!0);var O=b(u,v,!0),A=(0,e.getProperty)(u,"maxAdjust");null!=A&&(C=Math.max(C,A));var k=void 0;if(!L&&(k=m(u))){var I=f(k);if(I){var V=a.nodeFactory.create("node","mspace",[],{width:C-O+"em"});I.appendChild(V),u.removeProperty("maxAdjust")}else{var N=g(k);N&&(C=(0,e.getProperty)(N,"maxAdjust")?Math.max((0,e.getProperty)(N,"maxAdjust"),C):C,(0,e.setProperty)(N,"maxAdjust",C))}}else _(a,(0,e.getProperty)(u,"proof")?u:u.parent,C-O,!0)}}}catch(e){n={error:e}}finally{try{c&&!c.done&&(i=s.return)&&i.call(s)}finally{if(n)throw n.error}}};var x="bspr_",M=((t={}).bspr_maxAdjust=!0,t);e.setProperty=function(e,t,n){a.default.setProperty(e,x+t,n)},e.getProperty=function(e,t){return a.default.getProperty(e,x+t)},e.removeProperty=function(e,t){e.removeProperty(x+t)},e.makeBsprAttributes=function(e){e.data.root.walkTree((function(e,t){var n=[];e.getPropertyNames().forEach((function(t){!M[t]&&t.match(RegExp("^bspr_"))&&n.push(t+":"+e.getProperty(t))})),n.length&&a.default.setAttribute(e,"semantics",n.join(";"))}))},e.saveDocument=function(e){if(!("getBBox"in(s=e.document).outputJax))throw Error("The bussproofs extension requires an output jax with a getBBox() method")},e.clearDocument=function(e){s=null}}(BussproofsUtil$2);var __extends$7=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or null");function r(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new 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e&&e.__esModule?e:{default:e}};Object.defineProperty(BussproofsItems,"__esModule",{value:!0}),BussproofsItems.ProofTreeItem=void 0;var TexError_js_1$a=__importDefault$n(TexError$1),StackItem_js_1$2=StackItem,Stack_js_1=__importDefault$n(Stack$1),BussproofsUtil$1=__importStar$3(BussproofsUtil$2),ProofTreeItem=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t.leftLabel=null,t.rigthLabel=null,t.innerStack=new Stack_js_1.default(t.factory,{},!0),t}return __extends$7(t,e),Object.defineProperty(t.prototype,"kind",{get:function(){return"proofTree"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(e){if(e.isKind("end")&&"prooftree"===e.getName()){var t=this.toMml();return BussproofsUtil$1.setProperty(t,"proof",!0),[[this.factory.create("mml",t),e],!0]}if(e.isKind("stop"))throw new TexError_js_1$a.default("EnvMissingEnd","Missing \\end{%1}",this.getName());return this.innerStack.Push(e),StackItem_js_1$2.BaseItem.fail},t.prototype.toMml=function(){var 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TexError_js_1$9=__importDefault$m(TexError$1),TexParser_js_1$5=__importDefault$m(requireTexParser()),ParseUtil_js_1$6=__importDefault$m(requireParseUtil()),BussproofsUtil=__importStar$2(BussproofsUtil$2),BussproofsMethods={Prooftree:function(e,t){return e.Push(t),e.itemFactory.create("proofTree").setProperties({name:t.getName(),line:"solid",currentLine:"solid",rootAtTop:!1})},Axiom:function(e,t){var n=e.stack.Top();if("proofTree"!==n.kind)throw new TexError_js_1$9.default("IllegalProofCommand","Proof commands only allowed in prooftree environment.");var r=paddedContent(e,e.GetArgument(t));BussproofsUtil.setProperty(r,"axiom",!0),n.Push(r)}},paddedContent=function(e,t){var n=ParseUtil_js_1$6.default.internalMath(e,ParseUtil_js_1$6.default.trimSpaces(t),0);if(!n[0].childNodes[0].childNodes.length)return e.create("node","mrow",[]);var r=e.create("node","mspace",[],{width:".5ex"}),i=e.create("node","mspace",[],{width:".5ex"});return e.create("node","mrow",__spreadArray$1(__spreadArray$1([r],__read$3(n),!1),[i],!1))};function createRule(e,t,n,r,i,a,o){var s,l,c,d,T=e.create("node","mtr",[e.create("node","mtd",[t],{})],{}),u=e.create("node","mtr",[e.create("node","mtd",n,{})],{}),Q=e.create("node","mtable",o?[u,T]:[T,u],{align:"top 2",rowlines:a,framespacing:"0 0"});if(BussproofsUtil.setProperty(Q,"inferenceRule",o?"up":"down"),r&&(s=e.create("node","mpadded",[r],{height:"+.5em",width:"+.5em",voffset:"-.15em"}),BussproofsUtil.setProperty(s,"prooflabel","left")),i&&(l=e.create("node","mpadded",[i],{height:"+.5em",width:"+.5em",voffset:"-.15em"}),BussproofsUtil.setProperty(l,"prooflabel","right")),r&&i)c=[s,Q,l],d="both";else if(r)c=[s,Q],d="left";else{if(!i)return Q;c=[Q,l],d="right"}return Q=e.create("node","mrow",c),BussproofsUtil.setProperty(Q,"labelledRule",d),Q}function parseFCenterLine(e,t){if("$"!==e.GetNext())throw new TexError_js_1$9.default("IllegalUseOfCommand","Use of %1 does not match it's 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tree badly specified.");var i=r.getProperty("rootAtTop"),a=1!==n||r.Peek()[0].childNodes.length?n:0,o=[];do{o.length&&o.unshift(e.create("node","mtd",[],{})),o.unshift(e.create("node","mtd",[r.Pop()],{rowalign:i?"top":"bottom"})),n--}while(n>0);var s=e.create("node","mtr",o,{}),l=e.create("node","mtable",[s],{framespacing:"0 0"}),c=paddedContent(e,e.GetArgument(t)),d=r.getProperty("currentLine");d!==r.getProperty("line")&&r.setProperty("currentLine",r.getProperty("line"));var T=createRule(e,l,[c],r.getProperty("left"),r.getProperty("right"),d,i);r.setProperty("left",null),r.setProperty("right",null),BussproofsUtil.setProperty(T,"inference",a),e.configuration.addNode("inference",T),r.Push(T)},BussproofsMethods.Label=function(e,t,n){var r=e.stack.Top();if("proofTree"!==r.kind)throw new TexError_js_1$9.default("IllegalProofCommand","Proof commands only allowed in prooftree environment.");var i=ParseUtil_js_1$6.default.internalMath(e,e.GetArgument(t),0),a=i.length>1?e.create("node","mrow",i,{}):i[0];r.setProperty(n,a)},BussproofsMethods.SetLine=function(e,t,n,r){var i=e.stack.Top();if("proofTree"!==i.kind)throw new TexError_js_1$9.default("IllegalProofCommand","Proof commands only allowed in prooftree environment.");i.setProperty("currentLine",n),r&&i.setProperty("line",n)},BussproofsMethods.RootAtTop=function(e,t,n){var r=e.stack.Top();if("proofTree"!==r.kind)throw new TexError_js_1$9.default("IllegalProofCommand","Proof commands only allowed in prooftree environment.");r.setProperty("rootAtTop",n)},BussproofsMethods.AxiomF=function(e,t){var n=e.stack.Top();if("proofTree"!==n.kind)throw new TexError_js_1$9.default("IllegalProofCommand","Proof commands only allowed in prooftree environment.");var r=parseFCenterLine(e,t);BussproofsUtil.setProperty(r,"axiom",!0),n.Push(r)},BussproofsMethods.FCenter=function(e,t){},BussproofsMethods.InferenceF=function(e,t,n){var r=e.stack.Top();if("proofTree"!==r.kind)throw new TexError_js_1$9.default("IllegalProofCommand","Proof commands only allowed in prooftree environment.");if(r.Size()<n)throw new TexError_js_1$9.default("BadProofTree","Proof tree badly specified.");var i=r.getProperty("rootAtTop"),a=1!==n||r.Peek()[0].childNodes.length?n:0,o=[];do{o.length&&o.unshift(e.create("node","mtd",[],{})),o.unshift(e.create("node","mtd",[r.Pop()],{rowalign:i?"top":"bottom"})),n--}while(n>0);var s=e.create("node","mtr",o,{}),l=e.create("node","mtable",[s],{framespacing:"0 0"}),c=parseFCenterLine(e,t),d=r.getProperty("currentLine");d!==r.getProperty("line")&&r.setProperty("currentLine",r.getProperty("line"));var T=createRule(e,l,[c],r.getProperty("left"),r.getProperty("right"),d,i);r.setProperty("left",null),r.setProperty("right",null),BussproofsUtil.setProperty(T,"inference",a),e.configuration.addNode("inference",T),r.Push(T)},BussproofsMethods$1.default=BussproofsMethods;var _a$4,__importDefault$l=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}},BussproofsMethods_js_1=__importDefault$l(BussproofsMethods$1),ParseMethods_js_1$3=__importDefault$l(ParseMethods$1),SymbolMap_js_1$c=SymbolMap;new SymbolMap_js_1$c.CommandMap("Bussproofs-macros",{AxiomC:"Axiom",UnaryInfC:["Inference",1],BinaryInfC:["Inference",2],TrinaryInfC:["Inference",3],QuaternaryInfC:["Inference",4],QuinaryInfC:["Inference",5],RightLabel:["Label","right"],LeftLabel:["Label","left"],AXC:"Axiom",UIC:["Inference",1],BIC:["Inference",2],TIC:["Inference",3],RL:["Label","right"],LL:["Label","left"],noLine:["SetLine","none",!1],singleLine:["SetLine","solid",!1],solidLine:["SetLine","solid",!1],dashedLine:["SetLine","dashed",!1],alwaysNoLine:["SetLine","none",!0],alwaysSingleLine:["SetLine","solid",!0],alwaysSolidLine:["SetLine","solid",!0],alwaysDashedLine:["SetLine","dashed",!0],rootAtTop:["RootAtTop",!0],alwaysRootAtTop:["RootAtTop",!0],rootAtBottom:["RootAtTop",!1],alwaysRootAtBottom:["RootAtTop",!1],fCenter:"FCenter",Axiom:"AxiomF",UnaryInf:["InferenceF",1],BinaryInf:["InferenceF",2],TrinaryInf:["InferenceF",3],QuaternaryInf:["InferenceF",4],QuinaryInf:["InferenceF",5]},BussproofsMethods_js_1.default),new SymbolMap_js_1$c.EnvironmentMap("Bussproofs-environments",ParseMethods_js_1$3.default.environment,{prooftree:["Prooftree",null,!1]},BussproofsMethods_js_1.default),Object.defineProperty(BussproofsConfiguration,"__esModule",{value:!0}),BussproofsConfiguration.BussproofsConfiguration=void 0;var Configuration_js_1$f=Configuration,BussproofsItems_js_1=BussproofsItems,BussproofsUtil_js_1=BussproofsUtil$2;BussproofsConfiguration.BussproofsConfiguration=Configuration_js_1$f.Configuration.create("bussproofs",{handler:{macro:["Bussproofs-macros"],environment:["Bussproofs-environments"]},items:(_a$4={},_a$4[BussproofsItems_js_1.ProofTreeItem.prototype.kind]=BussproofsItems_js_1.ProofTreeItem,_a$4),preprocessors:[[BussproofsUtil_js_1.saveDocument,1]],postprocessors:[[BussproofsUtil_js_1.clearDocument,3],[BussproofsUtil_js_1.makeBsprAttributes,2],[BussproofsUtil_js_1.balanceRules,1]]});var CancelConfiguration={},EncloseConfiguration={};!function(e){var t=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(e,"__esModule",{value:!0}),e.EncloseConfiguration=e.EncloseMethods=e.ENCLOSE_OPTIONS=void 0;var n=Configuration,r=SymbolMap,i=t(requireParseUtil());e.ENCLOSE_OPTIONS={"data-arrowhead":1,color:1,mathcolor:1,background:1,mathbackground:1,"data-padding":1,"data-thickness":1},e.EncloseMethods={},e.EncloseMethods.Enclose=function(t,n){var r=t.GetArgument(n).replace(/,/g," "),a=t.GetBrackets(n,""),o=t.ParseArg(n),s=i.default.keyvalOptions(a,e.ENCLOSE_OPTIONS);s.notation=r,t.Push(t.create("node","menclose",[o],s))},new r.CommandMap("enclose",{enclose:"Enclose"},e.EncloseMethods),e.EncloseConfiguration=n.Configuration.create("enclose",{handler:{macro:["enclose"]}})}(EncloseConfiguration),function(e){var t=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(e,"__esModule",{value:!0}),e.CancelConfiguration=e.CancelMethods=void 0;var n=Configuration,r=TexConstants,i=SymbolMap,a=t(requireParseUtil()),o=EncloseConfiguration;e.CancelMethods={},e.CancelMethods.Cancel=function(e,t,n){var r=e.GetBrackets(t,""),i=e.ParseArg(t),s=a.default.keyvalOptions(r,o.ENCLOSE_OPTIONS);s.notation=n,e.Push(e.create("node","menclose",[i],s))},e.CancelMethods.CancelTo=function(e,t){var n=e.GetBrackets(t,""),i=e.ParseArg(t),s=e.ParseArg(t),l=a.default.keyvalOptions(n,o.ENCLOSE_OPTIONS);l.notation=[r.TexConstant.Notation.UPDIAGONALSTRIKE,r.TexConstant.Notation.UPDIAGONALARROW,r.TexConstant.Notation.NORTHEASTARROW].join(" "),i=e.create("node","mpadded",[i],{depth:"-.1em",height:"+.1em",voffset:".1em"}),e.Push(e.create("node","msup",[e.create("node","menclose",[s],l),i]))},new i.CommandMap("cancel",{cancel:["Cancel",r.TexConstant.Notation.UPDIAGONALSTRIKE],bcancel:["Cancel",r.TexConstant.Notation.DOWNDIAGONALSTRIKE],xcancel:["Cancel",r.TexConstant.Notation.UPDIAGONALSTRIKE+" "+r.TexConstant.Notation.DOWNDIAGONALSTRIKE],cancelto:"CancelTo"},e.CancelMethods),e.CancelConfiguration=n.Configuration.create("cancel",{handler:{macro:["cancel"]}})}(CancelConfiguration);var CasesConfiguration={},EmpheqUtil={};!function(e){var t=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},n=commonjsGlobal&&commonjsGlobal.__spreadArray||function(e,t,n){if(n||2===arguments.length)for(var r,i=0,a=t.length;i<a;i++)!r&&i in t||(r||(r=Array.prototype.slice.call(t,0,i)),r[i]=t[i]);return 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n=e.GetArgument(t),r=e.GetArgument(t),i=e.GetArgument(t);e.configuration.packageData.get("color").model.defineColor(r,n,i)},e.ColorMethods.ColorBox=function(e,t){var a=e.GetArgument(t),o=r.default.internalMath(e,e.GetArgument(t)),s=e.configuration.packageData.get("color").model,l=e.create("node","mpadded",o,{mathbackground:s.getColor("named",a)});n.default.setProperties(l,i(e.options.color.padding)),e.Push(l)},e.ColorMethods.FColorBox=function(e,t){var a=e.GetArgument(t),o=e.GetArgument(t),s=r.default.internalMath(e,e.GetArgument(t)),l=e.options.color,c=e.configuration.packageData.get("color").model,d=e.create("node","mpadded",s,{mathbackground:c.getColor("named",o),style:"border: ".concat(l.borderWidth," solid ").concat(c.getColor("named",a))});n.default.setProperties(d,i(l.padding)),e.Push(d)}}(ColorMethods);var ColorUtil={},ColorConstants={};Object.defineProperty(ColorConstants,"__esModule",{value:!0}),ColorConstants.COLORS=void 0,ColorConstants.COLORS=new Map([["Apricot","#FBB982"],["Aquamarine","#00B5BE"],["Bittersweet","#C04F17"],["Black","#221E1F"],["Blue","#2D2F92"],["BlueGreen","#00B3B8"],["BlueViolet","#473992"],["BrickRed","#B6321C"],["Brown","#792500"],["BurntOrange","#F7921D"],["CadetBlue","#74729A"],["CarnationPink","#F282B4"],["Cerulean","#00A2E3"],["CornflowerBlue","#41B0E4"],["Cyan","#00AEEF"],["Dandelion","#FDBC42"],["DarkOrchid","#A4538A"],["Emerald","#00A99D"],["ForestGreen","#009B55"],["Fuchsia","#8C368C"],["Goldenrod","#FFDF42"],["Gray","#949698"],["Green","#00A64F"],["GreenYellow","#DFE674"],["JungleGreen","#00A99A"],["Lavender","#F49EC4"],["LimeGreen","#8DC73E"],["Magenta","#EC008C"],["Mahogany","#A9341F"],["Maroon","#AF3235"],["Melon","#F89E7B"],["MidnightBlue","#006795"],["Mulberry","#A93C93"],["NavyBlue","#006EB8"],["OliveGreen","#3C8031"],["Orange","#F58137"],["OrangeRed","#ED135A"],["Orchid","#AF72B0"],["Peach","#F7965A"],["Periwinkle","#7977B8"],["PineGreen","#008B72"],["Plum","#92268F"],["ProcessBlue","#00B0F0"],["Purple","#99479B"],["RawSienna","#974006"],["Red","#ED1B23"],["RedOrange","#F26035"],["RedViolet","#A1246B"],["Rhodamine","#EF559F"],["RoyalBlue","#0071BC"],["RoyalPurple","#613F99"],["RubineRed","#ED017D"],["Salmon","#F69289"],["SeaGreen","#3FBC9D"],["Sepia","#671800"],["SkyBlue","#46C5DD"],["SpringGreen","#C6DC67"],["Tan","#DA9D76"],["TealBlue","#00AEB3"],["Thistle","#D883B7"],["Turquoise","#00B4CE"],["Violet","#58429B"],["VioletRed","#EF58A0"],["White","#FFFFFF"],["WildStrawberry","#EE2967"],["Yellow","#FFF200"],["YellowGreen","#98CC70"],["YellowOrange","#FAA21A"]]);var __values$4=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},__importDefault$j=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(ColorUtil,"__esModule",{value:!0}),ColorUtil.ColorModel=void 0;var TexError_js_1$8=__importDefault$j(TexError$1),ColorConstants_js_1=ColorConstants,ColorModelProcessors=new Map,ColorModel=function(){function e(){this.userColors=new Map}return e.prototype.normalizeColor=function(e,t){if(!e||"named"===e)return t;if(ColorModelProcessors.has(e))return ColorModelProcessors.get(e)(t);throw new TexError_js_1$8.default("UndefinedColorModel","Color model '%1' not 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c=Math.floor(255*l).toString(16);c.length<2&&(c="0"+c),i+=c}}catch(e){t={error:e}}finally{try{o&&!o.done&&(n=a.return)&&n.call(a)}finally{if(t)throw t.error}}return i})),ColorModelProcessors.set("RGB",(function(e){var t,n,r=e.trim().split(/\s*,\s*/),i="#";if(3!==r.length)throw new TexError_js_1$8.default("ModelArg1","Color values for the %1 model require 3 numbers","RGB");try{for(var a=__values$4(r),o=a.next();!o.done;o=a.next()){var s=o.value;if(!s.match(/^\d+$/))throw new TexError_js_1$8.default("InvalidNumber","Invalid number");var l=parseInt(s);if(l>255)throw new TexError_js_1$8.default("ModelArg2","Color values for the %1 model must be between %2 and %3","RGB","0","255");var c=l.toString(16);c.length<2&&(c="0"+c),i+=c}}catch(e){t={error:e}}finally{try{o&&!o.done&&(n=a.return)&&n.call(a)}finally{if(t)throw t.error}}return i})),ColorModelProcessors.set("gray",(function(e){if(!e.match(/^\s*(\d+(\.\d*)?|\.\d+)\s*$/))throw new TexError_js_1$8.default("InvalidDecimalNumber","Invalid decimal number");var t=parseFloat(e);if(t<0||t>1)throw new TexError_js_1$8.default("ModelArg2","Color values for the %1 model must be between %2 and %3","gray","0","1");var n=Math.floor(255*t).toString(16);return n.length<2&&(n="0"+n),"#".concat(n).concat(n).concat(n)})),Object.defineProperty(ColorConfiguration,"__esModule",{value:!0}),ColorConfiguration.ColorConfiguration=void 0;var SymbolMap_js_1$a=SymbolMap,Configuration_js_1$d=Configuration,ColorMethods_js_1=ColorMethods,ColorUtil_js_1=ColorUtil;new SymbolMap_js_1$a.CommandMap("color",{color:"Color",textcolor:"TextColor",definecolor:"DefineColor",colorbox:"ColorBox",fcolorbox:"FColorBox"},ColorMethods_js_1.ColorMethods);var config$1=function(e,t){t.parseOptions.packageData.set("color",{model:new ColorUtil_js_1.ColorModel})};ColorConfiguration.ColorConfiguration=Configuration_js_1$d.Configuration.create("color",{handler:{macro:["color"]},options:{color:{padding:"5px",borderWidth:"2px"}},config:config$1});var ColorV2Configuration={};!function(e){Object.defineProperty(e,"__esModule",{value:!0}),e.ColorConfiguration=e.ColorV2Methods=void 0;var t=SymbolMap,n=Configuration;e.ColorV2Methods={Color:function(e,t){var n=e.GetArgument(t),r=e.stack.env.color;e.stack.env.color=n;var i=e.ParseArg(t);r?e.stack.env.color=r:delete e.stack.env.color;var a=e.create("node","mstyle",[i],{mathcolor:n});e.Push(a)}},new t.CommandMap("colorv2",{color:"Color"},e.ColorV2Methods),e.ColorConfiguration=n.Configuration.create("colorv2",{handler:{macro:["colorv2"]}})}(ColorV2Configuration);var ColortblConfiguration={},__extends$6=commonjsGlobal&&commonjsGlobal.__extends||function(){var e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(e[n]=t[n])},e(t,n)};return function(t,n){if("function"!=typeof n&&null!==n)throw new TypeError("Class extends value "+String(n)+" is not a constructor or 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e&&e.__esModule?e:{default:e}};Object.defineProperty(e,"__esModule",{value:!0}),e.ExtpfeilConfiguration=e.ExtpfeilMethods=void 0;var n=Configuration,r=SymbolMap,i=AmsMethods,a=t(NewcommandUtil$1),o=NewcommandConfiguration,s=t(TexError$1);e.ExtpfeilMethods={},e.ExtpfeilMethods.xArrow=i.AmsMethods.xArrow,e.ExtpfeilMethods.NewExtArrow=function(t,n){var r=t.GetArgument(n),i=t.GetArgument(n),o=t.GetArgument(n);if(!r.match(/^\\([a-z]+|.)$/i))throw new s.default("NewextarrowArg1","First argument to %1 must be a control sequence name",n);if(!i.match(/^(\d+),(\d+)$/))throw new s.default("NewextarrowArg2","Second argument to %1 must be two integers separated by a comma",n);if(!o.match(/^(\d+|0x[0-9A-F]+)$/i))throw new s.default("NewextarrowArg3","Third argument to %1 must be a unicode character number",n);r=r.substr(1);var l=i.split(",");a.default.addMacro(t,r,e.ExtpfeilMethods.xArrow,[parseInt(o),parseInt(l[0]),parseInt(l[1])])},new r.CommandMap("extpfeil",{xtwoheadrightarrow:["xArrow",8608,12,16],xtwoheadleftarrow:["xArrow",8606,17,13],xmapsto:["xArrow",8614,6,7],xlongequal:["xArrow",61,7,7],xtofrom:["xArrow",8644,12,12],Newextarrow:"NewExtArrow"},e.ExtpfeilMethods),e.ExtpfeilConfiguration=n.Configuration.create("extpfeil",{handler:{macro:["extpfeil"]},init:function(e){o.NewcommandConfiguration.init(e)}})}(ExtpfeilConfiguration);var GensymbConfiguration={};Object.defineProperty(GensymbConfiguration,"__esModule",{value:!0}),GensymbConfiguration.GensymbConfiguration=void 0;var Configuration_js_1$9=Configuration,TexConstants_js_1$5=TexConstants,SymbolMap_js_1$6=SymbolMap;function mathcharUnit(e,t){var n=t.attributes||{};n.mathvariant=TexConstants_js_1$5.TexConstant.Variant.NORMAL,n.class="MathML-Unit";var r=e.create("token","mi",n,t.char);e.Push(r)}new SymbolMap_js_1$6.CharacterMap("gensymb-symbols",mathcharUnit,{ohm:"Ω",degree:"°",celsius:"℃",perthousand:"‰",micro:"µ"}),GensymbConfiguration.GensymbConfiguration=Configuration_js_1$9.Configuration.create("gensymb",{handler:{macro:["gensymb-symbols"]}});var HtmlConfiguration={},HtmlMethods$1={},__importDefault$b=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(HtmlMethods$1,"__esModule",{value:!0});var NodeUtil_js_1$4=__importDefault$b(NodeUtil$1),HtmlMethods={Href:function(e,t){var n=e.GetArgument(t),r=GetArgumentMML(e,t);NodeUtil_js_1$4.default.setAttribute(r,"href",n),e.Push(r)},Class:function(e,t){var n=e.GetArgument(t),r=GetArgumentMML(e,t),i=NodeUtil_js_1$4.default.getAttribute(r,"class");i&&(n=i+" "+n),NodeUtil_js_1$4.default.setAttribute(r,"class",n),e.Push(r)},Style:function(e,t){var n=e.GetArgument(t),r=GetArgumentMML(e,t),i=NodeUtil_js_1$4.default.getAttribute(r,"style");i&&(";"!==n.charAt(n.length-1)&&(n+=";"),n=i+" "+n),NodeUtil_js_1$4.default.setAttribute(r,"style",n),e.Push(r)},Id:function(e,t){var n=e.GetArgument(t),r=GetArgumentMML(e,t);NodeUtil_js_1$4.default.setAttribute(r,"id",n),e.Push(r)}},GetArgumentMML=function(e,t){var n=e.ParseArg(t);if(!NodeUtil_js_1$4.default.isInferred(n))return n;var r=NodeUtil_js_1$4.default.getChildren(n);if(1===r.length)return r[0];var i=e.create("node","mrow");return NodeUtil_js_1$4.default.copyChildren(n,i),NodeUtil_js_1$4.default.copyAttributes(n,i),i};HtmlMethods$1.default=HtmlMethods;var __importDefault$a=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(HtmlConfiguration,"__esModule",{value:!0}),HtmlConfiguration.HtmlConfiguration=void 0;var 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o},t=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(MathtoolsUtil,"__esModule",{value:!0}),MathtoolsUtil.MathtoolsUtil=void 0;var n=BaseItems,r=t(requireParseUtil()),i=t(requireTexParser()),a=t(TexError$1),o=_Symbol,s=Options,l=requireMathtoolsMethods(),c=requireMathtoolsConfiguration();return MathtoolsUtil.MathtoolsUtil={setDisplayLevel:function(t,n){if(n){var r=e((0,s.lookup)(n,{"\\displaystyle":[!0,0],"\\textstyle":[!1,0],"\\scriptstyle":[!1,1],"\\scriptscriptstyle":[!1,2]},[null,null]),2),i=r[0],a=r[1];null!==i&&(t.attributes.set("displaystyle",i),t.attributes.set("scriptlevel",a))}},checkAlignment:function(e,t){var r=e.stack.Top();if(r.kind!==n.EqnArrayItem.prototype.kind)throw new a.default("NotInAlignment","%1 can only be used in aligment environments",t);return r},addPairedDelims:function(e,t,n){e.handlers.retrieve(c.PAIREDDELIMS).add(t,new o.Macro(t,l.MathtoolsMethods.PairedDelimiters,n))},spreadLines:function(e,t){if(e.isKind("mtable")){var n=e.attributes.get("rowspacing");if(n){var i=r.default.dimen2em(t);n=n.split(/ /).map((function(e){return r.default.Em(Math.max(0,r.default.dimen2em(e)+i))})).join(" ")}else n=t;e.attributes.set("rowspacing",n)}},plusOrMinus:function(e,t){if(!(t=t.trim()).match(/^[-+]?(?:\d+(?:\.\d*)?|\.\d+)$/))throw new a.default("NotANumber","Argument to %1 is not a number",e);return t.match(/^[-+]/)?t:"+"+t},getScript:function(e,t,n){var a=r.default.trimSpaces(e.GetArgument(t));if(""===a)return e.create("node","none");var o=e.options.mathtools["prescript-".concat(n,"-format")];return o&&(a="".concat(o,"{").concat(a,"}")),new i.default(a,e.stack.env,e.configuration).mml()}},MathtoolsUtil}function requireMathtoolsMethods(){return hasRequiredMathtoolsMethods||(hasRequiredMathtoolsMethods=1,function(e){var t=commonjsGlobal&&commonjsGlobal.__assign||function(){return t=Object.assign||function(e){for(var t,n=1,r=arguments.length;n<r;n++)for(var i in t=arguments[n])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},t.apply(this,arguments)},n=commonjsGlobal&&commonjsGlobal.__read||function(e,t){var n="function"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,a=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=a.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=a.return)&&n.call(a)}finally{if(i)throw i.error}}return o},r=commonjsGlobal&&commonjsGlobal.__values||function(e){var t="function"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&"number"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")},i=commonjsGlobal&&commonjsGlobal.__importDefault||function(e){return e&&e.__esModule?e:{default:e}};Object.defineProperty(e,"__esModule",{value:!0}),e.MathtoolsMethods=void 0;var a=i(requireParseUtil()),o=AmsMethods,s=i(BaseMethods$1),l=i(requireTexParser()),c=i(TexError$1),d=i(NodeUtil$1),T=MmlNode,u=lengths$1,Q=Options,p=i(NewcommandUtil$1),h=i(NewcommandMethods$1),m=requireMathtoolsUtil();e.MathtoolsMethods={MtMatrix:function(t,n,r,i){var a=t.GetBrackets("\\begin{".concat(n.getName(),"}"),"c");return e.MathtoolsMethods.Array(t,n,r,i,a)},MtSmallMatrix:function(t,n,r,i,o){return o||(o=t.GetBrackets("\\begin{".concat(n.getName(),"}"),t.options.mathtools["smallmatrix-align"])),e.MathtoolsMethods.Array(t,n,r,i,o,a.default.Em(1/3),".2em","S",1)},MtMultlined:function(e,t){var r,i="\\begin{".concat(t.getName(),"}"),o=e.GetBrackets(i,e.options.mathtools["multlined-pos"]||"c"),s=o?e.GetBrackets(i,""):"";o&&!o.match(/^[cbt]$/)&&(s=(r=n([o,s],2))[0],o=r[1]),e.Push(t);var l=e.itemFactory.create("multlined",e,t);return 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n=e.GetBrackets(t,"").trim(),r=e.ParseArg(t),i=e.create("node","mstyle",[r],{"data-cramped":!0});m.MathtoolsUtil.setDisplayLevel(i,n),e.Push(i)},MtLap:function(e,t,n){var r=a.default.internalMath(e,e.GetArgument(t),0),i=e.create("node","mpadded",r,{width:0});"r"!==n&&d.default.setAttribute(i,"lspace","l"===n?"-1width":"-.5width"),e.Push(i)},MathMakeBox:function(e,t){var n=e.GetBrackets(t),r=e.GetBrackets(t,"c"),i=e.create("node","mpadded",[e.ParseArg(t)]);n&&d.default.setAttribute(i,"width",n);var a=(0,Q.lookup)(r,{c:"center",r:"right"},"");a&&d.default.setAttribute(i,"data-align",a),e.Push(i)},MathMBox:function(e,t){e.Push(e.create("node","mrow",[e.ParseArg(t)]))},UnderOverBracket:function(e,t){var r=(0,u.length2em)(e.GetBrackets(t,".1em"),.1),i=e.GetBrackets(t,".2em"),o=e.GetArgument(t),s=n("o"===t.charAt(1)?["over","accent","bottom"]:["under","accentunder","top"],3),c=s[0],T=s[1],Q=s[2],p=(0,u.em)(r),h=new l.default(o,e.stack.env,e.configuration).mml(),m=new l.default(o,e.stack.env,e.configuration).mml(),f=e.create("node","mpadded",[e.create("node","mphantom",[m])],{style:"border: ".concat(p," solid; border-").concat(Q,": none"),height:i,depth:0}),g=a.default.underOver(e,h,f,c,!0),b=d.default.getChildAt(d.default.getChildAt(g,0),0);d.default.setAttribute(b,T,!0),e.Push(g)},Aboxed:function(e,t){var n=m.MathtoolsUtil.checkAlignment(e,t);n.row.length%2==1&&n.row.push(e.create("node","mtd",[]));var r=e.GetArgument(t),i=e.string.substr(e.i);e.string=r+"&&\\endAboxed",e.i=0;var o=e.GetUpTo(t,"&"),s=e.GetUpTo(t,"&");e.GetUpTo(t,"\\endAboxed");var l=a.default.substituteArgs(e,[o,s],"\\rlap{\\boxed{#1{}#2}}\\kern.267em\\phantom{#1}&\\phantom{{}#2}\\kern.267em");e.string=l+i,e.i=0},ArrowBetweenLines:function(e,t){var n=m.MathtoolsUtil.checkAlignment(e,t);if(n.Size()||n.row.length)throw new c.default("BetweenLines","%1 must be on a row by itself",t);var r=e.GetStar(),i=e.GetBrackets(t,"\\Updownarrow");r&&(n.EndEntry(),n.EndEntry());var a=r?"\\quad"+i:i+"\\quad",o=new l.default(a,e.stack.env,e.configuration).mml();e.Push(o),n.EndEntry(),n.EndRow()},VDotsWithin:function(e,n){var r=e.stack.Top(),i=r.getProperty("flushspaceabove")===r.table.length,a="\\mmlToken{mi}{}"+e.GetArgument(n)+"\\mmlToken{mi}{}",o=new l.default(a,e.stack.env,e.configuration).mml(),s=e.create("node","mpadded",[e.create("node","mpadded",[e.create("node","mo",[e.create("text","⋮")])],t({width:0,lspace:"-.5width"},i?{height:"-.6em",voffset:"-.18em"}:{})),e.create("node","mphantom",[o])],{lspace:".5width"});e.Push(s)},ShortVDotsWithin:function(t,n){var r=t.stack.Top(),i=t.GetStar();e.MathtoolsMethods.FlushSpaceAbove(t,"\\MTFlushSpaceAbove"),!i&&r.EndEntry(),e.MathtoolsMethods.VDotsWithin(t,"\\vdotswithin"),i&&r.EndEntry(),e.MathtoolsMethods.FlushSpaceBelow(t,"\\MTFlushSpaceBelow")},FlushSpaceAbove:function(e,t){var n=m.MathtoolsUtil.checkAlignment(e,t);n.setProperty("flushspaceabove",n.table.length),n.addRowSpacing("-"+e.options.mathtools.shortvdotsadjustabove)},FlushSpaceBelow:function(e,t){var n=m.MathtoolsUtil.checkAlignment(e,t);n.Size()&&n.EndEntry(),n.EndRow(),n.addRowSpacing("-"+e.options.mathtools.shortvdotsadjustbelow)},PairedDelimiters:function(e,t,r,i,o,s,l,c){void 0===o&&(o="#1"),void 0===s&&(s=1),void 0===l&&(l=""),void 0===c&&(c="");var d=e.GetStar(),T=d?"":e.GetBrackets(t),u=n(d?["\\left","\\right"]:T?[T+"l",T+"r"]:["",""],2),Q=u[0],p=u[1],h=d?"\\middle":T||"";if(s){for(var m=[],f=m.length;f<s;f++)m.push(e.GetArgument(t));l=a.default.substituteArgs(e,m,l),o=a.default.substituteArgs(e,m,o),c=a.default.substituteArgs(e,m,c)}o=o.replace(/\\delimsize/g,h),e.string=[l,Q,r,o,p,i,c,e.string.substr(e.i)].reduce((function(t,n){return a.default.addArgs(e,t,n)}),""),e.i=0,a.default.checkMaxMacros(e)},DeclarePairedDelimiter:function(e,t){var n=p.default.GetCsNameArgument(e,t),r=e.GetArgument(t),i=e.GetArgument(t);m.MathtoolsUtil.addPairedDelims(e.configuration,n,[r,i])},DeclarePairedDelimiterX:function(e,t){var n=p.default.GetCsNameArgument(e,t),r=p.default.GetArgCount(e,t),i=e.GetArgument(t),a=e.GetArgument(t),o=e.GetArgument(t);m.MathtoolsUtil.addPairedDelims(e.configuration,n,[i,a,o,r])},DeclarePairedDelimiterXPP:function(e,t){var n=p.default.GetCsNameArgument(e,t),r=p.default.GetArgCount(e,t),i=e.GetArgument(t),a=e.GetArgument(t),o=e.GetArgument(t),s=e.GetArgument(t),l=e.GetArgument(t);m.MathtoolsUtil.addPairedDelims(e.configuration,n,[a,o,l,r,i,s])},CenterColon:function(e,n,r,i,a){void 0===i&&(i=!1),void 0===a&&(a=!1);var o=e.options.mathtools,s=e.create("token","mo",{},":");if(r&&(o.centercolon||i)){var l=o["centercolon-offset"];s=e.create("node","mpadded",[s],t({voffset:l,height:"+".concat(l),depth:"-".concat(l)},a?{width:o["thincolon-dw"],lspace:o["thincolon-dx"]}:{}))}e.Push(s)},Relation:function(e,t,n,r){e.options.mathtools["use-unicode"]&&r?e.Push(e.create("token","mo",{texClass:T.TEXCLASS.REL},r)):(n="\\mathrel{"+n.replace(/:/g,"\\MTThinColon").replace(/-/g,"\\mathrel{-}")+"}",e.string=a.default.addArgs(e,n,e.string.substr(e.i)),e.i=0)},NArrow:function(e,t,n,r){e.Push(e.create("node","TeXAtom",[e.create("token","mtext",{},n),e.create("node","mpadded",[e.create("node","mpadded",[e.create("node","menclose",[e.create("node","mspace",[],{height:".2em",depth:0,width:".4em"})],{notation:"updiagonalstrike","data-thickness":".05em","data-padding":0})],{width:0,lspace:"-.5width",voffset:r}),e.create("node","mphantom",[e.create("token","mtext",{},n)])],{width:0,lspace:"-.5width"})],{texClass:T.TEXCLASS.REL}))},SplitFrac:function(e,t,n){var r=e.ParseArg(t),i=e.ParseArg(t);e.Push(e.create("node","mstyle",[e.create("node","mfrac",[e.create("node","mstyle",[r,e.create("token","mi"),e.create("token","mspace",{width:"1em"})],{scriptlevel:0}),e.create("node","mstyle",[e.create("token","mspace",{width:"1em"}),e.create("token","mi"),i],{scriptlevel:0})],{linethickness:0,numalign:"left",denomalign:"right"})],{displaystyle:n,scriptlevel:0}))},XMathStrut:function(e,t){var n=e.GetBrackets(t),r=e.GetArgument(t);r=m.MathtoolsUtil.plusOrMinus(t,r),n=m.MathtoolsUtil.plusOrMinus(t,n||r),e.Push(e.create("node","TeXAtom",[e.create("node","mpadded",[e.create("node","mphantom",[e.create("token","mo",{stretchy:!1},"(")])],{width:0,height:r+"height",depth:n+"depth"})],{texClass:T.TEXCLASS.ORD}))},Prescript:function(e,t){var n=m.MathtoolsUtil.getScript(e,t,"sup"),r=m.MathtoolsUtil.getScript(e,t,"sub"),i=m.MathtoolsUtil.getScript(e,t,"arg");if(d.default.isType(n,"none")&&d.default.isType(r,"none"))e.Push(i);else{var a=e.create("node","mmultiscripts",[i]);d.default.getChildren(a).push(null,null),d.default.appendChildren(a,[e.create("node","mprescripts"),r,n]),a.setProperty("fixPrescript",!0),e.Push(a)}},NewTagForm:function(e,t,n){void 0===n&&(n=!1);var r=e.tags;if(!("mtFormats"in r))throw new c.default("TagsNotMT","%1 can only be used with ams or mathtools tags",t);var i=e.GetArgument(t).trim();if(!i)throw new c.default("InvalidTagFormID","Tag form name can't be empty");var a=e.GetBrackets(t,""),o=e.GetArgument(t),s=e.GetArgument(t);if(!n&&r.mtFormats.has(i))throw new c.default("DuplicateTagForm","Duplicate tag form: %1",i);r.mtFormats.set(i,[o,s,a])},UseTagForm:function(e,t){var n=e.tags;if(!("mtFormats"in n))throw new c.default("TagsNotMT","%1 can only be used with ams or mathtools tags",t);var r=e.GetArgument(t).trim();if(r){if(!n.mtFormats.has(r))throw new c.default("UndefinedTagForm","Undefined tag form: %1",r);n.mtCurrent=n.mtFormats.get(r)}else n.mtCurrent=null},SetOptions:function(e,t){var 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"+app.appId,CACHE_STORE="imageCache",BACKUP_STORE="drawingBAK",getKey=e=>`${e.filepath}#${e.blockref??""}#${e.sectionref??""}#${e.isDark?1:0}#${e.hasGroupref}#${e.hasArearef}#${e.hasFrameref}#${e.hasClippedFrameref}#${e.hasSectionref}#${e.inlineFonts}#${e.previewImageType===PreviewImageType.SVGIMG?1:e.previewImageType===PreviewImageType.PNG?0:2}#${e.scale}${e.isTransparent?"#t":""}`;class ImageCache{dbName;cacheStoreName;backupStoreName;db;isInitializing;plugin;app;initializationNotice=!1;obsidanURLCache=new Map;purgeInvalidCacheTimer=null;purgeInvalidBackupTimer=null;destroy(){this.isInitializing=!0,this.purgeInvalidCacheTimer&&clearTimeout(this.purgeInvalidCacheTimer),this.purgeInvalidBackupTimer&&clearTimeout(this.purgeInvalidBackupTimer),this.db=null,this.plugin=null,this.app=null,this.obsidanURLCache.clear(),this.obsidanURLCache=null}constructor(e,t,n){this.dbName=e,this.cacheStoreName=t,this.backupStoreName=n,this.db=null,this.isInitializing=!1,this.plugin=null}async initializeDB(e){if(this.plugin=e,this.app=e.app,!this.isInitializing&&null===this.db){this.isInitializing=!0;try{const e=indexedDB.open(this.dbName);if(e.onupgradeneeded=e=>{const t=e.target.result;t.objectStoreNames.contains(this.cacheStoreName)||t.createObjectStore(this.cacheStoreName),t.objectStoreNames.contains(this.backupStoreName)||t.createObjectStore(this.backupStoreName)},this.db=await new Promise(((t,n)=>{e.onsuccess=e=>{const n=e.target.result;t(n)},e.onerror=()=>{n(new Error(`Failed to open or create IndexedDB database: ${this.dbName}`))}})),!this.db.objectStoreNames.contains(this.cacheStoreName)||!this.db.objectStoreNames.contains(this.backupStoreName)){const e=this.db.version+1;this.db.close();const t=indexedDB.open(this.dbName,e);t.onupgradeneeded=e=>{const t=e.target.result;t.objectStoreNames.contains(this.cacheStoreName)||t.createObjectStore(this.cacheStoreName),t.objectStoreNames.contains(this.backupStoreName)||t.createObjectStore(this.backupStoreName)},await new Promise(((e,n)=>{t.onsuccess=()=>{t.result.close(),e()},t.onerror=()=>{n(new Error(`Failed to upgrade IndexedDB database: ${this.dbName}`))}})),this.db=await new Promise(((e,t)=>{const n=indexedDB.open(this.dbName);n.onsuccess=()=>{const t=n.result;e(t)},n.onerror=()=>{t(new Error(`Failed to open IndexedDB database: ${this.dbName}`))}}))}this.purgeInvalidCacheTimer=window.setTimeout((async()=>{this.purgeInvalidCacheTimer=null,this.purgeInvalidCacheFiles()}),6e4),this.purgeInvalidBackupTimer=window.setTimeout((async()=>{this.purgeInvalidBackupTimer=null,this.purgeInvalidBackupFiles()}),12e4)}finally{this.isInitializing=!1,this.initializationNotice&&(new obsidian_module.Notice("Excalidraw Image Cache is Initialized - You may now retry opening your damaged drawing."),this.initializationNotice=!1),console.log("Initialized Excalidraw Image Cache")}}}async purgeInvalidCacheFiles(){return new Promise(((e,t)=>{const n=this.db.transaction(this.cacheStoreName,"readwrite"),r=n.objectStore(this.cacheStoreName),i=this.app.vault.getFiles(),a=[],o=r.openCursor();o.onsuccess=o=>{const s=o.target.result;if(s){const e=s.key,t=e.split("#").length-1<12,n=e.split("#")[0],o=i.some((e=>e.path===n)),l=o?i.find((e=>e.path===n)):null;(t||!l||l&&l.stat.mtime>s.value.mtime||!s.value.blob&&!s.value.svg)&&a.push(new Promise(((t,n)=>{const i=r.delete(s.primaryKey);i.onsuccess=()=>t(),i.onerror=t=>{const r=i.error,a=`Failed to delete file with key: ${e}. Error: ${r.message}`;n(new Error(a))}}))),s.continue()}else Promise.all(a).then((()=>{n.commit(),e()})).catch((e=>t(e)))},o.onerror=()=>{const e=o.error;console.log(e);const n=`Failed to purge invalid files from IndexedDB. Error: ${e.message}`;t(new Error(n))}}))}async purgeInvalidBackupFiles(){const e=this.db.transaction(this.backupStoreName,"readwrite"),t=e.objectStore(this.backupStoreName),n=this.app.vault.getFiles(),r=[],i=t.openCursor();return await new Promise(((a,o)=>{i.onsuccess=i=>{const s=i.target.result;if(s){const e=s.key,i=n.some((t=>t.path===e));i||r.push(new Promise(((n,r)=>{const i=t.delete(s.primaryKey);i.onsuccess=()=>n(),i.onerror=()=>r(new Error(`Failed to delete backup file with key: ${e}`))}))),s.continue()}else Promise.all(r).then((()=>{e.commit(),a()})).catch((e=>o(e)))},i.onerror=()=>{const e=i.error,t=`Failed to purge invalid backup files from IndexedDB. Error: ${e.message}`;console.log(e),o(new Error(t))}}))}getObjectStore(e,t){return this.db.transaction(t,e).objectStore(t)}async getCacheData(e){const t=this.getObjectStore("readonly",this.cacheStoreName).get(e);return await new Promise(((e,n)=>{t.onsuccess=()=>{const n=t.result;e(n||null)},t.onerror=()=>{n(new Error("Failed to retrieve data from IndexedDB."))}}))}async getBackupData(e){const t=this.getObjectStore("readonly",this.backupStoreName).get(e);return new Promise(((e,n)=>{t.onsuccess=()=>{const n=t.result;e(n||null)},t.onerror=()=>{n(new Error("Failed to retrieve backup data from IndexedDB."))}}))}isReady(){return!!this.db&&!this.isInitializing&&!!this.plugin&&this.plugin.settings.allowImageCache}fullyInitialized=!1;async getImageFromCache(e){if(!this.isReady())return null;const t=getKey(e);try{const n=this.fullyInitialized?await this.getCacheData(t):await Promise.race([this.getCacheData(t),new Promise(((e,t)=>setTimeout((()=>{t(void 0)}),100)))]);if(this.fullyInitialized=!0,!n)return;const r=this.app.vault.getAbstractFileByPath(e.filepath.split("#")[0]);if(!(r&&r instanceof obsidian_module.TFile))return;if(n&&n.mtime>=r.stat.mtime){if(hasExcalidrawEmbeddedImagesTreeChanged(r,n.mtime,this.plugin))return;if(n.svg)return convertSVGStringToElement(n.svg);if(this.obsidanURLCache.has(t))return this.obsidanURLCache.get(t);const e=URL.createObjectURL(n.blob);return this.obsidanURLCache.set(t,e),e}return}catch(e){return}}async getBAKFromCache(e){return this.isReady()?this.getBackupData(e):null}addImageToCache(e,t,n){if(!this.isReady())return;const r=this.app.vault.getAbstractFileByPath(e.filepath.split("#")[0]);if(!(r&&r instanceof obsidian_module.TFile))return;let i=null,a=null;n instanceof SVGSVGElement?i=n.outerHTML:a=n;const o={mtime:Date.now(),blob:a,svg:i},s=this.db.transaction(this.cacheStoreName,"readwrite").objectStore(this.cacheStoreName),l=getKey(e);s.put(o,l),Boolean(i)||this.obsidanURLCache.set(l,t)}async addBAKToCache(e,t){this.isReady()&&this.db.transaction(this.backupStoreName,"readwrite").objectStore(this.backupStoreName).put(t,e)}async clearImageCache(){if(this.isReady())return this.clear(this.cacheStoreName,"Image cache was cleared")}async clearBackupCache(){if(this.isReady())return this.clear(this.backupStoreName,"All backups were cleared")}async clear(e,t){if(!this.isReady())return;const n=this.db.transaction([e],"readwrite").objectStore(e);return new Promise(((r,i)=>{const a=n.clear();a.onsuccess=()=>{new obsidian_module.Notice(t),r()},a.onerror=()=>i(new Error(`Failed to clear ${e}.`))}))}}const imageCache=new ImageCache(DB_NAME,CACHE_STORE,"drawingBAK"),markdownRendererRecursionWatcthdog=new Set,IMAGE_MIME_TYPES={svg:"image/svg+xml",png:"image/png",jpg:"image/jpeg",jpeg:"image/jpeg",gif:"image/gif",webp:"image/webp",bmp:"image/bmp",ico:"image/x-icon",avif:"image/avif",jfif:"image/jfif"},replaceSVGColors=(e,t)=>{if(!t)return e;if("string"==typeof e){for(const[n,r]of Object.entries(t)){const t=new RegExp(`fill="${n}"`,"gi");e=e.replaceAll(t,`fill="${r}"`);const i=new RegExp(`fill:${n}`,"gi");e=e.replaceAll(i,`fill:${r}`);const a=new RegExp(`stroke="${n}"`,"gi");e=e.replaceAll(a,`stroke="${r}"`);const o=new RegExp(`stroke:${n}`,"gi");e=e.replaceAll(o,`stroke:${r}`)}return e}const n=e=>{if(e instanceof SVGElement){const n=e.getAttribute("fill")?.toLocaleLowerCase(),r=e.getAttribute("stroke")?.toLocaleLowerCase();n&&t[n]&&e.setAttribute("fill",t[n]),r&&t[r]&&e.setAttribute("stroke",t[r])}for(const t of e.childNodes)n(t)};for(const t of e.childNodes)n(t);return e};class EmbeddedFile{file=null;isSVGwithBitmap=!1;img="";imgInverted="";mtime=0;plugin;mimeType="application/octet-stream";size={height:0,width:0};linkParts;filenameparts;hostPath;attemptCounter=0;isHyperLink=!1;isLocalLink=!1;hyperlink;colorMap=null;constructor(e,t,n,r){if(this.plugin=e,this.resetImage(t,n),this.file&&(this.plugin.isExcalidrawFile(this.file)||"svg"===this.file.extension.toLowerCase()))try{this.colorMap=r?JSON.parse(r.toLocaleLowerCase()):null}catch(e){this.colorMap=null}}resetImage(e,t){return this.imgInverted=this.img="",this.mtime=0,t.startsWith("https://")||t.startsWith("http://")||t.startsWith("ftp://")||t.startsWith("ftps://")?(this.isHyperLink=!0,void(this.hyperlink=t)):t.startsWith("file://")?(this.isLocalLink=!0,void(this.hyperlink=t)):(this.linkParts=getLinkParts(t),this.hostPath=e,void(this.linkParts.path?(this.linkParts.width||(this.linkParts.width=this.plugin.settings.mdSVGwidth),this.linkParts.height||(this.linkParts.height=this.plugin.settings.mdSVGmaxHeight),this.file=this.plugin.app.metadataCache.getFirstLinkpathDest(this.linkParts.path,e),this.file?(this.filenameparts=getEmbeddedFilenameParts(t),this.filenameparts.filepath=this.file.path):0==this.attemptCounter++&&new obsidian_module.Notice(`Excalidraw Warning: could not find image file: ${t}`,5e3)):new obsidian_module.Notice(`Excalidraw Error\nIncorrect embedded filename: ${t}`)))}fileChanged(){return!this.isHyperLink&&!this.isLocalLink&&(this.file||(this.file=this.plugin.app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),this.file)?this.mtime!==this.file.stat.mtime:(this.attemptCounter++,!1))}setImage(e,t,n,r,i){if(this.file||this.isHyperLink||this.isLocalLink){switch(this.fileChanged()&&(this.imgInverted=this.img=""),this.mtime=this.isHyperLink||this.isLocalLink?0:this.file.stat.mtime,this.size=n,this.mimeType=t,r&&i){case!0:this.imgInverted=e;break;case!1:this.img=e}this.isSVGwithBitmap=i}}isLoaded(e){if(!this.isHyperLink&&!this.isLocalLink){if(!this.file&&(this.file=app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),!this.file))return this.attemptCounter++,!0;if(this.fileChanged())return!1}return this.isSVGwithBitmap&&e?""!==this.imgInverted:""!==this.img}getImage(e){return this.file||this.isHyperLink||this.isLocalLink?e&&this.isSVGwithBitmap?this.imgInverted:this.img:""}shouldScale(){return this.isHyperLink||this.isLocalLink||!Boolean(this.linkParts&&this.linkParts.original&&this.linkParts.original.endsWith("|100%"))}}class EmbeddedFilesLoader{pdfDocsMap=new Map;plugin;isDark;terminate=!1;uid;constructor(e,t){this.plugin=e,this.isDark=t,this.uid=nanoid()}emptyPDFDocsMap(){this.pdfDocsMap.forEach((e=>e.destroy())),this.pdfDocsMap.clear()}async getObsidianImage(e,t){const n=await this._getObsidianImage(e,t);return this.emptyPDFDocsMap(),n}async getExcalidrawSVG({isDark:e,file:t,depth:n,inFile:r,hasSVGwithBitmap:i,elements:a=[]}){const o=isMaskFile(this.plugin,t),s=hasExportTheme(this.plugin,t)?getExportTheme(this.plugin,t,"light"):void 0,l={withBackground:!!hasExportBackground(this.plugin,t)&&getWithBackground(this.plugin,t),withTheme:!!s,isMask:o,skipInliningFonts:!1},c=!Boolean(r instanceof EmbeddedFile?r.colorMap:null)&&this.plugin.settings.allowImageCacheInScene&&t&&imageCache.isReady(),d=Boolean(r instanceof EmbeddedFile&&r.filenameparts),T=d?r.filenameparts:null,u={...d?{...T,inlineFonts:!l.skipInliningFonts}:{filepath:t.path,hasBlockref:!1,hasGroupref:!1,hasTaskbone:!1,hasArearef:!1,hasFrameref:!1,hasClippedFrameref:!1,hasSectionref:!1,inlineFonts:!l.skipInliningFonts,blockref:null,sectionref:null,linkpartReference:null,linkpartAlias:null},isDark:e,previewImageType:PreviewImageType.SVG,scale:1,isTransparent:!l.withBackground},Q=c?await imageCache.getImageFromCache(u):void 0,p=Q&&Q instanceof SVGSVGElement?Q:replaceSVGColors(await createSVG(d?T.hasGroupref||T.hasBlockref||T.hasSectionref||T.hasFrameref||T.hasClippedFrameref?T.filepath+T.linkpartReference:t.path:t?.path,!1,d&&T.hasClippedFrameref?{...l,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:l,this,s,null,null,a,this.plugin,n+1,getExportPadding(this.plugin,t)),r instanceof EmbeddedFile?r.colorMap:null),h=p.querySelectorAll("image:not([href^='data:image/svg'])");if(h.length>0&&(i=!0),i&&e&&!Boolean(Q)&&h.forEach((e=>{const t=e.parentElement?.id;p.querySelectorAll(`use[href='#${t}']`).forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))})),!i&&p.getAttribute("hasbitmap")&&(i=!0),c&&!Boolean(Q)&&imageCache.addImageToCache(u,"",p),!p.hasAttribute("width")&&p.hasAttribute("viewBox")){const e=p.getAttr("viewBox").split(" ");Boolean(e[2])&&p.setAttribute("width",e[2]),Boolean(e[3])&&p.setAttribute("height",e[3])}return{dataURL:svgToBase64(p.outerHTML),hasSVGwithBitmap:i}}getLocalPath(e){const t=e.split("file://")[1];return t.startsWith("/")?t.substring(1):t}async _getObsidianImage(e,t){if(!this.plugin||!e)return null;const n=this.plugin.app,r=e instanceof EmbeddedFile&&e.isHyperLink,i=e instanceof EmbeddedFile&&e.isLocalLink,a=e instanceof EmbeddedFile?e.hyperlink:"",o=e instanceof EmbeddedFile?e.file:e;if(o&&markdownRendererRecursionWatcthdog.has(o))return new obsidian_module.Notice(`Loading of ${o.path}. Please check if there is an inifinite loop of one file embedded in the other.`),null;const s=r?null:e instanceof EmbeddedFile?e.linkParts:{original:o.path,path:o.path,isBlockRef:!1,ref:null,width:this.plugin.settings.mdSVGwidth,height:this.plugin.settings.mdSVGmaxHeight,page:null};let l=!1;const c=!r&&!i&&this.plugin.isExcalidrawFile(o),d=!r&&!i&&"pdf"===o.extension.toLowerCase();if(!(r||d||i||IMAGE_TYPES.contains(o.extension)||c||"md"===o.extension))return null;const T=r||d?null:i?await readLocalFileBinary(this.getLocalPath(e.hyperlink)):await n.vault.readBinary(o);let u=null;if(c){const n=await this.getExcalidrawSVG({isDark:this.isDark,file:o,depth:t,inFile:e,hasSVGwithBitmap:l});u=n.dataURL,l=n.hasSVGwithBitmap}const Q=c?u:null,[p,h]=d?await this.pdfToDataURL(o,s):[null,null];let m=d?"image/png":"image/svg+xml";const f=r||i?getURLImageExtension(a):o.extension;c||d||(m=getMimeType(f));let g=r?e instanceof EmbeddedFile?await getDataURLFromURL(e.hyperlink,m):null:Q??p??("svg"===o?.extension?await getSVGData(n,o,e instanceof EmbeddedFile?e.colorMap:null):"md"===o?.extension?null:await getDataURL(T,m));if(!r&&!g&&!i){markdownRendererRecursionWatcthdog.add(o);const e=await this.convertMarkdownToSVG(this.plugin,o,s,t);markdownRendererRecursionWatcthdog.delete(o),g=e.dataURL,l=e.hasSVGwithBitmap}try{const t=d?h:await getImageSize(g);return{mimeType:m,fileId:await generateIdFromFile(r||d?(new TextEncoder).encode(g):T,e instanceof EmbeddedFile?e.filenameparts?.linkpartReference:void 0),dataURL:g,created:r||i?0:o.stat.mtime,hasSVGwithBitmap:l,size:t}}catch(e){return null}}async loadSceneFiles(e,t,n,r=!1,i){if(n>7)return void new obsidian_module.Notice(t$d("INFINITE_LOOP_WARNING")+n.toString(),6e3);const a=e.getFileEntries();let o;void 0===this.isDark&&(this.isDark="dark"===e?.scene?.appState?.theme);const s=[];for(;!this.terminate&&!(o=a.next()).done;){if(i&&!i.has(o.value[0]))continue;const e=o.value[1];if(e.isLoaded(this.isDark)){if(e.isSVGwithBitmap&&(0!==n||r)){const n={mimeType:e.mimeType,id:o.value[0],dataURL:e.getImage(this.isDark),created:e.mtime,size:e.size,hasSVGwithBitmap:e.isSVGwithBitmap,shouldScale:e.shouldScale()};try{t([n],this.isDark,!1)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}}else{const r=await this._getObsidianImage(e,n);if(r){const n={mimeType:r.mimeType,id:o.value[0],dataURL:r.dataURL,created:r.created,size:r.size,hasSVGwithBitmap:r.hasSVGwithBitmap,shouldScale:e.shouldScale()};try{t([n],this.isDark,!1)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}}}let l;const c=e.getEquationEntries();for(;!this.terminate&&!(l=c.next()).done;)if((!i||i.has(l.value[0]))&&!e.getEquation(l.value[0]).isLoaded){const e=l.value[1].latex,t=await tex2dataURL(e);if(t){const e={mimeType:t.mimeType,id:l.value[0],dataURL:t.dataURL,created:t.created,size:t.size,hasSVGwithBitmap:!1,shouldScale:!0};s.push(e)}}if(shouldRenderMermaid()){const t=getMermaidImageElements(e.scene.elements);for(const e of t){if(this.terminate)continue;const t=getMermaidText(e),r=await mermaidToExcalidraw(t,{fontSize:20},!0);if(r)if(r?.files)for(const t in r.files){const n={...r.files[t],id:e.fileId,created:Date.now(),hasSVGwithBitmap:!1,shouldScale:!0,size:await getImageSize(r.files[t].dataURL)};s.push(n)}else if(r?.elements){const t=await this.getExcalidrawSVG({isDark:this.isDark,file:null,depth:n,inFile:null,hasSVGwithBitmap:!1,elements:r.elements});if(t?.dataURL){const n=await getImageSize(t.dataURL),r={mimeType:"image/svg+xml",id:e.fileId,dataURL:t.dataURL,created:Date.now(),hasSVGwithBitmap:t.hasSVGwithBitmap,size:n,shouldScale:!0};s.push(r)}}}}if(this.emptyPDFDocsMap(),!this.terminate)try{t(s,this.isDark,!0)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}async pdfToDataURL(e,t){try{let n=0,r=0;const i=this.pdfDocsMap.get(e.path)??await getPDFDoc(e);this.pdfDocsMap.has(e.path)||this.pdfDocsMap.set(e.path,i);const a=isNaN(t.page)?1:t.page??1,o=this.plugin.settings.pdfScale,s=t.ref.split("rect=")[1]?.split(",").map((e=>parseInt(e))),l=s&&4===s.length&&s.every((e=>!isNaN(e))),c=async e=>{const t=createEl("canvas"),a=t.getContext("2d"),c=await i.getPage(e),d=c.getViewport({scale:o});r=t.height=d.height,n=t.width=d.width;const T={canvasContext:a,background:"rgba(0,0,0,0)",viewport:d};if(await c.render(T).promise,l){const[e,i,a,d]=c.view,T=d-i;n=(s[2]-s[0])*o,r=(s[3]-s[1])*o;const u=l?{left:(s[0]-e)*o,top:(i+T-s[3])*o,width:n,height:r}:void 0;if(u)return cropCanvas(t,u)}return t},d=await c(a);if(d){const e=[`data:image/png;base64,${await new Promise(((e,t)=>{d.toBlob((async t=>{const n=await blobToBase64(t);e(n)}))}))}`,{width:n,height:r}];return d.width=0,d.height=0,e}}catch(e){return console.log(e),[null,null]}}async convertMarkdownToSVG(e,t,n,r){let i=!1;const a=await getTransclusion(n,e.app,t);let o=(a.leadingHashes??"")+a.contents;""===o&&(o="# Empty markdown file\nCTRL+Click here to open the file for editing in the current active pane, or CTRL+SHIFT+Click to open it in an adjacent pane.");const s=e.app.metadataCache.getFileCache(t);let l,c=e.settings.mdFont;switch(s?.frontmatter&&Boolean(s.frontmatter[FRONTMATTER_KEYS.font.name])&&(c=s.frontmatter[FRONTMATTER_KEYS.font.name]),c){case"Virgil":l=await getCSSFontDefinition(1);break;case"Cascadia":l=await getCSSFontDefinition(3);break;case"Assistant":case"Helvetica":l=await getCSSFontDefinition(2);break;case"Excalifont":l=await getCSSFontDefinition(5);break;case"Nunito":l=await getCSSFontDefinition(6);break;case"Lilita One":l=await getCSSFontDefinition(7);break;case"Comic Shanns":l=await getCSSFontDefinition(8);break;case"Liberation Sans":l=await getCSSFontDefinition(9);break;case"":l="";break;default:const n=await getFontDataURL(e.app,c,t.path);l=n.fontDef,c=n.fontName}s?.frontmatter&&null!==s.frontmatter.banner&&(o=o.replace(/banner:\s*.*/,""));const d=s?.frontmatter?s.frontmatter[FRONTMATTER_KEYS["font-color"].name]??e.settings.mdFontColor:e.settings.mdFontColor;let T=s?.frontmatter?s.frontmatter[FRONTMATTER_KEYS["md-css"].name]??"":"",u=!1;if(T&&""!==T){const n=e.app.metadataCache.getFirstLinkpathDest(T,t.path);n&&(T=await e.app.vault.read(n),u=!0)}if(!u)if(e.settings.mdCSS&&""!==e.settings.mdCSS){const n=e.app.metadataCache.getFirstLinkpathDest(e.settings.mdCSS,t.path);T+=n?`\n${await e.app.vault.read(n)}`:DEFAULT_MD_EMBED_CSS}else T+=DEFAULT_MD_EMBED_CSS;const Q=s?.frontmatter?s.frontmatter[FRONTMATTER_KEYS["border-color"].name]??e.settings.mdBorderColor:e.settings.mdBorderColor;Q&&""!==Q&&!T.match(/svg/i)&&(T+=`svg{border:2px solid;color:${Q};transform:scale(.95)}`);let p=` width="${n.width}px" height="100000"`,h=` width="${n.width}px" height="100%"`;const m=(e,t,n)=>`<svg xmlns="http://www.w3.org/2000/svg"${p}>${n?`<style>${n}</style>`:""}<foreignObject x="0" y="0"${h}>${e}${t}</foreignObject>${""!==l?`<defs><style>${l}</style></defs>`:""}</svg>`,f=createDiv();f.setAttribute("xmlns","http://www.w3.org/1999/xhtml"),f.setAttribute("class","excalidraw-md-host"),""!==c&&(f.style.fontFamily=c),f.style.overflow="auto",f.style.display="block",f.style.color=d&&""!==d?d:"initial",await obsidian_module.MarkdownRenderer.render(this.plugin.app,o,f,t.path,this.plugin),f.querySelectorAll(":scope > *[class^='frontmatter']").forEach((e=>f.removeChild(e))),await replaceBlobWithBase64(f);const 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constructYamlNull(){return null}function isNull(e){return null===e}var _null=new type("tag:yaml.org,2002:null",{kind:"scalar",resolve:resolveYamlNull,construct:constructYamlNull,predicate:isNull,represent:{canonical:function(){return"~"},lowercase:function(){return"null"},uppercase:function(){return"NULL"},camelcase:function(){return"Null"},empty:function(){return""}},defaultStyle:"lowercase"});function resolveYamlBoolean(e){if(null===e)return!1;var t=e.length;return 4===t&&("true"===e||"True"===e||"TRUE"===e)||5===t&&("false"===e||"False"===e||"FALSE"===e)}function constructYamlBoolean(e){return"true"===e||"True"===e||"TRUE"===e}function isBoolean(e){return"[object Boolean]"===Object.prototype.toString.call(e)}var bool=new type("tag:yaml.org,2002:bool",{kind:"scalar",resolve:resolveYamlBoolean,construct:constructYamlBoolean,predicate:isBoolean,represent:{lowercase:function(e){return e?"true":"false"},uppercase:function(e){return e?"TRUE":"FALSE"},camelcase:function(e){return e?"True":"False"}},defaultStyle:"lowercase"});function isHexCode(e){return 48<=e&&e<=57||65<=e&&e<=70||97<=e&&e<=102}function isOctCode(e){return 48<=e&&e<=55}function isDecCode(e){return 48<=e&&e<=57}function resolveYamlInteger(e){if(null===e)return!1;var t,n=e.length,r=0,i=!1;if(!n)return!1;if("-"!==(t=e[r])&&"+"!==t||(t=e[++r]),"0"===t){if(r+1===n)return!0;if("b"===(t=e[++r])){for(r++;r<n;r++)if("_"!==(t=e[r])){if("0"!==t&&"1"!==t)return!1;i=!0}return i&&"_"!==t}if("x"===t){for(r++;r<n;r++)if("_"!==(t=e[r])){if(!isHexCode(e.charCodeAt(r)))return!1;i=!0}return i&&"_"!==t}if("o"===t){for(r++;r<n;r++)if("_"!==(t=e[r])){if(!isOctCode(e.charCodeAt(r)))return!1;i=!0}return i&&"_"!==t}}if("_"===t)return!1;for(;r<n;r++)if("_"!==(t=e[r])){if(!isDecCode(e.charCodeAt(r)))return!1;i=!0}return!(!i||"_"===t)}function constructYamlInteger(e){var t,n=e,r=1;if(-1!==n.indexOf("_")&&(n=n.replace(/_/g,"")),"-"!==(t=n[0])&&"+"!==t||("-"===t&&(r=-1),t=(n=n.slice(1))[0]),"0"===n)return 0;if("0"===t){if("b"===n[1])return r*parseInt(n.slice(2),2);if("x"===n[1])return r*parseInt(n.slice(2),16);if("o"===n[1])return r*parseInt(n.slice(2),8)}return r*parseInt(n,10)}function isInteger(e){return"[object Number]"===Object.prototype.toString.call(e)&&e%1==0&&!common.isNegativeZero(e)}var int=new type("tag:yaml.org,2002:int",{kind:"scalar",resolve:resolveYamlInteger,construct:constructYamlInteger,predicate:isInteger,represent:{binary:function(e){return e>=0?"0b"+e.toString(2):"-0b"+e.toString(2).slice(1)},octal:function(e){return e>=0?"0o"+e.toString(8):"-0o"+e.toString(8).slice(1)},decimal:function(e){return e.toString(10)},hexadecimal:function(e){return e>=0?"0x"+e.toString(16).toUpperCase():"-0x"+e.toString(16).toUpperCase().slice(1)}},defaultStyle:"decimal",styleAliases:{binary:[2,"bin"],octal:[8,"oct"],decimal:[10,"dec"],hexadecimal:[16,"hex"]}}),YAML_FLOAT_PATTERN=new RegExp("^(?:[-+]?(?:[0-9][0-9_]*)(?:\\.[0-9_]*)?(?:[eE][-+]?[0-9]+)?|\\.[0-9_]+(?:[eE][-+]?[0-9]+)?|[-+]?\\.(?:inf|Inf|INF)|\\.(?:nan|NaN|NAN))$");function resolveYamlFloat(e){return null!==e&&!(!YAML_FLOAT_PATTERN.test(e)||"_"===e[e.length-1])}function constructYamlFloat(e){var t,n;return n="-"===(t=e.replace(/_/g,"").toLowerCase())[0]?-1:1,"+-".indexOf(t[0])>=0&&(t=t.slice(1)),".inf"===t?1===n?Number.POSITIVE_INFINITY:Number.NEGATIVE_INFINITY:".nan"===t?NaN:n*parseFloat(t,10)}var SCIENTIFIC_WITHOUT_DOT=/^[-+]?[0-9]+e/;function representYamlFloat(e,t){var n;if(isNaN(e))switch(t){case"lowercase":return".nan";case"uppercase":return".NAN";case"camelcase":return".NaN"}else if(Number.POSITIVE_INFINITY===e)switch(t){case"lowercase":return".inf";case"uppercase":return".INF";case"camelcase":return".Inf"}else if(Number.NEGATIVE_INFINITY===e)switch(t){case"lowercase":return"-.inf";case"uppercase":return"-.INF";case"camelcase":return"-.Inf"}else if(common.isNegativeZero(e))return"-0.0";return n=e.toString(10),SCIENTIFIC_WITHOUT_DOT.test(n)?n.replace("e",".e"):n}function isFloat(e){return"[object Number]"===Object.prototype.toString.call(e)&&(e%1!=0||common.isNegativeZero(e))}var float=new type("tag:yaml.org,2002:float",{kind:"scalar",resolve:resolveYamlFloat,construct:constructYamlFloat,predicate:isFloat,represent:representYamlFloat,defaultStyle:"lowercase"}),json=failsafe.extend({implicit:[_null,bool,int,float]}),core=json,YAML_DATE_REGEXP=new RegExp("^([0-9][0-9][0-9][0-9])-([0-9][0-9])-([0-9][0-9])$"),YAML_TIMESTAMP_REGEXP=new RegExp("^([0-9][0-9][0-9][0-9])-([0-9][0-9]?)-([0-9][0-9]?)(?:[Tt]|[ \\t]+)([0-9][0-9]?):([0-9][0-9]):([0-9][0-9])(?:\\.([0-9]*))?(?:[ \\t]*(Z|([-+])([0-9][0-9]?)(?::([0-9][0-9]))?))?$");function resolveYamlTimestamp(e){return null!==e&&(null!==YAML_DATE_REGEXP.exec(e)||null!==YAML_TIMESTAMP_REGEXP.exec(e))}function constructYamlTimestamp(e){var t,n,r,i,a,o,s,l,c=0,d=null;if(null===(t=YAML_DATE_REGEXP.exec(e))&&(t=YAML_TIMESTAMP_REGEXP.exec(e)),null===t)throw new Error("Date resolve error");if(n=+t[1],r=+t[2]-1,i=+t[3],!t[4])return new Date(Date.UTC(n,r,i));if(a=+t[4],o=+t[5],s=+t[6],t[7]){for(c=t[7].slice(0,3);c.length<3;)c+="0";c=+c}return t[9]&&(d=6e4*(60*+t[10]+ +(t[11]||0)),"-"===t[9]&&(d=-d)),l=new Date(Date.UTC(n,r,i,a,o,s,c)),d&&l.setTime(l.getTime()-d),l}function representYamlTimestamp(e){return e.toISOString()}var timestamp=new type("tag:yaml.org,2002:timestamp",{kind:"scalar",resolve:resolveYamlTimestamp,construct:constructYamlTimestamp,instanceOf:Date,represent:representYamlTimestamp});function resolveYamlMerge(e){return"<<"===e||null===e}var merge=new type("tag:yaml.org,2002:merge",{kind:"scalar",resolve:resolveYamlMerge}),BASE64_MAP="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=\n\r";function resolveYamlBinary(e){if(null===e)return!1;var t,n,r=0,i=e.length,a=BASE64_MAP;for(n=0;n<i;n++)if(!((t=a.indexOf(e.charAt(n)))>64)){if(t<0)return!1;r+=6}return r%8==0}function constructYamlBinary(e){var t,n,r=e.replace(/[\r\n=]/g,""),i=r.length,a=BASE64_MAP,o=0,s=[];for(t=0;t<i;t++)t%4==0&&t&&(s.push(o>>16&255),s.push(o>>8&255),s.push(255&o)),o=o<<6|a.indexOf(r.charAt(t));return 0==(n=i%4*6)?(s.push(o>>16&255),s.push(o>>8&255),s.push(255&o)):18===n?(s.push(o>>10&255),s.push(o>>2&255)):12===n&&s.push(o>>4&255),new Uint8Array(s)}function representYamlBinary(e){var t,n,r="",i=0,a=e.length,o=BASE64_MAP;for(t=0;t<a;t++)t%3==0&&t&&(r+=o[i>>18&63],r+=o[i>>12&63],r+=o[i>>6&63],r+=o[63&i]),i=(i<<8)+e[t];return 0==(n=a%3)?(r+=o[i>>18&63],r+=o[i>>12&63],r+=o[i>>6&63],r+=o[63&i]):2===n?(r+=o[i>>10&63],r+=o[i>>4&63],r+=o[i<<2&63],r+=o[64]):1===n&&(r+=o[i>>2&63],r+=o[i<<4&63],r+=o[64],r+=o[64]),r}function isBinary(e){return"[object Uint8Array]"===Object.prototype.toString.call(e)}var binary=new type("tag:yaml.org,2002:binary",{kind:"scalar",resolve:resolveYamlBinary,construct:constructYamlBinary,predicate:isBinary,represent:representYamlBinary}),_hasOwnProperty$3=Object.prototype.hasOwnProperty,_toString$2=Object.prototype.toString;function resolveYamlOmap(e){if(null===e)return!0;var t,n,r,i,a,o=[],s=e;for(t=0,n=s.length;t<n;t+=1){if(r=s[t],a=!1,"[object Object]"!==_toString$2.call(r))return!1;for(i in r)if(_hasOwnProperty$3.call(r,i)){if(a)return!1;a=!0}if(!a)return!1;if(-1!==o.indexOf(i))return!1;o.push(i)}return!0}function constructYamlOmap(e){return null!==e?e:[]}var omap=new type("tag:yaml.org,2002:omap",{kind:"sequence",resolve:resolveYamlOmap,construct:constructYamlOmap}),_toString$1=Object.prototype.toString;function resolveYamlPairs(e){if(null===e)return!0;var t,n,r,i,a,o=e;for(a=new Array(o.length),t=0,n=o.length;t<n;t+=1){if(r=o[t],"[object Object]"!==_toString$1.call(r))return!1;if(1!==(i=Object.keys(r)).length)return!1;a[t]=[i[0],r[i[0]]]}return!0}function constructYamlPairs(e){if(null===e)return[];var t,n,r,i,a,o=e;for(a=new Array(o.length),t=0,n=o.length;t<n;t+=1)r=o[t],i=Object.keys(r),a[t]=[i[0],r[i[0]]];return a}var pairs=new type("tag:yaml.org,2002:pairs",{kind:"sequence",resolve:resolveYamlPairs,construct:constructYamlPairs}),_hasOwnProperty$2=Object.prototype.hasOwnProperty;function resolveYamlSet(e){if(null===e)return!0;var t,n=e;for(t in n)if(_hasOwnProperty$2.call(n,t)&&null!==n[t])return!1;return!0}function constructYamlSet(e){return null!==e?e:{}}var set=new type("tag:yaml.org,2002:set",{kind:"mapping",resolve:resolveYamlSet,construct:constructYamlSet}),_default=core.extend({implicit:[timestamp,merge],explicit:[binary,omap,pairs,set]}),_hasOwnProperty$1=Object.prototype.hasOwnProperty,CONTEXT_FLOW_IN=1,CONTEXT_FLOW_OUT=2,CONTEXT_BLOCK_IN=3,CONTEXT_BLOCK_OUT=4,CHOMPING_CLIP=1,CHOMPING_STRIP=2,CHOMPING_KEEP=3,PATTERN_NON_PRINTABLE=/[\x00-\x08\x0B\x0C\x0E-\x1F\x7F-\x84\x86-\x9F\uFFFE\uFFFF]|[\uD800-\uDBFF](?![\uDC00-\uDFFF])|(?:[^\uD800-\uDBFF]|^)[\uDC00-\uDFFF]/,PATTERN_NON_ASCII_LINE_BREAKS=/[\x85\u2028\u2029]/,PATTERN_FLOW_INDICATORS=/[,\[\]\{\}]/,PATTERN_TAG_HANDLE=/^(?:!|!!|![a-z\-]+!)$/i,PATTERN_TAG_URI=/^(?:!|[^,\[\]\{\}])(?:%[0-9a-f]{2}|[0-9a-z\-#;\/\?:@&=\+\$,_\.!~\*'\(\)\[\]])*$/i;function _class(e){return Object.prototype.toString.call(e)}function is_EOL(e){return 10===e||13===e}function is_WHITE_SPACE(e){return 9===e||32===e}function is_WS_OR_EOL(e){return 9===e||32===e||10===e||13===e}function is_FLOW_INDICATOR(e){return 44===e||91===e||93===e||123===e||125===e}function fromHexCode(e){var t;return 48<=e&&e<=57?e-48:97<=(t=32|e)&&t<=102?t-97+10:-1}function escapedHexLen(e){return 120===e?2:117===e?4:85===e?8:0}function fromDecimalCode(e){return 48<=e&&e<=57?e-48:-1}function simpleEscapeSequence(e){return 48===e?"\0":97===e?"":98===e?"\b":116===e||9===e?"\t":110===e?"\n":118===e?"\v":102===e?"\f":114===e?"\r":101===e?"":32===e?" ":34===e?'"':47===e?"/":92===e?"\\":78===e?"…":95===e?" ":76===e?"\u2028":80===e?"\u2029":""}function charFromCodepoint(e){return e<=65535?String.fromCharCode(e):String.fromCharCode(55296+(e-65536>>10),56320+(e-65536&1023))}for(var simpleEscapeCheck=new Array(256),simpleEscapeMap=new Array(256),i$b=0;i$b<256;i$b++)simpleEscapeCheck[i$b]=simpleEscapeSequence(i$b)?1:0,simpleEscapeMap[i$b]=simpleEscapeSequence(i$b);function State$1(e,t){this.input=e,this.filename=t.filename||null,this.schema=t.schema||_default,this.onWarning=t.onWarning||null,this.legacy=t.legacy||!1,this.json=t.json||!1,this.listener=t.listener||null,this.implicitTypes=this.schema.compiledImplicit,this.typeMap=this.schema.compiledTypeMap,this.length=e.length,this.position=0,this.line=0,this.lineStart=0,this.lineIndent=0,this.firstTabInLine=-1,this.documents=[]}function generateError(e,t){var n={name:e.filename,buffer:e.input.slice(0,-1),position:e.position,line:e.line,column:e.position-e.lineStart};return n.snippet=snippet(n),new exception(t,n)}function throwError(e,t){throw generateError(e,t)}function throwWarning(e,t){e.onWarning&&e.onWarning.call(null,generateError(e,t))}var directiveHandlers={YAML:function(e,t,n){var r,i,a;null!==e.version&&throwError(e,"duplication of %YAML directive"),1!==n.length&&throwError(e,"YAML directive accepts exactly one argument"),null===(r=/^([0-9]+)\.([0-9]+)$/.exec(n[0]))&&throwError(e,"ill-formed argument of the YAML directive"),i=parseInt(r[1],10),a=parseInt(r[2],10),1!==i&&throwError(e,"unacceptable YAML version of the document"),e.version=n[0],e.checkLineBreaks=a<2,1!==a&&2!==a&&throwWarning(e,"unsupported YAML version of the document")},TAG:function(e,t,n){var r,i;2!==n.length&&throwError(e,"TAG directive accepts exactly two arguments"),r=n[0],i=n[1],PATTERN_TAG_HANDLE.test(r)||throwError(e,"ill-formed tag handle (first argument) of the TAG directive"),_hasOwnProperty$1.call(e.tagMap,r)&&throwError(e,'there is a previously declared suffix for "'+r+'" tag handle'),PATTERN_TAG_URI.test(i)||throwError(e,"ill-formed tag prefix (second argument) of the TAG directive");try{i=decodeURIComponent(i)}catch(t){throwError(e,"tag prefix is malformed: "+i)}e.tagMap[r]=i}};function captureSegment(e,t,n,r){var i,a,o,s;if(t<n){if(s=e.input.slice(t,n),r)for(i=0,a=s.length;i<a;i+=1)9===(o=s.charCodeAt(i))||32<=o&&o<=1114111||throwError(e,"expected valid JSON character");else PATTERN_NON_PRINTABLE.test(s)&&throwError(e,"the stream contains non-printable characters");e.result+=s}}function mergeMappings(e,t,n,r){var i,a,o,s;for(common.isObject(n)||throwError(e,"cannot merge mappings; the provided source object is unacceptable"),o=0,s=(i=Object.keys(n)).length;o<s;o+=1)a=i[o],_hasOwnProperty$1.call(t,a)||(t[a]=n[a],r[a]=!0)}function storeMappingPair(e,t,n,r,i,a,o,s,l){var c,d;if(Array.isArray(i))for(c=0,d=(i=Array.prototype.slice.call(i)).length;c<d;c+=1)Array.isArray(i[c])&&throwError(e,"nested arrays are not supported inside keys"),"object"==typeof i&&"[object Object]"===_class(i[c])&&(i[c]="[object Object]");if("object"==typeof i&&"[object Object]"===_class(i)&&(i="[object Object]"),i=String(i),null===t&&(t={}),"tag:yaml.org,2002:merge"===r)if(Array.isArray(a))for(c=0,d=a.length;c<d;c+=1)mergeMappings(e,t,a[c],n);else mergeMappings(e,t,a,n);else e.json||_hasOwnProperty$1.call(n,i)||!_hasOwnProperty$1.call(t,i)||(e.line=o||e.line,e.lineStart=s||e.lineStart,e.position=l||e.position,throwError(e,"duplicated mapping key")),"__proto__"===i?Object.defineProperty(t,i,{configurable:!0,enumerable:!0,writable:!0,value:a}):t[i]=a,delete n[i];return t}function readLineBreak(e){var t;10===(t=e.input.charCodeAt(e.position))?e.position++:13===t?(e.position++,10===e.input.charCodeAt(e.position)&&e.position++):throwError(e,"a line break is expected"),e.line+=1,e.lineStart=e.position,e.firstTabInLine=-1}function skipSeparationSpace(e,t,n){for(var r=0,i=e.input.charCodeAt(e.position);0!==i;){for(;is_WHITE_SPACE(i);)9===i&&-1===e.firstTabInLine&&(e.firstTabInLine=e.position),i=e.input.charCodeAt(++e.position);if(t&&35===i)do{i=e.input.charCodeAt(++e.position)}while(10!==i&&13!==i&&0!==i);if(!is_EOL(i))break;for(readLineBreak(e),i=e.input.charCodeAt(e.position),r++,e.lineIndent=0;32===i;)e.lineIndent++,i=e.input.charCodeAt(++e.position)}return-1!==n&&0!==r&&e.lineIndent<n&&throwWarning(e,"deficient indentation"),r}function testDocumentSeparator(e){var t,n=e.position;return!(45!==(t=e.input.charCodeAt(n))&&46!==t||t!==e.input.charCodeAt(n+1)||t!==e.input.charCodeAt(n+2)||(n+=3,0!==(t=e.input.charCodeAt(n))&&!is_WS_OR_EOL(t)))}function writeFoldedLines(e,t){1===t?e.result+=" ":t>1&&(e.result+=common.repeat("\n",t-1))}function readPlainScalar(e,t,n){var r,i,a,o,s,l,c,d,T=e.kind,u=e.result;if(is_WS_OR_EOL(d=e.input.charCodeAt(e.position))||is_FLOW_INDICATOR(d)||35===d||38===d||42===d||33===d||124===d||62===d||39===d||34===d||37===d||64===d||96===d)return!1;if((63===d||45===d)&&(is_WS_OR_EOL(r=e.input.charCodeAt(e.position+1))||n&&is_FLOW_INDICATOR(r)))return!1;for(e.kind="scalar",e.result="",i=a=e.position,o=!1;0!==d;){if(58===d){if(is_WS_OR_EOL(r=e.input.charCodeAt(e.position+1))||n&&is_FLOW_INDICATOR(r))break}else if(35===d){if(is_WS_OR_EOL(e.input.charCodeAt(e.position-1)))break}else{if(e.position===e.lineStart&&testDocumentSeparator(e)||n&&is_FLOW_INDICATOR(d))break;if(is_EOL(d)){if(s=e.line,l=e.lineStart,c=e.lineIndent,skipSeparationSpace(e,!1,-1),e.lineIndent>=t){o=!0,d=e.input.charCodeAt(e.position);continue}e.position=a,e.line=s,e.lineStart=l,e.lineIndent=c;break}}o&&(captureSegment(e,i,a,!1),writeFoldedLines(e,e.line-s),i=a=e.position,o=!1),is_WHITE_SPACE(d)||(a=e.position+1),d=e.input.charCodeAt(++e.position)}return captureSegment(e,i,a,!1),!!e.result||(e.kind=T,e.result=u,!1)}function readSingleQuotedScalar(e,t){var n,r,i;if(39!==(n=e.input.charCodeAt(e.position)))return!1;for(e.kind="scalar",e.result="",e.position++,r=i=e.position;0!==(n=e.input.charCodeAt(e.position));)if(39===n){if(captureSegment(e,r,e.position,!0),39!==(n=e.input.charCodeAt(++e.position)))return!0;r=e.position,e.position++,i=e.position}else is_EOL(n)?(captureSegment(e,r,i,!0),writeFoldedLines(e,skipSeparationSpace(e,!1,t)),r=i=e.position):e.position===e.lineStart&&testDocumentSeparator(e)?throwError(e,"unexpected end of the document within a single quoted scalar"):(e.position++,i=e.position);throwError(e,"unexpected end of the stream within a single quoted scalar")}function readDoubleQuotedScalar(e,t){var n,r,i,a,o,s;if(34!==(s=e.input.charCodeAt(e.position)))return!1;for(e.kind="scalar",e.result="",e.position++,n=r=e.position;0!==(s=e.input.charCodeAt(e.position));){if(34===s)return captureSegment(e,n,e.position,!0),e.position++,!0;if(92===s){if(captureSegment(e,n,e.position,!0),is_EOL(s=e.input.charCodeAt(++e.position)))skipSeparationSpace(e,!1,t);else if(s<256&&simpleEscapeCheck[s])e.result+=simpleEscapeMap[s],e.position++;else if((o=escapedHexLen(s))>0){for(i=o,a=0;i>0;i--)(o=fromHexCode(s=e.input.charCodeAt(++e.position)))>=0?a=(a<<4)+o:throwError(e,"expected hexadecimal character");e.result+=charFromCodepoint(a),e.position++}else throwError(e,"unknown escape sequence");n=r=e.position}else is_EOL(s)?(captureSegment(e,n,r,!0),writeFoldedLines(e,skipSeparationSpace(e,!1,t)),n=r=e.position):e.position===e.lineStart&&testDocumentSeparator(e)?throwError(e,"unexpected end of the document within a double quoted scalar"):(e.position++,r=e.position)}throwError(e,"unexpected end of the stream within a double quoted scalar")}function readFlowCollection(e,t){var n,r,i,a,o,s,l,c,d,T,u,Q,p=!0,h=e.tag,m=e.anchor,f=Object.create(null);if(91===(Q=e.input.charCodeAt(e.position)))o=93,c=!1,a=[];else{if(123!==Q)return!1;o=125,c=!0,a={}}for(null!==e.anchor&&(e.anchorMap[e.anchor]=a),Q=e.input.charCodeAt(++e.position);0!==Q;){if(skipSeparationSpace(e,!0,t),(Q=e.input.charCodeAt(e.position))===o)return e.position++,e.tag=h,e.anchor=m,e.kind=c?"mapping":"sequence",e.result=a,!0;p?44===Q&&throwError(e,"expected the node content, but found ','"):throwError(e,"missed comma between flow collection entries"),u=null,s=l=!1,63===Q&&is_WS_OR_EOL(e.input.charCodeAt(e.position+1))&&(s=l=!0,e.position++,skipSeparationSpace(e,!0,t)),n=e.line,r=e.lineStart,i=e.position,composeNode(e,t,CONTEXT_FLOW_IN,!1,!0),T=e.tag,d=e.result,skipSeparationSpace(e,!0,t),Q=e.input.charCodeAt(e.position),!l&&e.line!==n||58!==Q||(s=!0,Q=e.input.charCodeAt(++e.position),skipSeparationSpace(e,!0,t),composeNode(e,t,CONTEXT_FLOW_IN,!1,!0),u=e.result),c?storeMappingPair(e,a,f,T,d,u,n,r,i):s?a.push(storeMappingPair(e,null,f,T,d,u,n,r,i)):a.push(d),skipSeparationSpace(e,!0,t),44===(Q=e.input.charCodeAt(e.position))?(p=!0,Q=e.input.charCodeAt(++e.position)):p=!1}throwError(e,"unexpected end of the stream within a flow collection")}function readBlockScalar(e,t){var n,r,i,a,o=CHOMPING_CLIP,s=!1,l=!1,c=t,d=0,T=!1;if(124===(a=e.input.charCodeAt(e.position)))r=!1;else{if(62!==a)return!1;r=!0}for(e.kind="scalar",e.result="";0!==a;)if(43===(a=e.input.charCodeAt(++e.position))||45===a)CHOMPING_CLIP===o?o=43===a?CHOMPING_KEEP:CHOMPING_STRIP:throwError(e,"repeat of a chomping mode identifier");else{if(!((i=fromDecimalCode(a))>=0))break;0===i?throwError(e,"bad explicit indentation width of a block scalar; it cannot be less than one"):l?throwError(e,"repeat of an indentation width identifier"):(c=t+i-1,l=!0)}if(is_WHITE_SPACE(a)){do{a=e.input.charCodeAt(++e.position)}while(is_WHITE_SPACE(a));if(35===a)do{a=e.input.charCodeAt(++e.position)}while(!is_EOL(a)&&0!==a)}for(;0!==a;){for(readLineBreak(e),e.lineIndent=0,a=e.input.charCodeAt(e.position);(!l||e.lineIndent<c)&&32===a;)e.lineIndent++,a=e.input.charCodeAt(++e.position);if(!l&&e.lineIndent>c&&(c=e.lineIndent),is_EOL(a))d++;else{if(e.lineIndent<c){o===CHOMPING_KEEP?e.result+=common.repeat("\n",s?1+d:d):o===CHOMPING_CLIP&&s&&(e.result+="\n");break}for(r?is_WHITE_SPACE(a)?(T=!0,e.result+=common.repeat("\n",s?1+d:d)):T?(T=!1,e.result+=common.repeat("\n",d+1)):0===d?s&&(e.result+=" "):e.result+=common.repeat("\n",d):e.result+=common.repeat("\n",s?1+d:d),s=!0,l=!0,d=0,n=e.position;!is_EOL(a)&&0!==a;)a=e.input.charCodeAt(++e.position);captureSegment(e,n,e.position,!1)}}return!0}function readBlockSequence(e,t){var n,r,i=e.tag,a=e.anchor,o=[],s=!1;if(-1!==e.firstTabInLine)return!1;for(null!==e.anchor&&(e.anchorMap[e.anchor]=o),r=e.input.charCodeAt(e.position);0!==r&&(-1!==e.firstTabInLine&&(e.position=e.firstTabInLine,throwError(e,"tab characters must not be used in indentation")),45===r)&&is_WS_OR_EOL(e.input.charCodeAt(e.position+1));)if(s=!0,e.position++,skipSeparationSpace(e,!0,-1)&&e.lineIndent<=t)o.push(null),r=e.input.charCodeAt(e.position);else if(n=e.line,composeNode(e,t,CONTEXT_BLOCK_IN,!1,!0),o.push(e.result),skipSeparationSpace(e,!0,-1),r=e.input.charCodeAt(e.position),(e.line===n||e.lineIndent>t)&&0!==r)throwError(e,"bad indentation of a sequence entry");else if(e.lineIndent<t)break;return!!s&&(e.tag=i,e.anchor=a,e.kind="sequence",e.result=o,!0)}function readBlockMapping(e,t,n){var r,i,a,o,s,l,c,d=e.tag,T=e.anchor,u={},Q=Object.create(null),p=null,h=null,m=null,f=!1,g=!1;if(-1!==e.firstTabInLine)return!1;for(null!==e.anchor&&(e.anchorMap[e.anchor]=u),c=e.input.charCodeAt(e.position);0!==c;){if(f||-1===e.firstTabInLine||(e.position=e.firstTabInLine,throwError(e,"tab characters must not be used in indentation")),r=e.input.charCodeAt(e.position+1),a=e.line,63!==c&&58!==c||!is_WS_OR_EOL(r)){if(o=e.line,s=e.lineStart,l=e.position,!composeNode(e,n,CONTEXT_FLOW_OUT,!1,!0))break;if(e.line===a){for(c=e.input.charCodeAt(e.position);is_WHITE_SPACE(c);)c=e.input.charCodeAt(++e.position);if(58===c)is_WS_OR_EOL(c=e.input.charCodeAt(++e.position))||throwError(e,"a whitespace character is expected after the key-value separator within a block mapping"),f&&(storeMappingPair(e,u,Q,p,h,null,o,s,l),p=h=m=null),g=!0,f=!1,i=!1,p=e.tag,h=e.result;else{if(!g)return e.tag=d,e.anchor=T,!0;throwError(e,"can not read an implicit mapping pair; a colon is missed")}}else{if(!g)return e.tag=d,e.anchor=T,!0;throwError(e,"can not read a block mapping entry; a multiline key may not be an implicit key")}}else 63===c?(f&&(storeMappingPair(e,u,Q,p,h,null,o,s,l),p=h=m=null),g=!0,f=!0,i=!0):f?(f=!1,i=!0):throwError(e,"incomplete explicit mapping pair; a key node is missed; or followed by a non-tabulated empty line"),e.position+=1,c=r;if((e.line===a||e.lineIndent>t)&&(f&&(o=e.line,s=e.lineStart,l=e.position),composeNode(e,t,CONTEXT_BLOCK_OUT,!0,i)&&(f?h=e.result:m=e.result),f||(storeMappingPair(e,u,Q,p,h,m,o,s,l),p=h=m=null),skipSeparationSpace(e,!0,-1),c=e.input.charCodeAt(e.position)),(e.line===a||e.lineIndent>t)&&0!==c)throwError(e,"bad indentation of a mapping entry");else if(e.lineIndent<t)break}return f&&storeMappingPair(e,u,Q,p,h,null,o,s,l),g&&(e.tag=d,e.anchor=T,e.kind="mapping",e.result=u),g}function readTagProperty(e){var t,n,r,i,a=!1,o=!1;if(33!==(i=e.input.charCodeAt(e.position)))return!1;if(null!==e.tag&&throwError(e,"duplication of a tag property"),60===(i=e.input.charCodeAt(++e.position))?(a=!0,i=e.input.charCodeAt(++e.position)):33===i?(o=!0,n="!!",i=e.input.charCodeAt(++e.position)):n="!",t=e.position,a){do{i=e.input.charCodeAt(++e.position)}while(0!==i&&62!==i);e.position<e.length?(r=e.input.slice(t,e.position),i=e.input.charCodeAt(++e.position)):throwError(e,"unexpected end of the stream within a verbatim tag")}else{for(;0!==i&&!is_WS_OR_EOL(i);)33===i&&(o?throwError(e,"tag suffix cannot contain exclamation marks"):(n=e.input.slice(t-1,e.position+1),PATTERN_TAG_HANDLE.test(n)||throwError(e,"named tag handle cannot contain such characters"),o=!0,t=e.position+1)),i=e.input.charCodeAt(++e.position);r=e.input.slice(t,e.position),PATTERN_FLOW_INDICATORS.test(r)&&throwError(e,"tag suffix cannot contain flow indicator characters")}r&&!PATTERN_TAG_URI.test(r)&&throwError(e,"tag name cannot contain such characters: "+r);try{r=decodeURIComponent(r)}catch(t){throwError(e,"tag name is malformed: "+r)}return a?e.tag=r:_hasOwnProperty$1.call(e.tagMap,n)?e.tag=e.tagMap[n]+r:"!"===n?e.tag="!"+r:"!!"===n?e.tag="tag:yaml.org,2002:"+r:throwError(e,'undeclared tag handle "'+n+'"'),!0}function readAnchorProperty(e){var t,n;if(38!==(n=e.input.charCodeAt(e.position)))return!1;for(null!==e.anchor&&throwError(e,"duplication of an anchor property"),n=e.input.charCodeAt(++e.position),t=e.position;0!==n&&!is_WS_OR_EOL(n)&&!is_FLOW_INDICATOR(n);)n=e.input.charCodeAt(++e.position);return e.position===t&&throwError(e,"name of an anchor node must contain at least one character"),e.anchor=e.input.slice(t,e.position),!0}function readAlias(e){var t,n,r;if(42!==(r=e.input.charCodeAt(e.position)))return!1;for(r=e.input.charCodeAt(++e.position),t=e.position;0!==r&&!is_WS_OR_EOL(r)&&!is_FLOW_INDICATOR(r);)r=e.input.charCodeAt(++e.position);return e.position===t&&throwError(e,"name of an alias node must contain at least one character"),n=e.input.slice(t,e.position),_hasOwnProperty$1.call(e.anchorMap,n)||throwError(e,'unidentified alias "'+n+'"'),e.result=e.anchorMap[n],skipSeparationSpace(e,!0,-1),!0}function composeNode(e,t,n,r,i){var a,o,s,l,c,d,T,u,Q,p=1,h=!1,m=!1;if(null!==e.listener&&e.listener("open",e),e.tag=null,e.anchor=null,e.kind=null,e.result=null,a=o=s=CONTEXT_BLOCK_OUT===n||CONTEXT_BLOCK_IN===n,r&&skipSeparationSpace(e,!0,-1)&&(h=!0,e.lineIndent>t?p=1:e.lineIndent===t?p=0:e.lineIndent<t&&(p=-1)),1===p)for(;readTagProperty(e)||readAnchorProperty(e);)skipSeparationSpace(e,!0,-1)?(h=!0,s=a,e.lineIndent>t?p=1:e.lineIndent===t?p=0:e.lineIndent<t&&(p=-1)):s=!1;if(s&&(s=h||i),1!==p&&CONTEXT_BLOCK_OUT!==n||(u=CONTEXT_FLOW_IN===n||CONTEXT_FLOW_OUT===n?t:t+1,Q=e.position-e.lineStart,1===p?s&&(readBlockSequence(e,Q)||readBlockMapping(e,Q,u))||readFlowCollection(e,u)?m=!0:(o&&readBlockScalar(e,u)||readSingleQuotedScalar(e,u)||readDoubleQuotedScalar(e,u)?m=!0:readAlias(e)?(m=!0,null===e.tag&&null===e.anchor||throwError(e,"alias node should not have any properties")):readPlainScalar(e,u,CONTEXT_FLOW_IN===n)&&(m=!0,null===e.tag&&(e.tag="?")),null!==e.anchor&&(e.anchorMap[e.anchor]=e.result)):0===p&&(m=s&&readBlockSequence(e,Q))),null===e.tag)null!==e.anchor&&(e.anchorMap[e.anchor]=e.result);else if("?"===e.tag){for(null!==e.result&&"scalar"!==e.kind&&throwError(e,'unacceptable node kind for !<?> tag; it should be "scalar", not "'+e.kind+'"'),l=0,c=e.implicitTypes.length;l<c;l+=1)if((T=e.implicitTypes[l]).resolve(e.result)){e.result=T.construct(e.result),e.tag=T.tag,null!==e.anchor&&(e.anchorMap[e.anchor]=e.result);break}}else if("!"!==e.tag){if(_hasOwnProperty$1.call(e.typeMap[e.kind||"fallback"],e.tag))T=e.typeMap[e.kind||"fallback"][e.tag];else for(T=null,l=0,c=(d=e.typeMap.multi[e.kind||"fallback"]).length;l<c;l+=1)if(e.tag.slice(0,d[l].tag.length)===d[l].tag){T=d[l];break}T||throwError(e,"unknown tag !<"+e.tag+">"),null!==e.result&&T.kind!==e.kind&&throwError(e,"unacceptable node kind for !<"+e.tag+'> tag; it should be "'+T.kind+'", not "'+e.kind+'"'),T.resolve(e.result,e.tag)?(e.result=T.construct(e.result,e.tag),null!==e.anchor&&(e.anchorMap[e.anchor]=e.result)):throwError(e,"cannot resolve a node with !<"+e.tag+"> explicit tag")}return null!==e.listener&&e.listener("close",e),null!==e.tag||null!==e.anchor||m}function readDocument(e){var t,n,r,i,a=e.position,o=!1;for(e.version=null,e.checkLineBreaks=e.legacy,e.tagMap=Object.create(null),e.anchorMap=Object.create(null);0!==(i=e.input.charCodeAt(e.position))&&(skipSeparationSpace(e,!0,-1),i=e.input.charCodeAt(e.position),!(e.lineIndent>0||37!==i));){for(o=!0,i=e.input.charCodeAt(++e.position),t=e.position;0!==i&&!is_WS_OR_EOL(i);)i=e.input.charCodeAt(++e.position);for(r=[],(n=e.input.slice(t,e.position)).length<1&&throwError(e,"directive name must not be less than one character in length");0!==i;){for(;is_WHITE_SPACE(i);)i=e.input.charCodeAt(++e.position);if(35===i){do{i=e.input.charCodeAt(++e.position)}while(0!==i&&!is_EOL(i));break}if(is_EOL(i))break;for(t=e.position;0!==i&&!is_WS_OR_EOL(i);)i=e.input.charCodeAt(++e.position);r.push(e.input.slice(t,e.position))}0!==i&&readLineBreak(e),_hasOwnProperty$1.call(directiveHandlers,n)?directiveHandlers[n](e,n,r):throwWarning(e,'unknown document directive "'+n+'"')}skipSeparationSpace(e,!0,-1),0===e.lineIndent&&45===e.input.charCodeAt(e.position)&&45===e.input.charCodeAt(e.position+1)&&45===e.input.charCodeAt(e.position+2)?(e.position+=3,skipSeparationSpace(e,!0,-1)):o&&throwError(e,"directives end mark is expected"),composeNode(e,e.lineIndent-1,CONTEXT_BLOCK_OUT,!1,!0),skipSeparationSpace(e,!0,-1),e.checkLineBreaks&&PATTERN_NON_ASCII_LINE_BREAKS.test(e.input.slice(a,e.position))&&throwWarning(e,"non-ASCII line breaks are interpreted as content"),e.documents.push(e.result),e.position===e.lineStart&&testDocumentSeparator(e)?46===e.input.charCodeAt(e.position)&&(e.position+=3,skipSeparationSpace(e,!0,-1)):e.position<e.length-1&&throwError(e,"end of the stream or a document separator is expected")}function loadDocuments(e,t){t=t||{},0!==(e=String(e)).length&&(10!==e.charCodeAt(e.length-1)&&13!==e.charCodeAt(e.length-1)&&(e+="\n"),65279===e.charCodeAt(0)&&(e=e.slice(1)));var n=new State$1(e,t),r=e.indexOf("\0");for(-1!==r&&(n.position=r,throwError(n,"null byte is not allowed in input")),n.input+="\0";32===n.input.charCodeAt(n.position);)n.lineIndent+=1,n.position+=1;for(;n.position<n.length-1;)readDocument(n);return n.documents}function loadAll$1(e,t,n){null!==t&&"object"==typeof t&&void 0===n&&(n=t,t=null);var r=loadDocuments(e,n);if("function"!=typeof t)return r;for(var i=0,a=r.length;i<a;i+=1)t(r[i])}function load$1(e,t){var n=loadDocuments(e,t);if(0!==n.length){if(1===n.length)return n[0];throw new exception("expected a single document in the stream, but found more")}}var loadAll_1=loadAll$1,load_1=load$1,loader={loadAll:loadAll_1,load:load_1},_toString=Object.prototype.toString,_hasOwnProperty=Object.prototype.hasOwnProperty,CHAR_BOM=65279,CHAR_TAB=9,CHAR_LINE_FEED=10,CHAR_CARRIAGE_RETURN=13,CHAR_SPACE=32,CHAR_EXCLAMATION=33,CHAR_DOUBLE_QUOTE=34,CHAR_SHARP=35,CHAR_PERCENT=37,CHAR_AMPERSAND=38,CHAR_SINGLE_QUOTE=39,CHAR_ASTERISK=42,CHAR_COMMA=44,CHAR_MINUS=45,CHAR_COLON=58,CHAR_EQUALS=61,CHAR_GREATER_THAN=62,CHAR_QUESTION=63,CHAR_COMMERCIAL_AT=64,CHAR_LEFT_SQUARE_BRACKET=91,CHAR_RIGHT_SQUARE_BRACKET=93,CHAR_GRAVE_ACCENT=96,CHAR_LEFT_CURLY_BRACKET=123,CHAR_VERTICAL_LINE=124,CHAR_RIGHT_CURLY_BRACKET=125,ESCAPE_SEQUENCES={0:"\\0",7:"\\a",8:"\\b",9:"\\t",10:"\\n",11:"\\v",12:"\\f",13:"\\r",27:"\\e",34:'\\"',92:"\\\\",133:"\\N",160:"\\_",8232:"\\L",8233:"\\P"},DEPRECATED_BOOLEANS_SYNTAX=["y","Y","yes","Yes","YES","on","On","ON","n","N","no","No","NO","off","Off","OFF"],DEPRECATED_BASE60_SYNTAX=/^[-+]?[0-9_]+(?::[0-9_]+)+(?:\.[0-9_]*)?$/;function compileStyleMap(e,t){var n,r,i,a,o,s,l;if(null===t)return{};for(n={},i=0,a=(r=Object.keys(t)).length;i<a;i+=1)o=r[i],s=String(t[o]),"!!"===o.slice(0,2)&&(o="tag:yaml.org,2002:"+o.slice(2)),(l=e.compiledTypeMap.fallback[o])&&_hasOwnProperty.call(l.styleAliases,s)&&(s=l.styleAliases[s]),n[o]=s;return n}function encodeHex(e){var t,n,r;if(t=e.toString(16).toUpperCase(),e<=255)n="x",r=2;else if(e<=65535)n="u",r=4;else{if(!(e<=4294967295))throw new exception("code point within a string may not be greater than 0xFFFFFFFF");n="U",r=8}return"\\"+n+common.repeat("0",r-t.length)+t}var QUOTING_TYPE_SINGLE=1,QUOTING_TYPE_DOUBLE=2;function State$2(e){this.schema=e.schema||_default,this.indent=Math.max(1,e.indent||2),this.noArrayIndent=e.noArrayIndent||!1,this.skipInvalid=e.skipInvalid||!1,this.flowLevel=common.isNothing(e.flowLevel)?-1:e.flowLevel,this.styleMap=compileStyleMap(this.schema,e.styles||null),this.sortKeys=e.sortKeys||!1,this.lineWidth=e.lineWidth||80,this.noRefs=e.noRefs||!1,this.noCompatMode=e.noCompatMode||!1,this.condenseFlow=e.condenseFlow||!1,this.quotingType='"'===e.quotingType?QUOTING_TYPE_DOUBLE:QUOTING_TYPE_SINGLE,this.forceQuotes=e.forceQuotes||!1,this.replacer="function"==typeof e.replacer?e.replacer:null,this.implicitTypes=this.schema.compiledImplicit,this.explicitTypes=this.schema.compiledExplicit,this.tag=null,this.result="",this.duplicates=[],this.usedDuplicates=null}function indentString(e,t){for(var n,r=common.repeat(" ",t),i=0,a=-1,o="",s=e.length;i<s;)-1===(a=e.indexOf("\n",i))?(n=e.slice(i),i=s):(n=e.slice(i,a+1),i=a+1),n.length&&"\n"!==n&&(o+=r),o+=n;return o}function generateNextLine(e,t){return"\n"+common.repeat(" ",e.indent*t)}function testImplicitResolving(e,t){var n,r;for(n=0,r=e.implicitTypes.length;n<r;n+=1)if(e.implicitTypes[n].resolve(t))return!0;return!1}function isWhitespace(e){return e===CHAR_SPACE||e===CHAR_TAB}function isPrintable(e){return 32<=e&&e<=126||161<=e&&e<=55295&&8232!==e&&8233!==e||57344<=e&&e<=65533&&e!==CHAR_BOM||65536<=e&&e<=1114111}function isNsCharOrWhitespace(e){return isPrintable(e)&&e!==CHAR_BOM&&e!==CHAR_CARRIAGE_RETURN&&e!==CHAR_LINE_FEED}function isPlainSafe(e,t,n){var r=isNsCharOrWhitespace(e),i=r&&!isWhitespace(e);return(n?r:r&&e!==CHAR_COMMA&&e!==CHAR_LEFT_SQUARE_BRACKET&&e!==CHAR_RIGHT_SQUARE_BRACKET&&e!==CHAR_LEFT_CURLY_BRACKET&&e!==CHAR_RIGHT_CURLY_BRACKET)&&e!==CHAR_SHARP&&!(t===CHAR_COLON&&!i)||isNsCharOrWhitespace(t)&&!isWhitespace(t)&&e===CHAR_SHARP||t===CHAR_COLON&&i}function isPlainSafeFirst(e){return isPrintable(e)&&e!==CHAR_BOM&&!isWhitespace(e)&&e!==CHAR_MINUS&&e!==CHAR_QUESTION&&e!==CHAR_COLON&&e!==CHAR_COMMA&&e!==CHAR_LEFT_SQUARE_BRACKET&&e!==CHAR_RIGHT_SQUARE_BRACKET&&e!==CHAR_LEFT_CURLY_BRACKET&&e!==CHAR_RIGHT_CURLY_BRACKET&&e!==CHAR_SHARP&&e!==CHAR_AMPERSAND&&e!==CHAR_ASTERISK&&e!==CHAR_EXCLAMATION&&e!==CHAR_VERTICAL_LINE&&e!==CHAR_EQUALS&&e!==CHAR_GREATER_THAN&&e!==CHAR_SINGLE_QUOTE&&e!==CHAR_DOUBLE_QUOTE&&e!==CHAR_PERCENT&&e!==CHAR_COMMERCIAL_AT&&e!==CHAR_GRAVE_ACCENT}function isPlainSafeLast(e){return!isWhitespace(e)&&e!==CHAR_COLON}function codePointAt(e,t){var n,r=e.charCodeAt(t);return r>=55296&&r<=56319&&t+1<e.length&&(n=e.charCodeAt(t+1))>=56320&&n<=57343?1024*(r-55296)+n-56320+65536:r}function needIndentIndicator(e){return/^\n* /.test(e)}var STYLE_PLAIN=1,STYLE_SINGLE=2,STYLE_LITERAL=3,STYLE_FOLDED=4,STYLE_DOUBLE=5;function chooseScalarStyle(e,t,n,r,i,a,o,s){var l,c=0,d=null,T=!1,u=!1,Q=-1!==r,p=-1,h=isPlainSafeFirst(codePointAt(e,0))&&isPlainSafeLast(codePointAt(e,e.length-1));if(t||o)for(l=0;l<e.length;c>=65536?l+=2:l++){if(!isPrintable(c=codePointAt(e,l)))return STYLE_DOUBLE;h=h&&isPlainSafe(c,d,s),d=c}else{for(l=0;l<e.length;c>=65536?l+=2:l++){if((c=codePointAt(e,l))===CHAR_LINE_FEED)T=!0,Q&&(u=u||l-p-1>r&&" "!==e[p+1],p=l);else if(!isPrintable(c))return STYLE_DOUBLE;h=h&&isPlainSafe(c,d,s),d=c}u=u||Q&&l-p-1>r&&" "!==e[p+1]}return T||u?n>9&&needIndentIndicator(e)?STYLE_DOUBLE:o?a===QUOTING_TYPE_DOUBLE?STYLE_DOUBLE:STYLE_SINGLE:u?STYLE_FOLDED:STYLE_LITERAL:!h||o||i(e)?a===QUOTING_TYPE_DOUBLE?STYLE_DOUBLE:STYLE_SINGLE:STYLE_PLAIN}function writeScalar(e,t,n,r,i){e.dump=function(){if(0===t.length)return e.quotingType===QUOTING_TYPE_DOUBLE?'""':"''";if(!e.noCompatMode&&(-1!==DEPRECATED_BOOLEANS_SYNTAX.indexOf(t)||DEPRECATED_BASE60_SYNTAX.test(t)))return e.quotingType===QUOTING_TYPE_DOUBLE?'"'+t+'"':"'"+t+"'";var a=e.indent*Math.max(1,n),o=-1===e.lineWidth?-1:Math.max(Math.min(e.lineWidth,40),e.lineWidth-a),s=r||e.flowLevel>-1&&n>=e.flowLevel;switch(chooseScalarStyle(t,s,e.indent,o,(function(t){return testImplicitResolving(e,t)}),e.quotingType,e.forceQuotes&&!r,i)){case STYLE_PLAIN:return t;case STYLE_SINGLE:return"'"+t.replace(/'/g,"''")+"'";case STYLE_LITERAL:return"|"+blockHeader(t,e.indent)+dropEndingNewline(indentString(t,a));case STYLE_FOLDED:return">"+blockHeader(t,e.indent)+dropEndingNewline(indentString(foldString(t,o),a));case STYLE_DOUBLE:return'"'+escapeString(t)+'"';default:throw new exception("impossible error: invalid scalar style")}}()}function blockHeader(e,t){var n=needIndentIndicator(e)?String(t):"",r="\n"===e[e.length-1];return n+(!r||"\n"!==e[e.length-2]&&"\n"!==e?r?"":"-":"+")+"\n"}function dropEndingNewline(e){return"\n"===e[e.length-1]?e.slice(0,-1):e}function foldString(e,t){for(var n,r,i,a=/(\n+)([^\n]*)/g,o=(n=-1!==(n=e.indexOf("\n"))?n:e.length,a.lastIndex=n,foldLine(e.slice(0,n),t)),s="\n"===e[0]||" "===e[0];i=a.exec(e);){var l=i[1],c=i[2];r=" "===c[0],o+=l+(s||r||""===c?"":"\n")+foldLine(c,t),s=r}return o}function foldLine(e,t){if(""===e||" "===e[0])return e;for(var n,r,i=/ [^ ]/g,a=0,o=0,s=0,l="";n=i.exec(e);)(s=n.index)-a>t&&(r=o>a?o:s,l+="\n"+e.slice(a,r),a=r+1),o=s;return l+="\n",e.length-a>t&&o>a?l+=e.slice(a,o)+"\n"+e.slice(o+1):l+=e.slice(a),l.slice(1)}function escapeString(e){for(var t,n="",r=0,i=0;i<e.length;r>=65536?i+=2:i++)r=codePointAt(e,i),!(t=ESCAPE_SEQUENCES[r])&&isPrintable(r)?(n+=e[i],r>=65536&&(n+=e[i+1])):n+=t||encodeHex(r);return n}function writeFlowSequence(e,t,n){var r,i,a,o="",s=e.tag;for(r=0,i=n.length;r<i;r+=1)a=n[r],e.replacer&&(a=e.replacer.call(n,String(r),a)),(writeNode(e,t,a,!1,!1)||void 0===a&&writeNode(e,t,null,!1,!1))&&(""!==o&&(o+=","+(e.condenseFlow?"":" ")),o+=e.dump);e.tag=s,e.dump="["+o+"]"}function writeBlockSequence(e,t,n,r){var i,a,o,s="",l=e.tag;for(i=0,a=n.length;i<a;i+=1)o=n[i],e.replacer&&(o=e.replacer.call(n,String(i),o)),(writeNode(e,t+1,o,!0,!0,!1,!0)||void 0===o&&writeNode(e,t+1,null,!0,!0,!1,!0))&&(r&&""===s||(s+=generateNextLine(e,t)),e.dump&&CHAR_LINE_FEED===e.dump.charCodeAt(0)?s+="-":s+="- ",s+=e.dump);e.tag=l,e.dump=s||"[]"}function writeFlowMapping(e,t,n){var r,i,a,o,s,l="",c=e.tag,d=Object.keys(n);for(r=0,i=d.length;r<i;r+=1)s="",""!==l&&(s+=", "),e.condenseFlow&&(s+='"'),o=n[a=d[r]],e.replacer&&(o=e.replacer.call(n,a,o)),writeNode(e,t,a,!1,!1)&&(e.dump.length>1024&&(s+="? 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"),c+=e.dump,l&&(c+=generateNextLine(e,t)),writeNode(e,t+1,s,!0,l)&&(e.dump&&CHAR_LINE_FEED===e.dump.charCodeAt(0)?c+=":":c+=": ",d+=c+=e.dump));e.tag=T,e.dump=d||"{}"}function detectType(e,t,n){var r,i,a,o,s,l;for(a=0,o=(i=n?e.explicitTypes:e.implicitTypes).length;a<o;a+=1)if(((s=i[a]).instanceOf||s.predicate)&&(!s.instanceOf||"object"==typeof t&&t instanceof s.instanceOf)&&(!s.predicate||s.predicate(t))){if(n?s.multi&&s.representName?e.tag=s.representName(t):e.tag=s.tag:e.tag="?",s.represent){if(l=e.styleMap[s.tag]||s.defaultStyle,"[object Function]"===_toString.call(s.represent))r=s.represent(t,l);else{if(!_hasOwnProperty.call(s.represent,l))throw new exception("!<"+s.tag+'> tag resolver accepts not "'+l+'" style');r=s.represent[l](t,l)}e.dump=r}return!0}return!1}function writeNode(e,t,n,r,i,a,o){e.tag=null,e.dump=n,detectType(e,n,!1)||detectType(e,n,!0);var s,l=_toString.call(e.dump),c=r;r&&(r=e.flowLevel<0||e.flowLevel>t);var d,T,u="[object Object]"===l||"[object Array]"===l;if(u&&(T=-1!==(d=e.duplicates.indexOf(n))),(null!==e.tag&&"?"!==e.tag||T||2!==e.indent&&t>0)&&(i=!1),T&&e.usedDuplicates[d])e.dump="*ref_"+d;else{if(u&&T&&!e.usedDuplicates[d]&&(e.usedDuplicates[d]=!0),"[object Object]"===l)r&&0!==Object.keys(e.dump).length?(writeBlockMapping(e,t,e.dump,i),T&&(e.dump="&ref_"+d+e.dump)):(writeFlowMapping(e,t,e.dump),T&&(e.dump="&ref_"+d+" "+e.dump));else if("[object Array]"===l)r&&0!==e.dump.length?(e.noArrayIndent&&!o&&t>0?writeBlockSequence(e,t-1,e.dump,i):writeBlockSequence(e,t,e.dump,i),T&&(e.dump="&ref_"+d+e.dump)):(writeFlowSequence(e,t,e.dump),T&&(e.dump="&ref_"+d+" "+e.dump));else{if("[object String]"!==l){if("[object Undefined]"===l)return!1;if(e.skipInvalid)return!1;throw new exception("unacceptable kind of an object to dump "+l)}"?"!==e.tag&&writeScalar(e,e.dump,t,a,c)}null!==e.tag&&"?"!==e.tag&&(s=encodeURI("!"===e.tag[0]?e.tag.slice(1):e.tag).replace(/!/g,"%21"),s="!"===e.tag[0]?"!"+s:"tag:yaml.org,2002:"===s.slice(0,18)?"!!"+s.slice(18):"!<"+s+">",e.dump=s+" "+e.dump)}return!0}function getDuplicateReferences(e,t){var n,r,i=[],a=[];for(inspectNode(e,i,a),n=0,r=a.length;n<r;n+=1)t.duplicates.push(i[a[n]]);t.usedDuplicates=new Array(r)}function inspectNode(e,t,n){var r,i,a;if(null!==e&&"object"==typeof e)if(-1!==(i=t.indexOf(e)))-1===n.indexOf(i)&&n.push(i);else if(t.push(e),Array.isArray(e))for(i=0,a=e.length;i<a;i+=1)inspectNode(e[i],t,n);else for(i=0,a=(r=Object.keys(e)).length;i<a;i+=1)inspectNode(e[r[i]],t,n)}function dump$1(e,t){var n=new State$2(t=t||{});n.noRefs||getDuplicateReferences(e,n);var r=e;return n.replacer&&(r=n.replacer.call({"":r},"",r)),writeNode(n,0,r,!0,!0)?n.dump+"\n":""}var dump_1=dump$1,dumper={dump:dump_1};function renamed(e,t){return function(){throw new Error("Function yaml."+e+" is removed in js-yaml 4. Use yaml."+t+" instead, which is now safe by default.")}}var Type=type,Schema=schema,FAILSAFE_SCHEMA=failsafe,JSON_SCHEMA=json,CORE_SCHEMA=core,DEFAULT_SCHEMA=_default,load$2=loader.load,loadAll=loader.loadAll,dump=dumper.dump,YAMLException=exception,types={binary:binary,float:float,map:map,null:_null,pairs:pairs,set:set,timestamp:timestamp,bool:bool,int:int,merge:merge,omap:omap,seq:seq,str:str},safeLoad=renamed("safeLoad","load"),safeLoadAll=renamed("safeLoadAll","loadAll"),safeDump=renamed("safeDump","dump"),jsYaml={Type:Type,Schema:Schema,FAILSAFE_SCHEMA:FAILSAFE_SCHEMA,JSON_SCHEMA:JSON_SCHEMA,CORE_SCHEMA:CORE_SCHEMA,DEFAULT_SCHEMA:DEFAULT_SCHEMA,load:load$2,loadAll:loadAll,dump:dump,YAMLException:YAMLException,types:types,safeLoad:safeLoad,safeLoadAll:safeLoadAll,safeDump:safeDump};const durationTreshold=0;function setDebugging(e){DEBUGGING=!1}let DEBUGGING=!1;const log=console.log.bind(window.console),debug=(e,t,...n)=>{console.log(t,...n)};class CustomMutationObserver{originalCallback;observer;name;constructor(e,t){this.originalCallback=e,this.observer=null,this.name=t}observe(e,t){this.observer=new MutationObserver((async(e,t)=>{const n=performance.now();await this.originalCallback(e,t);const r=performance.now()-n;r>0&&console.log(`Excalidraw ${this.name} MutationObserver callback took ${r}ms to execute`,t)})),this.observer.observe(e,t)}disconnect(){this.observer&&(this.observer.disconnect(),this.observer=null)}}const getParentOfClass=(e,t)=>{let n=e.parentElement;for(;n&&!n.classList.contains(t)&&!(n instanceof window.HTMLBodyElement);)n=n.parentElement;return n?.classList?.contains(t)?n:null};function getExcalidrawViews(e){const t=e.workspace.getLeavesOfType("excalidraw").filter((e=>e.view instanceof ExcalidrawView));return t.map((e=>e.view))}const getLeaf=(e,t,n)=>{switch(linkClickModifierType(n)){case"active-pane":return t;case"new-tab":default:return(()=>{if(!e.settings.openInMainWorkspace)return app.workspace.getLeaf("tab");const[n,r]=getLeafLoc(t);return"main"===n?e.app.workspace.getLeaf("tab"):getNewOrAdjacentLeaf(e,t)})();case"new-pane":return getNewOrAdjacentLeaf(e,t);case"popout-window":return e.app.workspace.openPopoutLeaf()}},getLeafLoc=e=>{const t=e.id,n=app.workspace.getLayout(),r=e=>e.children.filter((e=>"leaf"!==e.type)).map((e=>r(e))).flat().concat(e.children.filter((e=>"leaf"===e.type)).map((e=>e.id))),i=r(n.main);return[n.main&&i.contains(t)?"main":n.floating&&r(n.floating).contains(t)?"popout":n.left&&r(n.left).contains(t)?"left":n.right&&r(n.right).contains(t)?"right":"hover",i]},getNewOrAdjacentLeaf=(e,t)=>{const[n,r]=getLeafLoc(t),i=e=>{let n=app.workspace.getMostRecentLeaf();return n&&n!==t&&n.view?.containerEl.ownerDocument===document||(n=null,r.forEach((r=>{const i=app.workspace.getLeafById(r);n||!i.view?.navigation||t===i||e&&i?.parent===t?.parent||(n=i)}))),n};if(e.settings.openInMainWorkspace||["main","left","right"].contains(n)){if(!e.settings.openInAdjacentPane){if("main"===n)return app.workspace.createLeafBySplit(t);const e=i();return e?"empty"===e.view.getViewType()?e:app.workspace.createLeafBySplit(e):app.workspace.getLeaf(!0)}return i(!0)??app.workspace.createLeafBySplit(t)}if(!e.settings.openInAdjacentPane)return app.workspace.createLeafBySplit(t);if("hover"===n){const n=new Set;return app.workspace.iterateAllLeaves((e=>{e!==t&&t.containerEl.parentElement===e.containerEl.parentElement&&n.add(e)})),0===n.size?e.app.workspace.createLeafBySplit(t):Array.from(n)[0]}if("popout"===n){const e=new Set;return app.workspace.iterateAllLeaves((n=>{n!==t&&n.view.navigation&&n.view.containerEl.ownerDocument===t.view.containerEl.ownerDocument&&e.add(n)})),0===e.size?app.workspace.createLeafBySplit(t):Array.from(e)[0]}return e.app.workspace.createLeafBySplit(t)},getAttachmentsFolderAndFilePath=async(e,t,n)=>{let r=e.vault.getConfig("attachmentFolderPath");if(r&&r.startsWith("./")){const e=`${splitFolderAndFilename(t).folderpath}/`;r=obsidian_module.normalizePath(e+r.substring(2))}return r&&"/"!==r||(r=""),await checkAndCreateFolder(r),{folder:r,filepath:obsidian_module.normalizePath(""===r?n:`${r}/${n}`)}},isObsidianThemeDark=()=>document.body.classList.contains("theme-dark"),getContainerForDocument=e=>{if(e!==document&&app.workspace.floatingSplit)for(const t of app.workspace.floatingSplit.children)if(t.doc===e)return t;return app.workspace.rootSplit},cleanSectionHeading=e=>e?e.replace(REG_SECTION_REF_CLEAN,"").replace(/\s+/g," ").trim():e,cleanBlockRef=e=>e?e.replace(REG_BLOCK_REF_CLEAN,"").replace(/\s+/g," ").trim():e,getAllWindowDocuments=e=>{const t=new Set;return t.add(document),e.workspace.iterateAllLeaves((e=>{e.view.containerEl.ownerDocument!==document&&t.add(e.view.containerEl.ownerDocument)})),Array.from(t)},obsidianPDFQuoteWithRef=e=>{const t=/^> (.*)\n\n\[\[([^|\]]*)\|[^\]]*]]$/gm.exec(e);return t?{quote:t[1],link:t[2]}:null},extractSVGPNGFileName=e=>{const t=e.match(/\[\[([^\]|#^]+\.(?:svg|png))(?:[^\]]+)?\]\]|\[[^\]]+\]\(([^\)]+\.(?:svg|png))\)/);return t?t[1]||t[2]:null},getFileCSSClasses=e=>{if(e){const t=window?.ExcalidrawAutomate?.plugin;if(!t)return[];const n=t.app.metadataCache.getFileCache(e);if(!n?.frontmatter)return[];const r=obsidian_module.parseFrontMatterEntry(n.frontmatter,"cssclasses");return Array.isArray(r)?r:"string"==typeof r?Array.from(new Set(r.split(/[, ]+/).filter(Boolean))):[]}return[]},getActivePDFPageNumberFromPDFView=e=>e?.viewer?.child?.pdfViewer?.page,openLeaf=({plugin:e,fnGetLeaf:t,file:n,openState:r})=>{let i=null;if(e.settings.focusOnFileTab&&(e.app.workspace.iterateAllLeaves((t=>{i||t?.view?.file===n&&(e.app.workspace.setActiveLeaf(t,{focus:!0}),i=t)})),i)){if(r){const e=i.openFile(n,r);return{leaf:i,promise:e}}return{leaf:i,promise:Promise.resolve()}}i=t();const a=i.openFile(n,r);return{leaf:i,promise:a}};function mergeMarkdownFiles(e,t){const n=e.indexOf("---",4),r=e.substring(4,n).trim(),i=e.substring(n+3),a=jsYaml.load(r)||{};let o={},s="";if(t.startsWith("---\n")&&t.indexOf("---\n",4)>0){const e=t.indexOf("---\n",4),n=t.substring(4,e).trim();s=t.substring(e+3),o=jsYaml.load(n)||{}}else s=t.trim();const l={...a};for(const e in o)if(Array.isArray(o[e])&&Array.isArray(l[e])){const t=[...new Set([...l[e],...o[e]])];l[e]=t}else l[e]=o[e];return`---\n${jsYaml.dump(l)}---\n${s}\n\n${i.trim()}\n`}const editorInsertText=(e,t)=>{const n=e.getCursor(),r=e.getLine(n.line),i=r.slice(0,n.ch)+t+r.slice(n.ch);e.setLine(n.line,i)},foldExcalidrawSection=e=>{if(!(e&&e instanceof obsidian_module.MarkdownView))return;const t={ed:-1,te:-1,el:-1,ef:-1,d:-1},n=e.currentMode.getFoldInfo()?.folds??[],r=e.editor.lineCount();for(let n=0;n<r;n++){const r=e.editor.getLine(n);switch(r){case"# Excalidraw Data":t.ed=n;break;case"## Text Elements":t.te=n;break;case"## Element Links":t.el=n;break;case"## Embedded Files":t.ef=n;break;case"## Drawing":t.d=n}if("## Drawing"===r)break}if(t.ed>-1&&t.d>-1){const i=[...n,...t.te>-1?[{from:t.te,to:(t.el>-1?t.el:t.ef>-1?t.ef:t.d)-1}]:[],...t.el>-1?[{from:t.el,to:(t.ef>-1?t.ef:t.d)-1}]:[],...t.ef>-1?[{from:t.ef,to:t.d-1}]:[],{from:t.d,to:r-1},{from:t.ed,to:r-1}];e.currentMode.applyFoldInfo({folds:i,lines:r})}};async function setExcalidrawView(e){await e.setViewState({type:"excalidraw",state:e.view.getState(),popstate:!0})}async function closeLeafView(e){await e.setViewState({type:"empty",state:{}})}function splitFolderAndFilename(e){const t=e.lastIndexOf("/"),n=-1==t?e:e.substring(t+1);return{folderpath:obsidian_module.normalizePath(e.substring(0,t)),filename:n,basename:n.replace(/\.[^/.]+$/,""),extension:n.substring(n.lastIndexOf(".")+1)}}const download=(e,t,n)=>{const r=document.createElement("a");r.setAttribute("href",(e?`${e},`:"")+t),r.setAttribute("download",n),r.style.display="none",document.body.appendChild(r),r.click(),document.body.removeChild(r)};function getIMGFilename(e,t){return`${e.substring(0,e.lastIndexOf("."))}.${t}`}function getNewUniqueFilepath(e,t,n){let r=obsidian_module.normalizePath(`${n}/${t}`),i=e.getAbstractFileByPath(r),a=0;const o=t.endsWith(".excalidraw.md")?".excalidraw.md":t.slice(t.lastIndexOf("."));for(;i;)r=obsidian_module.normalizePath(`${n}/${t.slice(0,t.lastIndexOf(o))}_${a}${o}`),a++,i=e.getAbstractFileByPath(r);return r}function getDrawingFilename(e){return e.drawingFilenamePrefix+(""!==e.drawingFilenameDateTime?window.moment().format(e.drawingFilenameDateTime):"")+(e.compatibilityMode?".excalidraw":e.useExcalidrawExtension?".excalidraw.md":".md")}function getEmbedFilename(e,t){return((t.drawingEmbedPrefixWithFilename?e:"")+t.drawingFilnameEmbedPostfix+(""!==t.drawingFilenameDateTime?window.moment().format(t.drawingFilenameDateTime):"")+(t.compatibilityMode?".excalidraw":t.useExcalidrawExtension?".excalidraw.md":".md")).trim()}async function checkAndCreateFolder(e){const t=app.vault;e=obsidian_module.normalizePath(e);const n=t.getAbstractFileByPathInsensitive(e);if(!(n&&n instanceof obsidian_module.TFolder))return n&&n instanceof obsidian_module.TFile&&new obsidian_module.Notice(`The folder cannot be created because it already exists as a file: ${e}.`),await t.createFolder(e)}const getURLImageExtension=e=>{const t=e.split("?")[0];return t.substring(t.lastIndexOf(".")+1)},getMimeType=e=>IMAGE_MIME_TYPES.hasOwnProperty(e)?IMAGE_MIME_TYPES[e]:"md"===e?"image/svg+xml":"application/octet-stream",getFileFromURL=async(e,t,n=3e3)=>{try{const t=new Promise((e=>setTimeout((()=>e(null)),n))),r=await Promise.race([fetch(e,{mode:"no-cors"}),t]);if(!r)return errorlog({where:getFileFromURL,message:`URL did not load within the timeout period of ${n}ms.\n\nTry force-saving again in a few seconds.\n\n${e}`,url:e}),null;const i=await r.arrayBuffer();return{status:r.status,headers:Object.fromEntries(r.headers.entries()),arrayBuffer:i,json:null,text:null}}catch(e){return null}},getFileFromURLFallback=async(e,t,n=3e3)=>{try{const t=new Promise((e=>setTimeout((()=>e(null)),n)));return await Promise.race([t,obsidian_module.requestUrl({url:e,throw:!1})])}catch(t){return errorlog({where:getFileFromURLFallback,message:`URL did not load within timeout period of ${n}ms`,url:e}),null}},getDataURLFromURL=async(e,t,n=3e3)=>{let r=await getFileFromURL(e,t,n);return r&&200===r?.status||(r=await getFileFromURLFallback(e,t,n)),r&&200===r.status?await getDataURL(r.arrayBuffer,t):e},blobToBase64=async e=>{const t=await e.arrayBuffer(),n=new Uint8Array(t);let r="",i=n.byteLength;for(let e=0;e<i;e++)r+=String.fromCharCode(n[e]);return btoa(r)},getPDFDoc=async e=>(void 0===window.pdfjsLib&&await obsidian_module.loadPdfJs(),await window.pdfjsLib.getDocument(app.vault.getResourcePath(e)).promise),readLocalFileBinary=async e=>DEVICE.isDesktop?new Promise(((t,n)=>{const r=decodeURI(e);app.vault.adapter.fs.readFile(r,((e,r)=>{if(e)n(e);else{const e=r.buffer.slice(r.byteOffset,r.byteOffset+r.byteLength);t(e)}}))})):null,getPathWithoutExtension=e=>e?e.path.substring(0,e.path.lastIndexOf(".")):null,VAULT_BASE_URL=DEVICE.isDesktop?app.vault.adapter.url.pathToFileURL(app.vault.adapter.basePath).toString():"",getInternalLinkOrFileURLLink=(e,t,n,r)=>{if(!DEVICE.isDesktop)return{link:`[${n??""}](${e})`,isInternal:!1,url:e};const i=t.app.vault,a=i.adapter.url.pathToFileURL(e).toString();if(a.startsWith(VAULT_BASE_URL)){const e=obsidian_module.normalizePath(unescape(a.substring(VAULT_BASE_URL.length))),o=i.getAbstractFileByPath(e);if(o&&o instanceof obsidian_module.TFile){const e=t.app.metadataCache.fileToLinktext(o,r?.path,!0);return{link:getLink(t,{embed:!1,path:e,alias:n}),isInternal:!0,file:o}}}return{link:`[${n??""}](${a})`,isInternal:!1,url:a}},getLink=(e,{embed:t=!0,path:n,alias:r},i)=>(void 0!==i?i:e.settings.embedWikiLink)?`${t?"!":""}[[${n}${r?`|${r}`:""}]]`:`${t?"!":""}[${r??""}](${encodeURI(n)})`,getAliasWithSize=(e,t)=>e&&""!==e?`${e}${t?`|${t}`:""}`:t,getCropFileNameAndFolder=async(e,t,n)=>{let r=e.settings.cropPrefix;r&&""!==r.trim()||(r="cropped_");const i=r+n+".md";if(!e.settings.cropFolder||""===e.settings.cropFolder.trim())return{folderpath:(await getAttachmentsFolderAndFilePath(e.app,t,i)).folder,filename:i};const a=obsidian_module.normalizePath(e.settings.cropFolder);return await checkAndCreateFolder(a),{folderpath:a,filename:i}},getAnnotationFileNameAndFolder=async(e,t,n)=>{let r=e.settings.annotatePrefix;r&&""!==r.trim()||(r="annotated_");const i=r+n+".md";if(!e.settings.annotateFolder||""===e.settings.annotateFolder.trim())return{folderpath:(await getAttachmentsFolderAndFilePath(e.app,t,i)).folder,filename:i};const a=obsidian_module.normalizePath(e.settings.annotateFolder);return await checkAndCreateFolder(a),{folderpath:a,filename:i}},getListOfTemplateFiles=e=>{const t=obsidian_module.normalizePath(e.settings.templateFilePath),n=e.app.vault.getAbstractFileByPath(t);if(n&&n instanceof obsidian_module.TFolder)return e.app.vault.getFiles().filter((e=>e.path.startsWith(n.path))).filter((t=>e.isExcalidrawFile(t))).sort(((e,t)=>e.path.localeCompare(t.path)));if(n&&n instanceof obsidian_module.TFile)return[n];const r=e.app.metadataCache.getFirstLinkpathDest(t,"");return r?[r]:null},fileShouldDefaultAsExcalidraw=(e,t)=>{if(!e)return!1;const n=t.metadataCache.getCache(e);return n?.frontmatter&&n.frontmatter[FRONTMATTER_KEYS.plugin.name]&&!Boolean(n.frontmatter[FRONTMATTER_KEYS["open-as-markdown"].name])},getExcalidrawEmbeddedFilesFiletree=(e,t)=>{if(!e||!t.isExcalidrawFile(e))return[];const n=new Set,r=t.app,i=e=>Object.keys(r.metadataCache.resolvedLinks[e.path]).forEach((e=>{const a=r.vault.getAbstractFileByPath(e);if(!(a&&a instanceof obsidian_module.TFile))return;const o=t.isExcalidrawFile(a);"md"===a.extension&&!o||n.has(a)||(n.add(a),o&&i(a))}));return i(e),Array.from(n)},hasExcalidrawEmbeddedImagesTreeChanged=(e,t,n)=>getExcalidrawEmbeddedFilesFiletree(e,n).some((e=>e.stat.mtime>t)),useDefaultExcalidrawFrame=e=>!(e.link.startsWith("[")||e.link.startsWith("file:")||e.link.startsWith("data:")),patchMobileView=e=>{if(DEVICE.isDesktop)return;console.log("patching mobile view");const t=getParentOfClass(e.containerEl,"mod-top");t&&(t.hasClass("mod-visible")||t.addClass("mod-visible"))},processLinkText=(e,t)=>{let n=null;if(e.search("#")>-1){const r=getLinkParts(e,t.file);n=`#${r.isBlockRef?"^":""}${r.ref}`,e=r.path}return e.match(REG_LINKINDEX_INVALIDCHARS)?{subpath:n,file:null}:{subpath:n,file:app.metadataCache.getFirstLinkpathDest(e,t.file.path)}},generateEmbeddableLink=(e,t)=>e;class CropImage{elements;imageEA;maskEA;bbox;constructor(e,t){this.elements=e;const n=getEA();this.imageEA=n;const r=getEA();this.maskEA=r,this.bbox=n.getBoundingBox(e),this.setBoundingEl(n,"transparent"),this.setBoundingEl(r,"white"),e.forEach((e=>{const t=cloneElement(e);"image"!==e.type&&"frame"!==e.type&&(t.opacity=100,r.elementsDict[e.id]=t),"image"===e.type&&(n.elementsDict[e.id]=t)})),Object.values(t).forEach((e=>{n.imagesDict[e.id]=e}))}destroy(){this.imageEA.destroy(),this.maskEA.destroy(),this.imageEA=null,this.maskEA=null,this.elements=null,this.bbox=null}setBoundingEl(e,t){const{topX:n,topY:r,width:i,height:a}=this.bbox;e.style.backgroundColor=t,e.style.strokeColor="transparent",e.style.strokeWidth="0",e.style.strokeStyle="solid",e.style.fillStyle="solid",e.style.roughness=0,e.addRect(n,r,i,a)}getViewBoxAndSize(){const e=this.elements.filter((e=>"frame"===e.type));e.length>1&&new obsidian_module.Notice("Multiple frames are not supported for image cropping. Discarding frames from mask.");const t=this.imageEA.getElements().filter((e=>"image"===e.type)),{x:n,y:r,width:i,height:a}=1===e.length?e[0]:mapToXY(this.imageEA.getBoundingBox(t)),{topX:o,topY:s,width:l,height:c}=this.bbox;return{viewBox:`${n-o} ${r-s} ${i} ${a}`,vbWidth:i,vbHeight:a,width:l,height:c}}async getMaskSVG(){const e=await this.maskEA.createSVG(null,!0,{withBackground:!1,withTheme:!1,isMask:!1},null,null,0),t=e.querySelector("defs"),n=e.querySelector("style"),r=n?n.outerHTML:"";return t.parentElement.removeChild(t),{style:r,mask:e.innerHTML}}async getImage(){const e=this.imageEA.getElements().some((e=>"image"===e.type&&0!==e.angle)),t=Object.values(this.imageEA.imagesDict);return e||1!==t.length?await this.imageEA.createPNGBase64(null,1,{withBackground:!1,withTheme:!1,isMask:!1},null,null,0):t[0].dataURL}async buildSVG(){if(0===this.imageEA.getElements().filter((e=>"image"===e.type)).length)return void new obsidian_module.Notice("No image found. Cannot crop.");const e=nanoid(),t=nanoid(),{viewBox:n,vbWidth:r,vbHeight:i,width:a,height:o}=this.getViewBoxAndSize(),s=new DOMParser,{style:l,mask:c}=await this.getMaskSVG(),d=`<svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="${n}" width="${r}" height="${i}">\n<symbol id="${t}"><image width="100%" height="100%" href="${await this.getImage()}"/></symbol>\n<defs>${l}\n<mask id="${e}" x="0" y="0" width="${a}" height="${o}" maskUnits="userSpaceOnUse">\n${c}\n</mask>\n</defs>\n<use x="0" y="0" width="${a}" height="${o}" mask="url(#${e})" mask-type="alpha" href="#${t}"/>\n</svg>`;return s.parseFromString(d,"image/svg+xml").firstElementChild}async getCroppedPNG(){app.plugins.plugins["obsidian-excalidraw-plugin"];const e=await this.buildSVG();return new Promise(((t,n)=>{const r=e.outerHTML,i=document.createElement("canvas"),a=i.getContext("2d");if(!a)return void n("Unable to get 2D context");i.width=e.width.baseVal.value,i.height=e.height.baseVal.value;const o=new Image;o.onload=()=>{a.clearRect(0,0,i.width,i.height),a.drawImage(o,0,0),i.toBlob((e=>{e?t(e):n(new Error("Failed to convert to PNG"))}),"image/png",1)},o.src=`data:image/svg+xml;base64,${btoa(unescape(encodeURIComponent(r)))}`}))}async getCroppedSVG(){return await this.buildSVG()}}const mapToXY=({topX:e,topY:t,width:n,height:r})=>({x:e,y:t,width:n,height:r});String.prototype.codePointAt||function(){var e=function(){try{var e={},t=Object.defineProperty,n=t(e,e,e)&&t}catch(e){}return n}(),t=function(e){if(null==this)throw TypeError();var t=String(this),n=t.length,r=e?Number(e):0;if(r!=r&&(r=0),!(r<0||r>=n)){var i,a=t.charCodeAt(r);return a>=55296&&a<=56319&&n>r+1&&(i=t.charCodeAt(r+1))>=56320&&i<=57343?1024*(a-55296)+i-56320+65536:a}};e?e(String.prototype,"codePointAt",{value:t,configurable:!0,writable:!0}):String.prototype.codePointAt=t}();var TINF_OK=0,TINF_DATA_ERROR=-3;function Tree(){this.table=new Uint16Array(16),this.trans=new Uint16Array(288)}function Data(e,t){this.source=e,this.sourceIndex=0,this.tag=0,this.bitcount=0,this.dest=t,this.destLen=0,this.ltree=new Tree,this.dtree=new Tree}var sltree=new Tree,sdtree=new Tree,length_bits=new Uint8Array(30),length_base=new Uint16Array(30),dist_bits=new Uint8Array(30),dist_base=new Uint16Array(30),clcidx=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]),code_tree=new Tree,lengths=new Uint8Array(320);function tinf_build_bits_base(e,t,n,r){var i,a;for(i=0;i<n;++i)e[i]=0;for(i=0;i<30-n;++i)e[i+n]=i/n|0;for(a=r,i=0;i<30;++i)t[i]=a,a+=1<<e[i]}function tinf_build_fixed_trees(e,t){var n;for(n=0;n<7;++n)e.table[n]=0;for(e.table[7]=24,e.table[8]=152,e.table[9]=112,n=0;n<24;++n)e.trans[n]=256+n;for(n=0;n<144;++n)e.trans[24+n]=n;for(n=0;n<8;++n)e.trans[168+n]=280+n;for(n=0;n<112;++n)e.trans[176+n]=144+n;for(n=0;n<5;++n)t.table[n]=0;for(t.table[5]=32,n=0;n<32;++n)t.trans[n]=n}var offs=new Uint16Array(16);function tinf_build_tree(e,t,n,r){var i,a;for(i=0;i<16;++i)e.table[i]=0;for(i=0;i<r;++i)e.table[t[n+i]]++;for(e.table[0]=0,a=0,i=0;i<16;++i)offs[i]=a,a+=e.table[i];for(i=0;i<r;++i)t[n+i]&&(e.trans[offs[t[n+i]]++]=i)}function tinf_getbit(e){e.bitcount--||(e.tag=e.source[e.sourceIndex++],e.bitcount=7);var t=1&e.tag;return e.tag>>>=1,t}function tinf_read_bits(e,t,n){if(!t)return n;for(;e.bitcount<24;)e.tag|=e.source[e.sourceIndex++]<<e.bitcount,e.bitcount+=8;var r=e.tag&65535>>>16-t;return e.tag>>>=t,e.bitcount-=t,r+n}function tinf_decode_symbol(e,t){for(;e.bitcount<24;)e.tag|=e.source[e.sourceIndex++]<<e.bitcount,e.bitcount+=8;var n=0,r=0,i=0,a=e.tag;do{r=2*r+(1&a),a>>>=1,++i,n+=t.table[i],r-=t.table[i]}while(r>=0);return e.tag=a,e.bitcount-=i,t.trans[n+r]}function tinf_decode_trees(e,t,n){var r,i,a,o,s,l;for(r=tinf_read_bits(e,5,257),i=tinf_read_bits(e,5,1),a=tinf_read_bits(e,4,4),o=0;o<19;++o)lengths[o]=0;for(o=0;o<a;++o){var c=tinf_read_bits(e,3,0);lengths[clcidx[o]]=c}for(tinf_build_tree(code_tree,lengths,0,19),s=0;s<r+i;){var d=tinf_decode_symbol(e,code_tree);switch(d){case 16:var T=lengths[s-1];for(l=tinf_read_bits(e,2,3);l;--l)lengths[s++]=T;break;case 17:for(l=tinf_read_bits(e,3,3);l;--l)lengths[s++]=0;break;case 18:for(l=tinf_read_bits(e,7,11);l;--l)lengths[s++]=0;break;default:lengths[s++]=d}}tinf_build_tree(t,lengths,0,r),tinf_build_tree(n,lengths,r,i)}function tinf_inflate_block_data(e,t,n){for(;;){var r,i,a,o,s=tinf_decode_symbol(e,t);if(256===s)return TINF_OK;if(s<256)e.dest[e.destLen++]=s;else for(r=tinf_read_bits(e,length_bits[s-=257],length_base[s]),i=tinf_decode_symbol(e,n),o=a=e.destLen-tinf_read_bits(e,dist_bits[i],dist_base[i]);o<a+r;++o)e.dest[e.destLen++]=e.dest[o]}}function tinf_inflate_uncompressed_block(e){for(var t,n;e.bitcount>8;)e.sourceIndex--,e.bitcount-=8;if((t=256*(t=e.source[e.sourceIndex+1])+e.source[e.sourceIndex])!==(65535&~(256*e.source[e.sourceIndex+3]+e.source[e.sourceIndex+2])))return TINF_DATA_ERROR;for(e.sourceIndex+=4,n=t;n;--n)e.dest[e.destLen++]=e.source[e.sourceIndex++];return e.bitcount=0,TINF_OK}function tinf_uncompress(e,t){var n,r,i=new Data(e,t);do{switch(n=tinf_getbit(i),tinf_read_bits(i,2,0)){case 0:r=tinf_inflate_uncompressed_block(i);break;case 1:r=tinf_inflate_block_data(i,sltree,sdtree);break;case 2:tinf_decode_trees(i,i.ltree,i.dtree),r=tinf_inflate_block_data(i,i.ltree,i.dtree);break;default:r=TINF_DATA_ERROR}if(r!==TINF_OK)throw new Error("Data error")}while(!n);return i.destLen<i.dest.length?"function"==typeof i.dest.slice?i.dest.slice(0,i.destLen):i.dest.subarray(0,i.destLen):i.dest}tinf_build_fixed_trees(sltree,sdtree),tinf_build_bits_base(length_bits,length_base,4,3),tinf_build_bits_base(dist_bits,dist_base,2,1),length_bits[28]=0,length_base[28]=258;var tinyInflate=tinf_uncompress;function derive(e,t,n,r,i){return Math.pow(1-i,3)*e+3*Math.pow(1-i,2)*i*t+3*(1-i)*Math.pow(i,2)*n+Math.pow(i,3)*r}function BoundingBox(){this.x1=Number.NaN,this.y1=Number.NaN,this.x2=Number.NaN,this.y2=Number.NaN}function Path(){this.commands=[],this.fill="black",this.stroke=null,this.strokeWidth=1}function fail(e){throw new Error(e)}function argument(e,t){e||fail(t)}BoundingBox.prototype.isEmpty=function(){return isNaN(this.x1)||isNaN(this.y1)||isNaN(this.x2)||isNaN(this.y2)},BoundingBox.prototype.addPoint=function(e,t){"number"==typeof e&&((isNaN(this.x1)||isNaN(this.x2))&&(this.x1=e,this.x2=e),e<this.x1&&(this.x1=e),e>this.x2&&(this.x2=e)),"number"==typeof t&&((isNaN(this.y1)||isNaN(this.y2))&&(this.y1=t,this.y2=t),t<this.y1&&(this.y1=t),t>this.y2&&(this.y2=t))},BoundingBox.prototype.addX=function(e){this.addPoint(e,null)},BoundingBox.prototype.addY=function(e){this.addPoint(null,e)},BoundingBox.prototype.addBezier=function(e,t,n,r,i,a,o,s){var l=[e,t],c=[n,r],d=[i,a],T=[o,s];this.addPoint(e,t),this.addPoint(o,s);for(var u=0;u<=1;u++){var Q=6*l[u]-12*c[u]+6*d[u],p=-3*l[u]+9*c[u]-9*d[u]+3*T[u],h=3*c[u]-3*l[u];if(0!==p){var m=Math.pow(Q,2)-4*h*p;if(!(m<0)){var f=(-Q+Math.sqrt(m))/(2*p);0<f&&f<1&&(0===u&&this.addX(derive(l[u],c[u],d[u],T[u],f)),1===u&&this.addY(derive(l[u],c[u],d[u],T[u],f)));var g=(-Q-Math.sqrt(m))/(2*p);0<g&&g<1&&(0===u&&this.addX(derive(l[u],c[u],d[u],T[u],g)),1===u&&this.addY(derive(l[u],c[u],d[u],T[u],g)))}}else{if(0===Q)continue;var b=-h/Q;0<b&&b<1&&(0===u&&this.addX(derive(l[u],c[u],d[u],T[u],b)),1===u&&this.addY(derive(l[u],c[u],d[u],T[u],b)))}}},BoundingBox.prototype.addQuad=function(e,t,n,r,i,a){var o=e+2/3*(n-e),s=t+2/3*(r-t),l=o+1/3*(i-e),c=s+1/3*(a-t);this.addBezier(e,t,o,s,l,c,i,a)},Path.prototype.moveTo=function(e,t){this.commands.push({type:"M",x:e,y:t})},Path.prototype.lineTo=function(e,t){this.commands.push({type:"L",x:e,y:t})},Path.prototype.curveTo=Path.prototype.bezierCurveTo=function(e,t,n,r,i,a){this.commands.push({type:"C",x1:e,y1:t,x2:n,y2:r,x:i,y:a})},Path.prototype.quadTo=Path.prototype.quadraticCurveTo=function(e,t,n,r){this.commands.push({type:"Q",x1:e,y1:t,x:n,y:r})},Path.prototype.close=Path.prototype.closePath=function(){this.commands.push({type:"Z"})},Path.prototype.extend=function(e){if(e.commands)e=e.commands;else if(e instanceof BoundingBox){var t=e;return this.moveTo(t.x1,t.y1),this.lineTo(t.x2,t.y1),this.lineTo(t.x2,t.y2),this.lineTo(t.x1,t.y2),void this.close()}Array.prototype.push.apply(this.commands,e)},Path.prototype.getBoundingBox=function(){for(var e=new BoundingBox,t=0,n=0,r=0,i=0,a=0;a<this.commands.length;a++){var o=this.commands[a];switch(o.type){case"M":e.addPoint(o.x,o.y),t=r=o.x,n=i=o.y;break;case"L":e.addPoint(o.x,o.y),r=o.x,i=o.y;break;case"Q":e.addQuad(r,i,o.x1,o.y1,o.x,o.y),r=o.x,i=o.y;break;case"C":e.addBezier(r,i,o.x1,o.y1,o.x2,o.y2,o.x,o.y),r=o.x,i=o.y;break;case"Z":r=t,i=n;break;default:throw new Error("Unexpected path command "+o.type)}}return e.isEmpty()&&e.addPoint(0,0),e},Path.prototype.draw=function(e){e.beginPath();for(var t=0;t<this.commands.length;t+=1){var n=this.commands[t];"M"===n.type?e.moveTo(n.x,n.y):"L"===n.type?e.lineTo(n.x,n.y):"C"===n.type?e.bezierCurveTo(n.x1,n.y1,n.x2,n.y2,n.x,n.y):"Q"===n.type?e.quadraticCurveTo(n.x1,n.y1,n.x,n.y):"Z"===n.type&&e.closePath()}this.fill&&(e.fillStyle=this.fill,e.fill()),this.stroke&&(e.strokeStyle=this.stroke,e.lineWidth=this.strokeWidth,e.stroke())},Path.prototype.toPathData=function(e){function t(t){return Math.round(t)===t?""+Math.round(t):t.toFixed(e)}function n(){for(var e=arguments,n="",r=0;r<arguments.length;r+=1){var i=e[r];i>=0&&r>0&&(n+=" "),n+=t(i)}return n}e=void 0!==e?e:2;for(var r="",i=0;i<this.commands.length;i+=1){var a=this.commands[i];"M"===a.type?r+="M"+n(a.x,a.y):"L"===a.type?r+="L"+n(a.x,a.y):"C"===a.type?r+="C"+n(a.x1,a.y1,a.x2,a.y2,a.x,a.y):"Q"===a.type?r+="Q"+n(a.x1,a.y1,a.x,a.y):"Z"===a.type&&(r+="Z")}return r},Path.prototype.toSVG=function(e){var t='<path d="';return t+=this.toPathData(e),t+='"',this.fill&&"black"!==this.fill&&(null===this.fill?t+=' fill="none"':t+=' fill="'+this.fill+'"'),this.stroke&&(t+=' stroke="'+this.stroke+'" stroke-width="'+this.strokeWidth+'"'),t+"/>"},Path.prototype.toDOMElement=function(e){var t=this.toPathData(e),n=document.createElementNS("http://www.w3.org/2000/svg","path");return n.setAttribute("d",t),n};var check={fail:fail,argument:argument,assert:argument},LIMIT16=32768,LIMIT32=2147483648,decode={},encode={},sizeOf={};function constant(e){return function(){return e}}encode.BYTE=function(e){return check.argument(e>=0&&e<=255,"Byte value should be between 0 and 255."),[e]},sizeOf.BYTE=constant(1),encode.CHAR=function(e){return[e.charCodeAt(0)]},sizeOf.CHAR=constant(1),encode.CHARARRAY=function(e){void 0===e&&(e="",console.warn("Undefined CHARARRAY encountered and treated as an empty string. This is probably caused by a missing glyph name."));for(var t=[],n=0;n<e.length;n+=1)t[n]=e.charCodeAt(n);return t},sizeOf.CHARARRAY=function(e){return void 0===e?0:e.length},encode.USHORT=function(e){return[e>>8&255,255&e]},sizeOf.USHORT=constant(2),encode.SHORT=function(e){return e>=LIMIT16&&(e=-(2*LIMIT16-e)),[e>>8&255,255&e]},sizeOf.SHORT=constant(2),encode.UINT24=function(e){return[e>>16&255,e>>8&255,255&e]},sizeOf.UINT24=constant(3),encode.ULONG=function(e){return[e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.ULONG=constant(4),encode.LONG=function(e){return e>=LIMIT32&&(e=-(2*LIMIT32-e)),[e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.LONG=constant(4),encode.FIXED=encode.ULONG,sizeOf.FIXED=sizeOf.ULONG,encode.FWORD=encode.SHORT,sizeOf.FWORD=sizeOf.SHORT,encode.UFWORD=encode.USHORT,sizeOf.UFWORD=sizeOf.USHORT,encode.LONGDATETIME=function(e){return[0,0,0,0,e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.LONGDATETIME=constant(8),encode.TAG=function(e){return check.argument(4===e.length,"Tag should be exactly 4 ASCII characters."),[e.charCodeAt(0),e.charCodeAt(1),e.charCodeAt(2),e.charCodeAt(3)]},sizeOf.TAG=constant(4),encode.Card8=encode.BYTE,sizeOf.Card8=sizeOf.BYTE,encode.Card16=encode.USHORT,sizeOf.Card16=sizeOf.USHORT,encode.OffSize=encode.BYTE,sizeOf.OffSize=sizeOf.BYTE,encode.SID=encode.USHORT,sizeOf.SID=sizeOf.USHORT,encode.NUMBER=function(e){return e>=-107&&e<=107?[e+139]:e>=108&&e<=1131?[247+((e-=108)>>8),255&e]:e>=-1131&&e<=-108?[251+((e=-e-108)>>8),255&e]:e>=-32768&&e<=32767?encode.NUMBER16(e):encode.NUMBER32(e)},sizeOf.NUMBER=function(e){return encode.NUMBER(e).length},encode.NUMBER16=function(e){return[28,e>>8&255,255&e]},sizeOf.NUMBER16=constant(3),encode.NUMBER32=function(e){return[29,e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.NUMBER32=constant(5),encode.REAL=function(e){var t=e.toString(),n=/\.(\d*?)(?:9{5,20}|0{5,20})\d{0,2}(?:e(.+)|$)/.exec(t);if(n){var r=parseFloat("1e"+((n[2]?+n[2]:0)+n[1].length));t=(Math.round(e*r)/r).toString()}for(var i="",a=0,o=t.length;a<o;a+=1){var s=t[a];i+="e"===s?"-"===t[++a]?"c":"b":"."===s?"a":"-"===s?"e":s}for(var l=[30],c=0,d=(i+=1&i.length?"f":"ff").length;c<d;c+=2)l.push(parseInt(i.substr(c,2),16));return l},sizeOf.REAL=function(e){return encode.REAL(e).length},encode.NAME=encode.CHARARRAY,sizeOf.NAME=sizeOf.CHARARRAY,encode.STRING=encode.CHARARRAY,sizeOf.STRING=sizeOf.CHARARRAY,decode.UTF8=function(e,t,n){for(var r=[],i=n,a=0;a<i;a++,t+=1)r[a]=e.getUint8(t);return String.fromCharCode.apply(null,r)},decode.UTF16=function(e,t,n){for(var r=[],i=n/2,a=0;a<i;a++,t+=2)r[a]=e.getUint16(t);return String.fromCharCode.apply(null,r)},encode.UTF16=function(e){for(var t=[],n=0;n<e.length;n+=1){var r=e.charCodeAt(n);t[t.length]=r>>8&255,t[t.length]=255&r}return t},sizeOf.UTF16=function(e){return 2*e.length};var eightBitMacEncodings={"x-mac-croatian":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®Š™´¨≠ŽØ∞±≤≥∆µ∂∑∏š∫ªºΩžø¿¡¬√ƒ≈Ć«Č… ÀÃÕŒœĐ—“”‘’÷◊©⁄€‹›Æ»–·‚„‰ÂćÁčÈÍÎÏÌÓÔđÒÚÛÙıˆ˜¯πË˚¸Êæˇ","x-mac-cyrillic":"АБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЫЬЭЮЯ†°Ґ£§•¶І®©™Ђђ≠Ѓѓ∞±≤≥іµґЈЄєЇїЉљЊњјЅ¬√ƒ≈∆«»… ЋћЌќѕ–—“”‘’÷„ЎўЏџ№Ёёяабвгдежзийклмнопрстуфхцчшщъыьэю","x-mac-gaelic":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ÆØḂ±≤≥ḃĊċḊḋḞḟĠġṀæøṁṖṗɼƒſṠ«»… ÀÃÕŒœ–—“”‘’ṡẛÿŸṪ€‹›Ŷŷṫ·Ỳỳ⁊ÂÊÁËÈÍÎÏÌÓÔ♣ÒÚÛÙıÝýŴŵẄẅẀẁẂẃ","x-mac-greek":"Ĺ²É³ÖÜ΅àâä΄¨çéèê룙î‰ôö¦€ùûü†ΓΔΘΛΞΠß®©ΣΪ§≠°·Α±≤≥¥ΒΕΖΗΙΚΜΦΫΨΩάΝ¬ΟΡ≈Τ«»… ΥΧΆΈœ–―“”‘’÷ΉΊΌΎέήίόΏύαβψδεφγηιξκλμνοπώρστθωςχυζϊϋΐΰ­","x-mac-icelandic":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûüÝ°¢£§•¶ß®©™´¨≠ÆØ∞±≤≥¥µ∂∑∏π∫ªºΩæø¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸ⁄€ÐðÞþý·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙıˆ˜¯˘˙˚¸˝˛ˇ","x-mac-inuit":"ᐃᐄᐅᐆᐊᐋᐱᐲᐳᐴᐸᐹᑉᑎᑏᑐᑑᑕᑖᑦᑭᑮᑯᑰᑲᑳᒃᒋᒌᒍᒎᒐᒑ°ᒡᒥᒦ•¶ᒧ®©™ᒨᒪᒫᒻᓂᓃᓄᓅᓇᓈᓐᓯᓰᓱᓲᓴᓵᔅᓕᓖᓗᓘᓚᓛᓪᔨᔩᔪᔫᔭ… ᔮᔾᕕᕖᕗ–—“”‘’ᕘᕙᕚᕝᕆᕇᕈᕉᕋᕌᕐᕿᖀᖁᖂᖃᖄᖅᖏᖐᖑᖒᖓᖔᖕᙱᙲᙳᙴᙵᙶᖖᖠᖡᖢᖣᖤᖥᖦᕼŁł","x-mac-ce":"ÄĀāÉĄÖÜáąČäčĆć鏟ĎíďĒēĖóėôöõúĚěü†°Ę£§•¶ß®©™ę¨≠ģĮįĪ≤≥īĶ∂∑łĻļĽľĹĺŅņѬ√ńŇ∆«»… ňŐÕőŌ–—“”‘’÷◊ōŔŕŘ‹›řŖŗŠ‚„šŚśÁŤťÍŽžŪÓÔūŮÚůŰűŲųÝýķŻŁżĢˇ",macintosh:"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ÆØ∞±≤≥¥µ∂∑∏π∫ªºΩæø¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸ⁄€‹›fifl‡·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙıˆ˜¯˘˙˚¸˝˛ˇ","x-mac-romanian":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ĂȘ∞±≤≥¥µ∂∑∏π∫ªºΩăș¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸ⁄€‹›Țț‡·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙıˆ˜¯˘˙˚¸˝˛ˇ","x-mac-turkish":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ÆØ∞±≤≥¥µ∂∑∏π∫ªºΩæø¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸĞğİıŞş‡·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙˆ˜¯˘˙˚¸˝˛ˇ"};decode.MACSTRING=function(e,t,n,r){var i=eightBitMacEncodings[r];if(void 0!==i){for(var a="",o=0;o<n;o++){var s=e.getUint8(t+o);a+=s<=127?String.fromCharCode(s):i[127&s]}return a}};var macEncodingCacheKeys,macEncodingTableCache="function"==typeof WeakMap&&new WeakMap,getMacEncodingTable=function(e){if(!macEncodingCacheKeys)for(var t in macEncodingCacheKeys={},eightBitMacEncodings)macEncodingCacheKeys[t]=new String(t);var n=macEncodingCacheKeys[e];if(void 0!==n){if(macEncodingTableCache){var r=macEncodingTableCache.get(n);if(void 0!==r)return r}var i=eightBitMacEncodings[e];if(void 0!==i){for(var a={},o=0;o<i.length;o++)a[i.charCodeAt(o)]=o+128;return macEncodingTableCache&&macEncodingTableCache.set(n,a),a}}};function isByteEncodable(e){return e>=-128&&e<=127}function encodeVarDeltaRunAsZeroes(e,t,n){for(var r=0,i=e.length;t<i&&r<64&&0===e[t];)++t,++r;return n.push(128|r-1),t}function encodeVarDeltaRunAsBytes(e,t,n){for(var r=0,i=e.length,a=t;a<i&&r<64;){var o=e[a];if(!isByteEncodable(o))break;if(0===o&&a+1<i&&0===e[a+1])break;++a,++r}n.push(r-1);for(var s=t;s<a;++s)n.push(e[s]+256&255);return a}function encodeVarDeltaRunAsWords(e,t,n){for(var r=0,i=e.length,a=t;a<i&&r<64;){var o=e[a];if(0===o)break;if(isByteEncodable(o)&&a+1<i&&isByteEncodable(e[a+1]))break;++a,++r}n.push(64|r-1);for(var s=t;s<a;++s){var l=e[s];n.push(l+65536>>8&255,l+256&255)}return a}encode.MACSTRING=function(e,t){var n=getMacEncodingTable(t);if(void 0!==n){for(var r=[],i=0;i<e.length;i++){var a=e.charCodeAt(i);if(a>=128&&void 0===(a=n[a]))return;r[i]=a}return r}},sizeOf.MACSTRING=function(e,t){var n=encode.MACSTRING(e,t);return void 0!==n?n.length:0},encode.VARDELTAS=function(e){for(var t=0,n=[];t<e.length;){var r=e[t];t=0===r?encodeVarDeltaRunAsZeroes(e,t,n):r>=-128&&r<=127?encodeVarDeltaRunAsBytes(e,t,n):encodeVarDeltaRunAsWords(e,t,n)}return n},encode.INDEX=function(e){for(var t=1,n=[t],r=[],i=0;i<e.length;i+=1){var a=encode.OBJECT(e[i]);Array.prototype.push.apply(r,a),t+=a.length,n.push(t)}if(0===r.length)return[0,0];for(var o=[],s=1+Math.floor(Math.log(t)/Math.log(2))/8|0,l=[void 0,encode.BYTE,encode.USHORT,encode.UINT24,encode.ULONG][s],c=0;c<n.length;c+=1){var d=l(n[c]);Array.prototype.push.apply(o,d)}return Array.prototype.concat(encode.Card16(e.length),encode.OffSize(s),o,r)},sizeOf.INDEX=function(e){return encode.INDEX(e).length},encode.DICT=function(e){for(var t=[],n=Object.keys(e),r=n.length,i=0;i<r;i+=1){var a=parseInt(n[i],0),o=e[a];t=(t=t.concat(encode.OPERAND(o.value,o.type))).concat(encode.OPERATOR(a))}return t},sizeOf.DICT=function(e){return encode.DICT(e).length},encode.OPERATOR=function(e){return e<1200?[e]:[12,e-1200]},encode.OPERAND=function(e,t){var n=[];if(Array.isArray(t))for(var r=0;r<t.length;r+=1)check.argument(e.length===t.length,"Not enough arguments given for type"+t),n=n.concat(encode.OPERAND(e[r],t[r]));else if("SID"===t)n=n.concat(encode.NUMBER(e));else if("offset"===t)n=n.concat(encode.NUMBER32(e));else if("number"===t)n=n.concat(encode.NUMBER(e));else{if("real"!==t)throw new Error("Unknown operand type "+t);n=n.concat(encode.REAL(e))}return n},encode.OP=encode.BYTE,sizeOf.OP=sizeOf.BYTE;var wmm="function"==typeof WeakMap&&new WeakMap;function Table(e,t,n){if(t.length&&("coverageFormat"!==t[0].name||1===t[0].value))for(var r=0;r<t.length;r+=1){var i=t[r];this[i.name]=i.value}if(this.tableName=e,this.fields=t,n)for(var a=Object.keys(n),o=0;o<a.length;o+=1){var s=a[o],l=n[s];void 0!==this[s]&&(this[s]=l)}}function ushortList(e,t,n){void 0===n&&(n=t.length);var r=new Array(t.length+1);r[0]={name:e+"Count",type:"USHORT",value:n};for(var i=0;i<t.length;i++)r[i+1]={name:e+i,type:"USHORT",value:t[i]};return r}function tableList(e,t,n){var r=t.length,i=new Array(r+1);i[0]={name:e+"Count",type:"USHORT",value:r};for(var a=0;a<r;a++)i[a+1]={name:e+a,type:"TABLE",value:n(t[a],a)};return i}function recordList(e,t,n){var r=t.length,i=[];i[0]={name:e+"Count",type:"USHORT",value:r};for(var a=0;a<r;a++)i=i.concat(n(t[a],a));return i}function Coverage(e){1===e.format?Table.call(this,"coverageTable",[{name:"coverageFormat",type:"USHORT",value:1}].concat(ushortList("glyph",e.glyphs))):2===e.format?Table.call(this,"coverageTable",[{name:"coverageFormat",type:"USHORT",value:2}].concat(recordList("rangeRecord",e.ranges,(function(e){return[{name:"startGlyphID",type:"USHORT",value:e.start},{name:"endGlyphID",type:"USHORT",value:e.end},{name:"startCoverageIndex",type:"USHORT",value:e.index}]})))):check.assert(!1,"Coverage format must be 1 or 2.")}function ScriptList(e){Table.call(this,"scriptListTable",recordList("scriptRecord",e,(function(e,t){var n=e.script,r=n.defaultLangSys;return check.assert(!!r,"Unable to write GSUB: script "+e.tag+" has no default language system."),[{name:"scriptTag"+t,type:"TAG",value:e.tag},{name:"script"+t,type:"TABLE",value:new Table("scriptTable",[{name:"defaultLangSys",type:"TABLE",value:new Table("defaultLangSys",[{name:"lookupOrder",type:"USHORT",value:0},{name:"reqFeatureIndex",type:"USHORT",value:r.reqFeatureIndex}].concat(ushortList("featureIndex",r.featureIndexes)))}].concat(recordList("langSys",n.langSysRecords,(function(e,t){var n=e.langSys;return[{name:"langSysTag"+t,type:"TAG",value:e.tag},{name:"langSys"+t,type:"TABLE",value:new Table("langSys",[{name:"lookupOrder",type:"USHORT",value:0},{name:"reqFeatureIndex",type:"USHORT",value:n.reqFeatureIndex}].concat(ushortList("featureIndex",n.featureIndexes)))}]}))))}]})))}function FeatureList(e){Table.call(this,"featureListTable",recordList("featureRecord",e,(function(e,t){var n=e.feature;return[{name:"featureTag"+t,type:"TAG",value:e.tag},{name:"feature"+t,type:"TABLE",value:new Table("featureTable",[{name:"featureParams",type:"USHORT",value:n.featureParams}].concat(ushortList("lookupListIndex",n.lookupListIndexes)))}]})))}function LookupList(e,t){Table.call(this,"lookupListTable",tableList("lookup",e,(function(e){var n=t[e.lookupType];return check.assert(!!n,"Unable to write GSUB lookup type "+e.lookupType+" tables."),new Table("lookupTable",[{name:"lookupType",type:"USHORT",value:e.lookupType},{name:"lookupFlag",type:"USHORT",value:e.lookupFlag}].concat(tableList("subtable",e.subtables,n)))})))}encode.CHARSTRING=function(e){if(wmm){var t=wmm.get(e);if(void 0!==t)return t}for(var n=[],r=e.length,i=0;i<r;i+=1){var a=e[i];n=n.concat(encode[a.type](a.value))}return wmm&&wmm.set(e,n),n},sizeOf.CHARSTRING=function(e){return encode.CHARSTRING(e).length},encode.OBJECT=function(e){var t=encode[e.type];return check.argument(void 0!==t,"No encoding function for type "+e.type),t(e.value)},sizeOf.OBJECT=function(e){var t=sizeOf[e.type];return check.argument(void 0!==t,"No sizeOf function for type "+e.type),t(e.value)},encode.TABLE=function(e){for(var t=[],n=e.fields.length,r=[],i=[],a=0;a<n;a+=1){var o=e.fields[a],s=encode[o.type];check.argument(void 0!==s,"No encoding function for field type "+o.type+" ("+o.name+")");var l=e[o.name];void 0===l&&(l=o.value);var c=s(l);"TABLE"===o.type?(i.push(t.length),t=t.concat([0,0]),r.push(c)):t=t.concat(c)}for(var d=0;d<r.length;d+=1){var T=i[d],u=t.length;check.argument(u<65536,"Table "+e.tableName+" too big."),t[T]=u>>8,t[T+1]=255&u,t=t.concat(r[d])}return t},sizeOf.TABLE=function(e){for(var t=0,n=e.fields.length,r=0;r<n;r+=1){var i=e.fields[r],a=sizeOf[i.type];check.argument(void 0!==a,"No sizeOf function for field type "+i.type+" ("+i.name+")");var o=e[i.name];void 0===o&&(o=i.value),t+=a(o),"TABLE"===i.type&&(t+=2)}return t},encode.RECORD=encode.TABLE,sizeOf.RECORD=sizeOf.TABLE,encode.LITERAL=function(e){return e},sizeOf.LITERAL=function(e){return e.length},Table.prototype.encode=function(){return encode.TABLE(this)},Table.prototype.sizeOf=function(){return sizeOf.TABLE(this)},Coverage.prototype=Object.create(Table.prototype),Coverage.prototype.constructor=Coverage,ScriptList.prototype=Object.create(Table.prototype),ScriptList.prototype.constructor=ScriptList,FeatureList.prototype=Object.create(Table.prototype),FeatureList.prototype.constructor=FeatureList,LookupList.prototype=Object.create(Table.prototype),LookupList.prototype.constructor=LookupList;var table={Table:Table,Record:Table,Coverage:Coverage,ScriptList:ScriptList,FeatureList:FeatureList,LookupList:LookupList,ushortList:ushortList,tableList:tableList,recordList:recordList};function getByte(e,t){return e.getUint8(t)}function getUShort(e,t){return e.getUint16(t,!1)}function getShort(e,t){return e.getInt16(t,!1)}function getULong(e,t){return e.getUint32(t,!1)}function getFixed(e,t){return e.getInt16(t,!1)+e.getUint16(t+2,!1)/65535}function getTag(e,t){for(var n="",r=t;r<t+4;r+=1)n+=String.fromCharCode(e.getInt8(r));return n}function getOffset(e,t,n){for(var r=0,i=0;i<n;i+=1)r<<=8,r+=e.getUint8(t+i);return r}function getBytes(e,t,n){for(var r=[],i=t;i<n;i+=1)r.push(e.getUint8(i));return r}function bytesToString(e){for(var t="",n=0;n<e.length;n+=1)t+=String.fromCharCode(e[n]);return t}var typeOffsets={byte:1,uShort:2,short:2,uLong:4,fixed:4,longDateTime:8,tag:4};function Parser(e,t){this.data=e,this.offset=t,this.relativeOffset=0}Parser.prototype.parseByte=function(){var e=this.data.getUint8(this.offset+this.relativeOffset);return this.relativeOffset+=1,e},Parser.prototype.parseChar=function(){var e=this.data.getInt8(this.offset+this.relativeOffset);return this.relativeOffset+=1,e},Parser.prototype.parseCard8=Parser.prototype.parseByte,Parser.prototype.parseUShort=function(){var e=this.data.getUint16(this.offset+this.relativeOffset);return this.relativeOffset+=2,e},Parser.prototype.parseCard16=Parser.prototype.parseUShort,Parser.prototype.parseSID=Parser.prototype.parseUShort,Parser.prototype.parseOffset16=Parser.prototype.parseUShort,Parser.prototype.parseShort=function(){var e=this.data.getInt16(this.offset+this.relativeOffset);return this.relativeOffset+=2,e},Parser.prototype.parseF2Dot14=function(){var e=this.data.getInt16(this.offset+this.relativeOffset)/16384;return this.relativeOffset+=2,e},Parser.prototype.parseULong=function(){var e=getULong(this.data,this.offset+this.relativeOffset);return this.relativeOffset+=4,e},Parser.prototype.parseOffset32=Parser.prototype.parseULong,Parser.prototype.parseFixed=function(){var e=getFixed(this.data,this.offset+this.relativeOffset);return this.relativeOffset+=4,e},Parser.prototype.parseString=function(e){var t=this.data,n=this.offset+this.relativeOffset,r="";this.relativeOffset+=e;for(var i=0;i<e;i++)r+=String.fromCharCode(t.getUint8(n+i));return r},Parser.prototype.parseTag=function(){return this.parseString(4)},Parser.prototype.parseLongDateTime=function(){var e=getULong(this.data,this.offset+this.relativeOffset+4);return e-=2082844800,this.relativeOffset+=8,e},Parser.prototype.parseVersion=function(e){var t=getUShort(this.data,this.offset+this.relativeOffset),n=getUShort(this.data,this.offset+this.relativeOffset+2);return this.relativeOffset+=4,void 0===e&&(e=4096),t+n/e/10},Parser.prototype.skip=function(e,t){void 0===t&&(t=1),this.relativeOffset+=typeOffsets[e]*t},Parser.prototype.parseULongList=function(e){void 0===e&&(e=this.parseULong());for(var t=new Array(e),n=this.data,r=this.offset+this.relativeOffset,i=0;i<e;i++)t[i]=n.getUint32(r),r+=4;return this.relativeOffset+=4*e,t},Parser.prototype.parseOffset16List=Parser.prototype.parseUShortList=function(e){void 0===e&&(e=this.parseUShort());for(var t=new Array(e),n=this.data,r=this.offset+this.relativeOffset,i=0;i<e;i++)t[i]=n.getUint16(r),r+=2;return this.relativeOffset+=2*e,t},Parser.prototype.parseShortList=function(e){for(var t=new Array(e),n=this.data,r=this.offset+this.relativeOffset,i=0;i<e;i++)t[i]=n.getInt16(r),r+=2;return this.relativeOffset+=2*e,t},Parser.prototype.parseByteList=function(e){for(var t=new Array(e),n=this.data,r=this.offset+this.relativeOffset,i=0;i<e;i++)t[i]=n.getUint8(r++);return this.relativeOffset+=e,t},Parser.prototype.parseList=function(e,t){t||(t=e,e=this.parseUShort());for(var n=new Array(e),r=0;r<e;r++)n[r]=t.call(this);return n},Parser.prototype.parseList32=function(e,t){t||(t=e,e=this.parseULong());for(var n=new Array(e),r=0;r<e;r++)n[r]=t.call(this);return n},Parser.prototype.parseRecordList=function(e,t){t||(t=e,e=this.parseUShort());for(var n=new Array(e),r=Object.keys(t),i=0;i<e;i++){for(var a={},o=0;o<r.length;o++){var s=r[o],l=t[s];a[s]=l.call(this)}n[i]=a}return n},Parser.prototype.parseRecordList32=function(e,t){t||(t=e,e=this.parseULong());for(var n=new Array(e),r=Object.keys(t),i=0;i<e;i++){for(var a={},o=0;o<r.length;o++){var s=r[o],l=t[s];a[s]=l.call(this)}n[i]=a}return n},Parser.prototype.parseStruct=function(e){if("function"==typeof e)return e.call(this);for(var t=Object.keys(e),n={},r=0;r<t.length;r++){var i=t[r],a=e[i];n[i]=a.call(this)}return n},Parser.prototype.parseValueRecord=function(e){if(void 0===e&&(e=this.parseUShort()),0!==e){var t={};return 1&e&&(t.xPlacement=this.parseShort()),2&e&&(t.yPlacement=this.parseShort()),4&e&&(t.xAdvance=this.parseShort()),8&e&&(t.yAdvance=this.parseShort()),16&e&&(t.xPlaDevice=void 0,this.parseShort()),32&e&&(t.yPlaDevice=void 0,this.parseShort()),64&e&&(t.xAdvDevice=void 0,this.parseShort()),128&e&&(t.yAdvDevice=void 0,this.parseShort()),t}},Parser.prototype.parseValueRecordList=function(){for(var e=this.parseUShort(),t=this.parseUShort(),n=new Array(t),r=0;r<t;r++)n[r]=this.parseValueRecord(e);return n},Parser.prototype.parsePointer=function(e){var t=this.parseOffset16();if(t>0)return new Parser(this.data,this.offset+t).parseStruct(e)},Parser.prototype.parsePointer32=function(e){var t=this.parseOffset32();if(t>0)return new Parser(this.data,this.offset+t).parseStruct(e)},Parser.prototype.parseListOfLists=function(e){for(var t=this.parseOffset16List(),n=t.length,r=this.relativeOffset,i=new Array(n),a=0;a<n;a++){var o=t[a];if(0!==o)if(this.relativeOffset=o,e){for(var s=this.parseOffset16List(),l=new Array(s.length),c=0;c<s.length;c++)this.relativeOffset=o+s[c],l[c]=e.call(this);i[a]=l}else i[a]=this.parseUShortList();else i[a]=void 0}return this.relativeOffset=r,i},Parser.prototype.parseCoverage=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort(),n=this.parseUShort();if(1===t)return{format:1,glyphs:this.parseUShortList(n)};if(2===t){for(var r=new Array(n),i=0;i<n;i++)r[i]={start:this.parseUShort(),end:this.parseUShort(),index:this.parseUShort()};return{format:2,ranges:r}}throw new Error("0x"+e.toString(16)+": Coverage format must be 1 or 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this.parsePointer32(e)}},Parser.tag=Parser.prototype.parseTag,Parser.byte=Parser.prototype.parseByte,Parser.uShort=Parser.offset16=Parser.prototype.parseUShort,Parser.uShortList=Parser.prototype.parseUShortList,Parser.uLong=Parser.offset32=Parser.prototype.parseULong,Parser.uLongList=Parser.prototype.parseULongList,Parser.struct=Parser.prototype.parseStruct,Parser.coverage=Parser.prototype.parseCoverage,Parser.classDef=Parser.prototype.parseClassDef;var langSysTable={reserved:Parser.uShort,reqFeatureIndex:Parser.uShort,featureIndexes:Parser.uShortList};Parser.prototype.parseScriptList=function(){return this.parsePointer(Parser.recordList({tag:Parser.tag,script:Parser.pointer({defaultLangSys:Parser.pointer(langSysTable),langSysRecords:Parser.recordList({tag:Parser.tag,langSys:Parser.pointer(langSysTable)})})}))||[]},Parser.prototype.parseFeatureList=function(){return 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0,Q=o.parseUShort(),p=s.parseUShort(),h=l.parseShort(),m=c.parseUShort(),f=p;f<=Q;f+=1)0!==m?(d=c.offset+c.relativeOffset-2,d+=m,d+=2*(f-p),0!==(u=parse.getUShort(n,d))&&(u=u+h&65535)):u=f+h&65535,e.glyphIndexMap[f]=u}function parseCmapTable(e,t){var n={};n.version=parse.getUShort(e,t),check.argument(0===n.version,"cmap table version should be 0."),n.numTables=parse.getUShort(e,t+2);for(var r=-1,i=n.numTables-1;i>=0;i-=1){var a=parse.getUShort(e,t+4+8*i),o=parse.getUShort(e,t+4+8*i+2);if(3===a&&(0===o||1===o||10===o)||0===a&&(0===o||1===o||2===o||3===o||4===o)){r=parse.getULong(e,t+4+8*i+4);break}}if(-1===r)throw new Error("No valid cmap sub-tables found.");var s=new parse.Parser(e,t+r);if(n.format=s.parseUShort(),12===n.format)parseCmapTableFormat12(n,s);else{if(4!==n.format)throw new Error("Only format 4 and 12 cmap tables are supported (found format "+n.format+").");parseCmapTableFormat4(n,s,e,t,r)}return n}function 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s=i.segments.length,l=0,c=[],d=[],T=[],u=[],Q=[],p=[];for(t=0;t<s;t+=1){var h=i.segments[t];h.end<=65535&&h.start<=65535?(c=c.concat({name:"end_"+t,type:"USHORT",value:h.end}),d=d.concat({name:"start_"+t,type:"USHORT",value:h.start}),T=T.concat({name:"idDelta_"+t,type:"SHORT",value:h.delta}),u=u.concat({name:"idRangeOffset_"+t,type:"USHORT",value:h.offset}),void 0!==h.glyphId&&(Q=Q.concat({name:"glyph_"+t,type:"USHORT",value:h.glyphId}))):l+=1,n||void 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r=e.parseByte(),i=r>>4,a=15&r;if(15===i)break;if(t+=n[i],15===a)break;t+=n[a]}return parseFloat(t)}function parseOperand(e,t){if(28===t)return e.parseByte()<<8|e.parseByte();if(29===t)return e.parseByte()<<24|e.parseByte()<<16|e.parseByte()<<8|e.parseByte();if(30===t)return parseFloatOperand(e);if(t>=32&&t<=246)return t-139;if(t>=247&&t<=250)return 256*(t-247)+e.parseByte()+108;if(t>=251&&t<=254)return 256*-(t-251)-e.parseByte()-108;throw new Error("Invalid b0 "+t)}function entriesToObject(e){for(var t={},n=0;n<e.length;n+=1){var r,i=e[n][0],a=e[n][1];if(r=1===a.length?a[0]:a,t.hasOwnProperty(i)&&!isNaN(t[i]))throw new Error("Object "+t+" already has key "+i);t[i]=r}return t}function parseCFFDict(e,t,n){t=void 0!==t?t:0;var r=new parse.Parser(e,t),i=[],a=[];for(n=void 0!==n?n:e.length;r.relativeOffset<n;){var o=r.parseByte();o<=21?(12===o&&(o=1200+r.parseByte()),i.push([o,a]),a=[]):a.push(parseOperand(r,o))}return entriesToObject(i)}function getCFFString(e,t){return t<=390?cffStandardStrings[t]:e[t-391]}function interpretDict(e,t,n){for(var r,i={},a=0;a<t.length;a+=1){var o=t[a];if(Array.isArray(o.type)){var s=[];s.length=o.type.length;for(var l=0;l<o.type.length;l++)void 0===(r=void 0!==e[o.op]?e[o.op][l]:void 0)&&(r=void 0!==o.value&&void 0!==o.value[l]?o.value[l]:null),"SID"===o.type[l]&&(r=getCFFString(n,r)),s[l]=r;i[o.name]=s}else void 0===(r=e[o.op])&&(r=void 0!==o.value?o.value:null),"SID"===o.type&&(r=getCFFString(n,r)),i[o.name]=r}return i}function parseCFFHeader(e,t){var n={};return n.formatMajor=parse.getCard8(e,t),n.formatMinor=parse.getCard8(e,t+1),n.size=parse.getCard8(e,t+2),n.offsetSize=parse.getCard8(e,t+3),n.startOffset=t,n.endOffset=t+4,n}var TOP_DICT_META=[{name:"version",op:0,type:"SID"},{name:"notice",op:1,type:"SID"},{name:"copyright",op:1200,type:"SID"},{name:"fullName",op:2,type:"SID"},{name:"familyName",op:3,type:"SID"},{name:"weight",op:4,type:"SID"},{name:"isFixedPitch",op:1201,type:"number",value:0},{name:"italicAngle",op:1202,type:"number",value:0},{name:"underlinePosition",op:1203,type:"number",value:-100},{name:"underlineThickness",op:1204,type:"number",value:50},{name:"paintType",op:1205,type:"number",value:0},{name:"charstringType",op:1206,type:"number",value:2},{name:"fontMatrix",op:1207,type:["real","real","real","real","real","real"],value:[.001,0,0,.001,0,0]},{name:"uniqueId",op:13,type:"number"},{name:"fontBBox",op:5,type:["number","number","number","number"],value:[0,0,0,0]},{name:"strokeWidth",op:1208,type:"number",value:0},{name:"xuid",op:14,type:[],value:null},{name:"charset",op:15,type:"offset",value:0},{name:"encoding",op:16,type:"offset",value:0},{name:"charStrings",op:17,type:"offset",value:0},{name:"private",op:18,type:["number","offset"],value:[0,0]},{name:"ros",op:1230,type:["SID","SID","number"]},{name:"cidFontVersion",op:1231,type:"number",value:0},{name:"cidFontRevision",op:1232,type:"number",value:0},{name:"cidFontType",op:1233,type:"number",value:0},{name:"cidCount",op:1234,type:"number",value:8720},{name:"uidBase",op:1235,type:"number"},{name:"fdArray",op:1236,type:"offset"},{name:"fdSelect",op:1237,type:"offset"},{name:"fontName",op:1238,type:"SID"}],PRIVATE_DICT_META=[{name:"subrs",op:19,type:"offset",value:0},{name:"defaultWidthX",op:20,type:"number",value:0},{name:"nominalWidthX",op:21,type:"number",value:0}];function parseCFFTopDict(e,t){return interpretDict(parseCFFDict(e,0,e.byteLength),TOP_DICT_META,t)}function parseCFFPrivateDict(e,t,n,r){return interpretDict(parseCFFDict(e,t,n),PRIVATE_DICT_META,r)}function gatherCFFTopDicts(e,t,n,r){for(var i=[],a=0;a<n.length;a+=1){var o=parseCFFTopDict(new DataView(new Uint8Array(n[a]).buffer),r);o._subrs=[],o._subrsBias=0,o._defaultWidthX=0,o._nominalWidthX=0;var s=o.private[0],l=o.private[1];if(0!==s&&0!==l){var c=parseCFFPrivateDict(e,l+t,s,r);if(o._defaultWidthX=c.defaultWidthX,o._nominalWidthX=c.nominalWidthX,0!==c.subrs){var d=parseCFFIndex(e,l+c.subrs+t);o._subrs=d.objects,o._subrsBias=calcCFFSubroutineBias(o._subrs)}o._privateDict=c}i.push(o)}return i}function parseCFFCharset(e,t,n,r){var i,a,o=new parse.Parser(e,t);n-=1;var s=[".notdef"],l=o.parseCard8();if(0===l)for(var c=0;c<n;c+=1)i=o.parseSID(),s.push(getCFFString(r,i));else if(1===l)for(;s.length<=n;){i=o.parseSID(),a=o.parseCard8();for(var d=0;d<=a;d+=1)s.push(getCFFString(r,i)),i+=1}else{if(2!==l)throw new Error("Unknown charset format "+l);for(;s.length<=n;){i=o.parseSID(),a=o.parseCard16();for(var T=0;T<=a;T+=1)s.push(getCFFString(r,i)),i+=1}}return s}function parseCFFEncoding(e,t,n){var r,i={},a=new parse.Parser(e,t),o=a.parseCard8();if(0===o)for(var s=a.parseCard8(),l=0;l<s;l+=1)i[r=a.parseCard8()]=l;else{if(1!==o)throw new Error("Unknown encoding format "+o);var c=a.parseCard8();r=1;for(var d=0;d<c;d+=1)for(var T=a.parseCard8(),u=a.parseCard8(),Q=T;Q<=T+u;Q+=1)i[Q]=r,r+=1}return new CffEncoding(i,n)}function parseCFFCharstring(e,t,n){var r,i,a,o,s,l,c,d,T=new Path,u=[],Q=0,p=!1,h=!1,m=0,f=0;if(e.isCIDFont){var g=e.tables.cff.topDict._fdSelect[t.index],b=e.tables.cff.topDict._fdArray[g];s=b._subrs,l=b._subrsBias,c=b._defaultWidthX,d=b._nominalWidthX}else s=e.tables.cff.topDict._subrs,l=e.tables.cff.topDict._subrsBias,c=e.tables.cff.topDict._defaultWidthX,d=e.tables.cff.topDict._nominalWidthX;var y=c;function _(e,t){h&&T.closePath(),T.moveTo(e,t),h=!0}function L(){u.length%2!=0&&!p&&(y=u.shift()+d),Q+=u.length>>1,u.length=0,p=!0}return function n(c){for(var g,b,v,w,E,x,M,S,H,C,O,A,k=0;k<c.length;){var I=c[k];switch(k+=1,I){case 1:case 3:case 18:case 23:L();break;case 4:u.length>1&&!p&&(y=u.shift()+d,p=!0),f+=u.pop(),_(m,f);break;case 5:for(;u.length>0;)m+=u.shift(),f+=u.shift(),T.lineTo(m,f);break;case 6:for(;u.length>0&&(m+=u.shift(),T.lineTo(m,f),0!==u.length);)f+=u.shift(),T.lineTo(m,f);break;case 7:for(;u.length>0&&(f+=u.shift(),T.lineTo(m,f),0!==u.length);)m+=u.shift(),T.lineTo(m,f);break;case 8:for(;u.length>0;)r=m+u.shift(),i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),m=a+u.shift(),f=o+u.shift(),T.curveTo(r,i,a,o,m,f);break;case 10:E=u.pop()+l,(x=s[E])&&n(x);break;case 11:return;case 12:switch(I=c[k],k+=1,I){case 35:r=m+u.shift(),i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),M=a+u.shift(),S=o+u.shift(),H=M+u.shift(),C=S+u.shift(),O=H+u.shift(),A=C+u.shift(),m=O+u.shift(),f=A+u.shift(),u.shift(),T.curveTo(r,i,a,o,M,S),T.curveTo(H,C,O,A,m,f);break;case 34:r=m+u.shift(),i=f,a=r+u.shift(),o=i+u.shift(),M=a+u.shift(),S=o,H=M+u.shift(),C=o,O=H+u.shift(),A=f,m=O+u.shift(),T.curveTo(r,i,a,o,M,S),T.curveTo(H,C,O,A,m,f);break;case 36:r=m+u.shift(),i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),M=a+u.shift(),S=o,H=M+u.shift(),C=o,O=H+u.shift(),A=C+u.shift(),m=O+u.shift(),T.curveTo(r,i,a,o,M,S),T.curveTo(H,C,O,A,m,f);break;case 37:r=m+u.shift(),i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),M=a+u.shift(),S=o+u.shift(),H=M+u.shift(),C=S+u.shift(),O=H+u.shift(),A=C+u.shift(),Math.abs(O-m)>Math.abs(A-f)?m=O+u.shift():f=A+u.shift(),T.curveTo(r,i,a,o,M,S),T.curveTo(H,C,O,A,m,f);break;default:console.log("Glyph "+t.index+": unknown operator 1200"+I),u.length=0}break;case 14:u.length>0&&!p&&(y=u.shift()+d,p=!0),h&&(T.closePath(),h=!1);break;case 19:case 20:L(),k+=Q+7>>3;break;case 21:u.length>2&&!p&&(y=u.shift()+d,p=!0),f+=u.pop(),_(m+=u.pop(),f);break;case 22:u.length>1&&!p&&(y=u.shift()+d,p=!0),_(m+=u.pop(),f);break;case 24:for(;u.length>2;)r=m+u.shift(),i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),m=a+u.shift(),f=o+u.shift(),T.curveTo(r,i,a,o,m,f);m+=u.shift(),f+=u.shift(),T.lineTo(m,f);break;case 25:for(;u.length>6;)m+=u.shift(),f+=u.shift(),T.lineTo(m,f);r=m+u.shift(),i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),m=a+u.shift(),f=o+u.shift(),T.curveTo(r,i,a,o,m,f);break;case 26:for(u.length%2&&(m+=u.shift());u.length>0;)r=m,i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),m=a,f=o+u.shift(),T.curveTo(r,i,a,o,m,f);break;case 27:for(u.length%2&&(f+=u.shift());u.length>0;)r=m+u.shift(),i=f,a=r+u.shift(),o=i+u.shift(),m=a+u.shift(),f=o,T.curveTo(r,i,a,o,m,f);break;case 28:g=c[k],b=c[k+1],u.push((g<<24|b<<16)>>16),k+=2;break;case 29:E=u.pop()+e.gsubrsBias,(x=e.gsubrs[E])&&n(x);break;case 30:for(;u.length>0&&(r=m,i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),m=a+u.shift(),f=o+(1===u.length?u.shift():0),T.curveTo(r,i,a,o,m,f),0!==u.length);)r=m+u.shift(),i=f,a=r+u.shift(),o=i+u.shift(),f=o+u.shift(),m=a+(1===u.length?u.shift():0),T.curveTo(r,i,a,o,m,f);break;case 31:for(;u.length>0&&(r=m+u.shift(),i=f,a=r+u.shift(),o=i+u.shift(),f=o+u.shift(),m=a+(1===u.length?u.shift():0),T.curveTo(r,i,a,o,m,f),0!==u.length);)r=m,i=f+u.shift(),a=r+u.shift(),o=i+u.shift(),m=a+u.shift(),f=o+(1===u.length?u.shift():0),T.curveTo(r,i,a,o,m,f);break;default:I<32?console.log("Glyph "+t.index+": unknown operator "+I):I<247?u.push(I-139):I<251?(g=c[k],k+=1,u.push(256*(I-247)+g+108)):I<255?(g=c[k],k+=1,u.push(256*-(I-251)-g-108)):(g=c[k],b=c[k+1],v=c[k+2],w=c[k+3],k+=4,u.push((g<<24|b<<16|v<<8|w)/65536))}}}(n),t.advanceWidth=y,T}function parseCFFFDSelect(e,t,n,r){var i,a=[],o=new parse.Parser(e,t),s=o.parseCard8();if(0===s)for(var l=0;l<n;l++){if((i=o.parseCard8())>=r)throw new Error("CFF table CID Font FDSelect has bad FD index value "+i+" (FD count "+r+")");a.push(i)}else{if(3!==s)throw new Error("CFF Table CID Font FDSelect table has unsupported format "+s);var c,d=o.parseCard16(),T=o.parseCard16();if(0!==T)throw new Error("CFF Table CID Font FDSelect format 3 range has bad initial GID "+T);for(var u=0;u<d;u++){if(i=o.parseCard8(),c=o.parseCard16(),i>=r)throw new Error("CFF table CID Font FDSelect has bad FD index value "+i+" (FD count "+r+")");if(c>n)throw new Error("CFF Table CID Font FDSelect format 3 range has bad GID "+c);for(;T<c;T++)a.push(i);T=c}if(c!==n)throw new Error("CFF Table CID Font FDSelect format 3 range has bad final GID "+c)}return a}function parseCFFTable(e,t,n,r){n.tables.cff={};var i=parseCFFHeader(e,t),a=parseCFFIndex(e,i.endOffset,parse.bytesToString),o=parseCFFIndex(e,a.endOffset),s=parseCFFIndex(e,o.endOffset,parse.bytesToString),l=parseCFFIndex(e,s.endOffset);n.gsubrs=l.objects,n.gsubrsBias=calcCFFSubroutineBias(n.gsubrs);var c=gatherCFFTopDicts(e,t,o.objects,s.objects);if(1!==c.length)throw new Error("CFF table has too many fonts in 'FontSet' - count of fonts NameIndex.length = "+c.length);var d=c[0];if(n.tables.cff.topDict=d,d._privateDict&&(n.defaultWidthX=d._privateDict.defaultWidthX,n.nominalWidthX=d._privateDict.nominalWidthX),void 0!==d.ros[0]&&void 0!==d.ros[1]&&(n.isCIDFont=!0),n.isCIDFont){var T=d.fdArray,u=d.fdSelect;if(0===T||0===u)throw new Error("Font is marked as a CID font, but FDArray and/or FDSelect information is missing");var Q=parseCFFIndex(e,T+=t),p=gatherCFFTopDicts(e,t,Q.objects,s.objects);d._fdArray=p,u+=t,d._fdSelect=parseCFFFDSelect(e,u,n.numGlyphs,p.length)}var h,m=t+d.private[1],f=parseCFFPrivateDict(e,m,d.private[0],s.objects);if(n.defaultWidthX=f.defaultWidthX,n.nominalWidthX=f.nominalWidthX,0!==f.subrs){var g=m+f.subrs,b=parseCFFIndex(e,g);n.subrs=b.objects,n.subrsBias=calcCFFSubroutineBias(n.subrs)}else n.subrs=[],n.subrsBias=0;r.lowMemory?(h=parseCFFIndexLowMemory(e,t+d.charStrings),n.nGlyphs=h.offsets.length):(h=parseCFFIndex(e,t+d.charStrings),n.nGlyphs=h.objects.length);var y=parseCFFCharset(e,t+d.charset,n.nGlyphs,s.objects);if(0===d.encoding?n.cffEncoding=new CffEncoding(cffStandardEncoding,y):1===d.encoding?n.cffEncoding=new CffEncoding(cffExpertEncoding,y):n.cffEncoding=parseCFFEncoding(e,t+d.encoding,y),n.encoding=n.encoding||n.cffEncoding,n.glyphs=new glyphset.GlyphSet(n),r.lowMemory)n._push=function(r){var i=getCffIndexObject(r,h.offsets,e,t+d.charStrings);n.glyphs.push(r,glyphset.cffGlyphLoader(n,r,parseCFFCharstring,i))};else for(var _=0;_<n.nGlyphs;_+=1){var L=h.objects[_];n.glyphs.push(_,glyphset.cffGlyphLoader(n,_,parseCFFCharstring,L))}}function encodeString(e,t){var n,r=cffStandardStrings.indexOf(e);return r>=0&&(n=r),(r=t.indexOf(e))>=0?n=r+cffStandardStrings.length:(n=cffStandardStrings.length+t.length,t.push(e)),n}function makeHeader(){return new table.Record("Header",[{name:"major",type:"Card8",value:1},{name:"minor",type:"Card8",value:0},{name:"hdrSize",type:"Card8",value:4},{name:"major",type:"Card8",value:1}])}function makeNameIndex(e){var t=new table.Record("Name INDEX",[{name:"names",type:"INDEX",value:[]}]);t.names=[];for(var n=0;n<e.length;n+=1)t.names.push({name:"name_"+n,type:"NAME",value:e[n]});return t}function makeDict(e,t,n){for(var r={},i=0;i<e.length;i+=1){var a=e[i],o=t[a.name];void 0===o||equals(o,a.value)||("SID"===a.type&&(o=encodeString(o,n)),r[a.op]={name:a.name,type:a.type,value:o})}return r}function makeTopDict(e,t){var n=new table.Record("Top DICT",[{name:"dict",type:"DICT",value:{}}]);return n.dict=makeDict(TOP_DICT_META,e,t),n}function makeTopDictIndex(e){var t=new table.Record("Top DICT INDEX",[{name:"topDicts",type:"INDEX",value:[]}]);return t.topDicts=[{name:"topDict_0",type:"TABLE",value:e}],t}function makeStringIndex(e){var t=new table.Record("String INDEX",[{name:"strings",type:"INDEX",value:[]}]);t.strings=[];for(var n=0;n<e.length;n+=1)t.strings.push({name:"string_"+n,type:"STRING",value:e[n]});return t}function makeGlobalSubrIndex(){return new table.Record("Global Subr INDEX",[{name:"subrs",type:"INDEX",value:[]}])}function makeCharsets(e,t){for(var n=new table.Record("Charsets",[{name:"format",type:"Card8",value:0}]),r=0;r<e.length;r+=1){var i=encodeString(e[r],t);n.fields.push({name:"glyph_"+r,type:"SID",value:i})}return n}function glyphToOps(e){var t=[],n=e.path;t.push({name:"width",type:"NUMBER",value:e.advanceWidth});for(var r=0,i=0,a=0;a<n.commands.length;a+=1){var o=void 0,s=void 0,l=n.commands[a];if("Q"===l.type){var c=1/3,d=2/3;l={type:"C",x:l.x,y:l.y,x1:Math.round(c*r+d*l.x1),y1:Math.round(c*i+d*l.y1),x2:Math.round(c*l.x+d*l.x1),y2:Math.round(c*l.y+d*l.y1)}}if("M"===l.type)o=Math.round(l.x-r),s=Math.round(l.y-i),t.push({name:"dx",type:"NUMBER",value:o}),t.push({name:"dy",type:"NUMBER",value:s}),t.push({name:"rmoveto",type:"OP",value:21}),r=Math.round(l.x),i=Math.round(l.y);else if("L"===l.type)o=Math.round(l.x-r),s=Math.round(l.y-i),t.push({name:"dx",type:"NUMBER",value:o}),t.push({name:"dy",type:"NUMBER",value:s}),t.push({name:"rlineto",type:"OP",value:5}),r=Math.round(l.x),i=Math.round(l.y);else if("C"===l.type){var T=Math.round(l.x1-r),u=Math.round(l.y1-i),Q=Math.round(l.x2-l.x1),p=Math.round(l.y2-l.y1);o=Math.round(l.x-l.x2),s=Math.round(l.y-l.y2),t.push({name:"dx1",type:"NUMBER",value:T}),t.push({name:"dy1",type:"NUMBER",value:u}),t.push({name:"dx2",type:"NUMBER",value:Q}),t.push({name:"dy2",type:"NUMBER",value:p}),t.push({name:"dx",type:"NUMBER",value:o}),t.push({name:"dy",type:"NUMBER",value:s}),t.push({name:"rrcurveto",type:"OP",value:8}),r=Math.round(l.x),i=Math.round(l.y)}}return t.push({name:"endchar",type:"OP",value:14}),t}function makeCharStringsIndex(e){for(var t=new table.Record("CharStrings INDEX",[{name:"charStrings",type:"INDEX",value:[]}]),n=0;n<e.length;n+=1){var r=e.get(n),i=glyphToOps(r);t.charStrings.push({name:r.name,type:"CHARSTRING",value:i})}return t}function makePrivateDict(e,t){var n=new table.Record("Private DICT",[{name:"dict",type:"DICT",value:{}}]);return n.dict=makeDict(PRIVATE_DICT_META,e,t),n}function makeCFFTable(e,t){for(var n,r=new table.Table("CFF ",[{name:"header",type:"RECORD"},{name:"nameIndex",type:"RECORD"},{name:"topDictIndex",type:"RECORD"},{name:"stringIndex",type:"RECORD"},{name:"globalSubrIndex",type:"RECORD"},{name:"charsets",type:"RECORD"},{name:"charStringsIndex",type:"RECORD"},{name:"privateDict",type:"RECORD"}]),i=1/t.unitsPerEm,a={version:t.version,fullName:t.fullName,familyName:t.familyName,weight:t.weightName,fontBBox:t.fontBBox||[0,0,0,0],fontMatrix:[i,0,0,i,0,0],charset:999,encoding:0,charStrings:999,private:[0,999]},o=[],s=1;s<e.length;s+=1)n=e.get(s),o.push(n.name);var l=[];r.header=makeHeader(),r.nameIndex=makeNameIndex([t.postScriptName]);var c=makeTopDict(a,l);r.topDictIndex=makeTopDictIndex(c),r.globalSubrIndex=makeGlobalSubrIndex(),r.charsets=makeCharsets(o,l),r.charStringsIndex=makeCharStringsIndex(e),r.privateDict=makePrivateDict({},l),r.stringIndex=makeStringIndex(l);var d=r.header.sizeOf()+r.nameIndex.sizeOf()+r.topDictIndex.sizeOf()+r.stringIndex.sizeOf()+r.globalSubrIndex.sizeOf();return a.charset=d,a.encoding=0,a.charStrings=a.charset+r.charsets.sizeOf(),a.private[1]=a.charStrings+r.charStringsIndex.sizeOf(),c=makeTopDict(a,l),r.topDictIndex=makeTopDictIndex(c),r}var cff={parse:parseCFFTable,make:makeCFFTable};function parseHeadTable(e,t){var n={},r=new parse.Parser(e,t);return n.version=r.parseVersion(),n.fontRevision=Math.round(1e3*r.parseFixed())/1e3,n.checkSumAdjustment=r.parseULong(),n.magicNumber=r.parseULong(),check.argument(1594834165===n.magicNumber,"Font header has wrong magic number."),n.flags=r.parseUShort(),n.unitsPerEm=r.parseUShort(),n.created=r.parseLongDateTime(),n.modified=r.parseLongDateTime(),n.xMin=r.parseShort(),n.yMin=r.parseShort(),n.xMax=r.parseShort(),n.yMax=r.parseShort(),n.macStyle=r.parseUShort(),n.lowestRecPPEM=r.parseUShort(),n.fontDirectionHint=r.parseShort(),n.indexToLocFormat=r.parseShort(),n.glyphDataFormat=r.parseShort(),n}function makeHeadTable(e){var t=Math.round((new Date).getTime()/1e3)+2082844800,n=t;return e.createdTimestamp&&(n=e.createdTimestamp+2082844800),new table.Table("head",[{name:"version",type:"FIXED",value:65536},{name:"fontRevision",type:"FIXED",value:65536},{name:"checkSumAdjustment",type:"ULONG",value:0},{name:"magicNumber",type:"ULONG",value:1594834165},{name:"flags",type:"USHORT",value:0},{name:"unitsPerEm",type:"USHORT",value:1e3},{name:"created",type:"LONGDATETIME",value:n},{name:"modified",type:"LONGDATETIME",value:t},{name:"xMin",type:"SHORT",value:0},{name:"yMin",type:"SHORT",value:0},{name:"xMax",type:"SHORT",value:0},{name:"yMax",type:"SHORT",value:0},{name:"macStyle",type:"USHORT",value:0},{name:"lowestRecPPEM",type:"USHORT",value:0},{name:"fontDirectionHint",type:"SHORT",value:2},{name:"indexToLocFormat",type:"SHORT",value:0},{name:"glyphDataFormat",type:"SHORT",value:0}],e)}var head={parse:parseHeadTable,make:makeHeadTable};function parseHheaTable(e,t){var n={},r=new parse.Parser(e,t);return n.version=r.parseVersion(),n.ascender=r.parseShort(),n.descender=r.parseShort(),n.lineGap=r.parseShort(),n.advanceWidthMax=r.parseUShort(),n.minLeftSideBearing=r.parseShort(),n.minRightSideBearing=r.parseShort(),n.xMaxExtent=r.parseShort(),n.caretSlopeRise=r.parseShort(),n.caretSlopeRun=r.parseShort(),n.caretOffset=r.parseShort(),r.relativeOffset+=8,n.metricDataFormat=r.parseShort(),n.numberOfHMetrics=r.parseUShort(),n}function makeHheaTable(e){return new table.Table("hhea",[{name:"version",type:"FIXED",value:65536},{name:"ascender",type:"FWORD",value:0},{name:"descender",type:"FWORD",value:0},{name:"lineGap",type:"FWORD",value:0},{name:"advanceWidthMax",type:"UFWORD",value:0},{name:"minLeftSideBearing",type:"FWORD",value:0},{name:"minRightSideBearing",type:"FWORD",value:0},{name:"xMaxExtent",type:"FWORD",value:0},{name:"caretSlopeRise",type:"SHORT",value:1},{name:"caretSlopeRun",type:"SHORT",value:0},{name:"caretOffset",type:"SHORT",value:0},{name:"reserved1",type:"SHORT",value:0},{name:"reserved2",type:"SHORT",value:0},{name:"reserved3",type:"SHORT",value:0},{name:"reserved4",type:"SHORT",value:0},{name:"metricDataFormat",type:"SHORT",value:0},{name:"numberOfHMetrics",type:"USHORT",value:0}],e)}var hhea={parse:parseHheaTable,make:makeHheaTable};function parseHmtxTableAll(e,t,n,r,i){for(var a,o,s=new parse.Parser(e,t),l=0;l<r;l+=1){l<n&&(a=s.parseUShort(),o=s.parseShort());var c=i.get(l);c.advanceWidth=a,c.leftSideBearing=o}}function parseHmtxTableOnLowMemory(e,t,n,r,i){var a,o;e._hmtxTableData={};for(var s=new parse.Parser(t,n),l=0;l<i;l+=1)l<r&&(a=s.parseUShort(),o=s.parseShort()),e._hmtxTableData[l]={advanceWidth:a,leftSideBearing:o}}function parseHmtxTable(e,t,n,r,i,a,o){o.lowMemory?parseHmtxTableOnLowMemory(e,t,n,r,i):parseHmtxTableAll(t,n,r,i,a)}function makeHmtxTable(e){for(var t=new table.Table("hmtx",[]),n=0;n<e.length;n+=1){var r=e.get(n),i=r.advanceWidth||0,a=r.leftSideBearing||0;t.fields.push({name:"advanceWidth_"+n,type:"USHORT",value:i}),t.fields.push({name:"leftSideBearing_"+n,type:"SHORT",value:a})}return t}var hmtx={parse:parseHmtxTable,make:makeHmtxTable};function makeLtagTable(e){for(var t=new table.Table("ltag",[{name:"version",type:"ULONG",value:1},{name:"flags",type:"ULONG",value:0},{name:"numTags",type:"ULONG",value:e.length}]),n="",r=12+4*e.length,i=0;i<e.length;++i){var a=n.indexOf(e[i]);a<0&&(a=n.length,n+=e[i]),t.fields.push({name:"offset "+i,type:"USHORT",value:r+a}),t.fields.push({name:"length "+i,type:"USHORT",value:e[i].length})}return t.fields.push({name:"stringPool",type:"CHARARRAY",value:n}),t}function parseLtagTable(e,t){var n=new parse.Parser(e,t),r=n.parseULong();check.argument(1===r,"Unsupported ltag table version."),n.skip("uLong",1);for(var i=n.parseULong(),a=[],o=0;o<i;o++){for(var s="",l=t+n.parseUShort(),c=n.parseUShort(),d=l;d<l+c;++d)s+=String.fromCharCode(e.getInt8(d));a.push(s)}return a}var ltag={make:makeLtagTable,parse:parseLtagTable};function parseMaxpTable(e,t){var n={},r=new parse.Parser(e,t);return n.version=r.parseVersion(),n.numGlyphs=r.parseUShort(),1===n.version&&(n.maxPoints=r.parseUShort(),n.maxContours=r.parseUShort(),n.maxCompositePoints=r.parseUShort(),n.maxCompositeContours=r.parseUShort(),n.maxZones=r.parseUShort(),n.maxTwilightPoints=r.parseUShort(),n.maxStorage=r.parseUShort(),n.maxFunctionDefs=r.parseUShort(),n.maxInstructionDefs=r.parseUShort(),n.maxStackElements=r.parseUShort(),n.maxSizeOfInstructions=r.parseUShort(),n.maxComponentElements=r.parseUShort(),n.maxComponentDepth=r.parseUShort()),n}function makeMaxpTable(e){return new table.Table("maxp",[{name:"version",type:"FIXED",value:20480},{name:"numGlyphs",type:"USHORT",value:e}])}var maxp={parse:parseMaxpTable,make:makeMaxpTable},nameTableNames=["copyright","fontFamily","fontSubfamily","uniqueID","fullName","version","postScriptName","trademark","manufacturer","designer","description","manufacturerURL","designerURL","license","licenseURL","reserved","preferredFamily","preferredSubfamily","compatibleFullName","sampleText","postScriptFindFontName","wwsFamily","wwsSubfamily"],macLanguages={0:"en",1:"fr",2:"de",3:"it",4:"nl",5:"sv",6:"es",7:"da",8:"pt",9:"no",10:"he",11:"ja",12:"ar",13:"fi",14:"el",15:"is",16:"mt",17:"tr",18:"hr",19:"zh-Hant",20:"ur",21:"hi",22:"th",23:"ko",24:"lt",25:"pl",26:"hu",27:"es",28:"lv",29:"se",30:"fo",31:"fa",32:"ru",33:"zh",34:"nl-BE",35:"ga",36:"sq",37:"ro",38:"cz",39:"sk",40:"si",41:"yi",42:"sr",43:"mk",44:"bg",45:"uk",46:"be",47:"uz",48:"kk",49:"az-Cyrl",50:"az-Arab",51:"hy",52:"ka",53:"mo",54:"ky",55:"tg",56:"tk",57:"mn-CN",58:"mn",59:"ps",60:"ks",61:"ku",62:"sd",63:"bo",64:"ne",65:"sa",66:"mr",67:"bn",68:"as",69:"gu",70:"pa",71:"or",72:"ml",73:"kn",74:"ta",75:"te",76:"si",77:"my",78:"km",79:"lo",80:"vi",81:"id",82:"tl",83:"ms",84:"ms-Arab",85:"am",86:"ti",87:"om",88:"so",89:"sw",90:"rw",91:"rn",92:"ny",93:"mg",94:"eo",128:"cy",129:"eu",130:"ca",131:"la",132:"qu",133:"gn",134:"ay",135:"tt",136:"ug",137:"dz",138:"jv",139:"su",140:"gl",141:"af",142:"br",143:"iu",144:"gd",145:"gv",146:"ga",147:"to",148:"el-polyton",149:"kl",150:"az",151:"nn"},macLanguageToScript={0:0,1:0,2:0,3:0,4:0,5:0,6:0,7:0,8:0,9:0,10:5,11:1,12:4,13:0,14:6,15:0,16:0,17:0,18:0,19:2,20:4,21:9,22:21,23:3,24:29,25:29,26:29,27:29,28:29,29:0,30:0,31:4,32:7,33:25,34:0,35:0,36:0,37:0,38:29,39:29,40:0,41:5,42:7,43:7,44:7,45:7,46:7,47:7,48:7,49:7,50:4,51:24,52:23,53:7,54:7,55:7,56:7,57:27,58:7,59:4,60:4,61:4,62:4,63:26,64:9,65:9,66:9,67:13,68:13,69:11,70:10,71:12,72:17,73:16,74:14,75:15,76:18,77:19,78:20,79:22,80:30,81:0,82:0,83:0,84:4,85:28,86:28,87:28,88:0,89:0,90:0,91:0,92:0,93:0,94:0,128:0,129:0,130:0,131:0,132:0,133:0,134:0,135:7,136:4,137:26,138:0,139:0,140:0,141:0,142:0,143:28,144:0,145:0,146:0,147:0,148:6,149:0,150:0,151:0},windowsLanguages={1078:"af",1052:"sq",1156:"gsw",1118:"am",5121:"ar-DZ",15361:"ar-BH",3073:"ar",2049:"ar-IQ",11265:"ar-JO",13313:"ar-KW",12289:"ar-LB",4097:"ar-LY",6145:"ary",8193:"ar-OM",16385:"ar-QA",1025:"ar-SA",10241:"ar-SY",7169:"aeb",14337:"ar-AE",9217:"ar-YE",1067:"hy",1101:"as",2092:"az-Cyrl",1068:"az",1133:"ba",1069:"eu",1059:"be",2117:"bn",1093:"bn-IN",8218:"bs-Cyrl",5146:"bs",1150:"br",1026:"bg",1027:"ca",3076:"zh-HK",5124:"zh-MO",2052:"zh",4100:"zh-SG",1028:"zh-TW",1155:"co",1050:"hr",4122:"hr-BA",1029:"cs",1030:"da",1164:"prs",1125:"dv",2067:"nl-BE",1043:"nl",3081:"en-AU",10249:"en-BZ",4105:"en-CA",9225:"en-029",16393:"en-IN",6153:"en-IE",8201:"en-JM",17417:"en-MY",5129:"en-NZ",13321:"en-PH",18441:"en-SG",7177:"en-ZA",11273:"en-TT",2057:"en-GB",1033:"en",12297:"en-ZW",1061:"et",1080:"fo",1124:"fil",1035:"fi",2060:"fr-BE",3084:"fr-CA",1036:"fr",5132:"fr-LU",6156:"fr-MC",4108:"fr-CH",1122:"fy",1110:"gl",1079:"ka",3079:"de-AT",1031:"de",5127:"de-LI",4103:"de-LU",2055:"de-CH",1032:"el",1135:"kl",1095:"gu",1128:"ha",1037:"he",1081:"hi",1038:"hu",1039:"is",1136:"ig",1057:"id",1117:"iu",2141:"iu-Latn",2108:"ga",1076:"xh",1077:"zu",1040:"it",2064:"it-CH",1041:"ja",1099:"kn",1087:"kk",1107:"km",1158:"quc",1159:"rw",1089:"sw",1111:"kok",1042:"ko",1088:"ky",1108:"lo",1062:"lv",1063:"lt",2094:"dsb",1134:"lb",1071:"mk",2110:"ms-BN",1086:"ms",1100:"ml",1082:"mt",1153:"mi",1146:"arn",1102:"mr",1148:"moh",1104:"mn",2128:"mn-CN",1121:"ne",1044:"nb",2068:"nn",1154:"oc",1096:"or",1123:"ps",1045:"pl",1046:"pt",2070:"pt-PT",1094:"pa",1131:"qu-BO",2155:"qu-EC",3179:"qu",1048:"ro",1047:"rm",1049:"ru",9275:"smn",4155:"smj-NO",5179:"smj",3131:"se-FI",1083:"se",2107:"se-SE",8251:"sms",6203:"sma-NO",7227:"sms",1103:"sa",7194:"sr-Cyrl-BA",3098:"sr",6170:"sr-Latn-BA",2074:"sr-Latn",1132:"nso",1074:"tn",1115:"si",1051:"sk",1060:"sl",11274:"es-AR",16394:"es-BO",13322:"es-CL",9226:"es-CO",5130:"es-CR",7178:"es-DO",12298:"es-EC",17418:"es-SV",4106:"es-GT",18442:"es-HN",2058:"es-MX",19466:"es-NI",6154:"es-PA",15370:"es-PY",10250:"es-PE",20490:"es-PR",3082:"es",1034:"es",21514:"es-US",14346:"es-UY",8202:"es-VE",2077:"sv-FI",1053:"sv",1114:"syr",1064:"tg",2143:"tzm",1097:"ta",1092:"tt",1098:"te",1054:"th",1105:"bo",1055:"tr",1090:"tk",1152:"ug",1058:"uk",1070:"hsb",1056:"ur",2115:"uz-Cyrl",1091:"uz",1066:"vi",1106:"cy",1160:"wo",1157:"sah",1144:"ii",1130:"yo"};function getLanguageCode(e,t,n){switch(e){case 0:if(65535===t)return"und";if(n)return n[t];break;case 1:return macLanguages[t];case 3:return windowsLanguages[t]}}var utf16="utf-16",macScriptEncodings={0:"macintosh",1:"x-mac-japanese",2:"x-mac-chinesetrad",3:"x-mac-korean",6:"x-mac-greek",7:"x-mac-cyrillic",9:"x-mac-devanagai",10:"x-mac-gurmukhi",11:"x-mac-gujarati",12:"x-mac-oriya",13:"x-mac-bengali",14:"x-mac-tamil",15:"x-mac-telugu",16:"x-mac-kannada",17:"x-mac-malayalam",18:"x-mac-sinhalese",19:"x-mac-burmese",20:"x-mac-khmer",21:"x-mac-thai",22:"x-mac-lao",23:"x-mac-georgian",24:"x-mac-armenian",25:"x-mac-chinesesimp",26:"x-mac-tibetan",27:"x-mac-mongolian",28:"x-mac-ethiopic",29:"x-mac-ce",30:"x-mac-vietnamese",31:"x-mac-extarabic"},macLanguageEncodings={15:"x-mac-icelandic",17:"x-mac-turkish",18:"x-mac-croatian",24:"x-mac-ce",25:"x-mac-ce",26:"x-mac-ce",27:"x-mac-ce",28:"x-mac-ce",30:"x-mac-icelandic",37:"x-mac-romanian",38:"x-mac-ce",39:"x-mac-ce",40:"x-mac-ce",143:"x-mac-inuit",146:"x-mac-gaelic"};function getEncoding(e,t,n){switch(e){case 0:return utf16;case 1:return macLanguageEncodings[n]||macScriptEncodings[t];case 3:if(1===t||10===t)return utf16}}function parseNameTable(e,t,n){for(var r={},i=new parse.Parser(e,t),a=i.parseUShort(),o=i.parseUShort(),s=i.offset+i.parseUShort(),l=0;l<o;l++){var c=i.parseUShort(),d=i.parseUShort(),T=i.parseUShort(),u=i.parseUShort(),Q=nameTableNames[u]||u,p=i.parseUShort(),h=i.parseUShort(),m=getLanguageCode(c,T,n),f=getEncoding(c,d,T);if(void 0!==f&&void 0!==m){var g;if(g=f===utf16?decode.UTF16(e,s+h,p):decode.MACSTRING(e,s+h,p,f)){var b=r[Q];void 0===b&&(b=r[Q]={}),b[m]=g}}}return 1===a&&i.parseUShort(),r}function reverseDict(e){var t={};for(var n in e)t[e[n]]=parseInt(n);return t}function makeNameRecord(e,t,n,r,i,a){return new table.Record("NameRecord",[{name:"platformID",type:"USHORT",value:e},{name:"encodingID",type:"USHORT",value:t},{name:"languageID",type:"USHORT",value:n},{name:"nameID",type:"USHORT",value:r},{name:"length",type:"USHORT",value:i},{name:"offset",type:"USHORT",value:a}])}function findSubArray(e,t){var n=e.length,r=t.length-n+1;e:for(var i=0;i<r;i++)for(;i<r;i++){for(var a=0;a<n;a++)if(t[i+a]!==e[a])continue e;return i}return-1}function addStringToPool(e,t){var n=findSubArray(e,t);if(n<0){n=t.length;for(var r=0,i=e.length;r<i;++r)t.push(e[r])}return n}function makeNameTable(e,t){var n,r=[],i={},a=reverseDict(nameTableNames);for(var o in e){var s=a[o];if(void 0===s&&(s=o),n=parseInt(s),isNaN(n))throw new Error('Name table entry "'+o+'" does not exist, see nameTableNames for complete list.');i[n]=e[o],r.push(n)}for(var l=reverseDict(macLanguages),c=reverseDict(windowsLanguages),d=[],T=[],u=0;u<r.length;u++){var Q=i[n=r[u]];for(var p in Q){var h=Q[p],m=1,f=l[p],g=macLanguageToScript[f],b=getEncoding(m,g,f),y=encode.MACSTRING(h,b);void 0===y&&(m=0,(f=t.indexOf(p))<0&&(f=t.length,t.push(p)),g=4,y=encode.UTF16(h));var _=addStringToPool(y,T);d.push(makeNameRecord(m,g,f,n,y.length,_));var L=c[p];if(void 0!==L){var v=encode.UTF16(h),w=addStringToPool(v,T);d.push(makeNameRecord(3,1,L,n,v.length,w))}}}d.sort((function(e,t){return e.platformID-t.platformID||e.encodingID-t.encodingID||e.languageID-t.languageID||e.nameID-t.nameID}));for(var E=new table.Table("name",[{name:"format",type:"USHORT",value:0},{name:"count",type:"USHORT",value:d.length},{name:"stringOffset",type:"USHORT",value:6+12*d.length}]),x=0;x<d.length;x++)E.fields.push({name:"record_"+x,type:"RECORD",value:d[x]});return E.fields.push({name:"strings",type:"LITERAL",value:T}),E}var _name={parse:parseNameTable,make:makeNameTable},unicodeRanges=[{begin:0,end:127},{begin:128,end:255},{begin:256,end:383},{begin:384,end:591},{begin:592,end:687},{begin:688,end:767},{begin:768,end:879},{begin:880,end:1023},{begin:11392,end:11519},{begin:1024,end:1279},{begin:1328,end:1423},{begin:1424,end:1535},{begin:42240,end:42559},{begin:1536,end:1791},{begin:1984,end:2047},{begin:2304,end:2431},{begin:2432,end:2559},{begin:2560,end:2687},{begin:2688,end:2815},{begin:2816,end:2943},{begin:2944,end:3071},{begin:3072,end:3199},{begin:3200,end:3327},{begin:3328,end:3455},{begin:3584,end:3711},{begin:3712,end:3839},{begin:4256,end:4351},{begin:6912,end:7039},{begin:4352,end:4607},{begin:7680,end:7935},{begin:7936,end:8191},{begin:8192,end:8303},{begin:8304,end:8351},{begin:8352,end:8399},{begin:8400,end:8447},{begin:8448,end:8527},{begin:8528,end:8591},{begin:8592,end:8703},{begin:8704,end:8959},{begin:8960,end:9215},{begin:9216,end:9279},{begin:9280,end:9311},{begin:9312,end:9471},{begin:9472,end:9599},{begin:9600,end:9631},{begin:9632,end:9727},{begin:9728,end:9983},{begin:9984,end:10175},{begin:12288,end:12351},{begin:12352,end:12447},{begin:12448,end:12543},{begin:12544,end:12591},{begin:12592,end:12687},{begin:43072,end:43135},{begin:12800,end:13055},{begin:13056,end:13311},{begin:44032,end:55215},{begin:55296,end:57343},{begin:67840,end:67871},{begin:19968,end:40959},{begin:57344,end:63743},{begin:12736,end:12783},{begin:64256,end:64335},{begin:64336,end:65023},{begin:65056,end:65071},{begin:65040,end:65055},{begin:65104,end:65135},{begin:65136,end:65279},{begin:65280,end:65519},{begin:65520,end:65535},{begin:3840,end:4095},{begin:1792,end:1871},{begin:1920,end:1983},{begin:3456,end:3583},{begin:4096,end:4255},{begin:4608,end:4991},{begin:5024,end:5119},{begin:5120,end:5759},{begin:5760,end:5791},{begin:5792,end:5887},{begin:6016,end:6143},{begin:6144,end:6319},{begin:10240,end:10495},{begin:40960,end:42127},{begin:5888,end:5919},{begin:66304,end:66351},{begin:66352,end:66383},{begin:66560,end:66639},{begin:118784,end:119039},{begin:119808,end:120831},{begin:1044480,end:1048573},{begin:65024,end:65039},{begin:917504,end:917631},{begin:6400,end:6479},{begin:6480,end:6527},{begin:6528,end:6623},{begin:6656,end:6687},{begin:11264,end:11359},{begin:11568,end:11647},{begin:19904,end:19967},{begin:43008,end:43055},{begin:65536,end:65663},{begin:65856,end:65935},{begin:66432,end:66463},{begin:66464,end:66527},{begin:66640,end:66687},{begin:66688,end:66735},{begin:67584,end:67647},{begin:68096,end:68191},{begin:119552,end:119647},{begin:73728,end:74751},{begin:119648,end:119679},{begin:7040,end:7103},{begin:7168,end:7247},{begin:7248,end:7295},{begin:43136,end:43231},{begin:43264,end:43311},{begin:43312,end:43359},{begin:43520,end:43615},{begin:65936,end:65999},{begin:66e3,end:66047},{begin:66208,end:66271},{begin:127024,end:127135}];function getUnicodeRange(e){for(var t=0;t<unicodeRanges.length;t+=1){var n=unicodeRanges[t];if(e>=n.begin&&e<n.end)return t}return-1}function parseOS2Table(e,t){var n={},r=new parse.Parser(e,t);n.version=r.parseUShort(),n.xAvgCharWidth=r.parseShort(),n.usWeightClass=r.parseUShort(),n.usWidthClass=r.parseUShort(),n.fsType=r.parseUShort(),n.ySubscriptXSize=r.parseShort(),n.ySubscriptYSize=r.parseShort(),n.ySubscriptXOffset=r.parseShort(),n.ySubscriptYOffset=r.parseShort(),n.ySuperscriptXSize=r.parseShort(),n.ySuperscriptYSize=r.parseShort(),n.ySuperscriptXOffset=r.parseShort(),n.ySuperscriptYOffset=r.parseShort(),n.yStrikeoutSize=r.parseShort(),n.yStrikeoutPosition=r.parseShort(),n.sFamilyClass=r.parseShort(),n.panose=[];for(var i=0;i<10;i++)n.panose[i]=r.parseByte();return n.ulUnicodeRange1=r.parseULong(),n.ulUnicodeRange2=r.parseULong(),n.ulUnicodeRange3=r.parseULong(),n.ulUnicodeRange4=r.parseULong(),n.achVendID=String.fromCharCode(r.parseByte(),r.parseByte(),r.parseByte(),r.parseByte()),n.fsSelection=r.parseUShort(),n.usFirstCharIndex=r.parseUShort(),n.usLastCharIndex=r.parseUShort(),n.sTypoAscender=r.parseShort(),n.sTypoDescender=r.parseShort(),n.sTypoLineGap=r.parseShort(),n.usWinAscent=r.parseUShort(),n.usWinDescent=r.parseUShort(),n.version>=1&&(n.ulCodePageRange1=r.parseULong(),n.ulCodePageRange2=r.parseULong()),n.version>=2&&(n.sxHeight=r.parseShort(),n.sCapHeight=r.parseShort(),n.usDefaultChar=r.parseUShort(),n.usBreakChar=r.parseUShort(),n.usMaxContent=r.parseUShort()),n}function makeOS2Table(e){return new table.Table("OS/2",[{name:"version",type:"USHORT",value:3},{name:"xAvgCharWidth",type:"SHORT",value:0},{name:"usWeightClass",type:"USHORT",value:0},{name:"usWidthClass",type:"USHORT",value:0},{name:"fsType",type:"USHORT",value:0},{name:"ySubscriptXSize",type:"SHORT",value:650},{name:"ySubscriptYSize",type:"SHORT",value:699},{name:"ySubscriptXOffset",type:"SHORT",value:0},{name:"ySubscriptYOffset",type:"SHORT",value:140},{name:"ySuperscriptXSize",type:"SHORT",value:650},{name:"ySuperscriptYSize",type:"SHORT",value:699},{name:"ySuperscriptXOffset",type:"SHORT",value:0},{name:"ySuperscriptYOffset",type:"SHORT",value:479},{name:"yStrikeoutSize",type:"SHORT",value:49},{name:"yStrikeoutPosition",type:"SHORT",value:258},{name:"sFamilyClass",type:"SHORT",value:0},{name:"bFamilyType",type:"BYTE",value:0},{name:"bSerifStyle",type:"BYTE",value:0},{name:"bWeight",type:"BYTE",value:0},{name:"bProportion",type:"BYTE",value:0},{name:"bContrast",type:"BYTE",value:0},{name:"bStrokeVariation",type:"BYTE",value:0},{name:"bArmStyle",type:"BYTE",value:0},{name:"bLetterform",type:"BYTE",value:0},{name:"bMidline",type:"BYTE",value:0},{name:"bXHeight",type:"BYTE",value:0},{name:"ulUnicodeRange1",type:"ULONG",value:0},{name:"ulUnicodeRange2",type:"ULONG",value:0},{name:"ulUnicodeRange3",type:"ULONG",value:0},{name:"ulUnicodeRange4",type:"ULONG",value:0},{name:"achVendID",type:"CHARARRAY",value:"XXXX"},{name:"fsSelection",type:"USHORT",value:0},{name:"usFirstCharIndex",type:"USHORT",value:0},{name:"usLastCharIndex",type:"USHORT",value:0},{name:"sTypoAscender",type:"SHORT",value:0},{name:"sTypoDescender",type:"SHORT",value:0},{name:"sTypoLineGap",type:"SHORT",value:0},{name:"usWinAscent",type:"USHORT",value:0},{name:"usWinDescent",type:"USHORT",value:0},{name:"ulCodePageRange1",type:"ULONG",value:0},{name:"ulCodePageRange2",type:"ULONG",value:0},{name:"sxHeight",type:"SHORT",value:0},{name:"sCapHeight",type:"SHORT",value:0},{name:"usDefaultChar",type:"USHORT",value:0},{name:"usBreakChar",type:"USHORT",value:0},{name:"usMaxContext",type:"USHORT",value:0}],e)}var os2={parse:parseOS2Table,make:makeOS2Table,unicodeRanges:unicodeRanges,getUnicodeRange:getUnicodeRange};function parsePostTable(e,t){var n={},r=new parse.Parser(e,t);switch(n.version=r.parseVersion(),n.italicAngle=r.parseFixed(),n.underlinePosition=r.parseShort(),n.underlineThickness=r.parseShort(),n.isFixedPitch=r.parseULong(),n.minMemType42=r.parseULong(),n.maxMemType42=r.parseULong(),n.minMemType1=r.parseULong(),n.maxMemType1=r.parseULong(),n.version){case 1:n.names=standardNames.slice();break;case 2:n.numberOfGlyphs=r.parseUShort(),n.glyphNameIndex=new Array(n.numberOfGlyphs);for(var i=0;i<n.numberOfGlyphs;i++)n.glyphNameIndex[i]=r.parseUShort();n.names=[];for(var a=0;a<n.numberOfGlyphs;a++)if(n.glyphNameIndex[a]>=standardNames.length){var o=r.parseChar();n.names.push(r.parseString(o))}break;case 2.5:n.numberOfGlyphs=r.parseUShort(),n.offset=new Array(n.numberOfGlyphs);for(var s=0;s<n.numberOfGlyphs;s++)n.offset[s]=r.parseChar()}return n}function makePostTable(){return new table.Table("post",[{name:"version",type:"FIXED",value:196608},{name:"italicAngle",type:"FIXED",value:0},{name:"underlinePosition",type:"FWORD",value:0},{name:"underlineThickness",type:"FWORD",value:0},{name:"isFixedPitch",type:"ULONG",value:0},{name:"minMemType42",type:"ULONG",value:0},{name:"maxMemType42",type:"ULONG",value:0},{name:"minMemType1",type:"ULONG",value:0},{name:"maxMemType1",type:"ULONG",value:0}])}var post={parse:parsePostTable,make:makePostTable},subtableParsers=new Array(9);subtableParsers[1]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();return 1===t?{substFormat:1,coverage:this.parsePointer(Parser.coverage),deltaGlyphId:this.parseUShort()}:2===t?{substFormat:2,coverage:this.parsePointer(Parser.coverage),substitute:this.parseOffset16List()}:void check.assert(!1,"0x"+e.toString(16)+": lookup type 1 format must be 1 or 2.")},subtableParsers[2]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB Multiple Substitution Subtable identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),sequences:this.parseListOfLists()}},subtableParsers[3]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB Alternate Substitution Subtable identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),alternateSets:this.parseListOfLists()}},subtableParsers[4]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB ligature table identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),ligatureSets:this.parseListOfLists((function(){return{ligGlyph:this.parseUShort(),components:this.parseUShortList(this.parseUShort()-1)}}))}};var lookupRecordDesc={sequenceIndex:Parser.uShort,lookupListIndex:Parser.uShort};function parseGsubTable(e,t){var n=new Parser(e,t=t||0),r=n.parseVersion(1);return check.argument(1===r||1.1===r,"Unsupported GSUB table version."),1===r?{version:r,scripts:n.parseScriptList(),features:n.parseFeatureList(),lookups:n.parseLookupList(subtableParsers)}:{version:r,scripts:n.parseScriptList(),features:n.parseFeatureList(),lookups:n.parseLookupList(subtableParsers),variations:n.parseFeatureVariationsList()}}subtableParsers[5]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();if(1===t)return{substFormat:t,coverage:this.parsePointer(Parser.coverage),ruleSets:this.parseListOfLists((function(){var e=this.parseUShort(),t=this.parseUShort();return{input:this.parseUShortList(e-1),lookupRecords:this.parseRecordList(t,lookupRecordDesc)}}))};if(2===t)return{substFormat:t,coverage:this.parsePointer(Parser.coverage),classDef:this.parsePointer(Parser.classDef),classSets:this.parseListOfLists((function(){var e=this.parseUShort(),t=this.parseUShort();return{classes:this.parseUShortList(e-1),lookupRecords:this.parseRecordList(t,lookupRecordDesc)}}))};if(3===t){var n=this.parseUShort(),r=this.parseUShort();return{substFormat:t,coverages:this.parseList(n,Parser.pointer(Parser.coverage)),lookupRecords:this.parseRecordList(r,lookupRecordDesc)}}check.assert(!1,"0x"+e.toString(16)+": lookup type 5 format must be 1, 2 or 3.")},subtableParsers[6]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();return 1===t?{substFormat:1,coverage:this.parsePointer(Parser.coverage),chainRuleSets:this.parseListOfLists((function(){return{backtrack:this.parseUShortList(),input:this.parseUShortList(this.parseShort()-1),lookahead:this.parseUShortList(),lookupRecords:this.parseRecordList(lookupRecordDesc)}}))}:2===t?{substFormat:2,coverage:this.parsePointer(Parser.coverage),backtrackClassDef:this.parsePointer(Parser.classDef),inputClassDef:this.parsePointer(Parser.classDef),lookaheadClassDef:this.parsePointer(Parser.classDef),chainClassSet:this.parseListOfLists((function(){return{backtrack:this.parseUShortList(),input:this.parseUShortList(this.parseShort()-1),lookahead:this.parseUShortList(),lookupRecords:this.parseRecordList(lookupRecordDesc)}}))}:3===t?{substFormat:3,backtrackCoverage:this.parseList(Parser.pointer(Parser.coverage)),inputCoverage:this.parseList(Parser.pointer(Parser.coverage)),lookaheadCoverage:this.parseList(Parser.pointer(Parser.coverage)),lookupRecords:this.parseRecordList(lookupRecordDesc)}:void check.assert(!1,"0x"+e.toString(16)+": lookup type 6 format must be 1, 2 or 3.")},subtableParsers[7]=function(){var e=this.parseUShort();check.argument(1===e,"GSUB Extension Substitution subtable identifier-format must be 1");var t=this.parseUShort(),n=new Parser(this.data,this.offset+this.parseULong());return{substFormat:1,lookupType:t,extension:subtableParsers[t].call(n)}},subtableParsers[8]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB Reverse Chaining Contextual Single Substitution Subtable identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),backtrackCoverage:this.parseList(Parser.pointer(Parser.coverage)),lookaheadCoverage:this.parseList(Parser.pointer(Parser.coverage)),substitutes:this.parseUShortList()}};var subtableMakers=new Array(9);function makeGsubTable(e){return new table.Table("GSUB",[{name:"version",type:"ULONG",value:65536},{name:"scripts",type:"TABLE",value:new table.ScriptList(e.scripts)},{name:"features",type:"TABLE",value:new table.FeatureList(e.features)},{name:"lookups",type:"TABLE",value:new table.LookupList(e.lookups,subtableMakers)}])}subtableMakers[1]=function(e){return 1===e.substFormat?new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)},{name:"deltaGlyphID",type:"USHORT",value:e.deltaGlyphId}]):new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:2},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.ushortList("substitute",e.substitute)))},subtableMakers[2]=function(e){return check.assert(1===e.substFormat,"Lookup type 2 substFormat must be 1."),new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("seqSet",e.sequences,(function(e){return new table.Table("sequenceSetTable",table.ushortList("sequence",e))}))))},subtableMakers[3]=function(e){return check.assert(1===e.substFormat,"Lookup type 3 substFormat must be 1."),new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("altSet",e.alternateSets,(function(e){return new table.Table("alternateSetTable",table.ushortList("alternate",e))}))))},subtableMakers[4]=function(e){return check.assert(1===e.substFormat,"Lookup type 4 substFormat must be 1."),new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("ligSet",e.ligatureSets,(function(e){return new table.Table("ligatureSetTable",table.tableList("ligature",e,(function(e){return new table.Table("ligatureTable",[{name:"ligGlyph",type:"USHORT",value:e.ligGlyph}].concat(table.ushortList("component",e.components,e.components.length+1)))})))}))))},subtableMakers[6]=function(e){if(1===e.substFormat){var t=new table.Table("chainContextTable",[{name:"substFormat",type:"USHORT",value:e.substFormat},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("chainRuleSet",e.chainRuleSets,(function(e){return new table.Table("chainRuleSetTable",table.tableList("chainRule",e,(function(e){var t=table.ushortList("backtrackGlyph",e.backtrack,e.backtrack.length).concat(table.ushortList("inputGlyph",e.input,e.input.length+1)).concat(table.ushortList("lookaheadGlyph",e.lookahead,e.lookahead.length)).concat(table.ushortList("substitution",[],e.lookupRecords.length));return e.lookupRecords.forEach((function(e,n){t=t.concat({name:"sequenceIndex"+n,type:"USHORT",value:e.sequenceIndex}).concat({name:"lookupListIndex"+n,type:"USHORT",value:e.lookupListIndex})})),new table.Table("chainRuleTable",t)})))}))));return t}if(2===e.substFormat)check.assert(!1,"lookup type 6 format 2 is not yet supported.");else if(3===e.substFormat){var n=[{name:"substFormat",type:"USHORT",value:e.substFormat}];return n.push({name:"backtrackGlyphCount",type:"USHORT",value:e.backtrackCoverage.length}),e.backtrackCoverage.forEach((function(e,t){n.push({name:"backtrackCoverage"+t,type:"TABLE",value:new table.Coverage(e)})})),n.push({name:"inputGlyphCount",type:"USHORT",value:e.inputCoverage.length}),e.inputCoverage.forEach((function(e,t){n.push({name:"inputCoverage"+t,type:"TABLE",value:new table.Coverage(e)})})),n.push({name:"lookaheadGlyphCount",type:"USHORT",value:e.lookaheadCoverage.length}),e.lookaheadCoverage.forEach((function(e,t){n.push({name:"lookaheadCoverage"+t,type:"TABLE",value:new table.Coverage(e)})})),n.push({name:"substitutionCount",type:"USHORT",value:e.lookupRecords.length}),e.lookupRecords.forEach((function(e,t){n=n.concat({name:"sequenceIndex"+t,type:"USHORT",value:e.sequenceIndex}).concat({name:"lookupListIndex"+t,type:"USHORT",value:e.lookupListIndex})})),new table.Table("chainContextTable",n)}check.assert(!1,"lookup type 6 format must be 1, 2 or 3.")};var gsub={parse:parseGsubTable,make:makeGsubTable};function parseMetaTable(e,t){var n=new parse.Parser(e,t),r=n.parseULong();check.argument(1===r,"Unsupported META table version."),n.parseULong(),n.parseULong();for(var i=n.parseULong(),a={},o=0;o<i;o++){var s=n.parseTag(),l=n.parseULong(),c=n.parseULong(),d=decode.UTF8(e,t+l,c);a[s]=d}return a}function makeMetaTable(e){var t=Object.keys(e).length,n="",r=16+12*t,i=new table.Table("meta",[{name:"version",type:"ULONG",value:1},{name:"flags",type:"ULONG",value:0},{name:"offset",type:"ULONG",value:r},{name:"numTags",type:"ULONG",value:t}]);for(var a in e){var o=n.length;n+=e[a],i.fields.push({name:"tag "+a,type:"TAG",value:a}),i.fields.push({name:"offset "+a,type:"ULONG",value:r+o}),i.fields.push({name:"length "+a,type:"ULONG",value:e[a].length})}return i.fields.push({name:"stringPool",type:"CHARARRAY",value:n}),i}var meta={parse:parseMetaTable,make:makeMetaTable};function log2(e){return Math.log(e)/Math.log(2)|0}function computeCheckSum(e){for(;e.length%4!=0;)e.push(0);for(var t=0,n=0;n<e.length;n+=4)t+=(e[n]<<24)+(e[n+1]<<16)+(e[n+2]<<8)+e[n+3];return t%Math.pow(2,32)}function makeTableRecord(e,t,n,r){return new table.Record("Table Record",[{name:"tag",type:"TAG",value:void 0!==e?e:""},{name:"checkSum",type:"ULONG",value:void 0!==t?t:0},{name:"offset",type:"ULONG",value:void 0!==n?n:0},{name:"length",type:"ULONG",value:void 0!==r?r:0}])}function makeSfntTable(e){var t=new table.Table("sfnt",[{name:"version",type:"TAG",value:"OTTO"},{name:"numTables",type:"USHORT",value:0},{name:"searchRange",type:"USHORT",value:0},{name:"entrySelector",type:"USHORT",value:0},{name:"rangeShift",type:"USHORT",value:0}]);t.tables=e,t.numTables=e.length;var n=Math.pow(2,log2(t.numTables));t.searchRange=16*n,t.entrySelector=log2(n),t.rangeShift=16*t.numTables-t.searchRange;for(var r=[],i=[],a=t.sizeOf()+makeTableRecord().sizeOf()*t.numTables;a%4!=0;)a+=1,i.push({name:"padding",type:"BYTE",value:0});for(var o=0;o<e.length;o+=1){var s=e[o];check.argument(4===s.tableName.length,"Table name"+s.tableName+" is invalid.");var l=s.sizeOf(),c=makeTableRecord(s.tableName,computeCheckSum(s.encode()),a,l);for(r.push({name:c.tag+" Table Record",type:"RECORD",value:c}),i.push({name:s.tableName+" table",type:"RECORD",value:s}),a+=l,check.argument(!isNaN(a),"Something went wrong calculating the offset.");a%4!=0;)a+=1,i.push({name:"padding",type:"BYTE",value:0})}return r.sort((function(e,t){return e.value.tag>t.value.tag?1:-1})),t.fields=t.fields.concat(r),t.fields=t.fields.concat(i),t}function metricsForChar(e,t,n){for(var r=0;r<t.length;r+=1){var i=e.charToGlyphIndex(t[r]);if(i>0)return e.glyphs.get(i).getMetrics()}return n}function average(e){for(var t=0,n=0;n<e.length;n+=1)t+=e[n];return t/e.length}function fontToSfntTable(e){for(var t,n=[],r=[],i=[],a=[],o=[],s=[],l=[],c=0,d=0,T=0,u=0,Q=0,p=0;p<e.glyphs.length;p+=1){var h=e.glyphs.get(p),m=0|h.unicode;if(isNaN(h.advanceWidth))throw new Error("Glyph "+h.name+" ("+p+"): advanceWidth is not a number.");(t>m||void 0===t)&&m>0&&(t=m),c<m&&(c=m);var f=os2.getUnicodeRange(m);if(f<32)d|=1<<f;else if(f<64)T|=1<<f-32;else if(f<96)u|=1<<f-64;else{if(!(f<123))throw new Error("Unicode ranges bits > 123 are reserved for internal usage");Q|=1<<f-96}if(".notdef"!==h.name){var g=h.getMetrics();n.push(g.xMin),r.push(g.yMin),i.push(g.xMax),a.push(g.yMax),s.push(g.leftSideBearing),l.push(g.rightSideBearing),o.push(h.advanceWidth)}}var b={xMin:Math.min.apply(null,n),yMin:Math.min.apply(null,r),xMax:Math.max.apply(null,i),yMax:Math.max.apply(null,a),advanceWidthMax:Math.max.apply(null,o),advanceWidthAvg:average(o),minLeftSideBearing:Math.min.apply(null,s),maxLeftSideBearing:Math.max.apply(null,s),minRightSideBearing:Math.min.apply(null,l)};b.ascender=e.ascender,b.descender=e.descender;var y=head.make({flags:3,unitsPerEm:e.unitsPerEm,xMin:b.xMin,yMin:b.yMin,xMax:b.xMax,yMax:b.yMax,lowestRecPPEM:3,createdTimestamp:e.createdTimestamp}),_=hhea.make({ascender:b.ascender,descender:b.descender,advanceWidthMax:b.advanceWidthMax,minLeftSideBearing:b.minLeftSideBearing,minRightSideBearing:b.minRightSideBearing,xMaxExtent:b.maxLeftSideBearing+(b.xMax-b.xMin),numberOfHMetrics:e.glyphs.length}),L=maxp.make(e.glyphs.length),v=os2.make(Object.assign({xAvgCharWidth:Math.round(b.advanceWidthAvg),usFirstCharIndex:t,usLastCharIndex:c,ulUnicodeRange1:d,ulUnicodeRange2:T,ulUnicodeRange3:u,ulUnicodeRange4:Q,sTypoAscender:b.ascender,sTypoDescender:b.descender,sTypoLineGap:0,usWinAscent:b.yMax,usWinDescent:Math.abs(b.yMin),ulCodePageRange1:1,sxHeight:metricsForChar(e,"xyvw",{yMax:Math.round(b.ascender/2)}).yMax,sCapHeight:metricsForChar(e,"HIKLEFJMNTZBDPRAGOQSUVWXY",b).yMax,usDefaultChar:e.hasChar(" ")?32:0,usBreakChar:e.hasChar(" ")?32:0},e.tables.os2)),w=hmtx.make(e.glyphs),E=cmap.make(e.glyphs),x=e.getEnglishName("fontFamily"),M=e.getEnglishName("fontSubfamily"),S=x+" "+M,H=e.getEnglishName("postScriptName");H||(H=x.replace(/\s/g,"")+"-"+M);var C={};for(var O in e.names)C[O]=e.names[O];C.uniqueID||(C.uniqueID={en:e.getEnglishName("manufacturer")+":"+S}),C.postScriptName||(C.postScriptName={en:H}),C.preferredFamily||(C.preferredFamily=e.names.fontFamily),C.preferredSubfamily||(C.preferredSubfamily=e.names.fontSubfamily);var A=[],k=_name.make(C,A),I=A.length>0?ltag.make(A):void 0,V=post.make(),N=cff.make(e.glyphs,{version:e.getEnglishName("version"),fullName:S,familyName:x,weightName:M,postScriptName:H,unitsPerEm:e.unitsPerEm,fontBBox:[0,b.yMin,b.ascender,b.advanceWidthMax]}),P=e.metas&&Object.keys(e.metas).length>0?meta.make(e.metas):void 0,R=[y,_,L,v,k,E,V,N,w];I&&R.push(I),e.tables.gsub&&R.push(gsub.make(e.tables.gsub)),P&&R.push(P);for(var D=makeSfntTable(R),$=computeCheckSum(D.encode()),j=D.fields,F=!1,B=0;B<j.length;B+=1)if("head table"===j[B].name){j[B].value.checkSumAdjustment=2981146554-$,F=!0;break}if(!F)throw new Error("Could not find head table with checkSum to adjust.");return D}var sfnt={make:makeSfntTable,fontToTable:fontToSfntTable,computeCheckSum:computeCheckSum};function searchTag(e,t){for(var n=0,r=e.length-1;n<=r;){var i=n+r>>>1,a=e[i].tag;if(a===t)return i;a<t?n=i+1:r=i-1}return-n-1}function binSearch(e,t){for(var n=0,r=e.length-1;n<=r;){var i=n+r>>>1,a=e[i];if(a===t)return i;a<t?n=i+1:r=i-1}return-n-1}function searchRange(e,t){for(var n,r=0,i=e.length-1;r<=i;){var a=r+i>>>1,o=(n=e[a]).start;if(o===t)return n;o<t?r=a+1:i=a-1}if(r>0)return t>(n=e[r-1]).end?0:n}function Layout(e,t){this.font=e,this.tableName=t}function Position(e){Layout.call(this,e,"gpos")}function Substitution(e){Layout.call(this,e,"gsub")}function arraysEqual(e,t){var n=e.length;if(n!==t.length)return!1;for(var r=0;r<n;r++)if(e[r]!==t[r])return!1;return!0}function getSubstFormat(e,t,n){for(var r=e.subtables,i=0;i<r.length;i++){var a=r[i];if(a.substFormat===t)return a}if(n)return r.push(n),n}function isBrowser(){return"undefined"!=typeof window}function nodeBufferToArrayBuffer(e){for(var t=new ArrayBuffer(e.length),n=new Uint8Array(t),r=0;r<e.length;++r)n[r]=e[r];return t}function arrayBufferToNodeBuffer(e){for(var t=new Buffer(e.byteLength),n=new Uint8Array(e),r=0;r<t.length;++r)t[r]=n[r];return t}function checkArgument(e,t){if(!e)throw t}function parseGlyphCoordinate(e,t,n,r,i){var a;return(t&r)>0?(a=e.parseByte(),0==(t&i)&&(a=-a),a=n+a):a=(t&i)>0?n:n+e.parseShort(),a}function parseGlyph(e,t,n){var r,i,a=new parse.Parser(t,n);if(e.numberOfContours=a.parseShort(),e._xMin=a.parseShort(),e._yMin=a.parseShort(),e._xMax=a.parseShort(),e._yMax=a.parseShort(),e.numberOfContours>0){for(var o=e.endPointIndices=[],s=0;s<e.numberOfContours;s+=1)o.push(a.parseUShort());e.instructionLength=a.parseUShort(),e.instructions=[];for(var l=0;l<e.instructionLength;l+=1)e.instructions.push(a.parseByte());var c=o[o.length-1]+1;r=[];for(var d=0;d<c;d+=1)if(i=a.parseByte(),r.push(i),(8&i)>0)for(var T=a.parseByte(),u=0;u<T;u+=1)r.push(i),d+=1;if(check.argument(r.length===c,"Bad flags."),o.length>0){var Q,p=[];if(c>0){for(var h=0;h<c;h+=1)i=r[h],(Q={}).onCurve=!!(1&i),Q.lastPointOfContour=o.indexOf(h)>=0,p.push(Q);for(var m=0,f=0;f<c;f+=1)i=r[f],(Q=p[f]).x=parseGlyphCoordinate(a,i,m,2,16),m=Q.x;for(var g=0,b=0;b<c;b+=1)i=r[b],(Q=p[b]).y=parseGlyphCoordinate(a,i,g,4,32),g=Q.y}e.points=p}else e.points=[]}else if(0===e.numberOfContours)e.points=[];else{e.isComposite=!0,e.points=[],e.components=[];for(var y=!0;y;){r=a.parseUShort();var _={glyphIndex:a.parseUShort(),xScale:1,scale01:0,scale10:0,yScale:1,dx:0,dy:0};(1&r)>0?(2&r)>0?(_.dx=a.parseShort(),_.dy=a.parseShort()):_.matchedPoints=[a.parseUShort(),a.parseUShort()]:(2&r)>0?(_.dx=a.parseChar(),_.dy=a.parseChar()):_.matchedPoints=[a.parseByte(),a.parseByte()],(8&r)>0?_.xScale=_.yScale=a.parseF2Dot14():(64&r)>0?(_.xScale=a.parseF2Dot14(),_.yScale=a.parseF2Dot14()):(128&r)>0&&(_.xScale=a.parseF2Dot14(),_.scale01=a.parseF2Dot14(),_.scale10=a.parseF2Dot14(),_.yScale=a.parseF2Dot14()),e.components.push(_),y=!!(32&r)}if(256&r){e.instructionLength=a.parseUShort(),e.instructions=[];for(var L=0;L<e.instructionLength;L+=1)e.instructions.push(a.parseByte())}}}function transformPoints$1(e,t){for(var n=[],r=0;r<e.length;r+=1){var i=e[r],a={x:t.xScale*i.x+t.scale01*i.y+t.dx,y:t.scale10*i.x+t.yScale*i.y+t.dy,onCurve:i.onCurve,lastPointOfContour:i.lastPointOfContour};n.push(a)}return n}function getContours(e){for(var t=[],n=[],r=0;r<e.length;r+=1){var i=e[r];n.push(i),i.lastPointOfContour&&(t.push(n),n=[])}return check.argument(0===n.length,"There are still points left in the current contour."),t}function getPath(e){var t=new Path;if(!e)return t;for(var n=getContours(e),r=0;r<n.length;++r){var i=n[r],a=null,o=i[i.length-1],s=i[0];if(o.onCurve)t.moveTo(o.x,o.y);else if(s.onCurve)t.moveTo(s.x,s.y);else{var l={x:.5*(o.x+s.x),y:.5*(o.y+s.y)};t.moveTo(l.x,l.y)}for(var c=0;c<i.length;++c)if(a=o,o=s,s=i[(c+1)%i.length],o.onCurve)t.lineTo(o.x,o.y);else{var d=s;a.onCurve||(o.x,a.x,o.y,a.y),s.onCurve||(d={x:.5*(o.x+s.x),y:.5*(o.y+s.y)}),t.quadraticCurveTo(o.x,o.y,d.x,d.y)}t.closePath()}return t}function buildPath(e,t){if(t.isComposite)for(var n=0;n<t.components.length;n+=1){var r=t.components[n],i=e.get(r.glyphIndex);if(i.getPath(),i.points){var a=void 0;if(void 0===r.matchedPoints)a=transformPoints$1(i.points,r);else{if(r.matchedPoints[0]>t.points.length-1||r.matchedPoints[1]>i.points.length-1)throw Error("Matched points out of range in "+t.name);var o=t.points[r.matchedPoints[0]],s=i.points[r.matchedPoints[1]],l={xScale:r.xScale,scale01:r.scale01,scale10:r.scale10,yScale:r.yScale,dx:0,dy:0};s=transformPoints$1([s],l)[0],l.dx=o.x-s.x,l.dy=o.y-s.y,a=transformPoints$1(i.points,l)}t.points=t.points.concat(a)}}return getPath(t.points)}function parseGlyfTableAll(e,t,n,r){for(var i=new glyphset.GlyphSet(r),a=0;a<n.length-1;a+=1){var o=n[a];o!==n[a+1]?i.push(a,glyphset.ttfGlyphLoader(r,a,parseGlyph,e,t+o,buildPath)):i.push(a,glyphset.glyphLoader(r,a))}return i}function parseGlyfTableOnLowMemory(e,t,n,r){var i=new glyphset.GlyphSet(r);return r._push=function(a){var o=n[a];o!==n[a+1]?i.push(a,glyphset.ttfGlyphLoader(r,a,parseGlyph,e,t+o,buildPath)):i.push(a,glyphset.glyphLoader(r,a))},i}function parseGlyfTable(e,t,n,r,i){return i.lowMemory?parseGlyfTableOnLowMemory(e,t,n,r):parseGlyfTableAll(e,t,n,r)}Layout.prototype={searchTag:searchTag,binSearch:binSearch,getTable:function(e){var t=this.font.tables[this.tableName];return!t&&e&&(t=this.font.tables[this.tableName]=this.createDefaultTable()),t},getScriptNames:function(){var e=this.getTable();return e?e.scripts.map((function(e){return e.tag})):[]},getDefaultScriptName:function(){var e=this.getTable();if(e){for(var t=!1,n=0;n<e.scripts.length;n++){var r=e.scripts[n].tag;if("DFLT"===r)return r;"latn"===r&&(t=!0)}return t?"latn":void 0}},getScriptTable:function(e,t){var n=this.getTable(t);if(n){e=e||"DFLT";var r=n.scripts,i=searchTag(n.scripts,e);if(i>=0)return r[i].script;if(t){var a={tag:e,script:{defaultLangSys:{reserved:0,reqFeatureIndex:65535,featureIndexes:[]},langSysRecords:[]}};return r.splice(-1-i,0,a),a.script}}},getLangSysTable:function(e,t,n){var r=this.getScriptTable(e,n);if(r){if(!t||"dflt"===t||"DFLT"===t)return r.defaultLangSys;var i=searchTag(r.langSysRecords,t);if(i>=0)return r.langSysRecords[i].langSys;if(n){var a={tag:t,langSys:{reserved:0,reqFeatureIndex:65535,featureIndexes:[]}};return r.langSysRecords.splice(-1-i,0,a),a.langSys}}},getFeatureTable:function(e,t,n,r){var i=this.getLangSysTable(e,t,r);if(i){for(var a,o=i.featureIndexes,s=this.font.tables[this.tableName].features,l=0;l<o.length;l++)if((a=s[o[l]]).tag===n)return a.feature;if(r){var c=s.length;return check.assert(0===c||n>=s[c-1].tag,"Features must be added in alphabetical order."),a={tag:n,feature:{params:0,lookupListIndexes:[]}},s.push(a),o.push(c),a.feature}}},getLookupTables:function(e,t,n,r,i){var a=this.getFeatureTable(e,t,n,i),o=[];if(a){for(var s,l=a.lookupListIndexes,c=this.font.tables[this.tableName].lookups,d=0;d<l.length;d++)(s=c[l[d]]).lookupType===r&&o.push(s);if(0===o.length&&i){s={lookupType:r,lookupFlag:0,subtables:[],markFilteringSet:void 0};var T=c.length;return c.push(s),l.push(T),[s]}}return o},getGlyphClass:function(e,t){switch(e.format){case 1:return e.startGlyph<=t&&t<e.startGlyph+e.classes.length?e.classes[t-e.startGlyph]:0;case 2:var n=searchRange(e.ranges,t);return n?n.classId:0}},getCoverageIndex:function(e,t){switch(e.format){case 1:var n=binSearch(e.glyphs,t);return n>=0?n:-1;case 2:var r=searchRange(e.ranges,t);return r?r.index+t-r.start:-1}},expandCoverage:function(e){if(1===e.format)return e.glyphs;for(var t=[],n=e.ranges,r=0;r<n.length;r++)for(var i=n[r],a=i.start,o=i.end,s=a;s<=o;s++)t.push(s);return t}},Position.prototype=Layout.prototype,Position.prototype.init=function(){var e=this.getDefaultScriptName();this.defaultKerningTables=this.getKerningTables(e)},Position.prototype.getKerningValue=function(e,t,n){for(var r=0;r<e.length;r++)for(var i=e[r].subtables,a=0;a<i.length;a++){var o=i[a],s=this.getCoverageIndex(o.coverage,t);if(!(s<0))switch(o.posFormat){case 1:for(var l=o.pairSets[s],c=0;c<l.length;c++){var d=l[c];if(d.secondGlyph===n)return d.value1&&d.value1.xAdvance||0}break;case 2:var T=this.getGlyphClass(o.classDef1,t),u=this.getGlyphClass(o.classDef2,n),Q=o.classRecords[T][u];return Q.value1&&Q.value1.xAdvance||0}}return 0},Position.prototype.getKerningTables=function(e,t){if(this.font.tables.gpos)return this.getLookupTables(e,t,"kern",2)},Substitution.prototype=Layout.prototype,Substitution.prototype.createDefaultTable=function(){return{version:1,scripts:[{tag:"DFLT",script:{defaultLangSys:{reserved:0,reqFeatureIndex:65535,featureIndexes:[]},langSysRecords:[]}}],features:[],lookups:[]}},Substitution.prototype.getSingle=function(e,t,n){for(var r=[],i=this.getLookupTables(t,n,e,1),a=0;a<i.length;a++)for(var o=i[a].subtables,s=0;s<o.length;s++){var l=o[s],c=this.expandCoverage(l.coverage),d=void 0;if(1===l.substFormat){var T=l.deltaGlyphId;for(d=0;d<c.length;d++){var u=c[d];r.push({sub:u,by:u+T})}}else{var Q=l.substitute;for(d=0;d<c.length;d++)r.push({sub:c[d],by:Q[d]})}}return r},Substitution.prototype.getMultiple=function(e,t,n){for(var r=[],i=this.getLookupTables(t,n,e,2),a=0;a<i.length;a++)for(var o=i[a].subtables,s=0;s<o.length;s++){var l=o[s],c=this.expandCoverage(l.coverage),d=void 0;for(d=0;d<c.length;d++){var T=c[d],u=l.sequences[d];r.push({sub:T,by:u})}}return r},Substitution.prototype.getAlternates=function(e,t,n){for(var r=[],i=this.getLookupTables(t,n,e,3),a=0;a<i.length;a++)for(var o=i[a].subtables,s=0;s<o.length;s++)for(var l=o[s],c=this.expandCoverage(l.coverage),d=l.alternateSets,T=0;T<c.length;T++)r.push({sub:c[T],by:d[T]});return r},Substitution.prototype.getLigatures=function(e,t,n){for(var r=[],i=this.getLookupTables(t,n,e,4),a=0;a<i.length;a++)for(var o=i[a].subtables,s=0;s<o.length;s++)for(var l=o[s],c=this.expandCoverage(l.coverage),d=l.ligatureSets,T=0;T<c.length;T++)for(var u=c[T],Q=d[T],p=0;p<Q.length;p++){var h=Q[p];r.push({sub:[u].concat(h.components),by:h.ligGlyph})}return r},Substitution.prototype.addSingle=function(e,t,n,r){var i=getSubstFormat(this.getLookupTables(n,r,e,1,!0)[0],2,{substFormat:2,coverage:{format:1,glyphs:[]},substitute:[]});check.assert(1===i.coverage.format,"Single: unable to modify coverage table format "+i.coverage.format);var a=t.sub,o=this.binSearch(i.coverage.glyphs,a);o<0&&(o=-1-o,i.coverage.glyphs.splice(o,0,a),i.substitute.splice(o,0,0)),i.substitute[o]=t.by},Substitution.prototype.addMultiple=function(e,t,n,r){check.assert(t.by instanceof Array&&t.by.length>1,'Multiple: "by" must be an array of two or more ids');var i=getSubstFormat(this.getLookupTables(n,r,e,2,!0)[0],1,{substFormat:1,coverage:{format:1,glyphs:[]},sequences:[]});check.assert(1===i.coverage.format,"Multiple: unable to modify coverage table format "+i.coverage.format);var a=t.sub,o=this.binSearch(i.coverage.glyphs,a);o<0&&(o=-1-o,i.coverage.glyphs.splice(o,0,a),i.sequences.splice(o,0,0)),i.sequences[o]=t.by},Substitution.prototype.addAlternate=function(e,t,n,r){var i=getSubstFormat(this.getLookupTables(n,r,e,3,!0)[0],1,{substFormat:1,coverage:{format:1,glyphs:[]},alternateSets:[]});check.assert(1===i.coverage.format,"Alternate: unable to modify coverage table format "+i.coverage.format);var a=t.sub,o=this.binSearch(i.coverage.glyphs,a);o<0&&(o=-1-o,i.coverage.glyphs.splice(o,0,a),i.alternateSets.splice(o,0,0)),i.alternateSets[o]=t.by},Substitution.prototype.addLigature=function(e,t,n,r){var i=this.getLookupTables(n,r,e,4,!0)[0],a=i.subtables[0];a||(a={substFormat:1,coverage:{format:1,glyphs:[]},ligatureSets:[]},i.subtables[0]=a),check.assert(1===a.coverage.format,"Ligature: unable to modify coverage table format "+a.coverage.format);var o=t.sub[0],s=t.sub.slice(1),l={ligGlyph:t.by,components:s},c=this.binSearch(a.coverage.glyphs,o);if(c>=0){for(var d=a.ligatureSets[c],T=0;T<d.length;T++)if(arraysEqual(d[T].components,s))return;d.push(l)}else c=-1-c,a.coverage.glyphs.splice(c,0,o),a.ligatureSets.splice(c,0,[l])},Substitution.prototype.getFeature=function(e,t,n){if(/ss\d\d/.test(e))return this.getSingle(e,t,n);switch(e){case"aalt":case"salt":return this.getSingle(e,t,n).concat(this.getAlternates(e,t,n));case"dlig":case"liga":case"rlig":return this.getLigatures(e,t,n);case"ccmp":return this.getMultiple(e,t,n).concat(this.getLigatures(e,t,n));case"stch":return this.getMultiple(e,t,n)}},Substitution.prototype.add=function(e,t,n,r){if(/ss\d\d/.test(e))return this.addSingle(e,t,n,r);switch(e){case"aalt":case"salt":return"number"==typeof t.by?this.addSingle(e,t,n,r):this.addAlternate(e,t,n,r);case"dlig":case"liga":case"rlig":return this.addLigature(e,t,n,r);case"ccmp":return t.by instanceof Array?this.addMultiple(e,t,n,r):this.addLigature(e,t,n,r)}};var instructionTable,exec,execGlyph,execComponent,glyf={getPath:getPath,parse:parseGlyfTable};function Hinting(e){this.font=e,this.getCommands=function(e){return glyf.getPath(e).commands},this._fpgmState=this._prepState=void 0,this._errorState=0}function roundOff(e){return e}function roundToGrid(e){return Math.sign(e)*Math.round(Math.abs(e))}function roundToDoubleGrid(e){return Math.sign(e)*Math.round(Math.abs(2*e))/2}function roundToHalfGrid(e){return Math.sign(e)*(Math.round(Math.abs(e)+.5)-.5)}function roundUpToGrid(e){return Math.sign(e)*Math.ceil(Math.abs(e))}function roundDownToGrid(e){return Math.sign(e)*Math.floor(Math.abs(e))}var roundSuper=function(e){var t=this.srPeriod,n=this.srPhase,r=1;return e<0&&(e=-e,r=-1),e+=this.srThreshold-n,e=Math.trunc(e/t)*t,(e+=n)<0?n*r:e*r},xUnitVector={x:1,y:0,axis:"x",distance:function(e,t,n,r){return(n?e.xo:e.x)-(r?t.xo:t.x)},interpolate:function(e,t,n,r){var i,a,o,s,l,c,d;if(!r||r===this)return i=e.xo-t.xo,a=e.xo-n.xo,l=t.x-t.xo,c=n.x-n.xo,0===(d=(o=Math.abs(i))+(s=Math.abs(a)))?void(e.x=e.xo+(l+c)/2):void(e.x=e.xo+(l*s+c*o)/d);i=r.distance(e,t,!0,!0),a=r.distance(e,n,!0,!0),l=r.distance(t,t,!1,!0),c=r.distance(n,n,!1,!0),0!==(d=(o=Math.abs(i))+(s=Math.abs(a)))?xUnitVector.setRelative(e,e,(l*s+c*o)/d,r,!0):xUnitVector.setRelative(e,e,(l+c)/2,r,!0)},normalSlope:Number.NEGATIVE_INFINITY,setRelative:function(e,t,n,r,i){if(r&&r!==this){var a=i?t.xo:t.x,o=i?t.yo:t.y,s=a+n*r.x,l=o+n*r.y;e.x=s+(e.y-l)/r.normalSlope}else e.x=(i?t.xo:t.x)+n},slope:0,touch:function(e){e.xTouched=!0},touched:function(e){return e.xTouched},untouch:function(e){e.xTouched=!1}},yUnitVector={x:0,y:1,axis:"y",distance:function(e,t,n,r){return(n?e.yo:e.y)-(r?t.yo:t.y)},interpolate:function(e,t,n,r){var i,a,o,s,l,c,d;if(!r||r===this)return i=e.yo-t.yo,a=e.yo-n.yo,l=t.y-t.yo,c=n.y-n.yo,0===(d=(o=Math.abs(i))+(s=Math.abs(a)))?void(e.y=e.yo+(l+c)/2):void(e.y=e.yo+(l*s+c*o)/d);i=r.distance(e,t,!0,!0),a=r.distance(e,n,!0,!0),l=r.distance(t,t,!1,!0),c=r.distance(n,n,!1,!0),0!==(d=(o=Math.abs(i))+(s=Math.abs(a)))?yUnitVector.setRelative(e,e,(l*s+c*o)/d,r,!0):yUnitVector.setRelative(e,e,(l+c)/2,r,!0)},normalSlope:0,setRelative:function(e,t,n,r,i){if(r&&r!==this){var a=i?t.xo:t.x,o=i?t.yo:t.y,s=a+n*r.x,l=o+n*r.y;e.y=l+r.normalSlope*(e.x-s)}else e.y=(i?t.yo:t.y)+n},slope:Number.POSITIVE_INFINITY,touch:function(e){e.yTouched=!0},touched:function(e){return e.yTouched},untouch:function(e){e.yTouched=!1}};function UnitVector(e,t){this.x=e,this.y=t,this.axis=void 0,this.slope=t/e,this.normalSlope=-e/t,Object.freeze(this)}function getUnitVector(e,t){var n=Math.sqrt(e*e+t*t);return t/=n,1==(e/=n)&&0===t?xUnitVector:0===e&&1===t?yUnitVector:new UnitVector(e,t)}function HPoint(e,t,n,r){this.x=this.xo=Math.round(64*e)/64,this.y=this.yo=Math.round(64*t)/64,this.lastPointOfContour=n,this.onCurve=r,this.prevPointOnContour=void 0,this.nextPointOnContour=void 0,this.xTouched=!1,this.yTouched=!1,Object.preventExtensions(this)}Object.freeze(xUnitVector),Object.freeze(yUnitVector),UnitVector.prototype.distance=function(e,t,n,r){return this.x*xUnitVector.distance(e,t,n,r)+this.y*yUnitVector.distance(e,t,n,r)},UnitVector.prototype.interpolate=function(e,t,n,r){var i,a,o,s,l,c,d;o=r.distance(e,t,!0,!0),s=r.distance(e,n,!0,!0),i=r.distance(t,t,!1,!0),a=r.distance(n,n,!1,!0),0!==(d=(l=Math.abs(o))+(c=Math.abs(s)))?this.setRelative(e,e,(i*c+a*l)/d,r,!0):this.setRelative(e,e,(i+a)/2,r,!0)},UnitVector.prototype.setRelative=function(e,t,n,r,i){r=r||this;var a=i?t.xo:t.x,o=i?t.yo:t.y,s=a+n*r.x,l=o+n*r.y,c=r.normalSlope,d=this.slope,T=e.x,u=e.y;e.x=(d*T-c*s+l-u)/(d-c),e.y=d*(e.x-T)+u},UnitVector.prototype.touch=function(e){e.xTouched=!0,e.yTouched=!0},HPoint.prototype.nextTouched=function(e){for(var t=this.nextPointOnContour;!e.touched(t)&&t!==this;)t=t.nextPointOnContour;return t},HPoint.prototype.prevTouched=function(e){for(var t=this.prevPointOnContour;!e.touched(t)&&t!==this;)t=t.prevPointOnContour;return t};var HPZero=Object.freeze(new HPoint(0,0)),defaultState={cvCutIn:17/16,deltaBase:9,deltaShift:.125,loop:1,minDis:1,autoFlip:!0};function State(e,t){switch(this.env=e,this.stack=[],this.prog=t,e){case"glyf":this.zp0=this.zp1=this.zp2=1,this.rp0=this.rp1=this.rp2=0;case"prep":this.fv=this.pv=this.dpv=xUnitVector,this.round=roundToGrid}}function initTZone(e){for(var t=e.tZone=new Array(e.gZone.length),n=0;n<t.length;n++)t[n]=new HPoint(0,0)}function skip(e,t){var n,r=e.prog,i=e.ip,a=1;do{if(88===(n=r[++i]))a++;else if(89===n)a--;else if(64===n)i+=r[i+1]+1;else if(65===n)i+=2*r[i+1]+1;else if(n>=176&&n<=183)i+=n-176+1;else if(n>=184&&n<=191)i+=2*(n-184+1);else if(t&&1===a&&27===n)break}while(a>0);e.ip=i}function SVTCA(e,t){exports.DEBUG&&console.log(t.step,"SVTCA["+e.axis+"]"),t.fv=t.pv=t.dpv=e}function SPVTCA(e,t){exports.DEBUG&&console.log(t.step,"SPVTCA["+e.axis+"]"),t.pv=t.dpv=e}function SFVTCA(e,t){exports.DEBUG&&console.log(t.step,"SFVTCA["+e.axis+"]"),t.fv=e}function SPVTL(e,t){var n,r,i=t.stack,a=i.pop(),o=i.pop(),s=t.z2[a],l=t.z1[o];exports.DEBUG&&console.log("SPVTL["+e+"]",a,o),e?(n=s.y-l.y,r=l.x-s.x):(n=l.x-s.x,r=l.y-s.y),t.pv=t.dpv=getUnitVector(n,r)}function SFVTL(e,t){var n,r,i=t.stack,a=i.pop(),o=i.pop(),s=t.z2[a],l=t.z1[o];exports.DEBUG&&console.log("SFVTL["+e+"]",a,o),e?(n=s.y-l.y,r=l.x-s.x):(n=l.x-s.x,r=l.y-s.y),t.fv=getUnitVector(n,r)}function SPVFS(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"SPVFS[]",n,r),e.pv=e.dpv=getUnitVector(r,n)}function SFVFS(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"SPVFS[]",n,r),e.fv=getUnitVector(r,n)}function GPV(e){var t=e.stack,n=e.pv;exports.DEBUG&&console.log(e.step,"GPV[]"),t.push(16384*n.x),t.push(16384*n.y)}function GFV(e){var t=e.stack,n=e.fv;exports.DEBUG&&console.log(e.step,"GFV[]"),t.push(16384*n.x),t.push(16384*n.y)}function SFVTPV(e){e.fv=e.pv,exports.DEBUG&&console.log(e.step,"SFVTPV[]")}function ISECT(e){var t=e.stack,n=t.pop(),r=t.pop(),i=t.pop(),a=t.pop(),o=t.pop(),s=e.z0,l=e.z1,c=s[n],d=s[r],T=l[i],u=l[a],Q=e.z2[o];exports.DEBUG&&console.log("ISECT[], ",n,r,i,a,o);var p=c.x,h=c.y,m=d.x,f=d.y,g=T.x,b=T.y,y=u.x,_=u.y,L=(p-m)*(b-_)-(h-f)*(g-y),v=p*f-h*m,w=g*_-b*y;Q.x=(v*(g-y)-w*(p-m))/L,Q.y=(v*(b-_)-w*(h-f))/L}function SRP0(e){e.rp0=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SRP0[]",e.rp0)}function SRP1(e){e.rp1=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SRP1[]",e.rp1)}function SRP2(e){e.rp2=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SRP2[]",e.rp2)}function SZP0(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZP0[]",t),e.zp0=t,t){case 0:e.tZone||initTZone(e),e.z0=e.tZone;break;case 1:e.z0=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SZP1(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZP1[]",t),e.zp1=t,t){case 0:e.tZone||initTZone(e),e.z1=e.tZone;break;case 1:e.z1=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SZP2(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZP2[]",t),e.zp2=t,t){case 0:e.tZone||initTZone(e),e.z2=e.tZone;break;case 1:e.z2=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SZPS(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZPS[]",t),e.zp0=e.zp1=e.zp2=t,t){case 0:e.tZone||initTZone(e),e.z0=e.z1=e.z2=e.tZone;break;case 1:e.z0=e.z1=e.z2=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SLOOP(e){e.loop=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SLOOP[]",e.loop)}function RTG(e){exports.DEBUG&&console.log(e.step,"RTG[]"),e.round=roundToGrid}function RTHG(e){exports.DEBUG&&console.log(e.step,"RTHG[]"),e.round=roundToHalfGrid}function SMD(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SMD[]",t),e.minDis=t/64}function ELSE(e){exports.DEBUG&&console.log(e.step,"ELSE[]"),skip(e,!1)}function JMPR(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"JMPR[]",t),e.ip+=t-1}function SCVTCI(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SCVTCI[]",t),e.cvCutIn=t/64}function DUP(e){var t=e.stack;exports.DEBUG&&console.log(e.step,"DUP[]"),t.push(t[t.length-1])}function POP(e){exports.DEBUG&&console.log(e.step,"POP[]"),e.stack.pop()}function CLEAR(e){exports.DEBUG&&console.log(e.step,"CLEAR[]"),e.stack.length=0}function SWAP(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"SWAP[]"),t.push(n),t.push(r)}function DEPTH(e){var t=e.stack;exports.DEBUG&&console.log(e.step,"DEPTH[]"),t.push(t.length)}function LOOPCALL(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"LOOPCALL[]",n,r);var i=e.ip,a=e.prog;e.prog=e.funcs[n];for(var o=0;o<r;o++)exec(e),exports.DEBUG&&console.log(++e.step,o+1<r?"next loopcall":"done loopcall",o);e.ip=i,e.prog=a}function CALL(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"CALL[]",t);var n=e.ip,r=e.prog;e.prog=e.funcs[t],exec(e),e.ip=n,e.prog=r,exports.DEBUG&&console.log(++e.step,"returning from",t)}function CINDEX(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"CINDEX[]",n),t.push(t[t.length-n])}function MINDEX(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"MINDEX[]",n),t.push(t.splice(t.length-n,1)[0])}function FDEF(e){if("fpgm"!==e.env)throw new Error("FDEF not allowed here");var t=e.stack,n=e.prog,r=e.ip,i=t.pop(),a=r;for(exports.DEBUG&&console.log(e.step,"FDEF[]",i);45!==n[++r];);e.ip=r,e.funcs[i]=n.slice(a+1,r)}function MDAP(e,t){var n=t.stack.pop(),r=t.z0[n],i=t.fv,a=t.pv;exports.DEBUG&&console.log(t.step,"MDAP["+e+"]",n);var o=a.distance(r,HPZero);e&&(o=t.round(o)),i.setRelative(r,HPZero,o,a),i.touch(r),t.rp0=t.rp1=n}function IUP(e,t){var n,r,i,a=t.z2,o=a.length-2;exports.DEBUG&&console.log(t.step,"IUP["+e.axis+"]");for(var s=0;s<o;s++)n=a[s],e.touched(n)||(r=n.prevTouched(e))!==n&&(r===(i=n.nextTouched(e))&&e.setRelative(n,n,e.distance(r,r,!1,!0),e,!0),e.interpolate(n,r,i,e))}function SHP(e,t){for(var n=t.stack,r=e?t.rp1:t.rp2,i=(e?t.z0:t.z1)[r],a=t.fv,o=t.pv,s=t.loop,l=t.z2;s--;){var c=n.pop(),d=l[c],T=o.distance(i,i,!1,!0);a.setRelative(d,d,T,o),a.touch(d),exports.DEBUG&&console.log(t.step,(t.loop>1?"loop "+(t.loop-s)+": ":"")+"SHP["+(e?"rp1":"rp2")+"]",c)}t.loop=1}function SHC(e,t){var n=t.stack,r=e?t.rp1:t.rp2,i=(e?t.z0:t.z1)[r],a=t.fv,o=t.pv,s=n.pop(),l=t.z2[t.contours[s]],c=l;exports.DEBUG&&console.log(t.step,"SHC["+e+"]",s);var d=o.distance(i,i,!1,!0);do{c!==i&&a.setRelative(c,c,d,o),c=c.nextPointOnContour}while(c!==l)}function SHZ(e,t){var n,r,i=t.stack,a=e?t.rp1:t.rp2,o=(e?t.z0:t.z1)[a],s=t.fv,l=t.pv,c=i.pop();switch(exports.DEBUG&&console.log(t.step,"SHZ["+e+"]",c),c){case 0:n=t.tZone;break;case 1:n=t.gZone;break;default:throw new Error("Invalid zone")}for(var d=l.distance(o,o,!1,!0),T=n.length-2,u=0;u<T;u++)r=n[u],s.setRelative(r,r,d,l)}function SHPIX(e){for(var t=e.stack,n=e.loop,r=e.fv,i=t.pop()/64,a=e.z2;n--;){var o=t.pop(),s=a[o];exports.DEBUG&&console.log(e.step,(e.loop>1?"loop "+(e.loop-n)+": ":"")+"SHPIX[]",o,i),r.setRelative(s,s,i),r.touch(s)}e.loop=1}function IP(e){for(var t=e.stack,n=e.rp1,r=e.rp2,i=e.loop,a=e.z0[n],o=e.z1[r],s=e.fv,l=e.dpv,c=e.z2;i--;){var d=t.pop(),T=c[d];exports.DEBUG&&console.log(e.step,(e.loop>1?"loop "+(e.loop-i)+": ":"")+"IP[]",d,n,"<->",r),s.interpolate(T,a,o,l),s.touch(T)}e.loop=1}function MSIRP(e,t){var n=t.stack,r=n.pop()/64,i=n.pop(),a=t.z1[i],o=t.z0[t.rp0],s=t.fv,l=t.pv;s.setRelative(a,o,r,l),s.touch(a),exports.DEBUG&&console.log(t.step,"MSIRP["+e+"]",r,i),t.rp1=t.rp0,t.rp2=i,e&&(t.rp0=i)}function ALIGNRP(e){for(var t=e.stack,n=e.rp0,r=e.z0[n],i=e.loop,a=e.fv,o=e.pv,s=e.z1;i--;){var l=t.pop(),c=s[l];exports.DEBUG&&console.log(e.step,(e.loop>1?"loop "+(e.loop-i)+": ":"")+"ALIGNRP[]",l),a.setRelative(c,r,0,o),a.touch(c)}e.loop=1}function RTDG(e){exports.DEBUG&&console.log(e.step,"RTDG[]"),e.round=roundToDoubleGrid}function MIAP(e,t){var n=t.stack,r=n.pop(),i=n.pop(),a=t.z0[i],o=t.fv,s=t.pv,l=t.cvt[r];exports.DEBUG&&console.log(t.step,"MIAP["+e+"]",r,"(",l,")",i);var c=s.distance(a,HPZero);e&&(Math.abs(c-l)<t.cvCutIn&&(c=l),c=t.round(c)),o.setRelative(a,HPZero,c,s),0===t.zp0&&(a.xo=a.x,a.yo=a.y),o.touch(a),t.rp0=t.rp1=i}function NPUSHB(e){var t=e.prog,n=e.ip,r=e.stack,i=t[++n];exports.DEBUG&&console.log(e.step,"NPUSHB[]",i);for(var a=0;a<i;a++)r.push(t[++n]);e.ip=n}function NPUSHW(e){var t=e.ip,n=e.prog,r=e.stack,i=n[++t];exports.DEBUG&&console.log(e.step,"NPUSHW[]",i);for(var a=0;a<i;a++){var o=n[++t]<<8|n[++t];32768&o&&(o=-(1+(65535^o))),r.push(o)}e.ip=t}function WS(e){var t=e.stack,n=e.store;n||(n=e.store=[]);var r=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"WS",r,i),n[i]=r}function RS(e){var t=e.stack,n=e.store,r=t.pop();exports.DEBUG&&console.log(e.step,"RS",r);var i=n&&n[r]||0;t.push(i)}function WCVTP(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"WCVTP",n,r),e.cvt[r]=n/64}function RCVT(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"RCVT",n),t.push(64*e.cvt[n])}function GC(e,t){var n=t.stack,r=n.pop(),i=t.z2[r];exports.DEBUG&&console.log(t.step,"GC["+e+"]",r),n.push(64*t.dpv.distance(i,HPZero,e,!1))}function MD(e,t){var n=t.stack,r=n.pop(),i=n.pop(),a=t.z1[r],o=t.z0[i],s=t.dpv.distance(o,a,e,e);exports.DEBUG&&console.log(t.step,"MD["+e+"]",r,i,"->",s),t.stack.push(Math.round(64*s))}function MPPEM(e){exports.DEBUG&&console.log(e.step,"MPPEM[]"),e.stack.push(e.ppem)}function FLIPON(e){exports.DEBUG&&console.log(e.step,"FLIPON[]"),e.autoFlip=!0}function LT(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"LT[]",n,r),t.push(r<n?1:0)}function LTEQ(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"LTEQ[]",n,r),t.push(r<=n?1:0)}function GT(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"GT[]",n,r),t.push(r>n?1:0)}function GTEQ(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"GTEQ[]",n,r),t.push(r>=n?1:0)}function EQ(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"EQ[]",n,r),t.push(n===r?1:0)}function NEQ(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"NEQ[]",n,r),t.push(n!==r?1:0)}function ODD(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"ODD[]",n),t.push(Math.trunc(n)%2?1:0)}function EVEN(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"EVEN[]",n),t.push(Math.trunc(n)%2?0:1)}function IF(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"IF[]",t),t||(skip(e,!0),exports.DEBUG&&console.log(e.step,"EIF[]"))}function EIF(e){exports.DEBUG&&console.log(e.step,"EIF[]")}function AND(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"AND[]",n,r),t.push(n&&r?1:0)}function OR(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"OR[]",n,r),t.push(n||r?1:0)}function NOT(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"NOT[]",n),t.push(n?0:1)}function DELTAP123(e,t){var n=t.stack,r=n.pop(),i=t.fv,a=t.pv,o=t.ppem,s=t.deltaBase+16*(e-1),l=t.deltaShift,c=t.z0;exports.DEBUG&&console.log(t.step,"DELTAP["+e+"]",r,n);for(var d=0;d<r;d++){var T=n.pop(),u=n.pop();if(s+((240&u)>>4)===o){var Q=(15&u)-8;Q>=0&&Q++,exports.DEBUG&&console.log(t.step,"DELTAPFIX",T,"by",Q*l);var p=c[T];i.setRelative(p,p,Q*l,a)}}}function SDB(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SDB[]",t),e.deltaBase=t}function SDS(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SDS[]",t),e.deltaShift=Math.pow(.5,t)}function ADD(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"ADD[]",n,r),t.push(r+n)}function SUB(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"SUB[]",n,r),t.push(r-n)}function DIV(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"DIV[]",n,r),t.push(64*r/n)}function MUL(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"MUL[]",n,r),t.push(r*n/64)}function ABS(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"ABS[]",n),t.push(Math.abs(n))}function NEG(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"NEG[]",n),t.push(-n)}function FLOOR(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"FLOOR[]",n),t.push(64*Math.floor(n/64))}function CEILING(e){var t=e.stack,n=t.pop();exports.DEBUG&&console.log(e.step,"CEILING[]",n),t.push(64*Math.ceil(n/64))}function ROUND(e,t){var n=t.stack,r=n.pop();exports.DEBUG&&console.log(t.step,"ROUND[]"),n.push(64*t.round(r/64))}function WCVTF(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"WCVTF[]",n,r),e.cvt[r]=n*e.ppem/e.font.unitsPerEm}function DELTAC123(e,t){var n=t.stack,r=n.pop(),i=t.ppem,a=t.deltaBase+16*(e-1),o=t.deltaShift;exports.DEBUG&&console.log(t.step,"DELTAC["+e+"]",r,n);for(var s=0;s<r;s++){var l=n.pop(),c=n.pop();if(a+((240&c)>>4)===i){var d=(15&c)-8;d>=0&&d++;var T=d*o;exports.DEBUG&&console.log(t.step,"DELTACFIX",l,"by",T),t.cvt[l]+=T}}}function SROUND(e){var t,n=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SROUND[]",n),e.round=roundSuper,192&n){case 0:t=.5;break;case 64:t=1;break;case 128:t=2;break;default:throw new Error("invalid SROUND value")}switch(e.srPeriod=t,48&n){case 0:e.srPhase=0;break;case 16:e.srPhase=.25*t;break;case 32:e.srPhase=.5*t;break;case 48:e.srPhase=.75*t;break;default:throw new Error("invalid SROUND value")}n&=15,e.srThreshold=0===n?0:(n/8-.5)*t}function S45ROUND(e){var t,n=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"S45ROUND[]",n),e.round=roundSuper,192&n){case 0:t=Math.sqrt(2)/2;break;case 64:t=Math.sqrt(2);break;case 128:t=2*Math.sqrt(2);break;default:throw new Error("invalid S45ROUND value")}switch(e.srPeriod=t,48&n){case 0:e.srPhase=0;break;case 16:e.srPhase=.25*t;break;case 32:e.srPhase=.5*t;break;case 48:e.srPhase=.75*t;break;default:throw new Error("invalid S45ROUND value")}n&=15,e.srThreshold=0===n?0:(n/8-.5)*t}function ROFF(e){exports.DEBUG&&console.log(e.step,"ROFF[]"),e.round=roundOff}function RUTG(e){exports.DEBUG&&console.log(e.step,"RUTG[]"),e.round=roundUpToGrid}function RDTG(e){exports.DEBUG&&console.log(e.step,"RDTG[]"),e.round=roundDownToGrid}function SCANCTRL(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SCANCTRL[]",t)}function SDPVTL(e,t){var n,r,i=t.stack,a=i.pop(),o=i.pop(),s=t.z2[a],l=t.z1[o];exports.DEBUG&&console.log(t.step,"SDPVTL["+e+"]",a,o),e?(n=s.y-l.y,r=l.x-s.x):(n=l.x-s.x,r=l.y-s.y),t.dpv=getUnitVector(n,r)}function GETINFO(e){var t=e.stack,n=t.pop(),r=0;exports.DEBUG&&console.log(e.step,"GETINFO[]",n),1&n&&(r=35),32&n&&(r|=4096),t.push(r)}function ROLL(e){var t=e.stack,n=t.pop(),r=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"ROLL[]"),t.push(r),t.push(n),t.push(i)}function MAX(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"MAX[]",n,r),t.push(Math.max(r,n))}function MIN(e){var t=e.stack,n=t.pop(),r=t.pop();exports.DEBUG&&console.log(e.step,"MIN[]",n,r),t.push(Math.min(r,n))}function SCANTYPE(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SCANTYPE[]",t)}function INSTCTRL(e){var t=e.stack.pop(),n=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"INSTCTRL[]",t,n),t){case 1:return void(e.inhibitGridFit=!!n);case 2:return void(e.ignoreCvt=!!n);default:throw new Error("invalid INSTCTRL[] selector")}}function PUSHB(e,t){var n=t.stack,r=t.prog,i=t.ip;exports.DEBUG&&console.log(t.step,"PUSHB["+e+"]");for(var a=0;a<e;a++)n.push(r[++i]);t.ip=i}function PUSHW(e,t){var n=t.ip,r=t.prog,i=t.stack;exports.DEBUG&&console.log(t.ip,"PUSHW["+e+"]");for(var a=0;a<e;a++){var o=r[++n]<<8|r[++n];32768&o&&(o=-(1+(65535^o))),i.push(o)}t.ip=n}function MDRP_MIRP(e,t,n,r,i,a){var o,s,l,c,d=a.stack,T=e&&d.pop(),u=d.pop(),Q=a.rp0,p=a.z0[Q],h=a.z1[u],m=a.minDis,f=a.fv,g=a.dpv;l=(s=o=g.distance(h,p,!0,!0))>=0?1:-1,s=Math.abs(s),e&&(c=a.cvt[T],r&&Math.abs(s-c)<a.cvCutIn&&(s=c)),n&&s<m&&(s=m),r&&(s=a.round(s)),f.setRelative(h,p,l*s,g),f.touch(h),exports.DEBUG&&console.log(a.step,(e?"MIRP[":"MDRP[")+(t?"M":"m")+(n?">":"_")+(r?"R":"_")+(0===i?"Gr":1===i?"Bl":2===i?"Wh":"")+"]",e?T+"("+a.cvt[T]+","+c+")":"",u,"(d =",o,"->",l*s,")"),a.rp1=a.rp0,a.rp2=u,t&&(a.rp0=u)}function Token(e){this.char=e,this.state={},this.activeState=null}function ContextRange(e,t,n){this.contextName=n,this.startIndex=e,this.endOffset=t}function ContextChecker(e,t,n){this.contextName=e,this.openRange=null,this.ranges=[],this.checkStart=t,this.checkEnd=n}function ContextParams(e,t){this.context=e,this.index=t,this.length=e.length,this.current=e[t],this.backtrack=e.slice(0,t),this.lookahead=e.slice(t+1)}function Event(e){this.eventId=e,this.subscribers=[]}function initializeCoreEvents(e){var t=this,n=["start","end","next","newToken","contextStart","contextEnd","insertToken","removeToken","removeRange","replaceToken","replaceRange","composeRUD","updateContextsRanges"];n.forEach((function(e){Object.defineProperty(t.events,e,{value:new Event(e)})})),e&&n.forEach((function(n){var r=e[n];"function"==typeof r&&t.events[n].subscribe(r)})),["insertToken","removeToken","removeRange","replaceToken","replaceRange","composeRUD"].forEach((function(e){t.events[e].subscribe(t.updateContextsRanges)}))}function Tokenizer(e){this.tokens=[],this.registeredContexts={},this.contextCheckers=[],this.events={},this.registeredModifiers=[],initializeCoreEvents.call(this,e)}function isArabicChar(e){return/[\u0600-\u065F\u066A-\u06D2\u06FA-\u06FF]/.test(e)}function isIsolatedArabicChar(e){return/[\u0630\u0690\u0621\u0631\u0661\u0671\u0622\u0632\u0672\u0692\u06C2\u0623\u0673\u0693\u06C3\u0624\u0694\u06C4\u0625\u0675\u0695\u06C5\u06E5\u0676\u0696\u06C6\u0627\u0677\u0697\u06C7\u0648\u0688\u0698\u06C8\u0689\u0699\u06C9\u068A\u06CA\u066B\u068B\u06CB\u068C\u068D\u06CD\u06FD\u068E\u06EE\u06FE\u062F\u068F\u06CF\u06EF]/.test(e)}function isTashkeelArabicChar(e){return/[\u0600-\u0605\u060C-\u060E\u0610-\u061B\u061E\u064B-\u065F\u0670\u06D6-\u06DC\u06DF-\u06E4\u06E7\u06E8\u06EA-\u06ED]/.test(e)}function isLatinChar(e){return/[A-z]/.test(e)}function isWhiteSpace(e){return/\s/.test(e)}function FeatureQuery(e){this.font=e,this.features={}}function SubstitutionAction(e){this.id=e.id,this.tag=e.tag,this.substitution=e.substitution}function lookupCoverage(e,t){if(!e)return-1;switch(t.format){case 1:return t.glyphs.indexOf(e);case 2:for(var n=t.ranges,r=0;r<n.length;r++){var i=n[r];if(e>=i.start&&e<=i.end){var a=e-i.start;return i.index+a}}break;default:return-1}return-1}function singleSubstitutionFormat1(e,t){return-1===lookupCoverage(e,t.coverage)?null:e+t.deltaGlyphId}function singleSubstitutionFormat2(e,t){var n=lookupCoverage(e,t.coverage);return-1===n?null:t.substitute[n]}function lookupCoverageList(e,t){for(var n=[],r=0;r<e.length;r++){var i=e[r],a=t.current,o=lookupCoverage(a=Array.isArray(a)?a[0]:a,i);-1!==o&&n.push(o)}return n.length!==e.length?-1:n}function chainingSubstitutionFormat3(e,t){var n=t.inputCoverage.length+t.lookaheadCoverage.length+t.backtrackCoverage.length;if(e.context.length<n)return[];var r=lookupCoverageList(t.inputCoverage,e);if(-1===r)return[];var i=t.inputCoverage.length-1;if(e.lookahead.length<t.lookaheadCoverage.length)return[];for(var a=e.lookahead.slice(i);a.length&&isTashkeelArabicChar(a[0].char);)a.shift();var o=new ContextParams(a,0),s=lookupCoverageList(t.lookaheadCoverage,o),l=[].concat(e.backtrack);for(l.reverse();l.length&&isTashkeelArabicChar(l[0].char);)l.shift();if(l.length<t.backtrackCoverage.length)return[];var c=new ContextParams(l,0),d=lookupCoverageList(t.backtrackCoverage,c),T=[];if(r.length===t.inputCoverage.length&&s.length===t.lookaheadCoverage.length&&d.length===t.backtrackCoverage.length)for(var u=0;u<t.lookupRecords.length;u++)for(var Q=t.lookupRecords[u].lookupListIndex,p=this.getLookupByIndex(Q),h=0;h<p.subtables.length;h++){var m=p.subtables[h],f=this.getLookupMethod(p,m);if("12"===this.getSubstitutionType(p,m))for(var g=0;g<r.length;g++){var b=f(e.get(g));b&&T.push(b)}}return T}function ligatureSubstitutionFormat1(e,t){var n,r=lookupCoverage(e.current,t.coverage);if(-1===r)return null;for(var i=t.ligatureSets[r],a=0;a<i.length;a++){n=i[a];for(var o=0;o<n.components.length&&e.lookahead[o]===n.components[o];o++)if(o===n.components.length-1)return n}return null}function decompositionSubstitutionFormat1(e,t){var n=lookupCoverage(e,t.coverage);return-1===n?null:t.sequences[n]}function arabicWordStartCheck(e){var t=e.current,n=e.get(-1);return null===n&&isArabicChar(t)||!isArabicChar(n)&&isArabicChar(t)}function arabicWordEndCheck(e){var t=e.get(1);return null===t||!isArabicChar(t)}Hinting.prototype.exec=function(e,t){if("number"!=typeof t)throw new Error("Point size is not a number!");if(!(this._errorState>2)){var n=this.font,r=this._prepState;if(!r||r.ppem!==t){var i=this._fpgmState;if(!i){State.prototype=defaultState,(i=this._fpgmState=new State("fpgm",n.tables.fpgm)).funcs=[],i.font=n,exports.DEBUG&&(console.log("---EXEC FPGM---"),i.step=-1);try{exec(i)}catch(e){return console.log("Hinting error in FPGM:"+e),void(this._errorState=3)}}State.prototype=i,(r=this._prepState=new State("prep",n.tables.prep)).ppem=t;var a=n.tables.cvt;if(a)for(var o=r.cvt=new Array(a.length),s=t/n.unitsPerEm,l=0;l<a.length;l++)o[l]=a[l]*s;else r.cvt=[];exports.DEBUG&&(console.log("---EXEC PREP---"),r.step=-1);try{exec(r)}catch(e){this._errorState<2&&console.log("Hinting error in PREP:"+e),this._errorState=2}}if(!(this._errorState>1))try{return execGlyph(e,r)}catch(e){return this._errorState<1&&(console.log("Hinting error:"+e),console.log("Note: further hinting errors are silenced")),void(this._errorState=1)}}},execGlyph=function(e,t){var n,r,i,a=t.ppem/t.font.unitsPerEm,o=a,s=e.components;if(State.prototype=t,s){var l=t.font;r=[],n=[];for(var c=0;c<s.length;c++){var d=s[c],T=l.glyphs.get(d.glyphIndex);i=new State("glyf",T.instructions),exports.DEBUG&&(console.log("---EXEC COMP "+c+"---"),i.step=-1),execComponent(T,i,a,o);for(var u=Math.round(d.dx*a),Q=Math.round(d.dy*o),p=i.gZone,h=i.contours,m=0;m<p.length;m++){var f=p[m];f.xTouched=f.yTouched=!1,f.xo=f.x=f.x+u,f.yo=f.y=f.y+Q}var g=r.length;r.push.apply(r,p);for(var b=0;b<h.length;b++)n.push(h[b]+g)}e.instructions&&!i.inhibitGridFit&&((i=new State("glyf",e.instructions)).gZone=i.z0=i.z1=i.z2=r,i.contours=n,r.push(new HPoint(0,0),new HPoint(Math.round(e.advanceWidth*a),0)),exports.DEBUG&&(console.log("---EXEC COMPOSITE---"),i.step=-1),exec(i),r.length-=2)}else i=new State("glyf",e.instructions),exports.DEBUG&&(console.log("---EXEC GLYPH---"),i.step=-1),execComponent(e,i,a,o),r=i.gZone;return r},execComponent=function(e,t,n,r){for(var i,a,o,s=e.points||[],l=s.length,c=t.gZone=t.z0=t.z1=t.z2=[],d=t.contours=[],T=0;T<l;T++)i=s[T],c[T]=new HPoint(i.x*n,i.y*r,i.lastPointOfContour,i.onCurve);for(var u=0;u<l;u++)i=c[u],a||(a=i,d.push(u)),i.lastPointOfContour?(i.nextPointOnContour=a,a.prevPointOnContour=i,a=void 0):(o=c[u+1],i.nextPointOnContour=o,o.prevPointOnContour=i);if(!t.inhibitGridFit){if(exports.DEBUG){console.log("PROCESSING GLYPH",t.stack);for(var Q=0;Q<l;Q++)console.log(Q,c[Q].x,c[Q].y)}if(c.push(new HPoint(0,0),new HPoint(Math.round(e.advanceWidth*n),0)),exec(t),c.length-=2,exports.DEBUG){console.log("FINISHED GLYPH",t.stack);for(var p=0;p<l;p++)console.log(p,c[p].x,c[p].y)}}},exec=function(e){var t=e.prog;if(t){var n,r=t.length;for(e.ip=0;e.ip<r;e.ip++){if(exports.DEBUG&&e.step++,!(n=instructionTable[t[e.ip]]))throw new Error("unknown instruction: 0x"+Number(t[e.ip]).toString(16));n(e)}}},instructionTable=[SVTCA.bind(void 0,yUnitVector),SVTCA.bind(void 0,xUnitVector),SPVTCA.bind(void 0,yUnitVector),SPVTCA.bind(void 0,xUnitVector),SFVTCA.bind(void 0,yUnitVector),SFVTCA.bind(void 0,xUnitVector),SPVTL.bind(void 0,0),SPVTL.bind(void 0,1),SFVTL.bind(void 0,0),SFVTL.bind(void 0,1),SPVFS,SFVFS,GPV,GFV,SFVTPV,ISECT,SRP0,SRP1,SRP2,SZP0,SZP1,SZP2,SZPS,SLOOP,RTG,RTHG,SMD,ELSE,JMPR,SCVTCI,void 0,void 0,DUP,POP,CLEAR,SWAP,DEPTH,CINDEX,MINDEX,void 0,void 0,void 0,LOOPCALL,CALL,FDEF,void 0,MDAP.bind(void 0,0),MDAP.bind(void 0,1),IUP.bind(void 0,yUnitVector),IUP.bind(void 0,xUnitVector),SHP.bind(void 0,0),SHP.bind(void 0,1),SHC.bind(void 0,0),SHC.bind(void 0,1),SHZ.bind(void 0,0),SHZ.bind(void 0,1),SHPIX,IP,MSIRP.bind(void 0,0),MSIRP.bind(void 0,1),ALIGNRP,RTDG,MIAP.bind(void 0,0),MIAP.bind(void 0,1),NPUSHB,NPUSHW,WS,RS,WCVTP,RCVT,GC.bind(void 0,0),GC.bind(void 0,1),void 0,MD.bind(void 0,0),MD.bind(void 0,1),MPPEM,void 0,FLIPON,void 0,void 0,LT,LTEQ,GT,GTEQ,EQ,NEQ,ODD,EVEN,IF,EIF,AND,OR,NOT,DELTAP123.bind(void 0,1),SDB,SDS,ADD,SUB,DIV,MUL,ABS,NEG,FLOOR,CEILING,ROUND.bind(void 0,0),ROUND.bind(void 0,1),ROUND.bind(void 0,2),ROUND.bind(void 0,3),void 0,void 0,void 0,void 0,WCVTF,DELTAP123.bind(void 0,2),DELTAP123.bind(void 0,3),DELTAC123.bind(void 0,1),DELTAC123.bind(void 0,2),DELTAC123.bind(void 0,3),SROUND,S45ROUND,void 0,void 0,ROFF,void 0,RUTG,RDTG,POP,POP,void 0,void 0,void 0,void 0,void 0,SCANCTRL,SDPVTL.bind(void 0,0),SDPVTL.bind(void 0,1),GETINFO,void 0,ROLL,MAX,MIN,SCANTYPE,INSTCTRL,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,PUSHB.bind(void 0,1),PUSHB.bind(void 0,2),PUSHB.bind(void 0,3),PUSHB.bind(void 0,4),PUSHB.bind(void 0,5),PUSHB.bind(void 0,6),PUSHB.bind(void 0,7),PUSHB.bind(void 0,8),PUSHW.bind(void 0,1),PUSHW.bind(void 0,2),PUSHW.bind(void 0,3),PUSHW.bind(void 0,4),PUSHW.bind(void 0,5),PUSHW.bind(void 0,6),PUSHW.bind(void 0,7),PUSHW.bind(void 0,8),MDRP_MIRP.bind(void 0,0,0,0,0,0),MDRP_MIRP.bind(void 0,0,0,0,0,1),MDRP_MIRP.bind(void 0,0,0,0,0,2),MDRP_MIRP.bind(void 0,0,0,0,0,3),MDRP_MIRP.bind(void 0,0,0,0,1,0),MDRP_MIRP.bind(void 0,0,0,0,1,1),MDRP_MIRP.bind(void 0,0,0,0,1,2),MDRP_MIRP.bind(void 0,0,0,0,1,3),MDRP_MIRP.bind(void 0,0,0,1,0,0),MDRP_MIRP.bind(void 0,0,0,1,0,1),MDRP_MIRP.bind(void 0,0,0,1,0,2),MDRP_MIRP.bind(void 0,0,0,1,0,3),MDRP_MIRP.bind(void 0,0,0,1,1,0),MDRP_MIRP.bind(void 0,0,0,1,1,1),MDRP_MIRP.bind(void 0,0,0,1,1,2),MDRP_MIRP.bind(void 0,0,0,1,1,3),MDRP_MIRP.bind(void 0,0,1,0,0,0),MDRP_MIRP.bind(void 0,0,1,0,0,1),MDRP_MIRP.bind(void 0,0,1,0,0,2),MDRP_MIRP.bind(void 0,0,1,0,0,3),MDRP_MIRP.bind(void 0,0,1,0,1,0),MDRP_MIRP.bind(void 0,0,1,0,1,1),MDRP_MIRP.bind(void 0,0,1,0,1,2),MDRP_MIRP.bind(void 0,0,1,0,1,3),MDRP_MIRP.bind(void 0,0,1,1,0,0),MDRP_MIRP.bind(void 0,0,1,1,0,1),MDRP_MIRP.bind(void 0,0,1,1,0,2),MDRP_MIRP.bind(void 0,0,1,1,0,3),MDRP_MIRP.bind(void 0,0,1,1,1,0),MDRP_MIRP.bind(void 0,0,1,1,1,1),MDRP_MIRP.bind(void 0,0,1,1,1,2),MDRP_MIRP.bind(void 0,0,1,1,1,3),MDRP_MIRP.bind(void 0,1,0,0,0,0),MDRP_MIRP.bind(void 0,1,0,0,0,1),MDRP_MIRP.bind(void 0,1,0,0,0,2),MDRP_MIRP.bind(void 0,1,0,0,0,3),MDRP_MIRP.bind(void 0,1,0,0,1,0),MDRP_MIRP.bind(void 0,1,0,0,1,1),MDRP_MIRP.bind(void 0,1,0,0,1,2),MDRP_MIRP.bind(void 0,1,0,0,1,3),MDRP_MIRP.bind(void 0,1,0,1,0,0),MDRP_MIRP.bind(void 0,1,0,1,0,1),MDRP_MIRP.bind(void 0,1,0,1,0,2),MDRP_MIRP.bind(void 0,1,0,1,0,3),MDRP_MIRP.bind(void 0,1,0,1,1,0),MDRP_MIRP.bind(void 0,1,0,1,1,1),MDRP_MIRP.bind(void 0,1,0,1,1,2),MDRP_MIRP.bind(void 0,1,0,1,1,3),MDRP_MIRP.bind(void 0,1,1,0,0,0),MDRP_MIRP.bind(void 0,1,1,0,0,1),MDRP_MIRP.bind(void 0,1,1,0,0,2),MDRP_MIRP.bind(void 0,1,1,0,0,3),MDRP_MIRP.bind(void 0,1,1,0,1,0),MDRP_MIRP.bind(void 0,1,1,0,1,1),MDRP_MIRP.bind(void 0,1,1,0,1,2),MDRP_MIRP.bind(void 0,1,1,0,1,3),MDRP_MIRP.bind(void 0,1,1,1,0,0),MDRP_MIRP.bind(void 0,1,1,1,0,1),MDRP_MIRP.bind(void 0,1,1,1,0,2),MDRP_MIRP.bind(void 0,1,1,1,0,3),MDRP_MIRP.bind(void 0,1,1,1,1,0),MDRP_MIRP.bind(void 0,1,1,1,1,1),MDRP_MIRP.bind(void 0,1,1,1,1,2),MDRP_MIRP.bind(void 0,1,1,1,1,3)],Token.prototype.setState=function(e,t){return this.state[e]=t,this.activeState={key:e,value:this.state[e]},this.activeState},Token.prototype.getState=function(e){return this.state[e]||null},Tokenizer.prototype.inboundIndex=function(e){return e>=0&&e<this.tokens.length},Tokenizer.prototype.composeRUD=function(e){var t=this,n=e.map((function(e){return t[e[0]].apply(t,e.slice(1).concat(!0))})),r=function(e){return"object"==typeof e&&e.hasOwnProperty("FAIL")};if(n.every(r))return{FAIL:"composeRUD: one or more operations hasn't completed successfully",report:n.filter(r)};this.dispatch("composeRUD",[n.filter((function(e){return!r(e)}))])},Tokenizer.prototype.replaceRange=function(e,t,n,r){t=null!==t?t:this.tokens.length;var i=n.every((function(e){return e instanceof Token}));if(!isNaN(e)&&this.inboundIndex(e)&&i){var a=this.tokens.splice.apply(this.tokens,[e,t].concat(n));return r||this.dispatch("replaceToken",[e,t,n]),[a,n]}return{FAIL:"replaceRange: invalid tokens or startIndex."}},Tokenizer.prototype.replaceToken=function(e,t,n){if(!isNaN(e)&&this.inboundIndex(e)&&t instanceof Token){var r=this.tokens.splice(e,1,t);return n||this.dispatch("replaceToken",[e,t]),[r[0],t]}return{FAIL:"replaceToken: invalid token or index."}},Tokenizer.prototype.removeRange=function(e,t,n){t=isNaN(t)?this.tokens.length:t;var r=this.tokens.splice(e,t);return n||this.dispatch("removeRange",[r,e,t]),r},Tokenizer.prototype.removeToken=function(e,t){if(!isNaN(e)&&this.inboundIndex(e)){var n=this.tokens.splice(e,1);return t||this.dispatch("removeToken",[n,e]),n}return{FAIL:"removeToken: invalid token index."}},Tokenizer.prototype.insertToken=function(e,t,n){return e.every((function(e){return e instanceof Token}))?(this.tokens.splice.apply(this.tokens,[t,0].concat(e)),n||this.dispatch("insertToken",[e,t]),e):{FAIL:"insertToken: invalid token(s)."}},Tokenizer.prototype.registerModifier=function(e,t,n){this.events.newToken.subscribe((function(r,i){var a=[r,i],o=[r,i];if(null===t||!0===t.apply(this,a)){var s=n.apply(this,o);r.setState(e,s)}})),this.registeredModifiers.push(e)},Event.prototype.subscribe=function(e){return"function"==typeof e?this.subscribers.push(e)-1:{FAIL:"invalid '"+this.eventId+"' event handler"}},Event.prototype.unsubscribe=function(e){this.subscribers.splice(e,1)},ContextParams.prototype.setCurrentIndex=function(e){this.index=e,this.current=this.context[e],this.backtrack=this.context.slice(0,e),this.lookahead=this.context.slice(e+1)},ContextParams.prototype.get=function(e){switch(!0){case 0===e:return this.current;case e<0&&Math.abs(e)<=this.backtrack.length:return this.backtrack.slice(e)[0];case e>0&&e<=this.lookahead.length:return this.lookahead[e-1];default:return null}},Tokenizer.prototype.rangeToText=function(e){if(e instanceof ContextRange)return this.getRangeTokens(e).map((function(e){return e.char})).join("")},Tokenizer.prototype.getText=function(){return this.tokens.map((function(e){return e.char})).join("")},Tokenizer.prototype.getContext=function(e){return this.registeredContexts[e]||null},Tokenizer.prototype.on=function(e,t){var n=this.events[e];return n?n.subscribe(t):null},Tokenizer.prototype.dispatch=function(e,t){var n=this,r=this.events[e];r instanceof Event&&r.subscribers.forEach((function(e){e.apply(n,t||[])}))},Tokenizer.prototype.registerContextChecker=function(e,t,n){if(this.getContext(e))return{FAIL:"context name '"+e+"' is already registered."};if("function"!=typeof t)return{FAIL:"missing context start check."};if("function"!=typeof n)return{FAIL:"missing context end check."};var r=new ContextChecker(e,t,n);return this.registeredContexts[e]=r,this.contextCheckers.push(r),r},Tokenizer.prototype.getRangeTokens=function(e){var t=e.startIndex+e.endOffset;return[].concat(this.tokens.slice(e.startIndex,t))},Tokenizer.prototype.getContextRanges=function(e){var t=this.getContext(e);return t?t.ranges:{FAIL:"context checker '"+e+"' is not registered."}},Tokenizer.prototype.resetContextsRanges=function(){var e=this.registeredContexts;for(var t in e)e.hasOwnProperty(t)&&(e[t].ranges=[])},Tokenizer.prototype.updateContextsRanges=function(){this.resetContextsRanges();for(var e=this.tokens.map((function(e){return e.char})),t=0;t<e.length;t++){var n=new ContextParams(e,t);this.runContextCheck(n)}this.dispatch("updateContextsRanges",[this.registeredContexts])},Tokenizer.prototype.setEndOffset=function(e,t){var n=new ContextRange(this.getContext(t).openRange.startIndex,e,t),r=this.getContext(t).ranges;return n.rangeId=t+"."+r.length,r.push(n),this.getContext(t).openRange=null,n},Tokenizer.prototype.runContextCheck=function(e){var t=this,n=e.index;this.contextCheckers.forEach((function(r){var i=r.contextName,a=t.getContext(i).openRange;if(!a&&r.checkStart(e)&&(a=new ContextRange(n,null,i),t.getContext(i).openRange=a,t.dispatch("contextStart",[i,n])),a&&r.checkEnd(e)){var o=n-a.startIndex+1,s=t.setEndOffset(o,i);t.dispatch("contextEnd",[i,s])}}))},Tokenizer.prototype.tokenize=function(e){this.tokens=[],this.resetContextsRanges();var t=Array.from(e);this.dispatch("start");for(var n=0;n<t.length;n++){var r=t[n],i=new ContextParams(t,n);this.dispatch("next",[i]),this.runContextCheck(i);var a=new Token(r);this.tokens.push(a),this.dispatch("newToken",[a,i])}return this.dispatch("end",[this.tokens]),this.tokens},FeatureQuery.prototype.getDefaultScriptFeaturesIndexes=function(){for(var e=this.font.tables.gsub.scripts,t=0;t<e.length;t++){var n=e[t];if("DFLT"===n.tag)return n.script.defaultLangSys.featureIndexes}return[]},FeatureQuery.prototype.getScriptFeaturesIndexes=function(e){if(!this.font.tables.gsub)return[];if(!e)return this.getDefaultScriptFeaturesIndexes();for(var t=this.font.tables.gsub.scripts,n=0;n<t.length;n++){var r=t[n];if(r.tag===e&&r.script.defaultLangSys)return r.script.defaultLangSys.featureIndexes;var i=r.langSysRecords;if(i)for(var a=0;a<i.length;a++){var o=i[a];if(o.tag===e)return o.langSys.featureIndexes}}return this.getDefaultScriptFeaturesIndexes()},FeatureQuery.prototype.mapTagsToFeatures=function(e,t){for(var n={},r=0;r<e.length;r++){var i=e[r].tag,a=e[r].feature;n[i]=a}this.features[t].tags=n},FeatureQuery.prototype.getScriptFeatures=function(e){var t=this.features[e];if(this.features.hasOwnProperty(e))return t;var n=this.getScriptFeaturesIndexes(e);if(!n)return null;var r=this.font.tables.gsub;return t=n.map((function(e){return r.features[e]})),this.features[e]=t,this.mapTagsToFeatures(t,e),t},FeatureQuery.prototype.getSubstitutionType=function(e,t){return e.lookupType.toString()+t.substFormat.toString()},FeatureQuery.prototype.getLookupMethod=function(e,t){var n=this;switch(this.getSubstitutionType(e,t)){case"11":return function(e){return singleSubstitutionFormat1.apply(n,[e,t])};case"12":return function(e){return singleSubstitutionFormat2.apply(n,[e,t])};case"63":return function(e){return chainingSubstitutionFormat3.apply(n,[e,t])};case"41":return function(e){return ligatureSubstitutionFormat1.apply(n,[e,t])};case"21":return function(e){return decompositionSubstitutionFormat1.apply(n,[e,t])};default:throw new Error("lookupType: "+e.lookupType+" - substFormat: "+t.substFormat+" is not yet supported")}},FeatureQuery.prototype.lookupFeature=function(e){var t=e.contextParams,n=t.index,r=this.getFeature({tag:e.tag,script:e.script});if(!r)return new Error("font '"+this.font.names.fullName.en+"' doesn't support feature '"+e.tag+"' for script '"+e.script+"'.");for(var i=this.getFeatureLookups(r),a=[].concat(t.context),o=0;o<i.length;o++)for(var s=i[o],l=this.getLookupSubtables(s),c=0;c<l.length;c++){var d=l[c],T=this.getSubstitutionType(s,d),u=this.getLookupMethod(s,d),Q=void 0;switch(T){case"11":(Q=u(t.current))&&a.splice(n,1,new SubstitutionAction({id:11,tag:e.tag,substitution:Q}));break;case"12":(Q=u(t.current))&&a.splice(n,1,new SubstitutionAction({id:12,tag:e.tag,substitution:Q}));break;case"63":Q=u(t),Array.isArray(Q)&&Q.length&&a.splice(n,1,new SubstitutionAction({id:63,tag:e.tag,substitution:Q}));break;case"41":(Q=u(t))&&a.splice(n,1,new SubstitutionAction({id:41,tag:e.tag,substitution:Q}));break;case"21":(Q=u(t.current))&&a.splice(n,1,new SubstitutionAction({id:21,tag:e.tag,substitution:Q}))}t=new ContextParams(a,n),Array.isArray(Q)&&!Q.length||(Q=null)}return a.length?a:null},FeatureQuery.prototype.supports=function(e){if(!e.script)return!1;this.getScriptFeatures(e.script);var t=this.features.hasOwnProperty(e.script);if(!e.tag)return t;var n=this.features[e.script].some((function(t){return t.tag===e.tag}));return t&&n},FeatureQuery.prototype.getLookupSubtables=function(e){return e.subtables||null},FeatureQuery.prototype.getLookupByIndex=function(e){return this.font.tables.gsub.lookups[e]||null},FeatureQuery.prototype.getFeatureLookups=function(e){return e.lookupListIndexes.map(this.getLookupByIndex.bind(this))},FeatureQuery.prototype.getFeature=function(e){if(!this.font)return{FAIL:"No font was found"};this.features.hasOwnProperty(e.script)||this.getScriptFeatures(e.script);var t=this.features[e.script];return t?t.tags[e.tag]?this.features[e.script].tags[e.tag]:null:{FAIL:"No feature for script "+e.script}};var arabicWordCheck={startCheck:arabicWordStartCheck,endCheck:arabicWordEndCheck};function arabicSentenceStartCheck(e){var t=e.current,n=e.get(-1);return(isArabicChar(t)||isTashkeelArabicChar(t))&&!isArabicChar(n)}function arabicSentenceEndCheck(e){var t=e.get(1);switch(!0){case null===t:return!0;case!isArabicChar(t)&&!isTashkeelArabicChar(t):var n,r=isWhiteSpace(t);if(!r)return!0;if(r)if(n=e.lookahead.some((function(e){return isArabicChar(e)||isTashkeelArabicChar(e)})),!n)return!0;break;default:return!1}}var arabicSentenceCheck={startCheck:arabicSentenceStartCheck,endCheck:arabicSentenceEndCheck};function singleSubstitutionFormat1$1(e,t,n){t[n].setState(e.tag,e.substitution)}function singleSubstitutionFormat2$1(e,t,n){t[n].setState(e.tag,e.substitution)}function chainingSubstitutionFormat3$1(e,t,n){e.substitution.forEach((function(r,i){t[n+i].setState(e.tag,r)}))}function ligatureSubstitutionFormat1$1(e,t,n){var r=t[n];r.setState(e.tag,e.substitution.ligGlyph);for(var i=e.substitution.components.length,a=0;a<i;a++)(r=t[n+a+1]).setState("deleted",!0)}var SUBSTITUTIONS={11:singleSubstitutionFormat1$1,12:singleSubstitutionFormat2$1,63:chainingSubstitutionFormat3$1,41:ligatureSubstitutionFormat1$1};function applySubstitution(e,t,n){e instanceof SubstitutionAction&&SUBSTITUTIONS[e.id]&&SUBSTITUTIONS[e.id](e,t,n)}function willConnectPrev(e){for(var t=[].concat(e.backtrack),n=t.length-1;n>=0;n--){var r=t[n],i=isIsolatedArabicChar(r),a=isTashkeelArabicChar(r);if(!i&&!a)return!0;if(i)return!1}return!1}function willConnectNext(e){if(isIsolatedArabicChar(e.current))return!1;for(var t=0;t<e.lookahead.length;t++)if(!isTashkeelArabicChar(e.lookahead[t]))return!0;return!1}function arabicPresentationForms(e){var t=this,n=this.featuresTags.arab,r=this.tokenizer.getRangeTokens(e);if(1!==r.length){var i=new ContextParams(r.map((function(e){return e.getState("glyphIndex")})),0),a=new ContextParams(r.map((function(e){return e.char})),0);r.forEach((function(e,o){if(!isTashkeelArabicChar(e.char)){i.setCurrentIndex(o),a.setCurrentIndex(o);var s,l=0;switch(willConnectPrev(a)&&(l|=1),willConnectNext(a)&&(l|=2),l){case 1:s="fina";break;case 2:s="init";break;case 3:s="medi"}if(-1!==n.indexOf(s)){var c=t.query.lookupFeature({tag:s,script:"arab",contextParams:i});if(c instanceof Error)return console.info(c.message);c.forEach((function(e,t){e instanceof SubstitutionAction&&(applySubstitution(e,r,t),i.context[t]=e.substitution)}))}}}))}}function getContextParams(e,t){return new ContextParams(e.map((function(e){return e.activeState.value})),t||0)}function arabicRequiredLigatures(e){var t=this,n=this.tokenizer.getRangeTokens(e),r=getContextParams(n);r.context.forEach((function(e,i){r.setCurrentIndex(i);var a=t.query.lookupFeature({tag:"rlig",script:"arab",contextParams:r});a.length&&(a.forEach((function(e){return applySubstitution(e,n,i)})),r=getContextParams(n))}))}function latinWordStartCheck(e){var t=e.current,n=e.get(-1);return null===n&&isLatinChar(t)||!isLatinChar(n)&&isLatinChar(t)}function latinWordEndCheck(e){var t=e.get(1);return null===t||!isLatinChar(t)}var latinWordCheck={startCheck:latinWordStartCheck,endCheck:latinWordEndCheck};function getContextParams$1(e,t){return new ContextParams(e.map((function(e){return e.activeState.value})),t||0)}function latinLigature(e){var t=this,n=this.tokenizer.getRangeTokens(e),r=getContextParams$1(n);r.context.forEach((function(e,i){r.setCurrentIndex(i);var a=t.query.lookupFeature({tag:"liga",script:"latn",contextParams:r});a.length&&(a.forEach((function(e){return applySubstitution(e,n,i)})),r=getContextParams$1(n))}))}function Bidi(e){this.baseDir=e||"ltr",this.tokenizer=new Tokenizer,this.featuresTags={}}function registerContextChecker(e){var t=this.contextChecks[e+"Check"];return this.tokenizer.registerContextChecker(e,t.startCheck,t.endCheck)}function tokenizeText(){return registerContextChecker.call(this,"latinWord"),registerContextChecker.call(this,"arabicWord"),registerContextChecker.call(this,"arabicSentence"),this.tokenizer.tokenize(this.text)}function reverseArabicSentences(){var e=this;this.tokenizer.getContextRanges("arabicSentence").forEach((function(t){var n=e.tokenizer.getRangeTokens(t);e.tokenizer.replaceRange(t.startIndex,t.endOffset,n.reverse())}))}function checkGlyphIndexStatus(){if(-1===this.tokenizer.registeredModifiers.indexOf("glyphIndex"))throw new Error("glyphIndex modifier is required to apply arabic presentation features.")}function applyArabicPresentationForms(){var e=this;this.featuresTags.hasOwnProperty("arab")&&(checkGlyphIndexStatus.call(this),this.tokenizer.getContextRanges("arabicWord").forEach((function(t){arabicPresentationForms.call(e,t)})))}function applyArabicRequireLigatures(){var e=this;this.featuresTags.hasOwnProperty("arab")&&-1!==this.featuresTags.arab.indexOf("rlig")&&(checkGlyphIndexStatus.call(this),this.tokenizer.getContextRanges("arabicWord").forEach((function(t){arabicRequiredLigatures.call(e,t)})))}function applyLatinLigatures(){var e=this;this.featuresTags.hasOwnProperty("latn")&&-1!==this.featuresTags.latn.indexOf("liga")&&(checkGlyphIndexStatus.call(this),this.tokenizer.getContextRanges("latinWord").forEach((function(t){latinLigature.call(e,t)})))}function Font(e){(e=e||{}).tables=e.tables||{},e.empty||(checkArgument(e.familyName,"When creating a new Font object, familyName is required."),checkArgument(e.styleName,"When creating a new Font object, styleName is required."),checkArgument(e.unitsPerEm,"When creating a new Font object, unitsPerEm is required."),checkArgument(e.ascender,"When creating a new Font object, ascender is required."),checkArgument(e.descender<=0,"When creating a new Font object, negative descender value is required."),this.names={fontFamily:{en:e.familyName||" "},fontSubfamily:{en:e.styleName||" "},fullName:{en:e.fullName||e.familyName+" "+e.styleName},postScriptName:{en:e.postScriptName||(e.familyName+e.styleName).replace(/\s/g,"")},designer:{en:e.designer||" "},designerURL:{en:e.designerURL||" "},manufacturer:{en:e.manufacturer||" "},manufacturerURL:{en:e.manufacturerURL||" "},license:{en:e.license||" "},licenseURL:{en:e.licenseURL||" "},version:{en:e.version||"Version 0.1"},description:{en:e.description||" "},copyright:{en:e.copyright||" "},trademark:{en:e.trademark||" "}},this.unitsPerEm=e.unitsPerEm||1e3,this.ascender=e.ascender,this.descender=e.descender,this.createdTimestamp=e.createdTimestamp,this.tables=Object.assign(e.tables,{os2:Object.assign({usWeightClass:e.weightClass||this.usWeightClasses.MEDIUM,usWidthClass:e.widthClass||this.usWidthClasses.MEDIUM,fsSelection:e.fsSelection||this.fsSelectionValues.REGULAR},e.tables.os2)})),this.supported=!0,this.glyphs=new glyphset.GlyphSet(this,e.glyphs||[]),this.encoding=new DefaultEncoding(this),this.position=new Position(this),this.substitution=new Substitution(this),this.tables=this.tables||{},this._push=null,this._hmtxTableData={},Object.defineProperty(this,"hinting",{get:function(){return this._hinting?this._hinting:"truetype"===this.outlinesFormat?this._hinting=new Hinting(this):void 0}})}function addName(e,t){var n=JSON.stringify(e),r=256;for(var i in t){var a=parseInt(i);if(a&&!(a<256)){if(JSON.stringify(t[i])===n)return a;r<=a&&(r=a+1)}}return t[r]=e,r}function makeFvarAxis(e,t,n){var r=addName(t.name,n);return[{name:"tag_"+e,type:"TAG",value:t.tag},{name:"minValue_"+e,type:"FIXED",value:t.minValue<<16},{name:"defaultValue_"+e,type:"FIXED",value:t.defaultValue<<16},{name:"maxValue_"+e,type:"FIXED",value:t.maxValue<<16},{name:"flags_"+e,type:"USHORT",value:0},{name:"nameID_"+e,type:"USHORT",value:r}]}function parseFvarAxis(e,t,n){var r={},i=new parse.Parser(e,t);return r.tag=i.parseTag(),r.minValue=i.parseFixed(),r.defaultValue=i.parseFixed(),r.maxValue=i.parseFixed(),i.skip("uShort",1),r.name=n[i.parseUShort()]||{},r}function makeFvarInstance(e,t,n,r){for(var i=[{name:"nameID_"+e,type:"USHORT",value:addName(t.name,r)},{name:"flags_"+e,type:"USHORT",value:0}],a=0;a<n.length;++a){var o=n[a].tag;i.push({name:"axis_"+e+" "+o,type:"FIXED",value:t.coordinates[o]<<16})}return i}function parseFvarInstance(e,t,n,r){var i={},a=new parse.Parser(e,t);i.name=r[a.parseUShort()]||{},a.skip("uShort",1),i.coordinates={};for(var o=0;o<n.length;++o)i.coordinates[n[o].tag]=a.parseFixed();return i}function makeFvarTable(e,t){var n=new table.Table("fvar",[{name:"version",type:"ULONG",value:65536},{name:"offsetToData",type:"USHORT",value:0},{name:"countSizePairs",type:"USHORT",value:2},{name:"axisCount",type:"USHORT",value:e.axes.length},{name:"axisSize",type:"USHORT",value:20},{name:"instanceCount",type:"USHORT",value:e.instances.length},{name:"instanceSize",type:"USHORT",value:4+4*e.axes.length}]);n.offsetToData=n.sizeOf();for(var r=0;r<e.axes.length;r++)n.fields=n.fields.concat(makeFvarAxis(r,e.axes[r],t));for(var i=0;i<e.instances.length;i++)n.fields=n.fields.concat(makeFvarInstance(i,e.instances[i],e.axes,t));return n}function parseFvarTable(e,t,n){var r=new parse.Parser(e,t),i=r.parseULong();check.argument(65536===i,"Unsupported fvar table version.");var a=r.parseOffset16();r.skip("uShort",1);for(var o=r.parseUShort(),s=r.parseUShort(),l=r.parseUShort(),c=r.parseUShort(),d=[],T=0;T<o;T++)d.push(parseFvarAxis(e,t+a+T*s,n));for(var u=[],Q=t+a+o*s,p=0;p<l;p++)u.push(parseFvarInstance(e,Q+p*c,d,n));return{axes:d,instances:u}}Bidi.prototype.setText=function(e){this.text=e},Bidi.prototype.contextChecks={latinWordCheck:latinWordCheck,arabicWordCheck:arabicWordCheck,arabicSentenceCheck:arabicSentenceCheck},Bidi.prototype.registerFeatures=function(e,t){var n=this,r=t.filter((function(t){return n.query.supports({script:e,tag:t})}));this.featuresTags.hasOwnProperty(e)?this.featuresTags[e]=this.featuresTags[e].concat(r):this.featuresTags[e]=r},Bidi.prototype.applyFeatures=function(e,t){if(!e)throw new Error("No valid font was provided to apply features");this.query||(this.query=new FeatureQuery(e));for(var n=0;n<t.length;n++){var r=t[n];this.query.supports({script:r.script})&&this.registerFeatures(r.script,r.tags)}},Bidi.prototype.registerModifier=function(e,t,n){this.tokenizer.registerModifier(e,t,n)},Bidi.prototype.checkContextReady=function(e){return!!this.tokenizer.getContext(e)},Bidi.prototype.applyFeaturesToContexts=function(){this.checkContextReady("arabicWord")&&(applyArabicPresentationForms.call(this),applyArabicRequireLigatures.call(this)),this.checkContextReady("latinWord")&&applyLatinLigatures.call(this),this.checkContextReady("arabicSentence")&&reverseArabicSentences.call(this)},Bidi.prototype.processText=function(e){this.text&&this.text===e||(this.setText(e),tokenizeText.call(this),this.applyFeaturesToContexts())},Bidi.prototype.getBidiText=function(e){return this.processText(e),this.tokenizer.getText()},Bidi.prototype.getTextGlyphs=function(e){this.processText(e);for(var t=[],n=0;n<this.tokenizer.tokens.length;n++){var r=this.tokenizer.tokens[n];if(!r.state.deleted){var i=r.activeState.value;t.push(Array.isArray(i)?i[0]:i)}}return t},Font.prototype.hasChar=function(e){return null!==this.encoding.charToGlyphIndex(e)},Font.prototype.charToGlyphIndex=function(e){return this.encoding.charToGlyphIndex(e)},Font.prototype.charToGlyph=function(e){var t=this.charToGlyphIndex(e),n=this.glyphs.get(t);return n||(n=this.glyphs.get(0)),n},Font.prototype.updateFeatures=function(e){return this.defaultRenderOptions.features.map((function(t){return"latn"===t.script?{script:"latn",tags:t.tags.filter((function(t){return e[t]}))}:t}))},Font.prototype.stringToGlyphs=function(e,t){var n=this,r=new Bidi;r.registerModifier("glyphIndex",null,(function(e){return n.charToGlyphIndex(e.char)}));var i=t?this.updateFeatures(t.features):this.defaultRenderOptions.features;r.applyFeatures(this,i);for(var a=r.getTextGlyphs(e),o=a.length,s=new Array(o),l=this.glyphs.get(0),c=0;c<o;c+=1)s[c]=this.glyphs.get(a[c])||l;return s},Font.prototype.nameToGlyphIndex=function(e){return this.glyphNames.nameToGlyphIndex(e)},Font.prototype.nameToGlyph=function(e){var t=this.nameToGlyphIndex(e),n=this.glyphs.get(t);return n||(n=this.glyphs.get(0)),n},Font.prototype.glyphIndexToName=function(e){return this.glyphNames.glyphIndexToName?this.glyphNames.glyphIndexToName(e):""},Font.prototype.getKerningValue=function(e,t){e=e.index||e,t=t.index||t;var n=this.position.defaultKerningTables;return n?this.position.getKerningValue(n,e,t):this.kerningPairs[e+","+t]||0},Font.prototype.defaultRenderOptions={kerning:!0,features:[{script:"arab",tags:["init","medi","fina","rlig"]},{script:"latn",tags:["liga","rlig"]}]},Font.prototype.forEachGlyph=function(e,t,n,r,i,a){t=void 0!==t?t:0,n=void 0!==n?n:0,r=void 0!==r?r:72,i=Object.assign({},this.defaultRenderOptions,i);var o,s=1/this.unitsPerEm*r,l=this.stringToGlyphs(e,i);if(i.kerning){var c=i.script||this.position.getDefaultScriptName();o=this.position.getKerningTables(c,i.language)}for(var d=0;d<l.length;d+=1){var T=l[d];a.call(this,T,t,n,r,i),T.advanceWidth&&(t+=T.advanceWidth*s),i.kerning&&d<l.length-1&&(t+=(o?this.position.getKerningValue(o,T.index,l[d+1].index):this.getKerningValue(T,l[d+1]))*s),i.letterSpacing?t+=i.letterSpacing*r:i.tracking&&(t+=i.tracking/1e3*r)}return t},Font.prototype.getPath=function(e,t,n,r,i){var a=new Path;return this.forEachGlyph(e,t,n,r,i,(function(e,t,n,r){var o=e.getPath(t,n,r,i,this);a.extend(o)})),a},Font.prototype.getPaths=function(e,t,n,r,i){var a=[];return this.forEachGlyph(e,t,n,r,i,(function(e,t,n,r){var o=e.getPath(t,n,r,i,this);a.push(o)})),a},Font.prototype.getAdvanceWidth=function(e,t,n){return this.forEachGlyph(e,0,0,t,n,(function(){}))},Font.prototype.draw=function(e,t,n,r,i,a){this.getPath(t,n,r,i,a).draw(e)},Font.prototype.drawPoints=function(e,t,n,r,i,a){this.forEachGlyph(t,n,r,i,a,(function(t,n,r,i){t.drawPoints(e,n,r,i)}))},Font.prototype.drawMetrics=function(e,t,n,r,i,a){this.forEachGlyph(t,n,r,i,a,(function(t,n,r,i){t.drawMetrics(e,n,r,i)}))},Font.prototype.getEnglishName=function(e){var t=this.names[e];if(t)return t.en},Font.prototype.validate=function(){var e=this;function t(t){var n=e.getEnglishName(t);n&&n.trim().length}t("fontFamily"),t("weightName"),t("manufacturer"),t("copyright"),t("version"),this.unitsPerEm},Font.prototype.toTables=function(){return sfnt.fontToTable(this)},Font.prototype.toBuffer=function(){return console.warn("Font.toBuffer is deprecated. Use Font.toArrayBuffer instead."),this.toArrayBuffer()},Font.prototype.toArrayBuffer=function(){for(var e=this.toTables().encode(),t=new ArrayBuffer(e.length),n=new Uint8Array(t),r=0;r<e.length;r++)n[r]=e[r];return t},Font.prototype.download=function(e){var t=this.getEnglishName("fontFamily"),n=this.getEnglishName("fontSubfamily");e=e||t.replace(/\s/g,"")+"-"+n+".otf";var r=this.toArrayBuffer();if(isBrowser())if(window.URL=window.URL||window.webkitURL,window.URL){var i=new DataView(r),a=new Blob([i],{type:"font/opentype"}),o=document.createElement("a");o.href=window.URL.createObjectURL(a),o.download=e;var s=document.createEvent("MouseEvents");s.initEvent("click",!0,!1),o.dispatchEvent(s)}else console.warn("Font file could not be downloaded. Try using a different browser.");else{var l=require("fs"),c=arrayBufferToNodeBuffer(r);l.writeFileSync(e,c)}},Font.prototype.fsSelectionValues={ITALIC:1,UNDERSCORE:2,NEGATIVE:4,OUTLINED:8,STRIKEOUT:16,BOLD:32,REGULAR:64,USER_TYPO_METRICS:128,WWS:256,OBLIQUE:512},Font.prototype.usWidthClasses={ULTRA_CONDENSED:1,EXTRA_CONDENSED:2,CONDENSED:3,SEMI_CONDENSED:4,MEDIUM:5,SEMI_EXPANDED:6,EXPANDED:7,EXTRA_EXPANDED:8,ULTRA_EXPANDED:9},Font.prototype.usWeightClasses={THIN:100,EXTRA_LIGHT:200,LIGHT:300,NORMAL:400,MEDIUM:500,SEMI_BOLD:600,BOLD:700,EXTRA_BOLD:800,BLACK:900};var fvar={make:makeFvarTable,parse:parseFvarTable},attachList=function(){return{coverage:this.parsePointer(Parser.coverage),attachPoints:this.parseList(Parser.pointer(Parser.uShortList))}},caretValue=function(){var e=this.parseUShort();return check.argument(1===e||2===e||3===e,"Unsupported CaretValue table version."),1===e?{coordinate:this.parseShort()}:2===e?{pointindex:this.parseShort()}:3===e?{coordinate:this.parseShort()}:void 0},ligGlyph=function(){return this.parseList(Parser.pointer(caretValue))},ligCaretList=function(){return{coverage:this.parsePointer(Parser.coverage),ligGlyphs:this.parseList(Parser.pointer(ligGlyph))}},markGlyphSets=function(){return this.parseUShort(),this.parseList(Parser.pointer(Parser.coverage))};function parseGDEFTable(e,t){var n=new Parser(e,t=t||0),r=n.parseVersion(1);check.argument(1===r||1.2===r||1.3===r,"Unsupported GDEF table version.");var i={version:r,classDef:n.parsePointer(Parser.classDef),attachList:n.parsePointer(attachList),ligCaretList:n.parsePointer(ligCaretList),markAttachClassDef:n.parsePointer(Parser.classDef)};return r>=1.2&&(i.markGlyphSets=n.parsePointer(markGlyphSets)),i}var gdef={parse:parseGDEFTable},subtableParsers$1=new Array(10);function parseGposTable(e,t){var n=new Parser(e,t=t||0),r=n.parseVersion(1);return check.argument(1===r||1.1===r,"Unsupported GPOS table version "+r),1===r?{version:r,scripts:n.parseScriptList(),features:n.parseFeatureList(),lookups:n.parseLookupList(subtableParsers$1)}:{version:r,scripts:n.parseScriptList(),features:n.parseFeatureList(),lookups:n.parseLookupList(subtableParsers$1),variations:n.parseFeatureVariationsList()}}subtableParsers$1[1]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();return 1===t?{posFormat:1,coverage:this.parsePointer(Parser.coverage),value:this.parseValueRecord()}:2===t?{posFormat:2,coverage:this.parsePointer(Parser.coverage),values:this.parseValueRecordList()}:void check.assert(!1,"0x"+e.toString(16)+": GPOS lookup type 1 format must be 1 or 2.")},subtableParsers$1[2]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();check.assert(1===t||2===t,"0x"+e.toString(16)+": GPOS lookup type 2 format must be 1 or 2.");var n=this.parsePointer(Parser.coverage),r=this.parseUShort(),i=this.parseUShort();if(1===t)return{posFormat:t,coverage:n,valueFormat1:r,valueFormat2:i,pairSets:this.parseList(Parser.pointer(Parser.list((function(){return{secondGlyph:this.parseUShort(),value1:this.parseValueRecord(r),value2:this.parseValueRecord(i)}}))))};if(2===t){var a=this.parsePointer(Parser.classDef),o=this.parsePointer(Parser.classDef),s=this.parseUShort(),l=this.parseUShort();return{posFormat:t,coverage:n,valueFormat1:r,valueFormat2:i,classDef1:a,classDef2:o,class1Count:s,class2Count:l,classRecords:this.parseList(s,Parser.list(l,(function(){return{value1:this.parseValueRecord(r),value2:this.parseValueRecord(i)}})))}}},subtableParsers$1[3]=function(){return{error:"GPOS Lookup 3 not supported"}},subtableParsers$1[4]=function(){return{error:"GPOS Lookup 4 not supported"}},subtableParsers$1[5]=function(){return{error:"GPOS Lookup 5 not supported"}},subtableParsers$1[6]=function(){return{error:"GPOS Lookup 6 not supported"}},subtableParsers$1[7]=function(){return{error:"GPOS Lookup 7 not supported"}},subtableParsers$1[8]=function(){return{error:"GPOS Lookup 8 not supported"}},subtableParsers$1[9]=function(){return{error:"GPOS Lookup 9 not supported"}};var subtableMakers$1=new Array(10);function makeGposTable(e){return new table.Table("GPOS",[{name:"version",type:"ULONG",value:65536},{name:"scripts",type:"TABLE",value:new table.ScriptList(e.scripts)},{name:"features",type:"TABLE",value:new table.FeatureList(e.features)},{name:"lookups",type:"TABLE",value:new table.LookupList(e.lookups,subtableMakers$1)}])}var gpos={parse:parseGposTable,make:makeGposTable};function parseWindowsKernTable(e){var t={};e.skip("uShort");var n=e.parseUShort();check.argument(0===n,"Unsupported kern sub-table version."),e.skip("uShort",2);var r=e.parseUShort();e.skip("uShort",3);for(var i=0;i<r;i+=1){var a=e.parseUShort(),o=e.parseUShort(),s=e.parseShort();t[a+","+o]=s}return t}function parseMacKernTable(e){var t={};e.skip("uShort"),e.parseULong()>1&&console.warn("Only the first kern subtable is supported."),e.skip("uLong");var n=255&e.parseUShort();if(e.skip("uShort"),0===n){var r=e.parseUShort();e.skip("uShort",3);for(var i=0;i<r;i+=1){var a=e.parseUShort(),o=e.parseUShort(),s=e.parseShort();t[a+","+o]=s}}return t}function parseKernTable(e,t){var n=new parse.Parser(e,t),r=n.parseUShort();if(0===r)return parseWindowsKernTable(n);if(1===r)return parseMacKernTable(n);throw new Error("Unsupported kern table version ("+r+").")}var kern={parse:parseKernTable};function parseLocaTable(e,t,n,r){for(var i=new parse.Parser(e,t),a=r?i.parseUShort:i.parseULong,o=[],s=0;s<n+1;s+=1){var l=a.call(i);r&&(l*=2),o.push(l)}return o}var loca={parse:parseLocaTable};function loadFromFile(e,t){require("fs").readFile(e,(function(e,n){if(e)return t(e.message);t(null,nodeBufferToArrayBuffer(n))}))}function loadFromUrl(e,t){var n=new XMLHttpRequest;n.open("get",e,!0),n.responseType="arraybuffer",n.onload=function(){return n.response?t(null,n.response):t("Font could not be loaded: "+n.statusText)},n.onerror=function(){t("Font could not be loaded")},n.send()}function parseOpenTypeTableEntries(e,t){for(var n=[],r=12,i=0;i<t;i+=1){var a=parse.getTag(e,r),o=parse.getULong(e,r+4),s=parse.getULong(e,r+8),l=parse.getULong(e,r+12);n.push({tag:a,checksum:o,offset:s,length:l,compression:!1}),r+=16}return n}function parseWOFFTableEntries(e,t){for(var n=[],r=44,i=0;i<t;i+=1){var a,o=parse.getTag(e,r),s=parse.getULong(e,r+4),l=parse.getULong(e,r+8),c=parse.getULong(e,r+12);a=l<c&&"WOFF",n.push({tag:o,offset:s,compression:a,compressedLength:l,length:c}),r+=20}return n}function uncompressTable(e,t){if("WOFF"===t.compression){var n=new Uint8Array(e.buffer,t.offset+2,t.compressedLength-2),r=new Uint8Array(t.length);if(tinyInflate(n,r),r.byteLength!==t.length)throw new Error("Decompression error: "+t.tag+" decompressed length doesn't match recorded length");return{data:new DataView(r.buffer,0),offset:0}}return{data:e,offset:t.offset}}function parseBuffer(e,t){var n,r;t=null==t?{}:t;var i,a,o,s,l,c,d,T,u,Q,p,h,m,f=new Font({empty:!0}),g=new DataView(e,0),b=[],y=parse.getTag(g,0);if(y===String.fromCharCode(0,1,0,0)||"true"===y||"typ1"===y)f.outlinesFormat="truetype",b=parseOpenTypeTableEntries(g,i=parse.getUShort(g,4));else if("OTTO"===y)f.outlinesFormat="cff",b=parseOpenTypeTableEntries(g,i=parse.getUShort(g,4));else{if("wOFF"!==y)throw new Error("Unsupported OpenType signature "+y);var _=parse.getTag(g,4);if(_===String.fromCharCode(0,1,0,0))f.outlinesFormat="truetype";else{if("OTTO"!==_)throw new Error("Unsupported OpenType flavor "+y);f.outlinesFormat="cff"}b=parseWOFFTableEntries(g,i=parse.getUShort(g,12))}for(var L=0;L<i;L+=1){var v=b[L],w=void 0;switch(v.tag){case"cmap":w=uncompressTable(g,v),f.tables.cmap=cmap.parse(w.data,w.offset),f.encoding=new CmapEncoding(f.tables.cmap);break;case"cvt ":w=uncompressTable(g,v),m=new parse.Parser(w.data,w.offset),f.tables.cvt=m.parseShortList(v.length/2);break;case"fvar":o=v;break;case"fpgm":w=uncompressTable(g,v),m=new parse.Parser(w.data,w.offset),f.tables.fpgm=m.parseByteList(v.length);break;case"head":w=uncompressTable(g,v),f.tables.head=head.parse(w.data,w.offset),f.unitsPerEm=f.tables.head.unitsPerEm,n=f.tables.head.indexToLocFormat;break;case"hhea":w=uncompressTable(g,v),f.tables.hhea=hhea.parse(w.data,w.offset),f.ascender=f.tables.hhea.ascender,f.descender=f.tables.hhea.descender,f.numberOfHMetrics=f.tables.hhea.numberOfHMetrics;break;case"hmtx":T=v;break;case"ltag":w=uncompressTable(g,v),r=ltag.parse(w.data,w.offset);break;case"maxp":w=uncompressTable(g,v),f.tables.maxp=maxp.parse(w.data,w.offset),f.numGlyphs=f.tables.maxp.numGlyphs;break;case"name":p=v;break;case"OS/2":w=uncompressTable(g,v),f.tables.os2=os2.parse(w.data,w.offset);break;case"post":w=uncompressTable(g,v),f.tables.post=post.parse(w.data,w.offset),f.glyphNames=new GlyphNames(f.tables.post);break;case"prep":w=uncompressTable(g,v),m=new parse.Parser(w.data,w.offset),f.tables.prep=m.parseByteList(v.length);break;case"glyf":s=v;break;case"loca":Q=v;break;case"CFF ":a=v;break;case"kern":u=v;break;case"GDEF":l=v;break;case"GPOS":c=v;break;case"GSUB":d=v;break;case"meta":h=v}}var E=uncompressTable(g,p);if(f.tables.name=_name.parse(E.data,E.offset,r),f.names=f.tables.name,s&&Q){var x=0===n,M=uncompressTable(g,Q),S=loca.parse(M.data,M.offset,f.numGlyphs,x),H=uncompressTable(g,s);f.glyphs=glyf.parse(H.data,H.offset,S,f,t)}else{if(!a)throw new Error("Font doesn't contain TrueType or CFF outlines.");var C=uncompressTable(g,a);cff.parse(C.data,C.offset,f,t)}var O=uncompressTable(g,T);if(hmtx.parse(f,O.data,O.offset,f.numberOfHMetrics,f.numGlyphs,f.glyphs,t),addGlyphNames(f,t),u){var A=uncompressTable(g,u);f.kerningPairs=kern.parse(A.data,A.offset)}else f.kerningPairs={};if(l){var k=uncompressTable(g,l);f.tables.gdef=gdef.parse(k.data,k.offset)}if(c){var 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function runCompressionWorker(e,t){return new Promise(((n,r)=>{worker.onmessage=function(e){const{compressed:t,decompressed:i,error:a}=e.data;a?r(new Error(a)):t||i?n(t||i):r(new Error("Unexpected response from worker"))},worker.onerror=function(e){r(new Error(e.message))},worker.postMessage({data:e,action:t})}))}function terminateCompressionWorker(){worker.terminate(),worker=null}let IS_WORKER_SUPPORTED=!1;function canCreateWorkerFromBlob(){try{const e=new Blob(["self.onmessage = function() {}"]),t=URL.createObjectURL(e);new Worker(t).terminate(),URL.revokeObjectURL(t),IS_WORKER_SUPPORTED=!0}catch(e){IS_WORKER_SUPPORTED=!1}}canCreateWorkerFromBlob();let versionUpdateCheckTimer=null,versionUpdateChecked=!1;async function checkExcalidrawVersion(){if(!versionUpdateChecked){versionUpdateChecked=!0;try{const e=async()=>JSON.parse(await obsidian_module.request({url:"https://api.github.com/repos/zsviczian/obsidian-excalidraw-plugin/releases?per_page=15&page=1"})),t=(await 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exportToSvg({elements:i.filter((e=>!0!==e.isDeleted)),appState:{...e.appState,exportBackground:t.withBackground,exportWithDarkMode:!!t.withTheme&&"light"!==e.appState?.theme,...t.frameRendering?{frameRendering:t.frameRendering}:{}},files:e.files,exportPadding:t.frameRendering?0:n,exportingFrame:null,renderEmbeddables:!0,skipInliningFonts:t.skipInliningFonts});return a&&(a.addClass("excalidraw-svg"),r instanceof obsidian_module.TFile)&&getFileCSSClasses(r).forEach((e=>a.addClass(e))),a}catch(e){return null}}function filterFiles(e){let t={};return Object.entries(e).forEach((([e,n])=>{n.dataURL.startsWith("http")||(t[e]=n)})),t}async function getPNG(e,t,n,r=1){try{if(t.isMask){const t=new CropImage(e.elements,e.files),n=await t.getCroppedPNG();return t.destroy(),n}return await exportToBlob({elements:e.elements.filter((e=>!0!==e.isDeleted)),appState:{...e.appState,exportBackground:t.withBackground,exportWithDarkMode:!!t.withTheme&&"light"!==e.appState?.theme,...t.frameRendering?{frameRendering:t.frameRendering}:{}},files:filterFiles(e.files),exportPadding:t.frameRendering?0:n,mimeType:"image/png",getDimensions:(e,t)=>({width:e*r,height:t*r,scale:r})})}catch(e){return new obsidian_module.Notice("Error exporting PNG - PNG too large, try a smaller resolution"),errorlog({where:"Utils.getPNG",error:e}),null}}async function getQuickImagePreview(e,t,n){if(!e.settings.displayExportedImageIfAvailable)return null;const r=getIMGFilename(t,n),i=e.app.vault.getAbstractFileByPath(r);return i&&i instanceof obsidian_module.TFile?"png"===n?await e.app.vault.readBinary(i):await e.app.vault.read(i):null}async function getImageSize(e){return new Promise(((t,n)=>{const r=new Image;r.onload=()=>{t({height:r.naturalHeight,width:r.naturalWidth})},r.onerror=n,r.src=e}))}function addAppendUpdateCustomData(e,t){if(!t)return e;e.customData||(e.customData={});for(const n in t)void 0!==t[n]&&(e.customData[n]=t[n]);return e}function scaleLoadedImage(e,t){let n=!1;if(!t||!e)return{dirty:n,scene:e};for(const r of t.filter((e=>{if(!Boolean(EXCALIDRAW_PLUGIN))return!0;const t=EXCALIDRAW_PLUGIN.filesMaster.get(e.id);if(!t)return!0;const n=EXCALIDRAW_PLUGIN.app.vault.getAbstractFileByPath(t.path.replace(/#.*$/,"").replace(/\|.*$/,""));return!(!n||n instanceof obsidian_module.TFolder)&&("md"===n.extension||EXCALIDRAW_PLUGIN.isExcalidrawFile(n))}))){const[t,i]=[r.size.width,r.size.height],a=r.size.width/r.size.height;e.elements.filter((e=>"image"===e.type&&e.fileId===r.id)).forEach((e=>{const[o,s]=[e.width,e.height];if((e.customData?.isAnchored&&r.shouldScale||!e.customData?.isAnchored&&!r.shouldScale)&&(addAppendUpdateCustomData(e,r.shouldScale?{isAnchored:!1}:{isAnchored:!0}),n=!0),r.shouldScale){if(a!==o/s){n=!0;const 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0,page:parseInt(n[3]?.match(/page=(\d*)/)?.[1])}}async function compressAsync(e){return await runCompressionWorker(e,"compress")}function compress(e){const t=LZString.compressToBase64(e);let n="";for(let e=0;e<t.length;e+=256)n+=t.slice(e,e+256)+"\n\n";return n.trim()}function decompress(e,t=!1){let n="";const r=e.length;for(let t=0;t<r;t++){const r=e[t];"\n"!==r&&"\r"!==r&&(n+=r)}return LZString.decompressFromBase64(n)}function isMaskFile(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS.mask.name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS.mask.name])return Boolean(n.frontmatter[FRONTMATTER_KEYS.mask.name])}return!1}function hasExportTheme(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS["export-dark"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-dark"].name])return!0}return!1}function getExportTheme(e,t,n){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS["export-dark"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-dark"].name])return n.frontmatter[FRONTMATTER_KEYS["export-dark"].name]?"dark":"light"}return e.settings.exportWithTheme?n:"light"}function shouldEmbedScene(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS["export-embed-scene"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-embed-scene"].name])return n.frontmatter[FRONTMATTER_KEYS["export-embed-scene"].name]}return e.settings.exportEmbedScene}function hasExportBackground(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS["export-transparent"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-transparent"].name])return!0}return!1}function getWithBackground(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS["export-transparent"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-transparent"].name])return!n.frontmatter[FRONTMATTER_KEYS["export-transparent"].name]}return e.settings.exportWithBackground}function getExportPadding(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(!n?.frontmatter)return e.settings.exportPaddingSVG;if(null!==n.frontmatter[FRONTMATTER_KEYS["export-padding"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-padding"].name]){const e=parseInt(n.frontmatter[FRONTMATTER_KEYS["export-padding"].name]);if(!isNaN(e))return e}if(null!==n.frontmatter[FRONTMATTER_KEYS["export-svgpadding"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-svgpadding"].name]){const e=parseInt(n.frontmatter[FRONTMATTER_KEYS["export-svgpadding"].name]);if(!isNaN(e))return e}}return e.settings.exportPaddingSVG}function getPNGScale(e,t){if(t){const n=e.app.metadataCache.getFileCache(t);if(n?.frontmatter&&null!==n.frontmatter[FRONTMATTER_KEYS["export-pngscale"].name]&&void 0!==n.frontmatter[FRONTMATTER_KEYS["export-pngscale"].name]){const e=parseFloat(n.frontmatter[FRONTMATTER_KEYS["export-pngscale"].name]);if(!isNaN(e)&&e>0)return e}}return e.settings.pngExportScale}function isVersionNewerThanOther(e,t){const n=e.match(/(\d*)\.(\d*)\.(\d*)/),r=t.match(/(\d*)\.(\d*)\.(\d*)/);return Boolean(n&&4===n.length&&r&&4===r.length&&!(isNaN(parseInt(n[1]))||isNaN(parseInt(n[2]))||isNaN(parseInt(n[3])))&&!(isNaN(parseInt(r[1]))||isNaN(parseInt(r[2]))||isNaN(parseInt(r[3])))&&(parseInt(n[1])>parseInt(r[1])||parseInt(n[1])>=parseInt(r[1])&&parseInt(n[2])>parseInt(r[2])||parseInt(n[1])>=parseInt(r[1])&&parseInt(n[2])>=parseInt(r[2])&&parseInt(n[3])>parseInt(r[3])))}function getEmbeddedFilenameParts(e){const t=e?.match(/([^#\^]*)((#\^)(group=|area=|frame=|clippedframe=|taskbone)?([^\|]*)|(#)(group=|area=|frame=|clippedframe=|taskbone)?([^\^\|]*))(.*)/);return t?{filepath:t[1],hasBlockref:Boolean(t[3]),hasGroupref:"group="===t[4]||"group="===t[7],hasTaskbone:"taskbone"===t[4]||"taskbone"===t[7],hasArearef:"area="===t[4]||"area="===t[7],hasFrameref:"frame="===t[4]||"frame="===t[7],hasClippedFrameref:"clippedframe="===t[4]||"clippedframe="===t[7],blockref:t[5],hasSectionref:Boolean(t[6]),sectionref:t[8],linkpartReference:t[2],linkpartAlias:t[9]}:{filepath:e,hasBlockref:!1,hasGroupref:!1,hasTaskbone:!1,hasArearef:!1,hasFrameref:!1,hasClippedFrameref:!1,blockref:"",hasSectionref:!1,sectionref:"",linkpartReference:"",linkpartAlias:""}}function isImagePartRef(e){return e.hasGroupref||e.hasArearef||e.hasFrameref||e.hasClippedFrameref}function fragWithHTML(e){return createFragment((t=>t.createDiv().innerHTML=e))}function errorlog(e){console.error({plugin:"Excalidraw",...e})}async function sleep$1(e){return new Promise((t=>setTimeout(t,e)))}function _getContainerElement(e,t){return e&&t?.elements&&"text"===e.type&&e.containerId?getContainerElement(e,arrayToMap(t.elements)):null}function arrayToMap(e){return e instanceof Map?e:e.reduce(((e,t)=>(e.set("string"==typeof t?t:t.id,t),e)),new Map)}function updateFrontmatterInString(e,t){if(!e||!t)return e;for(const n of t){const t=new RegExp(`${n[0]}:\\s.*\\n`,"g");e=e.match(t)?e.replaceAll(t,`${n[0]}: ${n[1]}\n`):e.replace(/^---\n/,`---\n${n[0]}: ${n[1]}\n`)}return e}function isHyperLink(e){return e&&!e.includes("\n")&&!e.includes("\r")&&e.match(/^https?:(\d*)?\/\/[^\s]*$/)}function isContainer(e){return"arrow"!==e.type&&e.boundElements?.map((e=>e.type)).includes("text")}function hyperlinkIsImage(e){isHyperLink(e);const t=e.split("?")[0];return IMAGE_TYPES.contains(t.substring(t.lastIndexOf(".")+1))}function hyperlinkIsYouTubeLink(e){return isHyperLink(e)&&(e.startsWith("https://youtu.be")||e.startsWith("https://www.youtube.com")||e.startsWith("https://youtube.com")||e.startsWith("https//www.youtu.be"))&&null!==e.match(/(youtu.be\/|v=)([^?\/\&]*)/)}async function getYouTubeThumbnailLink(e){const t=e.match(/(youtu.be\/|v=)([^?\/\&]*)/);if(!t||!t[2])return null;const n=t[2];let r=`https://i.ytimg.com/vi/${n}/maxresdefault.jpg`,i=await obsidian_module.requestUrl({url:r,method:"get",contentType:"image/jpeg",throw:!1});return i&&200===i.status?r:(r=`https://i.ytimg.com/vi/${n}/hq720.jpg`,i=await obsidian_module.requestUrl({url:r,method:"get",contentType:"image/jpeg",throw:!1}),i&&200===i.status?r:(r=`https://i.ytimg.com/vi/${n}/mqdefault.jpg`,i=await obsidian_module.requestUrl({url:r,method:"get",contentType:"image/jpeg",throw:!1}),i&&200===i.status?r:`https://i.ytimg.com/vi/${n}/default.jpg`))}function isCallerFromTemplaterPlugin(e){const t=e.split("\n");for(const e of t)if(e.trim().startsWith("at Templater."))return!0;return!1}function convertSVGStringToElement(e){const t=document.createElement("div");t.innerHTML=e;const n=t.firstChild;if(n instanceof SVGSVGElement)return n}function escapeRegExp(e){return e.replace(/[.*+?^${}()|[\]\\]/g,"\\$&")}function addIframe(e,t,n,r="settings"){e.createDiv({cls:`excalidraw-videoWrapper ${r}`}).createEl("iframe",{attr:{allowfullscreen:!0,allow:"encrypted-media;picture-in-picture",frameborder:"0",title:"YouTube video player",src:"https://www.youtube.com/embed/"+t+(n?"?start="+n:""),sandbox:"allow-forms allow-presentation allow-same-origin allow-scripts allow-modals"}})}async function getFontMetrics(e,t){try{const n=await opentype.load(e),r=n.unitsPerEm,i=n.ascender,a=n.descender;return{unitsPerEm:r,ascender:i,descender:a,lineHeight:(i-a)/r,fontName:n.names.fontFamily.en??t}}catch(e){return console.error("Error loading font:",e),null}}function cropCanvas(e,t,n={width:t.width,height:t.height}){const r=createEl("canvas");return r.width=n.width,r.height=n.height,r.getContext("2d").drawImage(e,t.left,t.top,t.width,t.height,0,0,n.width,n.height),r}new Random(Date.now());class WeakArray{weakArray=[];constructor(){}push(e){this.weakArray.push(new WeakRef(e))}forEach(e){this.weakArray.forEach(((t,n)=>{const r=t.deref();r&&e(r,n)}))}removeObjects(e){this.weakArray=this.weakArray.filter((t=>{const n=t.deref();return n&&!e.has(n)}))}clear(){this.weakArray=[]}}class ScriptEngine{plugin;scriptPath;scriptIconMap;eaInstances=new WeakArray;constructor(e){this.plugin=e,this.scriptIconMap={},this.loadScripts(),this.registerEventHandlers()}removeViewEAs(e){const t=new Set;this.eaInstances.forEach((n=>{n.targetView===e&&(t.add(n),n.destroy())})),this.eaInstances.removeObjects(t)}destroy(){this.eaInstances.forEach((e=>e.destroy())),this.eaInstances.clear(),this.eaInstances=null,this.scriptIconMap=null,this.plugin=null,this.scriptPath=null}handleSvgFileChange(e){if(!e.endsWith(".svg"))return;const t=app.vault.getAbstractFileByPath(getIMGFilename(e,"md"));t&&t instanceof obsidian_module.TFile&&(this.unloadScript(this.getScriptName(t),t.path),this.loadScript(t))}async deleteEventHandler(e){e instanceof obsidian_module.TFile&&e.path.startsWith(this.scriptPath)&&(this.unloadScript(this.getScriptName(e),e.path),this.handleSvgFileChange(e.path))}async createEventHandler(e){e instanceof obsidian_module.TFile&&e.path.startsWith(this.scriptPath)&&(this.loadScript(e),this.handleSvgFileChange(e.path))}async renameEventHandler(e,t){if(!(e instanceof obsidian_module.TFile))return;const n=t.startsWith(this.scriptPath),r=e.path.startsWith(this.scriptPath);n&&(this.unloadScript(this.getScriptName(t),t),this.handleSvgFileChange(t)),r&&(this.loadScript(e),this.handleSvgFileChange(e.path))}registerEventHandlers(){this.plugin.registerEvent(this.plugin.app.vault.on("delete",(e=>this.deleteEventHandler(e)))),this.plugin.registerEvent(this.plugin.app.vault.on("create",(e=>this.createEventHandler(e)))),this.plugin.registerEvent(this.plugin.app.vault.on("rename",((e,t)=>this.renameEventHandler(e,t))))}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))}loadScripts(){this.getListofScripts()?.forEach((e=>this.loadScript(e)))}getScriptName(e){let t="",n="";e instanceof obsidian_module.TFile?(t=e.basename,n=e.path):(t=splitFolderAndFilename(e).basename,n=e);const r=n.split(`${this.scriptPath}/`)[1],i=r.lastIndexOf("/");return i>-1?r.substring(0,i+1)+t:t}async addScriptIconToMap(e,t){const n=getIMGFilename(e,"svg"),r=app.vault.getAbstractFileByPath(n),i=r&&r instanceof obsidian_module.TFile?await app.vault.read(r):null;this.scriptIconMap={...this.scriptIconMap};const a=splitFolderAndFilename(t);this.scriptIconMap[e]={name:a.filename,group:"/"===a.folderpath?"":a.folderpath,svgString:i},this.updateToolPannels()}loadScript(e){if("md"!==e.extension)return;const t=this.getScriptName(e);this.addScriptIconToMap(e.path,t),this.plugin.addCommand({id:t,name:`(Script) ${t}`,checkCallback:n=>{if(n)return Boolean(app.workspace.getActiveViewOfType(ExcalidrawView));const r=app.workspace.getActiveViewOfType(ExcalidrawView);return!!r&&((async()=>{const n=await app.vault.read(e);n&&this.executeScript(r,n,t,e)})(),!0)}})}unloadScripts(){const e=app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath)));e.forEach((e=>{this.unloadScript(this.getScriptName(e),e.path)}))}unloadScript(e,t){if(!t.endsWith(".md"))return;delete this.scriptIconMap[t],this.scriptIconMap={...this.scriptIconMap},this.updateToolPannels();const n=`${PLUGIN_ID}:${e}`;this.plugin.app.commands.commands[n]&&delete this.plugin.app.commands.commands[n]}async executeScript(e,t,n,r){if(!e||!t||!n)return;t=t.replace(/^---.*?---\n/gs,"");const i=getEA(e);this.eaInstances.push(i),i.activeScript=n;const a=Object.getPrototypeOf((async()=>{})).constructor;let o=null;return o=await new a("ea","utils",t)(i,{inputPrompt:(t,n,r,i,a,o,s,l)=>ScriptEngine.inputPrompt(e,this.plugin,this.plugin.app,t,n,r,i,a,o,s,l),suggester:(e,t,n,r)=>ScriptEngine.suggester(this.plugin.app,e,t,n,r),scriptFile:r}),o}updateToolPannels(){getExcalidrawViews(this.plugin.app).forEach((e=>{e.toolsPanelRef?.current?.updateScriptIconMap(this.scriptIconMap)}))}static async inputPrompt(e,t,n,r,i,a,o,s,l,c,d){try{return await GenericInputPrompt.Prompt(e,t,n,r,i,a,o,s,l,c,d)}catch{return}}static async suggester(e,t,n,r,i){try{return await GenericSuggester.Suggest(e,t,n,r,i)}catch(e){return}}}async function insertImageToView(e,t,n,r,i=!0){i&&e.clear(),e.style.strokeColor="transparent",e.style.backgroundColor="transparent";const a=e.getExcalidrawAPI();e.canvas.theme=a.getAppState().theme;const o=await e.addImage(t.x,t.y,n,r);return i&&await e.addElementsToView(!1,!0,!0),o}async function insertEmbeddableToView(e,t,n,r,i=!0){if(i&&e.clear(),e.style.strokeColor="transparent",e.style.backgroundColor="transparent",n&&(IMAGE_TYPES.contains(n.extension)||e.isExcalidrawFile(n))&&!ANIMATED_IMAGE_TYPES.contains(n.extension))return await insertImageToView(e,t,r??n,void 0,i);{const a=e.addEmbeddable(t.x,t.y,500,500,r,n);return i&&await e.addElementsToView(!1,!0,!0),a}}function getLinkTextFromLink(e){if(!e)return;if(e.match(REG_LINKINDEX_HYPERLINK))return;const t=REGEX_LINK.getRes(e).next();if(!t.value)return;const n=REGEX_LINK.getLink(t);return n.match(REG_LINKINDEX_HYPERLINK)?void 0:n}function openTagSearch(e,t,n){const r=REGEX_TAGS.getResList(e);if(!r.length||!r[0].value||r[0].value.length<2)return;const i=`tag:${r[0].value[1]}`,a=t.internalPlugins.getPluginById("global-search");if(a){const e=a.instance;e&&e.openGlobalSearch(i)}n&&n.isFullscreen()&&n.exitFullscreen()}function getLinkFromMarkdownLink(e){const t=/^\[[^\]]*]\(([^\)]*)\)/.exec(e);return t?t[1]:e}function openExternalLink(e,t,n){if((e=getLinkFromMarkdownLink(e)).match(/^cmd:\/\/.*/)){const n=e.replace("cmd://","");return t.commands.executeCommandById(n),!0}return!(e.startsWith("obsidian://")||!e.match(REG_LINKINDEX_HYPERLINK)||(window.open(e,"_blank"),0))}function parseObsidianLink(e,t,n=!0,r=!0){if(!e)return!1;if(!(e=getLinkFromMarkdownLink(e))?.startsWith("obsidian://"))return!1;const i=new URL(e),a=i.pathname.slice(2),o={};if(i.searchParams.forEach(((e,t)=>{o[t]=decodeURIComponent(e)})),"open"===a&&o.vault===t.vault.getName()){const e=o.file,r=t.metadataCache.getFirstLinkpathDest(e,"");if(r&&r instanceof obsidian_module.TFile)return n?`[[${r.path}]]`:r.path}return r&&window.open(e,"_blank"),!0}function getExcalidrawFileForwardLinks(e,t,n){let r="";const i=e.metadataCache.getLinks()[t.path];if(i&&i.length>0){const a=new Set;i.forEach((r=>{const i=getLinkParts(r.link),o=e.metadataCache.getFirstLinkpathDest(i.path,t.path);if(o&&o.path!==t.path){if(n.has(o.path))return;n.add(o.path),a.add(`[[${o.path}${i.ref?"#"+i.ref:""}|Second Order Link: ${o.basename}]]`)}})),r=[...a].join(" ")}return r}function getFrameBasedOnFrameNameOrId(e,t){const n=t.filter((e=>"frame"===e.type)).map(((e,t)=>({el:e,id:e.id,name:e.name??`Frame ${String(t+1).padStart(2,"0")}`}))).filter((t=>t.id===e||t.name===e)).map((e=>e.el));return 1===n.length?n[0]:null}async function addBackOfTheNoteCard(e,t,n=!0,r,i){const a=e.data,o=getExcalidrawMarkdownHeaderSection(a),s=a.split(o)[1],l=s&&s.startsWith("%%"),c=o.match(/#\n+$/m),d=Boolean(c);e.data=a.replace(o,(d?o.substring(0,o.length-c[0].length):o)+`\n# ${t}\n\n${r?r+"\n\n":""}${l||d?"#\n":""}`),await e.forceSave(!0);let T,u=0;for(await sleep(200);u++<10&&!(T=(await e.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e.file)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!MD_EX_SECTIONS.includes(e.display))).map((e=>cleanSectionHeading(e.display))).find((e=>e===t)));)await sleep(200);const Q=getEA(e),p=Q.addEmbeddable(0,0,400,500,`[[${e.file.path}#${t}]]`,void 0,i);await Q.addElementsToView(!0,!1,!0);const h=e.excalidrawAPI,m=Q.getViewElements().find((e=>e.id===p));return h.selectElements([m]),n&&window.setTimeout((()=>{h.updateScene({appState:{activeEmbeddable:{element:m,state:"active"}},storeAction:"update"}),T&&e.getEmbeddableLeafElementById(m.id)?.editNode?.()})),Q.destroy(),m.id}function renderContextMenuAction(e,t,n,r){return e.createElement("li",{key:nanoid$1(),onClick:()=>{r((()=>n()))}},e.createElement("button",{className:"context-menu-item"},e.createElement("div",{className:"context-menu-item__label"},t),e.createElement("kbd",{className:"context-menu-item__shortcut"},"")))}function tmpBruteForceCleanup(e){window.setTimeout((()=>{e&&Object.keys(e).forEach((t=>{delete e[t]}))}),500)}function isTextImageTransclusion(e,t,n){const r=e.trim().matchAll(/^!\[\[([^|\]]*)?.*?]]$|^!\[[^\]]*?]\((.*?)\)$/g).next();if(r?.value?.[0]){const e=r.value[1]??r.value[2],i=t.app.metadataCache.getFirstLinkpathDest(e?.split("#")[0],t.file.path);if(t.file===i)return e?.split("#")[1]&&!isImagePartRef(getEmbeddedFilenameParts(e))||new obsidian_module.Notice(t$d("RECURSIVE_INSERT_ERROR")),!1;if(i&&i instanceof obsidian_module.TFile){if(t.plugin.isExcalidrawFile(i)&&e?.split("#")[1]&&!isImagePartRef(getEmbeddedFilenameParts(e)))return!1;if("md"!==i.extension||t.plugin.isExcalidrawFile(i))return n(e,i),!0;new obsidian_module.Notice(t$d("USE_INSERT_FILE_MODAL"),5e3)}}return!1}class Prompt extends obsidian_module.Modal{prompt_text;default_value;placeholder;prompt_desc;promptEl;resolve;constructor(e,t,n,r,i){super(e),this.prompt_text=t,this.default_value=n,this.placeholder=r,this.prompt_desc=i}onOpen(){this.titleEl.setText(this.prompt_text),this.createForm()}onClose(){this.contentEl.empty()}createForm(){let e=this.contentEl.createDiv();e.addClass("excalidraw-prompt-div"),this.prompt_desc&&(e=e.createDiv(),e.style.width="100%",e.createEl("p").innerHTML=this.prompt_desc);const t=e.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=this.default_value??"",this.promptEl.addClass("excalidraw-prompt-input"),this.promptEl.select()}async openAndGetValue(e){this.resolve=e,this.open()}}class GenericInputPrompt extends obsidian_module.Modal{header;waitForClose;view;plugin;resolvePromise;rejectPromise;didSubmit=!1;inputComponent;input;buttons;lines=1;displayEditorButtons=!1;placeholder;selectionStart=0;selectionEnd=0;selectionUpdateTimer=0;customComponents;blockPointerInputOutsideModal=!1;static Prompt(e,t,n,r,i,a,o,s,l,c,d){return new GenericInputPrompt(e,t,n,r,i,a,o,s,l,c,d).waitForClose}constructor(e,t,n,r,i,a,o,s,l,c,d){super(n),this.header=r,this.view=e,this.plugin=t,this.placeholder=i,this.input=a,this.buttons=o,this.lines=s??1,this.displayEditorButtons=this.lines>1&&(l??!1),this.customComponents=c,this.blockPointerInputOutsideModal=d??!1,this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.display(),this.inputComponent.inputEl.focus(),this.open()}display(){this.contentEl.empty(),this.blockPointerInputOutsideModal&&(this.bgEl.style.pointerEvents=this.blockPointerInputOutsideModal?"none":"auto"),this.titleEl.textContent=this.header;const e=this.contentEl.createDiv();this.inputComponent=this.createInputField(e,this.placeholder,this.input),this.customComponents?.(e),this.createButtonBar(e)}createInputField(e,t,n){const r=new obsidian_module.TextAreaComponent(e);r.inputEl.style.width="100%",r.inputEl.style.height=2*this.lines+"em",1===this.lines&&(r.inputEl.style.resize="none",r.inputEl.style.overflow="hidden"),r.setPlaceholder(t??"").setValue(n??"").onChange((e=>this.input=e));const i=()=>{this.selectionUpdateTimer=this.view.ownerWindow.setTimeout((()=>{this.selectionStart=this.inputComponent.inputEl.selectionStart,this.selectionEnd=this.inputComponent.inputEl.selectionEnd}),30)};return r.inputEl.addEventListener("keydown",this.keyDownCallback.bind(this)),r.inputEl.addEventListener("keyup",i.bind(this)),r.inputEl.addEventListener("pointerup",i.bind(this)),r.inputEl.addEventListener("touchend",i.bind(this)),r.inputEl.addEventListener("input",i.bind(this)),r.inputEl.addEventListener("paste",i.bind(this)),r.inputEl.addEventListener("cut",i.bind(this)),r.inputEl.addEventListener("select",i.bind(this)),r.inputEl.addEventListener("selectionchange",i.bind(this)),r}createButton(e,t,n,r="",i="5px"){const a=new obsidian_module.ButtonComponent(e);return a.buttonEl.style.padding="0.5em",a.buttonEl.style.marginLeft=i,a.setTooltip(r),a.setButtonText(t).onClick(n),a}createButtonBar(e){const t=e.createDiv();t.style.display="flex",t.style.justifyContent="space-between",t.style.marginTop="1rem";const n=t.createDiv(),r=t.createDiv();if(this.buttons&&this.buttons.length>0){let e=null;for(const t of this.buttons){const n=new obsidian_module.ButtonComponent(r);n.buttonEl.style.marginLeft="5px",t.tooltip&&n.setTooltip(t.tooltip),n.setButtonText(t.caption).onClick((e=>{const n=t.action(this.input);n&&(this.input=n),this.submit()})),e=e??n}e&&(e.setCta(),e.buttonEl.style.marginRight="0")}else this.createButton(r,"✅",this.submitClickCallback.bind(this)).setCta().buttonEl.style.marginRight="0";this.createButton(r,"❌",this.cancelClickCallback.bind(this),t$d("PROMPT_BUTTON_CANCEL")),this.displayEditorButtons&&(this.createButton(n,"⏎",(()=>this.insertStringBtnClickCallback("\n")),t$d("PROMPT_BUTTON_INSERT_LINE"),"0"),this.createButton(n,"⌫",this.delBtnClickCallback.bind(this),"Delete"),this.createButton(n,"⎵",(()=>this.insertStringBtnClickCallback(" ")),t$d("PROMPT_BUTTON_INSERT_SPACE")),this.view&&this.createButton(n,"🔗",this.linkBtnClickCallback.bind(this),t$d("PROMPT_BUTTON_INSERT_LINK")),this.createButton(n,"🔠",this.uppercaseBtnClickCallback.bind(this),t$d("PROMPT_BUTTON_UPPERCASE")))}linkBtnClickCallback=()=>{this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),this.plugin.insertLinkDialog.start(this.view.file.path,(e=>{const t=this.inputComponent.inputEl.value;this.selectionStart>0&&" "!==t.slice(this.selectionStart-1,this.selectionStart)&&(e=" "+e),this.selectionStart<t.length&&" "!==t.slice(this.selectionStart,this.selectionStart+1)&&(e+=" ");const n=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+e+this.inputComponent.inputEl.value.slice(this.selectionStart);this.inputComponent.inputEl.value=n,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=this.selectionStart+e.length,this.selectionEnd=this.selectionStart+e.length,this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionStart)}))};insertStringBtnClickCallback=e=>{this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer);const t=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+e+this.inputComponent.inputEl.value.slice(this.selectionStart);this.inputComponent.inputEl.value=t,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=this.selectionStart+1,this.selectionEnd=this.selectionStart,this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionEnd)};delBtnClickCallback=()=>{if(this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),0===this.input.length)return;const e=this.selectionEnd>this.selectionStart?this.selectionStart:this.selectionStart>0?this.selectionStart-1:0,t=this.selectionEnd,n=this.inputComponent.inputEl.value.slice(0,e)+this.inputComponent.inputEl.value.slice(t);this.inputComponent.inputEl.value=n,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=e,this.selectionEnd=e,this.inputComponent.inputEl.setSelectionRange(e,e)};uppercaseBtnClickCallback=()=>{if(this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),this.selectionEnd===this.selectionStart)return;const e=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+this.inputComponent.inputEl.value.slice(this.selectionStart,this.selectionEnd).toUpperCase()+this.inputComponent.inputEl.value.slice(this.selectionEnd);this.inputComponent.inputEl.value=e,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionEnd)};submitClickCallback(){this.submit()}cancelClickCallback(){this.cancel()}keyDownCallback=e=>{("Enter"===e.key&&1===this.lines||isWinCTRLorMacCMD(e)&&"Enter"===e.key)&&(e.preventDefault(),this.submit()),this.displayEditorButtons&&"k"===e.key&&isWinCTRLorMacCMD(e)&&(e.preventDefault(),this.linkBtnClickCallback())};submit(){this.didSubmit=!0,this.close()}cancel(){this.close()}resolveInput(){this.didSubmit?this.resolvePromise(this.input):this.rejectPromise("No input given.")}removeInputListener(){this.inputComponent?.inputEl?.removeEventListener("keydown",this.keyDownCallback)}onOpen(){super.onOpen(),this.inputComponent.inputEl.focus(),this.inputComponent.inputEl.select()}onClose(){super.onClose(),this.resolveInput(),this.removeInputListener()}}class GenericSuggester extends obsidian_module.FuzzySuggestModal{displayItems;items;hint;instructions;resolvePromise;rejectPromise;promise;resolved;static Suggest(e,t,n,r,i){return new GenericSuggester(e,t,n,r,i).promise}constructor(e,t,n,r,i){super(e),this.displayItems=t,this.items=n,this.hint=r,this.instructions=i,this.limit=20,this.setPlaceholder(this.hint??""),i&&this.setInstructions(this.instructions),this.promise=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.open()}getItemText(e){return this.displayItems[this.items.indexOf(e)]}getItems(){return this.items}selectSuggestion(e,t){this.resolved=!0,super.selectSuggestion(e,t)}onChooseItem(e){this.resolved=!0,this.resolvePromise(e)}onClose(){super.onClose(),this.resolved||this.rejectPromise(this.inputEl.value)}}class NewFileActions extends obsidian_module.Modal{waitForClose;resolvePromise;rejectPromise;newFile=null;plugin;path;keys;view;openNewFile;parentFile;sourceElement;constructor({plugin:e,path:t,keys:n,view:r,openNewFile:i=!0,parentFile:a,sourceElement:o}){super(e.app),this.plugin=e,this.path=t,this.keys=n,this.view=r,this.openNewFile=i,this.sourceElement=o,this.parentFile=a??r.file,this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t}))}onOpen(){this.createForm()}openFile(e){this.newFile=e,e&&this.openNewFile&&openLeaf({plugin:this.plugin,fnGetLeaf:()=>getLeaf(this.plugin,this.view.leaf,this.keys),file:e,openState:{active:!0}})}onClose(){super.onClose(),this.resolvePromise(this.newFile),this.app=null,this.plugin=null,this.view=null,this.parentFile=null,this.sourceElement=null}createForm(){this.titleEl.setText(t$d("PROMPT_TITLE_NEW_FILE")),this.contentEl.createDiv({cls:"excalidraw-prompt-center",text:t$d("PROMPT_FILE_DOES_NOT_EXIST")}),this.contentEl.createDiv({cls:"excalidraw-prompt-center filepath",text:this.path}),this.contentEl.createDiv({cls:"excalidraw-prompt-center"},(e=>{e.style.textAlign="right";const t=()=>this.path&&""!==this.path?!!this.parentFile||(new obsidian_module.Notice(t$d("PROMPT_ERROR_DRAWING_CLOSED")),!1):(new obsidian_module.Notice(t$d("PROMPT_ERROR_NO_FILENAME")),!1),n=async e=>{if(!this.path.includes("/")){const e=new RegExp(`${escapeRegExp(this.parentFile.name)}$`,"g");this.path=this.parentFile.path.replace(e,this.path)}return this.path.match(/\.md$/)||(this.path=`${this.path}.md`),checkAndCreateFolder(splitFolderAndFilename(this.path).folderpath),await this.app.vault.create(this.path,e)};this.sourceElement&&(e.createEl("button",{text:t$d("PROMPT_BUTTON_EMBED_MARKDOWN"),attr:{"aria-label":t$d("PROMPT_BUTTON_EMBED_MARKDOWN_ARIA")}}).onclick=async()=>{if(!t)return;const e=await n("");if(e){const t=getEA(this.view);t.copyViewElementsToEAforEditing([this.sourceElement]),t.getElement(this.sourceElement.id).isDeleted=!0,t.addEmbeddable(this.sourceElement.x,this.sourceElement.y,500,500,void 0,e),await t.addElementsToView(),t.destroy()}this.close()}),e.createEl("button",{text:t$d("PROMPT_BUTTON_CREATE_MARKDOWN"),attr:{"aria-label":t$d("PROMPT_BUTTON_CREATE_MARKDOWN_ARIA")}}).onclick=async()=>{if(!t)return;const e=await n("");this.openFile(e),this.close()},e.createEl("button",{text:t$d("PROMPT_BUTTON_CREATE_EXCALIDRAW"),attr:{"aria-label":t$d("PROMPT_BUTTON_CREATE_EXCALIDRAW_ARIA")}}).onclick=async()=>{if(!t)return;const e=await n(await this.plugin.getBlankDrawing());await sleep$1(200),this.openFile(e),this.close()},e.createEl("button",{text:t$d("PROMPT_BUTTON_NEVERMIND")}).onclick=()=>{this.close()}}))}}class ConfirmationPrompt extends obsidian_module.Modal{plugin;waitForClose;resolvePromise;rejectPromise;didConfirm=!1;message;constructor(e,t){super(e.app),this.plugin=e,this.message=t,this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.display(),this.open()}display(){this.contentEl.empty(),this.titleEl.textContent=t$d("PROMPT_TITLE_CONFIRMATION");const e=this.contentEl.createDiv();e.style.marginBottom="1rem",e.innerHTML=this.message;const t=this.contentEl.createDiv();t.style.display="flex",t.style.justifyContent="flex-end";const n=this.createButton(t,t$d("PROMPT_BUTTON_CANCEL"),this.cancelClickCallback.bind(this));n.buttonEl.style.marginRight="0.5rem",this.createButton(t,t$d("PROMPT_BUTTON_OK"),this.confirmClickCallback.bind(this)).buttonEl.style.marginRight="0",n.buttonEl.focus()}createButton(e,t,n){const r=new obsidian_module.ButtonComponent(e);return r.setButtonText(t).onClick(n),r}cancelClickCallback(){this.didConfirm=!1,this.close()}confirmClickCallback(){this.didConfirm=!0,this.close()}onOpen(){super.onOpen(),this.contentEl.querySelector("button")?.focus()}onClose(){super.onClose(),this.didConfirm?this.resolvePromise(!0):this.resolvePromise(!1)}}async function linkPrompt(e,t,n,r="Select link to open"){const i=REGEX_LINK.getResList(e),a=REGEX_TAGS.getResList(e.replaceAll(/([^\s])#/g,"$1 "));let o=null,s=null,l=i[0]??a[0];const c=[...i.filter((e=>Boolean(e.value))).map((e=>{const t=REGEX_LINK.getAliasOrLink(e);return"100%"===t?REGEX_LINK.getLink(e):t})),...a.filter((e=>Boolean(e.value))).map((e=>REGEX_TAGS.getTag(e)))],d=[...i.filter((e=>Boolean(e.value))),...a.filter((e=>Boolean(e.value)))];if(d.length>1&&(l=await ScriptEngine.suggester(t,c,d,r),!l))return;if(!l)return;if(REGEX_TAGS.isTag(l))return void openTagSearch(REGEX_TAGS.getTag(l),t);if(openExternalLink(e=REGEX_LINK.getLink(l),t))return;const T=parseObsidianLink(e,t,!1);if("boolean"!=typeof T||!T){if("string"==typeof T&&(e=T),e.search("#")>-1){const t=getLinkParts(e,n?n.file:void 0);o=`#${t.isBlockRef?"^":""}${t.ref}`,e=t.path}if(!e.match(REG_LINKINDEX_INVALIDCHARS))return s=t.metadataCache.getFirstLinkpathDest(e,n?n.file.path:""),[s,e,o];new obsidian_module.Notice(t$d("FILENAME_INVALID_CHARS"),4e3)}}const templatePromt=async(e,t)=>1===e.length?e[0]:(await linkPrompt(e.map((e=>`[[${e.path}|${e.name}]]`)).join(" "),t,void 0,t$d("PROMPT_SELECT_TEMPLATE"))??[null,null,null])[0];function updateElementIdsInScene({elements:e},t,n){if("text"===t.type){const r=t;r.containerId&&e.find((e=>e.id===r.containerId)).boundElements?.filter((e=>e.id===r.id)).forEach((e=>{e.id=n}))}t.boundElements?.length>0&&t.boundElements.forEach((r=>{const i=e.find((e=>e.id===r.id));if(i.boundElements?.filter((e=>e.id===t.id)).forEach((e=>{e.id=n})),"text"===i.type&&(i.containerId=n),"arrow"===i.type){const e=i;e.startBinding?.elementId===t.id&&(e.startBinding.elementId=n),e.endBinding?.elementId===t.id&&(e.endBinding.elementId=n)}})),"frame"===t.type&&e.filter((e=>e.frameId===t.id)).forEach((e=>{e.frameId=n})),t.id=n}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_TAGS={EXPR:/(#[\p{Letter}\p{Emoji_Presentation}\p{Number}\/_-]+)/gu,getResList:e=>{const t=e.matchAll(REGEX_TAGS.EXPR);let n;const r=[];for(;!(n=t.next()).done;)r.push(n);return r},getTag:e=>e.value[1],isTag:e=>e.value[1]?.startsWith("#")},REGEX_LINK={EXPR:/(!)?(\[\[([^|\]]+)\|?([^\]]+)?]]|\[([^\]]*)]\(((?:[^\(\)]|\([^\(\)]*\))*)\))(\{(\d+)\})?/g,getResList:e=>{const t=e.matchAll(REGEX_LINK.EXPR);let n;const r=[];for(;!(n=t.next()).done;)r.push(n);return r},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,t)=>{const n=parseInt(e.value[8]);return isNaN(n)?t>0?t:null:n}},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 t,n=e.matchAll(DRAWING_COMPRESSED_REG);return t=n.next(),t.done&&(n=e.matchAll(DRAWING_COMPRESSED_REG_FALLBACK),t=n.next()),t.value&&t.value.length>1?[decompress(t.value[2]),t]:[null,t]},changeThemeOfExcalidrawMD=e=>{const t=isCompressedMD(e);let n=t?getDecompressedScene(e)[0]:e;return n?(isObsidianThemeDark?1===(n.match(/"theme"\s*:\s*"light"\s*,/g)||[]).length&&(n=n.replace(/"theme"\s*:\s*"light"\s*,/,'"theme": "dark",')):1===(n.match(/"theme"\s*:\s*"dark"\s*,/g)||[]).length&&(n=n.replace(/"theme"\s*:\s*"dark"\s*,/,'"theme": "light",')),t?e.replace(DRAWING_COMPRESSED_REG,`$1${compress(n)}$3`):n):e};function getJSON(e){let t,n;if(isCompressedMD(e)){const[t,n]=getDecompressedScene(e);return t?{scene:t.substring(0,t.lastIndexOf("}")+1),pos:n.value.index}:{scene:e,pos:n.value?n.value.index:0}}if(t=e.matchAll(DRAWING_REG),n=t.next(),n.done&&(t=e.matchAll(DRAWING_REG_FALLBACK),n=t.next()),n.value&&n.value.length>1){const e=n.value[2];return{scene:e.substr(0,e.lastIndexOf("}")+1),pos:n.value.index}}return{scene:e,pos:n.value?n.value.index:0}}async function getMarkdownDrawingSectionAsync(e,t){return t?`## Drawing\n\`\`\`compressed-json\n${await compressAsync(e)}\n\`\`\`\n%%`:`## Drawing\n\`\`\`json\n${e}\n\`\`\`\n%%`}function getMarkdownDrawingSection(e,t){return t?`## Drawing\n\`\`\`compressed-json\n${compress(e)}\n\`\`\`\n%%`:`## Drawing\n\`\`\`json\n${e}\n\`\`\`\n%%`}const RE_EXCALIDRAWDATA_WITHSECTION_OK=/^(#\n+)%%\n+# Excalidraw Data(?:\n|$)/m,RE_EXCALIDRAWDATA_WITHSECTION_NOTOK=/#\n+%%\n+# Excalidraw Data(?:\n|$)/m,RE_EXCALIDRAWDATA_NOSECTION_OK=/^(%%\n+)?# Excalidraw Data(?:\n|$)/m,RE_TEXTELEMENTS_WITHSECTION_OK=/^#\n+%%\n+##? Text Elements(?:\n|$)/m,RE_TEXTELEMENTS_WITHSECTION_NOTOK=/#\n+%%\n+##? Text Elements(?:\n|$)/m,RE_TEXTELEMENTS_NOSECTION_OK=/^(%%\n+)?##? Text Elements(?:\n|$)/m,RE_EXCALIDRAWDATA_FALLBACK_1=/(.*)%%\n+# Excalidraw Data(?:\n|$)/m,RE_EXCALIDRAWDATA_FALLBACK_2=/(.*)# Excalidraw Data(?:\n|$)/m,RE_TEXTELEMENTS_FALLBACK_1=/(.*)%%\n+##? Text Elements(?:\n|$)/m,RE_TEXTELEMENTS_FALLBACK_2=/(.*)##? Text Elements(?:\n|$)/m,RE_DRAWING=/^(%%\n+)?##? Drawing\n/m,getExcalidrawMarkdownHeaderSection=(e,t)=>{const n=e.search(RE_DRAWING);n>0&&(e=e.substring(0,n));const r=e.match(RE_EXCALIDRAWDATA_WITHSECTION_OK);let i=r?.index??-1,a=!1;if(i>0&&(i+=r[1].length),-1===i&&(i=e.search(RE_EXCALIDRAWDATA_WITHSECTION_NOTOK),i>0&&(a=!0)),-1===i&&(i=e.search(RE_EXCALIDRAWDATA_NOSECTION_OK)),-1===i){const t=e.match(RE_EXCALIDRAWDATA_FALLBACK_1);t&&Boolean(t[1])&&(i=t.index+t[1].length)}if(-1===i){const t=e.match(RE_EXCALIDRAWDATA_FALLBACK_2);t&&Boolean(t[1])&&(i=t.index+t[1].length)}if(-1===i&&(i=e.search(RE_TEXTELEMENTS_WITHSECTION_OK),i>0&&(i+=2)),-1===i&&(i=e.search(RE_TEXTELEMENTS_WITHSECTION_NOTOK),i>0&&(a=!0)),-1===i&&(i=e.search(RE_TEXTELEMENTS_NOSECTION_OK)),-1===i){const t=e.match(RE_TEXTELEMENTS_FALLBACK_1);t&&Boolean(t[1])&&(i=t.index+t[1].length)}if(-1===i){const t=e.match(RE_TEXTELEMENTS_FALLBACK_2);t&&Boolean(t[1])&&(i=t.index+t[1].length)}if(-1===i&&n>0&&(i=n),-1===i)return e.endsWith("\n")?e:e+"\n";let o=updateFrontmatterInString(e.substring(0,i),t);return a?o+"\n#\n":o.endsWith("\n")?o:o+"\n"};class ExcalidrawData{plugin;textElements=null;scene=null;deletedElements=[];file=null;app;showLinkBrackets;linkPrefix;embeddableTheme="auto";urlPrefix;autoexportPreference=AutoexportPreference.inherit;textMode=TextMode.raw;loaded=!1;elementLinks=null;files=null;equations=null;mermaids=null;compatibilityMode=!1;textElementCommentedOut=!1;selectedElementIds={};constructor(e){this.plugin=e,this.app=this.plugin.app,this.files=new Map,this.equations=new Map,this.mermaids=new Map}destroy(){this.textElements=null,this.scene=null,this.deletedElements=[],this.file=null,this.app=null,this.showLinkBrackets=null,this.linkPrefix=null,this.embeddableTheme=null,this.urlPrefix=null,this.autoexportPreference=null,this.textMode=null,this.loaded=!1,this.elementLinks=null,this.files=null,this.equations=null,this.mermaids=null,this.compatibilityMode=null,this.textElementCommentedOut=null,this.selectedElementIds=null}initializeNonInitializedFields(){if(!this.scene||!this.scene.elements)return;const e=this.scene.source.split("https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/")[1]??"1.8.16",t=this.scene.elements;for(const e of t){if("iframe"!==e.type||e.customData||(e.type="embeddable"),e.boundElements){const n=new Map;let r=!1;e.boundElements.forEach((e=>{if("text"===e.type)if(r){const n=t.find((t=>t.id===e.id));n&&(n.containerId=null)}else n.set(e.id,e.type),r=!0;else n.set(e.id,e.type)}));const i=Array.from(n,(([e,t])=>({id:e,type:t})));i.length!==e.boundElements.length&&(e.boundElements=i)}e.boundElementIds&&(e.boundElements||(e.boundElements=[]),e.boundElements=e.boundElements.concat(e.boundElementIds.map((e=>({type:"arrow",id:e})))),delete e.boundElementIds),"text"!==e.type||e.containerId||(e.containerId=null),null===e.x&&(e.x=0),null===e.y&&(e.y=0),null===e.startBinding?.focus&&(e.startBinding.focus=0),null===e.endBinding?.focus&&(e.endBinding.focus=0),null===e.fontSize&&(e.fontSize=20),"text"!==e.type||e.hasOwnProperty("autoResize")||(e.autoResize=!0),"text"!==e.type||e.hasOwnProperty("lineHeight")||(e.lineHeight=getLineHeight(e.fontFamily)),"image"!==e.type||e.hasOwnProperty("roundness")||(e.roundness=null)}try{t.filter((e=>"text"===e.type&&e.containerId&&t.some((t=>t.id===e.containerId&&t.boundElements.length>0&&t.boundElements.some((t=>"text"===t.type&&t.id!==e.id&&t.id.length>8)))))).forEach((e=>{try{const n=t.filter((t=>t.id===e.containerId))[0],r=n.boundElements.filter((e=>!("text"===e.type&&!t.some((t=>t.id===e.id)))));n.boundElements=[{id:e.id,type:"text"}].concat(r)}catch(e){}}));const n=!isVersionNewerThanOther(e,"1.8.16");t.filter((e=>e.boundElements&&e.boundElements.length>0)).forEach((e=>{n&&!e.customData?.legacyTextWrap&&addAppendUpdateCustomData(e,{legacyTextWrap:!0});const r=e.boundElements.filter((e=>t.some((t=>t.id===e.id))));r.length!==e.boundElements.length&&(e.boundElements=r)})),t.filter((e=>"text"===e.type&&e.containerId&&!t.some((t=>t.id===e.containerId)))).forEach((e=>{e.containerId=null}))}catch{}}async loadData(e,t,n){if(!t)return!1;if(this.loaded=!1,this.selectedElementIds={},this.textElements=new Map,this.elementLinks=new Map,this.file!==t&&(this.files.clear(),this.equations.clear(),this.mermaids.clear()),this.file=t,this.compatibilityMode=!1,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.setAutoexportPreferences(),this.setembeddableThemePreference(),this.scene=null,this.plugin.settings.syncExcalidraw){const e=`${t.path.substring(0,t.path.lastIndexOf(".md"))}.excalidraw`,n=this.app.vault.getAbstractFileByPath(e);if(n&&n instanceof obsidian_module.TFile&&n.stat.mtime>t.stat.mtime){const e=await this.app.vault.read(n);this.scene=JSON.parse(e)}}let r=null;if(r=(()=>{const t=getJSON(e);if(-1===t.pos)throw new Error("Excalidraw JSON not found in the file");return this.scene||(this.scene=JSON_parse(t.scene)),t})(),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.scene.appState.hasOwnProperty("previousGridSize")&&(null===this.scene.appState.gridSize?(this.scene.appState.gridSize=this.scene.appState.previousGridSize,this.scene.appState.gridModeEnabled=!1):this.scene.appState.gridModeEnabled=!0,delete this.scene.appState.previousGridSize),this.scene.appState?.gridColor?.hasOwnProperty("MajorGridFrequency")&&(this.scene.appState.gridColor.MajorGridFrequency>1&&(this.scene.gridStep=this.scene.appState.gridColor.MajorGridFrequency),delete this.scene.appState.gridColor.MajorGridFrequency),this.scene?.elements?.some((e=>"iframe"===e.type&&!e.customData))){const e=new ConfirmationPrompt(this.plugin,"This file contains embedded frames which will be migrated to a newer version for compatibility with <a href='https://excalidraw.com'>excalidraw.com</a>.<br>🔄 If you're using Obsidian on multiple devices, you may proceed now, but please, before opening this file on your other devices, update Excalidraw on those as well.<br>🔍 More info is available <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.9.9'>here</a>.<br>🌐 <a href='https://translate.google.com/?sl=en&tl=zh-CN&text=This%20file%20contains%20embedded%20frames%20which%20will%20be%20migrated%20to%20a%20newer%20version%20for%20compatibility%20with%20excalidraw.com.%0A%0AIf%20you%27re%20using%20Obsidian%20on%20multiple%20devices%2C%20you%20may%20proceed%20now%2C%20but%20please%2C%20before%20opening%20this%20file%20on%20your%20other%20devices%2C%20update%20Excalidraw%20on%20those%20as%20well.%0A%0AMore%20info%20is%20available%20here%3A%20https%3A%2F%2Fgithub.com%2Fzsviczian%2Fobsidian-excalidraw-plugin%2Freleases%2Ftag%2F1.9.9%27%3Ehere%3C%2Fa%3E.&op=translate'>Translate</a>.");if(e.contentEl.focus(),!await e.waitForClose)throw new Error("iframe conversion canceled")}this.initializeNonInitializedFields();let i=(e=e.substring(0,r.pos)).search(RE_EXCALIDRAWDATA_NOSECTION_OK);if(-1===i&&(i=e.search(RE_EXCALIDRAWDATA_FALLBACK_2)),-1===i&&(i=e.search(RE_TEXTELEMENTS_NOSECTION_OK)),-1===i&&(i=e.search(RE_TEXTELEMENTS_FALLBACK_2)),-1===i)return await this.setTextMode(n,!1),this.loaded=!0,!0;const a=(e=e.slice(i)).match(/^((%%\n*)?# Excalidraw Data\n## Text Elements(?:\n|$))/m)??e.match(/^((%%\n*)?##? Text Elements(?:\n|$))/m),o=a?a[0]:e.match(/(.*##? Text Elements(?:\n|$))/m)[0];let s;e=e.slice(o.length),this.textElementCommentedOut=o.startsWith("%%\n"),i=0;const l=new Map,c=e.indexOf("## Element Links\n"),d=e.indexOf("# Element Links\n"),T=(c>-1?e.substring(c+17):e.substring(d+16)).matchAll(/^(.{8}):\s*(.*)$/gm);for(;!(s=T.next()).done;)l.set(s.value[1],s.value[2]);const u=/^%%\*\*\*>>>text element-link:(\[\[[^<*\]]*]])<<<\*\*\*%%/gm;let Q=e.matchAll(/\s\^(.{8})[\n]+/g);for(;!(s=Q.next()).done;){let t=e.substring(i,s.value.index);const n=s.value[1],r=this.scene.elements.filter((e=>e.id===n))[0];if(r)if("text"!==r.type)r.link!==t&&(r.link=t,r.version++,r.versionNonce++),this.elementLinks.set(n,t);else{const e=t.matchAll(u).next();e.done||(t=t.replace(u,""),r.link=e.value[1]),l.has(n)&&(r.link=l.get(n),l.delete(n));const i=await this.parse(t);r.rawText=t,this.textElements.set(n,{raw:t,parsed:i.parsed}),i.link&&(r.link=i.link),!r||r.rawText&&""!==r.rawText||(r.rawText=t)}i=s.value.index+12}for(const[e,t]of l){const n=this.scene.elements.filter((t=>t.id===e))[0];n&&(n.link=t,n.version++,n.versionNonce++,this.elementLinks.set(e,t))}const p=e.indexOf("## Embedded Files\n"),h=e.indexOf("# Embedded files\n");if(p>-1||h>-1){const t=/([\w\d]*):\s*\!?\[\[([^\]]*)]]\s*(\{[^}]*})?\n/gm;for(Q=(e=p>-1?e.substring(p+18):e.substring(h+17)).matchAll(t);!(s=Q.next()).done;){const e=new EmbeddedFile(this.plugin,this.file.path,s.value[2],s.value[3]);this.setFile(s.value[1],e)}const n=/([\w\d]*):\s*((?:https?|file|ftps?):\/\/[^\s]*)\n/gm;for(Q=e.matchAll(n);!(s=Q.next()).done;){const e=new EmbeddedFile(this.plugin,null,s.value[2]);this.setFile(s.value[1],e)}const r=/([\w\d]*):\s*\$\$([\s\S]*?)(\$\$\s*\n)/gm;for(Q=e.matchAll(r);!(s=Q.next()).done;)this.setEquation(s.value[1],{latex:s.value[2],isLoaded:!1});const i=getMermaidImageElements(this.scene.elements);i.length>0&&!shouldRenderMermaid()?new obsidian_module.Notice("Mermaid images are only supported in Obsidian 1.4.14 and above. Please update Obsidian to see the mermaid images in this drawing. Obsidian mobile 1.4.14 currently only avaiable to Obsidian insiders",5e3):i.forEach((e=>this.setMermaid(e.fileId,{mermaid:getMermaidText(e),isLoaded:!1})))}return this.findNewTextElementsInScene(),this.findNewElementLinksInScene(),await this.setTextMode(n,!0),this.loaded=!0,!0}async loadLegacyData(e,t){return!!t&&(this.loaded=!1,this.selectedElementIds={},this.compatibilityMode=!0,this.file=t,this.textElements=new Map,this.elementLinks=new Map,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.setembeddableThemePreference(),this.scene=JSON.parse(e),this.scene.files||(this.scene.files={}),this.initializeNonInitializedFields(),this.plugin.settings.matchThemeAlways&&(this.scene.appState.theme=isObsidianThemeDark()?"dark":"light"),this.files.clear(),this.equations.clear(),this.mermaids.clear(),this.findNewTextElementsInScene(),this.findNewElementLinksInScene(),await this.setTextMode(TextMode.raw,!0),this.loaded=!0,!0)}async setTextMode(e,t=!1){this.scene&&(this.textMode=e,await this.updateSceneTextElements(t))}async updateSceneTextElements(e=!1){const t=arrayToMap(this.scene.elements),n=this.scene.elements?.filter((e=>"text"===e.type&&!e.isDeleted));for(const e of n){const n=getContainerElement(e,t),r=await this.getText(e.id)??e.originalText??e.text,{text:i,x:a,y:o,width:s,height:l}=refreshTextDimensions(e,n,t,r);try{e.originalText=r,e.text=i,e.x=a,e.y=o,e.width=s,e.height=l}catch(e){}}}async getText(e){const t=this.textElements.get(e);return t?this.textMode===TextMode.parsed?(t.parsed||this.textElements.set(e,{raw:t.raw,parsed:(await this.parse(t.raw)).parsed}),t.parsed):t.raw:null}findNewElementLinksInScene(){let e=!1;const t=this.scene.elements?.filter((e=>"text"!==e.type&&e.link&&!this.elementLinks.has(e.id)));if(0===t.length)return e;let n;for(const r of t)n=r.id,r.id.length>8&&(e=!0,n=nanoid(),updateElementIdsInScene(this.scene,r,n)),this.elementLinks.set(n,r.link);return e}findNewTextElementsInScene(e={}){this.selectedElementIds=e;const t=this.scene.elements?.filter((e=>"text"===e.type));let n,r=!1;for(const e of t)if(n=e.id,e.id.length>8){if(r=!0,n=nanoid(),this.selectedElementIds[e.id]&&(delete this.selectedElementIds[e.id],this.selectedElementIds[n]=!0),updateElementIdsInScene(this.scene,e,n),this.textElements.has(e.id)){const t=this.textElements.get(e.id);this.textElements.set(n,{raw:t.raw,parsed:t.parsed}),this.textElements.delete(e.id)}if(!this.textElements.has(n)){const t=e.rawText&&""!==e.rawText?e.rawText:e.text;this.textElements.set(n,{raw:t,parsed:null}),this.parseasync(n,t)}}else if(!this.textElements.has(e.id)){const t=e.rawText&&""!==e.rawText?e.rawText:e.text;this.textElements.set(n,{raw:t,parsed:null}),this.parseasync(n,t)}return r}updateElementLinksFromScene(){for(const e of this.elementLinks.keys()){const t=this.scene.elements?.filter((t=>"text"!==t.type&&t.id===e&&t.link));0===t.length?this.elementLinks.delete(e):this.elementLinks.set(e,t[0].link)}}async updateTextElementsFromScene(){for(const e of this.textElements.keys()){const t=this.scene.elements?.filter((t=>"text"===t.type&&t.id===e));if(0===t.length)this.textElements.delete(e);else{const n=await this.getText(e),r=this.scene.prevTextMode===TextMode.parsed?t[0].rawText:t[0].originalText??t[0].text;n!==(t[0].originalText??t[0].text)&&this.textElements.set(e,{raw:r,parsed:(await this.parse(r)).parsed})}}}async parseasync(e,t){this.textElements.set(e,{raw:t,parsed:(await this.parse(t)).parsed})}parseLinks(e,t,n){return e.substring(t,n.value.index)+(this.showLinkBrackets?"[[":"")+REGEX_LINK.getAliasOrLink(n)+(this.showLinkBrackets?"]]":"")}async getTransclusion(e){const t=getLinkParts(e,this.file),n=this.app.metadataCache.getFirstLinkpathDest(t.path,this.file.path);return await getTransclusion(t,this.app,n,this.plugin.settings.pageTransclusionCharLimit)}async parse(e){e=this.parseCheckbox(e);let t="",n=null,r=0;const i=REGEX_LINK.getRes(e);let a,o=!1,s=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(n=e,s=!0);!(a=i.next()).done;){if(!n){const e=REGEX_LINK.getLink(a);n=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}if(REGEX_LINK.isTransclusion(a)){let n=this.parseCheckbox((await this.getTransclusion(REGEX_LINK.getLink(a))).contents).replaceAll(/%%[^%]*%%/gm,"");this.plugin.settings.removeTransclusionQuoteSigns&&(n=n.replaceAll(/\n\s*>\s?/gm,"\n")),t+=e.substring(r,a.value.index)+wrapTextAtCharLength(n,REGEX_LINK.getWrapLength(a,this.plugin.settings.wordWrappingDefault),this.plugin.settings.forceWrap)}else{const n=this.parseLinks(e,r,a);if(n&&(t+=n,!s&&!o)){const e=REGEX_LINK.getLink(a);e.match(REG_LINKINDEX_HYPERLINK)?s=!e.startsWith("cmd://"):o=!0}}r=a.value.index+a.value[0].length}return t+=e.substring(r,e.length),o&&(t=this.linkPrefix+t),s&&(t=this.urlPrefix+t),{parsed:t,link:n}}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${this.plugin.settings.done} `):e}quickParse(e){if((e=>{const t=REGEX_LINK.getRes(e);let n;for(;!(n=t.next()).done;)if(REGEX_LINK.isTransclusion(n))return!0;return!1})(e))return[null,null];e=this.parseCheckbox(e);let t="",n=null,r=0;const i=REGEX_LINK.getRes(e);let a,o=!1,s=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(n=e,s=!0);!(a=i.next()).done;){if(!n){const e=REGEX_LINK.getLink(a);n=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}const i=this.parseLinks(e,r,a);if(i&&(t+=i,!s&&!o)){const e=REGEX_LINK.getLink(a);e.match(REG_LINKINDEX_HYPERLINK)?s=!e.startsWith("cmd://"):o=!0}r=a.value.index+a.value[0].length}return t+=e.substring(r,e.length),o&&(t=this.linkPrefix+t),s&&(t=this.urlPrefix+t),[t,n]}disableCompression=!1;generateMDBase(e=[]){let t=this.textElementCommentedOut?"%%\n":"";t+="# Excalidraw Data\n## Text Elements\n",this.plugin.settings.addDummyTextElement&&(t+="\n^_dummy!_\n\n");const n=new Map;for(const e of this.textElements.keys()){const r=this.scene.elements.filter((t=>t.id===e));let i=this.textElements.get(e).raw;r&&1===r.length&&r[0].link&&r[0].rawText===r[0].originalText&&n.set(e,r[0].link),t+=`${i} ^${e}\n\n`}if(this.elementLinks.size>0||n.size>0){t+="## Element Links\n";for(const e of this.elementLinks.keys())t+=`${e}: ${this.elementLinks.get(e)}\n\n`;for(const e of n.keys())t+=`${e}: ${n.get(e)}\n\n`}if(t+=this.equations.size>0||this.files.size>0?"## Embedded Files\n":"",this.equations.size>0)for(const e of this.equations.keys())t+=`${e}: $$${this.equations.get(e).latex}$$\n\n`;if(this.files.size>0)for(const e of this.files.keys()){const n=/(^[^#\|]*)/,r=this.files.get(e);r.isHyperLink||r.isLocalLink?t+=`${e}: ${r.hyperlink}\n\n`:t+=`${e}: [[${r.file?r.linkParts.original.replace(n,this.app.metadataCache.fileToLinktext(r.file,this.file.path)):r.linkParts.original}]]${r.colorMap?" "+JSON.stringify(r.colorMap):""}\n\n`}return{outString:t,sceneJSONstring: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")}}async generateMDAsync(e=[]){const{outString:t,sceneJSONstring:n}=this.generateMDBase(e);return t+(this.textElementCommentedOut?"":"%%\n")+await getMarkdownDrawingSectionAsync(n,!this.disableCompression&&this.plugin.settings.compress)}generateMDSync(e=[]){const{outString:t,sceneJSONstring:n}=this.generateMDBase(e);return t+(this.textElementCommentedOut?"":"%%\n")+getMarkdownDrawingSection(n,!this.disableCompression&&this.plugin.settings.compress)}async saveDataURLtoVault(e,t,n,r){const i=this.scene;let a=r;if(!a)switch(a=`Pasted Image ${window.moment().format("YYYYMMDDHHmmss_SSS")}`,t){case"image/png":default:a+=".png";break;case"image/jpeg":a+=".jpg";break;case"image/svg+xml":a+=".svg";break;case"image/gif":a+=".gif"}const o=await getAttachmentsFolderAndFilePath(this.app,this.file.path,a),s=getNewUniqueFilepath(this.app.vault,a,o.folder),l=await getBinaryFileFromDataURL(e);if(!l)return null;const c=await this.app.vault.createBinary(s,l),d=new EmbeddedFile(this.plugin,this.file.path,s);return d.setImage(e,t,{height:0,width:0},"dark"===i.appState?.theme,"image/svg+xml"===t),this.setFile(n,d),c}async syncFiles(){let e=!1;const t=this.scene,n=t.elements.filter((e=>"image"===e.type)),r=n.map((e=>e.fileId));if(this.files.forEach(((t,n)=>{r.contains(n)||(this.files.delete(n),e=!0)})),this.equations.forEach(((t,n)=>{r.contains(n)||(this.equations.delete(n),e=!0)})),this.mermaids.forEach(((t,n)=>{r.contains(n)||(this.mermaids.delete(n),e=!0)})),!t.files||0===Object.keys(t.files).length)return!1;const i=new Set;r.forEach(((r,a)=>{if(i.has(r)){const o=this.getFile(r),s=this.getEquation(r),l=this.getMermaid(r);if(o&&(o.isHyperLink||o.isLocalLink||o.file&&("md"!==o.file.extension||this.plugin.isExcalidrawFile(o.file))))return;if(l)return;if(getMermaidText(n[a]))return void this.setMermaid(r,{mermaid:getMermaidText(n[a]),isLoaded:!0});if(!o&&!s&&!l)return;const c=fileid();t.elements.filter((e=>e.fileId===r)).sort(((e,t)=>e.updated<t.updated?1:-1))[0].fileId=c,e=!0,i.add(c),o&&this.setFile(c,new EmbeddedFile(this.plugin,this.file.path,o.linkParts.original)),s&&this.setEquation(c,{latex:s.latex,isLoaded:!1})}i.add(r)}));for(const n of Object.keys(t.files)){const r=getMermaidImageElements(t.elements.filter((e=>e.fileId===n)));this.hasFile(n)||this.hasEquation(n)||this.hasMermaid(n)||r.length>0||(e=!0,await this.saveDataURLtoVault(t.files[n].dataURL,t.files[n].mimeType,n,t.files[n].name))}return e}async syncElements(e,t){this.scene=e;let n=!1;return this.compatibilityMode||(n=await this.syncFiles(),this.scene.files={}),this.updateElementLinksFromScene(),n=n||this.setLinkPrefix()||this.setUrlPrefix()||this.setShowLinkBrackets()||this.findNewElementLinksInScene(),await this.updateTextElementsFromScene(),n||this.findNewTextElementsInScene(t)}async updateScene(e){this.scene=JSON_parse(e),this.updateElementLinksFromScene();const t=this.setLinkPrefix()||this.setUrlPrefix()||this.setShowLinkBrackets()||this.setembeddableThemePreference()||this.findNewElementLinksInScene();return await this.updateTextElementsFromScene(),!(!t&&!this.findNewTextElementsInScene()||(await this.updateSceneTextElements(),0))}getRawText(e){return this.textElements.get(e)?.raw}getParsedText(e){const t=this.textElements.get(e);return t?t.parsed:null}setTextElement(e,t,n){const[r,i]=this.quickParse(t);return r?(this.textElements.set(e,{raw:t,parsed:r}),[r,i]):(this.parse(t).then((r=>{const i=r.parsed;this.textElements.set(e,{raw:t,parsed:i}),i&&n(i)})),[null,null])}async addTextElement(e,t,n){const r=await this.parse(n);return this.textElements.set(e,{raw:n,parsed:r.parsed}),{parseResult:r.parsed,link:r.link}}deleteTextElement(e){this.textElements.delete(e)}getOpenMode(){const e=this.app.metadataCache.getFileCache(this.file);let t="view-mobile"===this.plugin.settings.defaultMode?DEVICE.isPhone?"view":"normal":this.plugin.settings.defaultMode;switch(e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS["default-mode"].name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS["default-mode"].name]&&(t=e.frontmatter[FRONTMATTER_KEYS["default-mode"].name]),t){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 t=this.plugin.settings.linkOpacity;return e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS["linkbutton-opacity"].name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS["linkbutton-opacity"].name]&&(t=e.frontmatter[FRONTMATTER_KEYS["linkbutton-opacity"].name]),t}getOnLoadScript(){const e=this.app.metadataCache.getFileCache(this.file);return e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS["onload-script"].name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS["onload-script"].name]?e.frontmatter[FRONTMATTER_KEYS["onload-script"].name]:null}setLinkPrefix(){const e=this.linkPrefix,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&void 0!==t.frontmatter[FRONTMATTER_KEYS["link-prefix"].name]?this.linkPrefix=t.frontmatter[FRONTMATTER_KEYS["link-prefix"].name]??"":this.linkPrefix=this.plugin.settings.linkPrefix,e!==this.linkPrefix}setUrlPrefix(){const e=this.urlPrefix,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&void 0!==t.frontmatter[FRONTMATTER_KEYS["url-prefix"].name]?this.urlPrefix=t.frontmatter[FRONTMATTER_KEYS["url-prefix"].name]??"":this.urlPrefix=this.plugin.settings.urlPrefix,e!==this.urlPrefix}setAutoexportPreferences(){const e=this.app.metadataCache.getFileCache(this.file);if(e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS.autoexport.name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS.autoexport.name])switch(e.frontmatter[FRONTMATTER_KEYS.autoexport.name].toLowerCase()){case"none":this.autoexportPreference=AutoexportPreference.none;break;case"both":this.autoexportPreference=AutoexportPreference.both;break;case"png":this.autoexportPreference=AutoexportPreference.png;break;case"svg":this.autoexportPreference=AutoexportPreference.svg;break;default:this.autoexportPreference=AutoexportPreference.inherit}else this.autoexportPreference=AutoexportPreference.inherit}setembeddableThemePreference(){const e=this.embeddableTheme,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&null!==t.frontmatter[FRONTMATTER_KEYS["embeddable-theme"].name]&&void 0!==t.frontmatter[FRONTMATTER_KEYS["embeddable-theme"].name]?(this.embeddableTheme=t.frontmatter[FRONTMATTER_KEYS["embeddable-theme"].name].toLowerCase(),EMBEDDABLE_THEME_FRONTMATTER_VALUES.includes(this.embeddableTheme)||(this.embeddableTheme="default")):t?.frontmatter&&null!==t.frontmatter[FRONTMATTER_KEYS["iframe-theme"].name]&&void 0!==t.frontmatter[FRONTMATTER_KEYS["iframe-theme"].name]?(this.embeddableTheme=t.frontmatter[FRONTMATTER_KEYS["iframe-theme"].name].toLowerCase(),EMBEDDABLE_THEME_FRONTMATTER_VALUES.includes(this.embeddableTheme)||(this.embeddableTheme="default")):this.embeddableTheme=this.plugin.settings.iframeMatchExcalidrawTheme?"auto":"default",e!==this.embeddableTheme}setShowLinkBrackets(){const e=this.showLinkBrackets,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&null!==t.frontmatter[FRONTMATTER_KEYS["link-brackets"].name]&&void 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e=[],t=arguments.length;t--;)e[t]=arguments[t];var n=Fn(e,"rgb"),r=n[0],i=n[1],a=n[2],o=[Zn(r/255),Zn(i/255),Zn(a/255)],s=o[0],l=o[1],c=o[2],d=Bn(.4122214708*s+.5363325363*l+.0514459929*c),T=Bn(.2119034982*s+.6806995451*l+.1073969566*c),u=Bn(.0883024619*s+.2817188376*l+.6299787005*c);return[.2104542553*d+.793617785*T-.0040720468*u,1.9779984951*d-2.428592205*T+.4505937099*u,.0259040371*d+.7827717662*T-.808675766*u]};function Zn(e){var t=Math.abs(e);return t<.04045?e/12.92:(Un(e)||1)*Gn((t+.055)/1.055,2.4)}var zn=d.unpack,qn=Math.pow,Xn=Math.sign,Kn=function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];var n=(e=zn(e,"lab"))[0],r=e[1],i=e[2],a=qn(n+.3963377774*r+.2158037573*i,3),o=qn(n-.1055613458*r-.0638541728*i,3),s=qn(n-.0894841775*r-1.291485548*i,3);return[255*Yn(4.0767416621*a-3.3077115913*o+.2309699292*s),255*Yn(-1.2684380046*a+2.6097574011*o-.3413193965*s),255*Yn(-.0041960863*a-.7034186147*o+1.707614701*s),e.length>3?e[3]:1]};function Yn(e){var t=Math.abs(e);return t>.0031308?(Xn(e)||1)*(1.055*qn(t,1/2.4)-.055):12.92*e}var Jn=d.unpack,er=d.type,tr=b,nr=f,rr=T,ir=Wn;nr.prototype.oklab=function(){return ir(this._rgb)},tr.oklab=function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];return new(Function.prototype.bind.apply(nr,[null].concat(e,["oklab"])))},rr.format.oklab=Kn,rr.autodetect.push({p:3,test:function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];if(e=Jn(e,"oklab"),"array"===er(e)&&3===e.length)return"oklab"}});var ar=d.unpack,or=Wn,sr=Ft,lr=function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];var n=ar(e,"rgb"),r=n[0],i=n[1],a=n[2],o=or(r,i,a),s=o[0],l=o[1],c=o[2];return sr(s,l,c)},cr=d.unpack,dr=Kt,Tr=Kn,ur=function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];var n=(e=cr(e,"lch"))[0],r=e[1],i=e[2],a=dr(n,r,i),o=a[0],s=a[1],l=a[2],c=Tr(o,s,l);return[c[0],c[1],c[2],e.length>3?e[3]:1]},Qr=d.unpack,pr=d.type,hr=b,mr=f,fr=T,gr=lr;mr.prototype.oklch=function(){return gr(this._rgb)},hr.oklch=function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];return new(Function.prototype.bind.apply(mr,[null].concat(e,["oklch"])))},fr.format.oklch=ur,fr.autodetect.push({p:3,test:function(){for(var e=[],t=arguments.length;t--;)e[t]=arguments[t];if(e=Qr(e,"oklch"),"array"===pr(e)&&3===e.length)return"oklch"}});var br=f,yr=d.type;br.prototype.alpha=function(e,t){return void 0===t&&(t=!1),void 0!==e&&"number"===yr(e)?t?(this._rgb[3]=e,this):new br([this._rgb[0],this._rgb[1],this._rgb[2],e],"rgb"):this._rgb[3]},f.prototype.clipped=function(){return this._rgb._clipped||!1};var _r=f,Lr=ft;_r.prototype.darken=function(e){void 0===e&&(e=1);var t=this.lab();return t[0]-=Lr.Kn*e,new _r(t,"lab").alpha(this.alpha(),!0)},_r.prototype.brighten=function(e){return void 0===e&&(e=1),this.darken(-e)},_r.prototype.darker=_r.prototype.darken,_r.prototype.brighter=_r.prototype.brighten,f.prototype.get=function(e){var t=e.split("."),n=t[0],r=t[1],i=this[n]();if(r){var a=n.indexOf(r)-("ok"===n.substr(0,2)?2:0);if(a>-1)return i[a];throw new Error("unknown channel "+r+" in mode "+n)}return i};var vr=f,wr=d.type,Er=Math.pow;vr.prototype.luminance=function(e){if(void 0!==e&&"number"===wr(e)){if(0===e)return new vr([0,0,0,this._rgb[3]],"rgb");if(1===e)return new vr([255,255,255,this._rgb[3]],"rgb");var t=this.luminance(),n=20,r=function(t,i){var a=t.interpolate(i,.5,"rgb"),o=a.luminance();return Math.abs(e-o)<1e-7||!n--?a:o>e?r(t,a):r(a,i)},i=(t>e?r(new vr([0,0,0]),this):r(this,new vr([255,255,255]))).rgb();return new vr(i.concat([this._rgb[3]]))}return xr.apply(void 0,this._rgb.slice(0,3))};var xr=function(e,t,n){return.2126*(e=Mr(e))+.7152*(t=Mr(t))+.0722*Mr(n)},Mr=function(e){return(e/=255)<=.03928?e/12.92:Er((e+.055)/1.055,2.4)},Sr={},Hr=f,Cr=d.type,Or=Sr,Ar=function(e,t,n){void 0===n&&(n=.5);for(var r=[],i=arguments.length-3;i-- >0;)r[i]=arguments[i+3];var a=r[0]||"lrgb";if(Or[a]||r.length||(a=Object.keys(Or)[0]),!Or[a])throw new Error("interpolation 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s=i.indexOf(a)-("ok"===i.substr(0,2)?2:0);if(s>-1){if("string"==Dr(t))switch(t.charAt(0)){case"+":case"-":o[s]+=+t;break;case"*":o[s]*=+t.substr(1);break;case"/":o[s]/=+t.substr(1);break;default:o[s]=+t}else{if("number"!==Dr(t))throw new Error("unsupported value for Color.set");o[s]=t}var l=new Rr(o,i);return n?(this._rgb=l._rgb,this):l}throw new Error("unknown channel "+a+" in mode "+i)}return o};var $r=f;Sr.rgb=function(e,t,n){var r=e._rgb,i=t._rgb;return new $r(r[0]+n*(i[0]-r[0]),r[1]+n*(i[1]-r[1]),r[2]+n*(i[2]-r[2]),"rgb")};var jr=f,Fr=Math.sqrt,Br=Math.pow;Sr.lrgb=function(e,t,n){var r=e._rgb,i=r[0],a=r[1],o=r[2],s=t._rgb,l=s[0],c=s[1],d=s[2];return new jr(Fr(Br(i,2)*(1-n)+Br(l,2)*n),Fr(Br(a,2)*(1-n)+Br(c,2)*n),Fr(Br(o,2)*(1-n)+Br(d,2)*n),"rgb")};var Gr=f;Sr.lab=function(e,t,n){var r=e.lab(),i=t.lab();return new Gr(r[0]+n*(i[0]-r[0]),r[1]+n*(i[1]-r[1]),r[2]+n*(i[2]-r[2]),"lab")};var Ur=f,Wr=function(e,t,n,r){var 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r("chain_close",{index:e})},chainAddHead:function(e,t){return r("chain_add_head",{index:e,pt:t})},chainAddTail:function(e,t){return r("chain_add_tail",{index:e,pt:t})},chainConnect:function(e,t){return r("chain_con",{index1:e,index2:t})},chainReverse:function(e){return r("chain_rev",{index:e})},chainJoin:function(e,t){return r("chain_join",{index1:e,index2:t})},done:function(){return r("done")}},e}var buildLog$1=BuildLog$1;function Epsilon$1(e){"number"!=typeof e&&(e=1e-10);var t={epsilon:function(t){return"number"==typeof t&&(e=t),e},pointAboveOrOnLine:function(t,n,r){var i=n[0],a=n[1],o=r[0],s=r[1],l=t[0];return(o-i)*(t[1]-a)-(s-a)*(l-i)>=-e},pointBetween:function(t,n,r){var i=t[1]-n[1],a=r[0]-n[0],o=t[0]-n[0],s=r[1]-n[1],l=o*a+i*s;return!(l<e||l-(a*a+s*s)>-e)},pointsSameX:function(t,n){return Math.abs(t[0]-n[0])<e},pointsSameY:function(t,n){return Math.abs(t[1]-n[1])<e},pointsSame:function(e,n){return t.pointsSameX(e,n)&&t.pointsSameY(e,n)},pointsCompare:function(e,n){return t.pointsSameX(e,n)?t.pointsSameY(e,n)?0:e[1]<n[1]?-1:1:e[0]<n[0]?-1:1},pointsCollinear:function(t,n,r){var i=t[0]-n[0],a=t[1]-n[1],o=n[0]-r[0],s=n[1]-r[1];return Math.abs(i*s-o*a)<e},linesIntersect:function(t,n,r,i){var a=n[0]-t[0],o=n[1]-t[1],s=i[0]-r[0],l=i[1]-r[1],c=a*l-o*s;if(Math.abs(c)<e)return!1;var d=t[0]-r[0],T=t[1]-r[1],u=(s*T-l*d)/c,Q=(a*T-o*d)/c,p={alongA:0,alongB:0,pt:[t[0]+u*a,t[1]+u*o]};return p.alongA=u<=-e?-2:u<e?-1:u-1<=-e?0:u-1<e?1:2,p.alongB=Q<=-e?-2:Q<e?-1:Q-1<=-e?0:Q-1<e?1:2,p},pointInsideRegion:function(t,n){for(var r=t[0],i=t[1],a=n[n.length-1][0],o=n[n.length-1][1],s=!1,l=0;l<n.length;l++){var c=n[l][0],d=n[l][1];d-i>e!=o-i>e&&(a-c)*(i-d)/(o-d)+c-r>e&&(s=!s),a=c,o=d}return s}};return t}var epsilon$1=Epsilon$1,LinkedList$1={create:function(){var e={root:{root:!0,next:null},exists:function(t){return null!==t&&t!==e.root},isEmpty:function(){return null===e.root.next},getHead:function(){return e.root.next},insertBefore:function(t,n){for(var r=e.root,i=e.root.next;null!==i;){if(n(i))return t.prev=i.prev,t.next=i,i.prev.next=t,void(i.prev=t);r=i,i=i.next}r.next=t,t.prev=r,t.next=null},findTransition:function(t){for(var n=e.root,r=e.root.next;null!==r&&!t(r);)n=r,r=r.next;return{before:n===e.root?null:n,after:r,insert:function(e){return e.prev=n,e.next=r,n.next=e,null!==r&&(r.prev=e),e}}}};return e},node:function(e){return e.prev=null,e.next=null,e.remove=function(){e.prev.next=e.next,e.next&&(e.next.prev=e.prev),e.prev=null,e.next=null},e}},linkedList=LinkedList$1,LinkedList=linkedList;function Intersecter$1(e,t,n){function r(e,t){return{id:n?n.segmentId():-1,start:e,end:t,myFill:{above:null,below:null},otherFill:null}}function i(e,t,r){return{id:n?n.segmentId():-1,start:e,end:t,myFill:{above:r.myFill.above,below:r.myFill.below},otherFill:null}}var a=LinkedList.create();function o(e,n){a.insertBefore(e,(function(r){return i=e.isStart,a=e.pt,o=n,s=r.isStart,l=r.pt,c=r.other.pt,(0!==(d=t.pointsCompare(a,l))?d:t.pointsSame(o,c)?0:i!==s?i?1:-1:t.pointAboveOrOnLine(o,s?l:c,s?c:l)?1:-1)<0;var i,a,o,s,l,c,d}))}function s(e,t){var n=function(e,t){var n=LinkedList.node({isStart:!0,pt:e.start,seg:e,primary:t,other:null,status:null});return o(n,e.end),n}(e,t);return function(e,t,n){var r=LinkedList.node({isStart:!1,pt:t.end,seg:t,primary:n,other:e,status:null});e.other=r,o(r,e.pt)}(n,e,t),n}function l(e,t){var r=i(t,e.seg.end,e.seg);return function(e,t){n&&n.segmentChop(e.seg,t),e.other.remove(),e.seg.end=t,e.other.pt=t,o(e.other,e.pt)}(e,t),s(r,e.primary)}function c(r,i){var o=LinkedList.create();function s(e){return o.findTransition((function(n){var r,i,a,o,s,l;return r=e,i=n.ev,a=r.seg.start,o=r.seg.end,s=i.seg.start,l=i.seg.end,(t.pointsCollinear(a,s,l)?t.pointsCollinear(o,s,l)||t.pointAboveOrOnLine(o,s,l)?1:-1:t.pointAboveOrOnLine(a,s,l)?1:-1)>0}))}function c(e,r){var i=e.seg,a=r.seg,o=i.start,s=i.end,c=a.start,d=a.end;n&&n.checkIntersection(i,a);var T=t.linesIntersect(o,s,c,d);if(!1===T){if(!t.pointsCollinear(o,s,c))return!1;if(t.pointsSame(o,d)||t.pointsSame(s,c))return!1;var u=t.pointsSame(o,c),Q=t.pointsSame(s,d);if(u&&Q)return r;var p=!u&&t.pointBetween(o,c,d),h=!Q&&t.pointBetween(s,c,d);if(u)return h?l(r,s):l(e,d),r;p&&(Q||(h?l(r,s):l(e,d)),l(r,o))}else 0===T.alongA&&(-1===T.alongB?l(e,c):0===T.alongB?l(e,T.pt):1===T.alongB&&l(e,d)),0===T.alongB&&(-1===T.alongA?l(r,o):0===T.alongA?l(r,T.pt):1===T.alongA&&l(r,s));return!1}for(var d=[];!a.isEmpty();){var T=a.getHead();if(n&&n.vert(T.pt[0]),T.isStart){n&&n.segmentNew(T.seg,T.primary);var u=s(T),Q=u.before?u.before.ev:null,p=u.after?u.after.ev:null;function t(){if(Q){var e=c(T,Q);if(e)return e}return!!p&&c(T,p)}n&&n.tempStatus(T.seg,!!Q&&Q.seg,!!p&&p.seg);var h,m,f=t();if(f)e?(m=null===T.seg.myFill.below||T.seg.myFill.above!==T.seg.myFill.below)&&(f.seg.myFill.above=!f.seg.myFill.above):f.seg.otherFill=T.seg.myFill,n&&n.segmentUpdate(f.seg),T.other.remove(),T.remove();if(a.getHead()!==T){n&&n.rewind(T.seg);continue}e?(m=null===T.seg.myFill.below||T.seg.myFill.above!==T.seg.myFill.below,T.seg.myFill.below=p?p.seg.myFill.above:r,T.seg.myFill.above=m?!T.seg.myFill.below:T.seg.myFill.below):null===T.seg.otherFill&&(h=p?T.primary===p.primary?p.seg.otherFill.above:p.seg.myFill.above:T.primary?i:r,T.seg.otherFill={above:h,below:h}),n&&n.status(T.seg,!!Q&&Q.seg,!!p&&p.seg),T.other.status=u.insert(LinkedList.node({ev:T}))}else{var g=T.status;if(null===g)throw new Error("PolyBool: Zero-length segment detected; your epsilon is probably too small or too large");if(o.exists(g.prev)&&o.exists(g.next)&&c(g.prev.ev,g.next.ev),n&&n.statusRemove(g.ev.seg),g.remove(),!T.primary){var b=T.seg.myFill;T.seg.myFill=T.seg.otherFill,T.seg.otherFill=b}d.push(T.seg)}a.getHead().remove()}return n&&n.done(),d}return e?{addRegion:function(e){for(var n,i=e[e.length-1],a=0;a<e.length;a++){n=i,i=e[a];var o=t.pointsCompare(n,i);0!==o&&s(r(o<0?n:i,o<0?i:n),!0)}},calculate:function(e){return c(e,!1)}}:{calculate:function(e,t,n,r){return e.forEach((function(e){s(i(e.start,e.end,e),!0)})),n.forEach((function(e){s(i(e.start,e.end,e),!1)})),c(t,r)}}}var intersecter=Intersecter$1;function SegmentChainer$1(e,t,n){var r=[],i=[];return e.forEach((function(e){var a=e.start,o=e.end;if(t.pointsSame(a,o))console.warn("PolyBool: Warning: Zero-length segment detected; your epsilon is probably too small or too large");else{n&&n.chainStart(e);for(var s={index:0,matches_head:!1,matches_pt1:!1},l={index:0,matches_head:!1,matches_pt1:!1},c=s,d=0;d<r.length;d++){var T=(m=r[d])[0];m[1];var u=m[m.length-1];if(m[m.length-2],t.pointsSame(T,a)){if(w(d,!0,!0))break}else if(t.pointsSame(T,o)){if(w(d,!0,!1))break}else if(t.pointsSame(u,a)){if(w(d,!1,!0))break}else if(t.pointsSame(u,o)&&w(d,!1,!1))break}if(c===s)return r.push([a,o]),void(n&&n.chainNew(a,o));if(c===l){n&&n.chainMatch(s.index);var Q=s.index,p=s.matches_pt1?o:a,h=s.matches_head,m=r[Q],f=h?m[0]:m[m.length-1],g=h?m[1]:m[m.length-2],b=h?m[m.length-1]:m[0],y=h?m[m.length-2]:m[1];return t.pointsCollinear(g,f,p)&&(h?(n&&n.chainRemoveHead(s.index,p),m.shift()):(n&&n.chainRemoveTail(s.index,p),m.pop()),f=g),t.pointsSame(b,p)?(r.splice(Q,1),t.pointsCollinear(y,b,f)&&(h?(n&&n.chainRemoveTail(s.index,f),m.pop()):(n&&n.chainRemoveHead(s.index,f),m.shift())),n&&n.chainClose(s.index),void i.push(m)):void(h?(n&&n.chainAddHead(s.index,p),m.unshift(p)):(n&&n.chainAddTail(s.index,p),m.push(p)))}var _=s.index,L=l.index;n&&n.chainConnect(_,L);var v=r[_].length<r[L].length;s.matches_head?l.matches_head?v?(E(_),x(_,L)):(E(L),x(L,_)):x(L,_):l.matches_head?x(_,L):v?(E(_),x(L,_)):(E(L),x(_,L))}function w(e,t,n){return c.index=e,c.matches_head=t,c.matches_pt1=n,c===s?(c=l,!1):(c=null,!0)}function E(e){n&&n.chainReverse(e),r[e].reverse()}function x(e,i){var a=r[e],o=r[i],s=a[a.length-1],l=a[a.length-2],c=o[0],d=o[1];t.pointsCollinear(l,s,c)&&(n&&n.chainRemoveTail(e,s),a.pop(),s=l),t.pointsCollinear(s,c,d)&&(n&&n.chainRemoveHead(i,c),o.shift()),n&&n.chainJoin(e,i),r[e]=a.concat(o),r.splice(i,1)}})),i}var segmentChainer=SegmentChainer$1;function select(e,t,n){var r=[];return e.forEach((function(e){var i=(e.myFill.above?8:0)+(e.myFill.below?4:0)+(e.otherFill&&e.otherFill.above?2:0)+(e.otherFill&&e.otherFill.below?1:0);0!==t[i]&&r.push({id:n?n.segmentId():-1,start:e.start,end:e.end,myFill:{above:1===t[i],below:2===t[i]},otherFill:null})})),n&&n.selected(r),r}var PolyBool,SegmentSelector$1={union:function(e,t){return select(e,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],t)},intersect:function(e,t){return select(e,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],t)},difference:function(e,t){return select(e,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],t)},differenceRev:function(e,t){return select(e,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],t)},xor:function(e,t){return select(e,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],t)}},segmentSelector=SegmentSelector$1,GeoJSON$1={toPolygon:function(e,t){function n(t){if(t.length<=0)return e.segments({inverted:!1,regions:[]});function n(t){var n=t.slice(0,t.length-1);return e.segments({inverted:!1,regions:[n]})}for(var r=n(t[0]),i=1;i<t.length;i++)r=e.selectDifference(e.combine(r,n(t[i])));return r}if("Polygon"===t.type)return e.polygon(n(t.coordinates));if("MultiPolygon"===t.type){for(var r=e.segments({inverted:!1,regions:[]}),i=0;i<t.coordinates.length;i++)r=e.selectUnion(e.combine(r,n(t.coordinates[i])));return e.polygon(r)}throw new Error("PolyBool: Cannot convert GeoJSON object to PolyBool polygon")},fromPolygon:function(e,t,n){function r(e,n){return t.pointInsideRegion([.5*(e[0][0]+e[1][0]),.5*(e[0][1]+e[1][1])],n)}function i(e){return{region:e,children:[]}}n=e.polygon(e.segments(n));var a=i(null);function o(e,t){for(var n=0;n<e.children.length;n++)if(r(t,(s=e.children[n]).region))return void o(s,t);var a=i(t);for(n=0;n<e.children.length;n++){var s;r((s=e.children[n]).region,t)&&(a.children.push(s),e.children.splice(n,1),n--)}e.children.push(a)}for(var s=0;s<n.regions.length;s++){var l=n.regions[s];l.length<3||o(a,l)}function c(e,t){for(var n=0,r=e[e.length-1][0],i=e[e.length-1][1],a=[],o=0;o<e.length;o++){var s=e[o][0],l=e[o][1];a.push([s,l]),n+=l*r-s*i,r=s,i=l}return n<0!==t&&a.reverse(),a.push([a[0][0],a[0][1]]),a}var d=[];function T(e){var t=[c(e.region,!1)];d.push(t);for(var n=0;n<e.children.length;n++)t.push(u(e.children[n]))}function u(e){for(var t=0;t<e.children.length;t++)T(e.children[t]);return c(e.region,!0)}for(s=0;s<a.children.length;s++)T(a.children[s]);return d.length<=0?{type:"Polygon",coordinates:[]}:1==d.length?{type:"Polygon",coordinates:d[0]}:{type:"MultiPolygon",coordinates:d}}},geojson=GeoJSON$1,BuildLog=buildLog$1,Epsilon=epsilon$1,Intersecter=intersecter,SegmentChainer=segmentChainer,SegmentSelector=segmentSelector,GeoJSON=geojson,buildLog=!1,epsilon=Epsilon();function operate(e,t,n){var r=PolyBool.segments(e),i=PolyBool.segments(t),a=n(PolyBool.combine(r,i));return PolyBool.polygon(a)}PolyBool={buildLog:function(e){return!0===e?buildLog=BuildLog():!1===e&&(buildLog=!1),!1!==buildLog&&buildLog.list},epsilon:function(e){return epsilon.epsilon(e)},segments:function(e){var t=Intersecter(!0,epsilon,buildLog);return e.regions.forEach(t.addRegion),{segments:t.calculate(e.inverted),inverted:e.inverted}},combine:function(e,t){return{combined:Intersecter(!1,epsilon,buildLog).calculate(e.segments,e.inverted,t.segments,t.inverted),inverted1:e.inverted,inverted2:t.inverted}},selectUnion:function(e){return{segments:SegmentSelector.union(e.combined,buildLog),inverted:e.inverted1||e.inverted2}},selectIntersect:function(e){return{segments:SegmentSelector.intersect(e.combined,buildLog),inverted:e.inverted1&&e.inverted2}},selectDifference:function(e){return{segments:SegmentSelector.difference(e.combined,buildLog),inverted:e.inverted1&&!e.inverted2}},selectDifferenceRev:function(e){return{segments:SegmentSelector.differenceRev(e.combined,buildLog),inverted:!e.inverted1&&e.inverted2}},selectXor:function(e){return{segments:SegmentSelector.xor(e.combined,buildLog),inverted:e.inverted1!==e.inverted2}},polygon:function(e){return{regions:SegmentChainer(e.segments,epsilon,buildLog),inverted:e.inverted}},polygonFromGeoJSON:function(e){return GeoJSON.toPolygon(PolyBool,e)},polygonToGeoJSON:function(e){return GeoJSON.fromPolygon(PolyBool,epsilon,e)},union:function(e,t){return operate(e,t,PolyBool.selectUnion)},intersect:function(e,t){return operate(e,t,PolyBool.selectIntersect)},difference:function(e,t){return operate(e,t,PolyBool.selectDifference)},differenceRev:function(e,t){return operate(e,t,PolyBool.selectDifferenceRev)},xor:function(e,t){return operate(e,t,PolyBool.selectXor)}},"object"==typeof window&&(window.PolyBool=PolyBool);var polybooljs=PolyBool,PolyBool$1=getDefaultExportFromCjs(polybooljs);const handleImageEditPrompt=async e=>{const t=window.ExcalidrawAutomate.plugin,{openAIAPIToken:n,openAIImageEditsURL:r}=t.settings,{image:i,text:a,imageGenerationProperties:o}=e,s=new FormData;if(s.append("model","dall-e-2"),""!==a.trim()&&s.append("prompt",a),i){const e=await fetch(i).then((e=>e.blob()));s.append("image",e,"image.png")}if(o.mask){const e=await fetch(o.mask).then((e=>e.blob()));s.append("mask",e,"masik.png")}o.size&&s.append("size",o.size),o.n&&s.append("n",String(o.n));try{const e=await fetch(r,{method:"post",body:s,headers:{Authorization:`Bearer ${n}`}});return e?{status:e.status,headers:e.headers,text:null,json:await e.json(),arrayBuffer:null}:null}catch(e){console.log(e)}return null},handleGenericPrompt=async e=>{const t=window.ExcalidrawAutomate.plugin,{openAIAPIToken:n,openAIDefaultTextModel:r,openAIDefaultVisionModel:i,openAIURL:a,openAIImageGenerationURL:o,openAIDefaultImageGenerationModel:s}=t.settings,{image:l,text:c,instruction:d,systemPrompt:T,imageGenerationProperties:u}=e,Q=Boolean(u);let p;switch(Q?"dall-e":l?"image":"text"){case"text":p={model:r,max_tokens:4096,messages:[...T&&""!==T.trim()?[{role:"system",content:T}]:[],{role:"user",content:c},...d&&""!==d.trim()?[{role:"user",content:d}]:[]]};break;case"image":p={model:i,max_tokens:4096,messages:[...T&&""!==T.trim()?[{role:"system",content:T}]:[],{role:"user",content:[{type:"image_url",image_url:l},...c?[c]:[],...d&&""!==d.trim()?[d]:[]]}]};break;case"dall-e":p={model:s,prompt:c,...u};break;default:return null}try{const e=await fetch(Q?o:a,{method:"post",contentType:"application/json",body:JSON.stringify(p),headers:{"Content-Type":"application/json",Authorization:`Bearer ${n}`}});return e?{status:e.status,headers:e.headers,text:null,json:await e.json(),arrayBuffer:null}:null}catch(e){console.log(e)}return null},postOpenAI=async e=>{const t=window.ExcalidrawAutomate.plugin,{openAIAPIToken:n}=t.settings,{image:r,imageGenerationProperties:i}=e,a=Boolean(i)&&(Boolean(i.mask)||Boolean(r));return""===n?(new obsidian_module.Notice("OpenAI API Token is not set. Please set it in plugin settings."),null):a?await handleImageEditPrompt(e):await handleGenericPrompt(e)},extractCodeBlocks=e=>{if(!e)return[];e=e.replaceAll("\r\n","\n").replaceAll("\r","\n");const t=[],n=/```([a-zA-Z0-9]*)\n([\s\S]+?)```/g;let r;for(;null!==(r=n.exec(e));){const e=r[1]??"",n=r[2].trim();t.push({data:n,type:e})}return t},errorHTML=e=>`<html>\n  <body style="margin: 0; text-align: center">\n  <div style="display: flex; align-items: center; justify-content: center; flex-direction: column; height: 100vh; padding: 0 60px">\n    <div style="color:red">There was an error during generation</div>\n    </br>\n    </br>\n    <div>${e}</div>\n  </div>\n  </body>\n  </html>`,hyperlink=(e,t)=>`<a onclick='window.open("${e}")'>${t}</a>`,EMBEDDABLE_MDCUSTOMPROPS="type EmbeddableMDCustomProps = {<br>useObsidianDefaults: boolean;<br>backgroundMatchCanvas: boolean;<br>backgroundMatchElement: boolean;<br>backgroundColor: string;<br>backgroundOpacity: number;<br>borderMatchElement: boolean;<br>borderColor: string;<br>borderOpacity: number;<br>filenameVisible: boolean;<br>};<br>",EXCALIDRAW_AUTOMATE_INFO=[{field:"help",code:"help(target: Function | string)",desc:"Utility function that provides help about ExcalidrawAutomate functions and properties. I recommend calling this function from Developer Console to print out help to the console.",after:""},{field:"isExcalidrawMaskFile",code:"isExcalidrawMaskFile(file?:TFile): boolean;",desc:"Returns true if the file is an Excalidraw Mask file. If file is not provided, the function will use ea.targetView.file",after:""},{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 ${hyperlink("https://www.w3schools.com/colors/default.asp","W3 School Colors")} for more.`,after:""},{field:"style.backgroundColor",code:"[string]",desc:`A valid css color. See ${hyperlink("https://www.w3schools.com/colors/default.asp","W3 School Colors")} for more.`,after:""},{field:"style.angle",code:"[number]",desc:"Rotation of the object in radian",after:""},{field:"style.fillStyle",code:"[string]",desc:"'hachure' | 'cross-hatch' | 'solid'",after:""},{field:"style.strokeWidth",code:"[number]",desc:null,after:""},{field:"style.strokeStyle",code:"[string]",desc:"'solid' | 'dashed' | 'dotted'",after:""},{field:"style.roughness",code:"[number]",desc:"0:Architect\n1:Artist\n2:Cartoonist",after:""},{field:"style.opacity",code:"[number]",desc:"100: Fully opaque\n0: Fully transparent",after:""},{field:"style.roundness",code:"[null | { type: RoundnessType; value?: number };]",desc:"set to null for 'sharp', else the stroke will be 'round'<br>type: 1==LEGACY,<br>2==PROPORTIONAL RADIUS,<br>3==ADAPTIVE RADIUS, value: adaptive factor defaults to 32",after:""},{field:"style.fontFamily",code:"[number]",desc:"1: Virgil, 2:Helvetica, 3:Cascadia, 4:Local Font, 5: Excalifont, 6: Nunito, 7: Lilita One, 8: Comic Shanns, 9: Liberation Sans",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 ${hyperlink("https://www.w3schools.com/colors/default.asp","W3 School Colors")} for more.`,after:""},{field:"canvas.gridSize",code:"[number]",desc:null,after:""},{field:"setStrokeSharpness",code:"setStrokeSharpness(sharpness: number): void;",desc:"Set ea.style.roundness. 0: is the legacy value, 3: is the current default value, null is sharp",after:""},{field:"addToGroup",code:"addToGroup(objectIds: []): string;",desc:null,after:""},{field:"toClipboard",code:"toClipboard(templatePath?: string): void;",desc:"Copies current elements using template to clipboard, ready to be pasted into an excalidraw canvas",after:""},{field:"getSceneFromFile",code:"async getSceneFromFile(file: TFile): Promise<{elements: ExcalidrawElement[]; appState: AppState;}>;",desc:"returns the elements and appState from a file, if the file is not an excalidraw file, it will return null",after:""},{field:"getElements",code:"getElements(): ExcalidrawElement[];",desc:"Get all elements from ExcalidrawAutomate elementsDict",after:""},{field:"getElement",code:"getElement(id: string): ExcalidrawElement;",desc:"Get single element from ExcalidrawAutomate elementsDict",after:""},{field:"create",code:"async create(params?: {filename?: string, foldername?: string, templatePath?: string, onNewPane?: boolean, silent?: boolean, frontmatterKeys?: {},}): Promise<string>;",desc:'Create a drawing and save it to filename.\nIf filename is null: default filename as defined in Excalidraw settings.\nIf folder is null: default folder as defined in Excalidraw settings\nReturns the path to the created file.\nfrontmatterKeys: {\n  "excalidraw-plugin"?: "raw" | "parsed";\n  "excalidraw-link-prefix"?: string;\n  "excalidraw-link-brackets"?: boolean;\n  "excalidraw-url-prefix"?: string;\n  "excalidraw-export-transparent"?: boolean;\n  "excalidraw-export-dark"?: boolean;\n  "excalidraw-export-padding"?: number;\n  "excalidraw-export-pngscale"?: number;\n  "excalidraw-export-embed-scene"?: boolean;\n  "excalidraw-default-mode"?: "view" | "zen";\n  "excalidraw-onload-script"?: string;\n  "excalidraw-linkbutton-opacity"?: number;\n  "excalidraw-autoexport"?: boolean;\n  "excalidraw-mask"?: boolean;\n  "cssclasses"?: string;\n}',after:""},{field:"createSVG",code:"async 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:"async createPNG(templatePath?: string, scale?: number, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,padding?: number): Promise<any>;",desc:"Create an image based on the objects in ea.getElements(). The elements in ea will be merged with the elements from the provided template file - if any. Use ExcalidrawAutomate.getExportSettings(boolean,boolean) to create an ExportSettings object.\nUse ExcalidrawAutomate.getEmbeddedFilesLoader(boolean?) to create an EmbeddedFilesLoader object.",after:""},{field:"createPNGBase64",code:"async craetePNGBase64(templatePath?: string, scale?: number, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,padding?: number): Promise<string>;",desc:"The same as createPNG but returns a base64 encoded string instead of a file.",after:""},{field:"wrapText",code:"wrapText(text: string, lineLen: number): string;",desc:null,after:""},{field:"addElementsToFrame",code:"addElementsToFrame(frameId: string, elementIDs: string[]):void;",desc:null,after:""},{field:"addFrame",code:"addFrame(topX: number, topY: number, width: number, height: number, name?: string): string;",desc:null,after:""},{field:"addRect",code:"addRect(topX: number, topY: number, width: number, height: number, id?:string): string;",desc:null,after:""},{field:"addDiamond",code:"addDiamond(topX: number, topY: number, width: number, height: number, id?:string): string;",desc:null,after:""},{field:"addEllipse",code:"addEllipse(topX: number, topY: number, width: number, height: number, id?:string): string;",desc:null,after:""},{field:"addBlob",code:"addBlob(topX: number, topY: number, width: number, height: number, id?: string): string;",desc:null,after:""},{field:"refreshTextElementSize",code:"refreshTextElementSize(id: string);",desc:"Refreshes the size of the text element. Intended to be used when you copyViewElementsToEAforEditing() and then change the text in a text element and want to update the size of the text element to fit the modifid contents.",after:""},{field:"addText",code:'addText(topX: number, topY: number, text: string, formatting?: {autoResize?: boolean; wrapAt?: number; width?: number; height?: number; textAlign?: "left" | "center" | "right"; textVerticalAlign: "top" | "middle" | "bottom"; box?: boolean | "box" | "blob" | "ellipse" | "diamond"; boxPadding?: number; boxStrokeColor?: string;}, id?: string,): string;',desc:"If box is !null, then text will be boxed\nThe function returns the id of the TextElement. If the text element is boxed i.e. it is a sticky note, then the id of the container object.\nDefault value for autoResize is true. Setting autoResize to false will wrap the text in the text element without the need for the container. If set to false, you must provide a width value as well.\nwrapAt will be ignored if autoResize is set to false (and a width is also provided)",after:""},{field:"addLine",code:"addLine(points: [[x: number, y: number]], id?:string): string;",desc:null,after:""},{field:"addArrow",code:"addArrow(points: [[x: number, y: number]], formatting?: { startArrowHead?: string; endArrowHead?: string; startObjectId?: string; endObjectId?: string;}, id?:string): string;",desc:'valid values for startArrowHead and endArrowHead are: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null',after:""},{field:"addImage",code:"async addImage(topX: number, topY: number, imageFile: TFile|string, scale?: boolean, anchor?: boolean): Promise<string>;",desc:"imageFile may be a TFile or a string that contains a hyperlink. imageFile may also be an obsidian filepath including a reference eg.: 'path/my.pdf#page=3'\nSet 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.\nanchor will only be evaluated if scale is false. anchor true will add |100% to the end of the filename, resulting in an image that will always pop back to 100% when the source file is updated or when the Excalidraw file is reopened.",after:""},{field:"addEmbeddable",code:"addEmbeddable(topX: number, topY: number, width: number, height: number, url?: string, file?: TFile, embeddableCustomData?: EmbeddableMDCustomProps): string;",desc:"Adds an iframe/webview (depending on content and platform) to the drawing. If url is not null then the iframe/webview will be loaded from the url. The url maybe a markdown link to an note in the Vault or a weblink. If url is null then the iframe/webview will be loaded from the file. Both the url and the file may not be null.<br>"+EMBEDDABLE_MDCUSTOMPROPS,after:""},{field:"addMermaid",code:"async addMermaid(diagram: string, groupElements: boolean = true,): Promise<string[]|string>;",desc:"Creates a mermaid diagram and returns the ids of the created elements as a string[]. The elements will be added to ea. To add them to the canvas you'll need to use addElementsToView. Depending on the diagram type the result will be either a single SVG image, or a number of excalidraw elements.<br>If there is an error, the function returns a string with the error message.",after:""},{field:"addLaTex",code:"async addLaTex(topX: number, topY: number, tex: string): Promise<string>;",desc:"This is an async function, you need to avait the results. Adds a LaTex element to the drawing. The tex string is the LaTex code. The function returns the id of the created element.",after:""},{field:"tex2dataURL",code:"async tex2dataURL(tex: string, scale: number = 4): Promise<{mimeType: MimeType;fileId: FileId;dataURL: DataURL;created: number;size: { height: number; width: number };}> ",desc:"returns the base64 dataURL of the LaTeX equation rendered as an SVG. tex is the LaTeX equation string",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: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|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:`${hyperlink("https://github.com/excalidraw/excalidraw/tree/master/src/packages/excalidraw#ref","Excalidraw API")}`,after:""},{field:"getViewElements",code:"getViewElements(): ExcalidrawElement[];",desc:"Get elements in View",after:""},{field:"deleteViewElements",code:"deleteViewElements(el: ExcalidrawElement[]): boolean;",desc:null,after:""},{field:"addBackOfTheCardNoteToView",code:"async addBackOfTheCardNoteToView(sectionTitle: string, activate: boolean = false, sectionBody?: string, embeddableCustomData?: EmbeddableMDCustomProps): Promise<string>",desc:"Adds a back of the note card to the current active view. If <b>body</b> is provided the note will be created with the body text, otherwise the note will be created with the title only.<br>Returns the id of the created element.<br>If <b>activate</b> is true, the embedded note will be activated for editing.<br>This is an async function, if you need the element ID of the created element, the function should be awaited.<br>"+EMBEDDABLE_MDCUSTOMPROPS,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(includeFrameChildren: boolean = true): ExcalidrawElement[];",desc:"If a frame is selected this function will return the frame and all its elements unless includeFrameChildren is set to false",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[], copyImages: boolean = false): void;",desc:"Copies elements from view to elementsDict for editing. If copyImages is true, then relevant entries from scene.files will also be copied. This is required if you want to generate a PNG for a subset of the elements in the drawing (e.g. for AI generation)",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:"async addElementsToView(repositionToCursor?: boolean, save?: boolean, newElementsOnTop?: boolean,shouldRestoreElements?: boolean,): Promise<boolean>;",desc:"Adds elements from elementsDict to the current view\nrepositionToCursor: default is false\nsave: default is true\nnewElementsOnTop: default is false, i.e. the new elements get to the bottom of the stack\nnewElementsOnTop controls whether elements created with ExcalidrawAutomate are added at the bottom of the stack or the top of the stack of elements already in the view\nNote that elements copied to the view with copyViewElementsToEAforEditing retain their position in the stack of elements in the view even if modified using EA",after:""},{field:"onDropHook",code:'onDropHook(data: {ea: ExcalidrawAutomate, event: React.DragEvent<HTMLDivElement>, draggable: any, type: "file" | "text" | "unknown", payload: {files: TFile[], text: string,}, excalidrawFile: TFile, view: ExcalidrawView, pointerPosition: { x: number, y: number},}): boolean;',desc:"If set Excalidraw will call this function onDrop events.\nA return of true will stop the default onDrop processing in Excalidraw.\n\ndraggable is the Obsidian draggable object\nfiles is the array of dropped files\nexcalidrawFile is the file receiving the drop event\nview is the excalidraw view receiving the drop.\npointerPosition is the pointer position on canvas at the time of drop.",after:""},{field:"mostRecentMarkdownSVG",code:"mostRecentMarkdownSVG: SVGSVGElement;",desc:"Markdown renderer will drop a copy of the most recent SVG here for debugging purposes",after:""},{field:"getEmbeddedFilesLoader",code:"getEmbeddedFilesLoader(isDark?: boolean): EmbeddedFilesLoader;",desc:"Utility function to generate EmbeddedFilesLoader object",after:""},{field:"getExportSettings",code:"getExportSettings(withBackground: boolean, withTheme: boolean,): ExportSettings;",desc:"Utility function to generate ExportSettings object\nexport interface ExportSettings {\n  withBackground: boolean;\n  withTheme: boolean;\n  isMask: boolean; //if true elements will be processed as mask, clipping, etc.\n  frameRendering?: { //optional, overrides relevant appState settings for rendering the frame\n    enabled: boolean;\n    name: boolean;\n    outline: boolean;\n    clip: boolean;\n  };\n  skipInliningFonts?: boolean;\n}",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[], includeFrameElements: boolean = false): ExcalidrawElement[];",desc:"Gets all the elements from elements[] that share one or more groupIds with element.<br>If includeFrameElements is true, then if the frame is part of the group all the elements that are in the frame will also be included in the result set",after:""},{field:"getElementsInFrame",code:" getElementsInFrame(frameElement: ExcalidrawElement,elements: ExcalidrawElement[],shouldIncludeFrame: boolean = false,): ExcalidrawElement[];",desc:"Gets all the elements from elements[] that are inside the frameElement. If shouldIncludeFrame is true, the frameElement will also be included in the result.",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: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,after:""},{field:"getScriptSettings",code:"getScriptSettings(): {};",desc:`Returns script settings. Saves settings in plugin settings, under the activeScript key. See for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,after:""},{field:"setScriptSettings",code:"async setScriptSettings(settings: any): Promise<void>;",desc:`Sets script settings.\nSee for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,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:"getOriginalImageSize",code:"async getOriginalImageSize(imageElement: ExcalidrawImageElement, shouldWaitForImage: boolean=false): Promise<{width: number; height: number}>",desc:"Returns the size of the image element at 100% (i.e. the original size) or undefined if the data URL is not available.\nIf shouldWaitForImage is true, the function will wait for the view to load the image before returning the size.\nThis is an async function, you need to await the result.",after:""},{field:"resetImageAspectRatio",code:"async resetImageAspectRatio(imgEl: ExcalidrawImageElement): Promise<boolean>",desc:"Resets the image to its original aspect ratio.\nIf the image is resized then the function returns true.\nIf the image element is not in EA (only in the view), then if the image is resized, the element is copied to EA for Editing using copyViewElementsToEAforEditing([imgEl]).\nNote you need to run await ea.addElementsToView(false); to add the modified image to the view.",after:""},{field:"verifyMinimumPluginVersion",code:"verifyMinimumPluginVersion(requiredVersion: string): boolean;",desc:'Returns true if plugin version is >= than required\nrecommended use:\n<code>if(!ea.verifyMinimumPluginVersion || !ea.verifyMinimumPluginVersion("1.5.20")) {new Notice("message");return;}<code>',after:""},{field:"selectElementsInView",code:"selectElementsInView(elements: ExcalidrawElement[] | string[]):void;",desc:"You can supply a list of Excalidraw Elements or the string IDs of those elements. The elements provided will be set as selected in the targetView.",after:""},{field:"generateElementId",code:"generateElementId(): string;",desc:"Returns an 8 character long random id",after:""},{field:"cloneElement",code:"cloneElement(element: ExcalidrawElement): ExcalidrawElement;",desc:"Returns a clone of the element with a new element id",after:""},{field:"moveViewElementToZIndex",code:"moveViewElementToZIndex(elementId:number, newZIndex:number): void;",desc:"Moves the element to a specific position in the z-index",after:""},{field:"hexStringToRgb",code:"hexStringToRgb(color: string):number[];",desc:"Converts a HEX color to an RGB number array. #FF0000 to [255,0,0]",after:""},{field:"rgbToHexString",code:"rgbToHexString(color: number[]):string;",desc:"Converts an RGB number array to a HEX string. [255,0,0] to #FF0000",after:""},{field:"hslToRgb",code:"hslToRgb(color: number[]):number[];",desc:"Converts an HSL number array to an RGB number array. [0,100,50] to [255,0,0]",after:""},{field:"rgbToHsl",code:"rgbToHsl(color:number[]):number[];",desc:"Converts an RGB number array to an HSL number array. [255,0,0] to [0,100,50]",after:""},{field:"colorNameToHex",code:"colorNameToHex(color:string):string;",desc:"Converts a CSS color name to its HEX color equivalent. 'White' to #FFFFFF",after:""},{field:"getCM",code:"getCM(color:TInput): ColorMaster;",desc:`Returns a ${hyperlink("https://github.com/lbragile/ColorMaster","ColorMaster")} object. The function also accepts css color names. Under the hood, before calling ColorMaster it uses colorNameToHex to convert the color name to a HEX color.`,after:""},{field:"obsidian",code:"obsidian",desc:`Access functions and objects available on the ${hyperlink("https://github.com/obsidianmd/obsidian-api/blob/master/obsidian.d.ts","Obsidian Module")}`,after:""},{field:"getListOfTemplateFiles",code:"getListOfTemplateFiles(): TFile[] | null",desc:"Returns a list of files in the template folder. If the Excalidraw Template is set as a single file, it returns a single element in the list. If no template is set, it returns null.",after:""},{field:"getEmbeddedImagesFiletree",code:"getEmbeddedImagesFiletree(excalidrawFile?: TFile): TFile[]",desc:"Retruns the embedded images in the scene recursively. If excalidrawFile is not provided, the function will use ea.targetView.file",after:""},{field:"getAPI",code:"public getAPI(view?:ExcalidrawView):ExcalidrawAutomate",desc:"Returns a new instance of ExcalidrawAutomate.",after:""},{field:"getAttachmentFilepath",code:"async getAttachmentFilepath(filename: string): Promise<string>",desc:'This asynchronous function should be awaited. It retrieves the filepath to a new file, taking into account the attachments preference settings in Obsidian. If the attachment folder doesn\'t exist, it creates it. The function returns the complete path to the file. If the provided filename already exists, the function will append \'_[number]\' before the extension to generate a unique filename.Prompts the user with a dialog to select new file action.<br> - create markdown file<br> - create excalidraw file<br> - cancel action<br>The new file will be relative to this.targetView.file.path, unless parentFile is provided. If shouldOpenNewFile is true, the new file will be opened in a workspace leaf. targetPane controls which leaf will be used for the new file.<br>Returns the TFile for the new file or null if the user cancelled the action.<br><code>type PaneTarget = "active-pane"|"new-pane"|"popout-window"|"new-tab"|"md-properties";</code>',after:""},{field:"getActiveEmbeddableViewOrEditor",code:"getActiveEmbeddableViewOrEditor(view?: ExcalidrawView);",desc:"Returns the editor or leaf.view of the currently active embedded obsidian file.<br>If view is not provided, ea.targetView is used.<br>If the embedded file is a markdown document the function will return<br><code>{file:TFile, editor:Editor}</code> otherwise it will return {view:any}. You can check view type with view.getViewType();",after:""},{field:"getViewLastPointerPosition",code:"getViewLastPointerPosition(): {x: number, y: number};",desc:"@returns the last recorded pointer position on the Excalidraw canvas",after:""},{field:"getleaf",code:"getLeaf(origo: WorkspaceLeaf, targetPane?: PaneTarget): WorkspaceLeaf;",desc:'Generates a new Obsidian Leaf following Excalidraw plugin settings such as open in Main Workspace or not, open in adjacent pane if available, etc.<br>@param origo: the currently active leaf, the origin of the new leaf<br>@param targetPane: <code>type PaneTarget = "active-pane"|"new-pane"|"popout-window"|"new-tab"|"md-properties";',after:""},{field:"newFilePrompt",code:"async newFilePrompt(newFileNameOrPath: string, shouldOpenNewFile: boolean, targetPane?: PaneTarget, parentFile?: TFile): Promise<TFile | null>;",desc:"",after:""},{field:"DEVICE",code:"get DEVICE(): DeviceType;",desc:"Returns the current device type. Possible values are: <br><code>type DeviceType = {<br>  isDesktop: boolean,<br>  isPhone: boolean,<br>  isTablet: boolean,<br>  isMobile: boolean,<br>  isLinux: boolean,<br>  isMacOS: boolean,<br>  isWindows: boolean,<br>  isIOS: boolean,<br>  isAndroid: boolean<br>};",after:""},{field:"checkAndCreateFolder",code:"async checkAndCreateFolder(folderpath: string): Promise<TFolder>",desc:"Checks if the folder exists, if not, creates it.",after:""},{field:"getNewUniqueFilepath",code:"getNewUniqueFilepath(filename: string, folderpath: string): string",desc:"Checks if the filepath already exists, if so, returns a new filepath with a number appended to the filename else returns the filepath as provided.",after:""},{field:"extractCodeBlocks",code:"extractCodeBlocks(markdown: string): { data: string, type: string }[]",desc:"Grabs the codeblock content from the supplied markdown string. Returns an array of dictionaries with the codeblock content and type",after:""},{field:"postOpenAI",code:"async postOpenAI(request: AIRequest): Promise<RequestUrlResponse>",desc:`This asynchronous function should be awaited. It posts the supplied request to the OpenAI API and returns the response.<br>The response is a dictionary with the following keys:<br><code>{image, text, instruction, systemPrompt, responseType}</code><br><b>image</b> should be a dataURL - use ea.createPNGBase64()<br><b>systemPrompt</b>: if <code>undefined</code> the message to OpenAI will not include a system prompt<br><b>text</b> is the actual user prompt, a request must have either an image or a text<br><b>instruction</b> is a user prompt sent as a separate element in the message - I use it to reinforce the type of response I am seeing (e.g. mermaid in a codeblock)<br><b>imageGenerationProperties</b> if provided then the dall-e model will be used. <code> imageGenerationProperties?: {size?: string, quality?: "standard" | "hd"; n?: number; mask?: string; }</code><br>Different openAI models accept different parameters fr size, quality, n and mask. Consult the API documenation for more information.<br>RequestUrlResponse is defined in the ${hyperlink("https://github.com/obsidianmd/obsidian-api/blob/master/obsidian.d.ts","Obsidian API")}`,after:""},{field:"convertStringToDataURL",code:'async convertStringToDataURL (data:string, type: string = "text/html"):Promise<string>',desc:"Converts a string to a DataURL.",after:""},{field:"setViewModeEnabled",code:"setViewModeEnabled(enabled: boolean): void;",desc:"Sets Excalidraw in the targetView to view-mode",after:""},{field:"viewUpdateScene",code:"viewUpdateScene(scene:{elements?:ExcalidrawElement[],appState?: AppState,files?: BinaryFileData,commitToHistory?: boolean,storeAction?: 'capture' | 'none' | 'update'},restore:boolean=false):void",desc:`Calls the ExcalidrawAPI updateScene function for the targetView. When restore=true, excalidraw will try to correct errors in the scene such as setting default values to missing element properties. Note that commitToHistory has been deprecated in Excalidraw and is no longer used. You should use storeAction instead. See ${hyperlink("https://github.com/excalidraw/excalidraw/pull/7898","ExcalidrawAPI")} documentation for more information.`,after:""},{field:"viewZoomToElements",code:"viewZoomToElements(selectElements: boolean,elements: ExcalidrawElement[]):void",desc:"Zoom tarteView to fit elements provided as input. elements === [] will zoom to fit the entire scene. SelectElements toggles whether the elements should be in a selected state at the end of the operation.",after:""},{field:"compressToBase64",code:"compressToBase64(str: string):string",desc:"Compresses String to a Base64 string using LZString",after:""},{field:"decompressFromBase64",code:"decompressFromBase64(str: string):string",desc:"Decompresses a base 64 compressed string using LZString",after:""}],EXCALIDRAW_SCRIPTENGINE_INFO=[{field:"inputPrompt",code:"inputPrompt: (header: string, placeholder?: string, value?: string, buttons?: {caption:string, tooltip?:string, action:Function}[], lines?: number, displayEditorButtons?: boolean, customComponents?: (container: HTMLElement) => void, blockPointerInputOutsideModal?: boolean);",desc:"Opens a prompt that asks for an input.\nReturns a string with the input.\nYou need to await the result of inputPrompt.\nEditor buttons are text editing buttons like delete, enter, allcaps - these are only displayed if lines is greater than 1 \nCustom components are components that you can add to the prompt. These will be displayed between the text input area and the buttons.\nblockPointerInputOutsideModal will block pointer input outside the modal. This is useful if you want to prevent the user accidently closing the modal or interacting with the excalidraw canvas while the prompt is open.\nbuttons.action(input: string) => string\nThe button action function will receive the actual input string. If action returns null, input will be unchanged. If action returns a string, input will receive that value when the promise is resolved. example:\n<code>let fileType = '';\nconst filename = await utils.inputPrompt (\n  'Filename',\n  '',\n  '',\n,  [\n    {\n      caption: 'Markdown',\n      action: ()=>{fileType='md';return;}\n    },\n    {\n      caption: 'Excalidraw',\n      action: ()=>{fileType='ex';return;}\n    }\n  ]\n);</code>",after:""},{field:"suggester",code:"suggester: (displayItems: string[], items: any[], hint?: string, instructions?:Instruction[]);",desc:"Opens a suggester. Displays the displayItems and returns the corresponding item from items[]\nYou need to await the result of suggester.\nIf the user cancels (ESC), suggester will return undefined\nHint and instructions are optional\n\n<code>interface Instruction {command: string;purpose: string;}</code>",after:""},{field:"scriptFile",code:"scriptFile: TFile",desc:"The TFile of the currently running script",after:""}],FRONTMATTER_KEYS_INFO=[{field:"plugin",code:null,desc:"Denotes an excalidraw file. If key is not present, the file will not be recognized as an Excalidarw file. Valid values are 'parsed' and 'raw'",after:": parsed"},{field:"link-prefix",code:null,desc:"Set custom prefix to denote text element containing a valid internal link. Set to empty string if you do not want to show a prefix",after:': "📍"'},{field:"url-prefix",code:null,desc:"Set custom prefix to denote text element containing a valid external link. Set to empty string if you do not want to show a prefix",after:': "🌐"'},{field:"link-brackets",code:null,desc:"Set to true, if you want to display [[square brackets]] around the links in Text Elements",after:": true"},{field:"default-mode",code:null,desc:"Specifies how Excalidraw should open by default. Valid values are: view|zen",after:": view"},{field:"linkbutton-opacity",code:null,desc:"The opacity of the blue link button in the top right of the element overriding the respective setting in plugin settings. Valid values are between 0 and 1, where 0 means the button is transparent.",after:": 0.5"},{field:"onload-script",code:null,desc:"The value of this field will be executed as javascript code using the Script Engine environment. Use this to initiate custom actions or logic when loading your drawing.",after:': "new Notice(`Hello World!\\n\\nFile: ${ea.targetView.file.basename}`);"'},{field:"font",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: Virgil|Cascadia|font_file_name.extension",after:": Virgil"},{field:"font-color",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: css-color-name|#HEXcolor|any-other-html-standard-format",after:": SteelBlue"},{field:"border-color",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: css-color-name|#HEXcolor|any-other-html-standard-format",after:": SteelBlue"},{field:"css",code:null,desc:'This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this front matter keys to your markdown document. Valid values are: "css-filename|css snippet"',after:': ""'},{field:"export-transparent",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. true == Transparent / false == with background",after:": true"},{field:"export-dark",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. true == Dark mode / false == light mode",after:": true"},{field:"export-padding",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. This only affects both SVG and PNG export. Specify the export padding for the image.",after:": 5"},{field:"export-pngscale",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. This only affects export to PNG. Specify the export scale for the image. The typical range is between 0.5 and 5, but you can experiment with other values as well.",after:": 1"},{field:"export-embed-scene",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting.",after:": false"},{field:"open-md",code:null,desc:"If this key is present the file will be opened as a markdown file in the editor",after:": true"},{field:"autoexport",code:null,desc:"Override autoexport settings for this file. Valid values are\nnone\nboth\npng\nsvg",after:": png"},{field:"embeddable-theme",code:null,desc:"Override embeddable's theme plugin-settings for this file. 'auto' will match the Excalidraw theme, 'default' will match the Obsidian theme. Valid values are\ndark\nlight\nauto\ndefault",after:": auto"},{field:"mask",code:null,desc:"If this key is present the drawing will be handled as a mask to crop an image.",after:": true"}];B([r$d,z,e$a,l$3,b$1,v,h$1,i$5,i$4,h,u,c$1,s]);const GAP=4;class ExcalidrawAutomate{get obsidian(){return obsidian_module__namespace}get LASERPOINTER(){return this.plugin.settings.laserSettings}get DEVICE(){return DEVICE}help(e){if(!e)return void log("Usage: ea.help(ea.functionName) or ea.help('propertyName') or ea.help('utils.functionName') - notice property name and utils function name is in quotes");let t;if("function"==typeof e)t=EXCALIDRAW_AUTOMATE_INFO.find((t=>t.field===e.name));else if("string"==typeof e){let n=e;n=n.startsWith("utils.")?n.substring(6):n,n=n.startsWith("ea.")?n.substring(3):n,t=EXCALIDRAW_AUTOMATE_INFO.find((e=>e.field===n)),t||(t=EXCALIDRAW_SCRIPTENGINE_INFO.find((e=>e.field===n)))}if(!t)return void log("Usage: ea.help(ea.functionName) or ea.help('propertyName') or ea.help('utils.functionName') - notice property name and utils function name is in quotes");let n=!0;if(t.code&&(n=!1,log(`Declaration: ${t.code}`)),t.desc){n=!1;const e=t.desc.replaceAll("<br>","\n").replace(/<code>(.*?)<\/code>/g,"%c​$1%c").replace(/<b>(.*?)<\/b>/g,"%c​$1%c").replace(/<a onclick='window\.open\("(.*?)"\)'>(.*?)<\/a>/g,((e,t,n)=>`%c​${n}%c​ (link: ${t})`)),r=Array.from({length:(e.match(/%c/g)||[]).length},((e,t)=>t%2==0?"color: #007bff;":""));log(`Description: ${e}`,...r)}n&&log("Description not available for this function.")}async postOpenAI(e){return await postOpenAI(e)}extractCodeBlocks(e){return extractCodeBlocks(e)}async convertStringToDataURL(e,t="text/html"){const n=new Blob([e],{type:t}),r=await new Promise((e=>{const t=new FileReader;t.onload=()=>{if("string"==typeof t.result){const n=t.result.split(",")[1];e(n)}else e(null)},t.readAsDataURL(n)}));return r?`data:${t};base64,${r}`:"about:blank"}async checkAndCreateFolder(e){return await checkAndCreateFolder(e)}getNewUniqueFilepath(e,t){return getNewUniqueFilepath(app.vault,e,t)}getListOfTemplateFiles(){return getListOfTemplateFiles(this.plugin)}getEmbeddedImagesFiletree(e){return!e&&this.targetView&&this.targetView.file&&(e=this.targetView.file),e?getExcalidrawEmbeddedFilesFiletree(e,this.plugin):[]}async getAttachmentFilepath(e){if(!this.targetView||!this.targetView?.file)return errorMessage("targetView not set","getAttachmentFolderAndFilePath()"),null;const t=await getAttachmentsFolderAndFilePath(app,this.targetView.file.path,e);return getNewUniqueFilepath(app.vault,e,t.folder)}compressToBase64(e){return LZString.compressToBase64(e)}decompressFromBase64(e){if(!e)throw new Error("No input string provided for decompression.");let t="";const n=e.length;for(let r=0;r<n;r++){const n=e[r];"\\n"!==n&&"\\r"!==n&&(t+=n)}return LZString.decompressFromBase64(t)}async newFilePrompt(e,t,n,r){if(!this.targetView||!this.targetView?.file)return errorMessage("targetView not set","newFileActions()"),null;const i=emulateKeysForLinkClick(n),a=new NewFileActions({plugin:this.plugin,path:e,keys:i,view:this.targetView,openNewFile:t,parentFile:r});return a.open(),await a.waitForClose}getLeaf(e,t){const n=emulateKeysForLinkClick(t??"new-tab");return getLeaf(this.plugin,e,n)}getActiveEmbeddableViewOrEditor(e){if(!this.targetView&&!e)return null;const t=(e=e??this.targetView).getActiveEmbeddable();if(t){if(t.node&&t.node.isEditing)return{file:t.node.file,editor:t.node.child.editor};if(t.leaf&&t.leaf.view)return{view:t.leaf.view}}return null}isExcalidrawMaskFile(e){return e?this.isExcalidrawFile(e)&&isMaskFile(this.plugin,e):this.targetView&&this.targetView?.file?isMaskFile(this.plugin,this.targetView.file):(errorMessage("targetView not set","isMaskFile()"),null)}plugin;elementsDict;imagesDict;mostRecentMarkdownSVG=null;style;canvas;colorPalette;constructor(e,t){this.plugin=e,this.reset(),this.targetView=t}getViewLastPointerPosition(){return this.targetView&&this.targetView?._loaded?this.targetView.currentPosition:(errorMessage("targetView not set","getExcalidrawAPI()"),null)}getAPI(e){const t=new ExcalidrawAutomate(this.plugin,e);return this.plugin.eaInstances.push(t),t}setFillStyle(e){switch(e){case 0:return this.style.fillStyle="hachure","hachure";case 1:return this.style.fillStyle="cross-hatch","cross-hatch";default:return this.style.fillStyle="solid","solid"}}setStrokeStyle(e){switch(e){case 0:return this.style.strokeStyle="solid","solid";case 1:return this.style.strokeStyle="dashed","dashed";default:return this.style.strokeStyle="dotted","dotted"}}setStrokeSharpness(e){return 0===e?(this.style.roundness={type:ROUNDNESS.LEGACY},"round"):(this.style.roundness=null,"sharp")}setFontFamily(e){switch(e){case 1:return this.style.fontFamily=4,getFontFamily(4);case 2:return this.style.fontFamily=2,getFontFamily(2);case 3:return this.style.fontFamily=3,getFontFamily(3);default:return this.style.fontFamily=1,getFontFamily(1)}}setTheme(e){return 0===e?(this.canvas.theme="light","light"):(this.canvas.theme="dark","dark")}addToGroup(e){const t=nanoid();return e.forEach((e=>{this.elementsDict[e]?.groupIds?.push(t)})),t}async toClipboard(e){const t=e?await getTemplate(this.plugin,e,!1,new EmbeddedFilesLoader(this.plugin),0):null;let n=t?t.elements:[];n=n.concat(this.getElements()),navigator.clipboard.writeText(JSON.stringify({type:"excalidraw/clipboard",elements:n}))}async getSceneFromFile(e){if(!e)return errorMessage("file not found","getScene()"),null;if(!this.isExcalidrawFile(e))return errorMessage("file is not an Excalidraw file","getScene()"),null;const t=await getTemplate(this.plugin,e.path,!1,new EmbeddedFilesLoader(this.plugin),0);return{elements:t.elements,appState:t.appState}}getElements(){const e=[],t=Object.keys(this.elementsDict);for(let n=0;n<t.length;n++)e.push(this.elementsDict[t[n]]);return e}getElement(e){return this.elementsDict[e]}async create(e){const t=e?.templatePath?await getTemplate(this.plugin,e.templatePath,!0,new EmbeddedFilesLoader(this.plugin),0):null;let n,r=t?t.elements:[];if(r=r.concat(this.getElements()),e?.frontmatterKeys){Object.keys(e.frontmatterKeys).includes("excalidraw-plugin")||(e.frontmatterKeys["excalidraw-plugin"]="parsed"),n="---\n\n";for(const t of Object.keys(e.frontmatterKeys))n+=`${t}: ${""===e.frontmatterKeys[t]?'""':e.frontmatterKeys[t]}\n`;n+="\n---\n"}else n=t?.frontmatter?t.frontmatter:FRONTMATTER;n+=e.plaintext?e.plaintext+"\n\n":"",t?.frontmatter&&e?.frontmatterKeys&&(n=mergeMarkdownFiles(t.frontmatter,n));const i={type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:r,appState:{theme:t?.appState?.theme??this.canvas.theme,viewBackgroundColor:t?.appState?.viewBackgroundColor??this.canvas.viewBackgroundColor,currentItemStrokeColor:t?.appState?.currentItemStrokeColor??this.style.strokeColor,currentItemBackgroundColor:t?.appState?.currentItemBackgroundColor??this.style.backgroundColor,currentItemFillStyle:t?.appState?.currentItemFillStyle??this.style.fillStyle,currentItemStrokeWidth:t?.appState?.currentItemStrokeWidth??this.style.strokeWidth,currentItemStrokeStyle:t?.appState?.currentItemStrokeStyle??this.style.strokeStyle,currentItemRoughness:t?.appState?.currentItemRoughness??this.style.roughness,currentItemOpacity:t?.appState?.currentItemOpacity??this.style.opacity,currentItemFontFamily:t?.appState?.currentItemFontFamily??this.style.fontFamily,currentItemFontSize:t?.appState?.currentItemFontSize??this.style.fontSize,currentItemTextAlign:t?.appState?.currentItemTextAlign??this.style.textAlign,currentItemStartArrowhead:t?.appState?.currentItemStartArrowhead??this.style.startArrowHead,currentItemEndArrowhead:t?.appState?.currentItemEndArrowhead??this.style.endArrowHead,currentItemRoundness:t?.appState?.currentItemLinearStrokeSharpness??t?.appState?.currentItemStrokeSharpness??t?.appState?.currentItemRoundness??this.style.roundness?"round":"sharp",gridSize:t?.appState?.gridSize??this.canvas.gridSize,colorPalette:t?.appState?.colorPalette??this.colorPalette,...t?.appState?.frameRendering?{frameRendering:t.appState.frameRendering}:{},...t?.appState?.objectsSnapModeEnabled?{objectsSnapModeEnabled:t.appState.objectsSnapModeEnabled}:{}},files:t?.files??{}},a=e?.filename?e.filename+(e.filename.endsWith(".md")?"":".excalidraw.md"):getDrawingFilename(this.plugin.settings),o=e?.foldername?e.foldername:this.plugin.settings.folder,s=this.plugin.settings.compatibilityMode?JSON.stringify(i,null,"\t"):n+(()=>{const e=this.getElements().filter((e=>"text"===e.type));let t="# Excalidraw Data\n## Text Elements\n";return e.forEach((e=>{t+=`${e.rawText??e.originalText??e.text} ^${e.id}\n\n`})),this.getElements().filter((e=>"text"!==e.type&&e.link)).forEach((e=>{t+=`${e.link} ^${e.id}\n\n`})),t+=Object.keys(this.imagesDict).length>0?"\n## Embedded Files\n":"\n",Object.keys(this.imagesDict).forEach((e=>{const n=this.imagesDict[e];if(n.latex)t+=`${e}: $$${n.latex}$$\n\n`;else if(n.file)n.file instanceof obsidian_module.TFile?t+=`${e}: [[${n.file.path}]]\n\n`:t+=`${e}: [[${n.file}]]\n\n`;else{const r=n.hyperlink.split("#"),i=this.plugin.app.vault.getAbstractFileByPath(r[0]);if(i&&i instanceof obsidian_module.TFile){const n=2===r.length;t+=n?`${e}: [[${i.path}#${r[1]}]]\n\n`:`${e}: [[${i.path}]]\n\n`}else t+=`${e}: ${n.hyperlink}\n\n`}})),t+"%%\n"})()+getMarkdownDrawingSection(JSON.stringify(i,null,"\t"),this.plugin.settings.compress);return e.silent?(await this.plugin.createDrawing(a,o,s)).path:this.plugin.createAndOpenDrawing(a,e?.onNewPane&&e.onNewPane?"new-pane":"active-pane",o,s)}async createSVG(e,t=!1,n,r,i,a){return i||(i=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),i&&!n&&(n={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0,isMask:!1}),r||(r=new EmbeddedFilesLoader(this.plugin,i?"dark"===i:void 0)),await createSVG(e,t,n,r,i,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,a,this.imagesDict)}async createPNG(e,t=1,n,r,i,a){return i||(i=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),i&&!n&&(n={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0,isMask:!1}),r||(r=new EmbeddedFilesLoader(this.plugin,i?"dark"===i:void 0)),await createPNG(e,t,n,r,i,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,a,this.imagesDict)}async createPNGBase64(e,t=1,n,r,i,a){const o=await this.createPNG(e,t,n,r,i,a);return`data:image/png;base64,${await blobToBase64(o)}`}wrapText(e,t){return wrapTextAtCharLength(e,t,this.plugin.settings.forceWrap)}boxedElement(e,t,n,r,i,a,o=null,s){return{id:e,type:t,x:n,y:r,width:i,height:a,angle:this.style.angle,strokeColor:this.style.strokeColor,backgroundColor:this.style.backgroundColor,fillStyle:this.style.fillStyle,strokeWidth:this.style.strokeWidth,strokeStyle:this.style.strokeStyle,roughness:this.style.roughness,opacity:this.style.opacity,roundness:this.style.strokeSharpness?"round"===this.style.strokeSharpness?{type:ROUNDNESS.ADAPTIVE_RADIUS}:null:this.style.roundness,seed:Math.floor(1e5*Math.random()),version:1,versionNonce:Math.floor(1e9*Math.random()),updated:Date.now(),isDeleted:!1,groupIds:[],boundElements:[],link:o,locked:!1,...s?{scale:s}:{}}}addIFrame(e,t,n,r,i,a){return this.addEmbeddable(e,t,n,r,i,a)}addEmbeddable(e,t,n,r,i,a,o){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","addEmbeddable()"),null;if(!i&&!a)return errorMessage("Either the url or the file must be set. If both are provided the URL takes precedence","addEmbeddable()"),null;const s=nanoid();return this.elementsDict[s]=this.boxedElement(s,"embeddable",e,t,n,r,i||(a?`[[${app.metadataCache.fileToLinktext(a,this.targetView.file.path,!1)}]]`:""),[1,1]),this.elementsDict[s].customData={mdProps:o??this.plugin.settings.embeddableMarkdownDefaults},s}addElementsToFrame(e,t){this.getElement(e)&&t.forEach((t=>{const n=this.getElement(t);n&&(n.frameId=e)}))}addFrame(e,t,n,r,i){const a=this.addRect(e,t,n,r),o=this.getElement(a);return o.type="frame",o.backgroundColor="transparent",o.strokeColor="#000",o.strokeStyle="solid",o.strokeWidth=2,o.roughness=0,o.roundness=null,i&&(o.name=i),a}addRect(e,t,n,r,i){return i||(i=nanoid()),this.elementsDict[i]=this.boxedElement(i,"rectangle",e,t,n,r),i}addDiamond(e,t,n,r,i){return i||(i=nanoid()),this.elementsDict[i]=this.boxedElement(i,"diamond",e,t,n,r),i}addEllipse(e,t,n,r,i){return i||(i=nanoid()),this.elementsDict[i]=this.boxedElement(i,"ellipse",e,t,n,r),i}addBlob(e,t,n,r,i){const a=.5*r,o=.5*n,s=o/9,l=.8*a,c=[],d=(n,r)=>{const i=n+Math.random()*s-s/2;c.push([i+Math.random()*s-s/2+n%2*s/6+e,r*Math.sqrt(a*a*(1-i*i/(o*o)))+Math.random()*l-l/2+n%2*l/6+t])};let T;for(T=s/2-o;T<=o-s/2;T+=o/6)d(T,1);for(T=o-s/2;T>=s/2-o;T-=o/6)d(T,-1);return c.push(c[0]),i=this.addLine((e=>{const t=getLineBox(e),i=n/t.w,a=r/t.h;let o;for(o=0;o<e.length;o++){let[n,r]=e[o];n=(n-t.x)*i+t.x,r=(r-t.y)*a+t.y,e[o]=[n,r]}return e})(c),i),this.elementsDict[i]=repositionElementsToCursor([this.getElement(i)],{x:e,y:t},!1)[0],i}refreshTextElementSize(e){const t=this.getElement(e);if("text"!==t.type)return;const{w:n,h:r}=_measureText(t.text,t.fontSize,t.fontFamily,getLineHeight(t.fontFamily));t.width=n,t.height=r}addText(e,t,n,r,i){i=i??nanoid();const a=n,o=!(void 0!==r?.width&&!r?.box)||(r?.autoResize??!0);n=r?.wrapAt&&o?this.wrapText(n,r.wrapAt):n;const{w:s,h:l}=_measureText(n,this.style.fontSize,this.style.fontFamily,getLineHeight(this.style.fontFamily)),c=r?.width?r.width:s,d=r?.height?r.height:l;let T=null;const u=this.style.strokeColor;this.style.strokeColor=r?.boxStrokeColor??u;const Q=r?.boxPadding??30;if(r?.box)switch(r.box){case"ellipse":T=this.addEllipse(e-Q,t-Q,c+2*Q,d+2*Q);break;case"diamond":T=this.addDiamond(e-Q,t-Q,c+2*Q,d+2*Q);break;case"blob":T=this.addBlob(e-Q,t-Q,c+2*Q,d+2*Q);break;default:T=this.addRect(e-Q,t-Q,c+2*Q,d+2*Q)}this.style.strokeColor=u;const p=T&&"blob"!==r.box;if(this.elementsDict[i]={text:n,fontSize:this.style.fontSize,fontFamily:this.style.fontFamily,textAlign:r?.textAlign?r.textAlign:this.style.textAlign??"left",verticalAlign:r?.textVerticalAlign??this.style.verticalAlign,...this.boxedElement(i,"text",e,t,c,d),containerId:p?T:null,originalText:p?a:n,rawText:p?a:n,lineHeight:getLineHeight(this.style.fontFamily),autoResize:!!r?.box||(r?.autoResize??!0)},T&&"blob"===r?.box&&this.addToGroup([i,T]),p){const e=this.elementsDict[T];e.boundElements||(e.boundElements=[]),e.boundElements.push({type:"text",id:i})}const h=this.getElement(i),m=T&&"blob"!==r.box?this.getElement(T):void 0,f=refreshTextDimensions(h,m,arrayToMap(this.getElements()),a);return f&&(h.width=f.width,h.height=f.height,h.x=f.x,h.y=f.y,h.text=f.text,m&&(m.width=f.width+2*Q,m.height=f.height+2*Q)),T??i}addLine(e,t){const n=getLineBox(e);return t=t??nanoid(),this.elementsDict[t]={points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:null,endBinding:null,startArrowhead:null,endArrowhead:null,...this.boxedElement(t,"line",e[0][0],e[0][1],n.w,n.h)},t}addArrow(e,t,n){const r=getLineBox(e);n=n??nanoid();const i=e[0],a=e[e.length-1];return this.elementsDict[n]={points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:{elementId:t?.startObjectId,focus:t?.startObjectId?determineFocusDistance(this.getElement(t?.startObjectId),a,i):.1,gap:4},endBinding:{elementId:t?.endObjectId,focus:t?.endObjectId?determineFocusDistance(this.getElement(t?.endObjectId),i,a):.1,gap:4},startArrowhead:void 0!==t?.startArrowHead?t.startArrowHead:this.style.startArrowHead,endArrowhead:void 0!==t?.endArrowHead?t.endArrowHead:this.style.endArrowHead,...this.boxedElement(n,"arrow",e[0][0],e[0][1],r.w,r.h)},t?.startObjectId&&(this.elementsDict[t.startObjectId].boundElements||(this.elementsDict[t.startObjectId].boundElements=[]),this.elementsDict[t.startObjectId].boundElements.push({type:"arrow",id:n})),t?.endObjectId&&(this.elementsDict[t.endObjectId].boundElements||(this.elementsDict[t.endObjectId].boundElements=[]),this.elementsDict[t.endObjectId].boundElements.push({type:"arrow",id:n})),n}async addMermaid(e,t=!0){const n=await mermaidToExcalidraw(e,{fontSize:this.style.fontSize}),r=[];if(!n)return null;if(n?.error)return n.error;if(n?.elements&&n.elements.forEach((e=>{r.push(e.id),this.elementsDict[e.id]=e})),n?.files)for(const e in n.files)this.imagesDict[e]={...n.files[e],created:Date.now(),isHyperLink:!1,hyperlink:null,file:null,hasSVGwithBitmap:!1,latex:null};return t&&n?.elements&&r.length>1&&this.addToGroup(r),r}async addImage(e,t,n,r=!0,i=!0){const a=nanoid(),o=new EmbeddedFilesLoader(this.plugin,"dark"===this.canvas.theme),s="string"==typeof n?await o.getObsidianImage(new EmbeddedFile(this.plugin,"",n),0):await o.getObsidianImage(n,0);if(!s)return null;const l="string"==typeof n?s.fileId:"md"===n.extension||"pdf"===n.extension.toLowerCase()?fileid():s.fileId;if(this.imagesDict[l]={mimeType:s.mimeType,id:l,dataURL:s.dataURL,created:s.created,isHyperLink:"string"==typeof n,hyperlink:"string"==typeof n?n:null,file:"string"==typeof n?null:n.path+(r||!i?"":"|100%"),hasSVGwithBitmap:s.hasSVGwithBitmap,latex:null},r&&Math.max(s.size.width,s.size.height)>500){const e=500/Math.max(s.size.width,s.size.height);s.size.width=e*s.size.width,s.size.height=e*s.size.height}return this.elementsDict[a]=this.boxedElement(a,"image",e,t,s.size.width,s.size.height),this.elementsDict[a].fileId=l,this.elementsDict[a].scale=[1,1],!r&&i&&(this.elementsDict[a].customData={isAnchored:!0}),a}async addLaTex(e,t,n){const r=nanoid(),i=await tex2dataURL(n);return i?(this.imagesDict[i.fileId]={mimeType:i.mimeType,id:i.fileId,dataURL:i.dataURL,created:i.created,file:null,hasSVGwithBitmap:!1,latex:n},this.elementsDict[r]=this.boxedElement(r,"image",e,t,i.size.width,i.size.height),this.elementsDict[r].fileId=i.fileId,this.elementsDict[r].scale=[1,1],r):null}async tex2dataURL(e,t=4){return await tex2dataURL(e,t)}connectObjects(e,t,n,r,i){if(!this.elementsDict[e]||!this.elementsDict[n])return;if(["line","arrow","freedraw"].includes(this.elementsDict[e].type)||["line","arrow","freedraw"].includes(this.elementsDict[n].type))return;const a=i?.padding?i.padding:10,o=i?.numberOfPoints?i.numberOfPoints:0,s=(e,t)=>{switch(e){case"bottom":return[(t.x+(t.x+t.width))/2,t.y+t.height+a];case"left":return[t.x-a,(t.y+(t.y+t.height))/2];case"right":return[t.x+t.width+a,(t.y+(t.y+t.height))/2];default:return[(t.x+(t.x+t.width))/2,t.y-a]}};let l,c,d,T;const u=this.elementsDict[e],Q=this.elementsDict[n];if(!t||!r){const e=u.x+u.width/2,n=Q.x+Q.width/2,i=u.y+u.height/2,a=Q.y+Q.height/2;if(!t){const t=intersectElementWithLine(u,[n,a],[e,i],4);0===t.length?[l,c]=[e,i]:[l,c]=t[0]}if(!r){const t=intersectElementWithLine(Q,[e,i],[n,a],4);0===t.length?[d,T]=[n,a]:[d,T]=t[0]}}t&&([l,c]=s(t,this.elementsDict[e])),r&&([d,T]=s(r,this.elementsDict[n]));const p=o+2,h=[];for(let e=0;e<p;e++)h.push([l+e*(d-l)/(p-1),c+e*(T-c)/(p-1)]);return this.addArrow(h,{startArrowHead:i?.startArrowHead,endArrowHead:i?.endArrowHead,startObjectId:e,endObjectId:n})}addLabelToLine(e,t){const n=this.elementsDict[e];if(!n||!["arrow","line"].includes(n.type)||2!==n.points.length)return;let r=Math.atan2(n.points[1][1],n.points[1][0]);const i=this.measureText(t);r<0?r<-Math.PI/2&&(r+=Math.PI):r>Math.PI/2&&(r-=Math.PI),this.style.angle=r;const a=this.addText(n.x+n.points[1][0]/2-i.width/2,n.y+n.points[1][1]/2-i.height,t);return this.style.angle=0,a}clear(){this.elementsDict={},this.imagesDict={}}reset(){this.clear(),this.activeScript=null,this.style={strokeColor:"#000000",backgroundColor:"transparent",angle:0,fillStyle:"hachure",strokeWidth:1,strokeStyle:"solid",roughness:1,opacity:100,roundness:null,fontFamily:1,fontSize:20,textAlign:"left",verticalAlign:"top",startArrowHead:null,endArrowHead:"arrow"},this.canvas={theme:"light",viewBackgroundColor:"#FFFFFF",gridSize:0}}isExcalidrawFile(e){return this.plugin.isExcalidrawFile(e)}targetView=null;setView(e){if(!e){const e=this.plugin.app.workspace.getActiveViewOfType(ExcalidrawView);this.targetView=e instanceof ExcalidrawView?e:getExcalidrawViews(this.plugin.app)[0]}if("active"==e){const e=this.plugin.app.workspace.getActiveViewOfType(ExcalidrawView);if(!(e instanceof ExcalidrawView))return;this.targetView=e}return"first"==e&&(this.targetView=getExcalidrawViews(this.plugin.app)[0]),e instanceof ExcalidrawView&&(this.targetView=e),this.targetView}getExcalidrawAPI(){return this.targetView&&this.targetView?._loaded?this.targetView.excalidrawAPI:(errorMessage("targetView not set","getExcalidrawAPI()"),null)}getViewElements(){return this.targetView&&this.targetView?._loaded?this.targetView.getViewElements():(errorMessage("targetView not set","getViewElements()"),[])}deleteViewElements(e){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","deleteViewElements()"),!1;const t=this.targetView?.excalidrawAPI;if(!t)return!1;const n=t.getSceneElements(),r=t.getAppState();return this.targetView.updateScene({elements:n.filter((t=>!e.includes(t))),appState:r,storeAction:"capture"}),!0}async addBackOfTheCardNoteToView(e,t=!1,n,r){return this.targetView&&this.targetView?._loaded?(await this.targetView.forceSave(!0),addBackOfTheNoteCard(this.targetView,e,t,n,r)):(errorMessage("targetView not set","addBackOfTheCardNoteToView()"),null)}getViewSelectedElement(){const e=this.getViewSelectedElements();return e?e[0]:null}getViewSelectedElements(e=!0){return this.targetView&&this.targetView?._loaded?this.targetView.getViewSelectedElements(e):(errorMessage("targetView not set","getViewSelectedElements()"),[])}getViewFileForImageElement(e){return this.targetView&&this.targetView?._loaded?e&&"image"===e.type?this.targetView?.excalidrawData?.getFile(e.fileId)?.file:(errorMessage("Must provide an image element as input","getViewFileForImageElement()"),null):(errorMessage("targetView not set","getViewFileForImageElement()"),null)}copyViewElementsToEAforEditing(e,t=!1){if(t&&e.some((e=>"image"===e.type))){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","copyViewElementsToEAforEditing()");const t=this.targetView.getScene().files;e.forEach((e=>{if(this.elementsDict[e.id]=cloneElement(e),"image"===e.type){const n=this.targetView.excalidrawData.getFile(e.fileId),r=n&&n.file&&n.linkParts&&n.linkParts.ref,i=this.targetView.excalidrawData.getEquation(e.fileId),a=t?.[e.fileId];this.imagesDict[e.fileId]={mimeType:a.mimeType,id:e.fileId,dataURL:a.dataURL,created:a.created,...n?{isHyperLink:n.isHyperLink||r,hyperlink:r?`${n.file.path}#${n.linkParts.ref}`:n.hyperlink,file:r?null:n.file,hasSVGwithBitmap:n.isSVGwithBitmap,latex:null}:{},...i?{file:null,isHyperLink:!1,hyperlink:null,hasSVGwithBitmap:!1,latex:i.latex}:{}}}}))}else e.forEach((e=>{this.elementsDict[e.id]=cloneElement(e)}))}viewToggleFullScreen(e=!1){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","viewToggleFullScreen()");const t=this.targetView,n=t.isFullscreen();e&&(t.updateScene({appState:{viewModeEnabled:!n},storeAction:"update"}),this.targetView.toolsPanelRef?.current?.setExcalidrawViewMode(!n)),n?t.exitFullscreen():t.gotoFullscreen()}setViewModeEnabled(e){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","viewToggleFullScreen()");const t=this.targetView;t.updateScene({appState:{viewModeEnabled:e},storeAction:"update"}),t.toolsPanelRef?.current?.setExcalidrawViewMode(e)}viewUpdateScene(e,t=!1){this.targetView&&this.targetView?._loaded?(Boolean(e.storeAction)||(e.storeAction=e.commitToHistory?"capture":"update"),this.targetView.updateScene({elements:e.elements,appState:e.appState,files:e.files,storeAction:e.storeAction},t)):errorMessage("targetView not set","viewToggleFullScreen()")}connectObjectWithViewSelectedElement(e,t,n,r){const i=this.getViewSelectedElement();if(!i)return!1;const a=i.id;return this.elementsDict[a]=i,this.connectObjects(e,t,a,n,r),delete this.elementsDict[a],!0}viewZoomToElements(e,t){this.targetView&&this.targetView?._loaded?this.targetView.zoomToElements(e,t):errorMessage("targetView not set","viewToggleFullScreen()")}async addElementsToView(e=!1,t=!0,n=!1,r=!1){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","addElementsToView()"),!1;const i=this.getElements();return await this.targetView.addElements(i,e,t,this.imagesDict,n,r)}registerThisAsViewEA(){return this.targetView&&this.targetView?._loaded?(this.targetView.setHookServer(this),!0):(errorMessage("targetView not set","addElementsToView()"),!1)}deregisterThisAsViewEA(){return this.targetView&&this.targetView?._loaded?(this.targetView.setHookServer(this),!0):(errorMessage("targetView not set","addElementsToView()"),!1)}onViewUnloadHook=null;onViewModeChangeHook=null;onLinkHoverHook=null;onLinkClickHook=null;onDropHook=null;onPasteHook=null;onFileOpenHook;onFileCreateHook;onCanvasColorChangeHook=null;onUpdateElementLinkForExportHook=null;getEmbeddedFilesLoader(e){return new EmbeddedFilesLoader(this.plugin,e)}getExportSettings(e,t,n=!1){return{withBackground:e,withTheme:t,isMask:n}}getBoundingBox(e){const t=getCommonBoundingBox(e);return{topX:t.minX,topY:t.minY,width:t.maxX-t.minX,height:t.maxY-t.minY}}getMaximumGroups(e){return getMaximumGroups(e,arrayToMap(e))}getLargestElement(e){if(!e||0===e.length)return null;let t=e[0];const n=e=>e.height*e.width;let r=n(e[0]);for(let i=1;i<e.length;i++){const a=n(e[i]);a>r&&(r=a,t=e[i])}return t}intersectElementWithLine(e,t,n,r){return intersectElementWithLine(e,t,n,r)}getCommonGroupForElements(e){const t=e.map((e=>e.groupIds)).reduce(((e,t)=>t.filter((t=>e.includes(t)))));return t.length>0?t[0]:null}getElementsInTheSameGroupWithElement(e,t,n=!1){if(!e||!t)return[];const r="text"===e.type&&e.containerId?t.filter((t=>t.id===e.containerId)):[];if(0===e.groupIds.length)return n&&"frame"===e.type?this.getElementsInFrame(e,t,!0):1===r.length?[e,r[0]]:[e];const i=1===r.length?t=>t.groupIds.some((t=>e.groupIds.includes(t)))||t===r[0]:t=>t.groupIds.some((t=>e.groupIds.includes(t)));if(n){const e=new Set;return t.filter((e=>i(e))).forEach((n=>{"frame"===n.type?this.getElementsInFrame(n,t,!0).forEach((t=>e.add(t.id))):e.add(n.id)})),t.filter((t=>e.has(t.id)))}return t.filter((e=>i(e)))}getElementsInFrame(e,t,n=!1){return e&&t&&"frame"===e.type?t.filter((t=>t.frameId===e.id||n&&t.id===e.id)):[]}activeScript=null;getScriptSettings(){return this.activeScript?this.plugin.settings.scriptEngineSettings[this.activeScript]??{}:null}async setScriptSettings(e){if(!this.activeScript)return null;this.plugin.settings.scriptEngineSettings[this.activeScript]=e,await this.plugin.saveSettings()}openFileInNewOrAdjacentLeaf(e,t){if(!(e&&e instanceof obsidian_module.TFile))return null;if(!this.targetView)return null;const{leaf:n,promise:r}=openLeaf({plugin:this.plugin,fnGetLeaf:()=>getNewOrAdjacentLeaf(this.plugin,this.targetView.leaf),file:e,openState:t??{active:!0}});return n}measureText(e){const t=_measureText(e,this.style.fontSize,this.style.fontFamily,getLineHeight(this.style.fontFamily));return{width:t.w??0,height:t.h??0}}async getOriginalImageSize(e,t=!1){if(!this.targetView||!this.targetView?._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 n=this.targetView.excalidrawData.getFile(e.fileId);if(!n)return errorMessage("Please provide a single image element as input","getOriginalImageSize()"),null;const r="dark"===this.getExcalidrawAPI().getAppState().theme;let i=n.getImage(r);if(i||t){if(!i){let e=0;for(;!i&&e<50;)await sleep(100),i=n.getImage(r),e++;if(!i)return}return await getImageSize(i)}}async resetImageAspectRatio(e){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","resetImageAspectRatio()"),null;const t=await this.getOriginalImageSize(e,!0);if(t){const n=e.width*e.height,r=t.width/t.height;let i=Math.sqrt(n*r),a=Math.sqrt(n/r);const o=e.x+e.width/2,s=e.y+e.height/2;if(i!==e.width||a!==e.height){this.getElement(e.id)||this.copyViewElementsToEAforEditing([e]);const t=this.getElement(e.id);return t.width=i,t.height=a,t.x=o-i/2,t.y=s-a/2,!0}}return!1}verifyMinimumPluginVersion(e){return verifyMinimumPluginVersion(e)}isExcalidrawView(e){return e instanceof ExcalidrawView}selectElementsInView(e){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","selectElementsInView()");if(!e||0===e.length)return;const t=this.getExcalidrawAPI();if("string"==typeof e[0]){const n=this.getViewElements().filter((t=>e.includes(t.id)));t.selectElements(n)}else t.selectElements(e)}generateElementId(){return nanoid()}cloneElement(e){const t=JSON.parse(JSON.stringify(e));return t.id=nanoid(),t}moveViewElementToZIndex(e,t){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","moveViewElementToZIndex()");const n=this.getExcalidrawAPI(),r=this.getViewElements(),i=r.filter((t=>t.id===e));if(0===i.length)return void errorMessage(`Element (id: ${e}) not found`,"moveViewElementToZIndex");if(t>=r.length)return void n.bringToFront(i);if(t<0)return void n.sendToBack(i);const a=r.indexOf(i[0]);r.splice(t,0,r.splice(a,1)[0]),this.targetView.updateScene({elements:r,storeAction:"capture"})}hexStringToRgb(e){const t=/^#?([a-f\d]{2})([a-f\d]{2})([a-f\d]{2})$/i.exec(e);return[parseInt(t[1],16),parseInt(t[2],16),parseInt(t[3],16)]}rgbToHexString(e){return O$1({r:e[0],g:e[1],b:e[2]}).stringHEX({alpha:!1})}hslToRgb(e){const t=O$1({h:e[0],s:e[1],l:e[2]});return[t.red,t.green,t.blue]}rgbToHsl(e){const t=O$1({r:e[0],g:e[1],b:e[2]});return[t.hue,t.saturation,t.lightness]}colorNameToHex(e){return COLOR_NAMES.has(e.toLowerCase().trim())?COLOR_NAMES.get(e.toLowerCase().trim()):e.trim()}getCM(e){if(e)return"string"==typeof e&&(e=this.colorNameToHex(e)),O$1(e);log("Creates a CM object. Visit https://github.com/lbragile/ColorMaster for documentation.")}getPolyBool(){return PolyBool$1.epsilon(1e-10),PolyBool$1}importSVG(e){const t=svgToExcalidraw(e);return t.hasErrors?(new obsidian_module.Notice(`There were errors while parsing the given SVG:\n${t.errors}`),!1):(this.copyViewElementsToEAforEditing(t.content),!0)}destroy(){this.targetView=null,this.plugin=null,this.elementsDict={},this.imagesDict={},this.mostRecentMarkdownSVG=null,this.activeScript=null,this.style={},this.canvas={},this.colorPalette={}}}async function initExcalidrawAutomate(e){await initFonts();const t=new ExcalidrawAutomate(e);return window.ExcalidrawAutomate=t,t}function normalizeLinePoints(e){const t=[],[n,r]=e[0];for(let i=0;i<e.length;i++)t.push([e[i][0]-n,e[i][1]-r]);return t}function getLineBox(e){const[t,n,r,i]=estimateLineBound(e);return{x:t,y:n,w:r-t,h:i-n}}function getFontFamily(e){return getFontFamilyString({fontFamily:e})}async function initFonts(){await excalidrawLib.registerFontsInCSS();const e=excalidrawLib.getFontFamilies();for(let t=0;t<e.length;t++)"Local Font"!==e[t]&&await document.fonts.load(`16px ${e[t]}`)}function _measureText(e,t,n,r){t||(t=20),n||(r=getLineHeight(n=1));const i=measureText(e,`${t.toString()}px ${getFontFamily(n)}`,r);return{w:i.width,h:i.height}}async function getTemplate(e,t,n=!1,r,i,a=!1){const o=e.app,s=o.vault,l=getEmbeddedFilenameParts(t),c=obsidian_module.normalizePath(l.filepath),d=o.metadataCache.getFirstLinkpathDest(c,"");let T=!1;if(d&&d instanceof obsidian_module.TFile){const t=(await s.read(d)).replaceAll("\r\n","\n").replaceAll("\r","\n"),o=new ExcalidrawData(e);if("excalidraw"===d.extension)return await o.loadLegacyData(t,d),{elements:a?updateElementLinksToObsidianLinks({elements:o.scene.elements,hostFile:d}):o.scene.elements,appState:o.scene.appState,frontmatter:"",files:o.scene.files,hasSVGwithBitmap:T};const c=getTextMode(t);await o.loadData(t,d,c);let u=t.search(/^##? Text Elements$/m);-1==u&&(u=t.search(/##? Drawing\n/));let Q,p=o.scene,h=p.elements;if(l.hasGroupref){const t=l.hasSectionref?getTextElementsMatchingQuery(p.elements,["# "+l.sectionref],!0):p.elements.filter((e=>e.id===l.blockref));t.length>0&&(h=e.ea.getElementsInTheSameGroupWithElement(t[0],p.elements,!0))}if(l.hasFrameref||l.hasClippedFrameref){const t=getFrameBasedOnFrameNameOrId(l.blockref,p.elements);t&&(h=e.ea.getElementsInFrame(t,p.elements,l.hasClippedFrameref))}l.hasTaskbone&&(h=h.filter((t=>"freedraw"===t.type||"image"===t.type&&!e.isExcalidrawFile(o.getFile(t.fileId)?.file)))),h.length<p.elements.length&&(Q=new Set,h.filter((e=>"image"===e.type)).forEach((e=>Q.add(e.fileId)))),n&&await r.loadSceneFiles(o,(e=>{if(e&&0!==e.length){for(const t of e)t.hasSVGwithBitmap&&(T=!0),o.scene.files[t.id]={mimeType:t.mimeType,id:t.id,dataURL:t.dataURL,created:t.created};p=scaleLoadedImage(o.scene,e).scene}}),i,!1,Q),o.destroy();const m=t.substring(0,u);let f={};const g=Object.values(p.files).length;return g>0&&(Q&&g>Q.size?Object.values(p.files).filter((e=>Q.has(e.id))).forEach((e=>{f[e.id]=e})):f=p.files),{elements:a?updateElementLinksToObsidianLinks({elements:h,hostFile:d}):h,appState:p.appState,frontmatter:m.match(/^---\n.*\n---\n/ms)?.[0]??m,files:f,hasSVGwithBitmap:T}}return{elements:[],appState:{},frontmatter:null,files:[],hasSVGwithBitmap:T}}async function createPNG(e,t=1,n,r,i,a,o,s=[],l,c,d,T){r||(r=new EmbeddedFilesLoader(l)),d=d??l.settings.exportPaddingSVG;const u=e?await getTemplate(l,e,!0,r,c):null;let Q=u?.elements??[];Q=Q.concat(s);const p=T??{};return u?.files&&Object.values(u.files).forEach((e=>{e.dataURL.startsWith("http")||(p[e.id]=e)})),await getPNG({type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:Q,appState:{theme:i??u?.appState?.theme??a,viewBackgroundColor:u?.appState?.viewBackgroundColor??o,...u?.appState?.frameRendering?{frameRendering:u.appState.frameRendering}:{}},files:p},{withBackground:n?.withBackground??l.settings.exportWithBackground,withTheme:n?.withTheme??l.settings.exportWithTheme,isMask:n?.isMask??!1},d,t)}const updateElementLinksToObsidianLinks=({elements:e,hostFile:t})=>e.map((e=>{if(e.link&&e.link.startsWith("[")){const n=REGEX_LINK.getResList(e.link)[0];if(!n?.value)return e;let r=REGEX_LINK.getLink(n);if(r.search("#")>-1&&(r=getLinkParts(r,t).path),r.match(REG_LINKINDEX_INVALIDCHARS))return e;const i=app.metadataCache.getFirstLinkpathDest(r,t.path);if(!i)return e;let a=app.getObsidianUrl(i);window.ExcalidrawAutomate?.onUpdateElementLinkForExportHook&&(a=window.ExcalidrawAutomate.onUpdateElementLinkForExportHook({originalLink:e.link,obsidianLink:a,linkedFile:i,hostFile:t}));const o=cloneElement(e);return o.link=a,o}return e}));function addFilterToForeignObjects(e){e.querySelectorAll("foreignObject").forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))}async function createSVG(e,t=!1,n,r,i,a,o,s=[],l,c,d,T,u=!1){r||(r=new EmbeddedFilesLoader(l)),void 0===n.skipInliningFonts&&(n.skipInliningFonts=!t);const Q=e?await getTemplate(l,e,!0,r,c,u):null;let p=Q?.elements??[];p=p.concat(s),d=d??l.settings.exportPaddingSVG;const h=T??{};Q?.files&&Object.values(Q.files).forEach((e=>{h[e.id]=e}));const m=i??Q?.appState?.theme??a,f=n?.withTheme??l.settings.exportWithTheme,g=getEmbeddedFilenameParts(e),b=await getSVG({type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:p,appState:{theme:m,viewBackgroundColor:Q?.appState?.viewBackgroundColor??o,...Q?.appState?.frameRendering?{frameRendering:Q.appState.frameRendering}:{}},files:h},{withBackground:n?.withBackground??l.settings.exportWithBackground,withTheme:f,isMask:n?.isMask??!1,...g?.hasClippedFrameref?{frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:{}},d,null);if(f&&"dark"===m&&addFilterToForeignObjects(b),!(g.hasGroupref||g.hasFrameref||g.hasClippedFrameref)&&(g.hasBlockref||g.hasSectionref)){let e=g.hasSectionref?getTextElementsMatchingQuery(p,["# "+g.sectionref],!0):p.filter((e=>e.id===g.blockref));if(e.length>0){const t=e[0].containerId;t&&(e=e.concat(p.filter((e=>e.id===t))));const n=l.ea.getBoundingBox(e),r=l.ea.getBoundingBox(p);b.viewBox.baseVal.x=n.topX-r.topX,b.viewBox.baseVal.y=n.topY-r.topY,b.viewBox.baseVal.width=n.width+2*d,b.viewBox.baseVal.height=n.height+2*d}}return Q?.hasSVGwithBitmap&&b.setAttribute("hasbitmap","true"),b}function estimateLineBound(e){let t=1/0,n=1/0,r=-1/0,i=-1/0;for(const[a,o]of e)t=Math.min(t,a),n=Math.min(n,o),r=Math.max(r,a),i=Math.max(i,o);return[t,n,r,i]}function estimateBounds(e){const t=getCommonBoundingBox(e);return[t.minX,t.minY,t.maxX,t.maxY]}function repositionElementsToCursor(e,t,n=!1){const[r,i,a,o]=estimateBounds(e);let[s,l]=[0,0];return[s,l]=n?[t.x-(r+a)/2,t.y-(i+o)/2]:[t.x-r,t.y-i],e.forEach((e=>{e.x=e.x+s,e.y=e.y+l})),restore({elements:e},null,null).elements}function errorMessage(e,t){switch(e){case"targetView not set":errorlog({where:"ExcalidrawAutomate",source:t,message:"targetView not set, or no longer active. Use setView before calling this function"});break;case"mobile not supported":errorlog({where:"ExcalidrawAutomate",source:t,message:"this function is not available on Obsidian Mobile"});break;default:errorlog({where:"ExcalidrawAutomate",source:t,message:e??"unknown error"})}}const insertLaTeXToView=e=>{const t=e.plugin.app,n=e.plugin.ea;GenericInputPrompt.Prompt(e,e.plugin,t,t$d("ENTER_LATEX"),"\\color{red}\\oint_S {E_n dA = \\frac{1}{{\\varepsilon _0 }}} Q_{inside}",e.plugin.settings.latexBoilerplate,void 0,3).then((async t=>{t&&(n.reset(),await n.addLaTex(0,0,t),n.setView(e),n.addElementsToView(!0,!1,!0))}))},search=async e=>{const t=e.plugin.ea;t.reset(),t.setView(e);const n=t.getViewElements().filter((e=>"text"===e.type||"frame"===e.type||e.link||"image"===e.type));if(0===n.length)return;let r=await ScriptEngine.inputPrompt(e,e.plugin,e.plugin.app,"Search for","use quotation marks for exact match","");if(!r)return;const i=r.matchAll(/"(.*?)"/g);let a,o=[];for(;!(a=i.next()).done;)o.push(a.value[1]);r=r.replaceAll(/"(.*?)"/g,""),o=o.concat(r.split(" ").filter((e=>0!==e.length))),t.targetView.selectElementsMatchingQuery(n,o)},getTextElementsMatchingQuery=(e,t,n=!1)=>e&&0!==e.length&&t&&0!==t.length?e.filter((e=>"text"===e.type&&t.some((t=>{if(n){const n=e.rawText.toLowerCase().split("\n")[0].trim().match(/^#*(# .*)/);return!(!n||2!==n.length)&&n[1]===t.toLowerCase()}return e.rawText.toLowerCase().replaceAll("\n"," ").trim().match(t.toLowerCase())})))):[],getFrameElementsMatchingQuery=(e,t,n=!1)=>e&&0!==e.length&&t&&0!==t.length?e.filter((e=>"frame"===e.type&&t.some((t=>{if(n){const n=(e.name?.toLowerCase().split("\n")[0].trim()??"").match(/^#*(# .*)/);return!(!n||2!==n.length)&&n[1]===t.toLowerCase()}return(e.name?e.name.toLowerCase().replaceAll("\n"," ").trim():"").match(t.toLowerCase())})))):[],getElementsWithLinkMatchingQuery=(e,t,n=!1)=>e&&0!==e.length&&t&&0!==t.length?e.filter((e=>e.link&&t.some((t=>{const r=e.link.toLowerCase().trim();return n?r===t.toLowerCase():r.match(t.toLowerCase())})))):[],getImagesMatchingQuery=(e,t,n,r=!1)=>e&&0!==e.length&&t&&0!==t.length?e.filter((e=>"image"===e.type&&t.some((t=>{const i=n.getFile(e.fileId)?.file?.basename.toLowerCase().trim(),a=n.getEquation(e.fileId)?.latex?.toLocaleLowerCase().trim(),o=i??a;return!!o&&(r?o===t.toLowerCase():o.match(t.toLowerCase()))})))):[],cloneElement=e=>{const t=JSON.parse(JSON.stringify(e));return t.version=e.version+1,t.updated=Date.now(),t.versionNonce=Math.floor(1e9*Math.random()),t},verifyMinimumPluginVersion=e=>PLUGIN_VERSION===e||isVersionNewerThanOther(PLUGIN_VERSION,e),getBoundTextElementId=e=>e?.boundElements?.length&&e?.boundElements?.find((e=>"text"===e.type))?.id||null,URL$1="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/index-new.md";class ScriptInstallPrompt extends obsidian_module.Modal{plugin;contentDiv;constructor(e){super(e.app),this.plugin=e}async onOpen(){const e=document.createElement("div");e.classList.add("search-bar-wrapper");const t=document.createElement("input");t.type="text",t.id="search-bar",t.placeholder="Search...";const n=document.createElement("button");n.textContent="→",n.onclick=()=>this.navigateSearchResults("next");const r=document.createElement("button");r.textContent="←",r.onclick=()=>this.navigateSearchResults("previous");const i=document.createElement("span");i.id="hit-count",i.classList.add("hit-count"),e.appendChild(r),e.appendChild(n),e.appendChild(t),e.appendChild(i),this.contentEl.prepend(e),t.addEventListener("input",(e=>{this.clearHighlights();const t=e.target.value;if(t&&t.length>0){this.highlightSearchTerm(t);const e=this.contentDiv.querySelectorAll("mark.search-highlight").length;i.textContent=e>0?`1/${e}`:"",setTimeout((()=>this.navigateSearchResults("next")))}else i.textContent=""})),t.addEventListener("keydown",(e=>{(e.ctrlKey||e.metaKey)&&"f"===e.key?(e.preventDefault(),t.focus()):"Enter"===e.key&&(e.preventDefault(),this.navigateSearchResults(e.shiftKey?"previous":"next"))})),this.contentEl.classList.add("excalidraw-scriptengine-install"),this.contentDiv=document.createElement("div"),this.contentEl.appendChild(this.contentDiv),this.containerEl.classList.add("excalidraw-scriptengine-install");try{const e=await obsidian_module.request({url:URL$1});if(!e)return new obsidian_module.Notice("Error opening the Excalidraw Script Store page. Please double check that you can access the website. I've logged the link in developer console (press CTRL+SHIFT+i)",5e3),log(URL$1),void this.close();await obsidian_module.MarkdownRenderer.render(this.plugin.app,e,this.contentDiv,"",this.plugin),this.contentDiv.querySelectorAll("h1[data-heading],h2[data-heading],h3[data-heading]").forEach((e=>{e.setAttribute("id",e.getAttribute("data-heading"))})),this.contentDiv.querySelectorAll("a.internal-link").forEach((e=>{e.removeAttribute("target")}))}catch(e){errorlog({where:"ScriptInstallPrompt.onOpen",error:e}),new obsidian_module.Notice("Could not open ScriptEngine repository"),this.close()}}highlightSearchTerm(e){const t=document.createTreeWalker(this.contentDiv,NodeFilter.SHOW_TEXT,{acceptNode:t=>t.nodeValue.toLowerCase().includes(e.toLowerCase())?NodeFilter.FILTER_ACCEPT:NodeFilter.FILTER_REJECT}),n=[];for(;t.nextNode();)n.push(t.currentNode);n.forEach((t=>{const n=t.nodeValue,r=document.createDocumentFragment();let i,a=0;const o=new RegExp(escapeRegExp(e),"gi");for(;null!==(i=o.exec(n));){const e=document.createTextNode(n.slice(a,i.index)),t=document.createElement("mark");t.className="search-highlight",t.textContent=i[0],t.classList.add("search-result"),r.appendChild(e),r.appendChild(t),a=o.lastIndex}r.appendChild(document.createTextNode(n.slice(a))),t.replaceWith(r)}))}clearHighlights(){this.contentDiv.querySelectorAll("mark.search-highlight").forEach((e=>{e.outerHTML=e.innerHTML}))}navigateSearchResults(e){const t=Array.from(this.contentDiv.querySelectorAll("mark.search-highlight"));if(0===t.length)return;const n=t.findIndex((e=>e.classList.contains("active-highlight")));-1!==n&&(t[n].classList.remove("active-highlight"),t[n].style.border="none");let r=0;"next"===e?r=n===t.length-1?0:n+1:"previous"===e&&(r=0===n?t.length-1:n-1);const i=t[r];i.classList.add("active-highlight"),i.scrollIntoView({behavior:"smooth",block:"nearest"}),document.getElementById("hit-count").textContent=`${r+1}/${t.length}`}onClose(){this.contentEl.empty()}}function r(e){var t,n,i="";if("string"==typeof e||"number"==typeof e)i+=e;else if("object"==typeof e)if(Array.isArray(e))for(t=0;t<e.length;t++)e[t]&&(n=r(e[t]))&&(i&&(i+=" "),i+=n);else for(t in e)e[t]&&(i&&(i+=" "),i+=t);return i}function clsx(){for(var e,t,n=0,i="";n<arguments.length;)(e=arguments[n++])&&(t=r(e))&&(i&&(i+=" "),i+=t);return i}const PENS={default:{type:"default",freedrawOnly:!1,strokeColor:"#000000",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:0,penOptions:{highlighter:!1,constantPressure:!1,hasOutline:!1,outlineWidth:1,options:{thinning:.6,smoothing:.5,streamline:.5,easing:"easeOutSine",start:{cap:!0,taper:0,easing:"linear"},end:{cap:!0,taper:0,easing:"linear"}}}},highlighter:{type:"highlighter",freedrawOnly:!0,strokeColor:"#FFC47C",backgroundColor:"#FFC47C",fillStyle:"solid",strokeWidth:2,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!0,outlineWidth:4,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{taper:0,cap:!0,easing:"linear"}}}},finetip:{type:"finetip",freedrawOnly:!1,strokeColor:"#3E6F8D",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:.5,roughness:0,penOptions:{highlighter:!1,hasOutline:!1,outlineWidth:1,constantPressure:!0,options:{smoothing:.4,thinning:-.5,streamline:.4,easing:"linear",start:{taper:5,cap:!1,easing:"linear"},end:{taper:5,cap:!1,easing:"linear"}}}},fountain:{type:"fountain",freedrawOnly:!1,strokeColor:"#000000",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:2,roughness:0,penOptions:{highlighter:!1,constantPressure:!1,hasOutline:!1,outlineWidth:1,options:{smoothing:.2,thinning:.6,streamline:.2,easing:"easeInOutSine",start:{taper:150,cap:!0,easing:"linear"},end:{taper:1,cap:!0,easing:"linear"}}}},marker:{type:"marker",freedrawOnly:!0,strokeColor:"#B83E3E",backgroundColor:"#FF7C7C",fillStyle:"dashed",strokeWidth:2,roughness:3,penOptions:{highlighter:!1,constantPressure:!0,hasOutline:!0,outlineWidth:4,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{taper:0,cap:!0,easing:"linear"}}}},"thick-thin":{type:"thick-thin",freedrawOnly:!0,strokeColor:"#CECDCC",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!1,outlineWidth:1,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{cap:!0,taper:!0,easing:"linear"}}}},"thin-thick-thin":{type:"thin-thick-thin",freedrawOnly:!0,strokeColor:"#CECDCC",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!1,outlineWidth:1,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{cap:!0,taper:!0,easing:"linear"},end:{cap:!0,taper:!0,easing:"linear"}}}}},EASINGFUNCTIONS={linear:"linear",easeInQuad:"easeInQuad",easeOutQuad:"easeOutQuad",easeInOutQuad:"easeInOutQuad",easeInCubic:"easeInCubic",easeOutCubic:"easeOutCubic",easeInOutCubic:"easeInOutCubic",easeInQuart:"easeInQuart",easeOutQuart:"easeOutQuart",easeInOutQuart:"easeInOutQuart",easeInQuint:"easeInQuint",easeOutQuint:"easeOutQuint",easeInOutQuint:"easeInOutQuint",easeInSine:"easeInSine",easeOutSine:"easeOutSine",easeInOutSine:"easeInOutSine",easeInExpo:"easeInExpo",easeOutExpo:"easeOutExpo",easeInOutExpo:"easeInOutExpo",easeInCirc:"easeInCirc",easeOutCirc:"easeOutCirc",easeInOutCirc:"easeInOutCirc",easeInBack:"easeInBack",easeOutBack:"easeOutBack",easeInOutBack:"easeInOutBack",easeInElastic:"easeInElastic",easeOutElastic:"easeOutElastic",easeInOutElastic:"easeInOutElastic",easeInBounce:"easeInBounce",easeOutBounce:"easeOutBounce",easeInOutBounce:"easeInOutBounce"};class PenSettingsModal extends obsidian_module.Modal{plugin;view;pen;api;dirty=!1;constructor(e,t,n){super(app),this.plugin=e,this.view=t,this.pen=n,this.api=t.excalidrawAPI}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Pen Settings"),this.createForm()}async onClose(){if(this.dirty){getExcalidrawViews(this.app).forEach((e=>e.updatePinnedCustomPens())),this.plugin.saveSettings();const e=this.plugin.settings.customPens[this.pen],t=this.view.excalidrawAPI;setPen(e,t),t.setActiveTool({type:"freedraw"})}}async createForm(){const e=e=>{let t="";if(COLOR_NAMES.has(e))return[COLOR_NAMES.get(e),t];const n=(new Option).style;if(n.color=e,n.color){const e=n.color.match(/^[^\d]*(\d*)[^\d]*(\d*)[^\d]*(\d*)[^\d]*([\d\.]*)?/);return e?(t=e[4]?(Math.round(255*parseFloat(e[4]))<<0).toString(16).padStart(2,"0"):"",[`#${(parseInt(e[1])<<0).toString(16).padStart(2,"0")}${(parseInt(e[2])<<0).toString(16).padStart(2,"0")}${(parseInt(e[3])<<0).toString(16).padStart(2,"0")}`,t]):[null,t]}return[null,t]},t=this.plugin.settings.customPens[this.pen],n=this.contentEl;let r,i,a,o,s;n.createEl("h1",{text:"Pen settings"}),new obsidian_module.Setting(n).setName("Pen type").setDesc("Select type of pen").addDropdown((e=>{e.addOption("default","Excalidraw Default").addOption("highlighter","Highlighter").addOption("finetip","Fine tip pen").addOption("fountain","Fountain pen").addOption("marker","Marker with Outline").addOption("thick-thin","Mindmap Thick-Thin").addOption("thin-thick-thin","Mindmap Thin-Thick-Thin").setValue(t.type).onChange((e=>{this.dirty=!0,t.type=e}))})).addButton((e=>e.setButtonText("Apply").onClick((()=>{this.dirty=!0,t.strokeColor=PENS[t.type].strokeColor,t.backgroundColor=PENS[t.type].backgroundColor,t.fillStyle=PENS[t.type].fillStyle,t.strokeWidth=PENS[t.type].strokeWidth,t.roughness=PENS[t.type].roughness,t.penOptions={...PENS[t.type].penOptions},n.empty(),this.createForm()})))),r=new obsidian_module.Setting(n).setName(fragWithHTML(t.freedrawOnly?"Stroke & fill applies to: <b>Freedraw only</b>":"Stroke & fill applies to: <b>All shapes</b>")).setDesc(fragWithHTML('<b>"All shapes"</b> means that if for example, you select a blue pen with dashed fill and then switch to a different tool (e.g. to a line, a circle, an arrow - i.e. not the freedraw tool), those will all have the same blue line and dashed fill.<br><b>"Only applies to the freedraw line"</b> means that if for example you are writing black text, and you select a custom pen (e.g. a yellow highlighter), then after using the highlighter you switch to another tool, the previous settings (e.g. black stroke color) will apply to the new shape.')).addToggle((e=>e.setValue(t.freedrawOnly).onChange((e=>{this.dirty=!0,r.setName(fragWithHTML(e?"Stroke & fill applies to: <b>Freedraw only</b>":"Stroke & fill applies to: <b>All shapes</b>")),t.freedrawOnly=e}))));let l,c,d,T,u,Q,p,[h,m]=e(t.strokeColor),f=!1;s=new obsidian_module.Setting(n).setName(fragWithHTML(Boolean(t.strokeColor)?"Stroke color: <b>Preset color</b>":"Stroke color: <b>Current</b>")).setDesc(fragWithHTML("Use <b>current</b> stroke color of the canvas, or set a specific <b>preset color</b> for the pen")).addToggle((n=>n.setValue(!Boolean(t.strokeColor)).onChange((n=>{this.dirty=!0,i.settingEl.style.display=n?"none":"",s.setName(fragWithHTML(n?"Stroke color: <b>Current</b>":"Stroke color: <b>Preset color</b>")),n?delete t.strokeColor:(o.getValue()||([h,m]=e("black"),a.setValue(h),o.setValue("black")),t.strokeColor=o.getValue())})))),i=new obsidian_module.Setting(n).setName("Select stroke color").addButton((n=>n.setButtonText("Use Canvas Current").onClick((()=>{const n=this.api.getAppState(),r=n.resetCustomPen?.currentItemStrokeColor??n.currentItemStrokeColor;[h,m]=e(r),t.strokeColor=r,this.dirty=!0,o.setValue(r),f=!0,a.setValue(h)})))).addText((n=>{o=n,n.setValue(t.strokeColor).onChange((n=>{f=!0,this.dirty=!0,t.strokeColor=n,[h,m]=e(n),h&&a.setValue(h)}))})).addColorPicker((e=>{a=e,e.setValue(h??"#000000").onChange((e=>{f?f=!1:(this.dirty=!0,t.strokeColor=e+m,o.setValue(e+m))}))})),i.settingEl.style.display=Boolean(t.strokeColor)?"":"none";let[g,b]=e(t.backgroundColor);l=new obsidian_module.Setting(n).setName(fragWithHTML(Boolean(t.backgroundColor)?"Background color: <b>Preset color</b>":"Background color: <b>Current</b>")).setDesc(fragWithHTML("Toggle to use the <b>current background color</b> of the canvas; or a <b>preset color</b>")).addToggle((n=>n.setValue(!Boolean(t.backgroundColor)).onChange((n=>{this.dirty=!0,l.setName(fragWithHTML(n?"Background color: <b>Current</b>":"Background color: <b>Preset color</b>")),d.settingEl.style.display=n?"none":"",c.settingEl.style.display=n||"transparent"===t.backgroundColor?"none":"",n?delete t.backgroundColor:(u.getValue()||([g,b]=e("black"),T.setValue(g),u.setValue("black")),Q.setValue(!1))})))),d=new obsidian_module.Setting(n).setName(fragWithHTML("transparent"===t.backgroundColor?"Background: <b>Transparent</b>":"Color: <b>Preset color</b>")).setDesc("Background has color or is transparent").addToggle((e=>{Q=e,e.setValue("transparent"===t.backgroundColor).onChange((e=>{this.dirty=!0,c.settingEl.style.display=e?"none":"",p.settingEl.style.display=e?"none":"",d.setName(fragWithHTML(e?"Background: <b>Transparent</b>":"Color: <b>Preset color</b>")),t.backgroundColor=e?"transparent":T.getValue()}))})),d.settingEl.style.display=Boolean(t.backgroundColor)?"":"none";let y,_,L,v,w,E,x,M,S,H=!1;c=new obsidian_module.Setting(n).setName("Background color").addButton((n=>n.setButtonText("Use Canvas Current").onClick((()=>{const n=this.api.getAppState(),r=n.resetCustomPen?.currentItemBackgroundColor??n.currentItemBackgroundColor;[g,b]=e(r),t.backgroundColor=r,this.dirty=!0,u.setValue(r),H=!0,T.setValue(g)})))).addText((n=>{u=n,n.setValue(t.backgroundColor).onChange((n=>{H=!0,this.dirty=!0,t.backgroundColor=n,[g,b]=e(n),g&&T.setValue(g)}))})).addColorPicker((e=>{T=e,e.setValue(g??"#000000").onChange((e=>{H?H=!1:(this.dirty=!0,t.backgroundColor=e+b,u.setValue(e+b))}))})),c.settingEl.style.display=Boolean(t.backgroundColor)&&"transparent"!==t.backgroundColor?"":"none",p=new obsidian_module.Setting(n).setName("Fill Style").addDropdown((e=>e.addOption("","Unset").addOption("dots","Dots (⚠ VERY SLOW performance on large objects!)").addOption("zigzag","Zigzag").addOption("zigzag-line","Zigzag-line").addOption("dashed","Dashed").addOption("hachure","Hachure").addOption("cross-hatch","Cross-hatch").addOption("solid","Solid").setValue(t.fillStyle).onChange((e=>{this.dirty=!0,t.fillStyle=e})))),p.settingEl.style.display=Boolean(t.backgroundColor)&&"transparent"!==t.backgroundColor?"":"none",y=new obsidian_module.Setting(n).setName(fragWithHTML(`Sloppiness: <b>${null===t.roughness?"Not Set":t.roughness<=.5?"Architect (":t.roughness<=1.5?"Artist (":"Cartoonist ("}${null===t.roughness?"":`${t.roughness})`}</b>`)).setDesc("Line sloppiness of the shape fill pattern").addSlider((e=>e.setLimits(-.5,3,.5).setValue(null===t.roughness?-.5:t.roughness).onChange((e=>{this.dirty=!0,t.roughness=-.5===e?null:e,y.setName(fragWithHTML(`Sloppiness: <b>${null===t.roughness?"Not Set":t.roughness<=.5?"Architect (":t.roughness<=1.5?"Artist (":"Cartoonist ("}${null===t.roughness?"":`${t.roughness})`}</b>`))})))),_=new obsidian_module.Setting(n).setName(fragWithHTML(`Stroke Width <b>${0===t.strokeWidth?"Not Set":t.strokeWidth}</b>`)).addSlider((e=>e.setLimits(0,5,.5).setValue(t.strokeWidth).onChange((e=>{this.dirty=!0,t.strokeWidth=e,_.setName(fragWithHTML(`Stroke Width <b>${0===t.strokeWidth?"Not Set":t.strokeWidth}</b>`))})))),new obsidian_module.Setting(n).setName("Highlighter pen?").addToggle((e=>e.setValue(t.penOptions.highlighter).onChange((e=>{this.dirty=!0,t.penOptions.highlighter=e})))),new obsidian_module.Setting(n).setName("Pressure sensitive pen?").setDesc(fragWithHTML("<b>toggle on</b>: pressure sensitive<br><b>toggle off</b>: constant pressure")).addToggle((e=>e.setValue(!t.penOptions.constantPressure).onChange((e=>{this.dirty=!0,t.penOptions.constantPressure=!e,L.settingEl.style.display=t.penOptions.constantPressure?"none":""})))),t.penOptions.hasOutline&&0===t.penOptions.outlineWidth&&(t.penOptions.outlineWidth=.5,this.dirty=!0),!t.penOptions.hasOutline&&t.penOptions.outlineWidth>0&&(t.penOptions.outlineWidth=0,this.dirty=!0),v=new obsidian_module.Setting(n).setName(fragWithHTML(0===t.penOptions.outlineWidth?"No outline":`Outline width <b>${t.penOptions.outlineWidth}</b>`)).setDesc("If the stroke has an outline, this will mean the stroke color is the outline color, and the background color is the pen stroke's fill color. If the pen does not have an outline then the pen color is the stroke color. The Fill Style setting applies to the fill style of the enclosed shape, not of the line itself. The line can only have solid fill.").addSlider((e=>e.setLimits(0,8,.5).setValue(t.penOptions.outlineWidth).onChange((e=>{this.dirty=!0,t.penOptions.outlineWidth=e,t.penOptions.hasOutline=e>0,v.setName(fragWithHTML(0===t.penOptions.outlineWidth?"No outline":`Outline width <b>${t.penOptions.outlineWidth}</b>`))})))),n.createEl("h2",{text:"Perfect Freehand settings"}),n.createEl("p").innerHTML='Read the Perfect Freehand documentation following <a href="https://github.com/steveruizok/perfect-freehand#documentation" target="_blank">this link</a>.',w=new obsidian_module.Setting(n).setName(fragWithHTML(`Thinnning <b>${t.penOptions.options.thinning}</b>`)).setDesc(fragWithHTML("The effect of pressure on the stroke's size.<br>To create a stroke with a steady line, set the thinning option to 0.<br>To create a stroke that gets thinner with pressure instead of thicker, use a negative number for the thinning option.")).addSlider((e=>e.setLimits(-1,1,.05).setValue(t.penOptions.options.thinning).onChange((e=>{this.dirty,w.setName(fragWithHTML(`Thinnning <b>${e}</b>`)),t.penOptions.options.thinning=e})))),E=new obsidian_module.Setting(n).setName(fragWithHTML(`Smoothing <b>${t.penOptions.options.smoothing}</b>`)).setDesc(fragWithHTML("How much to soften the stroke's edges.")).addSlider((e=>e.setLimits(0,1,.05).setValue(t.penOptions.options.smoothing).onChange((e=>{this.dirty,E.setName(fragWithHTML(`Smoothing <b>${e}</b>`)),t.penOptions.options.smoothing=e})))),x=new obsidian_module.Setting(n).setName(fragWithHTML(`Streamline <b>${t.penOptions.options.streamline}</b>`)).setDesc(fragWithHTML("\tHow much to streamline the stroke.")).addSlider((e=>e.setLimits(0,1,.05).setValue(t.penOptions.options.streamline).onChange((e=>{this.dirty,x.setName(fragWithHTML(`Streamline <b>${e}</b>`)),t.penOptions.options.streamline=e})))),new obsidian_module.Setting(n).setName("Easing function").setDesc(fragWithHTML('An easing function for the tapering effect. For more info <a href="https://easings.net/#" target="_blank">click here</a>')).addDropdown((e=>e.addOptions(EASINGFUNCTIONS).setValue(t.penOptions.options.easing).onChange((e=>{this.dirty=!0,t.penOptions.options.easing=e})))),L=new obsidian_module.Setting(n).setName("Simulate Pressure").setDesc("Whether to simulate pressure based on velocity.").addDropdown((e=>e.addOption("true","Always").addOption("false","Never").addOption("","Yes for mouse, No for pen").setValue(!0===t.penOptions.options.simulatePressure?"true":!1===t.penOptions.options.simulatePressure?"false":"").onChange((e=>{switch(this.dirty=!0,e){case"true":t.penOptions.options.simulatePressure=!0;break;case"false":t.penOptions.options.simulatePressure=!1;break;default:delete t.penOptions.options.simulatePressure}})))),L.settingEl.style.display=t.penOptions.constantPressure?"none":"",n.createEl("h3",{text:"Start"}),n.createEl("p",{text:"Tapering options for the start of the line."}),new obsidian_module.Setting(n).setName("Cap Start").setDesc("Whether to draw a cap").addToggle((e=>e.setValue(t.penOptions.options.start.cap).onChange((e=>{this.dirty=!0,t.penOptions.options.start.cap=e})))),M=new obsidian_module.Setting(n).setName(fragWithHTML(`Taper: <b>${!0===t.penOptions.options.start.taper?"true":t.penOptions.options.start.taper}</b>`)).setDesc("The distance to taper. If set to true, the taper will be the total length of the stroke.").addSlider((e=>e.setLimits(0,151,1).setValue("boolean"==typeof t.penOptions.options.start.taper?151:t.penOptions.options.start.taper).onChange((e=>{this.dirty,t.penOptions.options.start.taper=151===e||e,M.setName(fragWithHTML(`Taper: <b>${!0===t.penOptions.options.start.taper?"true":t.penOptions.options.start.taper}</b>`))})))),new obsidian_module.Setting(n).setName("Easing function").setDesc(fragWithHTML('An easing function for the tapering effect. For more info <a href="https://easings.net/#" target="_blank">click here</a>')).addDropdown((e=>e.addOptions(EASINGFUNCTIONS).setValue(t.penOptions.options.start.easing).onChange((e=>{this.dirty=!0,t.penOptions.options.start.easing=e})))),n.createEl("h3",{text:"End"}),n.createEl("p",{text:"Tapering options for the end of the line."}),new obsidian_module.Setting(n).setName("Cap End").setDesc("Whether to draw a cap").addToggle((e=>e.setValue(t.penOptions.options.end.cap).onChange((e=>{this.dirty=!0,t.penOptions.options.end.cap=e})))),S=new obsidian_module.Setting(n).setName(fragWithHTML(`Taper: <b>${!0===t.penOptions.options.end.taper?"true":t.penOptions.options.end.taper}</b>`)).setDesc("The distance to taper. If set to true, the taper will be the total length of the stroke.").addSlider((e=>e.setLimits(0,151,1).setValue("boolean"==typeof t.penOptions.options.end.taper?151:t.penOptions.options.end.taper).onChange((e=>{this.dirty,t.penOptions.options.end.taper=151===e||e,S.setName(fragWithHTML(`Taper: <b>${!0===t.penOptions.options.end.taper?"true":t.penOptions.options.end.taper}</b>`))})))),new obsidian_module.Setting(n).setName("Easing function").setDesc(fragWithHTML('An easing function for the tapering effect. For more info <a href="https://easings.net/#" target="_blank">click here</a>')).addDropdown((e=>e.addOptions(EASINGFUNCTIONS).setValue(t.penOptions.options.end.easing).onChange((e=>{this.dirty=!0,t.penOptions.options.end.easing=e}))))}}var defaultAttributes={xmlns:"http://www.w3.org/2000/svg",width:24,height:24,viewBox:"0 0 24 24",fill:"none",stroke:"currentColor",strokeWidth:2,strokeLinecap:"round",strokeLinejoin:"round"};const toKebabCase=e=>e.replace(/([a-z0-9])([A-Z])/g,"$1-$2").toLowerCase(),createLucideIcon=(e,t)=>{const n=React.forwardRef((({color:n="currentColor",size:r=24,strokeWidth:i=2,absoluteStrokeWidth:a,children:o,...s},l)=>React.createElement("svg",{ref:l,...defaultAttributes,width:r,height:r,stroke:n,strokeWidth:a?24*Number(i)/Number(r):i,className:`lucide lucide-${toKebabCase(e)}`,...s},[...t.map((([e,t])=>React.createElement(e,t))),...(Array.isArray(o)?o:[o])||[]])));return n.displayName=`${e}`,n};var createLucideIcon$1=createLucideIcon;const 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114.9z"}))}},stringToSVG=e=>(e.match('class="skip"')||(e=e.replace(/stroke\s*=\s*['"][^"']*['"]/g,"").replace(/[^-]width\s*=\s*['"][^"']*['"]/g,"").replace(/[^-]height\s*=\s*['"][^"']*['"]/g,"").replace("<svg ",'<svg style="stroke:var(--icon-fill-color);color:var(--icon-fill-color);fill:var(--icon-fill-color);stroke-width:6;" ')),React__namespace.createElement("div",{dangerouslySetInnerHTML:{__html:e}})),LogoWrapper=({children:e})=>React__namespace.createElement("div",{className:"welcome-screen-center__logo virgil welcome-screen-decor"},e," ");var top="top",bottom="bottom",right="right",left="left",auto="auto",basePlacements=[top,bottom,right,left],start="start",end="end",clippingParents="clippingParents",viewport="viewport",popper="popper",reference="reference",variationPlacements=basePlacements.reduce((function(e,t){return e.concat([t+"-"+start,t+"-"+end])}),[]),placements=[].concat(basePlacements,[auto]).reduce((function(e,t){return e.concat([t,t+"-"+start,t+"-"+end])}),[]),beforeRead="beforeRead",read="read",afterRead="afterRead",beforeMain="beforeMain",main="main",afterMain="afterMain",beforeWrite="beforeWrite",write="write",afterWrite="afterWrite",modifierPhases=[beforeRead,read,afterRead,beforeMain,main,afterMain,beforeWrite,write,afterWrite];function getNodeName(e){return e?(e.nodeName||"").toLowerCase():null}function getWindow(e){if(null==e)return window;if("[object Window]"!==e.toString()){var t=e.ownerDocument;return t&&t.defaultView||window}return e}function isElement(e){return e instanceof getWindow(e).Element||e instanceof Element}function isHTMLElement$1(e){return e instanceof getWindow(e).HTMLElement||e instanceof HTMLElement}function isShadowRoot(e){return"undefined"!=typeof ShadowRoot&&(e instanceof getWindow(e).ShadowRoot||e instanceof ShadowRoot)}function applyStyles(e){var t=e.state;Object.keys(t.elements).forEach((function(e){var n=t.styles[e]||{},r=t.attributes[e]||{},i=t.elements[e];isHTMLElement$1(i)&&getNodeName(i)&&(Object.assign(i.style,n),Object.keys(r).forEach((function(e){var t=r[e];!1===t?i.removeAttribute(e):i.setAttribute(e,!0===t?"":t)})))}))}function effect$2(e){var t=e.state,n={popper:{position:t.options.strategy,left:"0",top:"0",margin:"0"},arrow:{position:"absolute"},reference:{}};return Object.assign(t.elements.popper.style,n.popper),t.styles=n,t.elements.arrow&&Object.assign(t.elements.arrow.style,n.arrow),function(){Object.keys(t.elements).forEach((function(e){var r=t.elements[e],i=t.attributes[e]||{},a=Object.keys(t.styles.hasOwnProperty(e)?t.styles[e]:n[e]).reduce((function(e,t){return e[t]="",e}),{});isHTMLElement$1(r)&&getNodeName(r)&&(Object.assign(r.style,a),Object.keys(i).forEach((function(e){r.removeAttribute(e)})))}))}}var applyStyles$1={name:"applyStyles",enabled:!0,phase:"write",fn:applyStyles,effect:effect$2,requires:["computeStyles"]};function getBasePlacement(e){return e.split("-")[0]}var max=Math.max,min=Math.min,round=Math.round;function getUAString(){var e=navigator.userAgentData;return null!=e&&e.brands&&Array.isArray(e.brands)?e.brands.map((function(e){return e.brand+"/"+e.version})).join(" "):navigator.userAgent}function isLayoutViewport(){return!/^((?!chrome|android).)*safari/i.test(getUAString())}function getBoundingClientRect(e,t,n){void 0===t&&(t=!1),void 0===n&&(n=!1);var r=e.getBoundingClientRect(),i=1,a=1;t&&isHTMLElement$1(e)&&(i=e.offsetWidth>0&&round(r.width)/e.offsetWidth||1,a=e.offsetHeight>0&&round(r.height)/e.offsetHeight||1);var o=(isElement(e)?getWindow(e):window).visualViewport,s=!isLayoutViewport()&&n,l=(r.left+(s&&o?o.offsetLeft:0))/i,c=(r.top+(s&&o?o.offsetTop:0))/a,d=r.width/i,T=r.height/a;return{width:d,height:T,top:c,right:l+d,bottom:c+T,left:l,x:l,y:c}}function getLayoutRect(e){var t=getBoundingClientRect(e),n=e.offsetWidth,r=e.offsetHeight;return Math.abs(t.width-n)<=1&&(n=t.width),Math.abs(t.height-r)<=1&&(r=t.height),{x:e.offsetLeft,y:e.offsetTop,width:n,height:r}}function contains(e,t){var n=t.getRootNode&&t.getRootNode();if(e.contains(t))return!0;if(n&&isShadowRoot(n)){var r=t;do{if(r&&e.isSameNode(r))return!0;r=r.parentNode||r.host}while(r)}return!1}function getComputedStyle$1(e){return getWindow(e).getComputedStyle(e)}function isTableElement(e){return["table","td","th"].indexOf(getNodeName(e))>=0}function getDocumentElement(e){return((isElement(e)?e.ownerDocument:e.document)||window.document).documentElement}function getParentNode(e){return"html"===getNodeName(e)?e:e.assignedSlot||e.parentNode||(isShadowRoot(e)?e.host:null)||getDocumentElement(e)}function getTrueOffsetParent(e){return isHTMLElement$1(e)&&"fixed"!==getComputedStyle$1(e).position?e.offsetParent:null}function getContainingBlock(e){var t=/firefox/i.test(getUAString());if(/Trident/i.test(getUAString())&&isHTMLElement$1(e)&&"fixed"===getComputedStyle$1(e).position)return null;var n=getParentNode(e);for(isShadowRoot(n)&&(n=n.host);isHTMLElement$1(n)&&["html","body"].indexOf(getNodeName(n))<0;){var r=getComputedStyle$1(n);if("none"!==r.transform||"none"!==r.perspective||"paint"===r.contain||-1!==["transform","perspective"].indexOf(r.willChange)||t&&"filter"===r.willChange||t&&r.filter&&"none"!==r.filter)return n;n=n.parentNode}return null}function getOffsetParent(e){for(var t=getWindow(e),n=getTrueOffsetParent(e);n&&isTableElement(n)&&"static"===getComputedStyle$1(n).position;)n=getTrueOffsetParent(n);return n&&("html"===getNodeName(n)||"body"===getNodeName(n)&&"static"===getComputedStyle$1(n).position)?t:n||getContainingBlock(e)||t}function getMainAxisFromPlacement(e){return["top","bottom"].indexOf(e)>=0?"x":"y"}function within(e,t,n){return max(e,min(t,n))}function withinMaxClamp(e,t,n){var r=within(e,t,n);return r>n?n:r}function getFreshSideObject(){return{top:0,right:0,bottom:0,left:0}}function mergePaddingObject(e){return Object.assign({},getFreshSideObject(),e)}function expandToHashMap(e,t){return t.reduce((function(t,n){return t[n]=e,t}),{})}var toPaddingObject=function(e,t){return mergePaddingObject("number"!=typeof(e="function"==typeof e?e(Object.assign({},t.rects,{placement:t.placement})):e)?e:expandToHashMap(e,basePlacements))};function arrow(e){var t,n=e.state,r=e.name,i=e.options,a=n.elements.arrow,o=n.modifiersData.popperOffsets,s=getBasePlacement(n.placement),l=getMainAxisFromPlacement(s),c=[left,right].indexOf(s)>=0?"height":"width";if(a&&o){var d=toPaddingObject(i.padding,n),T=getLayoutRect(a),u="y"===l?top:left,Q="y"===l?bottom:right,p=n.rects.reference[c]+n.rects.reference[l]-o[l]-n.rects.popper[c],h=o[l]-n.rects.reference[l],m=getOffsetParent(a),f=m?"y"===l?m.clientHeight||0:m.clientWidth||0:0,g=p/2-h/2,b=d[u],y=f-T[c]-d[Q],_=f/2-T[c]/2+g,L=within(b,_,y),v=l;n.modifiersData[r]=((t={})[v]=L,t.centerOffset=L-_,t)}}function effect$1(e){var t=e.state,n=e.options.element,r=void 0===n?"[data-popper-arrow]":n;null!=r&&("string"!=typeof r||(r=t.elements.popper.querySelector(r)))&&contains(t.elements.popper,r)&&(t.elements.arrow=r)}var arrow$1={name:"arrow",enabled:!0,phase:"main",fn:arrow,effect:effect$1,requires:["popperOffsets"],requiresIfExists:["preventOverflow"]};function getVariation(e){return e.split("-")[1]}var unsetSides={top:"auto",right:"auto",bottom:"auto",left:"auto"};function roundOffsetsByDPR(e,t){var n=e.x,r=e.y,i=t.devicePixelRatio||1;return{x:round(n*i)/i||0,y:round(r*i)/i||0}}function mapToStyles(e){var t,n=e.popper,r=e.popperRect,i=e.placement,a=e.variation,o=e.offsets,s=e.position,l=e.gpuAcceleration,c=e.adaptive,d=e.roundOffsets,T=e.isFixed,u=o.x,Q=void 0===u?0:u,p=o.y,h=void 0===p?0:p,m="function"==typeof d?d({x:Q,y:h}):{x:Q,y:h};Q=m.x,h=m.y;var f=o.hasOwnProperty("x"),g=o.hasOwnProperty("y"),b=left,y=top,_=window;if(c){var L=getOffsetParent(n),v="clientHeight",w="clientWidth";L===getWindow(n)&&"static"!==getComputedStyle$1(L=getDocumentElement(n)).position&&"absolute"===s&&(v="scrollHeight",w="scrollWidth"),L=L,(i===top||(i===left||i===right)&&a===end)&&(y=bottom,h-=(T&&L===_&&_.visualViewport?_.visualViewport.height:L[v])-r.height,h*=l?1:-1),i!==left&&(i!==top&&i!==bottom||a!==end)||(b=right,Q-=(T&&L===_&&_.visualViewport?_.visualViewport.width:L[w])-r.width,Q*=l?1:-1)}var E,x=Object.assign({position:s},c&&unsetSides),M=!0===d?roundOffsetsByDPR({x:Q,y:h},getWindow(n)):{x:Q,y:h};return Q=M.x,h=M.y,l?Object.assign({},x,((E={})[y]=g?"0":"",E[b]=f?"0":"",E.transform=(_.devicePixelRatio||1)<=1?"translate("+Q+"px, "+h+"px)":"translate3d("+Q+"px, "+h+"px, 0)",E)):Object.assign({},x,((t={})[y]=g?h+"px":"",t[b]=f?Q+"px":"",t.transform="",t))}function computeStyles(e){var t=e.state,n=e.options,r=n.gpuAcceleration,i=void 0===r||r,a=n.adaptive,o=void 0===a||a,s=n.roundOffsets,l=void 0===s||s,c={placement:getBasePlacement(t.placement),variation:getVariation(t.placement),popper:t.elements.popper,popperRect:t.rects.popper,gpuAcceleration:i,isFixed:"fixed"===t.options.strategy};null!=t.modifiersData.popperOffsets&&(t.styles.popper=Object.assign({},t.styles.popper,mapToStyles(Object.assign({},c,{offsets:t.modifiersData.popperOffsets,position:t.options.strategy,adaptive:o,roundOffsets:l})))),null!=t.modifiersData.arrow&&(t.styles.arrow=Object.assign({},t.styles.arrow,mapToStyles(Object.assign({},c,{offsets:t.modifiersData.arrow,position:"absolute",adaptive:!1,roundOffsets:l})))),t.attributes.popper=Object.assign({},t.attributes.popper,{"data-popper-placement":t.placement})}var computeStyles$1={name:"computeStyles",enabled:!0,phase:"beforeWrite",fn:computeStyles,data:{}},passive={passive:!0};function effect(e){var t=e.state,n=e.instance,r=e.options,i=r.scroll,a=void 0===i||i,o=r.resize,s=void 0===o||o,l=getWindow(t.elements.popper),c=[].concat(t.scrollParents.reference,t.scrollParents.popper);return a&&c.forEach((function(e){e.addEventListener("scroll",n.update,passive)})),s&&l.addEventListener("resize",n.update,passive),function(){a&&c.forEach((function(e){e.removeEventListener("scroll",n.update,passive)})),s&&l.removeEventListener("resize",n.update,passive)}}var eventListeners={name:"eventListeners",enabled:!0,phase:"write",fn:function(){},effect:effect,data:{}},hash$1={left:"right",right:"left",bottom:"top",top:"bottom"};function getOppositePlacement(e){return e.replace(/left|right|bottom|top/g,(function(e){return hash$1[e]}))}var hash={start:"end",end:"start"};function getOppositeVariationPlacement(e){return e.replace(/start|end/g,(function(e){return hash[e]}))}function getWindowScroll(e){var t=getWindow(e);return{scrollLeft:t.pageXOffset,scrollTop:t.pageYOffset}}function getWindowScrollBarX(e){return getBoundingClientRect(getDocumentElement(e)).left+getWindowScroll(e).scrollLeft}function getViewportRect(e,t){var n=getWindow(e),r=getDocumentElement(e),i=n.visualViewport,a=r.clientWidth,o=r.clientHeight,s=0,l=0;if(i){a=i.width,o=i.height;var c=isLayoutViewport();(c||!c&&"fixed"===t)&&(s=i.offsetLeft,l=i.offsetTop)}return{width:a,height:o,x:s+getWindowScrollBarX(e),y:l}}function getDocumentRect(e){var t,n=getDocumentElement(e),r=getWindowScroll(e),i=null==(t=e.ownerDocument)?void 0:t.body,a=max(n.scrollWidth,n.clientWidth,i?i.scrollWidth:0,i?i.clientWidth:0),o=max(n.scrollHeight,n.clientHeight,i?i.scrollHeight:0,i?i.clientHeight:0),s=-r.scrollLeft+getWindowScrollBarX(e),l=-r.scrollTop;return"rtl"===getComputedStyle$1(i||n).direction&&(s+=max(n.clientWidth,i?i.clientWidth:0)-a),{width:a,height:o,x:s,y:l}}function isScrollParent(e){var t=getComputedStyle$1(e),n=t.overflow,r=t.overflowX,i=t.overflowY;return/auto|scroll|overlay|hidden/.test(n+i+r)}function getScrollParent(e){return["html","body","#document"].indexOf(getNodeName(e))>=0?e.ownerDocument.body:isHTMLElement$1(e)&&isScrollParent(e)?e:getScrollParent(getParentNode(e))}function listScrollParents(e,t){var n;void 0===t&&(t=[]);var r=getScrollParent(e),i=r===(null==(n=e.ownerDocument)?void 0:n.body),a=getWindow(r),o=i?[a].concat(a.visualViewport||[],isScrollParent(r)?r:[]):r,s=t.concat(o);return i?s:s.concat(listScrollParents(getParentNode(o)))}function rectToClientRect(e){return Object.assign({},e,{left:e.x,top:e.y,right:e.x+e.width,bottom:e.y+e.height})}function getInnerBoundingClientRect(e,t){var n=getBoundingClientRect(e,!1,"fixed"===t);return n.top=n.top+e.clientTop,n.left=n.left+e.clientLeft,n.bottom=n.top+e.clientHeight,n.right=n.left+e.clientWidth,n.width=e.clientWidth,n.height=e.clientHeight,n.x=n.left,n.y=n.top,n}function getClientRectFromMixedType(e,t,n){return t===viewport?rectToClientRect(getViewportRect(e,n)):isElement(t)?getInnerBoundingClientRect(t,n):rectToClientRect(getDocumentRect(getDocumentElement(e)))}function getClippingParents(e){var t=listScrollParents(getParentNode(e)),n=["absolute","fixed"].indexOf(getComputedStyle$1(e).position)>=0&&isHTMLElement$1(e)?getOffsetParent(e):e;return isElement(n)?t.filter((function(e){return isElement(e)&&contains(e,n)&&"body"!==getNodeName(e)})):[]}function getClippingRect(e,t,n,r){var i="clippingParents"===t?getClippingParents(e):[].concat(t),a=[].concat(i,[n]),o=a[0],s=a.reduce((function(t,n){var i=getClientRectFromMixedType(e,n,r);return t.top=max(i.top,t.top),t.right=min(i.right,t.right),t.bottom=min(i.bottom,t.bottom),t.left=max(i.left,t.left),t}),getClientRectFromMixedType(e,o,r));return s.width=s.right-s.left,s.height=s.bottom-s.top,s.x=s.left,s.y=s.top,s}function computeOffsets(e){var t,n=e.reference,r=e.element,i=e.placement,a=i?getBasePlacement(i):null,o=i?getVariation(i):null,s=n.x+n.width/2-r.width/2,l=n.y+n.height/2-r.height/2;switch(a){case top:t={x:s,y:n.y-r.height};break;case bottom:t={x:s,y:n.y+n.height};break;case right:t={x:n.x+n.width,y:l};break;case left:t={x:n.x-r.width,y:l};break;default:t={x:n.x,y:n.y}}var c=a?getMainAxisFromPlacement(a):null;if(null!=c){var d="y"===c?"height":"width";switch(o){case start:t[c]=t[c]-(n[d]/2-r[d]/2);break;case end:t[c]=t[c]+(n[d]/2-r[d]/2)}}return t}function detectOverflow(e,t){void 0===t&&(t={});var n=t,r=n.placement,i=void 0===r?e.placement:r,a=n.strategy,o=void 0===a?e.strategy:a,s=n.boundary,l=void 0===s?clippingParents:s,c=n.rootBoundary,d=void 0===c?viewport:c,T=n.elementContext,u=void 0===T?popper:T,Q=n.altBoundary,p=void 0!==Q&&Q,h=n.padding,m=void 0===h?0:h,f=mergePaddingObject("number"!=typeof m?m:expandToHashMap(m,basePlacements)),g=u===popper?reference:popper,b=e.rects.popper,y=e.elements[p?g:u],_=getClippingRect(isElement(y)?y:y.contextElement||getDocumentElement(e.elements.popper),l,d,o),L=getBoundingClientRect(e.elements.reference),v=computeOffsets({reference:L,element:b,strategy:"absolute",placement:i}),w=rectToClientRect(Object.assign({},b,v)),E=u===popper?w:L,x={top:_.top-E.top+f.top,bottom:E.bottom-_.bottom+f.bottom,left:_.left-E.left+f.left,right:E.right-_.right+f.right},M=e.modifiersData.offset;if(u===popper&&M){var S=M[i];Object.keys(x).forEach((function(e){var t=[right,bottom].indexOf(e)>=0?1:-1,n=[top,bottom].indexOf(e)>=0?"y":"x";x[e]+=S[n]*t}))}return x}function computeAutoPlacement(e,t){void 0===t&&(t={});var n=t,r=n.placement,i=n.boundary,a=n.rootBoundary,o=n.padding,s=n.flipVariations,l=n.allowedAutoPlacements,c=void 0===l?placements:l,d=getVariation(r),T=d?s?variationPlacements:variationPlacements.filter((function(e){return getVariation(e)===d})):basePlacements,u=T.filter((function(e){return c.indexOf(e)>=0}));0===u.length&&(u=T);var Q=u.reduce((function(t,n){return t[n]=detectOverflow(e,{placement:n,boundary:i,rootBoundary:a,padding:o})[getBasePlacement(n)],t}),{});return Object.keys(Q).sort((function(e,t){return Q[e]-Q[t]}))}function getExpandedFallbackPlacements(e){if(getBasePlacement(e)===auto)return[];var t=getOppositePlacement(e);return[getOppositeVariationPlacement(e),t,getOppositeVariationPlacement(t)]}function flip(e){var t=e.state,n=e.options,r=e.name;if(!t.modifiersData[r]._skip){for(var i=n.mainAxis,a=void 0===i||i,o=n.altAxis,s=void 0===o||o,l=n.fallbackPlacements,c=n.padding,d=n.boundary,T=n.rootBoundary,u=n.altBoundary,Q=n.flipVariations,p=void 0===Q||Q,h=n.allowedAutoPlacements,m=t.options.placement,f=getBasePlacement(m),g=l||(f!==m&&p?getExpandedFallbackPlacements(m):[getOppositePlacement(m)]),b=[m].concat(g).reduce((function(e,n){return e.concat(getBasePlacement(n)===auto?computeAutoPlacement(t,{placement:n,boundary:d,rootBoundary:T,padding:c,flipVariations:p,allowedAutoPlacements:h}):n)}),[]),y=t.rects.reference,_=t.rects.popper,L=new Map,v=!0,w=b[0],E=0;E<b.length;E++){var x=b[E],M=getBasePlacement(x),S=getVariation(x)===start,H=[top,bottom].indexOf(M)>=0,C=H?"width":"height",O=detectOverflow(t,{placement:x,boundary:d,rootBoundary:T,altBoundary:u,padding:c}),A=H?S?right:left:S?bottom:top;y[C]>_[C]&&(A=getOppositePlacement(A));var k=getOppositePlacement(A),I=[];if(a&&I.push(O[M]<=0),s&&I.push(O[A]<=0,O[k]<=0),I.every((function(e){return e}))){w=x,v=!1;break}L.set(x,I)}if(v)for(var V=function(e){var t=b.find((function(t){var n=L.get(t);if(n)return n.slice(0,e).every((function(e){return e}))}));if(t)return w=t,"break"},N=p?3:1;N>0&&"break"!==V(N);N--);t.placement!==w&&(t.modifiersData[r]._skip=!0,t.placement=w,t.reset=!0)}}var flip$1={name:"flip",enabled:!0,phase:"main",fn:flip,requiresIfExists:["offset"],data:{_skip:!1}};function getSideOffsets(e,t,n){return void 0===n&&(n={x:0,y:0}),{top:e.top-t.height-n.y,right:e.right-t.width+n.x,bottom:e.bottom-t.height+n.y,left:e.left-t.width-n.x}}function isAnySideFullyClipped(e){return[top,right,bottom,left].some((function(t){return e[t]>=0}))}function hide(e){var t=e.state,n=e.name,r=t.rects.reference,i=t.rects.popper,a=t.modifiersData.preventOverflow,o=detectOverflow(t,{elementContext:"reference"}),s=detectOverflow(t,{altBoundary:!0}),l=getSideOffsets(o,r),c=getSideOffsets(s,i,a),d=isAnySideFullyClipped(l),T=isAnySideFullyClipped(c);t.modifiersData[n]={referenceClippingOffsets:l,popperEscapeOffsets:c,isReferenceHidden:d,hasPopperEscaped:T},t.attributes.popper=Object.assign({},t.attributes.popper,{"data-popper-reference-hidden":d,"data-popper-escaped":T})}var hide$1={name:"hide",enabled:!0,phase:"main",requiresIfExists:["preventOverflow"],fn:hide};function distanceAndSkiddingToXY(e,t,n){var r=getBasePlacement(e),i=[left,top].indexOf(r)>=0?-1:1,a="function"==typeof n?n(Object.assign({},t,{placement:e})):n,o=a[0],s=a[1];return o=o||0,s=(s||0)*i,[left,right].indexOf(r)>=0?{x:s,y:o}:{x:o,y:s}}function offset(e){var t=e.state,n=e.options,r=e.name,i=n.offset,a=void 0===i?[0,0]:i,o=placements.reduce((function(e,n){return e[n]=distanceAndSkiddingToXY(n,t.rects,a),e}),{}),s=o[t.placement],l=s.x,c=s.y;null!=t.modifiersData.popperOffsets&&(t.modifiersData.popperOffsets.x+=l,t.modifiersData.popperOffsets.y+=c),t.modifiersData[r]=o}var offset$1={name:"offset",enabled:!0,phase:"main",requires:["popperOffsets"],fn:offset};function popperOffsets(e){var t=e.state,n=e.name;t.modifiersData[n]=computeOffsets({reference:t.rects.reference,element:t.rects.popper,strategy:"absolute",placement:t.placement})}var popperOffsets$1={name:"popperOffsets",enabled:!0,phase:"read",fn:popperOffsets,data:{}};function getAltAxis(e){return"x"===e?"y":"x"}function preventOverflow(e){var t=e.state,n=e.options,r=e.name,i=n.mainAxis,a=void 0===i||i,o=n.altAxis,s=void 0!==o&&o,l=n.boundary,c=n.rootBoundary,d=n.altBoundary,T=n.padding,u=n.tether,Q=void 0===u||u,p=n.tetherOffset,h=void 0===p?0:p,m=detectOverflow(t,{boundary:l,rootBoundary:c,padding:T,altBoundary:d}),f=getBasePlacement(t.placement),g=getVariation(t.placement),b=!g,y=getMainAxisFromPlacement(f),_=getAltAxis(y),L=t.modifiersData.popperOffsets,v=t.rects.reference,w=t.rects.popper,E="function"==typeof h?h(Object.assign({},t.rects,{placement:t.placement})):h,x="number"==typeof E?{mainAxis:E,altAxis:E}:Object.assign({mainAxis:0,altAxis:0},E),M=t.modifiersData.offset?t.modifiersData.offset[t.placement]:null,S={x:0,y:0};if(L){if(a){var H,C="y"===y?top:left,O="y"===y?bottom:right,A="y"===y?"height":"width",k=L[y],I=k+m[C],V=k-m[O],N=Q?-w[A]/2:0,P=g===start?v[A]:w[A],R=g===start?-w[A]:-v[A],D=t.elements.arrow,$=Q&&D?getLayoutRect(D):{width:0,height:0},j=t.modifiersData["arrow#persistent"]?t.modifiersData["arrow#persistent"].padding:getFreshSideObject(),F=j[C],B=j[O],G=within(0,v[A],$[A]),U=b?v[A]/2-N-G-F-x.mainAxis:P-G-F-x.mainAxis,W=b?-v[A]/2+N+G+B+x.mainAxis:R+G+B+x.mainAxis,Z=t.elements.arrow&&getOffsetParent(t.elements.arrow),z=Z?"y"===y?Z.clientTop||0:Z.clientLeft||0:0,q=null!=(H=null==M?void 0:M[y])?H:0,X=k+W-q,K=within(Q?min(I,k+U-q-z):I,k,Q?max(V,X):V);L[y]=K,S[y]=K-k}if(s){var Y,J="x"===y?top:left,ee="x"===y?bottom:right,te=L[_],ne="y"===_?"height":"width",re=te+m[J],ie=te-m[ee],ae=-1!==[top,left].indexOf(f),oe=null!=(Y=null==M?void 0:M[_])?Y:0,se=ae?re:te-v[ne]-w[ne]-oe+x.altAxis,le=ae?te+v[ne]+w[ne]-oe-x.altAxis:ie,ce=Q&&ae?withinMaxClamp(se,te,le):within(Q?se:re,te,Q?le:ie);L[_]=ce,S[_]=ce-te}t.modifiersData[r]=S}}var preventOverflow$1={name:"preventOverflow",enabled:!0,phase:"main",fn:preventOverflow,requiresIfExists:["offset"]};function getHTMLElementScroll(e){return{scrollLeft:e.scrollLeft,scrollTop:e.scrollTop}}function getNodeScroll(e){return e!==getWindow(e)&&isHTMLElement$1(e)?getHTMLElementScroll(e):getWindowScroll(e)}function isElementScaled(e){var t=e.getBoundingClientRect(),n=round(t.width)/e.offsetWidth||1,r=round(t.height)/e.offsetHeight||1;return 1!==n||1!==r}function getCompositeRect(e,t,n){void 0===n&&(n=!1);var r=isHTMLElement$1(t),i=isHTMLElement$1(t)&&isElementScaled(t),a=getDocumentElement(t),o=getBoundingClientRect(e,i,n),s={scrollLeft:0,scrollTop:0},l={x:0,y:0};return(r||!r&&!n)&&(("body"!==getNodeName(t)||isScrollParent(a))&&(s=getNodeScroll(t)),isHTMLElement$1(t)?((l=getBoundingClientRect(t,!0)).x+=t.clientLeft,l.y+=t.clientTop):a&&(l.x=getWindowScrollBarX(a))),{x:o.left+s.scrollLeft-l.x,y:o.top+s.scrollTop-l.y,width:o.width,height:o.height}}function order(e){var t=new Map,n=new Set,r=[];function i(e){n.add(e.name),[].concat(e.requires||[],e.requiresIfExists||[]).forEach((function(e){if(!n.has(e)){var r=t.get(e);r&&i(r)}})),r.push(e)}return e.forEach((function(e){t.set(e.name,e)})),e.forEach((function(e){n.has(e.name)||i(e)})),r}function orderModifiers(e){var t=order(e);return modifierPhases.reduce((function(e,n){return e.concat(t.filter((function(e){return e.phase===n})))}),[])}function debounce(e){var t;return function(){return t||(t=new Promise((function(n){Promise.resolve().then((function(){t=void 0,n(e())}))}))),t}}function mergeByName(e){var t=e.reduce((function(e,t){var n=e[t.name];return e[t.name]=n?Object.assign({},n,t,{options:Object.assign({},n.options,t.options),data:Object.assign({},n.data,t.data)}):t,e}),{});return Object.keys(t).map((function(e){return t[e]}))}var DEFAULT_OPTIONS={placement:"bottom",modifiers:[],strategy:"absolute"};function areValidElements(){for(var e=arguments.length,t=new Array(e),n=0;n<e;n++)t[n]=arguments[n];return!t.some((function(e){return!(e&&"function"==typeof e.getBoundingClientRect)}))}function popperGenerator(e){void 0===e&&(e={});var t=e,n=t.defaultModifiers,r=void 0===n?[]:n,i=t.defaultOptions,a=void 0===i?DEFAULT_OPTIONS:i;return function(e,t,n){void 0===n&&(n=a);var i={placement:"bottom",orderedModifiers:[],options:Object.assign({},DEFAULT_OPTIONS,a),modifiersData:{},elements:{reference:e,popper:t},attributes:{},styles:{}},o=[],s=!1,l={state:i,setOptions:function(n){var s="function"==typeof n?n(i.options):n;c(),i.options=Object.assign({},a,i.options,s),i.scrollParents={reference:isElement(e)?listScrollParents(e):e.contextElement?listScrollParents(e.contextElement):[],popper:listScrollParents(t)};var d=orderModifiers(mergeByName([].concat(r,i.options.modifiers)));return i.orderedModifiers=d.filter((function(e){return e.enabled})),i.orderedModifiers.forEach((function(e){var t=e.name,n=e.options,r=void 0===n?{}:n,a=e.effect;if("function"==typeof a){var s=a({state:i,name:t,instance:l,options:r});o.push(s||function(){})}})),l.update()},forceUpdate:function(){if(!s){var e=i.elements,t=e.reference,n=e.popper;if(areValidElements(t,n)){i.rects={reference:getCompositeRect(t,getOffsetParent(n),"fixed"===i.options.strategy),popper:getLayoutRect(n)},i.reset=!1,i.placement=i.options.placement,i.orderedModifiers.forEach((function(e){return i.modifiersData[e.name]=Object.assign({},e.data)}));for(var r=0;r<i.orderedModifiers.length;r++)if(!0!==i.reset){var a=i.orderedModifiers[r],o=a.fn,c=a.options,d=void 0===c?{}:c,T=a.name;"function"==typeof o&&(i=o({state:i,options:d,name:T,instance:l})||i)}else i.reset=!1,r=-1}}},update:debounce((function(){return new Promise((function(e){l.forceUpdate(),e(i)}))})),destroy:function(){c(),s=!0}};if(!areValidElements(e,t))return l;function c(){o.forEach((function(e){return e()})),o=[]}return l.setOptions(n).then((function(e){!s&&n.onFirstUpdate&&n.onFirstUpdate(e)})),l}}var defaultModifiers=[eventListeners,popperOffsets$1,computeStyles$1,applyStyles$1,offset$1,flip$1,preventOverflow$1,arrow$1,hide$1],createPopper=popperGenerator({defaultModifiers:defaultModifiers});class Suggester{owner;items;suggestions;selectedItem;containerEl;constructor(e,t,n){this.containerEl=t,this.owner=e,t.on("click",".suggestion-item",this.onSuggestionClick.bind(this)),t.on("mousemove",".suggestion-item",this.onSuggestionMouseover.bind(this)),n.register([],"ArrowUp",(()=>(this.setSelectedItem(this.selectedItem-1,!0),!1))),n.register([],"ArrowDown",(()=>(this.setSelectedItem(this.selectedItem+1,!0),!1))),n.register([],"Enter",(e=>(this.useSelectedItem(e),!1))),n.register([],"Tab",(e=>(this.chooseSuggestion(e),!1)))}chooseSuggestion(e){if(!this.items||!this.items.length)return;const t=this.items[this.selectedItem];t&&this.owner.onChooseSuggestion(t,e)}onSuggestionClick(e,t){if(e.preventDefault(),!this.suggestions||!this.suggestions.length)return;const n=this.suggestions.indexOf(t);this.setSelectedItem(n,!1),this.useSelectedItem(e)}onSuggestionMouseover(e,t){if(!this.suggestions||!this.suggestions.length)return;const n=this.suggestions.indexOf(t);this.setSelectedItem(n,!1)}empty(){this.containerEl.empty()}setSuggestions(e){this.containerEl.empty();const t=[];e.forEach((e=>{const n=this.containerEl.createDiv("suggestion-item");this.owner.renderSuggestion(e,n),t.push(n)})),this.items=e,this.suggestions=t,this.setSelectedItem(0,!1)}useSelectedItem(e){if(!this.items||!this.items.length)return;const t=this.items[this.selectedItem];t&&this.owner.selectSuggestion(t,e)}wrap(e,t){return(e%t+t)%t}setSelectedItem(e,t){const n=this.wrap(e,this.suggestions.length),r=this.suggestions[this.selectedItem],i=this.suggestions[n];r&&r.removeClass("is-selected"),i&&i.addClass("is-selected"),this.selectedItem=n,t&&i.scrollIntoView(!1)}}class SuggestionModal extends obsidian_module.FuzzySuggestModal{items=[];suggestions;popper;scope=new obsidian_module.Scope(this.app.scope);suggester;suggestEl;promptEl;emptyStateText="No match found";limit=100;shouldNotOpen;constructor(e,t,n){super(e),this.inputEl=t,this.items=n,this.suggestEl=createDiv("suggestion-container"),this.contentEl=this.suggestEl.createDiv("suggestion"),this.suggester=new Suggester(this,this.contentEl,this.scope),this.scope.register([],"Escape",this.onEscape.bind(this)),this.inputEl.addEventListener("input",this.onInputChanged.bind(this)),this.inputEl.addEventListener("focus",this.onFocus.bind(this)),this.inputEl.addEventListener("blur",this.close.bind(this)),this.suggestEl.on("mousedown",".suggestion-container",(e=>{e.preventDefault()}))}empty(){this.suggester.empty()}onInputChanged(){if(this.shouldNotOpen)return;const e=this.modifyInput(this.inputEl.value),t=this.getSuggestions(e);t.length>0?this.suggester.setSuggestions(t.slice(0,this.limit)):this.onNoSuggestion(),this.open()}onFocus(){this.shouldNotOpen=!1,this.onInputChanged()}modifyInput(e){return e}onNoSuggestion(){this.empty(),this.renderSuggestion(null,this.contentEl.createDiv("suggestion-item"))}open(){this.app.keymap.pushScope(this.scope),this.inputEl.ownerDocument.body.appendChild(this.suggestEl),this.popper=new WeakRef(createPopper(this.inputEl,this.suggestEl,{placement:"bottom-start",modifiers:[{name:"offset",options:{offset:[0,10]}},{name:"flip",options:{fallbackPlacements:["top"]}}]}))}onEscape(){this.close(),this.shouldNotOpen=!0}close(){this.app.keymap.popScope(this.scope),this.suggester.setSuggestions([]),this.popper?.deref()&&this.popper.deref().destroy(),this.inputEl.removeEventListener("input",this.onInputChanged.bind(this)),this.inputEl.removeEventListener("focus",this.onFocus.bind(this)),this.inputEl.removeEventListener("blur",this.close.bind(this)),this.suggestEl.detach()}createPrompt(e){this.promptEl||(this.promptEl=this.suggestEl.createDiv("prompt-instructions"));const t=this.promptEl.createDiv("prompt-instruction");for(const n of e)t.appendChild(n)}}class FileSuggestionModal extends SuggestionModal{text;cache;files;file;constructor(e,t,n){super(e,t.inputEl,n),this.limit=20,this.files=[...n],this.text=t,this.inputEl.addEventListener("input",(()=>this.getFile()))}getFile(){const e=this.inputEl.value,t=this.app.vault.getAbstractFileByPath(e);t!==this.file&&t instanceof obsidian_module.TFile&&(this.file=t,this.onInputChanged())}getSelectedItem(){return this.file}getItemText(e){return e.path}onChooseItem(e){this.file=e,this.text.setValue(e.path),this.text.onChanged()}selectSuggestion({item:e}){this.file=e,this.text.setValue(e.path),this.onClose(),this.text.onChanged(),this.close()}renderSuggestion(e,t){const{item:n,match:r}=e||{},i=t.createDiv({cls:"suggestion-content"});if(!n)return i.setText(this.emptyStateText),void i.parentElement.addClass("is-selected");const a=n.path.length-n.name.length,o=r.matches.map((e=>createSpan("suggestion-highlight")));for(let e=a;e<n.path.length;e++){const t=r.matches.find((t=>t[0]===e));if(t){const a=o[r.matches.indexOf(t)];i.appendChild(a),a.appendText(n.path.substring(t[0],t[1])),e+=t[1]-t[0]-1}else i.appendText(n.path[e])}t.createDiv({cls:"suggestion-note",text:n.path})}getItems(){return this.files}}class InsertPDFModal extends obsidian_module.Modal{plugin;view;borderBox=!0;frame=!1;gapSize=20;groupPages=!1;direction="right";numColumns=1;numRows=1;lockAfterImport=!0;pagesToImport=[];pageDimensions={width:0,height:0};importScale=.3;imageSizeMessage;pdfDoc;pdfFile;dirty=!1;constructor(e,t){super(e.app),this.plugin=e,this.view=t}open(e){e&&"pdf"===e.extension.toLowerCase()&&(this.pdfFile=e),super.open()}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Import PDF"),this.createForm()}async onClose(){this.dirty&&(this.plugin.settings.pdfImportScale=this.importScale,this.plugin.settings.pdfBorderBox=this.borderBox,this.plugin.settings.pdfFrame=this.frame,this.plugin.settings.pdfGapSize=this.gapSize,this.plugin.settings.pdfGroupPages=this.groupPages,this.plugin.settings.pdfNumColumns=this.numColumns,this.plugin.settings.pdfNumRows=this.numRows,this.plugin.settings.pdfDirection=this.direction,this.plugin.settings.pdfLockAfterImport=this.lockAfterImport,await this.plugin.saveSettings()),this.pdfDoc&&(this.pdfDoc.destroy(),this.pdfDoc=null),this.plugin=null,this.view=null,this.app=null,this.imageSizeMessage.remove(),this.setImageSizeMessage=null}async getPageDimensions(e){try{const t=this.plugin.settings.pdfScale,n=createEl("canvas"),r=(await e.getPage(1)).getViewport({scale:t});this.pageDimensions.height=r.height,this.pageDimensions.width=r.width,n.width=0,n.height=0,this.setImageSizeMessage()}catch(e){console.log(e)}}createPageListFromString(e){const t=e=>e.replace(/\D/g,"");return this.pagesToImport=[],e.split(",").forEach((e=>{const n=e.split("-");if(1===n.length){const e=parseInt(t(n[0]));!isNaN(e)&&this.pagesToImport.push(e)}else if(2===n.length){const e=parseInt(t(n[0])),r=parseInt(t(n[1]));if(isNaN(e)||isNaN(r))return;for(let t=e;t<=r;t++)this.pagesToImport.push(t)}})),this.pagesToImport}setImageSizeMessage=()=>this.imageSizeMessage.innerText=`${Math.round(this.pageDimensions.width*this.importScale)} x ${Math.round(this.pageDimensions.height*this.importScale)}`;async createForm(){await this.plugin.loadSettings(),this.borderBox=this.plugin.settings.pdfBorderBox,this.frame=this.plugin.settings.pdfFrame,this.gapSize=this.plugin.settings.pdfGapSize,this.groupPages=this.plugin.settings.pdfGroupPages,this.numColumns=this.plugin.settings.pdfNumColumns,this.numRows=this.plugin.settings.pdfNumRows,this.direction=this.plugin.settings.pdfDirection,this.lockAfterImport=this.plugin.settings.pdfLockAfterImport,this.importScale=this.plugin.settings.pdfImportScale;const e=this.contentEl;let t,n,r,i;const a=()=>this.pdfDoc?0===this.pagesToImport.length?(r.buttonEl.style.display="none",void(i.innerText=t$d("IPM_SELECT_PAGES_TO_IMPORT"))):Math.max(...this.pagesToImport)<=this.pdfDoc.numPages?(r.buttonEl.style.display="block",void(i.innerText="")):(r.buttonEl.style.display="none",void(i.innerText=`The selected document has ${this.pdfDoc.numPages} pages. Please select pages between 1 and ${this.pdfDoc.numPages}`)):(i.innerText=t$d("IPM_SELECT_PDF"),void(r.buttonEl.style.display="none")),o=()=>{0!==n?t.innerHTML=`There are <b>${n}</b> pages in the selected document.`:t.innerText=t$d("IPM_SELECT_PDF")};let s,l;const c=e=>{const t=this.createPageListFromString(e);t.length>15?l.innerHTML=`You are importing <b>${t.length}</b> pages. ⚠️ This may take a while. ⚠️`:l.innerHTML=`You are importing <b>${t.length}</b> pages.`,a()},d=async e=>{this.pdfDoc&&await this.pdfDoc.destroy(),this.pdfDoc=null,e&&(this.pdfDoc=await getPDFDoc(e),this.pdfFile=e,this.pdfDoc?(n=this.pdfDoc.numPages,s.setValue(`1-${n}`),c(`1-${n}`),a(),o(),this.getPageDimensions(this.pdfDoc)):r.setDisabled(!0))},T=new obsidian_module.TextComponent(e);T.inputEl.style.width="100%";const u=new FileSuggestionModal(this.app,T,app.vault.getFiles().filter((e=>"pdf"===e.extension.toLowerCase())));let Q,p,h,m,f;T.onChange((async()=>{const e=u.getSelectedItem();await d(e)})),t=e.createEl("p",{text:""}),o(),new obsidian_module.Setting(e).setName(t$d("IPM_PAGES_TO_IMPORT_NAME")).setDesc("e.g.: 1,3-5,7,9-10").addText((e=>{s=e,e.setValue("").onChange((e=>c(e))),e.inputEl.style.width="100%"})),l=e.createEl("p",{text:""}),this.frame=!this.borderBox&&this.frame,new obsidian_module.Setting(e).setName(t$d("IPM_ADD_BORDER_BOX_NAME")).addToggle((e=>{Q=e,e.setValue(this.borderBox).onChange((e=>{this.borderBox=e,e&&(this.frame=!1,p.setValue(!1)),this.dirty=!0}))})),new obsidian_module.Setting(e).setName(t$d("IPM_ADD_FRAME_NAME")).setDesc(t$d("IPM_ADD_FRAME_DESC")).addToggle((e=>{p=e,e.setValue(this.frame).onChange((e=>{this.frame=e,e&&(this.borderBox=!1,Q.setValue(!1),this.lockAfterImport||(this.lockAfterImport=!0,h.setValue(!0))),this.dirty=!0}))})),new obsidian_module.Setting(e).setName(t$d("IPM_GROUP_PAGES_NAME")).setDesc(t$d("IPM_GROUP_PAGES_DESC")).addToggle((e=>e.setValue(this.groupPages).onChange((e=>{this.groupPages=e,this.dirty=!0})))),new obsidian_module.Setting(e).setName("Lock pages on canvas after import").addToggle((e=>{h=e,e.setValue(this.lockAfterImport).onChange((e=>{this.lockAfterImport=e,this.dirty=!0}))}));const g=()=>{switch(this.direction){case"down":m.settingEl.style.display="none",f.settingEl.style.display="";break;case"right":m.settingEl.style.display="",f.settingEl.style.display="none"}};let b,y,_;new obsidian_module.Setting(e).setName("Import direction").addDropdown((e=>e.addOptions({down:"Top > Down",right:"Left > Right"}).setValue(this.direction).onChange((e=>{this.direction=e,g(),this.dirty=!0})))),m=new obsidian_module.Setting(e),m.setName("Number of columns").addSlider((e=>e.setLimits(1,100,1).setValue(this.numColumns).onChange((e=>{this.numColumns=e,b.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{b=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.numColumns.toString()}`})),f=new obsidian_module.Setting(e),f.setName("Number of rows").addSlider((e=>e.setLimits(1,100,1).setValue(this.numRows).onChange((e=>{this.numRows=e,y.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{y=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.numRows.toString()}`})),g(),new obsidian_module.Setting(e).setName("Size of gap between pages").addSlider((e=>e.setLimits(10,200,10).setValue(this.gapSize).onChange((e=>{this.gapSize=e,_.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{_=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.gapSize.toString()}`}));const L=new obsidian_module.Setting(e).setName("Imported page size").setDesc(`${this.pageDimensions.width*this.importScale} x ${this.pageDimensions.height*this.importScale}`).addSlider((e=>e.setLimits(.1,1.5,.1).setValue(this.importScale).onChange((e=>{this.importScale=e,this.dirty=!0,this.setImageSizeMessage()}))));this.imageSizeMessage=L.descEl;const v=new obsidian_module.Setting(e).setDesc("Select a document first").addButton((e=>{e.setButtonText("Import PDF").setCta().onClick((async()=>{const e=getEA(this.view);let t=0,n=0;const r=Math.round(this.pageDimensions.width*this.importScale),a=Math.round(this.pageDimensions.height*this.importScale);for(let o=0;o<this.pagesToImport.length;o++){const s=this.pagesToImport[o];i.innerText=`Importing page ${s} (${o+1} of ${this.pagesToImport.length})`;const l=Math.round(this.pageDimensions.width*this.importScale*t+this.gapSize*t),c=Math.round(this.pageDimensions.height*this.importScale*n+this.gapSize*n);e.style.strokeColor=this.borderBox?"#000000":"transparent";const d=e.addRect(l,c,r,a),T=e.getElement(d);this.lockAfterImport&&(T.locked=!0);const u=await e.addImage(l,c,this.pdfFile.path+`#page=${s}`,!1,!1),Q=e.getElement(u);if(Q.width=r,Q.height=a,this.lockAfterImport&&(Q.locked=!0),e.addToGroup([d,u]),this.frame){const t=e.addFrame(l,c,r,a,`${s}`);e.addElementsToFrame(t,[d,u]),e.getElement(t).link=this.pdfFile.path+`#page=${s}`}switch(this.direction){case"right":t=(t+1)%this.numColumns,0===t&&n++;break;case"down":n=(n+1)%this.numRows,0===n&&t++}}if(this.groupPages){const t=e.getElements().filter((e=>!this.frame||"frame"===e.type)).map((e=>e.id));e.addToGroup(t)}await e.addElementsToView(!0,!0,!1);const o=e.getExcalidrawAPI(),s=e.getElements().map((e=>e.id)),l=e.getViewElements().filter((e=>s.includes(e.id)));o.selectElements(l),o.zoomToFit(l),e.destroy(),this.close()})),r=e,r.buttonEl.style.display="none"}));i=v.descEl,i.addClass("mod-warning"),this.pdfFile?(T.setValue(this.pdfFile.path),await d(this.pdfFile),u.close(),s.inputEl.focus()):T.inputEl.focus(),a()}}class UniversalInsertFileModal extends obsidian_module.Modal{plugin;view;center={x:0,y:0};file;constructor(e,t){super(e.app),this.plugin=e,this.view=t;const n=t.excalidrawAPI.getAppState(),r=t.containerEl.getBoundingClientRect(),i=window.innerWidth||document.documentElement.clientWidth,a=window.innerHeight||document.documentElement.clientHeight,o=sceneCoordsToViewportCoords({sceneX:t.currentPosition.x,sceneY:t.currentPosition.y},n);if(o.x>=r.left+150&&o.y<=r.right-150&&o.y>=r.top+150&&o.y<=r.bottom-150){const e=t.currentPosition.x-250,n=t.currentPosition.y-250;this.center={x:e,y:n}}else{const e=r.left+r.width/2,t=r.top+r.height/2,o=Math.max(0,Math.min(i,e)),s=Math.max(0,Math.min(a,t));this.center=viewportCoordsToSceneCoords({clientX:o,clientY:s},n),this.center={x:this.center.x-250,y:this.center.y-250}}}onKeyDown;open(e,t){this.file=e,this.center=t??this.center,super.open()}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Insert File From Vault"),this.createForm()}async createForm(){const e=this.contentEl;let t,n,r,i,a,o,s=!1,l=this.file;const c=async()=>{const e=this.plugin.ea,s=l===this.view.file,c=l&&"md"===l.extension&&!e.isExcalidrawFile(l),d=l&&(IMAGE_TYPES.contains(l.extension)||e.isExcalidrawFile(l)),T=l&&ANIMATED_IMAGE_TYPES.contains(l.extension),u=l&&!d,Q=l&&"pdf"===l.extension,p=l&&e.isExcalidrawFile(l),h=l&&"md"===l.extension?(await this.plugin.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},l)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!p||!MD_EX_SECTIONS.includes(e.display))):null;if(c||p&&h?.length>0){for(n.settingEl.style.display="",t.selectEl.style.display="block";t.selectEl.options.length>0;)t.selectEl.remove(0);p||t.addOption("",""),h.forEach((e=>{t.addOption(`#${cleanSectionHeading(e.display)}`,e.display)}))}else n.settingEl.style.display="none",t.selectEl.style.display="none";o.settingEl.style.display=p&&!s?"":"none",i.buttonEl.style.display=s||!d&&"md"!==l?.extension?"none":"block",r.buttonEl.style.display=u||T||p&&h?.length>0?"block":"none",a.buttonEl.style.display=Q?"block":"none"},d=(await this.plugin.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},this.view.file)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!MD_EX_SECTIONS.includes(e.display))),T=new obsidian_module.TextComponent(e);T.inputEl.style.width="100%";const u=new FileSuggestionModal(this.app,T,this.app.vault.getFiles().filter((e=>d?.length>0||e!==this.view.file)));T.onChange((()=>{l=u.getSelectedItem(),c()})),n=new obsidian_module.Setting(e).setName("Select section heading").addDropdown((e=>{t=e,t.selectEl.style.width="100%"})),o=new obsidian_module.Setting(e).setName("Anchor to 100% of original size").setDesc("This is a pro feature, use it only if you understand how it works. If enabled even if you change the size of the imported image in Excalidraw, the next time you open the drawing this image will pop back to 100% size. This is useful when embedding an atomic Excalidraw idea into another note and preserving relative sizing of text and icons.").addToggle((e=>{e.setValue(s).onChange((e=>{s=e}))})),new obsidian_module.Setting(e).addButton((e=>{e.setButtonText("as Embeddable").onClick((async()=>{const e=app.metadataCache.fileToLinktext(l,this.view.file.path,"md"===l.extension),n=getEA(this.view);n.selectElementsInView([await insertEmbeddableToView(n,this.center,void 0,`[[${e}${t.selectEl.value}]]`)]),n.destroy(),this.close()})),r=e})).addButton((e=>{e.setButtonText("as Pdf").onClick((()=>{new InsertPDFModal(this.plugin,this.view).open(l),this.close()})),a=e})).addButton((e=>{e.setButtonText("as Image").onClick((async()=>{const e=getEA(this.view),n=l&&"md"===l.extension&&!e.isExcalidrawFile(l);e.selectElementsInView([await insertImageToView(e,this.center,n&&t.selectEl.value&&""!==t.selectEl.value?`${l.path}${t.selectEl.value}`:l,e.isExcalidrawFile(l)?!s:void 0)]),e.destroy(),this.close()})),i=e})),this.view.ownerWindow.addEventListener("keydown",this.onKeyDown=e=>{const t=e=>"none"!==e.buttonEl.style.display;switch(e.key){case"Escape":return void this.close();case"Enter":return!t(r)||t(i)||t(a)?!t(i)||t(r)||t(a)?!t(a)||t(r)||t(i)?void 0:void a.buttonEl.click():void i.buttonEl.click():void r.buttonEl.click();case"i":return void(t(i)&&i.buttonEl.click());case"p":return void(t(a)&&a.buttonEl.click());case"f":return void(t(r)&&r.buttonEl.click())}}),T.inputEl.focus(),l&&(T.setValue(l.path),u.close()),c()}onClose(){this.view.ownerWindow.removeEventListener("keydown",this.onKeyDown),this.view=null,this.file=null,this.plugin=null}}function setPen(e,t){const n=t.getAppState();t.updateScene({appState:{currentStrokeOptions:e.penOptions,...e.strokeWidth&&0!==e.strokeWidth?{currentItemStrokeWidth:e.strokeWidth}:null,...e.backgroundColor?{currentItemBackgroundColor:e.backgroundColor}:null,...e.strokeColor?{currentItemStrokeColor:e.strokeColor}:null,...""===e.fillStyle?null:{currentItemFillStyle:e.fillStyle},...e.roughness?null:{currentItemRoughness:e.roughness},...e.freedrawOnly&&!n.resetCustomPen?{resetCustomPen:{currentItemStrokeWidth:n.currentItemStrokeWidth,currentItemBackgroundColor:n.currentItemBackgroundColor,currentItemStrokeColor:n.currentItemStrokeColor,currentItemFillStyle:n.currentItemFillStyle,currentItemRoughness:n.currentItemRoughness}}:null},storeAction:"update"})}function resetStrokeOptions(e,t,n){t.updateScene({appState:{...e?{currentItemStrokeWidth:e.currentItemStrokeWidth,currentItemBackgroundColor:e.currentItemBackgroundColor,currentItemStrokeColor:e.currentItemStrokeColor,currentItemFillStyle:e.currentItemFillStyle,currentItemRoughness:e.currentItemRoughness}:null,resetCustomPen:null,...n?{currentStrokeOptions:null}:null},storeAction:"update"})}class ObsidianMenu{plugin;toolsRef;view;clickTimestamp;activePen;longpressTimeout={};prevClickTimestamp=0;constructor(e,t,n){this.plugin=e,this.toolsRef=t,this.view=n,this.clickTimestamp=Array.from({length:Object.keys(PENS).length},(()=>0))}actionCustomPenLabelClick(e,t){const n=Date.now();if(n-this.clickTimestamp[e]<500){const t=new PenSettingsModal(this.plugin,this.view,e);return void(async()=>{await this.plugin.loadSettings(),t.open()})()}this.clickTimestamp[e]=n;const r=this.view.excalidrawAPI,i=r.getAppState();i.currentStrokeOptions!==t.penOptions||"freedraw"!==i.activeTool.type?(this.activePen={...t},setPen(t,r),r.setActiveTool({type:"freedraw"})):resetStrokeOptions(i.resetCustomPen,r,!0)}actionScriptButtonPonterUp(e,t){this.longpressTimeout[e]&&(this.view.ownerWindow.clearTimeout(this.longpressTimeout[e]),this.longpressTimeout[e]=0,(async()=>{const e=this.view.app.vault.getAbstractFileByPath(t);e&&e instanceof obsidian_module.TFile&&this.plugin.scriptEngine.executeScript(this.view,await this.view.app.vault.read(e),this.plugin.scriptEngine.getScriptName(e),e)})())}actionScriptButtonPointerDown(e,t){const n=Date.now();this.longpressTimeout[e]>0&&(this.view.ownerWindow.clearTimeout(this.longpressTimeout[e]),this.longpressTimeout[e]=0),n-this.prevClickTimestamp>=500&&(this.longpressTimeout[e]=this.view.ownerWindow.setTimeout((()=>{this.longpressTimeout[e]=0,(async()=>{await this.plugin.loadSettings();const e=this.plugin.settings.pinnedScripts.indexOf(t);e>-1&&(this.plugin.settings.pinnedScripts.splice(e,1),this.view.excalidrawAPI?.setToast({message:`Pin removed: ${name}`,duration:3e3,closable:!0})),await this.plugin.saveSettings(),getExcalidrawViews(this.plugin.app).forEach((e=>e.updatePinnedScripts()))})()}),1500)),this.prevClickTimestamp=n}actionShowHideMenu(e,t){this.toolsRef.current.setTheme(t.theme),this.toolsRef.current.toggleVisibility(t.zenModeEnabled||e)}actionInsertAnyFile(){this.view.setCurrentPositionToCenter(),new UniversalInsertFileModal(this.plugin,this.view).open()}renderCustomPens(e,t){return t.customPens?.map(((n,r)=>{const i=this.plugin.settings.customPens[r];return t.resetCustomPen&&"freedraw"!==t.activeTool.type&&t.currentStrokeOptions===i.penOptions&&setTimeout((()=>resetStrokeOptions(t.resetCustomPen,this.view.excalidrawAPI,!1))),!t.resetCustomPen&&"freedraw"===t.activeTool.type&&t.currentStrokeOptions===i.penOptions&&i.freedrawOnly&&setTimeout((()=>setPen(this.activePen,this.view.excalidrawAPI))),this.activePen&&t.resetCustomPen&&"freedraw"===t.activeTool.type&&t.currentStrokeOptions===i.penOptions&&i.freedrawOnly&&(this.activePen.strokeWidth=t.currentItemStrokeWidth,this.activePen.backgroundColor=t.currentItemBackgroundColor,this.activePen.strokeColor=t.currentItemStrokeColor,this.activePen.fillStyle=t.currentItemFillStyle,this.activePen.roughness=t.currentItemRoughness),React__namespace.createElement("label",{key:r,className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionCustomPenLabelClick.bind(this,r,i)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":DEVICE.isDesktop?i.type:void 0,style:{..."freedraw"===t.activeTool.type&&t.currentStrokeOptions===i.penOptions?{background:"var(--color-primary)"}:{}}},penIcon(i)))}))}renderPinnedScriptButtons(e,t){return t?.pinnedScripts?.map(((t,n)=>{const r=this.plugin.scriptEngine.scriptIconMap[t],i=r?.name??"",a=r?.svgString?stringToSVG(r.svgString):ICONS.cog;return this.longpressTimeout[n]||(this.longpressTimeout[n]=0),React__namespace.createElement("label",{key:n,className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onPointerUp:this.actionScriptButtonPonterUp.bind(this,n,t),onPointerDown:this.actionScriptButtonPointerDown.bind(this,n,t)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":DEVICE.isDesktop?i:void 0},a))}))}renderButton(e,t){return React__namespace.createElement(React__namespace.Fragment,null,React__namespace.createElement("label",{className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionShowHideMenu.bind(this,e,t)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":t$d("OBSIDIAN_TOOLS_PANEL")},ICONS.obsidian)),React__namespace.createElement("label",{className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionInsertAnyFile.bind(this)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":t$d("UNIVERSAL_ADD_FILE")},ICONS["add-file"])),this.renderCustomPens(e,t),this.renderPinnedScriptButtons(e,t))}destroy(){Object.values(this.longpressTimeout).forEach((e=>this.view.ownerWindow.clearTimeout(e))),this.longpressTimeout={},this.activePen=null,this.plugin=null,this.toolsRef=null,this.view=null,this.clickTimestamp=null,this.renderButton=null,this.renderCustomPens=null,this.renderPinnedScriptButtons=null}}class ActionButton extends React__namespace.Component{toastMessageTimeout=0;longpressTimeout=0;constructor(e){super(e),this.state={visible:!0}}componentWillUnmount(){this.render=()=>null}render(){return React__namespace.createElement("button",{style:{},className:"ToolIcon_type_button ToolIcon_size_small ToolIcon_type_button--show ToolIcon",title:this.props.title,onClick:e=>{this.toastMessageTimeout&&(window.clearTimeout(this.toastMessageTimeout),this.toastMessageTimeout=0,this.props.action(e)),this.longpressTimeout&&(window.clearTimeout(this.longpressTimeout),this.longpressTimeout=0)},onPointerDown:e=>{this.toastMessageTimeout=window.setTimeout((()=>{new obsidian_module.Notice(this.props.title,3e3),this.toastMessageTimeout=0}),400),this.longpressTimeout=window.setTimeout((()=>{this.props.longpress?this.props.longpress(e):new obsidian_module.Notice("Cannot pin this action",3e3),this.longpressTimeout=0}),1500)}},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-hidden":"true"},this.props.icon))}}const FIRST_RUN='\nThe Excalidraw Obsidian plugin is much more than "just" a drawing tool. To help you get started here\'s a showcase of the key Excalidraw plugin features.\n\nIf you\'d like to learn more, please subscribe to my YouTube channel: [Visual PKM](https://www.youtube.com/channel/UCC0gns4a9fhVkGkngvSumAQ) where I regularly share videos about Obsidian-Excalidraw and about tools and techniques for Visual Personal Knowledge Management.\n\nThank you & Enjoy!\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/P_Q6avJGoWI" 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',"2.5.2":"\n## Fixed\n- Text became disconnected from sticky notes (rectangle/ellipse/diamond + text) if the sticky note contained a link (e.g., URL or wiki link), and in some cases, triggered a save error warning. [#2054](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2054)\n- Long-clicking to open an Excalidraw drawing from a markdown note did not work when the note was in an Obsidian pop-out window.\n- Active tool was deactivated after autosave, requiring the user to reselect the tool.\n\n## Minor changes to default settings\n- I adjusted some of the default settings. This change only affects new installs of Excalidraw; existing installs and settings remain unchanged:\n  - **Reuse Adjacent Pane** is now the default for opening new drawings. Excalidraw will try to open the drawing in the most recently used adjacent pane, if available.\n  - **Focus on Existing Tab** is the default for reopening an already open drawing. Excalidraw will switch to the existing tab where the drawing is open, instead of creating a new one.\n  - **Autosave Interval** is now set to a default value of 1 minute on Desktop and 30 seconds on mobile platforms.\n","2.5.1":`\n## New\n- Excalidraw will now save images using the filename from the file system when adding an image via the image tool (in the top toolbar).\n- Increased the maximum image size from a width/height of 1440 to 2880 when adding an image via the image tool in the top toolbar.\n- Flip arrowheads: If you have an arrow bound to elements, select only the arrow (not the bound elements) and press SHIFT+H or SHIFT+V to swap the arrowheads. [#8525](https://github.com/excalidraw/excalidraw/pull/8525)\n\n## Fixed\n- Zoom\n  - "Zoom to Fit" did not work correctly when multiple Obsidian tabs were open, and Excalidraw was in a lower tab. Additionally, there was an offset when the left side panel was open, especially if the panel was relatively large compared to the canvas area. [#2039](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2039)\n  - SHIFT+1 and SHIFT+2 will now honor the max zoom setting in Plugin Settings.\n- Adding images using the image tool in the toolbar was unreliable. Sometimes it worked, sometimes it didn't, depending on whether the drawing had unsaved changes. Autosave was causing the issue with the image tool. [#1992](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1992)\n- Frame related issues\n  - Fixed an issue where links to the back of the note were broken if an unnamed frame was present in the scene. [#2027](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2027)\n  - Frame transclusion was not working when there was a LaTeX equation anywhere in the scene. [#2028](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2028)\n  - Frame settings and rounded image corners were not honored when exporting (and auto-exporting) SVGs. [#2026](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2026)\n- Resolved issues with the width, height, and style parsing of Excalidraw drawings embedded in Markdown notes. ${String.fromCharCode(96)}![[my file|10 - my alias]]${String.fromCharCode(96)} was incorrectly parsed as a width of 10 and a style of "- my alias."\n- Links\n  - When navigating element links, selecting a #tag from the link-list did not open the Obsidian tag in the search.\n  - False-positive tag results in second-order links list.\n  - Arrow label links did not work as expected. Since CTRL/CMD+Click is used in Excalidraw to start the line editor, the solution is not straightforward from a UX perspective. [#2023](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2023)\n    - You can open arrow links by ctrl+clicking on the label itself. If the arrow or line element contains the link, ctrl+click on the link indicator in the top right.\n    - You can also right-click the linear element and select "Open Link" from the context menu.\n- Various elbow-arrow fixes and QoL improvements from excalidraw.com [#8324](https://github.com/excalidraw/excalidraw/pull/8324), [#8448](https://github.com/excalidraw/excalidraw/pull/8448), [#8440](https://github.com/excalidraw/excalidraw/pull/8440)\n\n`,"2.5.0":`\nThe new [Community Wiki](https://excalidraw-obsidian.online/Hobbies/Excalidraw+Blog/WIKI/Welcome+to+the+WIKI) is waiting for your contribution!\n\n## Fixed\n- Regression from 2.4.3: Text flickers when editing text in a container [#2015](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2015).\n- Significantly improved the performance of group and frame [image fragments](https://youtu.be/sjZfdqpxqsg) when the source drawing includes many images, but the fragment does not.\n- Minor styling tweaks. Note that with Obsidian 1.7.1, the font size and zoom settings in Obsidian > Appearance will affect the size of buttons and menu items in Excalidraw as well.\n\n## New\n- New Canvas Search from Excalidraw.com (CTRL/CMD+F). The "old" search is still available in the Obsidian Command Palette _"Search for text in drawing"_. The old search will also search in image-file names and frame titles, but the result set is not as sophisticated as the one built by Excalidraw.com. If you want to use the old search, you can set up a hotkey in Obsidian settings, e.g., CTRL+ALT/CMD+OPT+F. [#8438](https://github.com/excalidraw/excalidraw/pull/8438)\n- Grid Color settings under **Excalidraw Appearance and Behavior**. Note that the grid color and opacity also affect the color and transparency of the binding box when using the arrow tool. [#2007](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2007)\n- Refactoring the code to be compatible with the upcoming Obsidian 1.7.2.\n- ${String.fromCharCode(96)}ExcalidrawAutomate.decompressFromBase64()${String.fromCharCode(96)} will now remove line breaks from the input string so you can directly supply the compressed JSON string for decompression by script.\n`,"2.4.3":"\nCheck out the [Excalidraw Plugin's Community WIKI](https://excalidraw-obsidian.online/Hobbies/Excalidraw+Blog/WIKI/Welcome+to+the+WIKI) and help with your content contribution.\n\n## Fixed\n- In some situations Excalidraw hangs indefinitely when opening a different file in the same tab\n- Can't exit arrow tool on phone [#2006](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2006)\n- Save is triggered every few seconds, leading to glitches in handwriting [#2004](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2004)\n- Canvas shifts when editing text reaches right hand side of the canvas, especially at higher zoom values\n- Minor styling tweaks to adapt to Obsidian 1.7.1 new stylesheet, in particular to scale Excalidraw properly in line with Obsidian Appearance Setting Font-Size value.\n- Tweaked Compatibilty Setting description to mention Obsidian 1.7.1 Footnotes support\n","2.4.2":"\nThis release addresses critical issues for all Obsidian Mobile users.\n\n#### 😞 I made two mistakes...\n- I expedited the 2.4.1 release to resolve a major bug, but in doing so, I skippes some of my usual rigorous testing\n- I included a new feature in 2.4.1 fresh from Excalidraw.com because I believe it brings significant end user benefits and did not want to wait until October. However, a small part of this feature was designed for server-side execution on Excalidraw.com, not for local use on Obsidian Mobile.\n\nDespite the recent two (2.4.1 and 2.4.2) emergency bug-fix releases, this doesn't deviate from the [monthly release schedule](https://youtu.be/2poSS-Z91lY). The next feature update is still planned for early October.\n\n## Fixes:\n- **Excalidraw rendering issues on Obsidian Mobile:** [#1995](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1995), [#1997](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1997)\n  - Nested Excalidraw drawings with text failed to render.\n  - Drawings in Markdown view didn't render if they contained text and were set to SVG Image or SVG Native (they worked with PNG).\n  - SVG export failed for drawings containing text.\n- **LaTeX equation duplication:** After using ALT+Drag to duplicate a LaTeX equation, editing the duplicate modified the original instead. [#1984](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1994)\n- **Unreadable Obsidian search results:** When drawings contained numerous Element Links and Embedded Files Links, search results became unreadable. This fix will apply to files saved after installing the update. [#1999](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1999)\n","2.4.1":`\nThis release includes an important fix that can result in your drawing being overwritten by another drawing. Please update to this version as soon as possible.\n\n## Fixed\n- A problem where switching between two Excalidraw documents in the same tab could result in the content from the first document overwriting the second one, particularly when the first document was large. [#1988](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1988)\n- Styling issue when Obsidian font size is set to the non-default value.\n- Embedding a block reference ${String.fromCharCode(96)}![[file#^block]]${String.fromCharCode(96)} where the file is an excalidraw file incorrectly replaced the embedding with the image instead of the block of text.\n\n## New\n- Improved SVG export to include only the necessary glyphs for .woff2 fonts, minimizing file sizes. Note that this feature is currently supported only for .woff2 files; other font formats like .ttf and .otf will be fully embedded, leading to larger SVG files. I recommend using .woff2 files whenever possible.\n`,"2.4.0":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/LtuAaqY_DNc" 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- Flowcharts with CTRL/CMD+Arrow and ALT/OPT+Arrow keys\n- Improved PDF Support\n  - PDF++ cropped area paste\n  - Import PDF into frames\n- Element links with metadata\n- Obisidan Hotkey overrides\n- Support for Zotero style markdown links\n\n## QoL\n- Much improved freedraw flow, less autosave glitches\n- Link editor CTRL+Meta/(CTRL+CMD) + click or via the command palette "Open the image-link or LaTeX-formula editor.\n- Improved search and search results\n- Disable double tap ereaser activation in pen mode\n- Single click editing of markdown embeddables\n- Set grid size and frequency\n- Improved paste\n- Pan & Zoom while editing Text\n- Save active too-state (e.g. tool-lock) with the drawing\n- Show/hide "sword" splashscreen in new drawings\n\n## Fixed\n- Duplicate line points when Alt+click adding new points in line editor- - Excalidraw Automate measureText, impacting gate placement in ExcaliBrain\n- If a group includes a frame, the image reference will include all the elements in the frame, not just the frame\n- Excalidraw rendering issues in markdown preview\n- Markdown pages embedded in Excalidraw were broken\n- Drawing did not save arrow type\n- Fixed rendering of newly pasted links\n\n## ExcalidrawAutomate\n- new functions\n  - tex2dataURL\n  - addElementsToFrame\n  - resetImageAspectRatio\n- Changed\n  - getViewSelectedElements(includeFrameChildren: boolean = true);\n  - getOriginalImageSize with option to wait for the image to load\n',"2.3.0":`\nI am moving to a new release approach aiming to publish one update per month to the Obsidian script store. If you want to continue to receive more frequent updates with new features and minor bug fixes, then join the beta testing team. [#1912](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1912)\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/2poSS-Z91lY" 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- Elbow connectors:  https://x.com/excalidraw/status/1819084086222393554\n\n## Fixed \n- Convert Markdown to Excalidraw did not work correctly when there was ${String.fromCharCode(96)}---${String.fromCharCode(96)} anywhere in the file, but no frontmatter (e.g. a table)\n- Fixed Obsidian move tab to new window\n- Fixed duplicating bound arrows without its bound elements throwing error [#8315](https://github.com/excalidraw/excalidraw/issues/8315)\n`,"2.2.13":`\n## Fixed\n- Could not undo element after pasting [#1906](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1906)\n- Links broke after renaming an Excalidraw file using the F2 shortcut [#1907](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1907)\n- Unable to open or convert very large ${String.fromCharCode(96)}.excalidraw${String.fromCharCode(96)} file, e.g. BoaPs you can download from [here](https://ko-fi.com/zsolt/shop)\n`,"2.2.12":"\n## Fixed\n- Rename moved files to root folder [#1905](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1905)\n- Fonts not displaying correctly in cached image previews\n","2.2.11":'\n<img alt="badges" src="https://github.com/user-attachments/assets/7591b523-6bc6-46ff-b552-5c3492139e4c" referrerpolicy="no-referrer" style="width: 100%;">\n\n## New\n- Font picker with additional fonts (not yet fully configurable, but that will come in due time) [#8012](https://github.com/excalidraw/excalidraw/pull/8012)\n- Introducing Visual Thinking Badges. The more you use Excalidraw the higher your rank will be. Levels are: Bronze, Silver, Gold and Platinum.\n\n## Fixed\n- Embedded PDF was not visible on phones [#1904](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1904)\n- F2 does not rename files in Excalidraw View [#1900](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1900)\n- Wireframe to Code now honors the GPT model settings in plugin settings. [#1901](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1901)\n- Updated ExcaliAI to support gpt-4o for vision. [#1859](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1859) 🙏@Saik0s\n- Minor fixes from excalidraw.com [#8287](https://github.com/excalidraw/excalidraw/pull/8287), [#8285](https://github.com/excalidraw/excalidraw/pull/8285)\n',"2.2.10":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/sjZfdqpxqsg" 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- Drastically degraded rendering performance when zoomed in and when arrows with labels are used. [#8267](https://github.com/excalidraw/excalidraw/pull/8267), [#8266](https://github.com/excalidraw/excalidraw/pull/8266), [#1893](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1893)\n- Frame title font in exports. \n\n## New\n- Area, Group, Frame, and Clipped-Frame references to images now also work when pasting images to Excalidraw.\n- The new reference type ${String.fromCharCode(96)}clippedframe=${String.fromCharCode(96)} works in the same way as ${String.fromCharCode(96)}frame=${String.fromCharCode(96)} but will display the elements clipped by the frame. ${String.fromCharCode(96)}clippedframe=${String.fromCharCode(96)} will always display the image with zero padding.\n- New command palette action: ${String.fromCharCode(96)}Frame Settings${String.fromCharCode(96)} gives you fine-grained control over how frames are rendered. Frame settings will also be reflected in image exports. For example, if you hide the frame name or outline, then in exports they will not be visible.\n`,"2.2.9":'\n## New\n- Improved the "Open the back-of-the-note of the selected Excalidraw image" action. It now works with grouped elements and keeps the popout window within the visible screen area when elements are close to the top of the canvas. Note: Due to an Obsidian bug, I do not recommend using this feature with versions 1.6.0 - 1.6.6, if you have Obsidian Sync enabled, because Obsidian may freeze when closing the popout window. It functions properly in Obsidian versions before 1.6.0 and from 1.6.7 onwards. \n\n## Fixed\n- Drag and drop from a local folder (outside Obsidian) resulted in duplicate images.\n- Insert Link Action did not work [#1873](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1873)\n- Insert Obsidian Command Action did not work\n- Element link for text element got deleted when editing the text. [#1878](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1878)\n- When back-of-the-drawing Section Headings have spaces in them, clicking the link opens the drawing side not the markdown side. [#1877](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1877)\n- obsidian:// links did not work as expected. [#1872](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1872)\n- copying and moving a rectangle with text, moves the text unexpectedly. The issue should now be resolved (at least much less likely to occur) [#1867](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1867)\n',"2.2.8":"\nWhile this release may appear modest with no new features, it represents nearly 50 hours of dedicated work. Here's what's been improved:\n\n- **Enhanced Memory Management**: Significant improvements to optimize memory usage.\n- Bug Fixes:\n  - Support for multi-file drag and drop from the operating system.\n  - Correct theming of animated GIFs as Embeddables.\n  - Several other minor bug fixes.\n\nPlease note that due to extensive refactoring of the codebase, there may be some unexpected issues. Thanks for your understanding and patience.\n","2.2.7":"\n## New\n- In Miscellaneous Settings: added **Load Excalidraw Properties into Obsidian Suggester**. This setting toggles the automatic loading of Excalidraw properties at startup. Enabled by default for easy use of front matter properties. Disabling it prevents auto-loading, but you'll need to manually remove unwanted properties using Obsidian properties view. A plugin restart is required after enabling auto-loading.\n\n## Fixed\n- Zotero support [1835](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1835)\n- Lines binding to elements and selections [#8146](https://github.com/excalidraw/excalidraw/issues/8146), and plugin getting stuck with dragging an element [#8131](https://github.com/excalidraw/excalidraw/issues/8131)","2.2.6":`\n## Fixed\n- CTRL+F search for text elements in drawing, the result did not get selected. This was a regression in 2.2.5 [#1822](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1822)\n\n## New\n- Zotero compatibility support for back-of-the-side markdown notes. This needs to be enabled in plugin settings under Compatibility [#1820](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1820)\n\n## New from Excalidraw.com\n- ${String.fromCharCode(96)}Stats & Element Properties${String.fromCharCode(96)}, accessible via the context menu, is now editable, e.g. you can type in the exact position and size of objects, change font size and set element angle.\n- Pasting mermaid diagrams from chatGPT will embed a diagram instead of the text\n`,"2.2.5":`\n## Fixed\n- Cursor visibility in dark mode [#1812](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1812)\n- SVG to Excalidraw now...\n  - converts elements inside the ${String.fromCharCode(96)}<switch>${String.fromCharCode(96)} tag, improving compatibility with SVGs from [The Noun Project](https://thenounproject.com/)\n  - sets visibility for all elements, preventing invisible converted images.\n- Cached images sometimes lost their font face and natural size when nested in an Excalidraw scene. This issue occurred when drawings were embedded in a markdown note (native SVG) and nested in a drawing simultaneously. Depending on the update and render sequence, these drawings sometimes appeared incorrectly in the Excalidraw scene.\n`,"2.2.4":`\n<div style="text-align: center;">\n  <a data-tooltip-position="top" aria-label="https://youtube.com/shorts/zF1p2yfk4f4" rel="noopener" class="external-link" href="https://youtube.com/shorts/zF1p2yfk4f4" target="_blank">\n    <img src="https://private-user-images.githubusercontent.com/14358394/335857018-c4f5c4c7-9b8f-427f-aa6f-8c1b189610af.png?jwt=eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.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.wZfkXmBRcXwz0pN6q0EEvmwtxVAB9ymPk9a9upmGXYE" referrerpolicy="no-referrer" style="width: 150px; margin: 0 auto;">\n  </a>\n</div>\n\n## New from Excalidraw.com\n-  You can now set the text width even during creation. Simply drag with the text tool. Note, there's a minimum distance before the text enters the wrapped mode so there aren't false positives. [See example here](https://x.com/excalidraw/status/1795468201335075000)\n\n## New\n- Updated zh-cn translation. Thank you @dmscode \n- New context menu and command palette action: "Move back-of-note card to File". This is only active when an eligible embeddable element is selected.\n\n## Fixed\n- Setting different autosaveIntervals on Desktop and Mobile will no longer trigger unnecessary commits to settings each time you open Excalidraw on a different device. Thanks @jmhammond for the contribution! [#1805](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1805), [#1652](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1652), [#888](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/888)\n\n## Fixed in ExcalidrawAutomate\n- ${String.fromCharCode(96)}getCM(color)${String.fromCharCode(96)} was missing from ${String.fromCharCode(96)}ea.help()${String.fromCharCode(96)}. It is now added. getCM returns a ColorMaster object. ColorMaster is a powerful library should you want to create scripts to manipulate colors. Check out my [Scripting Colors](https://youtu.be/7gJDwNgQ6NU) video should you want to learn more. [#1806](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1806)\n`,"2.2.3":`\n## Fixed\n-  Undo history was not properly initialized [#1791](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1785)\n- Excalidraw did not save edits when switching to markdown view mode with a hotkey or terminating the popout window\n- SVG export did not maintain the aspect ratio of manually distorted images [#1780](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1780)\n\n## New\n- In pen mode, double tapping the screen will toggle the eraser tool when using freedraw tool, or one of the other tools in locked mode.\n- New setting under "Excalidraw appearance and behavior" to disable rendering of Excalidraw drawings in hover previews, in case the file has the ${String.fromCharCode(96)}excalidraw-open-md: true${String.fromCharCode(96)} frontmatter property [#1795](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1795)\n- Additional foolproofing of ${String.fromCharCode(96)}# Excalidraw Data${String.fromCharCode(96)}. The file is now more resilient to automated linting and other changes. There is also a new setting under "Compatibility Features" to add a dummy first text element to ${String.fromCharCode(96)}## Text Elements${String.fromCharCode(96)}. You can use this feature if your auto-linter adds empty lines after section headings.\n- Pasting markdown code blocks will create a back-of-the-note card with the code block. CTRL+SHIFT+V will paste the text as a normal text element. When copying code from Chat GPT the markdown code fence (triple backtick) is missing. In this case, you may use the new context menu action "Paste code block" to create a back of the note card with the code block.\n- Pasting long text will be wrapped in the text element.\n\n## New in ExcalidrawAutomate\n- Updated viewUpdateScene: This now implements the [new Excalidraw API](https://github.com/excalidraw/excalidraw/pull/7898)\n${String.fromCharCode(96,96,96)}ts\n  viewUpdateScene (\n    scene: {\n      elements?: ExcalidrawElement[],\n      appState?: AppState,\n      files?: BinaryFileData,\n      commitToHistory?: boolean,\n      storeAction?: "capture" | "none" | "update",\n    },\n    restore: boolean = false,\n  ):void ;\n  ${String.fromCharCode(96,96,96)}\n- Updated addText. The function now supports the new text-wrapping feature\n${String.fromCharCode(96,96,96)}ts\n  addText(\n    topX: number,\n    topY: number,\n    text: string,\n    formatting?: {\n      autoResize?: boolean; //Default is true. Setting this to false will wrap the text in the text element without the need for the container. If set to false, you must set a width value as well.\n      wrapAt?: number; //wrapAt is ignored if autoResize is set to false (and width is provided)\n      width?: number;\n      height?: number;\n      textAlign?: "left" | "center" | "right";\n      box?: boolean | "box" | "blob" | "ellipse" | "diamond";\n      boxPadding?: number;\n      boxStrokeColor?: string;\n      textVerticalAlign?: "top" | "middle" | "bottom";\n    },\n    id?: string,\n  ): string\n  ${String.fromCharCode(96,96,96)}\n  `,"2.2.2":"\n## Fixed\n- ExcaliBrain stopped working with 2.2.0\n\n![I apologize](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/3b05aa28-788d-4329-9721-798ad58a6ca2)\n","2.2.1":"\n## Fixed\n- Text height becomes unreadable after 2.2.0 update [#1784](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1784)\n- Images are loaded with a rounded border when loading old Excalidraw files\n- Embedded Excalidraw images cache gets stuck with old version of the image\n- Extremely long loading times with legacy (3+ years old) Excalidraw files\n","2.2.0":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/dV0NEOwn5NM" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n⚠️⚠️⚠️ BREAKING CHANGE ⚠️⚠️⚠️\nFiles you save with 2.2.0 are not backward compatible with earlier plugin versions!\n\n## New from excalidraw.com\n- Wrapable text elements (without the need for transparent sticky notes!)\n\n## New\n- File format. I nested all Excalidraw markup under ${String.fromCharCode(96)}# Excalidraw Data${String.fromCharCode(96)}.  Here's the new structure.\n${String.fromCharCode(96,96,96)}markdown\n---\nexcalidraw-plugin: parsed\nother-frontmatter-properties: values\n---\nback of the note bla bla bla\n\n# Excalidraw Data\n## Text Element\n## Element Links\n## Embedded Files\n%%\n## Drawing\n%%\n${String.fromCharCode(96,96,96)}\n- When opening Excalidraw in Markdown ${String.fromCharCode(96)}# Excalidraw Data${String.fromCharCode(96)} will be folded.\n- New command palette action: ${String.fromCharCode(96)}Open the back-of-the-note of the selected Excalidraw image${String.fromCharCode(96)}. The action is only visible when selecting an embedded Excalidraw drawing in the Scene. On a desktop, the command will open the back of the selected card in a popout window, and on a mobile, in a new tab.\n\n## Fixed\n- Drag and drop from Finder/Explorer (OS external). Images will retain their filenames. PDFs will be imported to the Vault. [#1779](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1779)\n`,"2.1.8":'\n## Fixed\n- Fixing issues that surfaced after upgrading to Obsidian 1.6.0\n  - Fixed Excalidraw hover previews\n  - Cursor for editing links, text elements, and frame names became virtually invisible if Obsidian was in dark mode and Excalidraw in light mode and vica versa.\n  - Rendering Excalidraw drawings in Markdown views, right after Obsidian loaded did not work.\n- I implemented more graceful fail if you submitted a malformed SVG for SVG to Excalidraw conversation. [#1768](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1768)\n\n## New\n- New setting under "Save" in plugin settings to NOT decompress JSON when switching to Markdown view mode. For details see description under "Save" settings. The benefit is smaller file size and fewer results in the Obsidian search. If you want to edit the JSON, you can always manually decompress JSON in markdown view mode with the command palette action "Excalidraw: Decompress JSON".\n',"2.1.7:":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/P_Q6avJGoWI" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Updates from Excalidraw.com\n- Improved undo management.\n- Improved handle to scale images from the side.\n- Changed arrow binding behavior.\n- Many other minor fixes and improvements.\n\n## New\n- Introduced image caching for nested (embedded) Excalidraw drawings on the scene. This enhancement should lead to improved scene loading times, especially when dealing with numerous embedded Excalidraw drawings.\n- Added new OCR Command Palette actions. Users can now re-run OCR and run OCR for selected elements.\n\n## Fixed\n- Fixed an issue where cropping an embeddable PDF frame in the Excalidraw Scene caused distortion based on the embeddable element's aspect ratio. ([#1756](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1756))\n- Removed the listing of ${String.fromCharCode(96)}# Embedded files${String.fromCharCode(96)} section when adding a "Back of the note card". ([#1754](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1754))\n- Resolved the issue where closing the on-screen keyboard with the keyboard hide button of your phone, instead of tapping somewhere else on the Excalidraw scene, did not resize the scene correctly. ([#1729](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1729))\n- Fixed the problem where pasting a text element as text into markdown incorrectly pasted the text to the end of the MD note, with line breaks as rendered on screen in Excalidraw. Also addressed the issue where pasting an image element as an image resulted in it being pasted to the end of the document. ([#1749](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1749))\n- Corrected the color inversion of embedded images when changing the theme from light to dark, then back from dark to light, and again from light to dark on the third change.\n- Addressed the problem where cropping an image while unlocking and rotating it in the cropper did not reflect the rotation. Note that rotating the image in Cropper required switching to markdown view mode, changing the "locked": true property to false, then switching back to Excalidraw mode. This issue likely impacted only a very few power users. ([#1745](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1745))\n\n## New in ExcalidrawAutomate\n${String.fromCharCode(96,96,96)}ts\n/**\n   * Retruns the embedded images in the scene recursively. If excalidrawFile is not provided, \n   * the function will use ea.targetView.file\n   * @param excalidrawFile \n   * @returns TFile[] of all nested images and Excalidraw drawings recursively\n   */\n  public getEmbeddedImagesFiletree(excalidrawFile?: TFile): TFile[];\n${String.fromCharCode(96,96,96)}\n\n`,"2.1.6":`\n## Two minor fixes\n- Scaling of LaTeX formulas when the formula is changed\n- If the back of the note card only contains a block embed ${String.fromCharCode(96)}![[embed]]${String.fromCharCode(96)} this got removed when saving the Excalidraw file. This issue has been present since November, 2021 (v1.4.9).\n`,"2.1.5":`\n## New\n- Save "Snap to objects" with the scene state. If this is the only change you make to the scene, force save it using CTRL+S (note, use CTRL on Mac as well).\n- Added "Copy markdown link" to the context menu.\n\n## Fixed\n- Paste operation occasionally duplicated text elements.\n- Pasting multiple instances of the same image from excalidraw.com or another instance of Obsidian, or pasting an image from anywhere and making copies with ALT/OPT + drag immediately after pasting (before autosave triggered) led to broken images when reopening the drawing.\n- CTRL/CMD+Click on a Text Element with an element link did not work (previously, you had to click the top right link indicator). Now, you can click anywhere on the element.\n- Hover preview for elements with a link only worked when hovering over the element link. Now, you can hover anywhere. If there are multiple elements with links, the top-level element will take precedence.\n- Link navigation within drawing when the "Focus on Existing Tab" feature is enabled under "Links, transclusion and TODOs" in settings works again.\n- If a link points to a back-of-the-card section or block the drawing will automatically switch to markdown view mode and navigate to the block or section.\n- DynamicSytle, dark mode when canvas background is set to transparent.\n- Scale to maintain the aspect ratio of a markdown notes embedded as images.\n- You can now borrow interactive markdown embeds to tables, blockquotes, list elements and callouts - not just paragraphs.\n- Back of the drawing cards:\n    - Leaving the Section Name empty when creating the first back of the card note resulted in an error.\n    - If you add the markdown comment (${String.fromCharCode(96)}%%${String.fromCharCode(96)}) directly before ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)}, a trailing ${String.fromCharCode(96)}#${String.fromCharCode(96)} will be added to your document, when adding a back of the card note. This is to hide the markdown comment from the card. The trailing (empty) ${String.fromCharCode(96)}#${String.fromCharCode(96)} will not be visible in reading mode, pdf exports, and when publishing with Obsidian Publish.\nHere's a sample markdown structure of your document:\n\n${String.fromCharCode(96,96,96)}markdown\n---\nexcalidraw-plugin: parsed\n---\n# Your back of the card section\nbla bla bla\n\n#\n%%\n# Text Elements\n... the rest of the Excalidraw file\n${String.fromCharCode(96,96,96)}\n`,"2.1.4":`\n## Fixed\n- Fixed the **aspect ratio** of an Excalidraw embedded within another Excalidraw **not updating**. [#1707](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1707)\n- Some plugins automatically add document properties to all files in the Vault. Users with this configuration were **unable to run Excalidraw scripts**. Excalidraw now removes document properties from the script before execution.\n- The very last markdown edit sometimes **wasn't saved when immediately switching from Markdown to Excalidraw View**. I now force a save before switching views. \n- The setting to disable/enable ${String.fromCharCode(96)}CTRL/CMD + CLICK on text with [[links]] or [](links) to open them${String.fromCharCode(96)} works again. [#1704](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1704)\n- **Annotation and cropping** of images in Markdown notes now also work **with Markdown links that have encoded characters** e.g.: ${String.fromCharCode(96)}![images with](markdown%20links)${String.fromCharCode(96)}.\n- Solved compatibility issue of **Taskbone OCR on Android**.\n\n## New\n- New settings:\n  - Under "Appearance and Behavior": Option to **render Excalidraw file as an image in Markdown reading mode**. This setting is disabled by default. [#1706](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1706), [#1705](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1705)\n  - Under "Embedding Excalidraw ... and Exporting"/"Export Settings": Option to **render Excalidraw file as an image when exporting to PDF** in Markdown mode. This option is disabled by default. When enabled, exporting an Excalidraw drawing in markdown view mode to PDF will render the image on the page.\n- **Enhanced annotation and cropping** of images in Markdown documents:\n  - Newly embedded **links will now follow the style of the original link**. If the original format was a ${String.fromCharCode(96)}![markdown](link)${String.fromCharCode(96)}, the annotated file will follow this format. For ${String.fromCharCode(96)}[[wiki links]]${String.fromCharCode(96)}, it will follow that style. Additionally, if an alias was specified like ${String.fromCharCode(96)}[[link|alias]]${String.fromCharCode(96)}, the annotated or cropped image will retain the alias.\n  - Introduced a new setting under "Saving" titled **"Preserve image size when annotating"**. This setting is disabled by default. When enabled, the embed link replacing the annotated image will maintain the size of the original image.\n- Option to **automatically embed the scene in exported PNG and SVG image files**. Including the scene will allow users to open the picture on Excalidraw.com or in another Obsidian Vault as an editable Excalidraw file.New setting is under the Export category. The new frontmatter tag is: ${String.fromCharCode(96)}excalidraw-export-embed-scene: true/false${String.fromCharCode(96)}.\n`,"2.1.3":"\nThis is a republish of 2.1.2 with a minor change. Sorry about the frequent releases. I will hold back for a few weeks now.\n","2.1.2":'\n## Quality of Life Improvements\n- The "Insert Any File" option that disappeared from the Command Palette is now restored. [#1690](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1690)\n- Improved two-finger pan speed.\n- Fixed text wrapping issue that caused text to jump around when editing text in a sticky note when the Obsidian zoom level was not set to 100%.\n- Mask Generation in [ExcaliAI](https://youtu.be/3G8hsV-V-gQ) Edit Image now works properly again. [#1684](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1684)\n- Fixed aspect ratio change for .jpg, .png, .bmp, .webp, .SVG (non-Excalidraw) images. Previously, if the image was distorted (i.e. you held SHIFT while resizing it), it would revert to the original aspect ratio upon saving the drawing. Resetting the aspect ratio is the desired behavior for nested Excalidraw drawings since you might have changed the source image and want it to still display with the correct aspect ratio, however for other image files, the behavior is not desired. [#1698](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1698)\n- The command palette action "Set selected image element size to 100% of original" now works even on freshly pasted images, not just after saving the drawing. ([#1695](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1698))\n- If a text element has an element link (CTRL/CMD+K), but the link was not reflected in the Element Text, then CTRL/CMD+clicking the text element did not navigate to the link, only clicking the link indicator did. Now you can also CTRL/CMD click anywhere on the text element and it will navigate. Note, however, that links in the text element text take precedence over element links.\n',"2.1.1":`\n## Fixed\n- Printing a markdown page that has an Excalidraw drawing on the back side, resulted in an empty PDF. This is now resolved.\n\n## New\n- Reduce the visual clutter by fading out the Excalidraw markup in markdown view mode. This feature needs to be enabled in plugin settings. You'll find the setting under ${String.fromCharCode(96)}Miscellaneous features${String.fromCharCode(96)}. Look for ${String.fromCharCode(96)}Fade out Excalidraw markup${String.fromCharCode(96)}. Depending on the location of the markdown comment ${String.fromCharCode(96)}%%${String.fromCharCode(96)}, if the comment starts before ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)} then the fading will start from ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)}, if the comment is before ${String.fromCharCode(96)}# Drawing${String.fromCharCode(96)} then the fading will only start with "drawing". If you delete the opening ${String.fromCharCode(96)}%%${String.fromCharCode(96)} the markup will be visible. Note, that if you place the comment before ${String.fromCharCode(96)}#Text Elements${String.fromCharCode(96)}, you will not be able to reference blocks in the ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)} section, because Obsidian does not index blocks within comment blocks. Image references are not effective, they will work.\n\n<img src="https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/bb96cdb4-8c5f-4dc5-ad39-7fccee6d5cac" referrerpolicy="no-referrer" style="width: 150px; margin: 0 auto;">\n<img src="https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/e627fdb7-6820-4d7d-97f9-a030016be9aa" referrerpolicy="no-referrer" style="width: 100%; margin: 0 auto;">\n`,"2.1.0":`\nBumping the version to 2.1.0 due to minor file format changes that aren't backward compatible. Essentially, 2.0.26 is already not backward compatible, but I forgot to update the version number.\n\nIf you haven't watched the [walkthrough video](https://youtu.be/tHUcD4rWIuY) for 2.0.26, I recommend you do so.\n\n## New\n- Settings under ${String.fromCharCode(96)}Excalidraw Appearance and Behavior${String.fromCharCode(96)}\n  - Configure visibility of the crosshair cursor when using the pen tool. [#1673](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1673)\n  - Set the time delay for long press to open drawings from markdown under "Link Click and Modifier Keys".\n\n## \n`,"2.0.26":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/tHUcD4rWIuY" 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- Minor updates from [Excalidraw.com](https://excalidraw.com). The key change is text measurements that should result in consistent text sizing between desktop and mobile devices.\n- Now you can embed the markdown section of an Excalidraw note to your drawing. Simply select ${String.fromCharCode(96)}Insert ANY file${String.fromCharCode(96)}, choose the drawing, and select the relevant heading section to embed.\n  - This also works with "back-of-the-drawing" markdown sections. Use the context menu ${String.fromCharCode(96)}Add back-of-note Card${String.fromCharCode(96)}. The action is also available on the Command Palette and in the Excalidraw-Obsidian Tools Panel.\n- Editing an embedded markdown note is now easier. Just press Enter when the element is selected. [#1650](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1650)\n- The crosshair cursor is now hidden when the freedraw tool is active and using a pen. [#1659](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1659)\n- ${String.fromCharCode(96)}Convert markdown note to Excalidraw Drawing${String.fromCharCode(96)} now converts an existing markdown note (not just empty notes) into a drawing. The original markdown note will be on the "back side of the drawing".\n- Introducing ${String.fromCharCode(96)}Annotate image in Excalidraw${String.fromCharCode(96)}, which works very similarly to ${String.fromCharCode(96)}Crop and mask image${String.fromCharCode(96)}. You can replace an image in a markdown note or on the Obsidian Canvas with an Excalidraw drawing containing that image. You will be able to annotate the image in Excalidraw.\n- Now you can reference frames in images embedded in markdown and canvas with frame names e.g. ${String.fromCharCode(96)}![[drawing#^frame=Frame 01]]${String.fromCharCode(96)}\n- Excalidraw file format change:\n  - New frontmatter switch ${String.fromCharCode(96)}excalidraw-open-md${String.fromCharCode(96)}: If set to true, the file by default will open as a markdown file. You can switch to Excalidraw View Mode via the command palette action or by right-clicking the tab.\n  - Easter Egg: If you add a comment in front of ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)}, then the entire Excalidraw data: markdown and JSON will be commented out, thus invisible when exporting to the web. If you remove the comment from before ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)}, then only the JSON will be commented out.\n\nBefore:\n${String.fromCharCode(96,96,96)}markdown\n#1657 \n%%\n# Text Elements\n...\n# Drawing\n${String.fromCharCode(96,96,96)}\n\nAfter:\n${String.fromCharCode(96,96,96)}markdown\n# Text Elements\n....\n%%\n# Drawing\n${String.fromCharCode(96,96,96)}\n`,"2.0.25":'\n# New - a small change that opens big opportunities\n- You can now set a folder as the Excalidraw Template in settings (See under Basic). If a folder is provided, Excalidraw will treat drawings in that folder as templates and will prompt you to select the template to use for new drawings.\n- I updated the <a href="https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Deconstruct%20selected%20elements%20into%20new%20drawing.md">Deconstruct Selected Elements into new Drawing</a> script to accommodate the new template setting.\n',"2.0.24":`\nQuality of Life Fixes!\n\n## Fixed\n- Text editing issue on mobile devices with an on-screen keyboard is now fixed 🥳. Previously, Excalidraw's UI fell apart when the keyboard was activated, and often even after you stopped editing, the canvas positioning was off. I hope to have solved the issue (we'll see after your testing and feedback!). This is one of those cases that seems insignificant but took enormous effort. It took me 2.5 full days of net time to figure out the root cause and the solution (this is not an exaggeration).\n- Tool buttons did not get selected on the first click.\n- Images flicker on Forced Save.\n- Hover preview fixes:\n  - ${String.fromCharCode(96)}area=${String.fromCharCode(96)}, ${String.fromCharCode(96)}group=${String.fromCharCode(96)}, ${String.fromCharCode(96)}frame=${String.fromCharCode(96)} references now display the part of the image as expected in hover preview (showed an empty preview until now).\n  - Block and section references to notes on the "back side of the drawing" now correctly show up in hover preview (showed an empty preview until now).\n\n## New\n- Default height setting in Plugin Settings. Thanks @leoccyao! [#1612](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1612)\n`,"2.0.23":`\n## New\n- Additional arrowheads (Circle, Circle Outline, Diamond, Diamond Outline, Triangle Outline) are now available via element properties.\n- Setting under "Links and Transclusions" to show/hide second-order links\n\n## Fixed\n- some styling issues with dynamic styles (e.g.: text color of context menu)\n\n## New in ExcalidrawAutomate\n- Excalidraw Publish Support: New hook to modify the link in the exported SVGs. This is useful when you want to export SVGs to your website. If set, this callback is triggered whenever a drawing is exported to SVG. The string returned by the hook will replace the link in the exported SVG. The hook is only executed if the link is to a file internal to Obsidian. [1605](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1605)\n${String.fromCharCode(96,96,96)}js\nonUpdateElementLinkForExportHook: (data: {\n*    originalLink: string,\n*    obsidianLink: string,\n*    linkedFile: TFile | null,\n*    hostFile: TFile,\n*  }) => string = null;\n${String.fromCharCode(96,96,96)}\n`,"2.0.22":"\n## Fixed\n- BUG: Unable to load obsidian excalidraw plugin on ipad 15.x or older [#1525](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1525)\n- BUG: ea.help does not display help if only function signature is available [#1601](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1601)\n","2.0.21":`\n## New/changed\n**"Focus on Existing Tab"**\n- New Setting: Disabled by default.\n  - Prevents multiple instances of the same drawing from opening when clicking on links within Excalidraw.\n  - Overrides the "Reuse Adjacent Pane" option when the file is already open.\n  - Accessible under "Links, Transclusions, and TODOs" in plugin settings.\n\n**Enhanced Context Menu Functions for Text Containers**\n- Two new context menu functions added for containers with a text element:\n  - Right-click to select the text element only, allowing independent color changes from the container.\n  - Remove orphaned element links when the text element has a link but no longer includes a link in the text.\n\n**Improved Laser Pointer Activation**\n- Laser pointer activation on double tap in view mode removed due to interference with link navigation and other features.\n- When the drawing is in "view" mode, laser pointer activation now available via long-press/right-click context menu.\n- Alternatively, activate the laser pointer with "k" if you have a keyboard.\n\n## Fixed\n- **Older iOS and Android webview support**: Rebuilt all packages and dependencies with Node 18, hoping to address (sorry I can't reproduce/test these issues myself) compatibility issues with older iPad OS versions, up to 15.7. [#1525](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1525), and Android [1598](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1598)\n- **Double-click navigation**: Fixed the issue where double-clicking an embedded image did not navigate to the link in view mode.\n- **ExcaliBrain new file creation**: Resolved the issue with new file creation from ExcaliBrain. [#201](https://github.com/zsviczian/excalibrain/issues/201)\n- **Canvas immersive style**: Removed Canvas immersive embedding style support from the Excalidraw stylesheet to address performance issues experienced by some users with various Obsidian themes. If you require this feature, you can add a CSS snippet with the provided code.\n\n${String.fromCharCode(96,96,96)}css\n.canvas-node:not(.is-editing):has(.excalidraw-canvas-immersive) {\n  ::-webkit-scrollbar,\n  ::-webkit-scrollbar-horizontal {\n    display: none;\n  }\n  background-color: transparent !important;\n}\n\n.canvas-node:not(.is-editing) .canvas-node-container:has(.excalidraw-canvas-immersive) {\n  border:       unset;\n  box-shadow:   unset;\n}\n${String.fromCharCode(96,96,96)}\n`,"2.0.20":`\n## Fixed in ExcalidrawAutomate\n- Regression: ${String.fromCharCode(96)}ea.getMaximumGroups(elements)${String.fromCharCode(96)} stopped working after the 2.0.19 update. [#1576](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1576)\n`,"2.0.19":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/4wp6vLiIdGM" 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- When updating Excalidraw, some open drawings weren\'t automatically reopening. I hope I got this fixed (note this change will only have an effect when you receive the update after this).\n- In dark mode, the frame header is challenging to see when modified [#1568](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1568).\n\n## New\n- Crop PDF pages:\n  - Available in Excalidraw, Markdown Notes, and on the Canvas.\n  - Crop the active page from the embedded PDF viewer and insert the cropped image into the current view, both in Excalidraw and on Canvas.\n- New Command Palette Action: "Insert active PDF page as image." This action is functional in Excalidraw. If an embedded Obsidian-PDF-viewer is present, executing this command will insert the active page as an image into the Excalidraw scene.\n- Two new settings introduced:\n  - "Basic" section allows setting the folder for crop files.\n  - "Saving/filename" section enables setting the prefix for crop files.\n- PDF import now defaults to importing all pages.\n- Rounded corners now available for images.\n- Second-order links now encompass forward links from embedded Excalidraw Files.\n- Clicking a cropped file in a markdown note or on Canvas will prompt to open the original file, not just the cropper.\n',"2.0.18":'\n## New\n\n<div style="text-align: center;">\n  <a data-tooltip-position="top" aria-label="https://youtube.com/shorts/ST6h4uaXmnY" rel="noopener" class="external-link" href="https://youtube.com/shorts/ST6h4uaXmnY" target="_blank">\n    <img src="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/vintage-mask.png" referrerpolicy="no-referrer" style="width: 150px; margin: 0 auto;">\n  </a>\n</div>\n\n- [Crop Vintage Mask Script](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Crop%20Vintage%20Mask.md) adds rounded corner mask to cropped images. Install it from the script library.\n- Advanced Setting: Modify image zoom memory limit for sharper zoom. See under "Non-Excalidraw.com Supported Features" in settings.\n- Laser Pointer will not activate on double-click in ExcaliBrain\n\n## Fixed\n- Resolved cropping issue with rotated images.\n\n## New in ExcalidrawAutomate\n- You can now specify elementId to add functions: addLine, addArrow, addRect, etc.\n- ea.help() now provides help on Script Engine utils functions as well\n- ea.isExcalidrawMask(file?:TFile) will return true if the currently open view or the supplied file is an Excalidraw Mask file.\n',"2.0.17":"\n## Fixed\n- Image cropping now supports dark mode\n- Image cropping/carve out was not working reliably in some cases [#1546](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1546)\n- Masking a mirrored image resulted in an off-positioned mask\n\n## New\n- Context menu action to convert SVG to Excalidraw strokes\n- Updated Chinese translation (Thank you @tswwe)\n","2.0.16":"\n## Fixed\n- Image cropping did not work consistently with large image files on lower-powered devices [#1538](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1538). \n- Mermaid editor was not working when Excalidraw was open in an Obsidian popout window [#1503](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1503)\n","2.0.15":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/uHFd0XoHRxE" 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- Crop and Mask Images in Excalidraw, Canvas, and Markdown. (Inspired by @bonecast [#4566](https://github.com/excalidraw/excalidraw/issues/4566))\n- Draw metadata around images but hide it on the export.\n\n## Fixed\n- Freedraw closed circles (2nd attempt)\n- Interactive Markdown embeddable border-color (setting did not have an effect)\n',"2.0.14":'\n## New\n- Stylus button now activates the eraser function. Note: This feature is supported for styluses that comply with industry-standard button events. Unfortunately, Samsung SPEN and Apple Pencil do not support this functionality.\n\n## Fixed\n- Improved handwriting quality. I have resolved the long-standing issue of closing the loop when ends of the line are close, making an "u" into an "o" ([#1529](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1529) and [#6303](https://github.com/excalidraw/excalidraw/issues/6303)).\n- Improved Excalidraw\'s full-screen mode behavior. Access it via the Obsidian Command Palette or the full-screen button on the Obsidian Tools Panel ([#1528](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1528)).\n- Fixed color picker overlapping with the Obsidian mobile toolbar on Obsidian-Mobile.\n- Corrected display issues with alternative font sizes (Fibonacci and Zoom relative) in the element properties panel when editing a text element (refer to [2.0.11 Release Notes](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/2.0.11) for details about the font-size Easter Egg).\n- Resolved the issue where Excalidraw SVG exports containing LaTeX were not loading correctly into Inkscape ([#1519](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1519)). Thanks to 🙏@HyunggyuJang for the contribution.\n',"2.0.13":"\n## Fixed\n- Excalidraw crashes if you paste an image and right-click on canvas immediately after pasting.\n","2.0.12":'\n## Fixed\n- Stencil library not working [#1516](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1516), [#1517](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1517)\n- The new convert image from URL to Local File feature did not work in two situations:\n  - When the embedded image is downloaded from a very slow server (e.g. OpenAIs temp image server)\n  - On Android\n- The postToOpenAI function did not work in all situations on Android.\n- ExcaliAI wireframe to code did not display correctly on Android\n- Tooltips kept popping up on Android.\n\n## New\n- Added "Save image from URL to local file" to the right-click context menu\n- Further [ExcaliAI](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/ExcaliAI.md) improvements including support for image editing with image mask\n',"2.0.11":`\n## Fixed\n- Resolved an Obsidian performance issue caused by simultaneous installations of Excalidraw and the Minimal theme. Optimized Excalidraw CSS loading into Obsidian since April 2021, resulting in noticeable performance improvements. ([#1456](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1456))\n- Removed default support for the [Sliding Panes Plugin](https://github.com/deathau/sliding-panes-obsidian) due to compatibility issues with Obsidian Workspaces. Obsidian's "Stack Tabs" feature now supersedes Sliding Panes. To re-enable sliding panes support, navigate to Compatibility Features in Plugin Settings.\n- Sometimes images referenced with URLs did not show in exported scenes and when embedding Excalidraw into a markdown note. I hope all that is now resolved.\n- ExcalidrawAutomate scripts sometimes were not able to save their settings.\n\n## New\n- Introduced an "Easter Egg" feature in font-size properties:\n  - Hold SHIFT while selecting font size to use scaled sizes (S, M, L, XL) based on the current canvas zoom, ensuring consistent sizes within zoom ranges.\n  - Hold ALT/OPT while selecting font size to use values based on the golden mean (s:16, m:26, l:42, xl:68). ALT+SHIFT scales font sizes based on canvas zoom.\n  - Scaled sizes are sticky; new text elements adjust font sizes relative to the canvas zoom. Deselect SHIFT to disable this feature.\n  - For more on the Golden Scale, watch [The Golden Opportunity](https://youtu.be/2SHn_ruax-s).\n- Added two new Command Palette Actions:\n  - "Decompress current Excalidraw File" in Markdown View mode helps repair corrupted, compressed Excalidraw files manually.\n  - "Save image from URL to local file" saves referenced URL images to your Vault, replacing images in the drawing.\n- Updated the ExcaliAI script to generate images using ExcaliAI.\n\n## New in ExcalidrawAutomate\n- Added additional documentation about functions to ea.suggester.\n- Added ea.help(). You can use this function from Developer Console to print help information about functions. Usage: ${String.fromCharCode(96)}ea.help(ea.functionName)${String.fromCharCode(96)} or ${String.fromCharCode(96)}ea.help('propertyName')${String.fromCharCode(96)} - notice property name is in quotes.\n`,"2.0.10":"\nOne more minor tweak to support an updated ExcaliAI script - now available in the script store.\n","2.0.9":"\nThis release is very minor, and I apologize for the frequent updates in a short span. I chose not to delay this fix for 1-2 weeks, waiting for my larger release. The WireframeToAI feature wasn't working in 2.0.8, but now it does.\n","2.0.8":`\n## New\n- Mermaid Class Diagrams [#7381](https://github.com/excalidraw/excalidraw/pull/7381)\n- New Scripts:\n  - Repeat Texts contributed by @soraliu [#1425](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1425)\n  - Relative Font Size Cycle [#1474](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1474)\n- New setting to configure the URL used to reach the OpenAI API - for setting an OpenAI API compatible local LLM URL.\n\n## Fixed\n- web images with jpeg extension were not displayed. [#1486](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1486)\n- MathJax was causing errors on the file in the active editor when starting Obsidian or starting the Excalidraw Plugin. I reworked the MathJax implementation from the ground up. [#1484](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1484), [#1473](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1473)\n- Enhanced performance for resizing sticky notes (resize + ALT) on slower devices when centrally adjusting their size.\n\n## New in ExcalidrawAutomate:\n- New ArrowHead types. Currently only available programmatically and when converting Mermaid Class Diagrams into Excalidraw Objects:\n${String.fromCharCode(96,96,96)}ts\n  addArrow(\n    points: [x: number, y: number][],\n    formatting?: {\n      startArrowHead?: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null;\n      endArrowHead?: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null;\n      startObjectId?: string;\n      endObjectId?: string;\n    },\n  ): string;\n  \n  connectObjects(\n    objectA: string,\n    connectionA: ConnectionPoint | null,\n    objectB: string,\n    connectionB: ConnectionPoint | null,\n    formatting?: {\n      numberOfPoints?: number;\n      startArrowHead?: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null;\n      endArrowHead?: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null;\n      padding?: number;\n    },\n  ): string;\n\n  connectObjectWithViewSelectedElement(\n    objectA: string,\n    connectionA: ConnectionPoint | null,\n    connectionB: ConnectionPoint | null,\n    formatting?: {\n      numberOfPoints?: number;\n      startArrowHead?: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null;\n      endArrowHead?: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null;\n      padding?: number;\n    },\n  ): boolean;\n${String.fromCharCode(96,96,96)}\n`,"2.0.7":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/kp1K7GRrE6E" 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- The Android and iOS crash with 2.0.5 😰. I can\'t apologize enough for releasing a version that I did not properly test on Android and iOS. That ought to teach me something about last-minute changes before hitting release.\n- Scaled-resizing a sticky note (SHIFT+resize) caused Excalidraw to choke on slower devices\n- Improved plugin performance focusing on minimizing Excalidraw\'s effect on Obsidian overall\n- Images embedded with a URL often did not show up in image exports, hopefully, the issue will less frequently occur in the future.\n- Local file URL now follows Obsidian standard - making it easier to navigate in Markdown view mode.\n\n# New\n- Bonus feature compared to 2.0.4: Second-order links when clicking embedded images. I use images to connect ideas. Clicking on an image and seeing all the connections immediately is very powerful.\n- In plugin settings, under "Startup Script", the button now opens the startup script if it already exists.\n- Partial support for animated GIFs (will not show up in image exports, but can be added as interactive embeddables)\n- Configurable modifier keys for link click action and drag&drop actions.\n- Improved support for drag&drop from your local drive and embedding of files external to Excalidraw.\n',"2.0.5":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/kp1K7GRrE6E" 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- Scaled-resizing a sticky note (SHIFT+resize) caused Excalidraw to choke on slower devices\n- Improved plugin performance focusing on minimizing Excalidraw\'s effect on Obsidian overall\n- Images embedded with a URL often did not show up in image exports, hopefully, the issue will less frequently occur in the future.\n- Local file URL now follows Obsidian standard - making it easier to navigate in Markdown view mode.\n\n# New\n- In plugin settings, under "Startup Script", the button now opens the startup script if it already exists.\n- Partial support for animated GIFs (will not show up in image exports, but can be added as interactive embeddables)\n- Configurable modifier keys for link click action and drag&drop actions.\n- Improved support for drag&drop from your local drive and embedding of files external to Excalidraw.\n',"2.0.4":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/A1vrSGBbWgo" 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- ExcaliAI\n- You can now add ${String.fromCharCode(96)}ex-md-font-hand-drawn${String.fromCharCode(96)} or ${String.fromCharCode(96)}ex-md-font-hand-drawn${String.fromCharCode(96)} to the ${String.fromCharCode(96)}cssclasses:${String.fromCharCode(96)} frontmatter property in embedded markdown nodes and their font face will match the respective Excalidraw fonts.\n\n## Fixed\n- Adding a script for the very first time (when the script folder did not yet exist) did not show up in the tools panel. Required an Obsidian restart. \n- Performance improvements\n\n## New and updated In Excalidraw Automate\n- Added many new functions and some features to existing functions. See the [release notes](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/2.0.3) for details\n`,"2.0.3":'\n## Fixed\n- Mermaid to Excalidraw stopped working after installing the Obsidian 1.5.0 insider build. [#1450](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1450)\n- CTRL+Click on a Mermaid diagram did not open the Mermaid editor.\n- Embed color settings were not honored when the embedded markdown was focused on a section or block.\n- Scrollbars were visible when the embeddable was set to transparent (set background color to match element background, and set element background color to "transparent").\n',"2.0.2":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/502swdqvZ2A" 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- Resolved an issue where the Command Palette\'s "Toggle between Excalidraw and Markdown mode" failed to uncompress the Excalidraw JSON for editing.\n\n## New\n- Scaling feature for embedded objects (markdown documents, pdfs, YouTube, etc.): Hold down the SHIFT key while resizing elements to adjust their size.\n- Expanded support for Canvas Candy. Regardless of Canvas Candy, you can apply CSS classes to embedded markdown documents for transparency, shape adjustments, text orientation, and more.\n- Added new functionalities to the active embeddable top-left menu:\n  - Document Properties (cog icon)\n    - File renaming\n    - Basic styling options for embedded markdown documents\n    - Setting YouTube start time\n  - Zoom to full screen for PDFs\n- Improved immersive embedding of Excalidraw into Obsidian Canvas.\n- Introduced new Command Palette Actions:\n  - Embeddable Properties\n  - Scaling selected embeddable elements to 100% relative to the current canvas zoom.\n',"2.0.1":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/xmqiBTrlbEM" 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- bug with cssclasses in frontmatter\n- styling of help screen keyboard shortcuts [#1437](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1437)\n',"2.0.0":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/JC1E-jeiWhI" 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- Added support for applying CSS classes in frontmatter. Now, when embedding Excalidraw drawings into Obsidian Canvas, you can use [Canvas Candy](https://tfthacker.com/canvas-candy) classes. For instance, ${String.fromCharCode(96)}cssclasses: cc-border-none${String.fromCharCode(96)} removes the canvas node border around the drawing.\n- Introduced new context menu actions:\n  - Navigate to link or embedded image.\n  - Add any file from the vault to the canvas.\n  - Convert the selected text element or sticky note to an embedded markdown file.\n  - Add a link from the Vault to the selected element.\n- Frames are now rendered in exported images.\n- SVG Export includes the ${String.fromCharCode(96)}.excalidraw-svg${String.fromCharCode(96)} class, enabling post-processing of SVGs using publish.js when using custom domains with Obsidian Publish. Also, added a command palette action ${String.fromCharCode(96)}Obsidian Publish: Find SVG and PNG exports that are out of date${String.fromCharCode(96)}.\n- Added a new Command palette action to open the corresponding Excalidraw file based on the embedded SVG or PNG file. ${String.fromCharCode(96)}Open Excalidraw Drawing${String.fromCharCode(96)} [Issue #1411](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1411)\n\n## Fixed and Improved\n- Resolved issue with the Mermaid Timeline graph displaying all black. [Issue #1424](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1424)\n- Enabled toggling pen mode off after activation by a pen touch.\n- Now you are able to unlock elements on mobile; previously, locked elements couldn't be selected.\n- Fixed the disabled ${String.fromCharCode(96)}complete line button${String.fromCharCode(96)} for multipoint lines on mobile.\n![Mobile Editing Image](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/e7051c75-818f-4800-ba16-ac276e229184)\n\n`,"1.9.28":"\n## Fixed & Improved\n- Fixed an issue where the toolbar lost focus, requiring two clicks. This caused a problem when the hand tool was activated from ExcalidrawAutomate script when opening a drawing, causing buttons to stop working. [#1344](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1344)\n- Resolved a caching issue affecting image area-links and group-links, making them work inconsistently. For more details, refer to the discussion on [Discord](https://discord.com/channels/1026825302900494357/1169311900308361318).\n- Improved frame colors with Dynamic Coloring.\n- Added support for multiline LaTeX formulas. [#1403](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1403)\n- Fixed the issue of Chinese characters overlapping in MathJax. [#1406](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1406)\n\n## New\n- Added support for Mermaid to Excalidraw **Sequence Diagrams**.\n- If an image contains an element link, clicking on the image will now open the link chooser, allowing you to decide whether to open the image or follow the element link.\n- When hovering over an image that also has an element link, the hover preview will display the contents of the link.\n- You can now choose to **import PDFs** in columns instead of rows. Additionally, you have the option to group all pages after import, which will improve the unlocking experience if you also lock pages on import.\n- Introduced configuration options for the **Laser Tool**, including pointer color, decay length, and time. ([#1408](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1408), [#1220](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1220))\n\n![image](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/c0cad40a-1afc-42af-b41b-f912dd8a4e78)\n","1.9.27":'\n## New\n- Restructured plugin settings, added additional comments and relevant videos\n- Added setting to change PDF to Image resolution/scale. This has an effect when embedding PDF pages to Excalidraw. A lower value will result in less-sharp pages, but better overall performance. Also, larger pages (higher scale value) were not accepted by Excalidraw.com when copying from Obsidian due to the 2MB image file limit.  Find the "PDF to Image" setting under "Embedding Excalidraw into your Notes and Exporting" setting. [#1393](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1393)\n\n## Fixed\n- When multiple Excalidraw Scripts were executed parallel a race condition occurred causing scripts to override each other\n- I implemented a partial fix to "text detaching from figures when dragging them" [#1400](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1400)\n- Regression: extra thin stroke removed with 1.9.26 [#1399](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1399)',"1.9.26":'\n## Fixes and improvements from Excalidraw.com\n- Freedraw shape selection issue, when fill-pattern is not solid [#7193](https://github.com/excalidraw/excalidraw/pull/7193)\n- Actions panel UX improvement [#6850](https://github.com/excalidraw/excalidraw/pull/6850)\n\n## Fixed in plugin\n- After inserting PDF pages as image the size of inserted images were incorrectly anchored preventing resizing of pages. The fix does not solve the issue with already imported pages, but pages you import in the future will not be anchored. \n- Mobile toolbar flashes up on tab change on desktop\n- Toolbar buttons are active on the first click after opening a drawing. This addresses the "hand" issue raised here: [#1344](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1344)\n',"1.9.25":`\n## Fixed\n- Fixed issues with creating Markdown or Excalidraw files for non-existing documents [#1385](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1385)\n- Resolved a bug where changing the section/block filter after duplicating a markdown embeddable now works correctly on the first attempt [#1387](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1387)\n\n## New\n- Easily create a markdown file and embed it as an embedded frame with a single click when clicking a link pointing to a non-existent file.\n![image](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/4b9de54d-2382-4a52-b500-918ba2a60133)\n- Offline LaTeX support. The MathJax package is now included in the plugin, eliminating the need for an internet connection. [#1383](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1383), [#936](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/936), [#1289](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1289)\n\n## Minor Updates from excalidraw.com\n- Improved the laser pointer in dark mode.\n- Removed bound arrows from frames.\n- Enhanced fill rendering.\n- Maintained the z-order of elements added to frames.\n\n## New in ExcalidrawAutomate\n- Introduced two LZString functions in ExcalidrawAutomate:\n${String.fromCharCode(96,96,96)}typescript\ncompressToBase64(str:string):string;\ndecompressFromBase64(str:string):string;\n${String.fromCharCode(96,96,96)}\n`,"1.9.24":`\n## Fixed\n- Resolved some hidden Image and Backup Cache initialization errors.\n\n## New Features\n- Introducing the ${String.fromCharCode(96)}[[cmd://cmd-id]]${String.fromCharCode(96)} link type, along with a new Command Palette Action: ${String.fromCharCode(96)}Insert Obsidian Command as a link${String.fromCharCode(96)}. With this update, you can now add any command available on the Obsidian Command palette as a link in Excalidraw. When you click the link, the corresponding command will be executed. This feature opens up exciting possibilities for automating your drawings by creating Excalidraw Scripts and attaching them to elements.\n\n- I am thrilled to announce that you can now embed images directly from your local hard drive in Excalidraw. These files won't be moved into Obsidian. Please note, however, that these images won't be synchronized across your other devices. [#1365](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1365)\n\nCheck out the [updated keyboard map](https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png)\n\n<a href="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png"><img src="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png" width="100%" alt="Keyboard map"/></a>\n\nStay creative and productive with Excalidraw!\n`,"1.9.23":"\n## Fixed\n- Link navigation error in view mode introduced with 1.9.21 [#7120](https://github.com/excalidraw/excalidraw/pull/7120)\n","1.9.21":'\n## Fixed:\n- When moving a group of objects on the grid, each object snapped separately resulting in a jumbled-up image [#7082](https://github.com/excalidraw/excalidraw/issues/7082)\n\n## New from Excalidraw.com:\n- 🎉 Laser Pointer. Press "K" to activate the laser pointer, or find it under more tools. In View-Mode double click/tap the canvas to toggle the laser pointer\n\n![image](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/d3fc079d-9428-4a93-9a9b-1947ce9b6b57)\n',"1.9.20":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/QB2rKRxxYlg" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Fourth Font displays correctly in SVG embeds mode\n- The re-colorMap map (see [1.9.19](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.9.19) for more info) did not work when either of the fill or stroke color properties of the image was missing.\n- Excalidraw Pasting with middle mouse button on Linux [#1338](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1338) 🙏@Aeases \n\n### Fixed by excalidraw.com\n- Excalidraw's native eyedropper fixes [#7019](https://github.com/excalidraw/excalidraw/pull/7019)\n\n## New\n- Now you can insert [Mermaid](https://mermaid.live/) diagrams as Excalidraw elements into your drawings (currently only the [Flowchart](https://mermaid.js.org/syntax/flowchart.html) type is supported, [other diagram types](https://mermaid.js.org/intro/#diagram-types) are inserted as Mermaid native images. \n  - ⚠️**This feature requires Obsidian API v1.4.14 (the latest desktop version). On Obsidian mobile API v1.4.14 is only available to Obsidian insiders currently**\n  - If you want to contribute to the project please head over to [mermaid-to-excalidraw](https://github.com/excalidraw/mermaid-to-excalidraw) and help create the converters for the other diagram types.\n- The Fourth Font now also supports the OTF format\n- Disable snap-to-grid in grid mode by holding down the CTRL/CMD while drawing or moving an element [#6983](https://github.com/excalidraw/excalidraw/pull/6983)\n- I updated the Excalidraw logo in Obsidian. This affects the logo on the tab and the ribbon.\n\n### New from excalidraw.com\n- Elements alignment snapping. Hold down the CTRL/CMD button while moving an element to snap it to other objects. [#6256](https://github.com/excalidraw/excalidraw/pull/6256)\n\n### New in the script library\n- The amazing shape [Boolean Operations](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Boolean%20Operations.md) script created by 🙏@GColoy is available in the script library.\n\n### New in Excalidraw Automate\n- ${String.fromCharCode(96)}getPolyBool()${String.fromCharCode(96)} returns a [PolyBool](https://github.com/velipso/polybooljs) object\n- sample mermaid code:\n${String.fromCharCode(96,96,96)}js\nea = ExcalidrawAutomate();\nea.setView();\nawait ea.addMermaid(\n  ${String.fromCharCode(96)}flowchart TD\n    A[Christmas] --\x3e|Get money| B(Go shopping)\n    B --\x3e C{Let me think}\n    C --\x3e|One| D[Laptop]\n    C --\x3e|Two| E[iPhone]\n    C --\x3e|Three| F[fa:fa-car Car]${String.fromCharCode(96)}\n);\nea.addElementsToView();\n${String.fromCharCode(96,96,96)}`,"1.9.19":`\n## New\n- I added new features to the [Deconstruct Selected Elements](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Deconstruct%20selected%20elements%20into%20new%20drawing.md) script\n- I added a new script: [Text Aura](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Text%20Aura.md)\n- I updated the [Set Grid](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Set%20Grid.md) script. You can now set the Major/Minor tick frequency. [#1305](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1305)\n- The re-colorMap is now case-insensitive. The color map is a hidden feature. In Markdown View mode you can add a JSON map after the embedded SVG or Excalidraw image filename with a mapping of current colors to new colors.\n<img width="100%" src="https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/1d985a59-a2d2-48a2-9cef-686bfbe9ef02"/>\n\n## New in ExcalidrawAutomate\n- I added the ${String.fromCharCode(96)}silent${String.fromCharCode(96)} switch. If this is true, the created file will not be opened.\n${String.fromCharCode(96,96,96)}typescript\n  async create(params?: {\n    filename?: string;\n    foldername?: string;\n    templatePath?: string;\n    onNewPane?: boolean;\n    silent?: boolean;\n    frontmatterKeys?: {\n      "excalidraw-plugin"?: "raw" | "parsed";\n      "excalidraw-link-prefix"?: string;\n      "excalidraw-link-brackets"?: boolean;\n      "excalidraw-url-prefix"?: string;\n      "excalidraw-export-transparent"?: boolean;\n      "excalidraw-export-dark"?: boolean;\n      "excalidraw-export-padding"?: number;\n      "excalidraw-export-pngscale"?: number;\n      "excalidraw-default-mode"?: "view" | "zen";\n      "excalidraw-onload-script"?: string;\n      "excalidraw-linkbutton-opacity"?: number;\n      "excalidraw-autoexport"?: boolean;\n    };\n    plaintext?: string; //text to insert above the ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)} section\n  }): Promise<string>\n${String.fromCharCode(96,96,96)}\n`,"1.9.18":`\n## New\n- Excalidraw now syncs with Obsidian's language settings, provided translations are available. [#1297](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1297)\n\n## Fixed\n- [#1285](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1285): Solved Obsidian crashes caused by copying images from Excalidraw into markdown notes. Going forward:\n  - Copying an image will paste its embed link,\n  - Copying a text element will paste the text,\n  - For all other elements with links, the link will be pasted.\n  - In all other cases nothing will be pasted.\n  \n- Resolved grid instability ([#1298](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1298)).\n- Fixed missing ${String.fromCharCode(96)}[[square brackets]]${String.fromCharCode(96)} in PDF section references, making the links functional.\n- Corrected the behavior of "Open current link in browser" for embedded YouTube and Vimeo frames. Clicking the globe button will now correctly open the links.\n`,"1.9.17":'\n## New \n- Significant performance improvements from Excalidraw.com\n- When selecting a highlight in the Obsidian PDF editor and selecting "Copy as Quote" in the context menu, then paste this to Excalidraw, the text will arrive as a text element wrapped in a transparent sticky note with the link to the original highlight attached to the sticky note. You can override this behavior by SHIFT+CTRL/CMD pasting\n\n## Fixed\n- BUG: Image caching issue. Changes to the drawing do not reflect immediately in the note when re-opening the drawing [#1297](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1279)\n- Removed underline from links in NativeSVG embed.\n',"1.9.16":"\nI apologize for this extra release. I accidentally built 1.9.15 with an older excalidraw.com package version. Fixes and new features (like the improved grid) are now available again. Otherwise, this is the same as 1.9.15. Sorry for the inconvenience.\n","1.9.15":"\n## New\n- There is now a search box in the Excliadraw Script Store. I categorized the scripts and added keywords to help easier navigation.\n\n## Fixed\n- The theme of the embedded Markdown document did not always honor plugin settings. With some themes, it worked, with others (including the default Obsidian theme, it didn't). \n","1.9.14":`\n# Fixed\n- **Dynamic Styling**: Excalidraw ${String.fromCharCode(96)}Plugin Settings/Display/Dynamic Styling${String.fromCharCode(96)} did not handle theme changes correctly.\n- **Section References**: Section Headings that contained a dot (e.g. #2022.01.01) (or other special characters) did not work when focusing markdown embeds to a section. [#1262](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1262)\n- **PNG Export**: When using images from the web (i.e. based on URL and not a file from your Vault), embedding the Excalidraw file into a markdown document as PNG, or exporting as PNG failed. This is because due to browser cross-origin restrictions, Excalidraw is unable to access the image. In such cases, a placeholder will be included in the export, but the export will not fail, as until now.\n\n# New in ExcalidrawAutomate\n- ${String.fromCharCode(96)}getActiveEmbeddableViewOrEditor${String.fromCharCode(96)} will return the active editor and file in case of a markdown document or the active leaf.view for other files (e.g. PDF, MP4 player, Kanban, Canvas, etc) of the currently active embedded object. This function can be used by plugins to check if an editor is available and obtain the view or editor to perform their actions. Example: [package.json](https://github.com/zsviczian/excalibrain/blob/2056a021af7c3a53ed08203a77f6eae304ca6e39/package.json#L23), [Checking for EA](https://github.com/zsviczian/excalibrain/blob/2056a021af7c3a53ed08203a77f6eae304ca6e39/src/excalibrain-main.ts#L114-L127), and [Running the function](https://github.com/zsviczian/excalibrain/blob/2056a021af7c3a53ed08203a77f6eae304ca6e39/src/excalibrain-main.ts#L362-L399)\n\n${String.fromCharCode(96,96,96)}typescript\npublic getActiveEmbeddableViewOrEditor (view?:ExcalidrawView): {view:any}|{file:TFile, editor:Editor}|null;\n${String.fromCharCode(96,96,96)}\n`,"1.9.13":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/opLd1SqaH_I" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n# New\n- **Templater support**: You can now execute Templater scripts on an embedded Markdown document when the document is active for editing\n- **Interactive image-embeds**: I added a new image embed option "SVG Native". In "SVG Native" mode embedded items such as videos, webpages, and links (including links within the Vault) work.\n- **Anchored image resizing**: When you embed an Excalidraw drawing using the Anchor to 100% option, resizing the image will be disabled.\n\n# Fixed\n- when opening a new document in the Excalidraw view while a markdown document was open for editing in an embeddable, Excalidraw terminated with errors\n- shift-click to select multiple elements\n- dynamic styling when canvas background with transparent\n \n# New in ExcalidrawAutomate\n- added openState to the ${String.fromCharCode(96)}openFileInNewOrAdjacentLeaf${String.fromCharCode(96)}. For details see: [OpenViewState](https://github.com/obsidianmd/obsidian-api/blob/f86f95386d439c19d9a77831d5cac5748d80e7ec/obsidian.d.ts#L2686-L2695)\n${String.fromCharCode(96,96,96)}typescript\nopenFileInNewOrAdjacentLeaf(file: TFile, openState?: OpenViewState): WorkspaceLeaf\n${String.fromCharCode(96,96,96)}\n`,"1.9.12":`\n## New\n- If you create a Text Element that includes only a transclusion e.g.: ${String.fromCharCode(96)}![[My Image.png]]${String.fromCharCode(96)} then excalidraw will automatically replace the transclusion with the embedded image.\n- New Excalidraw splash screen icon contributed by Felix Häberle. 😍\n\n<div class="excalidraw-image-wrapper">\n<img src='https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-sword-mini.png'/>\n</div>\n\n## Fixed\n- Popout windows behaved inconsistently losing focus at the time when a markdown file was embedded. Hopefully, this is now working as intended.\n- A number of small fixes that will also improve the ExcaliBrain experience\n`,"1.9.11":"\n# New\n- I added 2 new command palette actions: 1) to toggle frame clipping and 2) to toggle frame rendering.\n\n# Updated\n- I released a minor update to the slideshow script. Frame sequence (Frame 1, 2, 3, ...) will now be displayed in proper order. Frames will be hidden during the presentation (this was there before, but there was a change to excalidraw.com that broke this feature of the slideshow script).\n\n# Fixed: \n- Excalidraw Automate error introduced with 1.9.10 - when elements are repositioned to cursor and no ExcalidrawView is active\n","1.9.10":'\n## New\n- @mazurov added a new script: [Ellipse Selected Elements](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Ellipse%20Selected%20Elements.md)\n\n## Fixed\n- **Image Saving Error**: Previously, inserting an image from Firebase Storage or other URLs could result in an error that prevented the entire drawing from being saved. I have now improved the error handling and image fetching from the web, ensuring smooth image insertion and saving.  \n- **Text Search Bug**: There was an issue where text search failed when frames had default names like "Frame 1," "Frame 2," etc. This has been resolved, and now the text search works correctly in such cases. ([#1239](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1239))   \n- **Image Positioning Fix**: An annoying bug caused the image to jump after inserting it using the "Insert Image" command palette action. I\'ve fixed this issue, and now the image behaves as expected when positioning it for the first time.\n',"1.9.9":`\n## ⚠️⚠️ IMPORTANT: PLEASE READ ⚠️⚠️\n\nI updated embedded frames for compatibility with excalidraw.com. To ensure everything works smoothly:\n\n🔄 Update Excalidraw on all your devices.\n\nThis will avoid any issues with converted files and let you enjoy the new features seamlessly.\n\nThank you for your understanding. If you have any questions, feel free to reach out.\n\n---\n\n## Fixed:\n- PNG image caching resulting in broken images after Obsidian restarts\n- SVG export now displays embedded iframes with the correct embed link (note this feature only works when you open the SVGs in a browser outside Obsidian).\n\n## Updated / fixed in Excalidraw Automate\n- I updated ${String.fromCharCode(96)}lib/ExcalidrawAutomate.d.ts${String.fromCharCode(96)} and published a new version of obsidian-excalidraw-plugin type library to npmjs.\n- Added new ExcalidrawAutomate functions: ${String.fromCharCode(96)} addEmbeddable()${String.fromCharCode(96)}, ${String.fromCharCode(96)}DEVICE${String.fromCharCode(96)}, ${String.fromCharCode(96)}newFilePrompt()${String.fromCharCode(96)}, and ${String.fromCharCode(96)}getLeaf()${String.fromCharCode(96)}\n- ${String.fromCharCode(96)}addImage${String.fromCharCode(96)} and ${String.fromCharCode(96)}addElementsToView${String.fromCharCode(96)} were extended with 1-1 additional optional parameter. As a result of ${String.fromCharCode(96)}shouldRestoreElements${String.fromCharCode(96)} defaulting to false, all elements in the scene will no longer be updated (iframes will not blink) when you add elements via script.\n- There is a new event hook: ${String.fromCharCode(96)}onPasteHook${String.fromCharCode(96)}. This will be called whenever the user pastes something to the canvas. You can use this callback if you want to do something additional during the onPaste event. In case you want to prevent the Excalidraw default onPaste action you must return false\n\n${String.fromCharCode(96,96,96)}typescript\nasync addImage(\n  topX: number,\n  topY: number,\n  imageFile: TFile | string,\n  scale: boolean = true,\n  anchor: boolean = true,\n): Promise<string>;\n\nasync addElementsToView(\n  repositionToCursor: boolean = false,\n  save: boolean = true,\n  newElementsOnTop: boolean = false,\n  shouldRestoreElements: boolean = false,\n): Promise<boolean>;\n\n onPasteHook: (data: {\n  ea: ExcalidrawAutomate;\n  payload: ClipboardData;\n  event: ClipboardEvent;\n  excalidrawFile: TFile;\n  view: ExcalidrawView;\n  pointerPosition: { x: number; y: number };\n }) => boolean = null;\n\naddEmbeddable(\n  topX: number,\n  topY: number,\n  width: number,\n  height: number,\n  url?: string,\n  file?: TFile\n): string;\n\nget DEVICE(): DeviceType;\n\nnewFilePrompt(\n  newFileNameOrPath: string,\n  shouldOpenNewFile: boolean,\n  targetPane?: PaneTarget,\n  parentFile?: TFile\n): Promise<TFile | null>;\n\ngetLeaf(\n  origo: WorkspaceLeaf,\n  targetPane?: PaneTarget\n): WorkspaceLeaf;\n${String.fromCharCode(96,96,96)}\n`,"1.9.8":'\n## New Features\n- Zoom to heading and block in markdown frames.\n- Added an iframe menu that allows users to change heading/block zoom, center the element, and open it in the browser.\n- Replaced twitframe with platform.twitter for tweets. The "Read more" and "Reply" buttons now work. Embedded tweets will honor theme settings.\n\n## Bug Fixes\n- Fixed an issue where embedded markdown frames disappeared in fullscreen mode. [#1197](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1197)\n- Resolved a problem with the "Embed Markdown as Image" feature where changes to embed properties were not always honored. [#1201](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1201)\n- When inserting any file from the Vault and embedding a Markdown document as an image, the embed now correctly honors the section heading if specified. [#1200](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1200)\n- SVG and PNG autoexport now function properly when closing a popout window. [#1209](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1209)\n- Many other minor fixes\n',"1.9.7":`\n## Fixed:\n\n- Fixed an issue where using the color picker shortcut would cause the UI to disappear in mobile view mode.\n- You can now add YouTube playlists to iframes.\n- Fixed a bug where the "Add any file" dropdown suggester opened in the main Obsidian workspace instead of the popout window when Excalidraw was running. ([#1179](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1191))\n- Made some improvements to the logic of opening in the adjacent pane, although it is still not perfect.\n- Fixed an issue where Obsidian sync would result in the loss of the last approximately 20 seconds of work. Excalidraw's handling of sync is now fixed. ([#1189](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1189))\n\n## New:\n\n- Introducing Image Cache: Excalidraw will now cache rendered images embedded in Markdown documents, which will enhance the markdown rendering experience.\n- Backup Cache: Excalidraw now stores a backup on your device when saving, in case the application is terminated during a save operation. If you are using sync, you can find the latest backup on the device you last used to edit your drawing.\n- Added ${String.fromCharCode(96)}frame=${String.fromCharCode(96)} parameter to image references. ([#1194](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1194)) For more details about this feature, check out this [YouTube video](https://youtu.be/yZQoJg2RCKI).\n- When an SVG image from Draw.io is embedded in Excalidraw, clicking the image will open the file in the [Diagram plugin](https://github.com/zapthedingbat/drawio-obsidian) (if available).\n- Added the [Create DrawIO file](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Create%20DrawIO%20file.md) Excalidraw Automate Script to the library, which allows you to create a new draw.io drawing and add it to the current Excalidraw canvas.\n\n## New in ExcalidrawAutomate\n\n${String.fromCharCode(96,96,96)}typescript\nasync getAttachmentFilepath(filename: string): Promise<string>\n${String.fromCharCode(96,96,96)}\n\nThis asynchronous function retrieves the filepath to a new file, taking into account the attachments preference settings in Obsidian. It creates the attachment folder if it doesn't already exist. The function returns the complete path to the file. If the provided filename already exists, the function will append '_[number]' before the extension to generate a unique filename.\n\n${String.fromCharCode(96,96,96)}typescript\ngetElementsInFrame(frameElement: ExcalidrawElement, elements: ExcalidrawElement[]): ExcalidrawElement[];\n${String.fromCharCode(96,96,96)}\n\nThis function returns the elements contained within a frame.\n`,"1.9.6":`\n## Fixed\n- help shortcuts are really hard to see [#1176](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1179)\n- link icons not visible on elements after 1.9.5 release (reported on Discord)\n- PDFs in iFrames will now respect the ${String.fromCharCode(96)}[[document.pdf#page=155]]${String.fromCharCode(96)} format\n- Keyboard shortcuts were not working properly on external drop. Check [updated keyboard map](https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png)\n\n<a href="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png"><img src="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png" width="100%" alt="Keyboard map"/></a>\n`,"1.9.5":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/ICpoyMv6KSs" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- IFrame support: insert documents from your Obsidian Vault and insert youtube, Vimeo, and generally any website from the internet\n- Frame support: use frames to group items on your board\n\n## New in ExcalidrawAutomate\n- selectElementsInView now also accepts a list of element IDs\n- new addIFrame function that accepts an Obsidian file or a URL string\n${String.fromCharCode(96,96,96)}typescript\nselectElementsInView(elements: ExcalidrawElement[] | string[]): void;\naddIFrame(topX: number, topY: number, width: number, height: number, url?: string, file?: TFile): string;\n${String.fromCharCode(96,96,96)}\n`,"1.9.3":'\n## New from Excalidraw.com\n- Eyedropper tool. The eyedropper is triggered with "i". If you hold the ALT key  while clicking the color it will set the stroke color of the selected element, else the background color.\n- Flipping multiple elements\n- Improved stencil library rendering performance + the stencil library will remember the scroll position from the previous time it was open\n\n## Fixed\n- Replaced command palette and tab export SVG/PNG/Excalidraw actions with "export image" which will take the user to the export image dialog.\n',"1.9.2":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/diBT5iaoAYo" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- Excalidraw.com Color Picker redesign [#6216](https://github.com/excalidraw/excalidraw/pull/6216)\n- Updated palette loader script in the script library\n- New ExcalidrawAutomate API to load Elements and AppState from another Excalidraw file.\n${String.fromCharCode(96,96,96)}typescript\nasync getSceneFromFile(file: TFile): Promise<{elements: ExcalidrawElement[]; appState: AppState;}>\n${String.fromCharCode(96,96,96)}\n`,"1.9.1":'\n## Updates from Excalidraw.com\n- "Unlock all elements" - new action available via the context menu [#5894](https://github.com/excalidraw/excalidraw/pull/5894)\n- Minor improvements to improve the speed [#6560](https://github.com/excalidraw/excalidraw/pull/6560)\n- Retain Seed on Shift Paste [#6509](https://github.com/excalidraw/excalidraw/pull/6509)\n\n## New/Fixed\n- Clicking on the link handle (top right corner) will open the link in the same window\n- CTRL/CMD click on a link will open the link in a new tab and will focus on the new tab\n- Linking to parts of images. In some cases clicking search results, links, or backlinks did not focus on the right element according to the link.  Fixed.\n',"1.9.0":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/nB4cOfn0xAs" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Embedded images, markdowns, PDFs will load one by one, not in one go after a long wait\n\n## New\n- Embed PDF\n\n## New in ExcalidrawAutomate\n- onFileCreateHook: if set this hook is called whenever a new drawing is created using Excalidraw command palette menu actions. If the excalidraw file is created using Templater or other means, the trigger will not fire. [#1124](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1124)\n${String.fromCharCode(96,96,96)}typescript\n  onFileCreateHook: (data: {\n    ea: ExcalidrawAutomate;\n    excalidrawFile: TFile; //the file being created\n    view: ExcalidrawView;\n  }) => Promise<void>;\n  ${String.fromCharCode(96,96,96)}\n`,"1.8.26":"\n## Fixed\n- Dynamic styling did not pick up correctly\n  - the accent color with the default Obsidian theme\n  - the drawing theme color with the out of the box, default new drawing (not using a template)\n- The Obsidian tools panel did not pick up user scripts when installing your very first script. A reload of Obsidian was required.\n","1.8.25":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/BvYkOaly-QM" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New & improved\n- Multi-link support\n- Updated [Scribble Helper](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Scribble%20Helper.md) script for better handwritten text support. \n  - Add links to text elements\n  - Creating wrapped text in transparent sticky notes\n  - Add text to arrows and lines\n  - Handwriting support on iOS via Scribble\n\n## Fixed\n  - The long-standing issue of jumping text\n  \n',"1.8.24":`\n## Updates from Excalidraw.com\n- fix: color picker keyboard handling not working\n- fix: center align text when bind to the container via context menu\n- fix: split "Edit selected shape" shortcut\n\n## Fixed\n- BUG: Area embed link of svg inside excalidraw embed entire svg instead of area [#1098](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1098)\n\n## New\n- I updated the [Scribble Helper](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Scribble%20Helper.md) script with tons of new features. I am still beta testing the script. I will release a demo video in the next few days.\n\n## New in Excalidraw Automate\n- I added many more configuration options for the scriptEngine utils.inputPrompt function. See [Scribble Helper](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Scribble%20Helper.md) for a demonstration of this new feature.\n${String.fromCharCode(96,96,96)}typescript\n  public static async inputPrompt(\n    view: ExcalidrawView,\n    plugin: ExcalidrawPlugin,\n    app: App,\n    header: string,\n    placeholder?: string,\n    value?: string,\n    buttons?: { caption: string; tooltip?:string; action: Function }[],\n    lines?: number,\n    displayEditorButtons?: boolean,\n    customComponents?: (container: HTMLElement) => void\n  )\n${String.fromCharCode(96,96,96)}`,"1.8.23":'\n## Fixes\n- Fixed palm rejection to prevent unwanted spikes when using the freedraw tool. ([#1065](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1065))\n- Fixed issue where images disappeared when zoomed in. ([#6417](https://github.com/excalidraw/excalidraw/pull/6417))\n- Autosave will now save the drawing when you change the theme from dark to light or vice versa. ([#1080](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1080))\n- Added padding to short LaTeX formulas to prevent cropping. ([#1053](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1053))\n\n## New Features\n- Added a new command palette action: Toggle to invert default binding behavior. This new feature allows you to switch between normal and inverted mode. In normal mode, arrows will bind to objects unless you hold the CTRL/CMD key while drawing the arrow or moving objects. In inverted mode, arrows will not bind to objects unless you hold the CTRL/CMD key while drawing the arrow or moving objects.\n- You can now set a template LaTeX formula in the plugin settings (under experimental features) to be used when creating a new LaTeX formula. ([#1090](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1090))\n- Redesigned the Image Export dialog. I hope dropdowns are now more intuitive than the toggles were.\n- Added the ability to export only the selected part of a drawing. See the Export dialog for more information.\n- Added a zigzag fill easter egg. See a demo of this feature [here](https://twitter.com/excalidraw/status/1645428942344445952?s=61&t=nivKLx2vgl6hdv2EbW4mZg).\n- Added a new expert function: recolor embedded Excalidraw and SVG images (not JPG, PNG, BMP, WEBP, GIF). See a demo of this feature here:\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/MIZ5hv-pSSs" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n',"1.8.22":`\n## Fixed\n- Styling of custom pen and script buttons in the side panel was inverted.\n- Minor tweaks to dynamic styling. [see this video to understand dynamic styling](https://youtu.be/fypDth_-8q0)\n\n## New\n- New scripts by @threethan:\n  - [Auto Draw for Pen](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Auto%20Draw%20for%20Pen.md): Automatically switches between the select and draw tools, based on whether a pen is being used. Supports most pens including Apple Pencil.\n  - [Hardware Eraser Support](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Hardware%20Eraser%20Support.md): Adds support for pen inversion, a.k.a. the hardware eraser on the back of your pen. Supports Windows based styluses. Does not support Apple Pencil or S-Pen.\n- Added separate buttons to support copying link, area or group references to objects on the drawing. [#1063](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1063). See [this video](https://youtu.be/yZQoJg2RCKI) for more details on how this works.\n- Hover preview will no longer trigger for image files (.png, .svg, .jpg, .gif, .webp, .bmp, .ico, .excalidraw)\n- Minor updates to the [Slideshow](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Slideshow.md) script. You can download the updated script from the Excalidraw script library.  The slideshow will now correctly run also when initiated in a popout window. When the drawing is in a popout window, the slideshow will not be full screen, but will only occupy the popout window. If you run the slideshow from the main Obsidian workspace, it will be displayed in full-screen mode.\n- Updated the Icon Library script to now include image keywords under each of the images to allow searching for keywords (CTRL/CMD+F). I've uploaded the new script to [here](https://gist.github.com/zsviczian/33ff695d5b990de1ebe8b82e541c26ad). If you need further information watch this [video](https://youtu.be/_OEljzZ33H8)\n\n## New in ExcalidrawAutomate\n- ${String.fromCharCode(96)}addText${String.fromCharCode(96)} ${String.fromCharCode(96)}formatting${String.fromCharCode(96)} parameter now accepts ${String.fromCharCode(96)}boxStrokeColor${String.fromCharCode(96)} and ${String.fromCharCode(96)}textVerticalAlign${String.fromCharCode(96)} values.\n${String.fromCharCode(96,96,96)}typescript\naddText(\n    topX: number,\n    topY: number,\n    text: string,\n    formatting?: {\n      wrapAt?: number;\n      width?: number;\n      height?: number;\n      textAlign?: "left" | "center" | "right";\n      box?: boolean | "box" | "blob" | "ellipse" | "diamond";\n      boxPadding?: number;\n      boxStrokeColor?: string;\n      textVerticalAlign?: "top" | "middle" | "bottom";\n    },\n    id?: string,\n  ): string;\n${String.fromCharCode(96,96,96)}\n- new ${String.fromCharCode(96)}onFileOpenHook${String.fromCharCode(96)}. If set, this callback is triggered, when an Excalidraw file is opened. You can use this callback in case you want to do something additional when the file is opened. This will run before the file level script defined in the ${String.fromCharCode(96)}excalidraw-onload-script${String.fromCharCode(96)} frontmatter is executed. Excalidraw will await the result of operations here.  Handle with care. If you change data such as the frontmatter of the underlying file, I haven't tested how it will behave.\n${String.fromCharCode(96,96,96)}typescript\nonFileOpenHook: (data: {\n  ea: ExcalidrawAutomate;\n  excalidrawFile: TFile; //the file being loaded\n  view: ExcalidrawView;\n}) => Promise<void>;\n${String.fromCharCode(96,96,96)}`,"1.8.21":'\n## Quality of Life improvements\n- Dynamic Styling (see plugin settings / Display). When Dynamic Styling is enabled it fixes Excalidraw issues with the Minimal Theme\n- New "Invert Colors" script\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/fypDth_-8q0" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n### Note\nThe few of you, that are using the Dynamic Styling Templater script, please remove it and restart Obsidian.\n',"1.8.20":"\n## Fixed\n- Excalidraw froze Obsidian in certain rare situations [#1054](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1054)\n- File loading error [#1062](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1062)\n- Embedded images in markdown documents no longer have the line on the side. Image sizing works better. [#1059](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1059)\n- Locked elements will not show a hover preview [#1060](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1060)\n- CTRL/CMD + K correctly triggers add link [#1056](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1056)\n\n## New\n- Grid color adjusts to the view background color\n\nI'm sorry, but the sticky note editing issue on Android with the on-screen keyboard has still not been resolved. If you also experience this error, please help raise the priority with the core Excalidraw team by commenting on this issue: [#6330](https://github.com/excalidraw/excalidraw/issues/6330)\n","1.8.19":"\n## Fixed: Text wrapping issue in sticky notes\n\nI fixed an issue where text would wrap differently and words would disappear during text editing in sticky notes. You can check out the details on [GitHub #6318](https://github.com/excalidraw/excalidraw/issues/6331).\n\nI am aware of three additional issues related to container text editing that are still open. I apologize for any inconvenience caused by the recent change in how text size is calculated on Excalidraw.com, which has had a knock-on effect on Obsidian. I am actively working to address the following issues:\n\n- Pinch zooming while editing text in a text container [GitHub #6331](https://github.com/excalidraw/excalidraw/issues/6331)\n- Container text jumps on edit on Android with on-screen keyboard [GitHub #6330](https://github.com/excalidraw/excalidraw/issues/6330)\n- Shadow text when editing text containers without a keyboard on iOS [GitHub #6329](https://github.com/excalidraw/excalidraw/issues/6329)\n\nThank you for your patience while I work on resolving these issues.\n","1.8.18":`\n## Fixed\n- Text scaling issue introduced in 1.8.17\n- [#1043](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1043): Error handling when ${String.fromCharCode(96)}onCanvasColorChangeHook${String.fromCharCode(96)} is executed. This is used in the [Dynamic Styling Script](https://youtu.be/LtR04fNTKTM). \n`,"1.8.17":'\n## New from Excalidraw.com\n- Improved text wrapping in the ellipse and diamond shapes [6172](https://github.com/excalidraw/excalidraw/pull/6172)\n\n## New\n- Updated slideshow script\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/mQ2eLk_0TV4" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed: \n- "Save to..." in the Stencil Library menu now works as expected [#1032](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1032)\n',"1.8.16":'\n**!!! Modifier keys have changed, please review the table below !!!**\n[Click this to see the new shortcuts overview image](https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png)\n\n## Fixed \n- This version was extensively tested and developed on MacOS to remove usability issues.\n- New command palette action to create a new drawing in a new tab\n- Modifier keys to open links in the active window, splitting the current view to the right, in a new tab, or in a popout window now behave consistently both in Excalidraw and when clicking a drawing that is embedded in a markdown note.\n- Drag & Drop properly works from within Obsidian, from a web browser, and from the OS file explorer\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/9HlipSIzRhc" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n',"1.8.14":"\n## Fixed\n- text element link gets deleted when the drawing is reloaded\n","1.8.13":'\n## Fixed\n- When changing a text element in markdown mode, the change seem to have showed up when switching back to Excalidraw  mode, but then lost these changes when loading the file the next time.\n- Scrolling through a page that has embedded drawings on Obsidian Mobile accidently opens the drawing in Excalidraw when touching the image. Now you need to press and hold to open the image in Excalidraw. [#1003](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1003)\n- The scrollbar is no longer visible when presenting using the SlideShow script\n- Stroke properties could not be changed when custom pen settings had "Stroke & fill applies to: All shapes". It works now.\n\n## QoL\n- Custom pens will remember the stroke changes until you press the pen preset button again.\n  - This is a bit hard to explain, let me try... Essentially, when you use a custom pen, it will keep the changes you made to the pen (like changing the stroke width) until you press the pen-prereset button again. So, for example, if you\'re using a mind mapping custom pen and change its color, and then switch to a different tool like text, when you switch back to the freedraw tool using the Excalidraw tools panel, the pen will still have the same color you set earlier, but if you press the mind mapping pen-preset button, it will default back to your custom pen settings including your preset color.\n- Added new buttons to load current stroke color and background color in the pen settings dialog. Also added an edit box so you can configure any valid color string (including with transparency) for pen stroke and background colors. [#991](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/991)\n',"1.8.11":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/rBarRfcSxNo" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n# New\n- Support for referencing images from the internet in Excalidraw drawings, including YouTube thumbnail support. [#913](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/913)\n  - Link to images on the internet without creating a copy in your Vault by holding down the CTRL key while dropping the link or image.\n  - Automatic conversion of image URLs and YouTube links into image elements with original links added as a link on the element when pasting. Note, that if you only want to paste the plain text link (not the image), first double-click the canvas to start a new text element, then paste the link.\n- Two new options added to plugin settings:\n  - Make mouse wheel zoom by default [#474](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/474)\n  - Allow pinch zoom in pen mode [#828](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/828)\n- Update to the [Set Grid](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Set%20Grid.svg) script now saves the grid setting for the current file.\n',"1.8.10":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/wTtaXmRJ7wg" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n# QoL improvements\n- You can structure icons in the Obsidian tools panel by moving scripts to folders\n![image|300](https://user-images.githubusercontent.com/14358394/212389592-306130d0-209a-49df-99bb-c538f2155b23.png)\n- I added useful actions to the hamburger menu in both tray-mode and normal-mode. \n![image|150](https://user-images.githubusercontent.com/14358394/212534508-9107fd19-27ab-4415-8abc-bc97c73afc0b.png)\n- I added a new Export Image dialog. You can access the new export screen from the hamburger-menu\n![image|200](https://user-images.githubusercontent.com/14358394/212534654-7a479e23-8d5d-452e-9a18-a9896278aa27.png)\n- Links in help now point to Obsidian-Excalidraw relevant content.\n- I added a welcome screen\n![image|150](https://user-images.githubusercontent.com/14358394/212534568-3cd1e8a1-5b20-4a30-96e4-40d7dac57e33.png)\n- I updated the alternative dark mode / dynamic styling [script](https://gist.github.com/zsviczian/c7223c5b4af30d5c88a0cae05300305c)\n',"1.8.9":"\n# Minor QoL improvements\n- When you open a second drawing in the same Excalidraw view (i.e. by navigating a link) and make a change to this drawing, and then press UNDO, the entire drawing disappeared. Redo brought the image back, however, this behavior was frustrating. Not anymore...\n- On iPad\n  - when you open the command palette, autozoom resized the drawing. If the Obsidian command palette or some other modal window is shown Excalidraw will not resize the view.\n  - when you add a link to the drawing using the Command Palette, sometimes the link was added in a far corner of the drawing outside the current view area. This should be fixed now.","1.8.8":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/uZz5MgzWXiM" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n# New\n- The plugin now includes support for [Perfect Freehand](https://perfect-freehand-example.vercel.app/) pen-options. I've also added a new [Alternative Pens](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Alternative%20Pens.md) script.\n- Embed scene in exported PNG and SVG images [#860](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/860).  This means that the export will be a normal PNG or SVG image with the added functionality that if someone loads the image into excalidraw.com it will open as a normal excalidraw file.\n  - I've added 2 new Command Palette actions (export PNG, export SVG with embedded scene).\n  - If you SHIFT click ${String.fromCharCode(96)} Save as PNG (or SVG)${String.fromCharCode(96)} in the workspace-tab menu, Excalidraw will embed the scene in the export.\n- I updated the [Organic Line](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Organic%20Line.md)  script. It has an improved thick-to-thin look and a new thin-to-thick-to-thin line type.\n\n# Fixed\n- Intelligent image width setting [#955](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/955). Before this change, when the embedded image was small, the image would be extended to meet the image width setting in plugin settings. From now on, if the image is smaller than max-width, it will only extend to max-width. You can still set 100% width using custom CSS. See more on that [here](https://github.com/zsviczian/obsidian-excalidraw-plugin#embedded-images).\n\n# New in ExcalidrawAutomate\n- I added the ${String.fromCharCode(96)} plaintext${String.fromCharCode(96)} parameter to ${String.fromCharCode(96)}ExcalidrawAutomate.create${String.fromCharCode(96)} . Using this, you can add some text below the frontmatter but above the ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)} section. Use this for example to add metadata to your file. (e.g. I use this in my Daily Quote template to add a Dataview field for the ${String.fromCharCode(96)}Author::${String.fromCharCode(96)} and add the quote with a standard block reference, so I can easily reference it in other files. I also add the ${String.fromCharCode(96)}#quote${String.fromCharCode(96)} tag to the file using this.)\n- The script running in the ScriptEngine now also receives the ${String.fromCharCode(96)}TFile${String.fromCharCode(96)} object for the script itself. You can access this object during execution via the ${String.fromCharCode(96)}utils.scriptFile${String.fromCharCode(96)} variable. \n`,"1.8.7":'\n## New from Excalidraw.com\n- Support shrinking text containers to their original height when text is removed [#6025](https://github.com/excalidraw/excalidraw/pull/6025)\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://user-images.githubusercontent.com/14358394/209404092-579d54e9-7003-48ef-8b82-84be08ba6246.mp4" title="Demo" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- removed the white background when editing arrow-label [#6033](https://github.com/excalidraw/excalidraw/pull/6033)\n- Minor style tweaks\n  - for embedding Excalidraw into Obsidian Canvas. e.g. dragging no longer accidentally creates an image copy of the drawing, and\n  - style tweaks on the Excalidraw canvas\n\n## New\n- If you set a different text color and sticky note border color, now if you change the border color, the text color will not be changed.\n',"1.8.6":`\n## New from Excalidraw.com:\n- Better default radius for rectangles [#5553](https://github.com/excalidraw/excalidraw/pull/5553). Existing drawings will look unchanged, this applies only to new rectangles.\n![image|200](https://user-images.githubusercontent.com/5153846/206264345-59fd7436-e87b-4bc9-ade8-9e6f6a6fd8c1.png)\n> [!attention]- ExcalidrawAutomate technical details\n> - ${String.fromCharCode(96)}strokeSharpness${String.fromCharCode(96)} is now deprecated\n> - use roundness instead\n>    - ${String.fromCharCode(96)}roundness === null${String.fromCharCode(96)} is legacy ${String.fromCharCode(96)}strokeSharpness = "sharp"${String.fromCharCode(96)}\n>    - ${String.fromCharCode(96)}roundness = { type: RoundnessType; value?: number }${String.fromCharCode(96)}\n>      - type: 1, LEGACY, type:2 PROPORTIONAL_RADIUS, type:3 ADAPTIVE_RADIUS: 3\n>      - value:\n>        - Radius represented as % of element's largest side (width/height).\n>          DEFAULT_PROPORTIONAL_RADIUS = 0.25;\n>        - Fixed radius for the ADAPTIVE_RADIUS algorithm. In pixels.\n>          DEFAULT_ADAPTIVE_RADIUS = 32;\n\n## New\n- For Obsidian 1.1.6 and above\n  - Improved embedding into Obsidian Canvas\n  - Improved embedding into Markdown documents\n- Added setting under ${String.fromCharCode(96)}Display/Default mode when opening Excalidraw${String.fromCharCode(96)} to always open the drawing in view mode on Mobile, but in normal mode on desktop. [#939](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/939)\n\n## Fixed\n- Zoom reset tooltip appears twice [#942](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/942)\n- Hid export library from library menu as it does not work due to Obsidian limitations. Use the command palette export library instead.\n- Arrow with label did not get exported and embedded correctly [#941](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/941)\n![image|200](https://user-images.githubusercontent.com/22638687/207845868-b352ddb1-7994-4f13-a0b2-f2e19bd72935.png)\n`,"1.8.4":'\n## New from Excalidraw.com\n- Labels on Arrows!!! [#5723](https://github.com/excalidraw/excalidraw/pull/5723)\n  - To add a label press "Enter" or "Double click" on the arrow\n  - Use "Cmd/Ctrl+double click" to enter the line editor\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://user-images.githubusercontent.com/11256141/192515552-6b6ddc06-5de0-4931-abdd-6ac3a804656d.mp4" title="Demo" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- **Changed behavior**: In the Obsidian markdown editor clicking an Excalidraw image will not open the image (to avoid accidentally opening the image on a tablet). To open a drawing for editing in Excalidraw double click or long-tap on it. [#920](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/920)\n\n## Fixed \n- Text stroke color is not honored when pasting a HEX color string to an Excalidraw canvas open in an Obsidian popout window [#921](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/921)\n- The new [multi-line >> multi-element paste behavior](https://github.com/excalidraw/excalidraw/pull/5786) introduced in the previous release did not work as expected in Obsidian. Now it does.\n',"1.8.2":`\nIntroducing the [Excalidraw Slideshow Script](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Slideshow.md) - available in the script store\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/HhRHFhWkmCk" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Obsidian tools panel gets misplaced after switching Obsidian workspace tabs\n\n## New in ExcalidrawAutomate\n- changed ${String.fromCharCode(96)}viewToggleFullScreen(forceViewMode: boolean = false): void${String.fromCharCode(96)}: the function will toggle view mode on when going to full screen and view mode off when terminating full screen.\n- new functions\n${String.fromCharCode(96,96,96)}typescript\nsetViewModeEnabled(enabled: boolean):void;\nviewUpdateScene(\n    scene: {\n      elements?: ExcalidrawElement[];\n      appState?: AppState;\n      files?: BinaryFileData;\n      commitToHistory?: boolean;\n    },\n    restore: boolean = false,\n  ):void;\nviewZoomToElements(\n    selectElements: boolean,\n    elements: ExcalidrawElement[]\n  ):void;\n${String.fromCharCode(96,96,96)}\n\n`,"1.8.1":`\n## New and fixes from Excalidraw.com\n- New text paste behavior. Pasting multiline text will generate separate text elements unless you hold down the shift button while pasting [#5786](https://github.com/excalidraw/excalidraw/pull/5786)\n- line editor fixes [#5927](https://github.com/excalidraw/excalidraw/pull/5927)\n\n## Fixed\n- The Command Palette "Insert link" action now inserts the new link at the top drawing layer, not at the bottom.\n- Updated, hopefully, better organized, Plugin Readme.\n\n## New\n- Second attempt at moving to React 18. This upgrade is required to maintain alignment with the core Excalidraw product and to continue to benefit from Excalidraw.com enhancements.\n- Added options to Plugin Settings\n  - to disable autozoom when loading a drawing for the first time [#907](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/907)\n  - to modify autosave interval. You can now set an autosave interval for desktop and for mobile [#888](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/888)\n\n## New in ExcalidrawAutomate\n- Published the obsidian_module on the ExcalidrawAutomate object. ${String.fromCharCode(96)}ExcalidrawAutomate.obsidian${String.fromCharCode(96)}. Publishing this object will give script developers increased flexibility and control over script automation.\n`,"1.8.0":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/7gu4ETx7zro" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- Optical Character Recognition (OCR). Introducing the MVP (minimum viable product) release of the integration of [Taskbone](https://taskbone.com) OCR into Excalidraw. See the new scan button on the Obsidian tools panel.\n- New and improved full-screen mode\n  - Activate using the Obsidian tools panel, the Obsidian Command Palette, or the Alt+F11 shortcut\n  - The ESC key no longer closes full-screen\n  - Full-screen mode works properly on iOS as well\n- Improved Icon visibility on the Obsidian tools panel\n- Added 3 additional buttons to the tools panel\n  - Force save\n  - Open link (useful on Mobile devices). In the case of LaTeX equations, the button opens the equation properties.\n  - Open the link in a new pane. In the case of embedded markdown documents, the button opens the embed properties.\n\n## Fixed\n- The [deconstruct selected elements into a new drawing](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Deconstruct%20selected%20elements%20into%20new%20drawing.md) script now also correctly decomposes transcluded text elements.\n',"1.7.30":"\nFix:\n- Forcing the embedded image to always scale to 100% (a feature introduced in [1.7.26](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.7.26)) scaled the embedded excalidraw drawings incorrectly on devices with a pixel ratio of 2 or 3 (e.g. iPads). This is now fixed, however, this fix might retrospectively impact drawings that use this feature. Sorry for that.\n","1.7.29":"\n- This is a big update that accommodates the **UI redesign** on Excalidraw.com [#5780](https://github.com/excalidraw/excalidraw/pull/5780). The change on the surface may seem superficial, however, I had to tweak a number of things to make it work in Obsidian. I hope I found everything that broke and fixed it, if not, I'll try to fix it quickly...\n- This update also comes with changes under the hood that **fix issues with Excalidraw Automate** - paving the way for further scripts, plus some smaller bug fixes.\n- I **reworked text wrapping**. In some cases, text wrapping in SVG exports looked different compared to how the text looked in Excalidraw. This should now be fixed.\n- If you are using the **Experimental Dynamic Styling** of the Excalidraw Toolbar, then I recommend updating your styling script following base on [this](https://gist.github.com/zsviczian/c7223c5b4af30d5c88a0cae05300305c)\n","1.7.27":'## New\n- Import SVG drawing as an Excalidraw object. [#679](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/679)\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/vlC1-iBvIfo" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Large drawings freeze on the iPad when opening the file. I implemented a workaround whereby Excalidraw will avoid zoom-to-fit drawings with over 1000 elements. [#863](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/863)\n- Reintroduced copy/paste to the context menu\n',"1.7.26":'## Fixed\n- Transcluded block with a parent bullet does not embed sub-bullet [#853](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/853)\n- Transcluded text will now exclude ^block-references at end of lines\n- Phantom duplicates of the drawing appear when "zoom to fit" results in a zoom value below 10% and there are many objects on the canvas [#850](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/850)\n- CTRL+Wheel will increase/decrease zoom in steps of 5% matching the behavior of the "+" & "-" zoom buttons.\n- Latest updates from Excalidarw.com\n  - Freedraw flip not scaling correctly [#5752](https://github.com/excalidraw/excalidraw/pull/5752)\n  - Multiple elements resizing regressions [#5586](https://github.com/excalidraw/excalidraw/pull/5586)\n\n## New - power user features\n- Force the embedded image to always scale to 100%. Note: this is a very niche feature with a very particular behavior that I built primarily for myself (even more so than other features in Excalidraw Obsidian - also built primarily for myself 😉)... This will reset your embedded image to 100% size every time you open the Excalidraw drawing, or in case you have embedded an Excalidraw drawing on your canvas inserted using this function, every time you update the embedded drawing, it will be scaled back to 100% size. This means that even if you resize the image on the drawing, it will reset to 100% the next time you open the file or you modify the original embedded object. This feature is useful when you decompose a drawing into separate Excalidraw files, but when combined onto a single canvas you want the individual pieces to maintain their actual sizes. I use this feature to construct Book-on-a-Page summaries from atomic drawings.\n- I added an action to the command palette to temporarily disable/enable Excalidraw autosave. When autosave is disabled, Excalidraw will still save your drawing when changing to another Obsidian window, but it will not save every 10 seconds. On a mobile device (but also on a desktop) this can lead to data loss if you terminate Obsidian abruptly (i.e. swipe the application away, or close Obsidian without first closing the drawing). Use this feature if you find Excalidraw laggy.'};class ReleaseNotes extends obsidian_module.Modal{plugin;version;constructor(e,t,n){super(e),this.plugin=t,this.version=n}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText(`Welcome to Excalidraw ${this.version??""}`),this.createForm()}async onClose(){this.contentEl.empty(),await this.plugin.loadSettings(),this.plugin.settings.previousRelease=PLUGIN_VERSION,await this.plugin.saveSettings()}async createForm(){let e=this.plugin.settings.previousRelease;e=this.version===e?"0.0.0":e;const t=this.version?Object.keys(RELEASE_NOTES).filter((t=>"Intro"===t||isVersionNewerThanOther(t,e))).map((e=>`${"Intro"===e?"":`# ${e}\n`}${RELEASE_NOTES[e]}`)).slice(0,10).join("\n\n---\n"):FIRST_RUN;await obsidian_module.MarkdownRenderer.renderMarkdown(t,this.contentEl,"",this.plugin),this.contentEl.createEl("p",{text:""},(e=>{e.style.textAlign="right",e.createEl("button",{text:"Close"}).onclick=()=>this.close()}))}}class ExportDialog extends obsidian_module.Modal{plugin;view;file;ea;api;padding;scale;theme;transparent;saveSettings;dirty=!1;selectedOnlySetting;hasSelectedElements=!1;boundingBox;embedScene;exportSelectedOnly;saveToVault;constructor(e,t,n){super(e.app),this.plugin=e,this.view=t,this.file=n,this.ea=getEA(this.view),this.api=this.ea.getExcalidrawAPI(),this.padding=getExportPadding(this.plugin,this.file),this.scale=getPNGScale(this.plugin,this.file),this.theme=getExportTheme(this.plugin,this.file,this.api.getAppState().theme),this.boundingBox=this.ea.getBoundingBox(this.ea.getViewElements()),this.embedScene=shouldEmbedScene(this.plugin,this.file),this.exportSelectedOnly=!1,this.saveToVault=!0,this.transparent=!getWithBackground(this.plugin,this.file),this.saveSettings=!1}destroy(){this.app=null,this.plugin=null,this.ea.destroy(),this.ea=null,this.view=null,this.file=null,this.api=null,this.theme=null,this.selectedOnlySetting=null,this.containerEl.remove()}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Export Image"),this.hasSelectedElements=this.view.getViewSelectedElements().length>0,this.selectedOnlySetting.setVisibility(this.hasSelectedElements)}async onClose(){this.dirty=this.saveSettings}async createForm(){let e,t;this.contentEl.createEl("h1",{text:"Image settings"}),this.contentEl.createEl("p",{text:"Transparency only affects PNGs. Excalidraw files can only be exported outside the Vault. PNGs copied to clipboard may not include the scene."});const n=()=>{const e=Math.round(this.scale*this.boundingBox.width+2*this.padding),t=Math.round(this.scale*this.boundingBox.height+2*this.padding);return fragWithHTML(`The lager the scale, the larger the image.<br>Scale: <b>${this.scale}</b><br>Image size: <b>${e}x${t}</b>`)},r=()=>fragWithHTML(`Current image padding is <b>${this.padding}</b>`);t=new obsidian_module.Setting(this.contentEl).setName("Image padding").setDesc(r()).addSlider((i=>{i.setLimits(0,50,1).setValue(this.padding).onChange((i=>{this.padding=i,e.setDesc(n()),t.setDesc(r())}))})),e=new obsidian_module.Setting(this.contentEl).setName("PNG Scale").setDesc(n()).addSlider((t=>t.setLimits(.5,5,.5).setValue(this.scale).onChange((t=>{this.scale=t,e.setDesc(n())})))),new obsidian_module.Setting(this.contentEl).setName("Export theme").addDropdown((e=>e.addOption("light","Light").addOption("dark","Dark").setValue(this.theme).onChange((e=>{this.theme=e})))),new obsidian_module.Setting(this.contentEl).setName("Background color").addDropdown((e=>e.addOption("transparent","Transparent").addOption("with-color","Use scene background color").setValue(this.transparent?"transparent":"with-color").onChange((e=>{this.transparent="transparent"===e})))),new obsidian_module.Setting(this.contentEl).setName("Save or one-time settings?").addDropdown((e=>e.addOption("save","Save these settings as the preset for this image").addOption("one-time","These are one-time settings").setValue(this.saveSettings?"save":"one-time").onChange((e=>{this.saveSettings="save"===e})))),this.contentEl.createEl("h1",{text:"Export settings"}),new obsidian_module.Setting(this.contentEl).setName("Embed the Excalidraw scene in the exported file?").addDropdown((e=>e.addOption("embed","Embed scene").addOption("no-embed","Do not embed scene").setValue(this.embedScene?"embed":"no-embed").onChange((e=>{this.embedScene="embed"===e})))),DEVICE.isDesktop&&new obsidian_module.Setting(this.contentEl).setName("Where to save the image?").addDropdown((e=>e.addOption("vault","Save image to your Vault").addOption("outside","Export image outside your Vault").setValue(this.saveToVault?"vault":"outside").onChange((e=>{this.saveToVault="vault"===e})))),this.selectedOnlySetting=new obsidian_module.Setting(this.contentEl).setName("Export entire scene or just selected elements?").addDropdown((e=>e.addOption("all","Export entire scene").addOption("selected","Export selected elements").setValue(this.exportSelectedOnly?"selected":"all").onChange((e=>{this.exportSelectedOnly="selected"===e}))));const i=this.contentEl.createDiv({cls:"excalidraw-prompt-buttons-div"});i.createEl("button",{text:"PNG to File",cls:"excalidraw-prompt-button"}).onclick=()=>{this.saveToVault?this.view.savePNG(this.view.getScene(this.hasSelectedElements&&this.exportSelectedOnly)):this.view.exportPNG(this.embedScene,this.hasSelectedElements&&this.exportSelectedOnly),this.close()},i.createEl("button",{text:"SVG to File",cls:"excalidraw-prompt-button"}).onclick=()=>{this.saveToVault?this.view.saveSVG(this.view.getScene(this.hasSelectedElements&&this.exportSelectedOnly)):this.view.exportSVG(this.embedScene,this.hasSelectedElements&&this.exportSelectedOnly),this.close()},i.createEl("button",{text:"Excalidraw",cls:"excalidraw-prompt-button"}).onclick=()=>{this.view.exportExcalidraw(this.hasSelectedElements&&this.exportSelectedOnly),this.close()},DEVICE.isDesktop&&(i.createEl("button",{text:"PNG to Clipboard",cls:"excalidraw-prompt-button"}).onclick=()=>{this.view.exportPNGToClipboard(this.embedScene,this.hasSelectedElements&&this.exportSelectedOnly),this.close()})}}let REM_VALUE=16;const STYLE_VARIABLES=["--background-modifier-cover","--background-primary-alt","--background-secondary","--background-secondary-alt","--background-modifier-border","--text-normal","--text-muted","--text-accent","--text-accent-hover","--text-faint","--text-highlight-bg","--text-highlight-bg-active","--text-selection","--interactive-normal","--interactive-hover","--interactive-accent","--interactive-accent-hover","--scrollbar-bg","--scrollbar-thumb-bg","--scrollbar-active-thumb-bg","--tab-container-background","--titlebar-background-focused"],EXCALIDRAW_CONTAINER_CLASS="excalidraw__embeddable__outer";class StylesManager{stylesMap=new Map;styleLight;styleDark;plugin;constructor(e){this.plugin=e,e.app.workspace.onLayoutReady((async()=>{await this.harvestStyles(),getAllWindowDocuments(e.app).forEach((e=>this.copyPropertiesToTheme(e))),e.registerEvent(e.app.workspace.on("css-change",(()=>this.onCSSChange()))),e.registerEvent(e.app.workspace.on("window-open",(e=>this.onWindowOpen(e)))),e.registerEvent(e.app.workspace.on("window-close",(e=>this.onWindowClose(e))))}))}async onCSSChange(){await this.harvestStyles(),getAllWindowDocuments(this.plugin.app).forEach((e=>{this.copyPropertiesToTheme(e)}))}onWindowOpen(e){this.stylesMap.set(e.doc,{light:document.head.querySelector('style[id="excalidraw-embedded-light"]'),dark:document.head.querySelector('style[id="excalidraw-embedded-dark"]')})}onWindowClose(e){this.stylesMap.delete(e.doc)}async harvestStyles(){REM_VALUE=parseInt(window.getComputedStyle(document.body).getPropertyValue("--font-text-size").trim()),isNaN(REM_VALUE)&&(REM_VALUE=16);const e=document.body,t=document.createElement("iframe");t.style.display="none",e.appendChild(t);const n=new Promise((e=>{t.addEventListener("load",(()=>e()))})),r=t.contentWindow.document,i=t.contentWindow;r.open(),r.write(`<head>${document.head.innerHTML}</head>`),r.close(),await n;const a=t.contentWindow.document.body;a.setAttribute("style",e.getAttribute("style")),a.setAttribute("class",e.getAttribute("class"));const o=e=>{a.classList.remove("theme-light"),a.classList.remove("theme-dark"),a.classList.add(e)},s=()=>{const e=i.getComputedStyle(a),t={};for(const n of STYLE_VARIABLES)t[n]=e.getPropertyValue(n);const n=this.plugin.ea.getCM(e.getPropertyValue("--background-primary"));return n.alphaTo(.9),t["--background-primary"]=n.stringHEX(),Object.entries(t).map((([e,t])=>`${e}: ${t} !important;`)).join(" ")};o("theme-light"),this.styleLight=s(),o("theme-dark"),this.styleDark=s(),e.removeChild(t)}copyPropertiesToTheme(e){const t=this.stylesMap.get(e);if(t)t.light.innerHTML=`.excalidraw__embeddable__outer .theme-light {\n${this.styleLight}\n}`,t.dark.innerHTML=`.excalidraw__embeddable__outer .theme-dark {\n${this.styleDark}\n}`;else{const t=e.createElement("style");t.type="text/css",t.setAttribute("id","excalidraw-embedded-light"),t.innerHTML=`.excalidraw__embeddable__outer .theme-light {\n${this.styleLight}\n}`,e.head.appendChild(t);const n=e.createElement("style");n.type="text/css",n.setAttribute("id","excalidraw-embedded-dark"),n.innerHTML=`.excalidraw__embeddable__outer .theme-dark {\n${this.styleDark}\n}`,e.head.appendChild(n),this.stylesMap.set(e,{light:t,dark:n})}}destroy(){for(const[e,t]of this.stylesMap)e.head.removeChild(t.light),e.head.removeChild(t.dark);this.plugin=null}}const TOOLS_PANEL_WIDTH=()=>14.4*REM_VALUE;class ToolsPanel extends React__namespace.Component{pos1=0;pos2=0;pos3=0;pos4=0;penDownX=0;penDownY=0;previousWidth=0;previousHeight=0;onRightEdge=!1;onBottomEdge=!1;containerRef;view;componentWillUnmount(){this.containerRef.current&&this.props.observer.deref()?.unobserve(this.containerRef.current),this.setState({scriptIconMap:null}),this.containerRef=null,this.view=null}constructor(e){super(e),this.view=e.view.deref();const t=this.view.packages.react;this.containerRef=t.createRef(),this.state={visible:e.visible,top:50,left:200,theme:"dark",excalidrawViewMode:!1,minimized:!1,isDirty:!1,isFullscreen:!1,isPreviewMode:!0,scriptIconMap:{}}}updateScriptIconMap(e){this.setState((()=>({scriptIconMap:e})))}setPreviewMode(e){this.setState((()=>({isPreviewMode:e})))}setFullscreen(e){this.setState((()=>({isFullscreen:e})))}setDirty(e){this.setState((()=>({isDirty:e})))}setExcalidrawViewMode(e){this.setState((()=>({excalidrawViewMode:e})))}toggleVisibility(e){this.setTopCenter(e),this.setState((e=>({visible:!e.visible})))}setTheme(e){this.setState((t=>({theme:e})))}setTopCenter(e){this.setState((()=>({left:(this.containerRef.current.clientWidth-TOOLS_PANEL_WIDTH()-(e?0:TOOLS_PANEL_WIDTH()+4))/2+this.containerRef.current.parentElement.offsetLeft+(e?0:TOOLS_PANEL_WIDTH()+4),top:64+this.containerRef.current.parentElement.offsetTop})))}updatePosition(e=0,t=0){this.setState((()=>{const{offsetTop:n,offsetLeft:r,clientWidth:i,clientHeight:a}=this.containerRef.current.firstElementChild,o=n-e,s=r-t,{clientWidth:l,clientHeight:c,offsetTop:d,offsetLeft:T}=this.containerRef.current.parentElement;return this.previousHeight=c,this.previousWidth=l,this.onBottomEdge=o>=c-a+d,this.onRightEdge=s>=l-i+T,{top:o<d?d:this.onBottomEdge?c-a+d:o,left:s<T?T:this.onRightEdge?l-i+T:s}}))}actionOpenScriptInstallDialog(){new ScriptInstallPrompt(this.view.plugin).open()}actionOpenReleaseNotes(){new ReleaseNotes(this.view.app,this.view.plugin,PLUGIN_VERSION).open()}actionConvertExcalidrawToMD(){this.view.convertExcalidrawToMD()}actionToggleViewMode(){this.state.isPreviewMode?this.view.changeTextMode(TextMode.raw):this.view.changeTextMode(TextMode.parsed)}actionToggleTrayMode(){this.view.toggleTrayMode()}actionToggleFullscreen(){this.state.isFullscreen?this.view.exitFullscreen():this.view.gotoFullscreen()}actionSearch(){search(this.view)}actionOCR(e){this.view.plugin.settings.taskboneEnabled?this.view.plugin.taskbone.getTextForView(this.view,{forceReScan:isWinCTRLorMacCMD(e)}):new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3)}actionOpenLink(e){const t=new MouseEvent("click",{ctrlKey:e.ctrlKey||!(DEVICE.isIOS||DEVICE.isMacOS),metaKey:e.metaKey||DEVICE.isIOS||DEVICE.isMacOS,shiftKey:e.shiftKey,altKey:e.altKey});this.view.handleLinkClick(t,!0)}actionOpenLinkProperties(){const e=new MouseEvent("click",{ctrlKey:!0,metaKey:!0,shiftKey:!1,altKey:!1});this.view.handleLinkClick(e)}actionForceSave(){this.view.forceSave()}actionExportLibrary(){this.view.plugin.exportLibrary()}actionExportImage(){const e=this.view;e.exportDialog||(e.exportDialog=new ExportDialog(e.plugin,e,e.file),e.exportDialog.createForm()),e.exportDialog.open()}actionOpenAsMarkdown(){this.view.openAsMarkdown()}actionLinkToElement(e){isWinALTorMacOPT(e)?openExternalLink("https://youtu.be/yZQoJg2RCKI",this.view.app):this.view.copyLinkToSelectedElementToClipboard(isWinCTRLorMacCMD(e)?"group=":isSHIFT(e)?"area=":"")}actionAddAnyFile(){this.props.centerPointer(),new UniversalInsertFileModal(this.view.plugin,this.view).open()}actionInsertImage(){this.props.centerPointer(),this.view.plugin.insertImageDialog.start(this.view)}actionInsertPDF(){this.props.centerPointer(),new InsertPDFModal(this.view.plugin,this.view).open()}actionInsertMarkdown(){this.props.centerPointer(),this.view.plugin.insertMDDialog.start(this.view)}actionInsertBackOfNote(){this.props.centerPointer(),this.view.insertBackOfTheNoteCard()}actionInsertLaTeX(e){isWinALTorMacOPT(e)?openExternalLink("https://youtu.be/r08wk-58DPk",this.view.app):(this.props.centerPointer(),insertLaTeXToView(this.view))}actionInsertLink(){this.props.centerPointer(),this.view.plugin.insertLinkDialog.start(this.view.file.path,((e,t,n)=>this.view.addText(e,t,n)))}actionImportSVG(e){this.view.plugin.importSVGDialog.start(this.view)}actionCropImage(e){this.view.app.commands.executeCommandById("obsidian-excalidraw-plugin:crop-image")}async actionRunScript(e){const t=this.view,n=t.plugin,r=n.app.vault.getAbstractFileByPath(e);r&&r instanceof obsidian_module.TFile&&n.scriptEngine.executeScript(t,await n.app.vault.read(r),n.scriptEngine.getScriptName(r),r)}async actionPinScript(e,t){const n=this.view,r=n.excalidrawAPI,i=n.plugin;await i.loadSettings();const a=i.settings.pinnedScripts.indexOf(e);a>-1?(i.settings.pinnedScripts.splice(a,1),r?.setToast({message:`Pin removed: ${t}`,duration:3e3,closable:!0})):(i.settings.pinnedScripts.push(e),r?.setToast({message:`Pinned: ${t}`,duration:3e3,closable:!0})),await i.saveSettings(),getExcalidrawViews(i.app).forEach((e=>e.updatePinnedScripts()))}islandOnClick(e){e.preventDefault(),Math.abs(this.penDownX-this.pos3)>5||Math.abs(this.penDownY-this.pos4)>5||this.setState((e=>({minimized:!e.minimized})))}islandOnPointerDown(e){const t=e=>{e.preventDefault(),this.pos1=this.pos3-e.clientX,this.pos2=this.pos4-e.clientY,this.pos3=e.clientX,this.pos4=e.clientY,this.updatePosition(this.pos2,this.pos1)},n=()=>{this.view.ownerDocument?.removeEventListener("pointerup",n),this.view.ownerDocument?.removeEventListener("pointermove",t)};e.preventDefault(),this.penDownX=this.pos3=e.clientX,this.penDownY=this.pos4=e.clientY,this.view.ownerDocument.addEventListener("pointerup",n),this.view.ownerDocument.addEventListener("pointermove",t)}render(){return React__namespace.createElement("div",{ref:this.containerRef,className:clsx("excalidraw",{"theme--dark":"dark"===this.state.theme}),style:{width:"100%",height:"100%",position:"absolute",touchAction:"none"}},React__namespace.createElement("div",{className:"Island",style:{top:`${this.state.top}px`,left:`${this.state.left}px`,width:"14.4rem",display:this.state.visible&&!this.state.excalidrawViewMode?"block":"none",height:"fit-content",maxHeight:"400px",zIndex:5}},React__namespace.createElement("div",{style:{height:"26px",width:"100%",cursor:"move"},onClick:this.islandOnClick.bind(this),onPointerDown:this.islandOnPointerDown.bind(this)},React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 228 26"},React__namespace.createElement("path",{stroke:"var(--icon-fill-color)",strokeWidth:"2",d:"M40,7 h148 M40,13 h148 M40,19 h148"}))),React__namespace.createElement("div",{className:"Island App-menu__left scrollbar",style:{maxHeight:"350px",width:"initial","--padding":"0.125rem",display:this.state.minimized?"none":"block"}},React__namespace.createElement("div",{className:"panelColumn"},React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Utility actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"scriptEngine",title:t$d("INSTALL_SCRIPT_BUTTON"),action:this.actionOpenScriptInstallDialog.bind(this),icon:ICONS.scriptEngine}),React__namespace.createElement(ActionButton,{key:"release-notes",title:t$d("READ_RELEASE_NOTES"),action:this.actionOpenReleaseNotes.bind(this),icon:ICONS.releaseNotes}),null===this.state.isPreviewMode?React__namespace.createElement(ActionButton,{key:"convert",title:t$d("CONVERT_FILE"),action:this.actionConvertExcalidrawToMD.bind(this),icon:ICONS.convertFile}):React__namespace.createElement(ActionButton,{key:"viewmode",title:this.state.isPreviewMode?t$d("PARSED"):t$d("RAW"),action:this.actionToggleViewMode.bind(this),icon:this.state.isPreviewMode?ICONS.rawMode:ICONS.parsedMode}),React__namespace.createElement(ActionButton,{key:"tray-mode",title:t$d("TRAY_MODE"),action:this.actionToggleTrayMode.bind(this),icon:ICONS.trayMode}),React__namespace.createElement(ActionButton,{key:"fullscreen",title:this.state.isFullscreen?t$d("EXIT_FULLSCREEN"):t$d("GOTO_FULLSCREEN"),action:this.actionToggleFullscreen.bind(this),icon:this.state.isFullscreen?ICONS.exitFullScreen:ICONS.gotoFullScreen}),React__namespace.createElement(ActionButton,{key:"search",title:t$d("SEARCH"),action:this.actionSearch.bind(this),icon:ICONS.search}),React__namespace.createElement(ActionButton,{key:"ocr",title:t$d("RUN_OCR"),action:this.actionOCR.bind(this),icon:ICONS.ocr}),React__namespace.createElement(ActionButton,{key:"openLink",title:t$d("OPEN_LINK_CLICK"),action:this.actionOpenLink.bind(this),icon:ICONS.openLink}),React__namespace.createElement(ActionButton,{key:"openLinkProperties",title:t$d("OPEN_LINK_PROPS"),action:this.actionOpenLinkProperties.bind(this),icon:ICONS.openLinkProperties}),React__namespace.createElement(ActionButton,{key:"save",title:t$d("FORCE_SAVE"),action:this.actionForceSave.bind(this),icon:saveIcon(this.state.isDirty)}))),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$d("DOWNLOAD_LIBRARY"),action:this.actionExportLibrary.bind(this),icon:ICONS.exportLibrary}),React__namespace.createElement(ActionButton,{key:"exportIMG",title:t$d("EXPORT_IMAGE"),action:this.actionExportImage.bind(this),icon:ICONS.ExportImage}),React__namespace.createElement(ActionButton,{key:"md",title:t$d("OPEN_AS_MD"),action:this.actionOpenAsMarkdown.bind(this),icon:ICONS.switchToMarkdown}),React__namespace.createElement(ActionButton,{key:"link-to-element",title:t$d("INSERT_LINK_TO_ELEMENT"),action:this.actionLinkToElement.bind(this),icon:ICONS.copyElementLink}))),React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Insert actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"anyfile",title:t$d("UNIVERSAL_ADD_FILE"),action:this.actionAddAnyFile.bind(this),icon:ICONS["add-file"]}),React__namespace.createElement(ActionButton,{key:"image",title:t$d("INSERT_IMAGE"),action:this.actionInsertImage.bind(this),icon:ICONS.insertImage}),React__namespace.createElement(ActionButton,{key:"pdf",title:t$d("INSERT_PDF"),action:this.actionInsertPDF.bind(this),icon:ICONS.insertPDF}),React__namespace.createElement(ActionButton,{key:"insertMD",title:t$d("INSERT_MD"),action:this.actionInsertMarkdown.bind(this),icon:ICONS.insertMD}),React__namespace.createElement(ActionButton,{key:"insertBackOfNote",title:t$d("INSERT_CARD"),action:this.actionInsertBackOfNote.bind(this),icon:ICONS.BackOfNote}),React__namespace.createElement(ActionButton,{key:"latex",title:t$d("INSERT_LATEX"),action:this.actionInsertLaTeX.bind(this),icon:ICONS.insertLaTeX}),React__namespace.createElement(ActionButton,{key:"link",title:t$d("INSERT_LINK"),action:this.actionInsertLink.bind(this),icon:ICONS.insertLink}),React__namespace.createElement(ActionButton,{key:"import-svg",title:t$d("IMPORT_SVG"),action:this.actionImportSVG.bind(this),icon:ICONS.importSVG}),React__namespace.createElement(ActionButton,{key:"crop-image",title:t$d("CROP_IMAGE"),action:this.actionCropImage.bind(this),icon:ICONS.Crop}))),this.renderScriptButtons(!1),this.renderScriptButtons(!0)))))}renderScriptButtons(e){if(0===Object.keys(this.state.scriptIconMap).length)return"";const t=`${this.view.plugin.settings.scriptFolderPath}/Downloaded/`,n=n=>e?n.startsWith(t):!n.startsWith(t);if(0===Object.keys(this.state.scriptIconMap).filter((e=>n(e))).length)return"";const r=new Set;Object.keys(this.state.scriptIconMap).filter((e=>n(e))).forEach((e=>r.add(this.state.scriptIconMap[e].group)));const i=Array.from(r).sort(((e,t)=>e>t?1:-1));return i.push(i.shift()),React__namespace.createElement(React__namespace.Fragment,null,i.map(((t,n)=>React__namespace.createElement("fieldset",{key:`${t}-${n}`},React__namespace.createElement("legend",null,e?t:""===t?"User":"User/"+t),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},Object.entries(this.state.scriptIconMap).filter((([e,n])=>n.group===t)).sort().map((([e,t])=>React__namespace.createElement(ActionButton,{key:e,title:t.name,action:this.actionRunScript.bind(this,e),longpress:this.actionPinScript.bind(this,e,t.name),icon:new WeakRef(t.svgString?stringToSVG(t.svgString):ICONS.cog).deref()}))))))))}}const getElementsAtPointer=(e,t,n)=>t.filter((t=>{if(n&&t.type!==n)return!1;if(t.locked)return!1;const[r,i,a,o]=rotatedDimensions(t);return r<=e.x&&r+a>=e.x&&i<=e.y&&i+o>=e.y})).reverse(),getTextElementAtPointer=(e,t)=>{const n=t.excalidrawAPI;if(!n)return{id:null,text:null};const r=getElementsAtPointer(e,n.getSceneElements(),"text");if(0==r.length)return{id:null,text:null};if(1===r.length)return{id:r[0].id,text:r[0].text};const i=r.filter((e=>{const n=t.textMode===TextMode.parsed?t.excalidrawData.getRawText(e.id):e.text;return!!n&&(!!n.match(REG_LINKINDEX_HYPERLINK)||!!REGEX_LINK.getRes(n).next().value)}));return 0==i.length?{id:r[0].id,text:r[0].text}:{id:i[0].id,text:i[0].text}},getImageElementAtPointer=(e,t)=>{const n=t.excalidrawAPI;if(!n)return;const r=getElementsAtPointer(e,n.getSceneElements(),"image");return 0===r.length?{id:null,fileId:null}:r.length>=1?{id:r[0].id,fileId:r[0].fileId}:void 0},getElementWithLinkAtPointer=(e,t)=>{const n=t.excalidrawAPI;if(!n)return;let r=getElementsAtPointer(e,n.getSceneElements()).filter((e=>e.link));if(0===r.length){const i=getElementsAtPointer(e,n.getSceneElements()).map((e=>getBoundTextElementId(e)));r=t.getViewElements().filter((e=>"text"===e.type&&e.link&&i.includes(e.id)))}return 0===r.length?{id:null,text:null}:r.length>=1?{id:r[0].id,text:r[0].link}:void 0},setDynamicStyle=(e,t,n,r)=>{if("none"===r){t.excalidrawContainer?.removeAttribute("style"),setTimeout((()=>t.updateScene({appState:{dynamicStyle:""},storeAction:"update"})));const e=t.toolsPanelRef?.current?.containerRef?.current;if(e){let t=e.getAttribute("style");t=t.replace(/\-\-color\-primary.*/,""),e.setAttribute("style",t)}return}const i="light"===t?.excalidrawAPI?.getAppState?.()?.theme||"light"===t?.excalidrawData?.scene?.appState?.theme;"transparent"===n&&(n="#ffffff");const a=10,o=()=>i?e.getCM(n):(t=>{const n=e.getCM(t),r=n.lightness;return n.lightnessTo(Math.abs(r-100))})(n),s=o().lightness,l=o().darkerBy(a).isDark(),c="gray"===r,d=t.app.getAccentColor(),T=()=>c?e.getCM(d):e.getCM(d).mix({color:o(),ratio:.2}),u=()=>e.getCM("#000000").lightnessTo(s),Q=()=>c?l?u().lighterBy(10):u().darkerBy(10):l?o().lighterBy(10).mix({color:u(),ratio:.5}):o().darkerBy(10).mix({color:u(),ratio:.5}),p=()=>c?l?u().lighterBy(4):u().darkerBy(4):l?o().lighterBy(4).mix({color:u(),ratio:.5}):o().darkerBy(4).mix({color:u(),ratio:.5}),h=o().mix({color:l?"#f0f0f0":"#101010",ratio:.9}),m=e=>e.stringHEX({alpha:!1}),f={backgroundColor:m(o()),"--color-primary":m(T()),"--color-surface-low":m(Q()),"--color-surface-mid":m(Q()),"--color-surface-lowest":m(p()),"--color-surface-high":m(Q().lighterBy(a)),"--color-on-primary-container":m(l?T().lighterBy(15):T().darkerBy(15)),"--color-surface-primary-container":m(l?T().darkerBy(a):T().lighterBy(a)),"--bold-color":m(l?T().lighterBy(15):T().darkerBy(15)),"--color-primary-darker":m(T().darkerBy(a)),"--color-primary-darkest":m(T().darkerBy(20)),"--button-bg-color":m(Q()),"--button-gray-1":m(Q()),"--button-gray-2":m(p()),"--input-border-color":m(Q()),"--input-bg-color":m(p()),"--input-label-color":m(h),"--island-bg-color":p().alphaTo(.93).stringHEX(),"--popup-secondary-bg-color":p().alphaTo(.93).stringHEX(),"--icon-fill-color":m(h),"--text-primary-color":m(h),"--overlay-bg-color":p().alphaTo(.6).stringHEX(),"--popup-bg-color":m(Q()),"--color-on-surface":m(h),"--default-border-color":m(Q()),"--color-gray-40":m(h),"--color-surface-highlight":m(Q()),"--color-gray-20":m(Q()),"--sidebar-border-color":m(Q()),"--color-primary-light":m(T().lighterBy(a)),"--button-hover-bg":m(Q()),"--sidebar-bg-color":p().alphaTo(.93).stringHEX(),"--sidebar-shadow":m(Q()),"--popup-text-color":m(h),"--code-normal":m(h),"--code-background":m(p()),"--h1-color":m(h),"--h2-color":m(h),"--h3-color":m(h),"--h4-color":m(h),color:m(h),"--excalidraw-caret-color":m(i?h:o()),"--select-highlight-color":m(Q()),"--color-gray-90":m(l?h.darkerBy(5):h.lighterBy(5)),"--color-gray-80":m(l?h.darkerBy(10):h.lighterBy(10)),"--color-gray-70":m(l?h.darkerBy(10):h.lighterBy(10)),"--default-bg-color":m(l?h.darkerBy(20):h.lighterBy(20)),"--color-gray-50":m(h)},g=Object.keys(f).map((e=>`${e}: ${f[e]}`)).join("; "),b=t.toolsPanelRef?.current?.containerRef?.current;if(b){let e=b.getAttribute("style");e=e.replace(/\-\-color\-primary.*/,""),b.setAttribute("style",e+g)}setTimeout((()=>{const i=t.excalidrawAPI;if(!i)return t=null,e=null,n=null,void(r=null);const a={stroke:m(l?p().lighterBy(15):p().darkerBy(15)),fill:m((l?p().lighterBy(30):p().darkerBy(30)).alphaTo(.2)),nameColor:m(l?p().lighterBy(50):p().darkerBy(50))};i.getSceneElements().filter((e=>"frame"===e.type)).forEach((e=>{const t=cloneElement(e);addAppendUpdateCustomData(t,{frameColor:a}),e.customData&&e.customData.frameColor&&e.customData.frameColor.stroke===a.stroke&&e.customData.frameColor.fill===a.fill&&e.customData.frameColor.nameColor===a.nameColor||mutateElement(e,{customData:t.customData})})),t.updateScene({appState:{frameColor:a,dynamicStyle:f},storeAction:"update"}),t=null,e=null,n=null,r=null}))};function getTheme(e,t){return"dark"===e.excalidrawData.embeddableTheme?"theme-dark":"light"===e.excalidrawData.embeddableTheme?"theme-light":"auto"===e.excalidrawData.embeddableTheme?"dark"===t?"theme-dark":"theme-light":isObsidianThemeDark()?"theme-dark":"theme-light"}function renderWebView(e,t,n,r){const i=e.startsWith("data:");return DEVICE.isDesktop&&!i?React__namespace.createElement("webview",{ref:e=>t.updateEmbeddableRef(n,e),className:"excalidraw__embeddable",title:"Excalidraw Embedded Content",allowFullScreen:!0,src:e,style:{overflow:"hidden",borderRadius:"var(--embeddable-radius)"}}):React__namespace.createElement("iframe",{ref:e=>t.updateEmbeddableRef(n,e),className:"excalidraw__embeddable",title:"Excalidraw Embedded Content",allowFullScreen:!0,allow:"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture",src:i?null:e,style:{overflow:"hidden",borderRadius:"var(--embeddable-radius)"},srcDoc:i?atob(e.split(",")[1]):null})}function RenderObsidianView({mdProps:e,element:t,linkText:n,view:r,containerRef:i,activeEmbeddable:a,theme:o,canvasColor:s}){const{subpath:l,file:c}=processLinkText(n,r);if(!c)return null;const d=r.packages.react,T=d.useRef(null),u=d.useRef(!1),Q=d.useRef(!1),p=d.useRef(o),h=d.useRef(t);d.useEffect((()=>{p.current=o}),[o]),d.useEffect((()=>{h.current=t}),[t]);const m=d.useCallback((e=>{Q.current&&e.stopPropagation()}),[Q.current]);function f(e,t,n,a){if(!n)return;if(!T.current?.hasOwnProperty("node"))return;const o=i.current?.firstElementChild;if(n.useObsidianDefaults)return e?.style.removeProperty("--canvas-background"),o?.style.removeProperty("background-color"),e?.style.removeProperty("--canvas-border"),void o?.style.removeProperty("border-color");const s=r.plugin.ea;if(n.backgroundMatchElement){const r=(n?.backgroundOpacity??50)/100,i=t?.backgroundColor?"transparent"===t.backgroundColor.toLowerCase()?"transparent":s.getCM(t.backgroundColor).alphaTo(r).stringHEX():"transparent";"transparent"===i?e?.addClass("transparent"):e?.removeClass("transparent"),e?.style.setProperty("--canvas-background",i),e?.style.setProperty("--background-primary",i),o?.style.setProperty("background-color",i)}else if(!(n?.backgroundMatchElement??1)){const t=(n.backgroundOpacity??100)/100,r=n.backgroundMatchCanvas?"transparent"===a.toLowerCase()?"transparent":s.getCM(a).alphaTo(t).stringHEX():s.getCM(n.backgroundColor).alphaTo((n.backgroundOpacity??100)/100).stringHEX();"transparent"===r?e?.addClass("transparent"):e?.removeClass("transparent"),e?.style.setProperty("--canvas-background",r),e?.style.setProperty("--background-primary",r),o?.style.setProperty("background-color",r)}if(n.borderMatchElement){const r=(n?.borderOpacity??50)/100,i=t?.strokeColor?"transparent"===t.strokeColor.toLowerCase()?"transparent":s.getCM(t.strokeColor).alphaTo(r).stringHEX():"transparent";e?.style.setProperty("--canvas-border",i),e?.style.setProperty("--canvas-color",i)}else if(!(n?.borderMatchElement??1)){const t=s.getCM(n.borderColor).alphaTo((n.borderOpacity??100)/100).stringHEX();e?.style.setProperty("--canvas-border",t),e?.style.setProperty("--canvas-color",t)}}d.useEffect((()=>{if(i?.current)return KEYBOARD_EVENT_TYPES.forEach((e=>i.current.addEventListener(e,m))),i.current.addEventListener("click",g),()=>{i?.current&&(KEYBOARD_EVENT_TYPES.forEach((e=>i.current.removeEventListener(e,m))),EXTENDED_EVENT_TYPES.forEach((e=>i.current.removeEventListener(e,m))),i.current.removeEventListener("click",g))}}),[]),d.useEffect((()=>{if(EXTENDED_EVENT_TYPES.forEach((e=>i.current.removeEventListener(e,m))),i?.current)return Q.current&&EXTENDED_EVENT_TYPES.forEach((e=>i.current.addEventListener(e,m))),()=>{i?.current&&EXTENDED_EVENT_TYPES.forEach((e=>i.current.removeEventListener(e,m)))}}),[Q.current,i.current]),d.useEffect((()=>{if(!i?.current)return;for(;i.current.hasChildNodes();)i.current.removeChild(i.current.lastChild);i.current.parentElement.style.padding="";const n=r.ownerDocument,a=new obsidian_module.WorkspaceSplit(app.workspace,"vertical");a.getRoot=()=>app.workspace[n===document?"rootSplit":"floatingSplit"],a.getContainer=()=>getContainerForDocument(n),a.containerEl.style.width="100%",a.containerEl.style.height="100%",a.containerEl.style.borderRadius="var(--embeddable-radius)",T.current={leaf:r.app.workspace.createLeafInParent(a,0),node:null,editNode:null};const o=()=>{app.workspace.activeLeaf===r.leaf&&DEVICE.isDesktop&&(r.ownerWindow.electronWindow.isAlwaysOnTop()||(r.ownerWindow.electronWindow.setAlwaysOnTop(!0),setTimeout((()=>{r.ownerWindow.electronWindow.setAlwaysOnTop(!1)}),500)))};return l&&r.canvasNodeFactory.isInitialized()?(o(),T.current.node=r.canvasNodeFactory.createFileNote(c,l,i.current,t.id),r.updateEmbeddableLeafRef(t.id,T.current)):(async()=>{await T.current.leaf.openFile(c,{active:!1,state:{mode:"preview"},...l?{eState:{subpath:l}}:{}});const n=T.current.leaf.view?.getViewType();if("canvas"===n&&T.current.leaf.view.canvas?.setReadonly(!0),"markdown"===n&&r.canvasNodeFactory.isInitialized())o(),await T.current.leaf.setViewState({state:{file:null}}),T.current.node=r.canvasNodeFactory.createFileNote(c,l,i.current,t.id),f(i.current,t,e,s);else{const n=a.containerEl.querySelector("div.workspace-leaf");n&&(n.style.borderRadius="var(--embeddable-radius)"),a.containerEl.addClass("mod-visible"),i.current.appendChild(a.containerEl),f(i.current,t,e,s)}patchMobileView(r),r.updateEmbeddableLeafRef(t.id,T.current)})(),()=>{T.current&&(r.canvasNodeFactory.removeNode(T.current.node),T.current.leaf?.detach(),T.current=null)}}),[n,l,i]),d.useEffect((()=>{if(!i.current)return;const t=h.current,n=i.current;n.hasClass("canvas-node")&&f(n,t,e,s)}),[e,h.current,i.current,s]),d.useEffect((()=>{u.current&&(T.current?.node&&(i.current?.addClasses(["is-editing","is-focused"]),r.canvasNodeFactory.stopEditing(T.current.node)),u.current=!1)}),[u.current,T]);const g=d.useCallback((e=>{if(Q.current&&e?.stopPropagation(),Q.current&&!u.current&&T.current?.leaf)if("markdown"===T.current.leaf.view?.getViewType()){const e=r.excalidrawAPI.getSceneElements().filter((e=>e.id===t.id))[0];if(!e||0!==e.angle)return void new obsidian_module.Notice("Sorry, cannot edit rotated markdown documents");const n=T.current.leaf.view.modes;if(!n)return;T.current.leaf.view.setMode(n.source),u.current=!0,patchMobileView(r)}else if(T.current?.node){const e=getTheme(r,p.current);i.current?.addClasses(["is-editing","is-focused"]),r.canvasNodeFactory.startEditing(T.current.node,e)}}),[T.current?.leaf,t.id,r,p.current]);return T.current&&(T.current.editNode=g),d.useEffect((()=>{const e=e=>{"Enter"===e.key&&g(e)};return document.addEventListener("keydown",e),()=>{document.removeEventListener("keydown",e)}}),[g]),d.useEffect((()=>{if(!i?.current||!T?.current)return;const e=Q.current;if(Q.current=a?.element.id===t.id&&"active"===a?.state,e!==Q.current)if("markdown"===T.current.leaf?.view?.getViewType()){const e=T.current.leaf.view.modes;if(!e)return;if(!Q.current)return T.current.leaf.view.setMode(e.preview),void(u.current=!1)}else if(T.current?.node)if(r.plugin.settings.markdownNodeOneClickEditing&&!i.current?.hasClass("is-editing")){const e=getTheme(r,p.current);i.current?.addClasses(["is-editing","is-focused"]),r.canvasNodeFactory.startEditing(T.current.node,e)}else i.current?.removeClasses(["is-editing","is-focused"]),r.canvasNodeFactory.stopEditing(T.current.node)}),[i,T,Q,a?.element,a?.state,t,r,u,r.canvasNodeFactory,p.current]),null}const CustomEmbeddable=({element:e,view:t,appState:n,linkText:r})=>{const i=t.packages.react,a=i.useRef(null),o=getTheme(t,n.theme),s=e.customData?.mdProps||null;return i.createElement("div",{ref:a,style:{width:"100%",height:"100%",borderRadius:"var(--embeddable-radius)",color:"var(--text-normal)"},className:`${o} canvas-node ${s?.filenameVisible&&!s.useObsidianDefaults?"":"excalidraw-mdEmbed-hideFilename"}`},i.createElement(RenderObsidianView,{mdProps:s,element:e,linkText:r,view:t,containerRef:a,activeEmbeddable:n.activeEmbeddable,theme:n.theme,canvasColor:n.viewBackgroundColor}))};class CanvasNodeFactory{view;leaf;canvas;nodes=new Map;initialized=!1;isInitialized=()=>this.initialized;observer;constructor(e){this.view=e}async initialize(){const e=app.internalPlugins.plugins.canvas;e._loaded||await e.load();const t=this.view.ownerDocument,n=new obsidian_module.WorkspaceSplit(app.workspace,"vertical");n.getRoot=()=>app.workspace[t===document?"rootSplit":"floatingSplit"],n.getContainer=()=>getContainerForDocument(t),this.leaf=app.workspace.createLeafInParent(n,0),this.canvas=e.views.canvas(this.leaf).canvas,this.initialized=!0}createFileNote(e,t,n,r){if(!this.initialized)return;t=t??"",this.nodes.has(r)&&(this.canvas.removeNode(this.nodes.get(r)),this.nodes.delete(r));const i=this.canvas.createFileNode({pos:{x:0,y:0},file:e,subpath:t,save:!1});return i.setFilePath(e.path,t),i.render(),i.containerEl.querySelector(".canvas-node-content-blocker")?.remove(),n.appendChild(i.containerEl),this.nodes.set(r,i),i}async startEditing(e,t){if(!this.initialized||!e)return;e.file===this.view.file&&await this.view.setEmbeddableIsEditingSelf(),e.startEditing();const n=isObsidianThemeDark()?"theme-dark":"theme-light";n!==t&&(async()=>{let r=0;for(;!e.child.editor?.containerEl?.parentElement?.parentElement&&r++<100;)await sleep(25);if(!e.child.editor?.containerEl?.parentElement?.parentElement)return;e.child.editor.containerEl.parentElement.parentElement.classList.remove(n),e.child.editor.containerEl.parentElement.parentElement.classList.add(t);const i=e=>{for(const r of e)if("attributes"===r.type&&"class"===r.attributeName){const e=r.target;e.classList.contains(n)&&(e.classList.remove(n),e.classList.add(t))}};this.observer=DEBUGGING?new CustomMutationObserver(i,"CanvasNodeFactory"):new MutationObserver(i),this.observer.observe(e.child.editor.containerEl.parentElement.parentElement,{attributes:!0})})()}stopEditing(e){this.initialized&&e&&e.child.editMode&&(e.file===this.view.file&&this.view.clearEmbeddableIsEditingSelf(),e.child.showPreview())}removeNode(e){this.initialized&&e&&(this.nodes.delete(e.file.path),this.canvas.removeNode(e),e.detach())}purgeNodes(){this.initialized&&(this.nodes.forEach((e=>{this.canvas.removeNode(e),e.detach()})),this.nodes.clear())}destroy(){this.purgeNodes(),this.initialized=!1,this.observer?.disconnect(),this.view=null,this.canvas=null,this.leaf=null}}const REG_YOUTUBE=/^(?:http(?:s)?:\/\/)?(?:www\.)?youtu(?:be\.com|\.be)\/(embed\/|watch\?v=|shorts\/|playlist\?list=|embed\/videoseries\?list=)?([a-zA-Z0-9_-]+)(?:\?t=|.*&t=|\?start=|.*&start=)?([a-zA-Z0-9_-]+)?[^\s]*$/,isYouTube=e=>Boolean(e.match(REG_YOUTUBE)),getYouTubeStartAt=e=>{const t=e.match(REG_YOUTUBE);if(t?.[2]){const e=t[3]?parseInt(t[3]):0,n=Math.floor(e/3600),r=Math.floor((e-3600*n)/60),i=e-3600*n-60*r;return 0===n&&0===r&&0===i?"":0===n&&0===r?`${String(i).padStart(2,"0")}`:0===n?`${String(r).padStart(2,"0")}:${String(i).padStart(2,"0")}`:`${String(n).padStart(2,"0")}:${String(r).padStart(2,"0")}:${String(i).padStart(2,"0")}`}return""},isValidYouTubeStart=e=>!!/^[0-9]+$/.test(e)||!!/^[0-9]+:[0-9]+$/.test(e)||!!/^[0-9]+:[0-9]+:[0-9]+$/.test(e)||void 0,updateYouTubeStartTime=(e,t)=>{const n=e.match(REG_YOUTUBE);if(n?.[2]){const r=""===t?"":`t=${timeStringToSeconds(t)}`;let i=e;return n[3]?(i=e.replace(/([?&])t=[a-zA-Z0-9_-]+/,`$1${r}`),i=i.replace(/([?&])start=[a-zA-Z0-9_-]+/,`$1${r}`)):i+=(e.includes("?")?"&":"?")+r,i}return e},timeStringToSeconds=e=>{const t=e.split(":").map(Number),n=t.length;return 1===n?t[0]:2===n?60*t[0]+t[1]:3===n?3600*t[0]+60*t[1]+t[2]:0};class EmbeddalbeMDFileCustomDataSettingsComponent{contentEl;mdCustomData;update;isMDFile;constructor(e,t,n,r=!0){this.contentEl=e,this.mdCustomData=t,this.update=n,this.isMDFile=r,n||(this.update=()=>{})}render(){let e;new obsidian_module.Setting(this.contentEl).setName(t$d("ES_USE_OBSIDIAN_DEFAULTS")).addToggle((t=>t.setValue(this.mdCustomData.useObsidianDefaults).onChange((t=>{this.mdCustomData.useObsidianDefaults=t,e.style.display=t?"none":"block",this.update()})))),this.contentEl.createEl("hr",{cls:"excalidraw-setting-hr"}),e=this.contentEl.createDiv(),e.style.display=this.mdCustomData.useObsidianDefaults?"none":"block";const t=e;let n,r,i;this.isMDFile&&new obsidian_module.Setting(t).setName(t$d("ES_FILENAME_VISIBLE")).addToggle((e=>e.setValue(this.mdCustomData.filenameVisible).onChange((e=>{this.mdCustomData.filenameVisible=e})))),t.createEl("h4",{text:t$d("ES_BACKGROUND_HEAD")}),new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_MATCH_ELEMENT")).addToggle((e=>{r=e,e.setValue(this.mdCustomData.backgroundMatchElement).onChange((e=>{this.mdCustomData.backgroundMatchElement=e,e?(n.settingEl.style.display="none",this.mdCustomData.backgroundMatchCanvas&&i.setValue(!1)):this.mdCustomData.backgroundMatchCanvas||(n.settingEl.style.display=""),this.update()}))})),new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_MATCH_CANVAS")).addToggle((e=>{i=e,e.setValue(this.mdCustomData.backgroundMatchCanvas).onChange((e=>{this.mdCustomData.backgroundMatchCanvas=e,e?(n.settingEl.style.display="none",this.mdCustomData.backgroundMatchElement&&r.setValue(!1)):this.mdCustomData.backgroundMatchElement||(n.settingEl.style.display=""),this.update()}))})),this.mdCustomData.backgroundMatchElement&&this.mdCustomData.backgroundMatchCanvas&&i.setValue(!1),n=new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_COLOR")).addColorPicker((e=>e.setValue(this.mdCustomData.backgroundColor).onChange((e=>{this.mdCustomData.backgroundColor=e,this.update()})))),n.settingEl.style.display=this.mdCustomData.backgroundMatchElement||this.mdCustomData.backgroundMatchCanvas?"none":"";const a=e=>fragWithHTML(`Current opacity is <b>${e}%</b>`),o=new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_OPACITY")).setDesc(a(this.mdCustomData.backgroundOpacity)).addSlider((e=>e.setLimits(0,100,5).setValue(this.mdCustomData.backgroundOpacity).onChange((e=>{this.mdCustomData.backgroundOpacity=e,o.setDesc(a(e)),this.update()}))));if(this.isMDFile){let e;t.createEl("h4",{text:t$d("ES_BORDER_HEAD")}),new obsidian_module.Setting(t).setName(t$d("ES_BORDER_MATCH_ELEMENT")).addToggle((t=>t.setValue(this.mdCustomData.borderMatchElement).onChange((t=>{this.mdCustomData.borderMatchElement=t,e.settingEl.style.display=t?"none":"",this.update()})))),e=new obsidian_module.Setting(t).setName(t$d("ES_BORDER_COLOR")).addColorPicker((e=>e.setValue(this.mdCustomData.borderColor).onChange((e=>{this.mdCustomData.borderColor=e,this.update()})))),e.settingEl.style.display=this.mdCustomData.borderMatchElement?"none":"";const n=new obsidian_module.Setting(t).setName(t$d("ES_BORDER_OPACITY")).setDesc(a(this.mdCustomData.borderOpacity)).addSlider((e=>e.setLimits(0,100,5).setValue(this.mdCustomData.borderOpacity).onChange((e=>{this.mdCustomData.borderOpacity=e,n.setDesc(a(e)),this.update()}))))}}}class EmbeddableSettings extends obsidian_module.Modal{plugin;view;file;element;ea;updatedFilepath=null;zoomValue;isYouTube;youtubeStart=null;isMDFile;notExcalidrawIsInternal;isLocalURI;mdCustomData;onKeyDown;constructor(e,t,n,r){if(super(e.app),this.plugin=e,this.view=t,this.file=n,this.element=r,this.ea=getEA(this.view),this.ea.copyViewElementsToEAforEditing([this.element]),this.zoomValue=r.scale[0],this.isYouTube=isYouTube(this.element.link),this.notExcalidrawIsInternal=this.file&&!this.view.plugin.isExcalidrawFile(this.file),this.isMDFile=this.file&&"md"===this.file.extension,this.isLocalURI=this.element.link.startsWith("file://"),isYouTube&&(this.youtubeStart=getYouTubeStartAt(this.element.link)),this.mdCustomData=r.customData?.mdProps??t.plugin.settings.embeddableMarkdownDefaults,!r.customData?.mdProps){const e=this.plugin.ea.getCM(r.backgroundColor);this.mdCustomData.backgroundColor=e.stringHEX({alpha:!1}),this.mdCustomData.backgroundOpacity=r.opacity;const t=this.plugin.ea.getCM(r.strokeColor);this.mdCustomData.borderColor=t.stringHEX({alpha:!1}),this.mdCustomData.borderOpacity=r.opacity}}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.createForm()}onClose(){this.containerEl.removeEventListener("keydown",this.onKeyDown),this.plugin=null,this.view=null,this.file=null,this.element=null,this.ea.destroy(),this.ea=null,this.mdCustomData=null}async createForm(){this.contentEl.createEl("h1",{text:t$d("ES_TITLE")}),this.file&&new obsidian_module.Setting(this.contentEl).setName(t$d("ES_RENAME")).addText((e=>e.setValue(getPathWithoutExtension(this.file)).onChange((async e=>{this.updatedFilepath=e}))));const e=()=>fragWithHTML(`${t$d("ES_ZOOM_100_RELATIVE_DESC")}<br>Current zoom is <b>${Math.round(100*this.zoomValue)}%</b>`),t=new obsidian_module.Setting(this.contentEl).setName(t$d("ES_ZOOM")).setDesc(e()).addButton((n=>n.setButtonText(t$d("ES_ZOOM_100")).onClick((()=>{const n=this.view.excalidrawAPI;this.zoomValue=1/n.getAppState().zoom.value,t.setDesc(e())})))).addSlider((n=>n.setLimits(10,400,5).setValue(100*this.zoomValue).onChange((n=>{this.zoomValue=n/100,t.setDesc(e())}))));this.isYouTube&&new obsidian_module.Setting(this.contentEl).setName(t$d("ES_YOUTUBE_START")).setDesc(t$d("ES_YOUTUBE_START_DESC")).addText((e=>e.setValue(this.youtubeStart).onChange((async e=>{this.youtubeStart=e})))),(this.isMDFile||this.notExcalidrawIsInternal)&&(this.contentEl.createEl("h3",{text:t$d("ES_EMBEDDABLE_SETTINGS")}),new EmbeddalbeMDFileCustomDataSettingsComponent(this.contentEl,this.mdCustomData,void 0,this.isMDFile).render()),new obsidian_module.Setting(this.contentEl).addButton((e=>e.setButtonText(t$d("PROMPT_BUTTON_CANCEL")).setTooltip("ESC").onClick(this.close.bind(this)))).addButton((e=>e.setButtonText(t$d("PROMPT_BUTTON_OK")).setTooltip("CTRL/Opt+Enter").setCta().onClick(this.applySettings.bind(this))));const n=e=>{isWinCTRLorMacCMD(e)&&"Enter"===e.key&&this.applySettings()};this.onKeyDown=n,this.containerEl.ownerDocument.addEventListener("keydown",n)}async applySettings(){let e=!1;const t=this.ea.getElement(this.element.id);if(this.updatedFilepath){const n=`${this.updatedFilepath}.${this.file.extension}`;if(n!==this.file.path){const r=splitFolderAndFilename(n),i=getNewUniqueFilepath(this.app.vault,r.filename,r.folderpath);if(this.app.vault.getAbstractFileByPath(i))new obsidian_module.Notice("File rename failed. A file with this name already exists.\n"+i,1e4);else try{await this.app.fileManager.renameFile(this.file,i),t.link=this.element.link.replace(/(\[\[)([^#\]]*)([^\]]*]])/,`$1${this.plugin.app.metadataCache.fileToLinktext(this.file,this.view.file.path,!0)}$3`),e=!0}catch(e){new obsidian_module.Notice("File rename failed. "+e,1e4)}}}var n;this.isYouTube&&this.youtubeStart!==getYouTubeStartAt(this.element.link)&&(e=!0,""===this.youtubeStart||(n=this.youtubeStart,/^[0-9]+$/.test(n)||/^[0-9]+:[0-9]+$/.test(n)||/^[0-9]+:[0-9]+:[0-9]+$/.test(n))?t.link=updateYouTubeStartTime(t.link,this.youtubeStart):new obsidian_module.Notice(t$d("ES_YOUTUBE_START_INVALID"))),!this.isMDFile||this.mdCustomData.backgroundColor===this.element.customData?.backgroundColor&&this.mdCustomData.borderColor===this.element.customData?.borderColor&&this.mdCustomData.backgroundOpacity===this.element.customData?.backgroundOpacity&&this.mdCustomData.borderOpacity===this.element.customData?.borderOpacity&&this.mdCustomData.filenameVisible===this.element.customData?.filenameVisible||(addAppendUpdateCustomData(t,{mdProps:this.mdCustomData}),e=!0),this.zoomValue!==this.element.scale[0]&&(e=!0,t.scale=[this.zoomValue,this.zoomValue]),e?(async()=>{await this.ea.addElementsToView(),this.ea.viewUpdateScene({appState:{},storeAction:"update"}),this.close()})():this.close()}}class EmbeddableMenu{view;containerRef;menuFadeTimeout=0;menuElementId=null;constructor(e,t){this.view=e,this.containerRef=t}destroy(){this.menuFadeTimeout&&(clearTimeout(this.menuFadeTimeout),this.menuFadeTimeout=null),this.view=null,this.containerRef=null,this.updateElement=null,this.handleMouseEnter=null,this.handleMouseLeave=null,this.renderButtons=null}updateElement=(e,t,n)=>{if(!t)return;const r=this.view,i=r.app;if(t=r.excalidrawAPI.getSceneElements().find((e=>e.id===t.id)),!t)return;const a=`[[${i.metadataCache.fileToLinktext(n,r.file.path,"md"===n.extension)}${e}]]`,o=getEA(r);o.copyViewElementsToEAforEditing([t]),o.getElement(t.id).link=a,r.excalidrawData.elementLinks.set(t.id,a),o.addElementsToView(!1,!0,!0).then((()=>o.destroy()))};handleMouseEnter(){clearTimeout(this.menuFadeTimeout),this.containerRef.current?.style.setProperty("opacity","1")}handleMouseLeave(){this.menuFadeTimeout=window.setTimeout((()=>{this.containerRef.current?.style.setProperty("opacity","0.2")}),5e3)}async actionMarkdownSelection(e,t,n,r){this.view.updateScene({appState:{activeEmbeddable:null},storeAction:"update"});const i=(await app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!t||!MD_EX_SECTIONS.includes(e.display)));let a,o;t?(a=i.map((e=>`#${cleanSectionHeading(e.display)}`)),o=i.map((e=>e.display))):(a=[""].concat(i.map((e=>`#${cleanSectionHeading(e.display)}`))),o=[t$d("SHOW_ENTIRE_FILE")].concat(i.map((e=>e.display))));const s=await ScriptEngine.suggester(app,o,a,"Select section from document");(s||""===s)&&s!==n&&this.updateElement(s,r,e)}async actionMarkdownBlock(e,t,n){if(!e)return;this.view.updateScene({appState:{activeEmbeddable:null},storeAction:"update"});const r=(await app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e)).blocks.filter((e=>e.display&&e.node&&("paragraph"===e.node.type||"blockquote"===e.node.type||"listItem"===e.node.type||"table"===e.node.type||"callout"===e.node.type))),i=["entire-file"].concat(r),a=[t$d("SHOW_ENTIRE_FILE")].concat(r.map((e=>`${e.node?.id?`#^${e.node.id}: `:""}${e.display.trim()}`))),o=await ScriptEngine.suggester(app,a,i,"Select section from document");if(!o)return;if("entire-file"===o){if(""===t)return;return void this.updateElement("",n,e)}let s=o.node.id;if(!s||`#^${s}`!==t){if(!s){const t=o.node?.position?.end?.offset;if(!t)return;s=nanoid();const n=await app.vault.cachedRead(e);if(!n)return;await app.vault.modify(e,n.slice(0,t)+` ^${s}`+n.slice(t)),await sleep(200)}this.updateElement(`#^${s}`,n,e)}}actionZoomToElement(e,t){e&&this.view.excalidrawAPI.zoomToFit([e],t??this.view.plugin.settings.zoomToFitMaxLevel,.1)}actionProperties(e,t){e&&new EmbeddableSettings(this.view.plugin,this.view,t,e).open()}actionCrop(e){e&&this.view.app.commands.executeCommandById("obsidian-excalidraw-plugin:crop-image")}actionReload(e,t){e.src=t}actionOpen(e,t){openExternalLink(e.src.startsWith("https://www.youtube.com")||e.src.startsWith("https://player.vimeo.com")?t.link:e.src,this.view.app)}actionCopyCode(e,t){e&&navigator.clipboard.writeText(atob(t.split(",")[1]))}renderButtons(e){const t=this.view;t.app;const n=t?.excalidrawAPI;if(!n)return null;if(!t.file)return null;const r=e.viewModeEnabled&&!t.allowFrameButtonsInViewMode;if(!e.activeEmbeddable||"active"!==e.activeEmbeddable.state||r)return this.menuElementId=null,this.menuFadeTimeout&&(clearTimeout(this.menuFadeTimeout),this.menuFadeTimeout=0),null;const i=e.activeEmbeddable?.element;this.menuElementId!==i.id&&(this.menuElementId=i.id,this.handleMouseLeave());let a=i.link;if(!a)return null;const o=useDefaultExcalidrawFrame(i);let s=Boolean(i.link?.match(REG_LINKINDEX_HYPERLINK));if(!o&&!s){if(a.startsWith("data:text/html"))s=!0;else{const e=REGEX_LINK.getRes(i.link).next();if(!e||!e.value&&e.done)return null;a=REGEX_LINK.getLink(e),s=Boolean(a.match(REG_LINKINDEX_HYPERLINK))}if(!s){const{subpath:n,file:r}=processLinkText(a,t);if(!r)return;const o="md"===r.extension,s=t.plugin.isExcalidrawFile(r),l="pdf"===r.extension,{x:c,y:d}=sceneCoordsToViewportCoords({sceneX:i.x,sceneY:i.y},e),T=d-2.5*ROOTELEMENTSIZE-e.offsetTop+"px",u=c-e.offsetLeft+"px";return React__namespace.createElement("div",{ref:this.containerRef,className:"embeddable-menu",style:{top:T,left:u,opacity:1},onMouseEnter:()=>this.handleMouseEnter(),onPointerDown:()=>this.handleMouseEnter(),onMouseLeave:()=>this.handleMouseLeave()},React__namespace.createElement("div",{className:"Island",style:{position:"relative",display:"block"}},o&&React__namespace.createElement(ActionButton,{key:"MarkdownSection",title:t$d("NARROW_TO_HEADING"),action:async()=>this.actionMarkdownSelection(r,s,n,i),icon:ICONS.ZoomToSection}),o&&!s&&React__namespace.createElement(ActionButton,{key:"MarkdownBlock",title:t$d("NARROW_TO_BLOCK"),action:async()=>this.actionMarkdownBlock(r,n,i),icon:ICONS.ZoomToBlock}),React__namespace.createElement(ActionButton,{key:"ZoomToElement",title:t$d("ZOOM_TO_FIT"),action:()=>this.actionZoomToElement(i,30),icon:ICONS.ZoomToSelectedElement}),React__namespace.createElement(ActionButton,{key:"Properties",title:t$d("PROPERTIES"),action:()=>this.actionProperties(i,r),icon:ICONS.Properties}),l&&React__namespace.createElement(ActionButton,{key:"Crop",title:t$d("CROP_PAGE"),action:()=>this.actionCrop(i),icon:ICONS.Crop})))}}if(s||o){const r=o?n.getHTMLIFrameElement(i.id):t.getEmbeddableElementById(i.id);if(!r||!r.contentWindow)return null;const{x:s,y:l}=sceneCoordsToViewportCoords({sceneX:i.x,sceneY:i.y},e),c=l-2.5*ROOTELEMENTSIZE-e.offsetTop+"px",d=s-e.offsetLeft+"px";return React__namespace.createElement("div",{ref:this.containerRef,className:"embeddable-menu",style:{top:c,left:d,opacity:1},onMouseEnter:()=>this.handleMouseEnter(),onPointerDown:()=>this.handleMouseEnter(),onMouseLeave:()=>this.handleMouseLeave()},React__namespace.createElement("div",{className:"Island",style:{position:"relative",display:"block"}},r.src!==a&&!r.src.startsWith("https://www.youtube.com")&&!r.src.startsWith("https://player.vimeo.com")&&React__namespace.createElement(ActionButton,{key:"Reload",title:t$d("RELOAD"),action:()=>this.actionReload(r,a),icon:ICONS.Reload}),React__namespace.createElement(ActionButton,{key:"Open",title:t$d("OPEN_IN_BROWSER"),action:()=>this.actionOpen(r,i),icon:ICONS.Globe}),React__namespace.createElement(ActionButton,{key:"ZoomToElement",title:t$d("ZOOM_TO_FIT"),action:()=>this.actionZoomToElement(i),icon:ICONS.ZoomToSelectedElement}),React__namespace.createElement(ActionButton,{key:"Properties",title:t$d("PROPERTIES"),action:()=>this.actionProperties(i,null),icon:ICONS.Properties}),a?.startsWith("data:text/html")&&React__namespace.createElement(ActionButton,{key:"CopyCode",title:t$d("COPYCODE"),action:()=>this.actionCopyCode(i,a),icon:ICONS.Copy})))}}}class SelectCard extends obsidian_module.FuzzySuggestModal{app;view;sections;constructor(e,t,n){super(e),this.app=e,this.view=t,this.sections=n,this.limit=20,this.setInstructions([{command:t$d("TYPE_SECTION"),purpose:""}]),this.inputEl.onkeyup=e=>{if("Enter"==e.key&&this.containerEl.innerText.includes(t$d("EMPTY_SECTION_MESSAGE"))){const e=this.inputEl.value;if(""===e||MD_EX_SECTIONS.includes(e))return new obsidian_module.Notice(t$d("INVALID_SECTION_NAME")),void this.close();addBackOfTheNoteCard(this.view,e),this.close()}}}getItems(){return this.sections}getItemText(e){return e}onChooseItem(e){const t=getEA(this.view),n=t.addEmbeddable(0,0,400,500,`[[${this.view.file.path}#${e}]]`);(async()=>{await t.addElementsToView(!0,!1,!0),t.selectElementsInView([n]),t.destroy()})()}start(){this.emptyStateText=t$d("EMPTY_SECTION_MESSAGE"),this.setPlaceholder(t$d("SELECT_SECTION_OR_TYPE_NEW")),this.open()}}const SYSTEM_PROMPT='You are a skilled front-end developer who builds interactive prototypes from wireframes, and is an expert at CSS Grid and Flex design.\nYour role is to transform low-fidelity wireframes into working front-end HTML code.\nYOU MUST FOLLOW FOLLOWING RULES:\n- Use HTML, CSS, JavaScript to build a responsive, accessible, polished prototype\n- Leverage Tailwind for styling and layout (import as script <script src="https://cdn.tailwindcss.com"><\/script>)\n- Inline JavaScript when needed\n- Fetch dependencies from CDNs when needed (using unpkg or skypack)\n- Source images from Unsplash or create applicable placeholders\n- Interpret annotations as intended vs literal UI\n- Fill gaps using your expertise in UX and business logic\n- generate primarily for desktop UI, but make it responsive.\n- Use grid and flexbox wherever applicable.\n- Convert the wireframe in its entirety, don\'t omit elements if possible.\nIf the wireframes, diagrams, or text is unclear or unreadable, refer to provided text for clarification.\nYour goal is a production-ready prototype that brings the wireframes to life.\nPlease output JUST THE HTML file containing your best attempt at implementing the provided wireframes.';async function diagramToHTML({image:e,apiKey:t,text:n,theme:r=THEME.LIGHT}){const i={model:"gpt-4-vision-preview",max_tokens:4096,temperature:.1,messages:[{role:"system",content:SYSTEM_PROMPT},{role:"user",content:[{type:"image_url",image_url:{url:e,detail:"high"}},{type:"text",text:`Above is the reference wireframe. Please make a new website based on these and return just the HTML file. Also, please make it for the ${r} theme. What follows are the wireframe's text annotations (if any)...`},{type:"text",text:n}]}]};return await fetch("https://api.openai.com/v1/chat/completions",{method:"POST",headers:{"Content-Type":"application/json",Authorization:`Bearer ${t}`},body:JSON.stringify(i)})}const EMBEDDABLE_SEMAPHORE_TIMEOUT=2e3,PREVENT_RELOAD_TIMEOUT=2e3,RE_TAIL=/^## Drawing\n.*```\n%%$(.*)/ms;var TextMode;!function(e){e.parsed="parsed",e.raw="raw"}(TextMode||(TextMode={}));const HIDE="excalidraw-hidden",SHOW="excalidraw-visible",addFiles=async(e,t,n)=>{if(!e||0===e.length||!t)return;const r=t.excalidrawAPI;if(!r)return;if(e=e.filter((e=>e&&e.size&&e.size.height>0&&e.size.width>0)),0===e.length)return;const i=scaleLoadedImage(t.getScene(),e);void 0===n&&(n=i.scene.appState.theme),i.dirty&&t.updateScene({elements:i.scene.elements,appState:i.scene.appState,storeAction:"update"});for(const r of e)if(t.excalidrawData.hasFile(r.id)&&t.excalidrawData.getFile(r.id).setImage(r.dataURL,r.mimeType,r.size,n,r.hasSVGwithBitmap),t.excalidrawData.hasEquation(r.id)){const e=t.excalidrawData.getEquation(r.id).latex;t.excalidrawData.setEquation(r.id,{latex:e,isLoaded:!0})}r.addFiles(e)},warningUnknowSeriousError=()=>{new obsidian_module.Notice(t$d("WARNING_SERIOUS_ERROR"),6e4)};let windowMigratedDisableZoomOnce=!1;class ExcalidrawView extends obsidian_module.TextFileView{hoverPopover;freedrawLastActiveTimestamp=0;exportDialog;excalidrawData;excalidrawRoot;excalidrawAPI=null;excalidrawWrapperRef=null;toolsPanelRef=null;embeddableMenuRef=null;parentMoveObserver;linksAlwaysOpenInANewPane=!1;allowFrameButtonsInViewMode=!1;_hookServer;lastSaveTimestamp=0;lastLoadedFile=null;modifierKeyDown={shiftKey:!1,metaKey:!1,ctrlKey:!1,altKey:!1};currentPosition={x:0,y:0};draginfoDiv;canvasNodeFactory;embeddableRefs=new Map;embeddableLeafRefs=new Map;semaphores={warnAboutLinearElementLinkClick:!0,embeddableIsEditingSelf:!1,popoutUnload:!1,viewunload:!1,scriptsReady:!1,justLoaded:!1,preventAutozoom:!1,autosaving:!1,dirty:null,preventReload:!1,isEditingText:!1,saving:!1,forceSaving:!1,hoverSleep:!1,wheelTimeout:null};_plugin;autosaveTimer=null;textMode=TextMode.raw;actionButtons={};compatibilityMode=!1;obsidianMenu;embeddableMenu;destroyers=[];isEditingTextResetTimer=null;preventReloadResetTimer=null;editingSelfResetTimer=null;colorChangeTimer=null;previousSceneVersion=0;previousBackgroundColor="";previousTheme="";selectedTextElement=null;selectedImageElement=null;selectedElementWithLink=null;blockOnMouseButtonDown=!1;doubleClickTimestamp=Date.now();hoverPoint={x:0,y:0};hoverPreviewTarget=null;viewModeEnabled=!1;lastMouseEvent=null;editingTextElementId=null;id=this.leaf.id;packages={react:null,reactDOM:null,excalidrawLib:null};constructor(e,t){super(e),this._plugin=t,this.excalidrawData=new ExcalidrawData(t),this.canvasNodeFactory=new CanvasNodeFactory(this),this.setHookServer()}get hookServer(){return this._hookServer}get plugin(){return this._plugin}get excalidrawContainer(){return this.excalidrawWrapperRef?.current?.firstElementChild}get ownerDocument(){return DEVICE.isMobile?document:this.containerEl.ownerDocument}get ownerWindow(){return this.ownerDocument.defaultView}setHookServer(e){this._hookServer=e||this._plugin.ea}getHookServer(){return this.hookServer??this.plugin.ea}preventAutozoom(){this.semaphores.preventAutozoom=!0,window.setTimeout((()=>{this.semaphores&&(this.semaphores.preventAutozoom=!1)}),1500)}saveExcalidraw(e){if(!e){if(!this.excalidrawAPI)return;e=this.getScene()}const t=`${this.file.path.substring(0,this.file.path.lastIndexOf(".md"))}.excalidraw`,n=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(t));n&&n instanceof obsidian_module.TFile?this.app.vault.modify(n,JSON.stringify(e,null,"\t")):this.app.vault.create(t,JSON.stringify(e,null,"\t"))}async exportExcalidraw(e){this.excalidrawAPI&&this.file&&(DEVICE.isMobile?new Prompt(this.app,t$d("EXPORT_FILENAME_PROMPT"),this.file.basename,t$d("EXPORT_FILENAME_PROMPT_PLACEHOLDER")).openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidraw`;const t=splitFolderAndFilename(this.file.path).folderpath;await checkAndCreateFolder(t);const n=getNewUniqueFilepath(this.app.vault,e,t);this.app.vault.create(n,JSON.stringify(this.getScene(),null,"\t")),new obsidian_module.Notice(`Exported to ${n}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.getScene(e),null,"\t")),`${this.file.basename}.excalidraw`))}async svg(e,t,n,r=!1){const i=this.exportDialog,a={withBackground:i?!i.transparent:getWithBackground(this.plugin,this.file),withTheme:!0,isMask:isMaskFile(this.plugin,this.file),skipInliningFonts:!r};return void 0===n&&(n=shouldEmbedScene(this.plugin,this.file)),await getSVG({...e,appState:{...e.appState,theme:t??(i?i.theme:getExportTheme(this.plugin,this.file,e.appState.theme)),exportEmbedScene:void 0===n?!!i&&i.embedScene:n}},a,i?i.padding:getExportPadding(this.plugin,this.file),this.file)}async saveSVG(e,t){if(!e){if(!this.excalidrawAPI)return!1;e=this.getScene()}const n=async(n,r)=>{const i=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(n)),a=await this.svg(e,r,t,!0);if(!a)return;const o=a.outerHTML;i&&i instanceof obsidian_module.TFile?await this.app.vault.modify(i,o):await this.app.vault.create(n,o)};this.plugin.settings.autoExportLightAndDark?(await n(getIMGFilename(this.file.path,"dark.svg"),"dark"),await n(getIMGFilename(this.file.path,"light.svg"),"light")):await n(getIMGFilename(this.file.path,"svg"))}async exportSVG(e,t){if(!this.excalidrawAPI||!this.file)return;const n=await this.svg(this.getScene(t),void 0,e,!0);n&&download(null,svgToBase64(n.outerHTML),`${this.file.basename}.svg`)}async png(e,t,n){const r=this.exportDialog,i={withBackground:r?!r.transparent:getWithBackground(this.plugin,this.file),withTheme:!0,isMask:isMaskFile(this.plugin,this.file)};return void 0===n&&(n=shouldEmbedScene(this.plugin,this.file)),await getPNG({...e,appState:{...e.appState,theme:t??(r?r.theme:getExportTheme(this.plugin,this.file,e.appState.theme)),exportEmbedScene:void 0===n?!!r&&r.embedScene:n}},i,r?r.padding:getExportPadding(this.plugin,this.file),r?r.scale:getPNGScale(this.plugin,this.file))}async savePNG(e,t){if(!e){if(!this.excalidrawAPI)return!1;e=this.getScene()}const n=async(n,r)=>{const i=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(n)),a=await this.png(e,r,t);a&&(i&&i instanceof obsidian_module.TFile?await this.app.vault.modifyBinary(i,await a.arrayBuffer()):await this.app.vault.createBinary(n,await a.arrayBuffer()))};this.plugin.settings.autoExportLightAndDark?(await n(getIMGFilename(this.file.path,"dark.png"),"dark"),await n(getIMGFilename(this.file.path,"light.png"),"light")):await n(getIMGFilename(this.file.path,"png"))}async exportPNGToClipboard(e,t){if(!this.excalidrawAPI||!this.file)return;const n=await this.png(this.getScene(t),void 0,e);n&&await navigator.clipboard.write([new window.ClipboardItem({"image/png":n})])}async exportPNG(e,t){if(!this.excalidrawAPI||!this.file)return;const n=await this.png(this.getScene(t),void 0,e);if(!n)return;const r=new FileReader;r.readAsDataURL(n),r.onloadend=()=>{const e=r.result;download(null,e,`${this.file.basename}.png`)}}setPreventReload(){this.semaphores.preventReload=!0,this.preventReloadResetTimer=window.setTimeout((()=>this.semaphores.preventReload=!1),2e3)}clearPreventReloadTimer(){this.preventReloadResetTimer&&(window.clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null)}async setEmbeddableIsEditingSelf(){this.clearEmbeddableIsEditingSelfTimer(),await this.forceSave(!0),this.semaphores.embeddableIsEditingSelf=!0}clearEmbeddableIsEditingSelfTimer(){this.editingSelfResetTimer&&(window.clearTimeout(this.editingSelfResetTimer),this.editingSelfResetTimer=null)}clearEmbeddableIsEditingSelf(){this.clearEmbeddableIsEditingSelfTimer(),this.editingSelfResetTimer=window.setTimeout((()=>this.semaphores.embeddableIsEditingSelf=!1),2e3)}async save(e=!0,t=!1,n=!1){if(!this.isLoaded)return;if(!n&&this.semaphores.embeddableIsEditingSelf)return;if(this.semaphores.saving)return;this.semaphores.saving=!0;let r=!1;if(!(this.excalidrawAPI&&this.isLoaded&&this.file&&this.app.vault.getAbstractFileByPath(this.file.path)))return void(this.semaphores.saving=!1);const i=this.isDirty()||t;try{if(i){const n=this.getScene();if(this.compatibilityMode?await this.excalidrawData.syncElements(n):await this.excalidrawData.syncElements(n,this.excalidrawAPI.getAppState().selectedElementIds)&&!this.semaphores.popoutUnload&&await this.loadDrawing(!1,this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted))),this.clearDirty(),this.clearPreventReloadTimer(),this.semaphores.preventReload=e,await this.prepareGetViewData(),this.semaphores?.viewunload){await this.prepareGetViewData();const e=this.getViewData(),t=this.plugin,n=this.file;return window.setTimeout((async()=>{await t.app.vault.modify(n,e),await imageCache.addBAKToCache(n.path,e)}),200),void(this.semaphores.saving=!1)}await super.save();const i=this.file.path,a=this.lastSavedData;window.setTimeout((()=>imageCache.addBAKToCache(i,a)),50),r=this.lastSaveTimestamp===this.file.stat.mtime&&!e&&t,this.lastSaveTimestamp=this.file.stat.mtime,e&&this.setPreventReload()}if(!r&&!this.semaphores.autosaving&&(!this.semaphores.viewunload||this.semaphores.popoutUnload)){const e=this.excalidrawData.autoexportPreference;(e===AutoexportPreference.inherit&&this.plugin.settings.autoexportSVG||e===AutoexportPreference.both||e===AutoexportPreference.svg)&&this.saveSVG(),(e===AutoexportPreference.inherit&&this.plugin.settings.autoexportPNG||e===AutoexportPreference.both||e===AutoexportPreference.png)&&this.savePNG(),!this.compatibilityMode&&this.plugin.settings.autoexportExcalidraw&&this.saveExcalidraw()}}catch(e){errorlog({where:"ExcalidrawView.save",fn:this.save,error:e}),warningUnknowSeriousError()}this.semaphores.saving=!1,r&&this.reload(!0,this.file),this.resetAutosaveTimer()}viewSaveData="";async prepareGetViewData(){if(!this.excalidrawAPI||!this.excalidrawData.loaded)return void(this.viewSaveData=this.data);const e=this.getScene();if(e){if(!this.compatibilityMode){const e=this.exportDialog?.dirty&&this.exportDialog?.saveSettings?[[FRONTMATTER_KEYS["export-padding"].name,this.exportDialog.padding.toString()],[FRONTMATTER_KEYS["export-pngscale"].name,this.exportDialog.scale.toString()],[FRONTMATTER_KEYS["export-dark"].name,"dark"===this.exportDialog.theme?"true":"false"],[FRONTMATTER_KEYS["export-transparent"].name,this.exportDialog.transparent?"true":"false"],[FRONTMATTER_KEYS.plugin.name,this.textMode===TextMode.raw?"raw":"parsed"],[FRONTMATTER_KEYS["export-embed-scene"].name,this.exportDialog.embedScene?"true":"false"]]:[[FRONTMATTER_KEYS.plugin.name,this.textMode===TextMode.raw?"raw":"parsed"]];this.exportDialog?.dirty&&(this.exportDialog.dirty=!1);const t=getExcalidrawMarkdownHeaderSection(this.data,e),n=this.plugin.settings.zoteroCompatibility?RE_TAIL.exec(this.data)?.[1]??"":"";this.excalidrawData.disableCompression||(this.excalidrawData.disableCompression=this.plugin.settings.decompressForMDView&&this.isEditedAsMarkdownInOtherView());const r=IS_WORKER_SUPPORTED?t+await this.excalidrawData.generateMDAsync(this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted)))+n:t+this.excalidrawData.generateMDSync(this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted)))+n;return this.excalidrawData.disableCompression=!1,void(this.viewSaveData=r)}this.compatibilityMode?this.viewSaveData=JSON.stringify(e,null,"\t"):this.viewSaveData=this.data}else this.viewSaveData=this.data}getViewData(){return this.viewSaveData??this.data}hiddenMobileLeaves=[];restoreMobileLeaves(){this.hiddenMobileLeaves.length>0&&(this.hiddenMobileLeaves.forEach((e=>{e[0].containerEl.style.display=e[1]})),this.hiddenMobileLeaves=[])}async openLaTeXEditor(e){await this.excalidrawData.syncElements(this.getScene())&&await this.forceSave(!0);const t=this.getViewElements().find((t=>t.id===e&&"image"===t.type));if(!t)return;const n=t.fileId;let r=this.excalidrawData.getEquation(n)?.latex;(r||(await this.save(!1),r=this.excalidrawData.getEquation(n)?.latex,r))&&GenericInputPrompt.Prompt(this,this.plugin,this.app,t$d("ENTER_LATEX"),void 0,r,void 0,3).then((async e=>{e&&e!==r&&(this.excalidrawData.setEquation(n,{latex:e,isLoaded:!1}),await this.save(!1),await updateEquation(e,n,this,addFiles),this.setDirty(1))}))}async openEmbeddedLinkEditor(e){const t=this.getViewElements().find((t=>t.id===e&&"image"===t.type));if(!t)return;const n=t.fileId,r=this.excalidrawData.getFile(n);if(r)if(r.isHyperLink||r.isLocalLink||!r.file);else{const e=async e=>{if(e&&r.linkParts.original!==e&&(r.resetImage(this.file.path,e),this.excalidrawData.setFile(n,r),this.setDirty(2),await this.save(!1),await sleep(100),!this.plugin.isExcalidrawFile(r.file)&&!e.endsWith("|100%"))){const e=getEA(this);let n=this.getViewElements().find((e=>e.id===t.id));if(!n)return void e.destroy();n&&await e.resetImageAspectRatio(n)&&await e.addElementsToView(!1),e.destroy()}};GenericInputPrompt.Prompt(this,this.plugin,this.app,t$d("MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT_TITLE"),void 0,r.linkParts.original,[{caption:"✅",action:e=>{e.replaceAll("\n","").trim()}}],3,!1,(e=>e.createEl("p",{text:fragWithHTML(t$d("MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT"))})),!1).then(e.bind(this),(()=>{}))}}toggleDisableBinding(){const e=!this.excalidrawAPI.getAppState().invertBindingBehaviour;this.updateScene({appState:{invertBindingBehaviour:e},storeAction:"update"}),new obsidian_module.Notice(t$d(e?"ARROW_BINDING_INVERSE_MODE":"ARROW_BINDING_NORMAL_MODE"))}toggleFrameRendering(){const e=this.excalidrawAPI.getAppState().frameRendering;this.updateScene({appState:{frameRendering:{...e,enabled:!e.enabled}},storeAction:"update"}),new obsidian_module.Notice(e.enabled?t$d("FRAME_CLIPPING_ENABLED"):t$d("FRAME_CLIPPING_DISABLED"))}toggleFrameClipping(){const e=this.excalidrawAPI.getAppState().frameRendering;this.updateScene({appState:{frameRendering:{...e,clip:!e.clip}},storeAction:"update"}),new obsidian_module.Notice(e.clip?"Frame Clipping: Enabled":"Frame Clipping: Disabled")}gotoFullscreen(){this.plugin.leafChangeTimeout&&(window.clearTimeout(this.plugin.leafChangeTimeout),this.plugin.leafChangeTimeout=null),this.excalidrawWrapperRef&&(this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!0),(e=>{let t=e;for(;t&&!t.hasClass("workspace-split");)e.addClass(SHOW),t=(e=t).parentElement;e&&(e.addClass(SHOW),e.querySelectorAll(`div.workspace-split:not(.${SHOW})`).forEach((t=>{t!==e&&t.addClass(SHOW)})),e.querySelector(`div.workspace-leaf-content.${SHOW} > .view-header`).addClass(SHOW),e.querySelectorAll(`div.workspace-tab-container.${SHOW} > div.workspace-leaf:not(.${SHOW})`).forEach((e=>e.addClass(SHOW))),e.querySelectorAll(`div.workspace-tabs.${SHOW} > div.workspace-tab-header-container`).forEach((e=>e.addClass(SHOW))),e.querySelectorAll(`div.workspace-split.${SHOW} > div.workspace-tabs:not(.${SHOW})`).forEach((e=>e.addClass(SHOW))));const n=this.ownerDocument;n.body.querySelectorAll(`div.workspace-split:not(.${SHOW})`).forEach((e=>{e!==t?e.addClass(HIDE):e.addClass(SHOW)})),n.body.querySelector(`div.workspace-leaf-content.${SHOW} > .view-header`).addClass(HIDE),n.body.querySelectorAll(`div.workspace-tab-container.${SHOW} > div.workspace-leaf:not(.${SHOW})`).forEach((e=>e.addClass(HIDE))),n.body.querySelectorAll(`div.workspace-tabs.${SHOW} > div.workspace-tab-header-container`).forEach((e=>e.addClass(HIDE))),n.body.querySelectorAll(`div.workspace-split.${SHOW} > div.workspace-tabs:not(.${SHOW})`).forEach((e=>e.addClass(HIDE))),n.body.querySelectorAll("div.workspace-ribbon").forEach((e=>e.addClass(HIDE))),n.body.querySelectorAll("div.mobile-navbar").forEach((e=>e.addClass(HIDE))),n.body.querySelectorAll("div.status-bar").forEach((e=>e.addClass(HIDE)))})(this.contentEl))}isFullscreen(){return Boolean(document.body.querySelector(".excalidraw-hidden"))}exitFullscreen(){this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!1);const e=this.ownerDocument;e.querySelectorAll(".excalidraw-hidden").forEach((e=>e.removeClass(HIDE))),e.querySelectorAll(".excalidraw-visible").forEach((e=>e.removeClass(SHOW)))}removeLinkTooltip(){const e=this.ownerDocument.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");e&&e.classList.remove("excalidraw-tooltip--visible")}handleLinkHookCall(e,t,n){if(this.getHookServer().onLinkClickHook)try{if(!this.getHookServer().onLinkClickHook(e,t,n,this,this.getHookServer()))return!0}catch(e){errorlog({where:"ExcalidrawView.onLinkOpen",fn:this.getHookServer().onLinkClickHook,error:e})}return!1}getLinkTextForElement(e,t,n=!1){if(e?.id||t?.id){let r=e.id?this.excalidrawAPI.getSceneElements().find((t=>t.id===e.id)):null,i=t.id?this.excalidrawAPI.getSceneElements().find((e=>e.id===t.id)):null;if(Boolean(r)||"text"!==i?.type||"arrow"===getContainerElement(i,arrayToMap(this.excalidrawAPI.getSceneElements()))?.type&&getTextElementAtPointer(this.currentPosition,this)?.id===i.id&&(r=i,i=null),!n&&["arrow","line"].includes(i?.type))return{linkText:i.link,selectedElement:i,isLinearElement:!0};if(!r&&"text"===i?.type)if(n)r=i,i=null;else{const e=getContainerElement(i,arrayToMap(this.excalidrawAPI.getSceneElements()));if("arrow"===e?.type)return{linkText:this.processLinkText(i.rawText,i,e,!1).linkText,selectedElement:e,isLinearElement:!0};r=i,i=null}let a=t?.text??(this.textMode===TextMode.parsed?this.excalidrawData.getRawText(e.id):e.text);return{...this.processLinkText(a,r,i),isLinearElement:!1}}return{linkText:null,selectedElement:null,isLinearElement:!1}}processLinkText(e,t,n,r=!0){if(!e)return{linkText:null,selectedElement:null};if(e.startsWith("#"))return{linkText:e,selectedElement:t??n};const i=parseObsidianLink(e,this.app,r);"string"==typeof i&&(e=i);const a=REGEX_LINK.getResList(e);if(!e||0===a.length){if(t?.containerId){const i=_getContainerElement(t,{elements:this.excalidrawAPI.getSceneElements()});if(i){if((e=i.link)?.startsWith("#"))return{linkText:e,selectedElement:t??n};const a=parseObsidianLink(e,this.app,r);"string"==typeof a&&(e=a)}}e&&0!==a.length||(e=t?.link)}return{linkText:e,selectedElement:t??n}}async linkClick(e,t,n,r,i,a=!1){t||(t={id:null,text:null}),n||(n={id:null,fileId:null}),r||(r={id:null,text:null}),e||i||(i=emulateKeysForLinkClick("new-tab")),e&&!i&&(i={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,metaKey:e.metaKey,altKey:e.altKey});const o=linkClickModifierType(i);let s=null,l=null,{linkText:c,selectedElement:d,isLinearElement:T}=this.getLinkTextForElement(t,r,a);if(d){if(!a&&c&&T)return void(this.semaphores.warnAboutLinearElementLinkClick&&(new obsidian_module.Notice(t$d("LINEAR_ELEMENT_LINK_CLICK_ERROR"),2e4),this.semaphores.warnAboutLinearElementLinkClick=!1));if(!c)return;if(c=c.replaceAll("\n",""),this.handleLinkHookCall(d,c,e))return;if(openExternalLink(c,this.app))return;const t=parseObsidianLink(c,this.app);if("boolean"==typeof t&&t)return;"string"==typeof t&&(c=t);const n=await linkPrompt(c,this.app,this);if(!n)return;[s,c,l]=n}if(n?.id){const e=this.getScene().elements.find((e=>e.id===n.id));if(this.excalidrawData.hasEquation(n.fileId))return this.updateScene({appState:{contextMenu:null}}),void this.openLaTeXEditor(n.id);if(this.excalidrawData.hasMermaid(n.fileId)||getMermaidText(e))return void(shouldRenderMermaid&&this.excalidrawAPI.updateScene({appState:{openDialog:{name:"ttd",tab:"mermaid"}},storeAction:"update"}));if(await this.save(!1),this.excalidrawData.hasFile(n.fileId)){const t=n.fileId,r=this.excalidrawData.getFile(t);if(!r.isHyperLink&&!r.isLocalLink&&r.file&&"md-properties"===o)return this.updateScene({appState:{contextMenu:null}}),void this.openEmbeddedLinkEditor(n.id);let i=" ";const a=this.app.metadataCache?.getBacklinksForFile(r.file)?.data,d=new Set;a&&this.plugin.settings.showSecondOrderLinks&&(i+=Object.keys(a).filter((e=>e!==this.file.path&&e!==r.file.path)).map((e=>{const t=splitFolderAndFilename(e);return d.has(e)?"":(d.add(e),`[[${e}|${t$d("LINKLIST_SECOND_ORDER_LINK")}: ${t.basename}]]`)})).join(" ")),this.plugin.settings.showSecondOrderLinks&&this.plugin.isExcalidrawFile(r.file)&&(i+=getExcalidrawFileForwardLinks(this.app,r.file,d));const T=(r.isHyperLink||r.isLocalLink?`[](${r.hyperlink}) `:`[[${r.linkParts.original}]] `)+(e.link?e.link.match(/$cmd:\/\/.*/)||e.link.match(REG_LINKINDEX_HYPERLINK)?`[](${e.link})`:e.link:""),u=await linkPrompt(T+i,this.app,this);if(!u)return;[s,c,l]=u}}if(!c){if(a)return;return void new obsidian_module.Notice(t$d("LINK_BUTTON_CLICK_NO_TEXT"),2e4)}const u=n.id??t.id??r.id,Q=this.excalidrawAPI.getSceneElements().filter((e=>e.id===u))[0];if(!this.handleLinkHookCall(Q,c,e))try{if("active-pane"!==o&&this.isFullscreen()&&this.exitFullscreen(),!s)return void new NewFileActions({plugin:this.plugin,path:c,keys:i,view:this,sourceElement:Q}).open();this.linksAlwaysOpenInANewPane&&!anyModifierKeysPressed(i)&&(i=emulateKeysForLinkClick("new-pane"));try{const e=this.app.plugins.plugins["drawio-obsidian"];if(e&&e._loaded&&"svg"===s.extension){const e=await this.app.vault.cachedRead(s);if(/(&lt;|\<)(mxfile|mxgraph)/i.test(e))return void getLeaf(this.plugin,this.leaf,i).setViewState({type:"diagram-edit",state:{file:s.path}})}}catch(e){console.error(e)}await this.forceSaveIfRequired();const{promise:e}=openLeaf({plugin:this.plugin,fnGetLeaf:()=>getLeaf(this.plugin,this.leaf,i),file:s,openState:{active:!this.linksAlwaysOpenInANewPane,...l?{eState:{subpath:l}}:{}}});await e}catch(e){new obsidian_module.Notice(e,4e3)}}async handleLinkClick(e,t=!1){this.removeLinkTooltip();const n=this.getSelectedTextElement(),r=n?.id?null:this.getSelectedImageElement(),i=r?.id||n?.id?null:this.getSelectedElementWithLink();this.linkClick(e instanceof MouseEvent?e:null,n,r,i,e instanceof MouseEvent?null:e,t)}onResize(){if(super.onResize(),this.plugin.leafChangeTimeout)return;const e=this.excalidrawAPI;this.plugin.settings.zoomToFitOnResize&&this.excalidrawAPI&&!this.semaphores.isEditingText&&e&&(e.getAppState()?.editingTextElement||this.zoomToFit(!1))}excalidrawGetSceneVersion;getSceneVersion(e){return this.excalidrawGetSceneVersion||(this.excalidrawGetSceneVersion=this.packages.excalidrawLib.getSceneVersion),this.excalidrawGetSceneVersion(e.filter((e=>!e.isDeleted)))}async forceSave(e=!1){this.semaphores.autosaving||this.semaphores.saving?e||new obsidian_module.Notice(t$d("FORCE_SAVE_ABORTED")):(this.preventReloadResetTimer&&(window.clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null),this.semaphores.preventReload=!1,this.semaphores.forceSaving=!0,await this.save(!1,!0,!0),this.plugin.triggerEmbedUpdates(),this.loadSceneFiles(),this.semaphores.forceSaving=!1,e||new obsidian_module.Notice("Save successful",1e3))}onload(){const e=Boolean(void 0===this.containerEl.onWindowMigrated);this.packages=this.plugin.getPackage(this.ownerWindow),DEVICE.isDesktop&&!e&&this.destroyers.push(this.containerEl.onWindowMigrated((async()=>{const e=this.file,t=this.leaf;await closeLeafView(t),windowMigratedDisableZoomOnce=!0,t.setViewState({type:"excalidraw",state:{file:e.path}})}))),this.semaphores.scriptsReady=!0,this.registerDomEvent(this.containerEl,"wheel",(e=>{this.semaphores.wheelTimeout&&window.clearTimeout(this.semaphores.wheelTimeout),this.semaphores.hoverSleep&&this.excalidrawAPI&&this.clearHoverPreview(),this.semaphores.wheelTimeout=window.setTimeout((()=>{window.clearTimeout(this.semaphores.wheelTimeout),this.semaphores.wheelTimeout=null}),1e3)}),{passive:!1}),this.actionButtons.scriptInstall=this.addAction("ScriptEngine",t$d("INSTALL_SCRIPT_BUTTON"),(()=>{new ScriptInstallPrompt(this.plugin).open()})),this.actionButtons.save=this.addAction("save",t$d("FORCE_SAVE"),(async()=>this.forceSave())),this.actionButtons.isRaw=this.addAction("presentation",t$d("RAW"),(()=>this.changeTextMode(TextMode.parsed))),this.actionButtons.isParsed=this.addAction("quote-glyph",t$d("PARSED"),(()=>this.changeTextMode(TextMode.raw))),this.actionButtons.link=this.addAction("link",t$d("OPEN_LINK"),(e=>this.handleLinkClick(e))),this.registerDomEvent(this.ownerWindow,"resize",this.onExcalidrawResize.bind(this)),this.app.workspace.onLayoutReady((async()=>{if(!this.plugin)return;let e=0;for(;e++<50&&(!Boolean(this?.plugin?.activeLeafChangeEventHandler)||!Boolean(this.canvasNodeFactory));)if(await sleep(50),!this?.plugin)return;Boolean(this?.plugin?.activeLeafChangeEventHandler)&&(Boolean(this.plugin.activeLeafChangeEventHandler)&&this?.app?.workspace?.activeLeaf===this.leaf&&this.plugin.activeLeafChangeEventHandler(this.leaf),this.canvasNodeFactory.initialize(),this.contentEl.addClass("excalidraw-view"),await this.addSlidingPanesListner(),this.addParentMoveObserver(),this.registerDomEvent(this.ownerWindow,"keydown",(e=>{this.modifierKeyDown={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,altKey:e.altKey,metaKey:e.metaKey}}),!1),this.registerDomEvent(this.ownerWindow,"keyup",(e=>{this.modifierKeyDown={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,altKey:e.altKey,metaKey:e.metaKey}}),!1),this.registerDomEvent(this.ownerWindow,"blur",(()=>{this.excalidrawAPI&&this.excalidrawData.loaded&&this.isDirty()&&"image"!==this.excalidrawAPI.getAppState().activeTool.type&&this.forceSave(!0)}),!1))})),this.setupAutosaveTimer(),super.onload()}slidingPanesListner;async addSlidingPanesListner(){if(!this.plugin.settings.slidingPanesSupport)return;this.slidingPanesListner=()=>{this.excalidrawAPI&&this.refreshCanvasOffset()};let e=this.app.workspace.rootSplit;for(;!e;)await sleep(50),e=this.app.workspace.rootSplit;this.registerDomEvent(e.containerEl,"scroll",this.slidingPanesListner)}removeSlidingPanesListner(){this.slidingPanesListner&&(this.app.workspace.rootSplit.containerEl?.removeEventListener("scroll",this.slidingPanesListner),this.slidingPanesListner=null)}offsetLeft=0;offsetTop=0;addParentMoveObserver(){const e=getParentOfClass(this.containerEl,"popover")??getParentOfClass(this.containerEl,"workspace-leaf");if(!e)return;const t=e.classList.contains("popover");this.offsetLeft=e.offsetLeft,this.offsetTop=e.offsetTop;const n=async e=>{const t=e[0].target;if(!(t instanceof HTMLElement))return;const{offsetLeft:n,offsetTop:r}=t;n===this.offsetLeft&&r===this.offsetTop||(this.excalidrawAPI&&this.refreshCanvasOffset(),this.offsetLeft=n,this.offsetTop=r)};this.parentMoveObserver=DEBUGGING?new CustomMutationObserver(n,"parentMoveObserver"):new MutationObserver(n),this.parentMoveObserver.observe(e,{attributeOldValue:!0,attributeFilter:t?["data-x","data-y"]:["class","style"]})}removeParentMoveObserver(){this.parentMoveObserver&&(this.parentMoveObserver.disconnect(),this.parentMoveObserver=null)}setTheme(e){const t=this.excalidrawAPI;if(!t)return;if(this.file&&hasExportTheme(this.plugin,this.file))return;const n=t.getAppState();this.excalidrawData.scene.theme=e,this.updateScene({appState:{...n,theme:e},storeAction:"update"})}prevTextMode;blockTextModeChange=!1;async changeTextMode(e,t=!0){if(this.compatibilityMode)return;if(this.blockTextModeChange)return;this.blockTextModeChange=!0,this.textMode=e,e===TextMode.parsed?(this.actionButtons.isRaw.hide(),this.actionButtons.isParsed.show()):(this.actionButtons.isRaw.show(),this.actionButtons.isParsed.hide()),this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setPreviewMode(e===TextMode.parsed);const n=this.excalidrawAPI;n&&t&&(await this.save(),this.preventAutozoom(),await this.excalidrawData.loadData(this.data,this.file,this.textMode),this.excalidrawData.scene.appState.theme=n.getAppState().theme,await this.loadDrawing(!1),n.history.clear()),this.prevTextMode=this.textMode,this.blockTextModeChange=!1}autosaveFunction;get autosaveInterval(){return DEVICE.isMobile?this.plugin.settings.autosaveIntervalMobile:this.plugin.settings.autosaveIntervalDesktop}setupAutosaveTimer(){const e=async()=>{if(!this.isLoaded)return void(this.autosaveTimer=window.setTimeout(e,this.autosaveInterval));const t=this.excalidrawAPI;if(!t)return void warningUnknowSeriousError();const n=t.getAppState(),r="freedraw"===n.activeTool?.type&&this.freedrawLastActiveTimestamp>Date.now()-2e3,i=null!==n.editingTextElement,a=null!==n.newElement;this.refreshCanvasOffset(),!this.isDirty()||!this.plugin.settings.autosave||this.semaphores.forceSaving||this.semaphores.autosaving||this.semaphores.embeddableIsEditingSelf||r||i||a?this.autosaveTimer=window.setTimeout(e,this.plugin.activeExcalidrawView===this&&this.semaphores.dirty&&this.plugin.settings.autosave?1e3:this.autosaveInterval):(this.autosaveTimer=null,this.excalidrawAPI&&(this.semaphores.autosaving=!0,this.save().then((()=>this.semaphores.autosaving=!1))),this.autosaveTimer=window.setTimeout(e,this.autosaveInterval))};this.autosaveFunction=e,this.resetAutosaveTimer()}resetAutosaveTimer(){this.autosaveFunction&&(this.autosaveTimer&&(window.clearTimeout(this.autosaveTimer),this.autosaveTimer=null),this.autosaveTimer=window.setTimeout(this.autosaveFunction,this.autosaveInterval))}unload(){super.unload()}async onUnloadFile(e){let t=0;for(;this.semaphores.saving&&t++<200;)await sleep(50),15==t++&&new obsidian_module.Notice(t$d("SAVE_IS_TAKING_LONG")),80===t&&new obsidian_module.Notice(t$d("SAVE_IS_TAKING_VERY_LONG"));t>=200?new obsidian_module.Notice("Unknown error, save is taking too long"):await this.forceSaveIfRequired()}async forceSaveIfRequired(){let e=0,t=!1;for(;this.semaphores.saving&&e++<200;)t=!0,await sleep(40);if(this.excalidrawAPI&&(this.checkSceneVersion(this.excalidrawAPI.getSceneElements()),this.isDirty())){const e=this.file?.path,n=this.plugin;window.setTimeout((()=>{n.triggerEmbedUpdates(e)}),400),t=!0,await this.save(!0,!0,!0)}return t}async onClose(){await this.forceSaveIfRequired(),this.excalidrawRoot&&(this.excalidrawRoot.unmount(),this.excalidrawRoot=null),this.clearPreventReloadTimer(),this.clearEmbeddableIsEditingSelfTimer(),this.plugin.scriptEngine?.removeViewEAs(this),this.excalidrawAPI=null,this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv),this.canvasNodeFactory&&this.canvasNodeFactory.destroy(),this.canvasNodeFactory=null,this.embeddableLeafRefs.clear(),this.embeddableRefs.clear(),Object.values(this.actionButtons).forEach((e=>e.remove())),this.actionButtons={},this.excalidrawData&&(this.excalidrawData.destroy(),this.excalidrawData=null),this.exportDialog&&(this.exportDialog.destroy(),this.exportDialog=null),this.hoverPreviewTarget=null,this.plugin.ea?.targetView===this&&(this.plugin.ea.targetView=null),this._hookServer?.targetView===this&&(this._hookServer.targetView=null),this._hookServer=null,this.containerEl.onWindowMigrated=null,this.packages={react:null,reactDOM:null,excalidrawLib:null};let e=0;this.app.workspace.iterateAllLeaves((t=>{t!==this.leaf&&t.containerEl?.ownerDocument.defaultView===this.ownerWindow&&e++})),0===e&&this.plugin.deletePackage(this.ownerWindow),this.lastMouseEvent=null,this.requestSave=null,this.leaf.tabHeaderInnerTitleEl.style.color="",await super.onClose(),tmpBruteForceCleanup(this)}onunload(){if(super.onunload(),this.destroyers.forEach((e=>e())),this.restoreMobileLeaves(),this.semaphores.viewunload=!0,this.semaphores.popoutUnload=this.ownerDocument!==document&&0===this.ownerDocument.body.querySelectorAll(".workspace-tab-header").length,this.getHookServer().onViewUnloadHook)try{this.getHookServer().onViewUnloadHook(this)}catch(e){errorlog({where:"ExcalidrawView.onunload",fn:this.getHookServer().onViewUnloadHook,error:e})}const e=this.containerEl?.ownerDocument?.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");e&&this.containerEl?.ownerDocument?.body.removeChild(e),this.removeParentMoveObserver(),this.removeSlidingPanesListner(),this.autosaveTimer&&(window.clearInterval(this.autosaveTimer),this.autosaveTimer=null),this.autosaveFunction=null}async reload(e=!1,t){const n=t&&t===this.file;if(this.semaphores.embeddableIsEditingSelf)return this.editingSelfResetTimer&&(this.clearEmbeddableIsEditingSelfTimer(),this.semaphores.embeddableIsEditingSelf=!1),void(n&&(this.data=await this.app.vault.read(this.file)));if(this.semaphores.preventReload)return void(this.semaphores.preventReload=!1);if(this.semaphores.saving)return;if(this.lastLoadedFile=null,this.actionButtons.save.querySelector("svg").removeClass("excalidraw-dirty"),this.compatibilityMode)return void this.clearDirty();const r=this.excalidrawAPI;this.file&&r&&(n&&(this.data=await this.app.vault.read(t),this.preventAutozoom()),e?await this.excalidrawData.loadData(this.data,this.file,this.textMode):await this.excalidrawData.setTextMode(this.textMode),this.excalidrawData.scene.appState.theme=r.getAppState().theme,await this.loadDrawing(n),this.clearDirty())}async zoomToElementId(e,t){let n=0;for(;!this.excalidrawAPI&&n++<100;)await sleep(50);const r=this.excalidrawAPI;if(!r)return;const i=r.getSceneElements();let a=i.filter((t=>t.id===e));if(0===a.length){const t=getFrameBasedOnFrameNameOrId(e,i);if(!t)return;a=[t]}if(t){const e=this.plugin.ea.getElementsInTheSameGroupWithElement(a[0],i);e.length>0&&(a=e)}this.preventAutozoom(),this.zoomToElements(!r.getAppState().viewModeEnabled,a)}setEphemeralState(e){if(!e)return;if("all"===e.rename)return void this.app.fileManager.promptForFileRename(this.file);let t=null;e.match&&e.match.content&&e.match.matches&&e.match.matches.length>=1&&2===e.match.matches[0].length&&(t=[e.match.content.substring(e.match.matches[0][0],e.match.matches[0][1])]);const n=async()=>{let e=0;for(;(this.semaphores.justLoaded||!this.isLoaded||!this.excalidrawAPI||this.excalidrawAPI?.getAppState()?.isLoading)&&e++<100;)await sleep(50)},r=getEmbeddedFilenameParts(e.subpath&&e.subpath.startsWith("#^group")&&!e.subpath.startsWith("#^group=")?"#^group="+e.subpath.substring(7):e.subpath&&e.subpath.startsWith("#^area")&&!e.subpath.startsWith("#^area=")?"#^area="+e.subpath.substring(6):e.subpath);r.hasBlockref&&window.setTimeout((async()=>{if(await n(),r.blockref&&!r.hasGroupref&&!this.getScene()?.elements.find((e=>e.id===r.blockref))){const t=cleanSectionHeading(r.blockref).replaceAll(" ","");if((await this.getBackOfTheNoteBlocks()).includes(t))return void this.setMarkdownView(e)}window.setTimeout((()=>this.zoomToElementId(r.blockref,r.hasGroupref)))})),r.hasSectionref?t=[`# ${r.sectionref}`]:e.line&&e.line>0&&(t=[this.data.split("\n")[e.line-1]]),t&&window.setTimeout((async()=>{await n();const i=this.excalidrawAPI;if(!i)return;if(i.getAppState().isLoading)return;const a=i.getSceneElements();if(1===t.length&&t[0].startsWith("[")){let e=REGEX_LINK.getResList(t[0])[0];if(e){const t=REGEX_LINK.getLink(e);if(t){const e=this.plugin.app.metadataCache.getFirstLinkpathDest(t,this.file.path);if(e){let t=[];if(this.excalidrawData.files.forEach(((n,r)=>{n.file?.path===e.path&&t.push(r)})),t.length>0){const e=a.filter((e=>"image"===e.type&&t.includes(e.fileId)));if(e.length>0)return this.preventAutozoom(),void window.setTimeout((()=>this.zoomToElements(!i.getAppState().viewModeEnabled,e)))}}}}}if(!this.selectElementsMatchingQuery(a,t,!i.getAppState().viewModeEnabled,r.hasSectionref,r.hasGroupref)){const n=cleanSectionHeading(t[0]);if((await this.getBackOfTheNoteSections()).includes(n)||this.data.includes(t[0]))return void this.setMarkdownView(e)}}))}clear(){this.semaphores.warnAboutLinearElementLinkClick=!0,this.viewSaveData="",this.canvasNodeFactory.purgeNodes(),this.embeddableRefs.clear(),this.embeddableLeafRefs.clear(),delete this.exportDialog;const e=this.excalidrawAPI;e&&(this.activeLoader&&(this.activeLoader.terminate=!0,this.activeLoader=null),this.nextLoader=null,e.resetScene(),this.previousSceneVersion=0)}isLoaded=!1;async setViewData(e,t=!1){if(this.lastLoadedFile!==this.file&&(this.isLoaded=!1,this.file)){if(this.plugin.settings.showNewVersionNotification&&checkExcalidrawVersion(),isMaskFile(this.plugin,this.file)){const e=new obsidian_module.Notice(t$d("MASK_FILE_NOTICE"),5e3);let t;this.registerDomEvent(e.noticeEl,"pointerdown",(e=>{t=window.setTimeout((()=>{window.open("https://youtu.be/uHFd0XoHRxE")}),1e3)})),this.registerDomEvent(e.noticeEl,"pointerup",(e=>{window.clearTimeout(t)}))}t&&this.clear(),this.lastSaveTimestamp=this.file.stat.mtime,this.lastLoadedFile=this.file,e=this.data=e.replaceAll("\r\n","\n").replaceAll("\r","\n"),this.app.workspace.onLayoutReady((async()=>{if(!this?.app)return;let t=0;for(;(!this.file||!this.plugin.fourthFontLoaded)&&t++<50;)await sleep(50);if(!this.file)return;if(this.compatibilityMode="excalidraw"===this.file.extension,await this.plugin.loadSettings(),this.compatibilityMode)this.plugin.enableLegacyFilePopoverObserver(),this.actionButtons.isRaw.hide(),this.actionButtons.isParsed.hide(),this.actionButtons.link.hide(),this.textMode=TextMode.raw,await this.excalidrawData.loadLegacyData(e,this.file),this.plugin.settings.compatibilityMode||new obsidian_module.Notice(t$d("COMPATIBILITY_MODE"),4e3),this.excalidrawData.disableCompression=!0;else{this.actionButtons.link.show(),this.excalidrawData.disableCompression=!1;const t=getTextMode(e);this.changeTextMode(t,!1);try{if(!await this.excalidrawData.loadData(e,this.file,this.textMode))return}catch(e){if(errorlog({where:"ExcalidrawView.setViewData",error:e}),"iframe conversion canceled"===e.message)return void this.setMarkdownView();const t=this.file,n=this.plugin,r=this.leaf;return(async()=>{let i=!0,a=0;const o=Date.now();for(;!imageCache.isReady()&&i;){const e=`You've been now waiting for <b>${Math.round((Date.now()-o)/1e3)}</b> seconds. `;imageCache.initializationNotice=!0;const t=new ConfirmationPrompt(n,`${a>0?a%4==0?e+"The CACHE is still loading.<br><br>":a%4==1?e+"Watch the top right corner for the notification.<br><br>":a%4==2?e+"I really, really hope the backup will work for you! <br><br>":e+"I am sorry, it is taking a while, there is not much I can do... <br><br>":""}${t$d("CACHE_NOT_READY")}`);i=await t.waitForClose,a++}const s=await imageCache.getBAKFromCache(t.path);s?new ConfirmationPrompt(n,t$d("BACKUP_AVAILABLE")).waitForClose.then((async e=>{e&&(await this.app.vault.modify(t,s),n.excalidrawFileModes[r.id||t.path]="excalidraw",setExcalidrawView(r))})):new obsidian_module.Notice(`Error loading drawing:\n${e.message}${"Cannot read property 'index' of undefined"===e.message?"\n'# Drawing' section is likely missing":""}\n\nTry manually fixing the file or restoring an earlier version from sync history.`,1e4)})(),void this.setMarkdownView()}}if(await this.loadDrawing(!0),this.plugin.ea.onFileOpenHook){const e=getEA(this);try{await this.plugin.ea.onFileOpenHook({ea:e,excalidrawFile:this.file,view:this})}catch(e){errorlog({where:"ExcalidrawView.setViewData.onFileOpenHook",error:e})}finally{e.destroy()}}const n=this.excalidrawData.getOnLoadScript();if(n){const e=this.file.basename+"-onlaod-script",t=()=>{this.excalidrawAPI?this.plugin.scriptEngine.executeScript(this,n,e,this.file):window.setTimeout(t.bind(this),200)};t()}this.isLoaded=!0}))}}getGridColor(e,t){const n=this.plugin.ea.getCM(e),r=n.isDark();let i,a;const o=this.plugin.settings.gridSettings.OPACITY/100;if(this.plugin.settings.gridSettings.DYNAMIC_COLOR)i=(r?n.lighterBy(10):n.darkerBy(10)).alphaTo(o).stringRGB({alpha:!0}),a=(r?n.lighterBy(5):n.darkerBy(5)).alphaTo(o).stringRGB({alpha:!0});else{const e=this.plugin.ea.getCM(this.plugin.settings.gridSettings.COLOR),t=e.isDark();i=e.alphaTo(o).stringRGB({alpha:!0}),a=(t?e.lighterBy(10):e.darkerBy(10)).alphaTo(o).stringRGB({alpha:!0})}return{Bold:a,Regular:i}}activeLoader=null;nextLoader=null;async loadSceneFiles(e=!1){if(!this.excalidrawAPI)return;const t=new EmbeddedFilesLoader(this.plugin),n=t=>{this.nextLoader=null,this.activeLoader=t,t.loadSceneFiles(this.excalidrawData,((e,t,r=!0)=>{e&&(addFiles(e,this,t),r&&(this.activeLoader=null,this.nextLoader?n(this.nextLoader):this.excalidrawData.getFiles().some((e=>{if(e&&!e.file&&e.attemptCounter<30){const e=this.file.path;return window.setTimeout((async()=>{this&&this.excalidrawAPI&&e===this.file.path&&this.loadSceneFiles()}),2e3),!0}return!1}))))}),0,e)};this.activeLoader?this.nextLoader=t:n(t)}async synchronizeWithData(e){if(this.semaphores.embeddableIsEditingSelf)return;let t=0;for(;this.semaphores.saving&&t++<30;)await sleep(100);if(t>=30)return void errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Aborting sync with received file (${this.file.path}) because semaphores.saving remained true for ower 3 seconds`,fn:this.synchronizeWithData});this.semaphores.saving=!0;let n=!1;try{const t=e.deletedElements.map((e=>e.id)),r=this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>!t.contains(e.id))),i=r.map((e=>e.id)),a=t=>{switch(t.type){case"text":this.excalidrawData.textElements.set(t.id,e.textElements.get(t.id));break;case"image":e.getFile(t.fileId)?(this.excalidrawData.setFile(t.fileId,e.getFile(t.fileId)),n=!0):e.getEquation(t.fileId)&&(this.excalidrawData.setEquation(t.fileId,e.getEquation(t.fileId)),n=!0)}e.elementLinks.has(t.id)&&this.excalidrawData.elementLinks.set(t.id,e.elementLinks.get(t.id))};e.scene.elements.forEach(((t,o,s)=>{const l=r.filter((e=>e.id===t.id))[0];if(l&&(l.version<t.version||l.version===t.version&&JSON.stringify(l)!==JSON.stringify(t))){a(t);const e=i.indexOf(t.id);if(r.splice(e,1),0===o)r.splice(0,0,t),0!==e&&(i.splice(e,1),i.splice(0,0,t.id));else{const n=s[o-1].id,a=i.indexOf(n);r.splice(a+1,0,t),a!==e-1&&(i.splice(e,1),i.splice(a+1,0,t.id))}}else if(l)l&&"image"===t.type&&e.getFile(t.fileId)&&(this.excalidrawData.setFile(t.fileId,e.getFile(t.fileId)),n=!0);else if(a(t),0===o)r.splice(0,0,t),i.splice(0,0,t.id);else{const e=s[o-1].id,n=i.indexOf(e);r.splice(n+1,0,t),i.splice(n+1,0,t.id)}})),this.previousSceneVersion=this.getSceneVersion(r),this.getSceneVersion(e.scene.elements)!==this.previousSceneVersion&&this.setDirty(3),this.updateScene({elements:r,storeAction:"capture"}),n&&this.loadSceneFiles()}catch(e){errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Error during sync with received file (${this.file.path})`,fn:this.synchronizeWithData,error:e})}this.semaphores.saving=!1}async loadDrawing(e,t){const n=this.excalidrawData.scene;this.semaphores.justLoaded=e,this.clearDirty();const r=this.excalidrawData.getOpenMode();this.semaphores.preventReload=!1;const i="always"===this.plugin.settings.defaultPenMode||"mobile"===this.plugin.settings.defaultPenMode&&DEVICE.isMobile,a=this.excalidrawAPI;if(a){const o=this.isLoaded?a.getAppState().viewModeEnabled:n.elements.length>0&&r.viewModeEnabled,s=this.isLoaded?a.getAppState().zenModeEnabled:r.zenModeEnabled;this.updateScene({elements:n.elements.concat(t??[]),files:n.files,storeAction:"update"},e),this.updateScene({appState:{...n.appState,...this.excalidrawData.selectedElementIds?this.excalidrawData.selectedElementIds:{},zenModeEnabled:s,viewModeEnabled:o,linkOpacity:this.excalidrawData.getLinkOpacity(),trayModeEnabled:this.plugin.settings.defaultTrayMode,penMode:i,penDetected:i,allowPinchZoom:this.plugin.settings.allowPinchZoom,allowWheelZoom:this.plugin.settings.allowWheelZoom,pinnedScripts:this.plugin.settings.pinnedScripts,customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens)},storeAction:"update"}),this.app.workspace.getActiveViewOfType(ExcalidrawView)===this.leaf.view&&this.excalidrawWrapperRef&&this.excalidrawWrapperRef.current?.firstElementChild?.focus(),this.onAfterLoadScene(e)}else this.instantiateExcalidraw({elements:n.elements,appState:{...n.appState,zenModeEnabled:r.zenModeEnabled,viewModeEnabled:n.elements.length>0&&r.viewModeEnabled,linkOpacity:this.excalidrawData.getLinkOpacity(),trayModeEnabled:this.plugin.settings.defaultTrayMode,penMode:i,penDetected:i,allowPinchZoom:this.plugin.settings.allowPinchZoom,allowWheelZoom:this.plugin.settings.allowWheelZoom,pinnedScripts:this.plugin.settings.pinnedScripts,customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens)},files:n.files,libraryItems:await this.getLibrary()});const o=null!==this.data.match(/```compressed\-json\n/gm);this.compatibilityMode||this.plugin.settings.compress===o||this.isEditedAsMarkdownInOtherView()||this.setDirty(4)}isEditedAsMarkdownInOtherView(){return app.workspace.getLeavesOfType("markdown").filter((e=>e.view.file===this.file)).length>0}onAfterLoadScene(e){this.loadSceneFiles(),this.updateContainerSize(null,!0,e),this.initializeToolsIconPanelAfterLoading()}setDirty(e){this.semaphores.saving||(this.isDirty()||this.resetAutosaveTimer(),this.semaphores.dirty=this.file?.path,this.actionButtons.save.querySelector("svg").addClass("excalidraw-dirty"),!this.semaphores.viewunload&&this.toolsPanelRef?.current&&this.toolsPanelRef.current.setDirty(!0),DEVICE.isMobile||obsidian_module.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerTitleEl.style.color="var(--color-accent)"))}isDirty(){return Boolean(this.semaphores?.dirty)&&this.semaphores.dirty===this.file?.path}clearDirty(){if(this.semaphores.viewunload)return;const e=this.excalidrawAPI;if(!e)return;this.semaphores.dirty=null,this.toolsPanelRef?.current&&this.toolsPanelRef.current.setDirty(!1);const t=e.getSceneElements();t&&(this.previousSceneVersion=this.getSceneVersion(t)),this.actionButtons.save.querySelector("svg").removeClass("excalidraw-dirty"),DEVICE.isMobile||obsidian_module.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerTitleEl.style.color="")}async initializeToolsIconPanelAfterLoading(){if(this.semaphores.viewunload)return;const e=this.excalidrawAPI;if(!e)return;const t=e.getAppState();let n=0;for(;!this.plugin.scriptEngine&&n++<50;)sleep(50);const r=this.toolsPanelRef?.current;r&&this.plugin.scriptEngine&&(r.setTheme(t.theme),r.setExcalidrawViewMode(t.viewModeEnabled),r.setPreviewMode(this.compatibilityMode?null:this.textMode===TextMode.parsed),r.updateScriptIconMap(this.plugin.scriptEngine.scriptIconMap))}canAcceptExtension(e){return"excalidraw"===e}getDisplayText(){return this.file?this.file.basename:t$d("NOFILE")}getViewType(){return"excalidraw"}getIcon(){return ICON_NAME}async setMarkdownView(e){await this.forceSaveIfRequired(),await sleep(200),this.plugin.excalidrawFileModes[this.id||this.file.path]="markdown",this.plugin.setMarkdownView(this.leaf,e)}async openAsMarkdown(e){this.plugin.settings.compress&&this.plugin.settings.decompressForMDView?(this.excalidrawData.disableCompression=!0,await this.save(!0,!0,!0)):this.isDirty()&&await this.save(!0,!0,!0),this.setMarkdownView(e)}async convertExcalidrawToMD(){await this.save();const e=await this.plugin.convertSingleExcalidrawToMD(this.file);await sleep(250),this.plugin.openDrawing(e,"active-pane",!0)}convertTextElementToMarkdown(e,t){e&&new Prompt(this.app,"Filename","","Leave blank to cancel this action").openAndGetValue((async n=>{if(!n)return;n=`${n}.md`;const r=splitFolderAndFilename(this.file.path).folderpath;await checkAndCreateFolder(r);const i=getNewUniqueFilepath(this.app.vault,n,r),a=[];t&&t.link&&a.push(t.link),a.push(e.rawText);const o=await this.app.vault.create(i,a.join("\n"));if(o){const n=getEA(this),r=t?[e,t]:[e];n.copyViewElementsToEAforEditing(r),n.getElements().forEach((e=>e.isDeleted=!0));const[i,a,s,l]=t?[t.x,t.y,t.width,t.height]:[e.x,e.y,500,500],c=n.addEmbeddable(i,a,s,l,void 0,o);t&&["backgroundColor","fillStyle","roughness","roundness","strokeColor","strokeStyle","strokeWidth"].forEach((e=>{n.getElement(c)[e]=t[e]})),n.getElement(c),await n.addElementsToView(),n.destroy()}}))}async addYouTubeThumbnail(e){const t=await getYouTubeThumbnailLink(e),n=getEA(this),r=await n.addImage(0,0,t);n.getElement(r).link=e,await n.addElementsToView(!0,!0,!0),n.destroy()}async addImageWithURL(e){const t=getEA(this);await t.addImage(0,0,e),await t.addElementsToView(!0,!0,!0),t.destroy()}async addImageSaveToVault(e){const t=getEA(this),n=getMimeType(getURLImageExtension(e)),r=await getDataURLFromURL(e,n,3e3),i=await generateIdFromFile((new TextEncoder).encode(r)),a=await this.excalidrawData.saveDataURLtoVault(r,n,i);if(!a)return new obsidian_module.Notice(t$d("ERROR_SAVING_IMAGE")),void t.destroy();await t.addImage(0,0,a),await t.addElementsToView(!0,!0,!0),t.destroy()}async addTextWithIframely(e){const t=await this.addText(e),n=`http://iframely.server.crestify.com/iframely?url=${e}`;try{const r=JSON.parse(await obsidian_module.request({url:n}));if(!r||r.error||!r.meta?.title)return;const i=getEA(this),a=i.getViewElements().filter((e=>e.id===t));1===a.length&&(a[0].text=a[0].originalText=a[0].rawText=`[${r.meta.title}](${e})`,i.copyViewElementsToEAforEditing(a),await i.addElementsToView(!1,!1,!1),i.destroy())}catch(e){}}onPaneMenu(e,t){this.excalidrawAPI&&this.getViewSelectedElements().some((e=>"text"===e.type))&&e.addItem((e=>{e.setTitle(t$d("OPEN_LINK")).setIcon("external-link").setSection("pane").onClick((e=>{this.handleLinkClick(e)}))})),this.compatibilityMode?e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE")).onClick((()=>this.convertExcalidrawToMD())).setSection("pane")})):e.addItem((e=>{e.setTitle(t$d("OPEN_AS_MD")).setIcon("document").onClick((()=>{this.openAsMarkdown()})).setSection("pane")})),e.addItem((e=>{e.setTitle(t$d("EXPORT_IMAGE")).setIcon("export-img").setSection("pane").onClick((async e=>{this.excalidrawAPI&&this.file&&(this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file),this.exportDialog.createForm()),this.exportDialog.open())})).setSection("pane")})).addItem((e=>{e.setTitle(t$d("INSTALL_SCRIPT_BUTTON")).setIcon("ScriptEngine").setSection("pane").onClick((()=>{new ScriptInstallPrompt(this.plugin).open()}))})),super.onPaneMenu(e,t)}async getLibrary(){const e=this.plugin.getStencilLibrary();return e?.library?e.library:e?.libraryItems??[]}setCurrentPositionToCenter(){const e=this.excalidrawAPI;if(!e)return;const t=e.getAppState(),{width:n,height:r,offsetLeft:i,offsetTop:a}=t;this.currentPosition=viewportCoordsToSceneCoords({clientX:n/2+i,clientY:r/2+a},t)}getSelectedTextElement(){const e=this.excalidrawAPI;if(!e)return{id:null,text:null};if(e.getAppState().viewModeEnabled&&this.selectedTextElement){const e=this.selectedTextElement;return this.selectedTextElement=null,e}const t=e.getSceneElements().filter((t=>t.id===Object.keys(e.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,text:null};if("text"===t[0].type)return{id:t[0].id,text:t[0].text};if(["image","arrow"].contains(t[0].type))return{id:null,text:null};const n=t[0].boundElements?.filter((e=>"text"===e.type));if(n?.length>0){const t=e.getSceneElements().filter((e=>e.id===n[0].id));if(t.length>0)return{id:t[0].id,text:t[0].text}}if(0===t[0].groupIds.length)return{id:null,text:null};const r=t[0].groupIds[0];return 0===e.getSceneElements().filter((e=>e.groupIds?.includes(r))).filter((e=>"text"===e.type)).length?{id:null,text:null}:{id:t[0].id,text:t[0].text}}getSelectedImageElement(){const e=this.excalidrawAPI;if(!e)return{id:null,fileId:null};if(e.getAppState().viewModeEnabled&&this.selectedImageElement){const e=this.selectedImageElement;return this.selectedImageElement=null,e}const t=e.getSceneElements().filter((t=>t.id==Object.keys(e.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,fileId:null};if("image"==t[0].type)return{id:t[0].id,fileId:t[0].fileId};if("text"===t[0].type)return{id:null,fileId:null};if(0===t[0].groupIds.length)return{id:null,fileId:null};const n=t[0].groupIds[0],r=e.getSceneElements().filter((e=>e.groupIds?.includes(n))).filter((e=>"image"==e.type));return 0===r.length?{id:null,fileId:null}:{id:r[0].id,fileId:r[0].fileId}}getSelectedElementWithLink(){const e=this.excalidrawAPI;if(!e)return{id:null,text:null};if(e.getAppState().viewModeEnabled&&this.selectedElementWithLink){const e=this.selectedElementWithLink;return this.selectedElementWithLink=null,e}const t=e.getSceneElements().filter((t=>t.id==Object.keys(e.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,text:null};if(t[0].link)return{id:t[0].id,text:t[0].link};const n=getBoundTextElementId(t[0]);if(n){const t=e.getSceneElements().filter((e=>e.id===n&&e.link));if(t.length>0)return{id:t[0].id,text:t[0].text}}if(0===t[0].groupIds.length)return{id:null,text:null};const r=t[0].groupIds[0],i=e.getSceneElements().filter((e=>e.groupIds?.includes(r))).filter((e=>e.link));return 0===i.length?{id:null,text:null}:{id:i[0].id,text:i[0].link}}async addLink(e,t,n){const r=this.excalidrawAPI,i=r.getAppState();if(!i.selectedElementIds||i.selectedElementIds&&1!==Object.keys(i.selectedElementIds).length)return void this.addText(e);const a=Object.keys(r.getAppState().selectedElementIds)[0],o=r.getSceneElements().find((e=>e.id===a));if(!o||o&&null!==o.link)return o&&new obsidian_module.Notice("Selected element already has a link. Inserting link as text."),void this.addText(e);const s=getEA(this);s.copyViewElementsToEAforEditing([o]),s.getElement(a).link=e,await s.addElementsToView(!1,!0),s.destroy()}async addText(e,t,n=!0){const r=this.excalidrawAPI;if(!r)return;const i=r.getAppState(),a=getEA(this);a.style.strokeColor=i.currentItemStrokeColor??"black",a.style.opacity=i.currentItemOpacity??1,a.style.fontFamily=t??i.currentItemFontFamily??1,a.style.fontSize=i.currentItemFontSize??20,a.style.textAlign=i.currentItemTextAlign??"left";const{width:o,height:s}=i,l=viewportCoordsToSceneCoords({clientX:0,clientY:0},i),c=viewportCoordsToSceneCoords({clientX:o,clientY:s},i),d=l.x>this.currentPosition.x||c.x<this.currentPosition.x||l.y>this.currentPosition.y||c.y<this.currentPosition.y,T=a.addText(this.currentPosition.x,this.currentPosition.y,e);return await this.addElements(a.getElements(),d,n,void 0,!0),a.destroy(),T}async addElements(e,t=!1,n=!1,r,i=!1,a=!1){const o=this.excalidrawAPI;if(!o)return!1;const s=arrayToMap(o.getSceneElements()),l=e.filter((e=>"text"==e.type));for(let e=0;e<l.length;e++){const t=l[e],{parseResult:n,link:r}=await this.excalidrawData.addTextElement(t.id,t.text,t.rawText);if(r&&(t.link=r),this.textMode===TextMode.parsed&&!t?.isDeleted){const{text:e,x:r,y:i,width:a,height:o}=refreshTextDimensions(t,null,s,n);t.text=e,t.originalText=n,t.x=r,t.y=i,t.width=a,t.height=o}}t&&(e=repositionElementsToCursor(e,this.currentPosition,!0));const c=e.map((e=>e.id)),d=o.getSceneElements(),T=[];for(let t=0;t<d.length;t++){const n=d[t].id;c.includes(n)&&(d[t]=e.filter((e=>e.id===n))[0],T.push(n))}const u=i?d.concat(e.filter((e=>!T.includes(e.id)))):e.filter((e=>!T.includes(e.id))).concat(d);if(this.updateScene({elements:u,storeAction:"capture"},a),r&&Object.keys(r).length>0){const e=[];Object.keys(r).forEach((t=>{if(e.push({mimeType:r[t].mimeType,id:r[t].id,dataURL:r[t].dataURL,created:r[t].created}),r[t].file||r[t].isHyperLink||r[t].isLocalLink){const e=new EmbeddedFile(this.plugin,this.file.path,r[t].isHyperLink&&!r[t].isLocalLink?r[t].hyperlink:r[t].file),n=o.getAppState();e.setImage(r[t].dataURL,r[t].mimeType,r[t].size,"dark"===n.theme,r[t].hasSVGwithBitmap),this.excalidrawData.setFile(r[t].id,e)}r[t].latex&&this.excalidrawData.setEquation(r[t].id,{latex:r[t].latex,isLoaded:!0})})),o.addFiles(e)}return o.updateContainerSize(o.getSceneElements().filter((e=>c.includes(e.id))).filter(isContainer)),n?await this.save(!1):this.setDirty(5),!0}getScene(e){const t=this.excalidrawAPI;if(!t)return null;const n=e?this.getViewSelectedElements():t.getSceneElements(),r=t.getAppState(),i={...t.getFiles()};if(i){const e=n.filter((e=>"image"===e.type)).map((e=>e.fileId)),t=Object.keys(i).filter((t=>!e.contains(t)));t.forEach((e=>delete i[e]))}const a={...r.activeTool};return["freedraw","hand"].includes(a.type)||(a.type="selection"),a.customType=null,a.lastActiveTool=null,{type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:n,appState:{theme:r.theme,viewBackgroundColor:r.viewBackgroundColor,currentItemStrokeColor:r.currentItemStrokeColor,currentItemBackgroundColor:r.currentItemBackgroundColor,currentItemFillStyle:r.currentItemFillStyle,currentItemStrokeWidth:r.currentItemStrokeWidth,currentItemStrokeStyle:r.currentItemStrokeStyle,currentItemRoughness:r.currentItemRoughness,currentItemOpacity:r.currentItemOpacity,currentItemFontFamily:r.currentItemFontFamily,currentItemFontSize:r.currentItemFontSize,currentItemTextAlign:r.currentItemTextAlign,currentItemStartArrowhead:r.currentItemStartArrowhead,currentItemEndArrowhead:r.currentItemEndArrowhead,currentItemArrowType:r.currentItemArrowType,scrollX:r.scrollX,scrollY:r.scrollY,zoom:r.zoom,currentItemRoundness:r.currentItemRoundness,gridSize:r.gridSize,gridStep:r.gridStep,gridModeEnabled:r.gridModeEnabled,gridColor:r.gridColor,colorPalette:r.colorPalette,currentStrokeOptions:r.currentStrokeOptions,frameRendering:r.frameRendering,objectsSnapModeEnabled:r.objectsSnapModeEnabled,activeTool:a},prevTextMode:this.prevTextMode,files:i}}refreshCanvasOffset(){if(0===this.contentEl.clientWidth||0===this.contentEl.clientHeight)return;const e=this.excalidrawAPI;e&&e.refresh()}refresh(){this.refreshCanvasOffset()}clearHoverPreview(){if(this.hoverPopover){if(this.hoverPreviewTarget=null,this.hoverPopover.embed?.editor)return;this.hoverPopover?.hide()}else if(this.hoverPreviewTarget){const e=new MouseEvent("click",{view:this.ownerWindow,bubbles:!0,cancelable:!0});this.hoverPreviewTarget.dispatchEvent(e),this.hoverPreviewTarget=null}}dropAction(e){const t=app.dragManager.draggable?.files;return t&&t[0]==this.file&&(t.shift(),this.app.dragManager.draggable.title=`${t.length} files`),["file","files"].includes(this.app.dragManager.draggable?.type)?"link":e.types?.includes("text/html")||e.types?.includes("text/plain")||e.types?.includes("Files")?"copy":void 0}identifyElementClicked(){if(this.selectedTextElement=getTextElementAtPointer(this.currentPosition,this),this.selectedTextElement&&this.selectedTextElement.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(this.selectedTextElement=null)}if(this.selectedImageElement=getImageElementAtPointer(this.currentPosition,this),this.selectedImageElement&&this.selectedImageElement.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(this.selectedImageElement=null)}if(this.selectedElementWithLink=getElementWithLinkAtPointer(this.currentPosition,this),this.selectedElementWithLink&&this.selectedElementWithLink.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(this.selectedElementWithLink=null)}}showHoverPreview(e,t){if(!this.lastMouseEvent)return;const n=this.excalidrawAPI?.getAppState();if(n?.editingTextElement||n?.newElement)return;if(this.semaphores.wheelTimeout)return;if(!e){if(!this.currentPosition)return;e="";const n=getTextElementAtPointer(this.currentPosition,this);if(n&&n.text){const{linkText:r,selectedElement:i}=this.getLinkTextForElement(n,n);if(t=i,!(e=getLinkTextFromLink(r)))return}else{const n=getImageElementAtPointer(this.currentPosition,this),r=n?.id||n?.id?null:getElementWithLinkAtPointer(this.currentPosition,this);if(t=this.excalidrawAPI.getSceneElements().find((e=>e.id===n.id)),!(n&&n.fileId||r?.id))return;if(n?.id){if(!this.excalidrawData.hasFile(n.fileId))return;const r=this.excalidrawData.getFile(n.fileId);if(r.isHyperLink||r.isLocalLink||IMAGE_TYPES.contains(r.file.extension)||"pdf"===r.file.extension.toLowerCase()||this.plugin.ea.isExcalidrawFile(r.file)){if(!(e=getLinkTextFromLink(t.link)))return}else{const t=r.linkParts.ref?`#${r.linkParts.isBlockRef?"^":""}${r.linkParts.ref}`:"";e=r.file.path+t}}if(r?.id&&!(e=getLinkTextFromLink(r.text)))return}}if(this.getHookServer().onLinkHoverHook)try{if(!this.getHookServer().onLinkHoverHook(t,e,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.showHoverPreview",fn:this.getHookServer().onLinkHoverHook,error:e})}if(this.semaphores.hoverSleep)return;const r=app.metadataCache.getFirstLinkpathDest(e.split("#")[0],this.file.path);r&&(this.ownerDocument.querySelector(`div.popover-title[data-path="${r.path}"]`)||(this.semaphores.hoverSleep=!0,window.setTimeout((()=>this.semaphores.hoverSleep=!1),500),this.plugin.hover.linkText=e,this.plugin.hover.sourcePath=this.file.path,this.hoverPreviewTarget=this.contentEl,this.app.workspace.trigger("hover-link",{event:this.lastMouseEvent,source:"excalidraw",hoverParent:this,targetEl:this.hoverPreviewTarget,linktext:this.plugin.hover.linkText,sourcePath:this.plugin.hover.sourcePath}),this.hoverPoint=this.currentPosition,this.isFullscreen()&&window.setTimeout((()=>{const e=this.ownerDocument.querySelector(`div.popover-title[data-path="${r.path}"]`)?.parentElement?.parentElement?.parentElement??this.ownerDocument.body.querySelector("div.popover");e&&this.contentEl.append(e)}),400)))}isLinkSelected(){return Boolean(this.getSelectedTextElement().id||this.getSelectedImageElement().id||this.getSelectedElementWithLink().id)}excalidrawDIVonKeyDown(e){this.semaphores?.viewunload||e.target!==this.excalidrawWrapperRef.current&&(this.isFullscreen()&&e.keyCode===KEYCODE.ESC&&this.exitFullscreen(),!isWinCTRLorMacCMD(e)||isSHIFT(e)||isWinALTorMacOPT(e)||this.showHoverPreview())}onPointerDown(e){(isWinCTRLorMacCMD(e)||isWinMETAorMacCTRL(e))&&(this.plugin.settings.allowCtrlClick||isWinMETAorMacCTRL(e))&&(Boolean(this.excalidrawAPI?.getAppState().contextMenu)||window.setTimeout((()=>{this.isLinkSelected()&&this.handleLinkClick(e)})))}onMouseMove(e){this.lastMouseEvent=e.nativeEvent}onMouseOver(){this.clearHoverPreview()}onDragOver(e){const t=this.dropAction(e.dataTransfer);if(t){this.draginfoDiv||(this.draginfoDiv=createDiv({cls:"excalidraw-draginfo"}),this.ownerDocument.body.appendChild(this.draginfoDiv));let n="";this.app.dragManager.draggable?n={image:"Insert Image","image-fullsize":"Insert Image @100%",link:"Insert Link",embeddable:"Insert Interactive-Frame"}[internalDragModifierType(e)]:1===e.dataTransfer.types.length&&e.dataTransfer.types.includes("Files")?(n={"image-import":"Import external file or reuse existing file if path is from the Vault","image-url":"Insert Image: with local URI or internal-link if from Vault",link:"Insert Link: local URI or internal-link if from Vault",embeddable:"Insert Interactive-Frame: local URI or internal-link if from Vault"}[localFileDragModifierType(e)],DEVICE.isMacOS&&isWinCTRLorMacCMD(e)&&(n="CMD is reserved by MacOS for file system drag actions.\nCan't use it in Obsidian.\nUse a combination of SHIFT, CTRL, OPT instead.")):n={"image-import":"Import Image to Vault","image-url":"Insert Image or YouTube Thumbnail with URL",link:"Insert Link",embeddable:"Insert Interactive-Frame"}[webbrowserDragModifierType(e)],e.shiftKey||e.ctrlKey||e.altKey||e.metaKey||(n+=DEVICE.isMacOS||DEVICE.isIOS?"\nTry SHIFT, OPT, CTRL combinations for other drop actions":"\nTry SHIFT, CTRL, ALT, Meta combinations for other drop actions"),this.draginfoDiv.innerText!==n&&(this.draginfoDiv.innerText=n);const r=e.clientY-8*parseFloat(getComputedStyle(this.draginfoDiv).fontSize)+"px",i=e.clientX-this.draginfoDiv.clientWidth/2+"px";return this.draginfoDiv.style.top!==r&&(this.draginfoDiv.style.top=r),this.draginfoDiv.style.left!==i&&(this.draginfoDiv.style.left=i),e.dataTransfer.dropEffect=t,e.preventDefault(),!1}}onDragLeave(){this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv)}onPointerUpdate(e){if(this.currentPosition=e.pointer,this.hoverPreviewTarget&&(Math.abs(this.hoverPoint.x-e.pointer.x)>50||Math.abs(this.hoverPoint.y-e.pointer.y)>50)&&this.clearHoverPreview(),this.viewModeEnabled){if(!this.blockOnMouseButtonDown&&"down"===e.button){if(this.blockOnMouseButtonDown=!0,isWinCTRLorMacCMD(this.modifierKeyDown)||isWinMETAorMacCTRL(this.modifierKeyDown))return void this.identifyElementClicked();const e=Date.now();return e-this.doubleClickTimestamp<600&&e-this.doubleClickTimestamp>40&&this.identifyElementClicked(),void(this.doubleClickTimestamp=e)}"up"===e.button&&(this.blockOnMouseButtonDown=!1),(isWinCTRLorMacCMD(this.modifierKeyDown)||this.excalidrawAPI.getAppState().isViewModeEnabled&&this.plugin.settings.hoverPreviewWithoutCTRL)&&this.showHoverPreview()}}updateGridColor(e,t){e||(t=this.excalidrawAPI.getAppState(),e=e??"transparent"===t.viewBackgroundColor?"white":t.viewBackgroundColor),window.setTimeout((()=>this.updateScene({appState:{gridColor:this.getGridColor(e,t)},storeAction:"update"})))}canvasColorChangeHook(e){const t="transparent"===e.viewBackgroundColor?"white":e.viewBackgroundColor;if(this.updateGridColor(t,e),setDynamicStyle(this.plugin.ea,this,t,this.plugin.settings.dynamicStyling),this.plugin.ea.onCanvasColorChangeHook)try{this.plugin.ea.onCanvasColorChangeHook(this.plugin.ea,this,e.viewBackgroundColor)}catch(e){errorlog({where:this.canvasColorChangeHook,source:this.plugin.ea.onCanvasColorChangeHook,error:e,message:"ea.onCanvasColorChangeHook exception"})}}checkSceneVersion(e){const t=this.getSceneVersion(e);(t>0||0===t&&e.length>0)&&t!==this.previousSceneVersion&&(this.previousSceneVersion=t,this.setDirty(6.1))}onChange(e,t){if("freedraw"===t.newElement?.type&&(this.freedrawLastActiveTimestamp=Date.now()),this.viewModeEnabled=t.viewModeEnabled,this.semaphores.justLoaded){if((this.excalidrawData?.scene?.elements?.length??0)>0&&0===e.length)return;return this.semaphores.justLoaded=!1,!this.semaphores.preventAutozoom&&this.plugin.settings.zoomToFitOnOpen&&this.zoomToFit(!1,!0),this.previousSceneVersion=this.getSceneVersion(e),this.previousBackgroundColor=t.viewBackgroundColor,this.previousTheme=t.theme,void this.canvasColorChangeHook(t)}t.theme!==this.previousTheme&&this.file===this.excalidrawData.file&&(this.previousTheme=t.theme,this.setDirty(5.1)),t.viewBackgroundColor!==this.previousBackgroundColor&&this.file===this.excalidrawData.file&&(this.previousBackgroundColor=t.viewBackgroundColor,this.setDirty(6),this.colorChangeTimer&&window.clearTimeout(this.colorChangeTimer),this.colorChangeTimer=window.setTimeout((()=>{this.canvasColorChangeHook(t),this.colorChangeTimer=null}),50)),this.semaphores.dirty||null===t.editingTextElement&&null===t.editingLinearElement&&this.checkSceneVersion(e)}onLibraryChange(e){(async()=>{const t={type:"excalidrawlib",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,libraryItems:e};this.plugin.setStencilLibrary(t),await this.plugin.saveSettings()})()}onPaste(e,t){const n=this.excalidrawAPI,r=this.getHookServer();if(e&&r.onPasteHook){const n=r.onPasteHook({ea:r,payload:e,event:t,excalidrawFile:this.file,view:this,pointerPosition:this.currentPosition});if("boolean"==typeof n&&!1===n)return!1}if(!this.modifierKeyDown.ctrlKey&&null!=t&&DEVICE.isLinux)return!1;if(e&&e.text&&hyperlinkIsImage(e.text))return this.addImageWithURL(e.text),!1;if(e&&e.text&&!this.modifierKeyDown.shiftKey){if(Boolean(e.text.replaceAll("\r\n","\n").replaceAll("\r","\n").match(/^`{3}[^\n]*\n.+\n`{3}\s*$/ms))){const t=e.text;return window.setTimeout((()=>this.pasteCodeBlock(t))),!1}if(isTextImageTransclusion(e.text,this,(async(e,t)=>{const n=getEA(this);if(IMAGE_TYPES.contains(t.extension))n.selectElementsInView([await insertImageToView(n,this.currentPosition,t)]),n.destroy();else if("pdf"!==t.extension)n.selectElementsInView([await insertEmbeddableToView(n,this.currentPosition,t,e)]),n.destroy();else if(e.match(/^[^#]*#page=\d*(&\w*=[^&]+){0,}&rect=\d*,\d*,\d*,\d*/g)){const t=getEA(this);await t.addImage(this.currentPosition.x,this.currentPosition.y,e),t.addElementsToView(!1,!1).then((()=>t.destroy()))}else new UniversalInsertFileModal(this.plugin,this).open(t,this.currentPosition);this.setDirty(9)})))return!1;const t=obsidianPDFQuoteWithRef(e.text);if(t){const e=getEA(this),r=n.getAppState(),i=r.currentItemStrokeColor,a=r.viewBackgroundColor;e.style.strokeColor="transparent"===i?e.getCM("transparent"===a?"white":a).invert().stringHEX({alpha:!1}):i,e.style.fontFamily=r.currentItemFontFamily,e.style.fontSize=r.currentItemFontSize;const o=e.measureText(t.quote),s=o.width+60,l=e.addText(this.currentPosition.x,this.currentPosition.y,t.quote,{box:!0,boxStrokeColor:"transparent",width:Math.min(500,s),height:o.height+60});return e.elementsDict[l].link=`[[${t.link}]]`,e.addElementsToView(!1,!1).then((()=>e.destroy())),!1}}if(e.elements&&window.setTimeout((()=>this.save()),30),e&&e.text&&e.text.match(/(\[\[[^\]]*]])|(\[[^\]]*]\([^)]*\))/gm)){const e=n.getSceneElements().filter((e=>"text"===e.type)).map((e=>e.id));window.setTimeout((async()=>{const t=n.getSceneElementsIncludingDeleted(),r=t.filter((t=>"text"===t.type&&!t.isDeleted&&!e.includes(t.id))),i=new Map;let a;const o=(e,t)=>{i.set(a,[e,t])};if(r.forEach((e=>{a=e,isTextImageTransclusion(e.originalText,this,o)})),0===i.size)return void this.save(!1);for(const[e,[n,r]]of i){const n=cloneElement(e);n.isDeleted=!0,this.excalidrawData.deleteTextElement(n.id),t[t.indexOf(e)]=n}this.updateScene({elements:t,storeAction:"update"});const s=getEA(this);let l=0;for(const e of r){const t={x:e.x,y:e.y+l};if(i.has(e)){const[n,r]=i.get(e);if(IMAGE_TYPES.contains(r.extension)){const n=await insertImageToView(s,t,r,void 0,!1);l+=s.getElement(n).height-e.height}else if("pdf"!==r.extension){const i=await insertEmbeddableToView(s,t,r,n,!1);l+=s.getElement(i).height-e.height}else new UniversalInsertFileModal(this.plugin,this).open(r,t)}else 0!==l&&(s.copyViewElementsToEAforEditing([e]),s.getElement(e.id).y=t.y)}await s.addElementsToView(!1,!0),s.selectElementsInView(r.map((e=>e.id))),s.destroy()}),200)}return!0}async onThemeChange(e){this.excalidrawData.scene.appState.theme=e,this.loadSceneFiles(!0),this.toolsPanelRef?.current?.setTheme(e),window.setTimeout((()=>setDynamicStyle(this.plugin.ea,this,this.previousBackgroundColor,this.plugin.settings.dynamicStyling)))}onDrop(e){this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv);const t=this.excalidrawAPI;if(!t)return!1;const n=t.getAppState();this.currentPosition=viewportCoordsToSceneCoords({clientX:e.clientX,clientY:e.clientY},n);const r=this.app.dragManager.draggable,i=internalDragModifierType(e),a=webbrowserDragModifierType(e),o=localFileDragModifierType(e),s=(t,n,i)=>{if(!this.getHookServer().onDropHook)return!1;try{return this.getHookServer().onDropHook({ea:this.getHookServer(),event:e,draggable:r,type:t,payload:{files:n,text:i},excalidrawFile:this.file,view:this,pointerPosition:this.currentPosition})}catch(e){return new obsidian_module.Notice("on drop hook error. See console log for details"),errorlog({where:"ExcalidrawView.onDrop",error:e}),!1}};switch(r?.type){case"file":if(!s("file",[r.file],null)){const e=r.file;if(e.path.match(REG_LINKINDEX_INVALIDCHARS))return new obsidian_module.Notice(t$d("FILENAME_INVALID_CHARS"),4e3),!1;if(["image","image-fullsize"].contains(i)&&(IMAGE_TYPES.contains(e.extension)||"md"===e.extension||"pdf"===e.extension.toLowerCase()))return"pdf"===e.extension.toLowerCase()?new InsertPDFModal(this.plugin,this).open(e):(async()=>{const t=getEA(this);t.selectElementsInView([await insertImageToView(t,this.currentPosition,e,!("image-fullsize"===i))]),t.destroy()})(),!1;if("embeddable"===i)return(async()=>{const t=getEA(this);t.selectElementsInView([await insertEmbeddableToView(t,this.currentPosition,e)]),t.destroy()})(),!1;this.addText(`[[${app.metadataCache.fileToLinktext(r.file,this.file.path,!0)}]]`)}return!1;case"files":return s("file",r.files,null)||(async()=>{if(["image","image-fullsize"].contains(i)){const e=getEA(this);e.canvas.theme=t.getAppState().theme;let n=0;const a=[];for(const t of r.files)(IMAGE_TYPES.contains(t.extension)||"md"===t.extension)&&(a.push(await e.addImage(this.currentPosition.x+50*n,this.currentPosition.y+50*n,t,!("image-fullsize"===i))),n++,await e.addElementsToView(!1,!1,!0),e.selectElementsInView(a)),"pdf"===t.extension.toLowerCase()&&new InsertPDFModal(this.plugin,this).open(t);e.destroy()}else{if("embeddable"===i){const e=getEA(this);let t=0,n=0;const i=[];for(const a of r.files)i.push(await insertEmbeddableToView(e,{x:this.currentPosition.x+500*t,y:this.currentPosition.y+550*n},a)),t=(t+1)%3,0===t&&n++;return e.destroy(),!1}for(const e of r.files)await this.addText(`[[${app.metadataCache.fileToLinktext(e,this.file.path,!0)}]]`,void 0,!1),this.currentPosition.y+=2*n.currentItemFontSize;this.save(!1)}})(),!1}if(e.dataTransfer.types.includes("Files")){if(e.dataTransfer.types.includes("text/plain")){const t=e.dataTransfer.getData("text");if(t&&s("text",null,t))return!1;if(t&&"image-url"===a&&hyperlinkIsImage(t))return this.addImageWithURL(t),!1;if(t&&"link"===a)return this.plugin.settings.iframelyAllowed&&t.match(/^https?:\/\/\S*$/)?(this.addTextWithIframely(t),!1):(this.addText(t),!1);if(t&&"embeddable"===a){const e=getEA(this);return insertEmbeddableToView(e,this.currentPosition,void 0,t).then((()=>e.destroy())),!1}}if(e.dataTransfer.types.includes("text/html")){const t=e.dataTransfer.getData("text/html").match(/src=["']([^"']*)["']/);if(t&&"image-url"===a&&hyperlinkIsImage(t[1]))return this.addImageWithURL(t[1]),!1;if(t&&"link"===a)return this.plugin.settings.iframelyAllowed&&t[1].match(/^https?:\/\/\S*$/)?(this.addTextWithIframely(t[1]),!1):(this.addText(t[1]),!1);if(t&&"embeddable"===a){const e=getEA(this);return insertEmbeddableToView(e,this.currentPosition,void 0,t[1]).then(e.destroy),!1}}if(e.dataTransfer.types.length>=1&&["image-url","image-import","embeddable"].contains(o)){for(let t=0;t<e.dataTransfer.files.length;t++){const n=e.dataTransfer.files[t].path;if(!n)return!0;const r=getInternalLinkOrFileURLLink(n,this.plugin,e.dataTransfer.files[t].name,this.file),{x:i,y:a}=this.currentPosition,s={x:i+300*t,y:a+300*t};if(r.isInternal)if("embeddable"===o){const e=getEA(this);insertEmbeddableToView(e,s,r.file).then((()=>e.destroy()))}else{"pdf"===r.file.extension&&new InsertPDFModal(this.plugin,this).open(r.file);const e=getEA(this);insertImageToView(e,s,r.file).then((()=>e.destroy()))}else{const n=getURLImageExtension(r.url);if("image-import"===o)if(IMAGE_TYPES.contains(n))(async()=>{const n=e.dataTransfer.files[t].name,r=await e.dataTransfer.files[t].arrayBuffer();let{folder:i,filepath:a}=await getAttachmentsFolderAndFilePath(this.app,this.file.path,n);const o=this.app.vault.getAbstractFileByPath(a);if(o&&o instanceof obsidian_module.TFile)switch(await ScriptEngine.suggester(this.app,["Use the file already in the Vault instead of importing","Overwrite existing file in the Vault","Import the file with a new name"],["Use","Overwrite","Import"],"A file with the same name/path already exists in the Vault")){case"Import":const{folderpath:e,filename:t,basename:n,extension:i}=splitFolderAndFilename(a);a=getNewUniqueFilepath(this.app.vault,t,e);break;case"Overwrite":await this.app.vault.modifyBinary(o,r);default:const l=getEA(this);return await insertImageToView(l,s,o),void l.destroy()}const l=await this.app.vault.createBinary(a,r),c=getEA(this);await insertImageToView(c,s,l),c.destroy()})();else{if("excalidraw"===n)return!0;(async()=>{const{folder:n,filepath:r}=await getAttachmentsFolderAndFilePath(this.app,this.file.path,e.dataTransfer.files[t].name),i=await this.app.vault.createBinary(r,await e.dataTransfer.files[t].arrayBuffer());new UniversalInsertFileModal(this.plugin,this).open(i,s)})()}else if("embeddable"!==o&&IMAGE_TYPES.contains(n)){const e=getEA(this);insertImageToView(e,s,r.url).then((()=>e.destroy()))}else{const e=getEA(this);insertEmbeddableToView(e,s,null,r.url).then((()=>e.destroy())),"embeddable"!==o&&new obsidian_module.Notice("Not imported to Vault. Embedded with local URI")}}}return!1}if(e.dataTransfer.types.length>=1&&"link"===o){const t=getEA(this);for(let n=0;n<e.dataTransfer.files.length;n++){const r=e.dataTransfer.files[n].path,i=e.dataTransfer.files[n].name;if(!r||!i)return!0;const a=getInternalLinkOrFileURLLink(r,this.plugin,i,this.file),o=t.addText(this.currentPosition.x+40*n,this.currentPosition.y+20*n,a.isInternal?a.link:`📂 ${i}`);a.isInternal||(t.getElement(o).link=a.link)}return t.addElementsToView().then((()=>t.destroy())),!1}return!0}if(e.dataTransfer.types.includes("text/plain")||e.dataTransfer.types.includes("text/uri-list")||e.dataTransfer.types.includes("text/html")){const t=e.dataTransfer.getData("text/html").match(/src=["']([^"']*)["']/),n=t?t[1]:"",r=e.dataTransfer.getData("text"),i=e.dataTransfer.getData("text/uri-list");let o=t?n:r;if(o&&""!==o||(o=i),!o||""===o)return!0;if(!s("text",null,o)){if(o&&"embeddable"===a&&/^(blob:)?(http|https):\/\/[^\s/$.?#].[^\s]*$/.test(o))return!0;if(o&&"image-url"===a&&hyperlinkIsYouTubeLink(o))return this.addYouTubeThumbnail(o),!1;if(i&&"image-url"===a&&hyperlinkIsYouTubeLink(i))return this.addYouTubeThumbnail(i),!1;if(o&&"image-url"===a&&hyperlinkIsImage(o))return this.addImageWithURL(o),!1;if(i&&"image-url"===a&&hyperlinkIsImage(i))return this.addImageWithURL(i),!1;if(o&&"image-import"===a&&hyperlinkIsImage(o))return this.addImageSaveToVault(o),!1;if(i&&"image-import"===a&&hyperlinkIsImage(i))return this.addImageSaveToVault(i),!1;if(this.plugin.settings.iframelyAllowed&&o.match(/^https?:\/\/\S*$/))return this.addTextWithIframely(o),!1;if(o.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 t=decodeURIComponent(e[1]).split("#"),n=this.app.vault.getAbstractFileByPath(t[0]);if(n&&n instanceof obsidian_module.TFile){const e=this.app.metadataCache.fileToLinktext(n,this.file.path);return void this.addText(`[[${e+(t.length>1?"#"+t[1]+"|"+e:"")}]]`)}return this.addText(`[[${decodeURIComponent(e[1])}]]`),!1}}const n=o.split("file=");if(2===n.length)return this.addText(`[[${decodeURIComponent(n[1])}]]`),!1}this.addText(o.replace(/(!\[\[.*#[^\]]*\]\])/g,"$1{40}"))}return!1}return!s("unknown",null,null)}onBeforeTextEdit(e){if(window.clearTimeout(this.isEditingTextResetTimer),this.isEditingTextResetTimer=null,this.semaphores.isEditingText=!0,this.compatibilityMode)return e.originalText??e.text;return this.excalidrawData.getRawText(e.id)||e.rawText}onBeforeTextSubmit(e,t,n,r){const i=this.excalidrawAPI;if(!i)return{updatedNextOriginalText:null,nextLink:e?.link??null};if(this.semaphores.isEditingText=!0,this.isEditingTextResetTimer&&window.clearTimeout(this.isEditingTextResetTimer),this.isEditingTextResetTimer=window.setTimeout((()=>{void 0!==this.semaphores?.isEditingText&&(this.semaphores.isEditingText=!1),this.isEditingTextResetTimer=null}),1500),r)return this.excalidrawData.deleteTextElement(e.id),this.setDirty(7),{updatedNextOriginalText:null,nextLink:null};const a=t$d("WARNING_PASTING_ELEMENT_AS_TEXT");if(n.startsWith('{"type":"excalidraw/clipboard","elements":[{"'))return window.setTimeout((()=>{const t=this.excalidrawAPI.getSceneElements(),n=t.filter((t=>t.id===e.id));if(1===n.length){const e=cloneElement(n[0]);e.rawText=a,t[t.indexOf(n[0])]=e,this.excalidrawData.setTextElement(e.id,a,(()=>{})),this.updateScene({elements:t,storeAction:"update"}),i.history.clear()}})),{updatedNextOriginalText:a,nextLink:null};const o=e.containerId;if(isTextImageTransclusion(n,this,((t,n)=>{window.setTimeout((async()=>{const r=this.excalidrawAPI.getSceneElements(),i=r.filter((t=>t.id===e.id));if(1===i.length){const e={x:i[0].x,y:i[0].y},a=cloneElement(i[0]);a.isDeleted=!0,this.excalidrawData.deleteTextElement(a.id),r[r.indexOf(i[0])]=a,this.updateScene({elements:r,storeAction:"update"});const o=getEA(this);IMAGE_TYPES.contains(n.extension)?(o.selectElementsInView([await insertImageToView(o,e,n)]),o.destroy()):"pdf"!==n.extension?(o.selectElementsInView([await insertEmbeddableToView(o,e,n,t)]),o.destroy()):new UniversalInsertFileModal(this.plugin,this).open(n,e),this.setDirty(9)}}))})))return{updatedNextOriginalText:null,nextLink:e.link};if(n!==e.originalText||!this.excalidrawData.getRawText(e.id)){this.setDirty(8);const t=async t=>{if(this.textMode===TextMode.raw)return;const n=this.excalidrawAPI.getSceneElements(),r=arrayToMap(n),a=n.filter((t=>t.id===e.id));if(1===a.length){const e=getContainerElement(a[0],r),i=cloneElement(a[0]);if(!a[0]?.isDeleted){const{text:n,x:o,y:s,width:l,height:c}=refreshTextDimensions(a[0],e,r,t);i.x=o,i.y=s,i.width=l,i.height=c,i.originalText=t,i.text=n}n[n.indexOf(a[0])]=i,this.updateScene({elements:n,storeAction:"update"}),i.containerId&&this.updateContainerSize(i.containerId),this.setDirty(8.1)}i.history.clear()},[r,a]=this.excalidrawData.setTextElement(e.id,n,t);return r?(o&&this.updateContainerSize(o,!0),this.textMode===TextMode.raw?{updatedNextOriginalText:n,nextLink:a}:n===r?a?{updatedNextOriginalText:r,nextLink:a}:{updatedNextOriginalText:null,nextLink:e.link}:(i.history.clear(),{updatedNextOriginalText:r,nextLink:a})):{updatedNextOriginalText:null,nextLink:e.link}}return o&&this.updateContainerSize(o,!0),this.textMode===TextMode.parsed?{updatedNextOriginalText:this.excalidrawData.getParsedText(e.id),nextLink:e.link}:{updatedNextOriginalText:null,nextLink:e.link}}async onLinkOpen(e,t){if(t.preventDefault(),!e)return;let n=e.link;if(!n||""===n)return;window.setTimeout((()=>this.removeLinkTooltip()),500);let r=t?.detail?.nativeEvent;if(!this.handleLinkHookCall(e,e.link,r)&&!openExternalLink(e.link,this.app)){if("text"===e.type){const t=e.rawText.replaceAll("\n","");REGEX_LINK.getResList(t).filter((e=>Boolean(e.value))).length>1&&(n=t)}r.shiftKey||r.ctrlKey||r.metaKey||r.altKey||(r=emulateKeysForLinkClick("new-tab")),this.linkClick(r,null,null,{id:e.id,text:n},r,!0)}}onLinkHover(e,t){if(e&&(this.plugin.settings.hoverPreviewWithoutCTRL||isWinCTRLorMacCMD(t))){this.lastMouseEvent=t,this.lastMouseEvent.ctrlKey=!(DEVICE.isIOS||DEVICE.isMacOS)||this.lastMouseEvent.ctrlKey,this.lastMouseEvent.metaKey=DEVICE.isIOS||DEVICE.isMacOS||this.lastMouseEvent.metaKey;const n=e.link;if(!n||""===n)return;if(n.startsWith("[[")){const t=n.match(/\[\[(?<link>.*?)\]\]/);if(!t)return;let r=t.groups.link;this.showHoverPreview(r,e)}}}onViewModeChange(e){if(this.semaphores.viewunload||this.toolsPanelRef?.current?.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})}}async getBackOfTheNoteSections(){return(await this.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},this.file)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!MD_EX_SECTIONS.includes(e.display))).map((e=>cleanSectionHeading(e.display)))}async getBackOfTheNoteBlocks(){return(await this.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},this.file)).blocks.filter((e=>e.display&&e.node&&e.node.hasOwnProperty("type")&&e.node.hasOwnProperty("id"))).map((e=>cleanBlockRef(e.node.id)))}getSingleSelectedImage(){if(!this.excalidrawAPI)return null;const e=this.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==e.length)return null;const t=e[0];return{imageEl:t,embeddedFile:this.excalidrawData.getFile(t.fileId)}}async insertBackOfTheNoteCard(){const e=await this.getBackOfTheNoteSections();new SelectCard(this.app,this,e).start()}async moveBackOfTheNoteCardToFile(e){e=e??this.getViewSelectedElements().filter((e=>"embeddable"===e.type))[0]?.id;const t=this.getEmbeddableLeafElementById(e)?.node?.child;if(!t||t.file!==this.file)return;if(t.lastSavedData!==this.data&&(await this.forceSave(!0),t.lastSavedData!==this.data))return void new obsidian_module.Notice(t$d("ERROR_TRY_AGAIN"));const{folder:n,filepath:r}=await getAttachmentsFolderAndFilePath(this.app,this.file.path,"dummy"),i=getNewUniqueFilepath(this.app.vault,t.subpath.replaceAll("#",""),n);let a=await ScriptEngine.inputPrompt(this,this.plugin,this.app,"Set filename","Enter filename",i,void 0,3);if(!a)return;a.endsWith(".md")||(a+=".md");const{folderpath:o,filename:s}=splitFolderAndFilename(a);a=getNewUniqueFilepath(this.app.vault,s,o);try{const n=await this.app.vault.create(a,t.text);if(!n)return void new obsidian_module.Notice("Unexpected error");const r=getEA(this);r.copyViewElementsToEAforEditing([this.getViewElements().find((t=>t.id===e))]),r.getElement(e).link=`[[${n.path}]]`,this.data=this.data.split(t.heading+t.text).join(""),await r.addElementsToView(!1),r.destroy(),await this.forceSave(!0)}catch(e){return void new obsidian_module.Notice(`Unexpected error: ${e.message}`)}}async pasteCodeBlock(e){try{e=e.replaceAll("\r\n","\n").replaceAll("\r","\n").trim(),Boolean(e.match(/^`{3}[^\n]*\n.+\n`{3}\s*$/ms))||(e="```"+(await GenericInputPrompt.Prompt(this,this.plugin,this.app,"type codeblock type","javascript, html, python, etc.","")).trim()+"\n"+e+"\n```");let t=(await GenericInputPrompt.Prompt(this,this.plugin,this.app,"Code Block Title","Enter title or leave empty for automatic title","")).trim();""===t&&(t="Code Block");const n=await this.getBackOfTheNoteSections();if(n.includes(t)){let e=0;for(;n.includes(`${t} ${++e}`););t=`${t} ${e}`}addBackOfTheNoteCard(this,t,!1,e)}catch(e){}}async convertImageElWithURLToLocalFile(e){const{imageEl:t,embeddedFile:n}=e,r=n.getImage(!1);if(!r&&!r.startsWith("data:"))return new obsidian_module.Notice("Image not found"),!1;const i=getEA(this);i.copyViewElementsToEAforEditing([t]);const a=i.getElement(t.id);a.fileId=fileid(),a.link||(a.link=n.hyperlink);let o=n.getImage(!1);if(!o.startsWith("data:")&&(new obsidian_module.Notice("Attempting to download image from URL. This may take a long while. The operation will time out after max 1 minute"),o=await getDataURLFromURL(o,n.mimeType,3e4),!o.startsWith("data:")))return new obsidian_module.Notice("Failed. Could not download image!"),!1;const s=[];s.push({mimeType:n.mimeType,id:a.fileId,dataURL:o,created:n.mtime}),this.excalidrawAPI.addFiles(s),await i.addElementsToView(!1,!0),i.destroy(),new obsidian_module.Notice("Image successfully converted to local file")}onContextMenu(e,t,n){const r=this.packages.react,i=[],a=this.excalidrawAPI,o=Object.keys(a.getAppState().selectedElementIds).length>0;if(this.isLinkSelected()&&i.push([renderContextMenuAction(r,t$d("OPEN_LINK_CLICK"),(()=>{const e=emulateKeysForLinkClick("new-tab");this.handleLinkClick(e,!0)}),n)]),t.viewModeEnabled){const e="laser"===t.activeTool?.type;i.push([renderContextMenuAction(r,t$d(e?"LASER_OFF":"LASER_ON"),(()=>{a.setActiveTool({type:e?"selection":"laser"})}),n)])}if(!t.viewModeEnabled){const e=this.getViewSelectedElements().filter((e=>"text"===e.type));if(1===e.length){const t=e[0],a=this.getViewElements().find((e=>e.id===t.containerId));a&&t.link&&this.excalidrawData.getParsedText(t.id)===t.rawText&&i.push([renderContextMenuAction(r,t$d("REMOVE_LINK"),(async()=>{const e=getEA(this);e.copyViewElementsToEAforEditing([t]),e.getElement(t.id).link=null,await e.addElementsToView(!1),e.destroy()}),n)]),a&&i.push([renderContextMenuAction(r,t$d("SELECT_TEXTELEMENT_ONLY"),(()=>{window.setTimeout((()=>this.excalidrawAPI.selectElements([t])))}),n)]),(!a||a&&"arrow"!==a.type)&&i.push([renderContextMenuAction(r,t$d("CONVERT_TO_MARKDOWN"),(()=>{this.convertTextElementToMarkdown(t,a)}),n)])}const t=this.getSingleSelectedImage();if(t&&t.embeddedFile?.isHyperLink&&i.push([renderContextMenuAction(r,t$d("CONVERT_URL_TO_FILE"),(()=>{window.setTimeout((()=>this.convertImageElWithURLToLocalFile(t)))}),n)]),t&&t.embeddedFile&&"image/svg+xml"===t.embeddedFile.mimeType&&(!t.embeddedFile.file||t.embeddedFile.file&&!this.plugin.isExcalidrawFile(t.embeddedFile.file))&&i.push([renderContextMenuAction(r,t$d("IMPORT_SVG_CONTEXTMENU"),(async()=>{const e=t.embeddedFile.getImage(!1).split(",")[1],n=atob(e);if(!n||""===n)return;const r=getEA(this);r.importSVG(n),r.addToGroup(r.getElements().map((e=>e.id))),await r.addElementsToView(!0,!0,!0,!0),r.destroy()}),n)]),o?i.push([renderContextMenuAction(r,t$d("COPY_ELEMENT_LINK"),(()=>{this.copyLinkToSelectedElementToClipboard("")}),n)]):i.push([renderContextMenuAction(r,t$d("COPY_DRAWING_LINK"),(()=>{const e=this.file.path.match(/(.*)(\.md)$/)?.[1];navigator.clipboard.writeText(`![[${e??this.file.path}]]`)}),n)]),1===this.getViewSelectedElements().filter((e=>"embeddable"===e.type)).length){const e=this.getEmbeddableLeafElementById(this.getViewSelectedElements().filter((e=>"embeddable"===e.type))[0].id)?.node?.child;e&&e.file===this.file&&i.push([renderContextMenuAction(r,t$d("CONVERT_CARD_TO_FILE"),(()=>{this.moveBackOfTheNoteCardToFile()}),n)])}i.push([renderContextMenuAction(r,t$d("INSERT_CARD"),(()=>{this.insertBackOfTheNoteCard()}),n)]),i.push([renderContextMenuAction(r,t$d("UNIVERSAL_ADD_FILE"),(()=>{new UniversalInsertFileModal(this.plugin,this).open()}),n)]),i.push([renderContextMenuAction(r,t$d("INSERT_LINK"),(()=>{this.plugin.insertLinkDialog.start(this.file.path,((e,t,n)=>this.addLink(e,t,n)))}),n)]),i.push([renderContextMenuAction(r,t$d("PASTE_CODEBLOCK"),(async()=>{const e=await(navigator.clipboard?.readText());e&&""!==e.trim()&&this.pasteCodeBlock(e)}),n)])}if(0!==i.length)return r.createElement("div",{},...i,r.createElement("hr",{key:nanoid$1(),className:"context-menu-item-separator"}))}actionOpenScriptInstallPrompt(){new ScriptInstallPrompt(this.plugin).open()}actionOpenExportImageDialog(){this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file),this.exportDialog.createForm()),this.exportDialog.open()}setExcalidrawAPI(e){this.excalidrawAPI=e,window.setTimeout((()=>{this.onAfterLoadScene(!0),this.excalidrawContainer?.focus()}))}ttdDialog(){return this.packages.react.createElement(this.packages.excalidrawLib.TTDDialog,{onTextSubmit:async e=>{try{const t=await postOpenAI({systemPrompt:"The user will provide you with a text prompt. Your task is to generate a mermaid diagram based on the prompt. Use the graph, sequenceDiagram, flowchart or classDiagram types based on what best fits the request. Return a single message containing only the mermaid diagram in a codeblock. Avoid the use of `()` parenthesis in the mermaid script.",text:e,instruction:"Return a single message containing only the mermaid diagram in a codeblock."});if(!t)return{error:new Error("Request failed")};const n=t.json;if(n?.error)return log(t),{error:new Error(n.error.message)};if(!n?.choices?.[0]?.message?.content)return log(t),{error:new Error("Generation failed... see console log for details")};let r=extractCodeBlocks(n.choices[0]?.message?.content)[0]?.data;return r?(r.startsWith("mermaid")&&(r=r.replace(/^mermaid/,"").trim()),{generatedResponse:r,rateLimit:100,rateLimitRemaining:100}):(log(t),{error:new Error("Generation failed... see console log for details")})}catch(e){throw new Error("Request failed")}}})}diagramToCode(){return this.packages.react.createElement(this.packages.excalidrawLib.DiagramToCodePlugin,{generate:async({frame:e,children:t})=>{const n=this.excalidrawAPI.getAppState();try{const r=await this.packages.excalidrawLib.exportToBlob({elements:t,appState:{...n,exportBackground:!0,viewBackgroundColor:n.viewBackgroundColor},exportingFrame:e,files:this.excalidrawAPI.getFiles(),mimeType:"image/jpeg"}),i=await this.packages.excalidrawLib.getDataURL(r),a=this.packages.excalidrawLib.getTextFromElements(t),o=await diagramToHTML({image:i,apiKey:this.plugin.settings.openAIAPIToken,text:a,theme:n.theme});if(!o.ok){const e=(await o.json()).error?.message||"Unknown error during generation";return{html:errorHTML(e)}}const s=await o.json();if(null==s.choices[0].message.content)return{html:errorHTML("Nothing generated")};const l=s.choices[0].message.content;return{html:l.slice(l.indexOf("<!DOCTYPE html>"),l.indexOf("</html>")+"</html>".length)}}catch(e){return{html:errorHTML("Request failed")}}}})}ttdDialogTrigger(){return this.packages.react.createElement(this.packages.excalidrawLib.TTDDialogTrigger,{})}renderWelcomeScreen(){if(!this.plugin.settings.showSplashscreen)return null;const e=this.packages.react,{WelcomeScreen:t}=this.packages.excalidrawLib,n=this.app.vault.getFiles().filter((e=>this.plugin.isExcalidrawFile(e))).length,r=n<200?"Bronze":n<750?"Silver":n<2e3?"Gold":"Platinum",i=n<200?200-n:n<750?750-n:n<2e3?2e3-n:0,{decoration:a,title:o}=SwordColors[r];return e.createElement(t,{},e.createElement(t.Center,{},e.createElement(t.Center.Logo,{},e.createElement(LogoWrapper,{},excalidrawSword(r))),e.createElement(t.Center.Heading,{color:a,message:i>0?`${r}: ${i} ${t$d("WELCOME_RANK_NEXT")}`:`${r}: ${t$d("WELCOME_RANK_LEGENDARY")}`},o),e.createElement(t.Center.Heading,{},t$d("WELCOME_COMMAND_PALETTE"),e.createElement("br"),t$d("WELCOME_OBSIDIAN_MENU"),e.createElement("br"),t$d("WELCOME_SCRIPT_LIBRARY"),e.createElement("br"),t$d("WELCOME_HELP_MENU")),e.createElement(t.Center.Menu,{},e.createElement(t.Center.MenuItemLink,{icon:ICONS.YouTube,href:"https://www.youtube.com/@VisualPKM",shortcut:null,"aria-label":t$d("WELCOME_YOUTUBE_ARIA")},t$d("WELCOME_YOUTUBE_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.Discord,href:"https://discord.gg/DyfAXFwUHc",shortcut:null,"aria-label":t$d("WELCOME_DISCORD_ARIA")},t$d("WELCOME_DISCORD_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.twitter,href:"https://twitter.com/zsviczian",shortcut:null,"aria-label":t$d("WELCOME_TWITTER_ARIA")},t$d("WELCOME_TWITTER_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.Learn,href:"https://visual-thinking-workshop.com",shortcut:null,"aria-label":t$d("WELCOME_LEARN_ARIA")},t$d("WELCOME_LEARN_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.heart,href:"https://ko-fi.com/zsolt",shortcut:null,"aria-label":t$d("WELCOME_DONATE_ARIA")},t$d("WELCOME_DONATE_LINK")))))}renderCustomActionsMenu(){const e=this.packages.react,{MainMenu:t}=this.packages.excalidrawLib;return e.createElement(t,{},e.createElement(t.DefaultItems.ChangeCanvasBackground),e.createElement(t.DefaultItems.ToggleTheme),e.createElement(t.Separator),DEVICE.isPhone?null:e.createElement(t.Item,{icon:ICONS.trayMode,"aria-label":t$d("ARIA_LABEL_TRAY_MODE"),onSelect:()=>this.toggleTrayMode()},"Toggle tray-mode"),e.createElement(t.Item,{icon:saveIcon(!1),"aria-label":t$d("FORCE_SAVE"),onSelect:()=>this.forceSave()},"Save"),e.createElement(t.Item,{icon:ICONS.scriptEngine,"aria-label":"Explore the Excalidraw Script Library",onSelect:()=>this.actionOpenScriptInstallPrompt()},"Script Library"),e.createElement(t.Item,{icon:ICONS.ExportImage,"aria-label":"Export image as PNG, SVG, or Excalidraw file",onSelect:()=>this.actionOpenExportImageDialog()},"Export Image..."),e.createElement(t.Item,{icon:ICONS.switchToMarkdown,"aria-label":"Switch to markdown view",onSelect:()=>this.openAsMarkdown()},"Open as Markdown"),e.createElement(t.Separator),e.createElement(t.DefaultItems.Help),e.createElement(t.DefaultItems.ClearCanvas))}renderEmbeddable(e,t){const n=this.packages.react;try{const r=useDefaultExcalidrawFrame(e);if(!this.file||!e||!e.link||0===e.link.length||r)return null;if(e.link.match(REG_LINKINDEX_HYPERLINK)||e.link.startsWith("data:"))return r?null:renderWebView(e.link,this,e.id,t);const i=REGEX_LINK.getRes(e.link).next();if(!i||!i.value&&i.done)return null;let a=REGEX_LINK.getLink(i);return a.match(REG_LINKINDEX_HYPERLINK)?r?null:renderWebView(a,this,e.id,t):n.createElement(CustomEmbeddable,{element:e,view:this,appState:t,linkText:a})}catch(e){return null}}renderEmbeddableMenu(e){return this.embeddableMenu?.renderButtons(e)}renderToolsPanel(e){return this.packages.react.createElement(ToolsPanel,{ref:this.toolsPanelRef,visible:!1,view:new WeakRef(this),centerPointer:()=>this.setCurrentPositionToCenter(),observer:new WeakRef(e.current)})}renderTopRightUI(e,t){return this.obsidianMenu?.renderButton(e,t)}onExcalidrawResize(){try{const e=this.excalidrawAPI;if(!e)return;const t=this.contentEl.clientWidth,n=this.contentEl.clientHeight;if(0===t||0===n)return;const r=e.getAppState(),i=this.editingTextElementId===r.editingTextElement?.id,a=r.editingTextElement&&!i,o=(this.semaphores.isEditingText||i)&&!a;if(this.editingTextElementId=a?r.editingTextElement.id:null,a){const e=this.contentEl.querySelector(".Island.App-toolbar")?.clientHeight??0,t=sceneCoordsToViewportCoords({sceneX:0,sceneY:r.editingTextElement.y},r).y,i=n>t-sceneCoordsToViewportCoords({sceneX:0,sceneY:-r.scrollY},r).y+2*e,a=this.excalidrawWrapperRef.current;a&&!i&&(a.style.top=-(r.height-n)+"px",a.style.height=`${r.height}px`,this.excalidrawContainer?.querySelector(".App-bottom-bar")?.scrollIntoView(),this.headerEl?.scrollIntoView())}if(o){const e=this.excalidrawWrapperRef.current,t=this.excalidrawContainer?.querySelector(".App-bottom-bar"),n=this.headerEl;e&&(e.style.top="",e.style.height="",t?.scrollIntoView(),n?.scrollIntoView())}this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.updatePosition(),this.ownerDocument!==document&&this.refreshCanvasOffset()}catch(e){errorlog({where:"Excalidraw React-Wrapper, onResize",error:e})}}excalidrawRootElement(e){const t=this.packages.react,{Excalidraw:n}=this.packages.excalidrawLib,r=t.useRef(null),i=t.useRef(null),a=t.useRef(null);this.toolsPanelRef=i,t.useEffect((()=>(this.embeddableMenuRef=a,this.obsidianMenu=new ObsidianMenu(this.plugin,i,this),this.embeddableMenu=new EmbeddableMenu(this,a),this.excalidrawWrapperRef=r,()=>{this.obsidianMenu.destroy(),this.obsidianMenu=null,this.embeddableMenu.destroy(),this.embeddableMenu=null,this.toolsPanelRef.current=null,this.embeddableMenuRef.current=null,this.excalidrawWrapperRef.current=null})),[]);const o=t.useRef(new ResizeObserver((e=>{if(!i||!i.current)return;const{width:t,height:n}=e[0].contentRect;if(0===t||0===n)return;const r=i.current.onRightEdge?i.current.previousWidth-t:0,a=i.current.onBottomEdge?i.current.previousHeight-n:0;i.current.updatePosition(a,r)})));return t.useEffect((()=>(i?.current&&o.current.observe(i.current.containerRef.current),()=>{})),[i,o]),t.createElement(t.Fragment,null,t.createElement("div",{className:"excalidraw-wrapper",ref:r,key:"abc",tabIndex:0,onKeyDown:this.excalidrawDIVonKeyDown.bind(this),onPointerDown:this.onPointerDown.bind(this),onMouseMove:this.onMouseMove.bind(this),onMouseOver:this.onMouseOver.bind(this),onDragOver:this.onDragOver.bind(this),onDragLeave:this.onDragLeave.bind(this)},t.createElement(n,{excalidrawAPI:this.setExcalidrawAPI.bind(this),width:"100%",height:"100%",UIOptions:{canvasActions:{loadScene:!1,saveScene:!1,saveAsScene:!1,export:!1,saveAsImage:!1,saveToActiveFile:!1}},initState:e?.appState,initialData:e,detectScroll:!0,onPointerUpdate:this.onPointerUpdate.bind(this),libraryReturnUrl:"app://obsidian.md",autoFocus:!0,langCode:obsidianToExcalidrawMap[this.plugin.locale]??"en-EN",aiEnabled:!0,onChange:this.onChange.bind(this),onLibraryChange:this.onLibraryChange.bind(this),renderTopRightUI:this.renderTopRightUI.bind(this),renderEmbeddableMenu:this.renderEmbeddableMenu.bind(this),onPaste:this.onPaste.bind(this),onThemeChange:this.onThemeChange.bind(this),onDrop:this.onDrop.bind(this),onBeforeTextEdit:this.onBeforeTextEdit.bind(this),onBeforeTextSubmit:this.onBeforeTextSubmit.bind(this),onLinkOpen:this.onLinkOpen.bind(this),onLinkHover:this.onLinkHover.bind(this),onContextMenu:this.onContextMenu.bind(this),onViewModeChange:this.onViewModeChange.bind(this),validateEmbeddable:!0,renderWebview:DEVICE.isDesktop,renderEmbeddable:this.renderEmbeddable.bind(this),renderMermaid:shouldRenderMermaid,obsidianHostPlugin:new WeakRef(this.plugin),showDeprecatedFonts:!0},this.renderCustomActionsMenu(),this.renderWelcomeScreen(),this.ttdDialog(),this.diagramToCode(),this.ttdDialogTrigger()),this.renderToolsPanel(o)))}async instantiateExcalidraw(e){for(;!this.semaphores.scriptsReady;)await sleep(50);const t=this.packages.react,n=this.packages.reactDOM;this.clearDirty(),this.excalidrawRoot=n.createRoot(this.contentEl),this.excalidrawRoot.render(t.createElement(this.excalidrawRootElement.bind(this,e)))}updateContainerSize(e,t=!1,n=!1){const r=this.excalidrawAPI;if(!r)return;const i=()=>{const t=e?r.getSceneElements().filter((t=>t.id===e&&"arrow"!==t.type)):r.getSceneElements().filter(isContainer);t.length>0&&(n&&(this.semaphores.justLoaded=!0),r.updateContainerSize(t))};t?window.setTimeout((()=>i()),50):i()}zoomToFit(e=!0,t=!1){if(this.semaphores?.viewunload)return;if(document.body.querySelector("div.modal-container"))return;const n=this.excalidrawAPI;if(!n||this.semaphores.isEditingText||this.semaphores.preventAutozoom)return;if(windowMigratedDisableZoomOnce)return void(windowMigratedDisableZoomOnce=!1);const r=this.plugin.settings.zoomToFitMaxLevel,i=n.getSceneElements().filter((e=>e.width<1e4&&e.height<1e4));DEVICE.isMobile&&i.length>1e3||i.length>2500?t&&n.scrollToContent():e?window.setTimeout((()=>n.zoomToFit(i,r,this.isFullscreen()?0:.05)),100):n.zoomToFit(i,r,this.isFullscreen()?0:.05)}updatePinnedScripts(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{pinnedScripts:this.plugin.settings.pinnedScripts},storeAction:"update"})}updatePinnedCustomPens(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens)},storeAction:"update"})}updatePinchZoom(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{allowPinchZoom:this.plugin.settings.allowPinchZoom},storeAction:"update"})}updateWheelZoom(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{allowWheelZoom:this.plugin.settings.allowWheelZoom},storeAction:"update"})}async toggleTrayMode(){const e=this.excalidrawAPI;if(!e)return!1;const t=e.getAppState();e.updateScene({appState:{trayModeEnabled:!t.trayModeEnabled},storeAction:"update"}),await this.plugin.loadSettings(),this.plugin.settings.defaultTrayMode=!t.trayModeEnabled,this.plugin.saveSettings()}selectElementsMatchingQuery(e,t,n=!0,r=!1,i=!1){let a=getTextElementsMatchingQuery(e.filter((e=>"text"===e.type)),t,r).concat(getFrameElementsMatchingQuery(e.filter((e=>"frame"===e.type)),t,r)).concat(getElementsWithLinkMatchingQuery(e.filter((e=>e.link)),t,r)).concat(getImagesMatchingQuery(e,t,this.excalidrawData,r));if(0===a.length)return new obsidian_module.Notice(t$d("NO_SEARCH_RESULT")),!1;if(i){const t=this.plugin.ea.getElementsInTheSameGroupWithElement(a[0],e);t.length>0&&(a=t)}return this.zoomToElements(n,a),!0}zoomToElements(e,t){const n=this.excalidrawAPI;if(!n)return;const r=this.plugin.settings.zoomToFitMaxLevel;e&&n.selectElements(t,!0),n.zoomToFit(t,r,.05)}getViewElements(){const e=this.excalidrawAPI;return e?e.getSceneElements():[]}getViewSelectedElements(e=!0){const t=this.excalidrawAPI;if(!t)return[];const n=t.getAppState()?.selectedElementIds;if(!n)return[];const r=Object.keys(n);if(!r)return[];const i=new Set,a=t.getSceneElements().filter((e=>r.includes(e.id))),o=a.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]));return e&&a.some((e=>"frame"===e.type))&&a.filter((e=>"frame"===e.type)).forEach((e=>{t.getSceneElements().filter((t=>t.frameId===e.id)).forEach((e=>i.add(e.id)))})),a.forEach((e=>i.add(e.id))),o.forEach((e=>i.add(e))),t.getSceneElements().filter((e=>i.has(e.id)))}async copyLinkToSelectedElementToClipboard(e){const t=this.getViewSelectedElements();if(t.length<1)return void new obsidian_module.Notice(t$d("INSERT_LINK_TO_ELEMENT_ERROR"));let n;if(2===t.length){const e=t.filter((e=>"text"===e.type));1===e.length&&e[0].containerId&&1===t.filter((e=>e.boundElements.some((e=>"text"===e.type)))).length&&(n=e[0].id)}n||(n=1===t.length?t[0].id:this.plugin.ea.getLargestElement(t).id);const r=t.filter((e=>"frame"===e.type)),i=1===r.length,a=t.some((e=>e.groupIds&&e.groupIds.length>0));let o={area:{caption:"Area",action:()=>{e="area="}},link:{caption:"Link",action:()=>{e=""}},group:{caption:"Group",action:()=>{e="group="}},frame:{caption:"Frame",action:()=>{e="frame=",n=r[0].id}},clippedframe:{caption:"Clipped Frame",action:()=>{e="clippedframe=",n=r[0].id}}},s=[];switch(e){case"area=":s=[o.area,o.link,...a?[o.group]:[],...i?[o.frame,o.clippedframe]:[]];break;case"group=":s=[...a?[o.group]:[],o.link,o.area,...i?[o.frame,o.clippedframe]:[]];break;case"frame=":s=[...i?[o.frame,o.clippedframe]:[],...a?[o.group]:[],o.link,o.area];break;case"clippedframe=":s=[...i?[o.clippedframe,o.frame]:[],...a?[o.group]:[],o.link,o.area];break;default:s=[{caption:"Link",action:()=>{e=""}},{caption:"Area",action:()=>{e="area="}},{caption:"Group",action:()=>{e="group="}},...i?[o.frame,o.clippedframe]:[]]}const l=await ScriptEngine.inputPrompt(this,this.plugin,this.app,"Set link alias","Leave empty if you do not want to set an alias","",s);navigator.clipboard.writeText(`${e.length>0?"!":""}[[${this.file.path}#^${e}${n}${l?`|${l}`:""}]]`),new obsidian_module.Notice(t$d("INSERT_LINK_TO_ELEMENT_READY"))}updateScene(e,t=!1){const n=this.excalidrawAPI;if(!n)return;const r=e.elements&&t;r&&(e.elements=restore(e,null,null).elements),Boolean(e.appState)&&(e.forceFlushSync=!0);try{n.updateScene(e)}catch(t){if(errorlog({where:"ExcalidrawView.updateScene 1st attempt",fn:this.updateScene,error:t,scene:e,willDoSecondAttempt:!r}),r)warningUnknowSeriousError();else try{e.elements=restore(e,null,null).elements,n.updateScene(e)}catch(t){errorlog({where:"ExcalidrawView.updateScene 2nd attempt",fn:this.updateScene,error:t,scene:e}),warningUnknowSeriousError()}}}updateEmbeddableRef(e,t){t&&this.embeddableRefs.set(e,t)}getEmbeddableElementById(e){return this.embeddableRefs.get(e)}updateEmbeddableLeafRef(e,t){t&&this.embeddableLeafRefs.set(e,t)}getEmbeddableLeafElementById(e){if(!e)return null;return this.embeddableLeafRefs.get(e)||null}getActiveEmbeddable(){if(!this.excalidrawAPI)return null;const e=this.excalidrawAPI.getAppState();return e.activeEmbeddable&&"active"===e.activeEmbeddable.state?this.getEmbeddableLeafElementById(e.activeEmbeddable?.element?.id):null}get editor(){const e=this.getActiveEmbeddable();if(e){if(e.node&&e.node.isEditing)return e.node.child.editor;if(e.leaf?.view instanceof obsidian_module.MarkdownView)return e.leaf.view.editor}return null}}function getTextMode(e){return e.search("excalidraw-plugin: parsed\n")>-1||e.search("excalidraw-plugin: locked\n")>-1?TextMode.parsed:TextMode.raw}const startupScript=()=>atob("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"),CATEGORIES={WebBrowserDragAction:t$d("WEB_BROWSER_DRAG_ACTION"),LocalFileDragAction:t$d("LOCAL_FILE_DRAG_ACTION"),InternalDragAction:t$d("INTERNAL_DRAG_ACTION"),LinkClickAction:t$d("PANE_TARGET")};class ModifierKeySettingsComponent{contentEl;modifierKeyConfig;update;isMacOS;constructor(e,t,n){this.contentEl=e,this.modifierKeyConfig=t,this.update=n,this.isMacOS=DEVICE.isMacOS||DEVICE.isIOS}render(){const e=this.isMacOS?"Mac":"Win",t=this.modifierKeyConfig[e];Object.entries(CATEGORIES).forEach((([e,n])=>{const r=this.contentEl.createEl("details");r.createEl("summary",{text:n,cls:"excalidraw-setting-h4"});const i=t[e];r.createDiv({text:t$d("DEFAULT_ACTION_DESC")+{WebBrowserDragAction:{"image-import":"Import Image to Vault","image-url":"Insert Image or YouTube Thumbnail with URL",link:"Insert Link",embeddable:"Insert Interactive-Frame"},LocalFileDragAction:{"image-import":"Import external file or reuse existing file if path is from the Vault","image-url":"Insert Image: with local URI or internal-link if from Vault",link:"Insert Link: local URI or internal-link if from Vault",embeddable:"Insert Interactive-Frame: local URI or internal-link if from Vault"},InternalDragAction:{image:"Insert Image","image-fullsize":"Insert Image @100%",link:"Insert Link",embeddable:"Insert Interactive-Frame"},LinkClickAction:{"active-pane":"Open in current active window","new-pane":"Open in a new adjacent window","popout-window":"Open in a popout window","new-tab":"Open in a new tab","md-properties":"Show the Markdown image-properties dialog (only relevant if you have embedded a markdown document as an image)"}}[e][i.defaultAction],cls:"setting-item-description"}),Object.entries(i.rules).forEach((([t,n])=>{const i=new obsidian_module.Setting(r).setName({WebBrowserDragAction:{"image-import":"Import Image to Vault","image-url":"Insert Image or YouTube Thumbnail with URL",link:"Insert Link",embeddable:"Insert Interactive-Frame"},LocalFileDragAction:{"image-import":"Import external file or reuse existing file if path is from the Vault","image-url":"Insert Image: with local URI or internal-link if from Vault",link:"Insert Link: local URI or internal-link if from Vault",embeddable:"Insert Interactive-Frame: local URI or internal-link if from Vault"},InternalDragAction:{image:"Insert Image","image-fullsize":"Insert Image @100%",link:"Insert Link",embeddable:"Insert Interactive-Frame"},LinkClickAction:{"active-pane":"Open in current active window","new-pane":"Open in a new adjacent window","popout-window":"Open in a popout window","new-tab":"Open in a new tab","md-properties":"Show the Markdown image-properties dialog (only relevant if you have embedded a markdown document as an image)"}}[e][n.result]);i.addToggle((e=>e.setValue(n.shift).setTooltip("SHIFT").onChange((e=>{n.shift=e,this.update()})))),i.addToggle((t=>{t.setValue(n.ctrl_cmd).setTooltip(this.isMacOS?"CMD":"CTRL").onChange((e=>{n.ctrl_cmd=e,this.update()})),this.isMacOS&&"LinkClickAction"!==e&&(t.setDisabled(!0),t.toggleEl.style.opacity="0.5")})),i.addToggle((e=>e.setValue(n.alt_opt).setTooltip(this.isMacOS?"OPT":"ALT").onChange((e=>{n.alt_opt=e,this.update()})))),i.addToggle((e=>e.setValue(n.meta_ctrl).setTooltip(this.isMacOS?"CTRL":"META").onChange((e=>{n.meta_ctrl=e,this.update()}))))}))}))}}const o30=view.Decoration.line({attributes:{class:"ex-opacity-30"}}),o15=view.Decoration.line({attributes:{class:"ex-opacity-15"}}),o8=view.Decoration.line({attributes:{class:"ex-opacity-8"}}),o5=view.Decoration.line({attributes:{class:"ex-opacity-5"}}),o0=view.Decoration.line({attributes:{class:"ex-opacity-0"}}),HideTextBetweenCommentsExtension=view.ViewPlugin.fromClass(class{view;decorations;reExcalidrawData=/^%%(?:\r\n|\r|\n)# Excalidraw Data$/gm;reTextElements=/^%%(?:\r\n|\r|\n)# Text Elements$/gm;reDrawing=/^%%(?:\r\n|\r|\n)##? Drawing$/gm;linecount=0;isExcalidraw=!1;constructor(e){this.view=e,this.isExcalidraw=e.state.doc.toString().search(/^excalidraw-plugin: /m)>0,this.isExcalidraw?this.decorations=this.updateDecorations(e):this.decorations=view.Decoration.none}updateDecorations(e){const{state:t}=e,{doc:n}=t,r=n.toString();let i=r.search(this.reExcalidrawData);if(-1==i&&(i=r.search(this.reTextElements)),-1==i&&(i=r.search(this.reDrawing)),-1==i)return view.Decoration.none;const a=n.lineAt(i).number,o=n.lines;let s=new state.RangeSetBuilder;for(let e=a;e<=o;e++){const t=n.line(e),r=e-a;s.add(t.from,t.from,0==r?o30:1==r?o15:r<6?o8:r<12?o5:o0)}return s.finish()}update(e){this.isExcalidraw&&e.docChanged&&(this.decorations=this.updateDecorations(e.view))}},{decorations:e=>e.decorations}),EDITOR_FADEOUT="fadeOutExcalidrawMarkup",editorExtensions={[EDITOR_FADEOUT]:HideTextBetweenCommentsExtension};class EditorHandler{plugin;activeEditorExtensions=[];constructor(e){this.plugin=e}destroy(){this.plugin=null}setup(){this.plugin.registerEditorExtension(this.activeEditorExtensions),this.updateCMExtensionState(EDITOR_FADEOUT,this.plugin.settings.fadeOutExcalidrawMarkup)}updateCMExtensionState(e,t){const n=editorExtensions[e];if(n){if(1==t)this.activeEditorExtensions.push(n),this.activeEditorExtensions[this.activeEditorExtensions.length-1].exID=e;else for(let t=0;t<this.activeEditorExtensions.length;t++)if(this.activeEditorExtensions[t].exID===e){this.activeEditorExtensions.splice(t,1);break}this.plugin.app.workspace.updateOptions()}}update(){this.plugin.app.workspace.updateOptions()}}class HotkeyEditor extends obsidian_module.BaseComponent{settings;containerEl;capturing=!1;activeModifiers=[];isDirty=!1;applySettingsUpdate;boundKeydownHandler;boundKeyupHandler;constructor(e,t,n){super(),this.containerEl=e.createDiv(),this.settings=t,this.applySettingsUpdate=n,this.boundKeydownHandler=this.onKeydown.bind(this),this.boundKeyupHandler=this.onKeyup.bind(this)}onload(){this.render()}render(){this.containerEl.empty(),this.settings.modifierKeyOverrides.forEach(((e,t)=>{const n=e.key.toUpperCase();new obsidian_module.Setting(this.containerEl).setDesc(fragWithHTML(`<b>Code:</b> <kbd>${e.modifiers.join("+")} + ${n}</kbd> | <b>Apple:</b> <kbd>${modifierLabel(e.modifiers,"Mac")} + ${n}</kbd> | <b>Windows:</b> <kbd>${modifierLabel(e.modifiers,"Other")} + ${n}</kbd>`)).addButton((e=>e.setButtonText(t$d("HOTKEY_BUTTON_REMOVE")).setCta().onClick((()=>{this.settings.modifierKeyOverrides.splice(t,1),this.isDirty=!0,this.applySettingsUpdate(),this.render()}))))})),this.capturing?new obsidian_module.Setting(this.containerEl).setName(t$d("HOTKEY_PRESS_COMBO_NANE")).setDesc(t$d("HOTKEY_PRESS_COMBO_DESC")).controlEl.style.cursor="pointer":new obsidian_module.Setting(this.containerEl).addButton((e=>e.setButtonText(t$d("HOTKEY_BUTTON_ADD_OVERRIDE")).setCta().onClick((()=>this.startCapture()))))}startCapture(){this.capturing=!0,this.activeModifiers=[],this.render(),window.addEventListener("keydown",this.boundKeydownHandler),window.addEventListener("keyup",this.boundKeyupHandler)}onKeydown(e){e.preventDefault(),e.stopPropagation();const t=this.getModifiersFromEvent(e);if(["Control","Shift","Alt","Meta"].includes(e.key))return void(this.activeModifiers=t);const n=1===e.key.length?e.key.toLowerCase():e.key;this.settings.modifierKeyOverrides.some((e=>e.key===n&&e.modifiers.length===t.length&&e.modifiers.every((e=>t.includes(e)))))||(this.settings.modifierKeyOverrides.push({modifiers:t,key:n}),this.isDirty=!0,this.applySettingsUpdate()),this.stopCapture()}onKeyup(e){e.ctrlKey||e.shiftKey||e.altKey||e.metaKey||this.stopCapture()}stopCapture(){this.capturing=!1,window.removeEventListener("keydown",this.boundKeydownHandler),window.removeEventListener("keyup",this.boundKeyupHandler),this.render()}unload(){this.stopCapture()}getModifiersFromEvent(e){const t=[];return(DEVICE.isMacOS&&e.metaKey||!DEVICE.isMacOS&&e.ctrlKey)&&t.push("Mod"),DEVICE.isMacOS&&e.ctrlKey&&t.push("Ctrl"),!DEVICE.isMacOS&&e.metaKey&&t.push("Meta"),e.shiftKey&&t.push("Shift"),e.altKey&&t.push("Alt"),t}}const DEFAULT_SETTINGS={folder:"Excalidraw",cropFolder:"",annotateFolder:"",embedUseExcalidrawFolder:!1,templateFilePath:"Excalidraw/Template.excalidraw",scriptFolderPath:"Excalidraw/Scripts",compress:!0,decompressForMDView:!1,onceOffCompressFlagReset:!1,onceOffGPTVersionReset:!1,autosave:!0,autosaveIntervalDesktop:6e4,autosaveIntervalMobile:3e4,drawingFilenamePrefix:"Drawing ",drawingEmbedPrefixWithFilename:!0,drawingFilnameEmbedPostfix:" ",drawingFilenameDateTime:"YYYY-MM-DD HH.mm.ss",useExcalidrawExtension:!0,cropPrefix:"cropped_",annotatePrefix:"annotated_",annotatePreserveSize:!1,displaySVGInPreview:void 0,previewImageType:void 0,allowImageCache:!0,allowImageCacheInScene:!0,displayExportedImageIfAvailable:!1,previewMatchObsidianTheme:!1,width:"400",height:"",dynamicStyling:"colorful",isLeftHanded:!1,iframeMatchExcalidrawTheme:!0,matchTheme:!1,matchThemeAlways:!1,matchThemeTrigger:!1,defaultMode:"normal",defaultPenMode:"never",penModeDoubleTapEraser:!0,penModeCrosshairVisible:!0,renderImageInMarkdownReadingMode:!1,renderImageInHoverPreviewForMDNotes:!1,renderImageInMarkdownToPDF:!1,allowPinchZoom:!1,allowWheelZoom:!1,zoomToFitOnOpen:!0,zoomToFitOnResize:!0,zoomToFitMaxLevel:2,linkPrefix:"📍",urlPrefix:"🌐",parseTODO:!1,todo:"☐",done:"🗹",hoverPreviewWithoutCTRL:!1,linkOpacity:1,openInAdjacentPane:!0,showSecondOrderLinks:!0,focusOnFileTab:!0,openInMainWorkspace:!0,showLinkBrackets:!0,allowCtrlClick:!0,forceWrap:!1,pageTransclusionCharLimit:200,wordWrappingDefault:0,removeTransclusionQuoteSigns:!0,iframelyAllowed:!0,pngExportScale:1,exportWithTheme:!0,exportWithBackground:!0,exportPaddingSVG:10,exportEmbedScene:!1,keepInSync:!1,autoexportSVG:!1,autoexportPNG:!1,autoExportLightAndDark:!1,autoexportExcalidraw:!1,embedType:"excalidraw",embedMarkdownCommentLinks:!0,embedWikiLink:!0,syncExcalidraw:!1,experimentalFileType:!1,experimentalFileTag:"✏️",experimentalLivePreview:!0,fadeOutExcalidrawMarkup:!1,loadPropertySuggestions:!0,experimentalEnableFourthFont:!1,experimantalFourthFont:"Virgil",addDummyTextElement:!1,zoteroCompatibility:!1,fieldSuggester:!0,compatibilityMode:!1,drawingOpenCount:0,library:"deprecated",library2:{type:"excalidrawlib",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,libraryItems:[]},imageElementNotice:!0,mdSVGwidth:500,mdSVGmaxHeight:800,mdFont:"Virgil",mdFontColor:"Black",mdBorderColor:"Black",mdCSS:"",scriptEngineSettings:{},defaultTrayMode:!0,previousRelease:"0.0.0",showReleaseNotes:!0,showNewVersionNotification:!0,latexBoilerplate:"\\color{blue}",taskboneEnabled:!1,taskboneAPIkey:"",pinnedScripts:[],customPens:[{...PENS.default},{...PENS.highlighter},{...PENS.finetip},{...PENS.fountain},{...PENS.marker},{...PENS["thick-thin"]},{...PENS["thin-thick-thin"]},{...PENS.default},{...PENS.default},{...PENS.default}],numberOfCustomPens:0,pdfScale:4,pdfBorderBox:!0,pdfFrame:!1,pdfGapSize:20,pdfGroupPages:!1,pdfLockAfterImport:!0,pdfNumColumns:1,pdfNumRows:1,pdfDirection:"right",pdfImportScale:.3,gridSettings:{DYNAMIC_COLOR:!0,COLOR:"#000000",OPACITY:50},laserSettings:{DECAY_LENGTH:50,DECAY_TIME:1e3,COLOR:"#ff0000"},embeddableMarkdownDefaults:{useObsidianDefaults:!1,backgroundMatchCanvas:!1,backgroundMatchElement:!0,backgroundColor:"#fff",backgroundOpacity:60,borderMatchElement:!0,borderColor:"#fff",borderOpacity:0,filenameVisible:!1},markdownNodeOneClickEditing:!1,canvasImmersiveEmbed:!0,startupScriptPath:"",openAIAPIToken:"",openAIDefaultTextModel:"gpt-3.5-turbo-1106",openAIDefaultVisionModel:"gpt-4o",openAIDefaultImageGenerationModel:"dall-e-3",openAIURL:"https://api.openai.com/v1/chat/completions",openAIImageGenerationURL:"https://api.openai.com/v1/images/generations",openAIImageEditsURL:"https://api.openai.com/v1/images/edits",openAIImageVariationURL:"https://api.openai.com/v1/images/variations",modifierKeyConfig:{Mac:{LocalFileDragAction:{defaultAction:"image-import",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"},{shift:!0,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!1,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"embeddable"}]},WebBrowserDragAction:{defaultAction:"image-url",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!0,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"link"},{shift:!1,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"}]},InternalDragAction:{defaultAction:"link",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!0,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!0,result:"image-fullsize"}]},LinkClickAction:{defaultAction:"new-tab",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"active-pane"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"new-tab"},{shift:!1,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"new-pane"},{shift:!0,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"popout-window"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!0,result:"md-properties"}]}},Win:{LocalFileDragAction:{defaultAction:"image-import",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!0,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"embeddable"}]},WebBrowserDragAction:{defaultAction:"image-url",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"}]},InternalDragAction:{defaultAction:"link",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image"},{shift:!1,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"image-fullsize"}]},LinkClickAction:{defaultAction:"new-tab",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"active-pane"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"new-tab"},{shift:!1,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"new-pane"},{shift:!0,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"popout-window"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!0,result:"md-properties"}]}}},slidingPanesSupport:!1,areaZoomLimit:1,longPressDesktop:500,longPressMobile:500,isDebugMode:!1,rank:"Bronze",modifierKeyOverrides:[{modifiers:["Mod"],key:"Enter"},{modifiers:["Mod"],key:"k"},{modifiers:["Mod"],key:"G"}],showSplashscreen:!0};class ExcalidrawSettingTab extends obsidian_module.PluginSettingTab{plugin;requestEmbedUpdate=!1;requestReloadDrawings=!1;requestUpdatePinnedPens=!1;requestUpdateDynamicStyling=!1;hotkeyEditor;constructor(e,t){super(e,t),this.plugin=t}applySettingsUpdate(e=!1){e&&(this.requestReloadDrawings=!0)}async hide(){if(this.plugin.settings.scriptFolderPath=obsidian_module.normalizePath(this.plugin.settings.scriptFolderPath),"/"!==this.plugin.settings.scriptFolderPath&&""!==this.plugin.settings.scriptFolderPath||(this.plugin.settings.scriptFolderPath="Excalidraw/Scripts"),this.plugin.saveSettings(),this.requestUpdatePinnedPens&&getExcalidrawViews(this.app).forEach((e=>e.updatePinnedCustomPens())),this.requestUpdateDynamicStyling&&getExcalidrawViews(this.app).forEach((e=>setDynamicStyle(this.plugin.ea,e,e.previousBackgroundColor,this.plugin.settings.dynamicStyling))),this.hotkeyEditor.unload(),this.hotkeyEditor.isDirty&&this.plugin.registerHotkeyOverrides(),this.requestReloadDrawings){const e=getExcalidrawViews(this.app);for(const t of e)await t.save(!1),await t.reload(!0);this.requestEmbedUpdate=!0}this.requestEmbedUpdate&&this.plugin.triggerEmbedUpdates(),this.plugin.scriptEngine.updateScriptPath()}async display(){let e;await this.plugin.loadSettings(),this.requestEmbedUpdate=!1,this.requestReloadDrawings=!1;const{containerEl:t}=this;t.addClass("excalidraw-settings"),this.containerEl.empty();const n=t.createDiv("coffee");n.addClass("ex-coffee-div"),n.createEl("a",{href:"https://ko-fi.com/zsolt"}).createEl("img",{attr:{src:"https://cdn.ko-fi.com/cdn/kofi3.png?v=3"}}).height=45;const r=[{icon:'<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"><path d="M15 22v-4a4.8 4.8 0 0 0-1-3.5c3 0 6-2 6-5.5.08-1.25-.27-2.48-1-3.5.28-1.15.28-2.35 0-3.5 0 0-1 0-3 1.5-2.64-.5-5.36-.5-8 0C6 2 5 2 5 2c-.3 1.15-.3 2.35 0 3.5A5.403 5.403 0 0 0 4 9c0 3.5 3 5.5 6 5.5-.39.49-.68 1.05-.85 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obsidian_module.Setting(e).setName(t$d("FOLDER_NAME")).setDesc(fragWithHTML(t$d("FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw").setValue(this.plugin.settings.folder).onChange((async e=>{this.plugin.settings.folder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FOLDER_EMBED_NAME")).setDesc(fragWithHTML(t$d("FOLDER_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedUseExcalidrawFolder).onChange((async e=>{this.plugin.settings.embedUseExcalidrawFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("CROP_FOLDER_NAME")).setDesc(fragWithHTML(t$d("CROP_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Cropped").setValue(this.plugin.settings.cropFolder).onChange((async e=>{this.plugin.settings.cropFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_FOLDER_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Annotations").setValue(this.plugin.settings.annotateFolder).onChange((async e=>{this.plugin.settings.annotateFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TEMPLATE_NAME")).setDesc(fragWithHTML(t$d("TEMPLATE_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Template").setValue(this.plugin.settings.templateFilePath).onChange((async e=>{this.plugin.settings.templateFilePath=e,this.applySettingsUpdate()})))),addIframe(e,"jgUpYznHP9A",216),new obsidian_module.Setting(e).setName(t$d("SCRIPT_FOLDER_NAME")).setDesc(fragWithHTML(t$d("SCRIPT_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Scripts").setValue(this.plugin.settings.scriptFolderPath).onChange((async 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obsidian_module.Setting(e).setName(t$d("AUTOSAVE_INTERVAL_DESKTOP_NAME")).setDesc(fragWithHTML(t$d("AUTOSAVE_INTERVAL_DESKTOP_DESC"))).addDropdown((e=>e.addOption("15000","Very frequent (every 15 seconds)").addOption("30000","Frequent (every 30 seconds)").addOption("60000","Moderate (every 60 seconds)").addOption("300000","Rare (every 5 minutes)").addOption("900000","Practically never (every 15 minutes)").setValue(this.plugin.settings.autosaveIntervalDesktop.toString()).onChange((async e=>{this.plugin.settings.autosaveIntervalDesktop=parseInt(e),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AUTOSAVE_INTERVAL_MOBILE_NAME")).setDesc(fragWithHTML(t$d("AUTOSAVE_INTERVAL_MOBILE_DESC"))).addDropdown((e=>e.addOption("10000","Very frequent (every 10 seconds)").addOption("20000","Frequent (every 20 seconds)").addOption("30000","Moderate (every 30 seconds)").addOption("60000","Rare (every 1 minute)").addOption("300000","Practically never (every 5 minutes)").setValue(this.plugin.settings.autosaveIntervalMobile.toString()).onChange((async e=>{this.plugin.settings.autosaveIntervalMobile=parseInt(e),this.applySettingsUpdate()})))),e=a.createEl("details"),e.createEl("summary",{text:t$d("FILENAME_HEAD"),cls:"excalidraw-setting-h3"}),e.createDiv("",(e=>{e.innerHTML=t$d("FILENAME_DESC")}));const o=()=>`${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'>${getEmbedFilename("{NOTE_NAME}",this.plugin.settings)}</a></b>`,s=e.createEl("p",{text:""});s.innerHTML=o(),new obsidian_module.Setting(e).setName(t$d("FILENAME_PREFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: Drawing ").setValue(this.plugin.settings.drawingFilenamePrefix).onChange((async t=>{this.plugin.settings.drawingFilenamePrefix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenamePrefix),s.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_PREFIX_EMBED_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.drawingEmbedPrefixWithFilename).onChange((async e=>{this.plugin.settings.drawingEmbedPrefixWithFilename=e,s.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_POSTFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_POSTFIX_DESC"))).addText((e=>e.setPlaceholder("").setValue(this.plugin.settings.drawingFilnameEmbedPostfix).onChange((async t=>{this.plugin.settings.drawingFilnameEmbedPostfix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilnameEmbedPostfix),s.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_DATE_NAME")).setDesc(fragWithHTML(t$d("FILENAME_DATE_DESC"))).addText((e=>e.setPlaceholder("YYYY-MM-DD HH.mm.ss").setValue(this.plugin.settings.drawingFilenameDateTime).onChange((async t=>{this.plugin.settings.drawingFilenameDateTime=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenameDateTime),s.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_EXCALIDRAW_EXTENSION_NAME")).setDesc(fragWithHTML(t$d("FILENAME_EXCALIDRAW_EXTENSION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.useExcalidrawExtension).onChange((async e=>{this.plugin.settings.useExcalidrawExtension=e,s.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("CROP_PREFIX_NAME")).setDesc(fragWithHTML(t$d("CROP_PREFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: Cropped_ ").setValue(this.plugin.settings.cropPrefix).onChange((async t=>{this.plugin.settings.cropPrefix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.cropPrefix),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_PREFIX_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_PREFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: Annotated_ ").setValue(this.plugin.settings.annotatePrefix).onChange((async t=>{this.plugin.settings.annotatePrefix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.annotatePrefix),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_PRESERVE_SIZE_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_PRESERVE_SIZE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.annotatePreserveSize).onChange((async e=>{this.plugin.settings.annotatePreserveSize=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("AI_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("AI_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_TOKEN_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_TOKEN_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_TOKEN_PLACEHOLDER")).setValue(this.plugin.settings.openAIAPIToken).onChange((async e=>{this.plugin.settings.openAIAPIToken=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_MODEL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_MODEL_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_DEFAULT_MODEL_PLACEHOLDER")).setValue(this.plugin.settings.openAIDefaultTextModel).onChange((async e=>{this.plugin.settings.openAIDefaultTextModel=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_VISION_MODEL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_VISION_MODEL_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_DEFAULT_VISION_MODEL_PLACEHOLDER")).setValue(this.plugin.settings.openAIDefaultVisionModel).onChange((async e=>{this.plugin.settings.openAIDefaultVisionModel=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_IMAGE_MODEL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_IMAGE_MODEL_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_DEFAULT_IMAGE_MODEL_PLACEHOLDER")).setValue(this.plugin.settings.openAIDefaultImageGenerationModel).onChange((async e=>{this.plugin.settings.openAIDefaultImageGenerationModel=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_API_URL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_API_URL_DESC"))).addText((e=>e.setPlaceholder("e.g.: https://api.openai.com/v1/chat/completions").setValue(this.plugin.settings.openAIURL).onChange((async e=>{this.plugin.settings.openAIURL=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("DISPLAY_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const l=e;let c;e.createEl("summary",{text:t$d("DISPLAY_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("DEFAULT_PEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_PEN_MODE_DESC"))).addDropdown((e=>e.addOption("never","Never").addOption("mobile","On Obsidian Mobile").addOption("always","Always").setValue(this.plugin.settings.defaultPenMode).onChange((async e=>{this.plugin.settings.defaultPenMode=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DISABLE_DOUBLE_TAP_ERASER_NAME")).addToggle((e=>e.setValue(this.plugin.settings.penModeDoubleTapEraser).onChange((async e=>{this.plugin.settings.penModeDoubleTapEraser=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_NAME")).setDesc(fragWithHTML(t$d("SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.penModeCrosshairVisible).onChange((async e=>{this.plugin.settings.penModeCrosshairVisible=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SHOW_DRAWING_OR_MD_IN_READING_MODE_NAME")).setDesc(fragWithHTML(t$d("SHOW_DRAWING_OR_MD_IN_READING_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.renderImageInMarkdownReadingMode).onChange((async e=>{this.plugin.settings.renderImageInMarkdownReadingMode=e,this.applySettingsUpdate()})))).nameEl.setAttribute("id","MDReadingMode"),new obsidian_module.Setting(e).setName(t$d("SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_NAME")).setDesc(fragWithHTML(t$d("SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.renderImageInHoverPreviewForMDNotes).onChange((async e=>{this.plugin.settings.renderImageInHoverPreviewForMDNotes=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).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()})))),addIframe(e,"H8Njp7ZXYag",999),new obsidian_module.Setting(e).setName(t$d("TOGGLE_SPLASHSCREEN")).addToggle((e=>e.setValue(this.plugin.settings.showSplashscreen).onChange((e=>{this.plugin.settings.showSplashscreen=e,this.applySettingsUpdate()})))),e=l.createEl("details"),e.createEl("summary",{text:t$d("HOTKEY_OVERRIDE_HEAD"),cls:"excalidraw-setting-h3"}),e.createEl("span",{},(e=>{e.innerHTML=t$d("HOTKEY_OVERRIDE_DESC")})),this.hotkeyEditor=new HotkeyEditor(e,this.plugin.settings,this.applySettingsUpdate),this.hotkeyEditor.onload(),e=l.createEl("details"),e.createEl("summary",{text:t$d("THEME_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("DYNAMICSTYLE_NAME")).setDesc(fragWithHTML(t$d("DYNAMICSTYLE_DESC"))).addDropdown((e=>e.addOption("none","Dynamic Styling OFF").addOption("colorful","Match color").addOption("gray","Gray, match tone").setValue(this.plugin.settings.dynamicStyling).onChange((async e=>{this.requestUpdateDynamicStyling=!0,this.plugin.settings.dynamicStyling=e,this.applySettingsUpdate()})))),addIframe(e,"fypDth_-8q0"),new obsidian_module.Setting(e).setName(t$d("IFRAME_MATCH_THEME_NAME")).setDesc(fragWithHTML(t$d("IFRAME_MATCH_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.iframeMatchExcalidrawTheme).onChange((async e=>{this.plugin.settings.iframeMatchExcalidrawTheme=e,this.applySettingsUpdate(!0)})))),addIframe(e,"ICpoyMv6KSs"),new obsidian_module.Setting(e).setName(t$d("MATCH_THEME_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchTheme).onChange((async e=>{this.plugin.settings.matchTheme=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("MATCH_THEME_ALWAYS_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_ALWAYS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchThemeAlways).onChange((async e=>{this.plugin.settings.matchThemeAlways=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).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,e?this.plugin.addThemeObserver():this.plugin.removeThemeObserver(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DEFAULT_OPEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_OPEN_MODE_DESC"))).addDropdown((e=>e.addOption("normal","Always in normal-mode").addOption("zen","Always in zen-mode").addOption("view","Always in view-mode").addOption("view-mobile","Usually normal, but view-mode on Phone").setValue(this.plugin.settings.defaultMode).onChange((async e=>{this.plugin.settings.defaultMode=e,this.applySettingsUpdate()})))),e=l.createEl("details"),e.createEl("summary",{text:t$d("ZOOM_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("DEFAULT_PINCHZOOM_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_PINCHZOOM_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowPinchZoom).onChange((async e=>{this.plugin.settings.allowPinchZoom=e,getExcalidrawViews(this.app).forEach((e=>e.updatePinchZoom())),this.applySettingsUpdate()})))),addIframe(e,"rBarRfcSxNo",107),new obsidian_module.Setting(e).setName(t$d("DEFAULT_WHEELZOOM_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_WHEELZOOM_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowWheelZoom).onChange((async e=>{this.plugin.settings.allowWheelZoom=e,getExcalidrawViews(this.app).forEach((e=>e.updateWheelZoom())),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ZOOM_TO_FIT_ONOPEN_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_ONOPEN_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnOpen).onChange((async e=>{this.plugin.settings.zoomToFitOnOpen=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ZOOM_TO_FIT_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnResize).onChange((async e=>{this.plugin.settings.zoomToFitOnResize=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$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=>{c.innerText=` ${e.toString()}`,this.plugin.settings.zoomToFitMaxLevel=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{c=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.zoomToFitMaxLevel.toString()}`})),e=l.createEl("details"),e.createEl("summary",{text:t$d("GRID_HEAD"),cls:"excalidraw-setting-h3"});const d=()=>{getExcalidrawViews(this.app).forEach((e=>e.updateGridColor()))};let T,u,Q,p,h,m,f,g,b;new obsidian_module.Setting(e).setName(t$d("GRID_DYNAMIC_COLOR_NAME")).setDesc(fragWithHTML(t$d("GRID_DYNAMIC_COLOR_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.gridSettings.DYNAMIC_COLOR).onChange((async e=>{this.plugin.settings.gridSettings.DYNAMIC_COLOR=e,T.style.display=e?"none":"block",this.applySettingsUpdate(),d()})))),T=e.createDiv(),T.style.display=this.plugin.settings.gridSettings.DYNAMIC_COLOR?"none":"block",new obsidian_module.Setting(T).setName(t$d("GRID_COLOR_NAME")).addColorPicker((e=>e.setValue(this.plugin.settings.gridSettings.COLOR).onChange((async e=>{this.plugin.settings.gridSettings.COLOR=e,this.applySettingsUpdate(),d()})))),new obsidian_module.Setting(e).setName(t$d("GRID_OPACITY_NAME")).setDesc(fragWithHTML(t$d("GRID_OPACITY_DESC"))).addSlider((e=>e.setLimits(0,100,1).setValue(this.plugin.settings.gridSettings.OPACITY).onChange((async e=>{u.innerText=` ${e.toString()}`,this.plugin.settings.gridSettings.OPACITY=e,this.applySettingsUpdate(),d()})))).settingEl.createDiv("",(e=>{u=e,e.style.minWidth="3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.gridSettings.OPACITY}`})),e=l.createEl("details"),e.createEl("summary",{text:t$d("LASER_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("LASER_COLOR")).addColorPicker((e=>e.setValue(this.plugin.settings.laserSettings.COLOR).onChange((async e=>{this.plugin.settings.laserSettings.COLOR=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LASER_DECAY_TIME_NAME")).setDesc(fragWithHTML(t$d("LASER_DECAY_TIME_DESC"))).addSlider((e=>e.setLimits(500,2e4,500).setValue(this.plugin.settings.laserSettings.DECAY_TIME).onChange((async e=>{Q.innerText=` ${e.toString()}`,this.plugin.settings.laserSettings.DECAY_TIME=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{Q=e,e.style.minWidth="3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.laserSettings.DECAY_TIME.toString()}`})),new obsidian_module.Setting(e).setName(t$d("LASER_DECAY_LENGTH_NAME")).setDesc(fragWithHTML(t$d("LASER_DECAY_LENGTH_DESC"))).addSlider((e=>e.setLimits(25,2e3,25).setValue(this.plugin.settings.laserSettings.DECAY_LENGTH).onChange((async e=>{p.innerText=` ${e.toString()}`,this.plugin.settings.laserSettings.DECAY_LENGTH=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{p=e,e.style.minWidth="3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.laserSettings.DECAY_LENGTH.toString()}`})),e=l.createEl("details"),e.createEl("summary",{text:t$d("DRAG_MODIFIER_NAME"),cls:"excalidraw-setting-h3"}),e.createDiv({text:t$d("DRAG_MODIFIER_DESC"),cls:"setting-item-description"}),new obsidian_module.Setting(e).setName(t$d("LONG_PRESS_DESKTOP_NAME")).setDesc(fragWithHTML(t$d("LONG_PRESS_DESKTOP_DESC"))).addSlider((e=>e.setLimits(300,3e3,100).setValue(this.plugin.settings.longPressDesktop).onChange((async e=>{h.innerText=` ${e.toString()}`,this.plugin.settings.longPressDesktop=e,this.applySettingsUpdate(!0)})))).settingEl.createDiv("",(e=>{h=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.longPressDesktop.toString()}`})),new obsidian_module.Setting(e).setName(t$d("LONG_PRESS_MOBILE_NAME")).setDesc(fragWithHTML(t$d("LONG_PRESS_MOBILE_DESC"))).addSlider((e=>e.setLimits(300,3e3,100).setValue(this.plugin.settings.longPressMobile).onChange((async e=>{m.innerText=` ${e.toString()}`,this.plugin.settings.longPressMobile=e,this.applySettingsUpdate(!0)})))).settingEl.createDiv("",(e=>{m=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.longPressMobile.toString()}`})),new ModifierKeySettingsComponent(e,this.plugin.settings.modifierKeyConfig,this.applySettingsUpdate).render(),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("LINKS_HEAD_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("LINKS_HEAD"),cls:"excalidraw-setting-h1"}),e.createEl("span",void 0,(e=>e.innerHTML=t$d("LINKS_DESC"))),new obsidian_module.Setting(e).setName(t$d("SECOND_ORDER_LINKS_NAME")).setDesc(fragWithHTML(t$d("SECOND_ORDER_LINKS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showSecondOrderLinks).onChange((async e=>{this.plugin.settings.showSecondOrderLinks=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ADJACENT_PANE_NAME")).setDesc(fragWithHTML(t$d("ADJACENT_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInAdjacentPane).onChange((async e=>{this.plugin.settings.openInAdjacentPane=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FOCUS_ON_EXISTING_TAB_NAME")).setDesc(fragWithHTML(t$d("FOCUS_ON_EXISTING_TAB_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.focusOnFileTab).onChange((async e=>{this.plugin.settings.focusOnFileTab=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("MAINWORKSPACE_PANE_NAME")).setDesc(fragWithHTML(t$d("MAINWORKSPACE_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInMainWorkspace).onChange((async e=>{this.plugin.settings.openInMainWorkspace=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(fragWithHTML(t$d("LINK_BRACKETS_NAME"))).setDesc(fragWithHTML(t$d("LINK_BRACKETS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showLinkBrackets).onChange((e=>{this.plugin.settings.showLinkBrackets=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("LINK_PREFIX_NAME")).setDesc(fragWithHTML(t$d("LINK_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.linkPrefix).onChange((e=>{this.plugin.settings.linkPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("URL_PREFIX_NAME")).setDesc(fragWithHTML(t$d("URL_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.urlPrefix).onChange((e=>{this.plugin.settings.urlPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).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,f.setDisabled(!e),g.setDisabled(!e),this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("TODO_NAME")).setDesc(fragWithHTML(t$d("TODO_DESC"))).addText((e=>{f=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.todo).onChange((e=>{this.plugin.settings.todo=e,this.applySettingsUpdate(!0)}))})),f.setDisabled(!this.plugin.settings.parseTODO),new obsidian_module.Setting(e).setName(t$d("DONE_NAME")).setDesc(fragWithHTML(t$d("DONE_DESC"))).setDisabled(!this.plugin.settings.parseTODO).addText((e=>{g=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.done).onChange((e=>{this.plugin.settings.done=e,this.applySettingsUpdate(!0)}))})),g.setDisabled(!this.plugin.settings.parseTODO),new obsidian_module.Setting(e).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=>{b.innerText=` ${e.toString()}`,this.plugin.settings.linkOpacity=e,this.applySettingsUpdate(!0)})))).settingEl.createDiv("",(e=>{b=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.linkOpacity.toString()}`})),new obsidian_module.Setting(e).setName(t$d("HOVERPREVIEW_NAME")).setDesc(fragWithHTML(t$d("HOVERPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.hoverPreviewWithoutCTRL).onChange((async e=>{this.plugin.settings.hoverPreviewWithoutCTRL=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LINK_CTRL_CLICK_NAME")).setDesc(fragWithHTML(t$d("LINK_CTRL_CLICK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowCtrlClick).onChange((async e=>{this.plugin.settings.allowCtrlClick=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TRANSCLUSION_WRAP_NAME")).setDesc(fragWithHTML(t$d("TRANSCLUSION_WRAP_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.forceWrap).onChange((async e=>{this.plugin.settings.forceWrap=e,this.applySettingsUpdate(!0)})))).descEl.innerHTML=`<code>![[doc#^ref]]{number}</code> ${t$d("TRANSCLUSION_WRAP_DESC")}`,new obsidian_module.Setting(e).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 t=>{const n=parseInt(t);if(isNaN(n)&&""!==t)e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.pageTransclusionCharLimit=10,void this.applySettingsUpdate(!0);this.plugin.settings.pageTransclusionCharLimit=n,e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).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 t=>{const n=parseInt(t);if(isNaN(n)&&""!==t)e.setValue(this.plugin.settings.wordWrappingDefault.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.wordWrappingDefault=0,void this.applySettingsUpdate(!0);this.plugin.settings.wordWrappingDefault=n,e.setValue(this.plugin.settings.wordWrappingDefault.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).setName(t$d("QUOTE_TRANSCLUSION_REMOVE_NAME")).setDesc(fragWithHTML(t$d("QUOTE_TRANSCLUSION_REMOVE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.removeTransclusionQuoteSigns).onChange((e=>{this.plugin.settings.removeTransclusionQuoteSigns=e,this.requestEmbedUpdate=!0,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).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()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("EMBED_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const y=e;let _,L;e.createEl("summary",{text:t$d("EMBED_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("EMBED_PREVIEW_IMAGETYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_PREVIEW_IMAGETYPE_DESC"))).addDropdown((e=>e.addOption(PreviewImageType.PNG,"PNG Image").addOption(PreviewImageType.SVG,"Native SVG").addOption(PreviewImageType.SVGIMG,"SVG Image").setValue(this.plugin.settings.previewImageType).onChange((e=>{this.plugin.settings.previewImageType=e,this.requestEmbedUpdate=!0,this.applySettingsUpdate()})))),addIframe(e,"yZQoJg2RCKI"),addIframe(e,"opLd1SqaH_I",8),new obsidian_module.Setting(e).setName(t$d("EMBED_TYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_TYPE_DESC"))).addDropdown((async e=>{_=e,_.addOption("excalidraw","excalidraw"),this.plugin.settings.autoexportPNG?_.addOption("PNG","PNG"):"PNG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),this.plugin.settings.autoexportSVG?_.addOption("SVG","SVG"):"SVG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),_.setValue(this.plugin.settings.embedType).onChange((async e=>{this.plugin.settings.embedType=e,L.settingEl.style.display="excalidraw"===e?"none":"",this.applySettingsUpdate()}))})),L=new obsidian_module.Setting(e).setName(t$d("EMBED_MARKDOWN_COMMENT_NAME")).setDesc(fragWithHTML(t$d("EMBED_MARKDOWN_COMMENT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedMarkdownCommentLinks).onChange((async e=>{this.plugin.settings.embedMarkdownCommentLinks=e,this.applySettingsUpdate()})))),L.settingEl.style.display="excalidraw"===this.plugin.settings.embedType?"none":"",new obsidian_module.Setting(e).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()})))),e=y.createEl("details"),e.createEl("summary",{text:t$d("EMBED_CANVAS"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("EMBED_CANVAS_NAME")).setDesc(fragWithHTML(t$d("EMBED_CANVAS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.canvasImmersiveEmbed).onChange((async e=>{this.plugin.settings.canvasImmersiveEmbed=e,this.applySettingsUpdate()})))),e=y.createEl("details"),e.createEl("summary",{text:t$d("EMBED_CACHING"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("EMBED_IMAGE_CACHE_NAME")).setDesc(fragWithHTML(t$d("EMBED_IMAGE_CACHE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowImageCache).onChange((e=>{this.plugin.settings.allowImageCache=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SCENE_IMAGE_CACHE_NAME")).setDesc(fragWithHTML(t$d("SCENE_IMAGE_CACHE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowImageCacheInScene).onChange((e=>{this.plugin.settings.allowImageCacheInScene=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EMBED_IMAGE_CACHE_CLEAR")).addButton((e=>e.setButtonText(t$d("EMBED_IMAGE_CACHE_CLEAR")).onClick((()=>{imageCache.clearImageCache()})))),new obsidian_module.Setting(e).setName(t$d("BACKUP_CACHE_CLEAR")).addButton((e=>e.setButtonText(t$d("BACKUP_CACHE_CLEAR")).onClick((()=>{new ConfirmationPrompt(this.plugin,t$d("BACKUP_CACHE_CLEAR_CONFIRMATION")).waitForClose.then((e=>{e&&imageCache.clearBackupCache()}))})))),new obsidian_module.Setting(e).setName(t$d("EMBED_REUSE_EXPORTED_IMAGE_NAME")).setDesc(fragWithHTML(t$d("EMBED_REUSE_EXPORTED_IMAGE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.displayExportedImageIfAvailable).onChange((async e=>{this.plugin.settings.displayExportedImageIfAvailable=e,this.applySettingsUpdate()})))),e=y.createEl("details");const v=e;let w,E;e.createEl("summary",{text:t$d("EXPORT_SUBHEAD"),cls:"excalidraw-setting-h3"}),addIframe(e,"wTtaXmRJ7wg",171),new obsidian_module.Setting(e).setName(t$d("SHOW_DRAWING_OR_MD_IN_EXPORTPDF_NAME")).setDesc(fragWithHTML(t$d("SHOW_DRAWING_OR_MD_IN_EXPORTPDF_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.renderImageInMarkdownToPDF).onChange((async e=>{this.plugin.settings.renderImageInMarkdownToPDF=e,this.applySettingsUpdate()})))).nameEl.setAttribute("id","PDFExport"),new obsidian_module.Setting(e).setName(t$d("EXPORT_EMBED_SCENE_NAME")).setDesc(fragWithHTML(t$d("EXPORT_EMBED_SCENE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportEmbedScene).onChange((async e=>{this.plugin.settings.exportEmbedScene=e,this.applySettingsUpdate()})))),e=v.createEl("details"),e.createEl("summary",{text:t$d("EMBED_SIZING"),cls:"excalidraw-setting-h4"}),new obsidian_module.Setting(e).setName(t$d("EMBED_WIDTH_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIDTH_DESC"))).addText((e=>e.setPlaceholder("e.g.: 400").setValue(this.plugin.settings.width).onChange((async e=>{this.plugin.settings.width=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).setName(t$d("EMBED_HEIGHT_NAME")).setDesc(fragWithHTML(t$d("EMBED_HEIGHT_DESC"))).addText((e=>e.setPlaceholder("e.g.: 400").setValue(this.plugin.settings.height).onChange((async e=>{this.plugin.settings.height=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).setName(t$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=>{w.innerText=` ${e.toString()}`,this.plugin.settings.pngExportScale=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{w=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.pngExportScale.toString()}`})),new obsidian_module.Setting(e).setName(t$d("EXPORT_PADDING_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PADDING_DESC"))).addSlider((e=>e.setLimits(0,50,5).setValue(this.plugin.settings.exportPaddingSVG).onChange((async e=>{E.innerText=` ${e.toString()}`,this.plugin.settings.exportPaddingSVG=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{E=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.exportPaddingSVG.toString()}`})),e=v.createEl("details"),e.createEl("summary",{text:t$d("EMBED_THEME_BACKGROUND"),cls:"excalidraw-setting-h4"}),new obsidian_module.Setting(e).setName(t$d("EXPORT_BACKGROUND_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BACKGROUND_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithBackground).onChange((async e=>{this.plugin.settings.exportWithBackground=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_THEME_NAME")).setDesc(fragWithHTML(t$d("EXPORT_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithTheme).onChange((async e=>{this.plugin.settings.exportWithTheme=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).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()})))),e=v.createEl("details"),e.createEl("summary",{text:t$d("EXPORT_HEAD"),cls:"excalidraw-setting-h4"}),e.setAttribute("id","Autoexport"),new obsidian_module.Setting(e).setName(t$d("EXPORT_SYNC_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SYNC_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.keepInSync).onChange((async e=>{this.plugin.settings.keepInSync=e,this.applySettingsUpdate()}))));const x=e=>{let t=0;for(t=0;t<_.selectEl.options.length;t++)_.selectEl.item(t).label===e&&_.selectEl.item(t).remove()};new obsidian_module.Setting(e).setName(t$d("EXPORT_SVG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SVG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportSVG).onChange((async e=>{e?_.addOption("SVG","SVG"):("SVG"===this.plugin.settings.embedType&&(_.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),x("SVG")),this.plugin.settings.autoexportSVG=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_PNG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PNG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportPNG).onChange((async e=>{e?_.addOption("PNG","PNG"):("PNG"===this.plugin.settings.embedType&&(_.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),x("PNG")),this.plugin.settings.autoexportPNG=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_BOTH_DARK_AND_LIGHT_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BOTH_DARK_AND_LIGHT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoExportLightAndDark).onChange((async e=>{this.plugin.settings.autoExportLightAndDark=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("EMBED_TOEXCALIDRAW_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const M=e;e.createEl("summary",{text:t$d("EMBED_TOEXCALIDRAW_HEAD"),cls:"excalidraw-setting-h1"}),e=M.createEl("details"),e.createEl("summary",{text:t$d("PDF_TO_IMAGE"),cls:"excalidraw-setting-h3"}),addIframe(e,"nB4cOfn0xAs"),new obsidian_module.Setting(e).setName(t$d("PDF_TO_IMAGE_SCALE_NAME")).setDesc(fragWithHTML(t$d("PDF_TO_IMAGE_SCALE_DESC"))).addDropdown((e=>e.addOption("0.5","0.5").addOption("1","1").addOption("2","2").addOption("3","3").addOption("4","4").addOption("5","5").addOption("6","6").setValue(`${this.plugin.settings.pdfScale}`).onChange((e=>{this.plugin.settings.pdfScale=parseFloat(e),this.applySettingsUpdate()})))),e=M.createEl("details"),e.createEl("summary",{text:t$d("MD_EMBED_CUSTOMDATA_HEAD_NAME"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("MD_EMBED_SINGLECLICK_EDIT_NAME")).setDesc(fragWithHTML(t$d("MD_EMBED_SINGLECLICK_EDIT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.markdownNodeOneClickEditing).onChange((async e=>{this.plugin.settings.markdownNodeOneClickEditing=e,this.applySettingsUpdate()})))),e.createEl("hr",{cls:"excalidraw-setting-hr"}),e.createEl("span",{},(e=>{e.innerHTML=t$d("MD_EMBED_CUSTOMDATA_HEAD_DESC")})),new EmbeddalbeMDFileCustomDataSettingsComponent(e,this.plugin.settings.embeddableMarkdownDefaults,this.applySettingsUpdate).render(),e=M.createEl("details"),e.createEl("summary",{text:t$d("MD_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).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 t=>{const n=parseInt(t);if(isNaN(n)&&""!==t)e.setValue(this.plugin.settings.mdSVGwidth.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.mdSVGwidth=500,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGwidth=n,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGwidth.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).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 t=>{const n=parseInt(t);if(isNaN(n)&&""!==t)e.setValue(this.plugin.settings.mdSVGmaxHeight.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.mdSVGmaxHeight=800,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGmaxHeight=n,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGmaxHeight.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).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"),e.addOption("Assistant","Assistant"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2","otf"].contains(e.extension))).forEach((t=>{e.addOption(t.path,t.name)})),e.setValue(this.plugin.settings.mdFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFont=e,this.applySettingsUpdate(!0)}))})),new obsidian_module.Setting(e).setName(t$d("MD_DEFAULT_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdFontColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFontColor=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("MD_DEFAULT_BORDER_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_BORDER_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdBorderColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdBorderColor=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).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)})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("NONSTANDARD_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const S=e;let H;e.createEl("summary",{text:t$d("NONSTANDARD_HEAD"),cls:"excalidraw-setting-h1"}),e=S.createEl("details"),e.createEl("summary",{text:t$d("RENDER_TWEAK_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("MAX_IMAGE_ZOOM_IN_NAME")).setDesc(fragWithHTML(t$d("MAX_IMAGE_ZOOM_IN_DESC"))).addSlider((e=>e.setLimits(1,10,.5).setValue(this.plugin.settings.areaZoomLimit).onChange((async e=>{H.innerText=` ${e.toString()}`,this.plugin.settings.areaZoomLimit=e,this.applySettingsUpdate(),this.plugin.excalidrawConfig.updateValues(this.plugin)})))).settingEl.createDiv("",(e=>{H=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.areaZoomLimit.toString()}`})),e=S.createEl("details"),e.createEl("summary",{text:t$d("CUSTOM_PEN_HEAD"),cls:"excalidraw-setting-h3"}),addIframe(e,"OjNhjaH2KjI",69),new obsidian_module.Setting(e).setName(t$d("CUSTOM_PEN_NAME")).setDesc(t$d("CUSTOM_PEN_DESC")).addDropdown((e=>e.addOption("0","0").addOption("1","1").addOption("2","2").addOption("3","3").addOption("4","4").addOption("5","5").addOption("6","6").addOption("7","7").addOption("8","8").addOption("9","9").addOption("10","10").setValue(this.plugin.settings.numberOfCustomPens.toString()).onChange((e=>{this.plugin.settings.numberOfCustomPens=parseInt(e),this.requestUpdatePinnedPens=!0,this.applySettingsUpdate(!1)})))),e=S.createEl("details"),e.createEl("summary",{text:t$d("CUSTOM_FONT_HEAD"),cls:"excalidraw-setting-h3"}),addIframe(e,"eKFmrSQhFA4"),new obsidian_module.Setting(e).setName(t$d("ENABLE_FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("ENABLE_FOURTH_FONT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalEnableFourthFont).onChange((async e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimentalEnableFourthFont=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("FOURTH_FONT_DESC"))).addDropdown((async e=>{e.addOption("Virgil","Virgil"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2","otf"].contains(e.extension))).forEach((t=>{e.addOption(t.path,t.name)})),e.setValue(this.plugin.settings.experimantalFourthFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimantalFourthFont=e,this.applySettingsUpdate(!0),this.plugin.initializeFonts()}))})),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("EXPERIMENTAL_DESC"),cls:"setting-item-description"}),e=t.createEl("details");const C=e;let O,A,k;e.createEl("summary",{text:t$d("EXPERIMENTAL_HEAD"),cls:"excalidraw-setting-h1"}),addIframe(e,"r08wk-58DPk"),new obsidian_module.Setting(e).setName(t$d("LATEX_DEFAULT_NAME")).setDesc(fragWithHTML(t$d("LATEX_DEFAULT_DESC"))).addText((e=>e.setValue(this.plugin.settings.latexBoilerplate).onChange((e=>{this.plugin.settings.latexBoilerplate=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILETYPE_NAME")).setDesc(fragWithHTML(t$d("FILETYPE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalFileType).onChange((async e=>{this.plugin.settings.experimentalFileType=e,this.plugin.experimentalFileTypeDisplayToggle(e),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILETAG_NAME")).setDesc(fragWithHTML(t$d("FILETAG_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.experimentalFileTag).onChange((async e=>{this.plugin.settings.experimentalFileTag=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LIVEPREVIEW_NAME")).setDesc(fragWithHTML(t$d("LIVEPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalLivePreview).onChange((async e=>{this.plugin.settings.experimentalLivePreview=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FADE_OUT_EXCALIDRAW_MARKUP_NAME")).setDesc(fragWithHTML(t$d("FADE_OUT_EXCALIDRAW_MARKUP_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.fadeOutExcalidrawMarkup).onChange((async e=>{this.plugin.settings.fadeOutExcalidrawMarkup=e,this.plugin.editorHandler.updateCMExtensionState(EDITOR_FADEOUT,e),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXCALIDRAW_PROPERTIES_NAME")).setDesc(fragWithHTML(t$d("EXCALIDRAW_PROPERTIES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.loadPropertySuggestions).onChange((async e=>{this.plugin.settings.loadPropertySuggestions=e,this.applySettingsUpdate()})))),e=C.createEl("details"),e.createEl("summary",{text:t$d("TASKBONE_HEAD"),cls:"excalidraw-setting-h3"}),e.createDiv({text:t$d("TASKBONE_DESC"),cls:"setting-item-description"}),addIframe(e,"7gu4ETx7zro"),new obsidian_module.Setting(e).setName(t$d("TASKBONE_ENABLE_NAME")).setDesc(fragWithHTML(t$d("TASKBONE_ENABLE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.taskboneEnabled).onChange((async e=>{if(O.setDisabled(!e),this.plugin.settings.taskboneEnabled=e,""===this.plugin.settings.taskboneAPIkey){const e=await this.plugin.taskbone.initialize(!1);e&&O.setValue(e)}this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TASKBONE_APIKEY_NAME")).setDesc(fragWithHTML(t$d("TASKBONE_APIKEY_DESC"))).addText((e=>{O=e,O.setValue(this.plugin.settings.taskboneAPIkey).onChange((async e=>{this.plugin.settings.taskboneAPIkey=e,this.applySettingsUpdate()})).setDisabled(!this.plugin.settings.taskboneEnabled)})),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({cls:"setting-item-description"},(e=>{e.innerHTML=t$d("EA_DESC")})),e=t.createEl("details"),e.createEl("summary",{text:t$d("EA_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).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()}))));const I=()=>{const e=obsidian_module.normalizePath(this.plugin.settings.startupScriptPath.endsWith(".md")?this.plugin.settings.startupScriptPath:this.plugin.settings.startupScriptPath+".md");return Boolean(this.app.vault.getAbstractFileByPath(e))};new obsidian_module.Setting(e).setName(t$d("STARTUP_SCRIPT_NAME")).setDesc(fragWithHTML(t$d("STARTUP_SCRIPT_DESC"))).addText((e=>{A=e,e.setValue(this.plugin.settings.startupScriptPath).onChange((e=>{this.plugin.settings.startupScriptPath=e,k.setButtonText(I()?t$d("STARTUP_SCRIPT_BUTTON_OPEN"):t$d("STARTUP_SCRIPT_BUTTON_CREATE")),this.applySettingsUpdate()}))})).addButton((e=>{k=e,k.setButtonText(I()?t$d("STARTUP_SCRIPT_BUTTON_OPEN"):t$d("STARTUP_SCRIPT_BUTTON_CREATE")).onClick((async()=>{""===this.plugin.settings.startupScriptPath&&(this.plugin.settings.startupScriptPath=obsidian_module.normalizePath(obsidian_module.normalizePath(this.plugin.settings.folder)+"/ExcalidrawStartup"),A.setValue(this.plugin.settings.startupScriptPath),this.applySettingsUpdate());const e=obsidian_module.normalizePath(this.plugin.settings.startupScriptPath.endsWith(".md")?this.plugin.settings.startupScriptPath:this.plugin.settings.startupScriptPath+".md");let t=this.app.vault.getAbstractFileByPath(e);t||(t=await this.app.vault.create(e,atob("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"))),k.setButtonText(t$d("STARTUP_SCRIPT_BUTTON_OPEN")),this.app.workspace.openLinkText(t.path,"",!0),this.hide()}))})),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("COMPATIBILITY_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("COMPATIBILITY_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("DUMMY_TEXT_ELEMENT_LINT_SUPPORT_NAME")).setDesc(fragWithHTML(t$d("DUMMY_TEXT_ELEMENT_LINT_SUPPORT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.addDummyTextElement).onChange((e=>{this.plugin.settings.addDummyTextElement=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("PRESERVE_TEXT_AFTER_DRAWING_NAME")).setDesc(fragWithHTML(t$d("PRESERVE_TEXT_AFTER_DRAWING_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoteroCompatibility).onChange((e=>{this.plugin.settings.zoteroCompatibility=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SLIDING_PANES_NAME")).setDesc(fragWithHTML(t$d("SLIDING_PANES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.slidingPanesSupport).onChange((e=>{this.plugin.settings.slidingPanesSupport=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("COMPATIBILITY_MODE_NAME")).setDesc(fragWithHTML(t$d("COMPATIBILITY_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compatibilityMode).onChange((async e=>{this.plugin.settings.compatibilityMode=e,s.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("EXPORT_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportExcalidraw).onChange((async e=>{this.plugin.settings.autoexportExcalidraw=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SYNC_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("SYNC_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.syncExcalidraw).onChange((async e=>{this.plugin.settings.syncExcalidraw=e,this.applySettingsUpdate()}))));const V=this.plugin.scriptEngine.getListofScripts()?.map((e=>this.plugin.scriptEngine.getScriptName(e)));if(Object.keys(this.plugin.settings.scriptEngineSettings).length>0&&V){const n=(e,t)=>{const n=this.plugin.settings.scriptEngineSettings[e][t];return"object"==typeof n?n.height:null},r=(e,t)=>{const n=this.plugin.settings.scriptEngineSettings[e][t];return"object"==typeof n?n.value:n},i=(e,t,n)=>{"object"==typeof this.plugin.settings.scriptEngineSettings[e][t]?this.plugin.settings.scriptEngineSettings[e][t].value=n:this.plugin.settings.scriptEngineSettings[e][t]=n},a=(t,n,a)=>{new obsidian_module.Setting(e).setName(n).setDesc(fragWithHTML(a??"")).addToggle((e=>e.setValue(r(t,n)).onChange((async e=>{i(t,n,e),this.applySettingsUpdate()}))))},o=(t,a,o,s)=>{s&&"[object Array]"===Object.prototype.toString.call(s)&&s.length>0?new obsidian_module.Setting(e).setName(a).setDesc(fragWithHTML(o??"")).addDropdown((e=>{s.forEach((t=>e.addOption(t.toString(),t.toString()))),e.setValue(r(t,a)).onChange((async e=>{i(t,a,e),this.applySettingsUpdate()}))})):n(t,a)?new obsidian_module.Setting(e).setName(a).setDesc(fragWithHTML(o??"")).addTextArea((e=>{e.inputEl.style.minHeight=n(t,a),e.inputEl.style.minWidth="400px",e.inputEl.style.width="100%",e.setValue(r(t,a)).onChange((async e=>{i(t,a,e),this.applySettingsUpdate()}))})):new obsidian_module.Setting(e).setName(a).setDesc(fragWithHTML(o??"")).addText((e=>e.setValue(r(t,a)).onChange((async e=>{i(t,a,e),this.applySettingsUpdate()}))))},s=(t,n,a)=>{new obsidian_module.Setting(e).setName(n).setDesc(fragWithHTML(a??"")).addText((e=>e.setPlaceholder("Enter a number").setValue(r(t,n).toString()).onChange((async a=>{const o=parseFloat(a);isNaN(o)&&""!==a?e.setValue(r(t,n).toString()):(i(t,n,isNaN(o)?0:o),this.applySettingsUpdate())}))))};t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("SCRIPT_SETTINGS_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const l=e;e.createEl("summary",{text:t$d("SCRIPT_SETTINGS_HEAD"),cls:"excalidraw-setting-h1"}),addIframe(e,"H8Njp7ZXYag",52),Object.keys(this.plugin.settings.scriptEngineSettings).filter((e=>V.contains(e))).forEach((t=>{const n=this.plugin.settings.scriptEngineSettings[t],r=Object.values(n);0===r.length||r.length>0&&0===r.map((e=>e.hidden?0:1)).reduce(((e,t)=>e+t))||(e=l.createEl("details"),e.createEl("summary",{text:t,cls:"excalidraw-setting-h3"}),Object.keys(n).forEach((e=>{const r=n[e];switch(typeof(r.value??r)){case"boolean":r.hidden||a(t,e,r.description);break;case"string":r.hidden||o(t,e,r.description,r.valueset);break;case"number":r.hidden||s(t,e,r.description)}})))}))}}}var openDialogAction;!function(e){e[e.openFile=0]="openFile",e[e.insertLinkToDrawing=1]="insertLinkToDrawing"}(openDialogAction||(openDialogAction={}));class OpenFileDialog extends obsidian_module.FuzzySuggestModal{plugin;action;onNewPane;destroy(){this.app=null,this.plugin=null,this.action=null,this.inputEl.onkeyup=null}constructor(e,t){super(e),this.app=e,this.action=openDialogAction.openFile,this.plugin=t,this.onNewPane=!1,this.limit=20,this.setInstructions([{command:t$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,t){switch(this.action=e,this.onNewPane=t,e){case openDialogAction.openFile:this.emptyStateText=EMPTY_MESSAGE,this.setPlaceholder(t$d("SELECT_FILE_OR_TYPE_NEW"));break;case openDialogAction.insertLinkToDrawing:this.emptyStateText=t$d("NO_MATCH"),this.setPlaceholder(t$d("SELECT_TO_EMBED"))}this.open()}}class InsertLinkDialog extends obsidian_module.FuzzySuggestModal{plugin;addText;drawingPath;destroy(){this.app=null,this.addText=null,this.drawingPath=null}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_FILE_TO_LINK")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return this.app.metadataCache.getLinkSuggestions().filter((e=>!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path+(e.alias?`|${e.alias}`:"")}onChooseItem(e){let t=e.path;e.file&&(t=this.app.metadataCache.fileToLinktext(e.file,this.drawingPath,!0)),getLink(this.plugin,{embed:!1,path:t,alias:e.alias}),this.addText(getLink(this.plugin,{embed:!1,path:t,alias:e.alias}),t,e.alias)}onClose(){window.setTimeout((()=>{this.addText=null})),super.onClose()}start(e,t){this.addText=t,this.drawingPath=e,this.open()}}class InsertCommandDialog extends obsidian_module.FuzzySuggestModal{addText;destroy(){this.app=null,this.addText=null}constructor(e){super(e),this.app=e,this.limit=20,this.setInstructions([{command:t$d("SELECT_COMMAND"),purpose:""}]),this.setPlaceholder(t$d("SELECT_COMMAND_PLACEHOLDER")),this.emptyStateText=t$d("NO_MATCHING_COMMAND")}getItems(){return this.app.commands.listCommands()}getItemText(e){return e.name}onChooseItem(e){e?.id,this.addText(`⚙️[${e.name}](cmd://${e.id})`),this.addText=null}start(e){this.addText=e,this.open()}onClose(){window.setTimeout((()=>{this.addText=null})),super.onClose()}}class InsertImageDialog extends obsidian_module.FuzzySuggestModal{plugin;view;destroy(){this.app=null,this.plugin=null,this.view=null,this.inputEl.onkeyup=null}onClose(){window.setTimeout((()=>{this.view=null})),super.onClose()}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE_WITH_OPTION_TO_SCALE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_DRAWING")),this.emptyStateText=t$d("NO_MATCH"),this.inputEl.onkeyup=e=>{"Enter"===e.key&&scaleToFullsizeModifier(e)&&this.chooser.values&&(this.onChooseItem(this.chooser.values[this.chooser.selectedItem].item,new KeyboardEvent("keypress",{shiftKey:!0,metaKey:!(DEVICE.isIOS||DEVICE.isMacOS),ctrlKey:DEVICE.isIOS||DEVICE.isMacOS})),this.close())}}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>(IMAGE_TYPES.contains(e.extension)||this.plugin.isExcalidrawFile(e))&&!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path}onChooseItem(e,t){const n=getEA(this.view);n.canvas.theme=this.view.excalidrawAPI.getAppState().theme;const r=scaleToFullsizeModifier(t);(async()=>{await n.addImage(0,0,e,!r),await n.addElementsToView(!0,!0,!0),n.destroy()})()}start(e){this.view=e,this.open()}}class ImportSVGDialog extends obsidian_module.FuzzySuggestModal{plugin;view;destroy(){this.app=null,this.plugin=null,this.view=null}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$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,t){if(!e)return;const n=getEA(this.view),r=await this.app.vault.read(e);r&&""!==r&&(n.importSVG(r),n.addToGroup(n.getElements().map((e=>e.id))),await n.addElementsToView(!0,!0,!0,!0),n.destroy())}onClose(){window.setTimeout((()=>{this.view=null})),super.onClose()}start(e){this.view=e,this.open()}}class InsertMDDialog extends obsidian_module.FuzzySuggestModal{plugin;view;destroy(){this.app=null,this.plugin=null,this.view=null}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 t=getEA(this.view);(async()=>{await t.addImage(0,0,e),await t.addElementsToView(!0,!1,!0),t.destroy()})()}start(e){this.view=e,this.open()}onClose(){window.setTimeout((()=>{this.view=null})),super.onClose()}}function around(e,t){const n=Object.keys(t).map((n=>around1(e,n,t[n])));return 1===n.length?n[0]:function(){n.forEach((e=>e()))}}function around1(e,t,n){const r=e[t],i=e.hasOwnProperty(t);let a=n(r);return r&&Object.setPrototypeOf(a,r),Object.setPrototypeOf(o,a),e[t]=o,s;function o(...n){return a===r&&e[t]===o&&s(),a.apply(this,n)}function s(){e[t]===o&&(i?e[t]=r:delete e[t]),a!==r&&(a=r,Object.setPrototypeOf(o,r||Function))}}function dedupe(e,t,n){return r[e]=e,r;function r(...r){return(t[e]===e?t:n).apply(this,r)}}function isHTMLElement(e){return e&&"object"==typeof e&&1===e.nodeType&&"string"==typeof e.tagName}let plugin,app$1,vault,metadataCache;const getDefaultWidth=e=>{const t=parseInt(e.settings.width);return isNaN(t)||0===t||null===t?""!==getDefaultHeight(e)?"":"400":e.settings.width},getDefaultHeight=e=>{const t=parseInt(e.settings.height);return isNaN(t)||0===t||null===t?"":e.settings.height},initializeMarkdownPostProcessor=e=>{plugin=e,app$1=plugin.app,vault=app$1.vault,metadataCache=app$1.metadataCache},_getPNG=async({imgAttributes:e,filenameParts:t,theme:n,cacheReady:r,img:i,file:a,exportSettings:o,loader:s})=>{const l=parseInt(e.fwidth),c=l>=2400?5:l>=1800?4:l>=1200?3:l>=600?2:1,d={...t,isDark:"dark"===n,previewImageType:PreviewImageType.PNG,scale:c,isTransparent:!o.withBackground,inlineFonts:!0};if(r){const e=await imageCache.getImageFromCache(d);if(e&&"string"==typeof e)return i.src=e,i}const T=(t.hasGroupref||t.hasFrameref?void 0:await getQuickImagePreview(plugin,a.path,"png"))??await createPNG(t.hasGroupref||t.hasFrameref||t.hasClippedFrameref?t.filepath+t.linkpartReference:a.path,c,t.hasClippedFrameref?{...o,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:o,s,n,null,null,[],plugin,0);return T?(i.src=URL.createObjectURL(T),r&&imageCache.addImageToCache(d,i.src,T),i):null},setStyle=({element:e,imgAttributes:t,onCanvas:n})=>{let r="";r=t.fwidth?`max-width:${t.fwidth}${t.fwidth.match(/\d$/)?"px":""}; `:"width: fit-content;",t.fheight&&(r+=`${t.fwidth?"min-":"max-"}height:${t.fheight}px;`),n||e.setAttribute("style",r),e.classList.add(...Array.from(t.style)),e.hasClass("excalidraw-embedded-img")||e.addClass("excalidraw-embedded-img"),window?.ExcalidrawAutomate?.plugin?.settings?.canvasImmersiveEmbed&&!e.hasClass("excalidraw-canvas-immersive")&&e.addClass("excalidraw-canvas-immersive")},_getSVGIMG=async({filenameParts:e,theme:t,cacheReady:n,img:r,file:i,exportSettings:a,loader:o})=>{a.skipInliningFonts=!1;const s={...e,isDark:"dark"===t,previewImageType:PreviewImageType.SVGIMG,scale:1,isTransparent:!a.withBackground,inlineFonts:!a.skipInliningFonts};if(n){const e=await imageCache.getImageFromCache(s);if(e&&"string"==typeof e)return r.setAttribute("src",e),r}if(!e.hasBlockref&&!e.hasSectionref){const e=await getQuickImagePreview(plugin,i.path,"svg");if(e){const t=convertSVGStringToElement(e);if(t)return addSVGToImgSrc(r,t,n,s)}}const l=convertSVGStringToElement((await createSVG(e.hasGroupref||e.hasBlockref||e.hasSectionref||e.hasFrameref||e.hasClippedFrameref?e.filepath+e.linkpartReference:i.path,!0,e?.hasClippedFrameref?{...a,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:a,o,t,null,null,[],plugin,0,getExportPadding(plugin,i))).outerHTML);return l?(l.removeAttribute("width"),l.removeAttribute("height"),addSVGToImgSrc(r,l,n,s)):null},_getSVGNative=async({filenameParts:e,theme:t,cacheReady:n,containerElement:r,file:i,exportSettings:a,loader:o})=>{a.skipInliningFonts=!1;const s={...e,isDark:"dark"===t,previewImageType:PreviewImageType.SVG,scale:1,isTransparent:!a.withBackground,inlineFonts:!a.skipInliningFonts};let l;n&&(l=await imageCache.getImageFromCache(s));const c=l&&l instanceof SVGSVGElement?l:convertSVGStringToElement((await createSVG(e.hasGroupref||e.hasBlockref||e.hasSectionref||e.hasFrameref||e.hasClippedFrameref?e.filepath+e.linkpartReference:i.path,!1,e.hasClippedFrameref?{...a,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:a,o,t,null,null,[],plugin,0,getExportPadding(plugin,i),void 0,!0)).outerHTML);return c?(Boolean(l)||n&&imageCache.addImageToCache(s,"",c),c.removeAttribute("width"),c.removeAttribute("height"),r.append(c),r):null},getIMG=async(e,t=!1)=>{let n=e.file;if(!e.file){const t=vault.getAbstractFileByPath(e.fname?.split("#")[0]);if(!(t&&t instanceof obsidian_module.TFile))return null;n=t}const r=getEmbeddedFilenameParts(e.fname);e.style=e.style.map((e=>e.replaceAll(" ","-")));const i=hasExportTheme(plugin,n)?getExportTheme(plugin,n,"light"):void 0,a={withBackground:getWithBackground(plugin,n),withTheme:!!i||plugin.settings.exportWithTheme,isMask:isMaskFile(plugin,n)},o=i??(plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":plugin.settings.exportWithTheme?void 0:"light");o&&(a.withTheme=!0);const s=new EmbeddedFilesLoader(plugin,o?"dark"===o:void 0),l=imageCache.isReady();switch(plugin.settings.previewImageType){case PreviewImageType.PNG:{const i=createEl("img");return setStyle({element:i,imgAttributes:e,onCanvas:t}),await _getPNG({imgAttributes:e,filenameParts:r,theme:o,cacheReady:l,img:i,file:n,exportSettings:a,loader:s})}case PreviewImageType.SVGIMG:{const i=createEl("img");return setStyle({element:i,imgAttributes:e,onCanvas:t}),await _getSVGIMG({filenameParts:r,theme:o,cacheReady:l,img:i,file:n,exportSettings:a,loader:s})}case PreviewImageType.SVG:{const i=createEl("div");return setStyle({element:i,imgAttributes:e,onCanvas:t}),await _getSVGNative({filenameParts:r,theme:o,cacheReady:l,containerElement:i,file:n,exportSettings:a,loader:s})}}},addSVGToImgSrc=(e,t,n,r)=>{const i=t.outerHTML,a=new Blob([i],{type:"image/svg+xml"}),o=URL.createObjectURL(a);return e.setAttribute("src",o),n&&imageCache.addImageToCache(r,o,a),e},createImgElement=async(e,t=!1)=>{const n=await getIMG(e,t);if(!n)return null;let r;n.setAttribute("fileSource",e.fname),e.fwidth&&n.setAttribute("w",e.fwidth),e.fheight&&n.setAttribute("h",e.fheight),n.setAttribute("draggable","false"),n.setAttribute("onCanvas",t?"true":"false");const i=e=>{if(!isHTMLElement(e.target))return;const t=e.target;if(!(t.hasClass("excalidraw-embedded-img")?e.target:getParentOfClass(t,"excalidraw-embedded-img")))return;const r=n.getAttribute("fileSource");if(r){const t=r.match(/([^#]*)(.*)/);if(!t)return;const n=vault.getAbstractFileByPath(t[1]),i=linkClickModifierType(e);if(plugin.isExcalidrawFile(n)&&isMaskFile(plugin,n))return void(async()=>{const e=`[[${n.path}${t[2]?"#"+t[2]:""}]] ${getExcalidrawFileForwardLinks(plugin.app,n,new Set)}`,r=await linkPrompt(e,plugin.app);if(!r)return;const[a,o,s]=r;if(plugin.isExcalidrawFile(a))return void plugin.openDrawing(a,i,!0,s);let l=!1;switch(i){case"active-pane":l=!1;break;case"new-pane":l="split";break;case"popout-window":l="window";break;case"new-tab":case"md-properties":l="tab"}plugin.app.workspace.openLinkText(o,"",l,s?{eState:{subpath:s}}:{})})();plugin.openDrawing(n,i,!0,t[2])}};let a;const o=n;return o.addEventListener("pointermove",(e=>{r&&(Math.abs(e.screenX-a.screenX)>10||Math.abs(e.screenY-a.screenY)>10)&&(window.clearTimeout(r),r=null)})),o.addEventListener("pointerdown",(e=>{if(n?.parentElement?.hasClass("canvas-node-content"))return;const t=app$1.plugins.plugins["obsidian-excalidraw-plugin"],o=DEVICE.isDesktop?t.settings.longPressDesktop:t.settings.longPressMobile;r=window.setTimeout((()=>i(e)),o),a=e})),o.addEventListener("pointerup",(()=>{r&&window.clearTimeout(r),r=null})),o.addEventListener("dblclick",i),o.addEventListener(RERENDER_EVENT,(async e=>{e.stopPropagation();const t=n.parentElement,r=n.style.maxWidth,i=n.style.maxHeight,a=n.getAttribute("fileSource"),o="true"===n.getAttribute("onCanvas"),s=await createImgElement({fname:a,fwidth:n.getAttribute("w"),fheight:n.getAttribute("h"),style:[...Array.from(n.classList)]},o);s&&(t.empty(),o||(s.style.maxHeight=i,s.style.maxWidth=r),s.setAttribute("fileSource",a),t.append(s))})),getFileCSSClasses(e.file).forEach((e=>{n.hasClass(e)||n.addClass(e)})),window?.ExcalidrawAutomate?.plugin?.settings?.canvasImmersiveEmbed?n.hasClass("excalidraw-canvas-immersive")||n.addClass("excalidraw-canvas-immersive"):n.hasClass("excalidraw-canvas-immersive")&&n.removeClass("excalidraw-canvas-immersive"),n},createImageDiv=async(e,t=!1)=>{const n=await createImgElement(e,t);return createDiv(e.style.join(" "),(e=>e.append(n)))},processReadingMode=async(e,t)=>{for(const n of e){const e=n.getAttribute("src")?.split("#")[0];if(!e)continue;const r=metadataCache.getFirstLinkpathDest(e,t.sourcePath);if(r&&r instanceof obsidian_module.TFile&&plugin.isExcalidrawFile(r)){if(isTextOnlyEmbed(n))continue;n.parentElement.replaceChild(await processInternalEmbed(n,r),n)}}},processInternalEmbed=async(e,t)=>{const n={fname:"",fheight:"",fwidth:"",style:[]},r=e.getAttribute("src");if(!r)return;e.removeClass("markdown-embed"),e.removeClass("inline-embed"),e.addClass("media-embed"),e.addClass("image-embed"),n.fwidth=e.getAttribute("width")?e.getAttribute("width"):getDefaultWidth(plugin),n.fheight=e.getAttribute("height")?e.getAttribute("height"):getDefaultHeight(plugin);let i=e.getAttribute("alt");n.style=["excalidraw-svg"],processAltText(r.split("#")[0],i,n);const a=getEmbeddedFilenameParts(r);return n.fname=t?.path+(a.hasBlockref||a.hasSectionref?a.linkpartReference:""),n.file=t,await createImageDiv(n)};function getDimensionsFromAliasString(e){const t=e.match(/^(?<width>\d+%|\d+)(x(?<height>\d+%|\d+))?$/)||e.match(/^x(?<height>\d+%|\d+)$/);if(t){const{width:e,height:n}=t.groups;return e&&e.startsWith("0")&&"0"!==e||n&&n.startsWith("0")&&"0"!==n?null:{width:e||void 0,height:n||void 0}}return/^0\d|^\d+\.\d+/.test(e),null}function parseAlias(e){const t={},n=e.split("|").map((e=>e.trim()));switch(n.length){case 1:const e=getDimensionsFromAliasString(n[0]);if(e)return e;t.style=n[0];break;case 2:const r=getDimensionsFromAliasString(n[0]),i=getDimensionsFromAliasString(n[1]);i?(t.alias=n[0],t.width=i.width,t.height=i.height):r?(t.width=r.width,t.height=r.height,t.style=n[1]):(t.alias=n[0],t.style=n[1]);break;case 3:const a=getDimensionsFromAliasString(n[1]);a?(t.alias=n[0],t.width=a.width,t.height=a.height,t.style=n[2]):(t.alias=n[0],t.style=n[2]);break;default:const o=getDimensionsFromAliasString(n[1]);o?(t.alias=n[0],t.width=o.width,t.height=o.height,t.style=n[n.length-1]):(t.alias=n[0],t.style=n[n.length-1])}return Object.keys(t).forEach((e=>{void 0===t[e]&&delete t[e]})),t}const processAltText=(e,t,n)=>{if(t&&!t.startsWith(e)){const r=parseAlias(t);n.fwidth=r.width??n.fwidth,n.fheight=r.height??n.fheight,r.style&&!r.style.startsWith(e)&&(n.style=[`excalidraw-svg-${r.style}`])}},isTextOnlyEmbed=e=>{const t=e.getAttribute("src");if(!t)return!0;const n=getEmbeddedFilenameParts(t);return!(n.hasArearef||n.hasGroupref||n.hasFrameref||n.hasClippedFrameref)&&(n.hasBlockref||n.hasSectionref)},tmpObsidianWYSIWYG=async(e,t,n,r,i)=>{const a=app$1.vault.getAbstractFileByPath(t.sourcePath);if(!(a instanceof obsidian_module.TFile))return;if(!plugin.isExcalidrawFile(a))return;if(t.remainingNestLevel<4)return;const o=t.containerEl;if(!plugin.settings.renderImageInMarkdownReadingMode&&r)return;if(!plugin.settings.renderImageInMarkdownToPDF&&n)return;let s=o;for(;!s.hasClass("print")&&!s.hasClass("dataview")&&!s.hasClass("cm-preview-code-block")&&!s.hasClass("cm-embed-block")&&!s.hasClass("internal-embed")&&!s.hasClass("markdown-reading-view")&&!s.hasClass("markdown-embed")&&s.parentElement;)s=s.parentElement;if(s.hasClass("dataview")||s.hasClass("cm-preview-code-block")||s.hasClass("cm-embed-block"))return;if(!plugin.settings.renderImageInHoverPreviewForMDNotes){const e=Boolean(t.frontmatter?.["excalidraw-open-md"]);if(i&&e)return}const l={fname:t.sourcePath,fheight:n?"100%":getDefaultHeight(plugin),fwidth:n?"100%":getDefaultWidth(plugin),style:["excalidraw-svg"]};l.file=a;const c=s.hasClass("markdown-embed"),d=n||r;if(!s.hasClass("internal-embed")&&(c||d)){n&&(s=o);const r=Boolean(e.querySelector(".frontmatter"));let i=!1;if(Boolean(t.frontmatter))e.empty();else{const t=e.querySelector("div>h3[data-heading^='Unable to find section #^");if(t){const e=t.getAttr("data-heading").match(/Unable to find section (#\^(?:group=|area=|frame=|clippedframe=)[^ ]*)/)?.[1];e&&(l.fname=a.path+e,i=!0)}}if(!r&&!i)return void(e.parentElement===o&&o.removeChild(e));s.empty();const d=s.hasClass("canvas-node-content"),T=await createImageDiv(l,d);return c?(s.removeClass("markdown-embed"),s.removeClass("inline-embed"),s.addClass("media-embed"),s.addClass("image-embed"),!d&&T.firstChild instanceof HTMLElement&&(T.firstChild.style.maxHeight="100%",T.firstChild.style.maxWidth=null),void s.appendChild(T.firstChild)):void s.appendChild(T)}if(isTextOnlyEmbed(s))return;if(e.empty(),s.hasAttribute("ready"))return;s.setAttribute("ready",""),s.empty();const T=await processInternalEmbed(s,a);s.appendChild(T);let u=null;const Q=e=>{["alt","width","height"].contains(e[0]?.attributeName)&&(u&&window.clearTimeout(u),u=window.setTimeout((async()=>{u=null,s.empty();const e=await processInternalEmbed(s,a);s.appendChild(e)}),500))};(DEBUGGING?new CustomMutationObserver(Q,"markdowPostProcessorObserverFn"):new MutationObserver(Q)).observe(s,{attributes:!0})},docIDs=new Set,markdownPostProcessor=async(e,t)=>{const n=Boolean(document.body.querySelectorAll("body > .print").length>0),r=e.hasClass("mod-frontmatter")||e.firstElementChild?.hasClass("frontmatter")||e.firstElementChild?.hasClass("block-language-yaml");if(n&&r)return;const i=t.containerEl,a=Boolean(i&&getParentOfClass(i,"markdown-reading-view")),o=Boolean(i&&getParentOfClass(i,"hover-popover")),s=o&&Boolean(t?.frontmatter?.["excalidraw-open-md"])&&!plugin.settings.renderImageInHoverPreviewForMDNotes,l=e.querySelectorAll(".internal-embed");if(n&&plugin.settings.renderImageInMarkdownToPDF)return void await tmpObsidianWYSIWYG(e,t,n,a,o);if(!s&&0===l.length){if(r)docIDs.add(t.docId);else if(docIDs.has(t.docId)&&!e.hasChildNodes()&&docIDs.delete(t.docId),1!==e.querySelectorAll('[data-heading^="Unable to find"]').length)return;return void await tmpObsidianWYSIWYG(e,t,n,a,o)}const c=Boolean(t.frontmatter?.hasOwnProperty("excalidraw-plugin"));s||a||n||!c?await processReadingMode(l,t):e.style.display="none"},hoverEvent=e=>{e.linktext?(plugin.hover.linkText=e.linktext,plugin.hover.sourcePath=e.sourcePath):plugin.hover.linkText=null},legacyExcalidrawPopoverObserverFn=async e=>{if(0===e.length)return;if(!plugin.hover.linkText)return;if(!plugin.hover.linkText.endsWith("excalidraw"))return;const t=metadataCache.getFirstLinkpathDest(plugin.hover.linkText,plugin.hover.sourcePath?plugin.hover.sourcePath:"");if(!t)return;if(!(t instanceof obsidian_module.TFile))return;if("excalidraw"!==t.extension)return;const n=getIMGFilename(t.path,"svg"),r=vault.getAbstractFileByPath(n);if(r&&r instanceof obsidian_module.TFile)return;const i=getIMGFilename(t.path,"png"),a=vault.getAbstractFileByPath(i);if(a&&a instanceof obsidian_module.TFile)return;if(!plugin.hover.linkText)return;if(1!==e.length)return;if(1!==e[0].addedNodes.length)return;if("popover hover-popover"!==e[0].addedNodes[0].className)return;const o=e[0].addedNodes[0];o.empty();const s=await getIMG({file:t,fname:t.path,fwidth:"300",fheight:null,style:["excalidraw-svg"]}),l=createDiv("",(async e=>{e.appendChild(s),e.setAttribute("src",t.path),e.onClickEvent((t=>{t.stopImmediatePropagation();const n=e.getAttribute("src");n&&plugin.openDrawing(vault.getAbstractFileByPath(n),linkClickModifierType(t))}))}));o.appendChild(l)},legacyExcalidrawPopoverObserver=DEBUGGING?new CustomMutationObserver(legacyExcalidrawPopoverObserverFn,"legacyExcalidrawPopoverObserverFn"):new MutationObserver(legacyExcalidrawPopoverObserverFn);class FieldSuggester extends obsidian_module.EditorSuggest{plugin;suggestType;latestTriggerInfo;constructor(e){super(e.app),this.plugin=e}onTrigger(e,t,n){if(this.plugin.settings.fieldSuggester){const n=t.getLine(e.line).substring(0,e.ch),r=n.match(/^excalidraw-(.*)$/)?.[1]??n.match(/(^ea|\Wea)\.([\w\.]*)$/)?.[2]??n.match(/(^utils|\Wutils)\.([\w\.]*)$/)?.[2];if(void 0!==r)return this.suggestType=n.match(/^excalidraw-(.*)$/)?"excalidraw":n.match(/(^ea|\Wea)\.([\w\.]*)$/)?"ea":"utils",this.latestTriggerInfo={end:e,start:{ch:e.ch-r.length,line:e.line},query:r},this.latestTriggerInfo}return null}getSuggestions=e=>{const t=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(t)))};renderSuggestion(e,t){const n=e.replace("ea"===this.suggestType?"ea.":"utils"===this.suggestType?"utils.":"excalidraw-",""),r=("ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO).find((t=>t.field===e));t.createEl("b",{text:n}),t.createEl("br"),r.code&&t.createEl("code",{text:r.code}),r.desc&&t.createDiv("div",(e=>e.innerHTML=r.desc))}selectSuggestion(e){const{context:t}=this;if(t){const n="ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO,r=`${e}${n.find((t=>t.field===e))?.after}`;if(t.editor.replaceRange(r,this.latestTriggerInfo.start,this.latestTriggerInfo.end),this.latestTriggerInfo.start.ch===this.latestTriggerInfo.end.ch){const e=this.latestTriggerInfo.end;e.ch+=r.length,t.editor.setCursor(e)}}}}class FrontmatterEditor{frontmatterStr;dataWOfrontmatter;initialized=!1;constructor(e){this.dataWOfrontmatter=e;const t=(e=e.replaceAll("\r\n","\n").replaceAll("\r","\n")).split(/^---(?:.|\n)*(?:^---\n)/gm);2===t.length&&(this.dataWOfrontmatter=t[1],this.frontmatterStr=e.match(/^---((?:.|\n)*)(?:^---\n)/gm)[0].replaceAll(/(^---\n|^\n)/gm,"").trim()+"\n",this.initialized=!0)}hasKey(e){if(!this.initialized)return!1;const t=new RegExp(`^${e}:`,"gm");return Boolean(this.frontmatterStr.match(t))}setKey(e,t){if(this.initialized)if(t=t.replaceAll("\r\n","\n").replaceAll("\r","\n").replaceAll(":",";").trim().split("\n").join(" "),this.hasKey(e)){const n=new RegExp(`^${e}:.*\\n(?:\\s\\s.*\\n)*`,"gm");this.frontmatterStr=this.frontmatterStr.split(n).join("\n").trim()+`\n${e}: ${t}`}else this.frontmatterStr=this.frontmatterStr.trim()+`\n${e}: ${t}`}get data(){return this.initialized?["---",this.frontmatterStr,"---",this.dataWOfrontmatter].join("\n"):this.dataWOfrontmatter}}const TASKBONE_URL="https://api.taskbone.com/",TASKBONE_OCR_FN="execute?id=60f394af-85f6-40bc-9613-5d26dc283cbb";class Taskbone{plugin;get apiKey(){return this.plugin.settings.taskboneAPIkey}constructor(e){this.plugin=e}destroy(){this.plugin=null}async initialize(e=!0){if(""!==this.plugin.settings.taskboneAPIkey)return;const t=await obsidian_module.requestUrl({url:`${TASKBONE_URL}users/excalidraw-obsidian/identities`,method:"post",contentType:"application/json",throw:!1});if(!t)return;const n=t.json?.apiKey;return n&&"string"==typeof n&&(e&&await this.plugin.loadSettings(),this.plugin.settings.taskboneAPIkey=n,e&&await this.plugin.saveSettings()),n}async getTextForElements(e,t){t.copyViewElementsToEAforEditing(e,!0);const n=t.getBoundingBox(e),r=n.width*n.height,i=Math.sqrt(36e4/r),a=Math.sqrt(r/16e6),o=i>1?i:a>1?1/a:1,s=new EmbeddedFilesLoader(this.plugin,!1),l=await t.createPNG(null,o,{withBackground:!0,withTheme:!0,isMask:!1},s,"light");return await this.getTextForImage(l)}async getTextForView(e,{forceReScan:t,selectedElementsOnly:n=!1,addToFrontmatter:r=!0}){await e.forceSave(!0);const i=getEA(e),a=(n?i.getViewSelectedElements():i.getViewElements()).filter((t=>"freedraw"===t.type||"image"===t.type&&!this.plugin.isExcalidrawFile(e.excalidrawData.getFile(t.fileId)?.file)));if(0===a.length)return new obsidian_module.Notice("Aborting OCR because there are no image or freedraw elements on the canvas.",4e3),void i.destroy();const o=new FrontmatterEditor(e.data);if(r&&o.hasKey("taskbone-ocr")&&!t)return new obsidian_module.Notice("The drawing has already been processed, you will find the result in the frontmatter in markdown view mode. If you ran the command from the Obsidian Panel in Excalidraw then you can CTRL(CMD)+click the command to force the rescaning.",4e3),void i.destroy();const s=await this.getTextForElements(a,i);s&&(r&&(o.setKey("taskbone-ocr",s),e.data=o.data,e.save(!1)),window.navigator.clipboard.writeText(s),new obsidian_module.Notice(`I placed the recognized text onto the system clipboard${r?" and to document properties":""}.`)),i.destroy()}async getTextForImage(e){""===this.apiKey&&await this.initialize();const t={records:[{image:await blobToBase64(e)}]},n=await fetch("https://api.taskbone.com/execute?id=60f394af-85f6-40bc-9613-5d26dc283cbb",{method:"post",contentType:"application/json",body:JSON.stringify(t),headers:{"Content-Type":"application/json",authorization:`Bearer ${this.apiKey}`}}),r=await(n?.json());return r&&200===n.status?r.records[0].text:(new obsidian_module.Notice("Something went wrong while processing your request. Please check developer console for more information"),void log(n))}}const haveLinkedFilesChanged=(e,t,n,r,i)=>{if(e++>5)return!1;r.add(n);const a=i.app.metadataCache.resolvedLinks[n];if(!a)return!1;for(const o of Object.keys(a)){if(r.has(o))continue;const a=i.app.vault.getAbstractFileByPath(o);if(a&&a instanceof obsidian_module.TFile){if(console.log(n,{mtimeLinked:a.stat.mtime,mtimeSource:t,path:a.path}),a.stat.mtime>t)return!0;if(i.isExcalidrawFile(a)&&haveLinkedFilesChanged(e,t,a.path,r,i))return!0}}return!1},listOfOutOfSyncImgExports=async(e,t,n)=>{const r=e.app;if(!r.internalPlugins.plugins.publish.instance)return;const i=await r.internalPlugins.plugins.publish.instance.apiList();if(!i||!i.files)return;const a=new Set,o=i.files.filter((e=>e.path.endsWith(".svg")||e.path.endsWith(".png"))),s=o.length;return o.forEach(((i,o)=>{const l=getIMGFilename(i.path,"md"),c=r.vault.getAbstractFileByPath(i.path),d=r.vault.getAbstractFileByPath(l);if(n.innerText=`Status: ${o+1}/${s} ${c?c.name:i.path}`,d&&c&&d instanceof obsidian_module.TFile&&c instanceof obsidian_module.TFile){if(d.stat.mtime<=c.stat.mtime){if(!t)return;if(!haveLinkedFilesChanged(0,d.stat.mtime,d.path,new Set,e))return}a.add(d)}})),Array.from(a)};class PublishOutOfDateFilesDialog extends obsidian_module.Modal{plugin;constructor(e){super(e.app),this.plugin=e}async onClose(){}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Out of Date SVG Files"),this.createForm(!1)}async createForm(e){const t=this.contentEl.createEl("details");t.createEl("summary",{text:"Video about Obsidian Publish support"}),t.createEl("br"),addIframe(t,"JC1E-jeiWhI");const n=this.contentEl.createEl("p",{text:"Collecting data..."}),r=this.contentEl.createEl("p",{text:"Status: "}),i=await listOfOutOfSyncImgExports(this.plugin,e,r);if(r.style.display="none",!i||0===i.length){n.innerText="No out of date files found.";const t=this.contentEl.createDiv({cls:"excalidraw-prompt-buttons-div"});return t.createEl("button",{text:"Close",cls:"excalidraw-prompt-button"}).onclick=()=>{this.close()},void(e||(t.createEl("button",{text:"Check Recursive",cls:"excalidraw-prompt-button"}).onclick=()=>{this.contentEl.empty(),this.createForm(!0)}))}const a=new Map;n.innerText="Select files to open.",i.forEach((e=>{a.set(e,!0),new obsidian_module.Setting(this.contentEl).setName(e.path).addToggle((t=>t.setValue(!0).onChange((t=>{a.set(e,t)}))))}));const o=this.contentEl.createDiv({cls:"excalidraw-prompt-buttons-div"});o.createEl("button",{text:"Close",cls:"excalidraw-prompt-button"}).onclick=()=>{this.close()},e||(o.createEl("button",{text:"Check Recursive",cls:"excalidraw-prompt-button"}).onclick=()=>{this.contentEl.empty(),this.createForm(!0)}),o.createEl("button",{text:"Open Selected",cls:"excalidraw-prompt-button"}).onclick=()=>{a.forEach(((e,t)=>{e&&this.plugin.openDrawing(t,"new-tab",!0)})),this.close()}}}class ExcalidrawConfig{areaLimit=16777216;widthHeightLimit=32767;constructor(e){this.updateValues(e)}updateValues(e){DEVICE.isIOS||(this.areaLimit=16777216*e.settings.areaZoomLimit,this.widthHeightLimit=32767*e.settings.areaZoomLimit)}}const showFrameSettings=e=>{const{enabled:t,clip:n,name:r,outline:i}=e.getExcalidrawAPI().getAppState().frameRendering,a=new e.obsidian.Modal(app);a.onOpen=()=>{const{contentEl:o}=a;o.createEl("h1",{text:t$d("FRAME_SETTINGS_TITLE")});const s={enabled:t,clip:n,name:r,outline:i};new e.obsidian.Setting(o).setName(t$d("FRAME_SETTINGS_ENABLE")).addToggle((e=>e.setValue(s.enabled).onChange((e=>{s.enabled=e,hideComponent(l,!e),hideComponent(c,!e),hideComponent(d,!e)}))));const l=new e.obsidian.Setting(o).setName(t$d("FRAME_SETTIGNS_NAME")).addToggle((e=>e.setValue(s.name).onChange((e=>s.name=e)))),c=new e.obsidian.Setting(o).setName(t$d("FRAME_SETTINGS_OUTLINE")).addToggle((e=>e.setValue(s.outline).onChange((e=>s.outline=e)))),d=new e.obsidian.Setting(o).setName(t$d("FRAME_SETTINGS_CLIP")).addToggle((e=>e.setValue(s.clip).onChange((e=>s.clip=e))));hideComponent(l,!s.enabled),hideComponent(c,!s.enabled),hideComponent(d,!s.enabled),new e.obsidian.Setting(o).addButton((t=>t.setButtonText("OK").onClick((()=>{e.viewUpdateScene({appState:{frameRendering:s},storeAction:"update"}),a.close()}))))},a.onClose=()=>{e.destroy()},a.open()};function hideComponent(e,t){e.settingEl.style.display=t?"none":""}class RankMessage extends obsidian_module.Modal{plugin;filecount;rank;color;shield;dark;constructor(e,t,n,r,i,a,o){super(e),this.plugin=t,this.filecount=n,this.rank=r,this.color=i,this.shield=a,this.dark=o}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Congratulations, glorious knight!"),this.createForm()}async onClose(){this.contentEl.empty(),this.plugin=null}async createForm(){const{title:e}=SwordColors[this.rank];this.contentEl.createDiv({cls:"excalidraw-rank"},(e=>{e.innerHTML=`<svg xmlns="http://www.w3.org/2000/svg" xml:space="preserve" style="enable-background:new 0 0 512 512" viewBox="0 0 511 512"><path fill="${this.color}" d="m389 495 36 7c6 1 11-4 10-10l-6-36a22 22 0 0 0-9-14l-61-46-29 28 45 62a22 22 0 0 0 14 9zm0 0" data-original="#97a7a7"/><path fill="#ffd3bc" d="m333 361-33 4-27 29 1 5 15 13c11 10 27 12 39 3 7-4 12-11 13-20 1-11-3-23-8-34zm0 0" data-original="#ffd3bc"/><path fill="#a5b0bc" d="m288 450-3-50-88-15-87 15-3 50 27 16 28-16v-8c0-6 4-11 10-11h51c6 0 10 5 10 11v8l28 16 27-16zm28-114a332 332 0 0 0-4-6c-14-17-32-30-55-29l16 93 60-33c-5-9-11-18-17-25zm0 0" data-original="#a5b0bc"/><path fill="${this.shield}" d="M281 371c-9-54-24-70-24-70H138s-15 16-24 70l-4 29h175l-4-29zm0 0" data-original="${this.shield}"/><path fill="${this.color}" d="M383 160a30 30 0 1 1-59 0 30 30 0 0 1 59 0zm-312 0a30 30 0 1 1-59 0 30 30 0 0 1 59 0zm0 0" data-original="#97a7a7"/><path fill="#a5b0bc" d="M44 160a153 153 0 1 1 306 0 153 153 0 0 1-306 0zm0 0" data-original="#a5b0bc"/><path fill="#748A8A" d="M107 450v13s-12 10-17 27c-2 7 4 14 11 14h49c7 1 12-5 12-11v-43zm181 0v13s12 10 17 27c2 7-4 14-11 14h-49c-7 1-12-5-12-11v-43zm0 0" data-original="#748A8A"/><path fill="#ffd3bc" d="M44 160s44 76 153 76c110 0 153-76 153-76l-17-30-136-27-127 24zm0 0" data-original="#ffd3bc"/><path fill="#ffbe9c" d="M197 103 70 127l-26 33s5 9 16 20c6-4 50-29 137-29s131 25 138 29c11-11 15-20 15-20l-17-30zm0 0" data-original="#ffbe9c"/><path fill="${this.color}" d="M271 59c-47-18-100-18-147 0-39 15-80 45-80 101 0 0 48-34 153-34s153 34 153 34c0-56-40-86-79-101zm0 0" data-original="#97a7a7"/><path fill="#ff889e" d="M274 201h-18a7 7 0 1 1 0-15h18a7 7 0 1 1 0 15zm-135 0h-18a7 7 0 1 1 0-15h18a7 7 0 1 1 0 15zm0 0" data-original="#ff889e"/><path fill="#748A8A" d="m185 387-75 13-2 47a39 39 0 0 0 2 0c31-10 57-30 75-60zm0 0" data-original="#748A8A"/><path fill="#00000060" d="M186 386c15-24 22-50 25-67a43 43 0 0 0 0-18h-73s-15 16-24 70l-4 29h67a160 160 0 0 0 9-14zm0 0" 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138 0 0 1 0 2 146 146 0 0 1-140 119h-7c-2-11-12-20-22-21l-23-4zm5 212a4 4 0 0 1-4 4h-49c-2 0-4-3-3-5 4-14 14-23 14-23a8 8 0 0 0 3-6v-5h39v35zm69-69h-51c-10 0-18 8-18 18v1h-39l1-17a115 115 0 0 0 15-8 111 111 0 0 0 15-11h132v3l2 33h-39v-1c0-10-8-18-18-18zm74 68c1 2-1 5-3 5h-49a4 4 0 0 1-4-4v-35h39a872 872 0 0 1 0 5 8 8 0 0 0 3 6s10 9 14 23zm-4-88-1-12 37-21c3 6 4 10 4 15l-20 20-5 7a26 26 0 0 1-14-6l-1-1v-2zm26 23c0-4 2-8 5-11l28-27a15 15 0 0 1 10-4c4 0 8 1 10 3l-50 49a15 15 0 0 1-3-10zm108 67a1 1 0 0 1-1 0l-36-6a14 14 0 0 1-9-6l-34-47 6-6 42 43c2 3 7 3 10 0a8 8 0 0 0 0-11l-42-43 6-5 47 35a14 14 0 0 1 5 9l6 37zm0 0" data-original="#000000"/></svg>`})),await obsidian_module.MarkdownRenderer.render(this.app,`You have ${this.filecount} Excalidraw drawings in your Vault earning you a new rank: **${this.rank}**! You've ascended to **${e}**!\n\nI've spent the past 3+ years building this plugin. If you appreciate my work, consider supporting me on [Ko-Fi](https://ko-fi.com/zsolt) or join the next [Visual Thinking Workshop](https://visual-thinking-workshop.com) cohort.`,this.contentEl,"",this.plugin),this.contentEl.createEl("p",{text:""},(e=>{e.style.textAlign="right",e.createEl("button",{text:"Close"}).onclick=()=>this.close()}))}}class ExcalidrawPlugin extends obsidian_module.Plugin{eaInstances=new WeakArray;fourthFontLoaded=!1;excalidrawConfig;taskbone;excalidrawFiles=new Set;excalidrawFileModes={};_loaded=!1;settings;openDialog;insertLinkDialog;insertCommandDialog;insertImageDialog;importSVGDialog;insertMDDialog;activeExcalidrawView=null;lastActiveExcalidrawFilePath=null;hover={linkText:null,sourcePath:null};legacyExcalidrawPopoverObserver;themeObserver;fileExplorerObserver;modalContainerObserver;workspaceDrawerLeftObserver;workspaceDrawerRightObserver;opencount=0;ea;filesMaster=null;equationsMaster=null;mermaidsMaster=null;scriptEngine;packageMap=new Map;leafChangeTimeout=null;forceSaveCommand;removeEventLisnters=[];stylesManager;editorHandler;forceToOpenInMarkdownFilepath=null;ribbonIcon;loadTimestamp;constructor(e,t){super(e,t),this.packageMap.set(window,{react:react,reactDOM:reactDOM,excalidrawLib:excalidrawLib}),this.filesMaster=new Map,this.equationsMaster=new Map,this.mermaidsMaster=new Map,setExcalidrawPlugin(this)}get locale(){return LOCALE}get window(){return window}get document(){return document}deletePackage(e){const{react:t,reactDOM:n,excalidrawLib:r}=this.getPackage(e);e.ExcalidrawLib===r&&(r.destroyObsidianUtils(),delete e.ExcalidrawLib),e.React===t&&(Object.keys(e.React).forEach((t=>{delete e.React[t]})),delete e.React),e.ReactDOM===n&&(Object.keys(e.ReactDOM).forEach((t=>{delete e.ReactDOM[t]})),delete e.ReactDOM),this.packageMap.has(e)&&this.packageMap.delete(e)}getPackage(e){if(this.packageMap.has(e))return this.packageMap.get(e);const{react:t,reactDOM:n,excalidrawLib:r}=e.eval.call(e,`(function() {\n        ${EXCALIDRAW_PACKAGES};\n        return {react:React,reactDOM:ReactDOM,excalidrawLib:ExcalidrawLib};\n       })()`);return this.packageMap.set(e,{react:t,reactDOM:n,excalidrawLib:r}),{react:t,reactDOM:n,excalidrawLib:r}}async onload(){initCompressionWorker(),this.loadTimestamp=Date.now(),obsidian_module.addIcon(ICON_NAME,EXCALIDRAW_ICON),obsidian_module.addIcon("ScriptEngine",SCRIPTENGINE_ICON),obsidian_module.addIcon("export-img",EXPORT_IMG_ICON),await this.loadSettings({reEnableAutosave:!0});const e=!this.settings.onceOffCompressFlagReset||!this.settings.onceOffGPTVersionReset;if(this.settings.onceOffCompressFlagReset||(this.settings.compress=!0,this.settings.onceOffCompressFlagReset=!0),this.settings.onceOffGPTVersionReset||"gpt-4-vision-preview"===this.settings.openAIDefaultVisionModel&&(this.settings.openAIDefaultVisionModel="gpt-4o"),e&&await this.saveSettings(),this.excalidrawConfig=new ExcalidrawConfig(this),await obsidian_module.loadMermaid(),this.editorHandler=new EditorHandler(this),this.editorHandler.setup(),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.runStartupScript(),this.initializeFonts(),this.registerEditorSuggest(new FieldSuggester(this)),this.setPropertyTypes(),this.registerMonkeyPatches(),this.stylesManager=new StylesManager(this),this.settings.showReleaseNotes){const e="0.0.0"===this.settings.previousRelease;isVersionNewerThanOther(PLUGIN_VERSION,this.settings.previousRelease)&&new ReleaseNotes(this.app,this,e?null:PLUGIN_VERSION).open()}this.switchToExcalidarwAfterLoad(),this.app.workspace.onLayoutReady((()=>{this.scriptEngine=new ScriptEngine(this),imageCache.initializeDB(this)})),this.taskbone=new Taskbone(this)}setPropertyTypes(){if(!this.settings.loadPropertySuggestions)return;const e=this.app;this.app.workspace.onLayoutReady((()=>{Object.keys(FRONTMATTER_KEYS).forEach((t=>{if(!0===FRONTMATTER_KEYS[t].depricated)return;const{name:n,type:r}=FRONTMATTER_KEYS[t];e.metadataTypeManager.setType(n,r)}))}))}initializeFonts(){this.app.workspace.onLayoutReady((async()=>{const e=await getFontDataURL(this.app,this.settings.experimantalFourthFont,"","Local Font");if(""===e.dataURL)return void(this.fourthFontLoaded=!0);const t=e.dataURL;let n=this.app.metadataCache.getFirstLinkpathDest(this.settings.experimantalFourthFont,"").extension.startsWith("woff")?void 0:await getFontMetrics(t,"Local Font");n||(console.log("Font Metrics not found, using default"),n={unitsPerEm:1e3,ascender:750,descender:-250,lineHeight:1.2,fontName:"Local Font"}),this.packageMap.forEach((({excalidrawLib:e})=>{e.registerLocalFont({metrics:n,icon:null},t)}));for(const e of this.getOpenObsidianDocuments())await this.addFonts([`@font-face{font-family:'Local Font';src:url("${t}");font-display: swap;font-weight: 400;`],e);this.fourthFontLoaded||setTimeout((()=>{this.fourthFontLoaded=!0}),100)}))}async addFonts(e,t=document){const n=t.createElement("style");n.id=FONTS_STYLE_ID,n.textContent=e.join("");const r=t.getElementById(FONTS_STYLE_ID);t.head.appendChild(n),r&&t.head.removeChild(r),await t.fonts.load("20px Local Font")}removeFonts(){this.getOpenObsidianDocuments().forEach((e=>{const t=e.getElementById(FONTS_STYLE_ID);t&&e.head.removeChild(t)}))}getOpenObsidianDocuments(){const e=new Set;return this.app.workspace.iterateAllLeaves((t=>{const n=DEVICE.isMobile?document:t.view.containerEl.ownerDocument;n&&(e.has(n)||e.add(n))})),Array.from(e)}switchToExcalidarwAfterLoad(){this.app.workspace.onLayoutReady((()=>{let e;for(e of this.app.workspace.getLeavesOfType("markdown"))e.view instanceof obsidian_module.MarkdownView&&this.isExcalidrawFile(e.view.file)&&(fileShouldDefaultAsExcalidraw(e.view.file?.path,this.app)?(this.excalidrawFileModes[e.id||e.view.file.path]="excalidraw",setExcalidrawView(e)):foldExcalidrawSection(e.view))}))}forceSaveActiveView(e){if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.forceSave(),!0)}registerInstallCodeblockProcessor(){const e=async(e,t)=>{let n=null;try{const e=t.parentElement.querySelector(`a[href="#${t.previousElementSibling.getAttribute("data-heading")}"]`);e.style.paddingRight="10px",n=e.parentElement.createEl("button",null,(e=>{e.setText(t$d("UPDATE_SCRIPT")),e.addClass("mod-muted"),e.style.backgroundColor="var(--interactive-success)",e.style.display="none"}))}catch(t){errorlog({where:"this.registerInstallCodeblockProcessor",source:e,error:t})}e=e.trim(),t.createEl("button",null,(async t=>{const r=e=>{switch(n&&(n.style.display="none"),e){case"CHECKING":t.setText(t$d("CHECKING_SCRIPT")),t.style.backgroundColor="var(--interactive-normal)";break;case"INSTALL":t.setText(t$d("INSTALL_SCRIPT")),t.style.backgroundColor="var(--interactive-accent)";break;case"UPTODATE":t.setText(t$d("UPTODATE_SCRIPT")),t.style.backgroundColor="var(--interactive-normal)";break;case"UPDATE":t.setText(t$d("UPDATE_SCRIPT")),t.style.backgroundColor="var(--interactive-success)",n&&(n.style.display=null);break;case"ERROR":t.setText(t$d("UNABLETOCHECK_SCRIPT")),t.style.backgroundColor="var(--interactive-normal)"}};t.addClass("mod-muted");let i=e;try{i=decodeURI(e)}catch(t){errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",source:e,error:t})}const a=i.substring(i.lastIndexOf("/")+1),o=`${this.settings.scriptFolderPath}/Downloaded`,s=app.vault.getFiles().filter((e=>e.path.startsWith(o)&&e.name===a)).sort(((e,t)=>e.path>t.path?1:-1));let l=s[0];const c=l?.path??`${o}/${a}`,d=getIMGFilename(c,"svg");let T=this.app.vault.getAbstractFileByPath(d);if(r(l?"CHECKING":"INSTALL"),t.onclick=async()=>{const t=async(e,t,n)=>{const r=await obsidian_module.request({url:e});return!r||r.startsWith("404: Not Found")?null:(t?await this.app.vault.modify(t,r):(await checkAndCreateFolder(o),t=await this.app.vault.create(n,r)),t)};try{if(l=await t(e,l,c),!l)throw r("ERROR"),"File not found";T=await t(getIMGFilename(e,"svg"),T,d),r("UPTODATE"),0===Object.keys(this.scriptEngine.scriptIconMap).length&&this.scriptEngine.loadScripts(),new obsidian_module.Notice(`Installed: ${l.basename}`)}catch(e){new obsidian_module.Notice(`Error installing script: ${a}`),errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",error:e})}},n&&(n.onclick=t.onclick),!(l&&l instanceof obsidian_module.TFile))return;const u=new Map;JSON.parse(await obsidian_module.request({url:"https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/directory-info.json"})).forEach((e=>u.set(e.fname,e.mtime)));const Q=(e,t)=>{if(0===u.size||!u.has(e))return"ERROR";const n=u.get(e);return!t||n>t.stat.mtime?"UPDATE":"UPTODATE"},p=Q(a,l),h=Q(getIMGFilename(a,"svg"),T&&T instanceof obsidian_module.TFile?T:null);r("UPTODATE"===p&&"UPTODATE"===h||"UPTODATE"===p&&"ERROR"===h?"UPTODATE":"ERROR"===p?"ERROR":"UPDATE"===p||"UPDATE"===h?"UPDATE":"UPTODATE")}))};this.registerMarkdownCodeBlockProcessor(SCRIPT_INSTALL_CODEBLOCK,(async(t,n)=>{n.addEventListener(RERENDER_EVENT,(async r=>{r.stopPropagation(),n.empty(),e(t,n)})),e(t,n)}))}addMarkdownPostProcessor(){initializeMarkdownPostProcessor(this),this.registerMarkdownPostProcessor(markdownPostProcessor),this.app.workspace.onLayoutReady((()=>{this.registerEvent(this.app.workspace.on("hover-link",hoverEvent)),this.app.vault.getFiles().some((e=>"excalidraw"===e.extension))&&this.enableLegacyFilePopoverObserver()}))}enableLegacyFilePopoverObserver(){this.legacyExcalidrawPopoverObserver||(this.legacyExcalidrawPopoverObserver=legacyExcalidrawPopoverObserver,this.legacyExcalidrawPopoverObserver.observe(document.body,{childList:!0,subtree:!1}))}addThemeObserver(){if(this.themeObserver)return;const{matchThemeTrigger:e}=this.settings;if(!e)return;const t=async e=>{const{matchThemeTrigger:t}=this.settings;if(!t)return;const n=document.body.classList,r=e[0];if(r?.oldValue===n.value)return;const i=n.contains("theme-dark");r?.oldValue?.includes("theme-dark")!==i&&setTimeout((()=>{const e=isObsidianThemeDark()?"dark":"light";getExcalidrawViews(this.app).forEach((t=>{t.file&&t.excalidrawAPI&&t.setTheme(e)}))}))};this.themeObserver=DEBUGGING?new CustomMutationObserver(t,"themeObserver"):new MutationObserver(t),this.themeObserver.observe(document.body,{attributeOldValue:!0,attributeFilter:["class"]})}removeThemeObserver(){this.themeObserver&&(this.themeObserver.disconnect(),this.themeObserver=null)}experimentalFileTypeDisplayToggle(e){e?this.experimentalFileTypeDisplay():(this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.fileExplorerObserver=null)}experimentalFileTypeDisplay(){const e=e=>{if(1!==e.childElementCount)return;const t=e.getAttribute("data-path");if(!t)return;const n=this.app.vault.getAbstractFileByPath(t);n&&n instanceof obsidian_module.TFile&&this.isExcalidrawFile(n)&&e.insertBefore(createDiv({cls:"nav-file-tag",text:this.settings.experimentalFileTag}),e.firstChild)},t=t=>{t.filter((e=>e.addedNodes.length>0)).forEach((t=>{t.addedNodes.forEach((t=>{t instanceof Element&&t.querySelectorAll(".nav-file-title").forEach(e)}))}))};this.fileExplorerObserver=DEBUGGING?new CustomMutationObserver(t,"fileExplorerObserver"):new MutationObserver(t),this.app.workspace.onLayoutReady((()=>{document.querySelectorAll(".nav-file-title").forEach(e);const t=document.querySelector(".nav-files-container");t&&this.fileExplorerObserver.observe(t,{childList:!0,subtree:!0})}))}async actionRibbonClick(e){this.createAndOpenDrawing(getDrawingFilename(this.settings),linkClickModifierType(emulateCTRLClickForLinks(e)))}registerCommands(){this.openDialog=new OpenFileDialog(this.app,this),this.insertLinkDialog=new InsertLinkDialog(this),this.insertCommandDialog=new InsertCommandDialog(this.app),this.insertImageDialog=new InsertImageDialog(this),this.importSVGDialog=new ImportSVGDialog(this),this.insertMDDialog=new InsertMDDialog(this),this.ribbonIcon=this.addRibbonIcon(ICON_NAME,t$d("CREATE_NEW"),this.actionRibbonClick.bind(this));const e=(e,t)=>{let n=t.path;t instanceof obsidian_module.TFile&&(n=obsidian_module.normalizePath(t.path.substr(0,t.path.lastIndexOf(t.name)))),this.createAndOpenDrawing(getDrawingFilename(this.settings),linkClickModifierType(emulateCTRLClickForLinks(e)),n)};this.registerEvent(this.app.workspace.on("file-menu",((t,n)=>{t.addItem((t=>{t.setTitle(t$d("CREATE_NEW")).setIcon(ICON_NAME).onClick((t=>{e(t,n)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,t)=>{t instanceof obsidian_module.TFile&&"excalidraw"==t.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_KEEP_EXT")).onClick((()=>{this.convertSingleExcalidrawToMD(t,!1,!1)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,t)=>{t instanceof obsidian_module.TFile&&"excalidraw"==t.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_REPLACE_EXT")).onClick((()=>{this.convertSingleExcalidrawToMD(t,!0,!0)}))}))}))),this.addCommand({id:"excalidraw-convert-image-from-url-to-local-file",name:t$d("CONVERT_URL_TO_FILE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;const n=t.getSingleSelectedImage();return!(!n||!n.embeddedFile?.isHyperLink)&&(!!e||void t.convertImageElWithURLToLocalFile(n))}}),this.addCommand({id:"excalidraw-unzip-file",name:t$d("UNZIP_CURRENT_FILE"),checkCallback:e=>{const t=this.app.workspace.getActiveFile();return!!t&&(!!this.isExcalidrawFile(t)&&(!this.app.workspace.getActiveViewOfType(ExcalidrawView)&&(!!e||void(async()=>{const e=(await this.app.vault.read(t)).split("\n## Drawing\n```compressed-json\n");if(2!==e.length)return;const n=e[0]+"\n## Drawing\n```json\n",r=e[1].split("\n```\n%%");if(2!==r.length)return;const i=decompress(r[0]);i?await this.app.vault.modify(t,n+i+"\n```\n%%"+r[1]):new obsidian_module.Notice("The compressed string is corrupted. Unable to decompress data.")})())))}}),this.addCommand({id:"excalidraw-publish-svg-check",name:t$d("PUBLISH_SVG_CHECK"),checkCallback:e=>!!app.internalPlugins.plugins.publish.instance&&(!!e||void new PublishOutOfDateFilesDialog(this).open())}),this.addCommand({id:"excalidraw-embeddable-poroperties",name:t$d("EMBEDDABLE_PROPERTIES"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));return 1!==n.length?(e||new obsidian_module.Notice("Select a single embeddable element and try again"),!1):!!e||void new EmbeddableSettings(t.plugin,t,(e=>{const n=REGEX_LINK.getRes(e.link).next();if(!n||!n.value&&n.done)return null;const r=REGEX_LINK.getLink(n),{file:i}=processLinkText(r,t);return i})(n[0]),n[0]).open()}}),this.addCommand({id:"excalidraw-embeddables-relative-scale",name:t$d("EMBEDDABLE_RELATIVE_ZOOM"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));if(0===n.length)return e||new obsidian_module.Notice("Select at least one embeddable element and try again"),!1;if(e)return!0;const r=getEA(t),i=r.getExcalidrawAPI();r.copyViewElementsToEAforEditing(n);const a=1/i.getAppState().zoom.value;r.getElements().forEach((e=>{e.scale=[a,a]})),r.addElementsToView().then((()=>r.destroy()))}}),this.addCommand({id:"open-image-excalidraw-source",name:t$d("OPEN_IMAGE_SOURCE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(!t)return!1;if(t.leaf!==this.app.workspace.activeLeaf)return!1;const n=t.editor;if(!n)return!1;const r=n.getCursor(),i=n.getLine(r.line),a=extractSVGPNGFileName(i);if(!a)return!1;const o=this.app.metadataCache.getFirstLinkpathDest(a,t.file.path);if(!o)return!1;const s=getIMGFilename(o.path,"md");let l=this.app.metadataCache.getFirstLinkpathDest(s,t.file.path);return!(!l&&(s.endsWith(".dark.md")&&(l=this.app.metadataCache.getFirstLinkpathDest(s.replace(/\.dark\.md$/,".md"),t.file.path)),s.endsWith(".light.md")&&(l=this.app.metadataCache.getFirstLinkpathDest(s.replace(/\.light\.md$/,".md"),t.file.path)),!l))&&(!!e||void this.openDrawing(l,"new-tab",!0))}}),this.addCommand({id:"excalidraw-disable-autosave",name:t$d("TEMPORARY_DISABLE_AUTOSAVE"),checkCallback:e=>!!this.settings.autosave&&(e||(this.settings.autosave=!1),!0)}),this.addCommand({id:"excalidraw-enable-autosave",name:t$d("TEMPORARY_ENABLE_AUTOSAVE"),checkCallback:e=>!this.settings.autosave&&(e||(this.settings.autosave=!0),!0)}),this.addCommand({id:"excalidraw-download-lib",name:t$d("DOWNLOAD_LIBRARY"),callback:this.exportLibrary}),this.addCommand({id:"excalidraw-open",name:t$d("OPEN_EXISTING_NEW_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!0)}}),this.addCommand({id:"excalidraw-open-on-current",name:t$d("OPEN_EXISTING_ACTIVE_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!1)}}),this.addCommand({id:"excalidraw-insert-transclusion",name:t$d("TRANSCLUDE"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(this.openDialog.start(openDialogAction.insertLinkToDrawing,!1),!0)}),this.addCommand({id:"excalidraw-insert-last-active-transclusion",name:t$d("TRANSCLUDE_MOST_RECENT"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView))&&null!==this.lastActiveExcalidrawFilePath;const t=this.app.vault.getAbstractFileByPath(this.lastActiveExcalidrawFilePath);return t instanceof obsidian_module.TFile&&(this.embedDrawing(t),!0)}}),this.addCommand({id:"excalidraw-autocreate",name:t$d("NEW_IN_NEW_PANE"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"new-pane")}}),this.addCommand({id:"excalidraw-autocreate-newtab",name:t$d("NEW_IN_NEW_TAB"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"new-tab")}}),this.addCommand({id:"excalidraw-autocreate-on-current",name:t$d("NEW_IN_ACTIVE_PANE"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"active-pane")}}),this.addCommand({id:"excalidraw-autocreate-popout",name:t$d("NEW_IN_POPOUT_WINDOW"),checkCallback:e=>{if(e)return!DEVICE.isMobile;this.createAndOpenDrawing(getDrawingFilename(this.settings),"popout-window")}});const t=async e=>{const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(!t)return;const n=getEmbedFilename(t.file.basename,this.settings),r=this.settings.embedUseExcalidrawFolder?null:(await getAttachmentsFolderAndFilePath(this.app,t.file.path,n)).folder,i=await this.createDrawing(n,r);await this.embedDrawing(i),this.openDrawing(i,e,!0,void 0,!0)};this.addCommand({id:"excalidraw-autocreate-and-embed",name:t$d("NEW_IN_NEW_PANE_EMBED"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("new-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-new-tab",name:t$d("NEW_IN_NEW_TAB_EMBED"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("new-tab"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-on-current",name:t$d("NEW_IN_ACTIVE_PANE_EMBED"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("active-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-popout",name:t$d("NEW_IN_POPOUT_WINDOW_EMBED"),checkCallback:e=>e?!DEVICE.isMobile&&Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("popout-window"),!0)}),this.addCommand({id:"run-ocr",name:t$d("RUN_OCR"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(t):!!t&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(t,{forceReScan:!1}),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"rerun-ocr",name:t$d("RERUN_OCR"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(t):!!t&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(t,{forceReScan:!0}),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"run-ocr-selectedelements",name:t$d("RUN_OCR_ELEMENTS"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(t):!!t&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(t,{forceReScan:!1,selectedElementsOnly:!0,addToFrontmatter:!1}),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"search-text",name:t$d("SEARCH"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(search(t),!0)}}),this.addCommand({id:"fullscreen",name:t$d("TOGGLE_FULLSCREEN"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.isFullscreen()?t.exitFullscreen():t.gotoFullscreen(),!0)}}),this.addCommand({id:"disable-binding",name:t$d("TOGGLE_DISABLEBINDING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.toggleDisableBinding(),!0)}}),this.addCommand({id:"disable-framerendering",name:t$d("TOGGLE_FRAME_RENDERING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.toggleFrameRendering(),!0)}}),this.addCommand({id:"frame-settings",name:t$d("FRAME_SETTINGS_TITLE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(showFrameSettings(getEA(t)),!0)}}),this.addCommand({id:"copy-link-to-drawing",name:t$d("COPY_DRAWING_LINK"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(navigator.clipboard.writeText(`![[${t.file.path}]]`),!0)}}),this.addCommand({id:"disable-frameclipping",name:t$d("TOGGLE_FRAME_CLIPPING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.toggleFrameClipping(),!0)}}),this.addCommand({id:"export-image",name:t$d("EXPORT_IMAGE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.exportDialog||(t.exportDialog=new ExportDialog(this,t,t.file),t.exportDialog.createForm()),t.exportDialog.open(),!0)}}),this.forceSaveCommand=this.addCommand({id:"save",hotkeys:[{modifiers:["Ctrl"],key:"s"}],name:t$d("FORCE_SAVE"),checkCallback:e=>this.forceSaveActiveView(e)}),this.addCommand({id:"toggle-lock",name:t$d("TOGGLE_LOCK"),checkCallback:e=>{if(e)return!!Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView))&&!this.app.workspace.getActiveViewOfType(ExcalidrawView).compatibilityMode;const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!(!t||t.compatibilityMode||(t.changeTextMode(t.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 t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(t){this.ea.reset(),this.ea.setView(t);const e=this.ea.getViewSelectedElement();if("image"!==e.type)return new obsidian_module.Notice("Please select an image or embedded markdown document",4e3),!0;const n=this.ea.getViewFileForImageElement(e);return n?(this.app.vault.delete(n),this.ea.deleteViewElements([e]),!0):(new obsidian_module.Notice("Please select an image or embedded markdown document",4e3),!0)}return!1}}),this.addCommand({id:"convert-text2MD",name:t$d("CONVERT_TO_MARKDOWN"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;const n=t.getViewSelectedElements().filter((e=>"text"===e.type));if(1!==n.length)return!1;const r=n[0],i=t.getViewElements().find((e=>e.id===r.containerId));return(!i||"arrow"!==i.type)&&(!!e||void t.convertTextElementToMarkdown(r,i))}}),this.addCommand({id:"insert-link",hotkeys:[{modifiers:["Mod","Shift"],key:"k"}],name:t$d("INSERT_LINK"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertLinkDialog.start(t.file.path,((e,n,r)=>t.addLink(e,n,r))),!0)}}),this.addCommand({id:"insert-command",name:t$d("INSERT_COMMAND"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertCommandDialog.start(((e,n,r)=>t.addText(e,n,r))),!0)}}),this.addCommand({id:"insert-link-to-element",name:t$d("INSERT_LINK_TO_ELEMENT_NORMAL"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard(""),!0)}}),this.addCommand({id:"insert-link-to-element-group",name:t$d("INSERT_LINK_TO_ELEMENT_GROUP"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("group="),!0)}}),this.addCommand({id:"insert-link-to-element-frame",name:t$d("INSERT_LINK_TO_ELEMENT_FRAME"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("frame="),!0)}}),this.addCommand({id:"insert-link-to-element-frame-clipped",name:t$d("INSERT_LINK_TO_ELEMENT_FRAME_CLIPPED"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("clippedframe="),!0)}}),this.addCommand({id:"insert-link-to-element-area",name:t$d("INSERT_LINK_TO_ELEMENT_AREA"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("area="),!0)}}),this.addCommand({id:"toggle-lefthanded-mode",name:t$d("TOGGLE_LEFTHANDED_MODE"),checkCallback:e=>{if(e){if(this.app.workspace.getActiveViewOfType(ExcalidrawView)){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView)?.excalidrawAPI;return!!e&&!!e.getAppState().trayModeEnabled}return!1}return this.app.workspace.getActiveViewOfType(ExcalidrawView),(async()=>{const e=this.settings.isLeftHanded;await this.loadSettings({applyLefthandedMode:!1}),this.settings.isLeftHanded=!e,this.saveSettings(),setLeftHandedMode(!e),setTimeout((()=>setLeftHandedMode(!e)))})(),!0}}),this.addCommand({id:"flip-image",name:t$d("FLIP_IMAGE"),checkCallback:e=>{if(!DEVICE.isDesktop)return;const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>{if("image"===e.type){const n=t.excalidrawData.getFile(e.fileId);return!!n&&this.isExcalidrawFile(n.file)}return!1}));if(1!==n.length)return!1;if(e)return!0;const r=n[0];let i=t.excalidrawData.getFile(r.fileId);this.forceToOpenInMarkdownFilepath=i.file?.path;const a=t.excalidrawAPI.getAppState(),{x:o,y:s}=sceneCoordsToViewportCoords({sceneX:r.x+r.width/2,sceneY:r.y+r.height/2},a),{width:l,height:c}={width:600,height:600},{x:d,y:T}={x:Math.max(0,o-l/2+t.ownerWindow.screenX),y:Math.max(0,s-c/2+t.ownerWindow.screenY)};this.openDrawing(i.file,DEVICE.isMobile?"new-tab":"popout-window",!0,void 0,!1,{x:d,y:T,width:l,height:c})}}),this.addCommand({id:"reset-image-to-100",name:t$d("RESET_IMG_TO_100"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"image"===e.type));return 1!==n.length?(e||new obsidian_module.Notice("Select a single image element and try again"),!1):!!e||void(async()=>{const e=n[0];if(!t.excalidrawData.getFile(e.fileId))return await t.forceSave(),t.excalidrawData.getFile(e.fileId),new obsidian_module.Notice("Select a single image element and try again"),!1;const r=new ExcalidrawAutomate(this,t),i=await r.getOriginalImageSize(e);if(i){r.copyViewElementsToEAforEditing(n);const t=r.getElement(e.id);t.width=i.width,t.height=i.height,await r.addElementsToView(!1,!1,!1)}r.destroy()})()}}),this.addCommand({id:"reset-image-ar",name:t$d("RESET_IMG_ASPECT_RATIO"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"image"===e.type));return 1!==n.length?(e||new obsidian_module.Notice("Select a single image element and try again"),!1):!!e||void(async()=>{const e=n[0];if(!t.excalidrawData.getFile(e.fileId))return await t.forceSave(),t.excalidrawData.getFile(e.fileId),new obsidian_module.Notice("Select a single image element and try again"),!1;const r=new ExcalidrawAutomate(this,t);await r.resetImageAspectRatio(e)&&await r.addElementsToView(!1,!1,!1),r.destroy()})()}}),this.addCommand({id:"open-link-props",name:t$d("OPEN_LINK_PROPS"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==n.length)return e||new obsidian_module.Notice("Select a single image element and try again"),!1;if(e)return!0;const r=n[0];let i=t.excalidrawData.getFile(r.fileId),a=t.excalidrawData.getEquation(r.fileId);if(!i&&!a)return t.forceSave(),new obsidian_module.Notice("Please try again."),!1;i&&t.openEmbeddedLinkEditor(r.id),a&&t.openLaTeXEditor(r.id)}}),this.addCommand({id:"convert-card-to-file",name:t$d("CONVERT_CARD_TO_FILE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));if(1!==n.length)return e||new obsidian_module.Notice("Select a single back-of-the-note card and try again"),!1;const r=t.getEmbeddableLeafElementById(n[0].id)?.node?.child;return r&&r.file===t.file?!!e||void t.moveBackOfTheNoteCardToFile():(e||new obsidian_module.Notice("The selected embeddable is not a back-of-the-note card."),!1)}}),this.addCommand({id:"insert-active-pdfpage",name:t$d("INSERT_ACTIVE_PDF_PAGE_AS_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;const n=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));if(1!==n.length)return e||new obsidian_module.Notice("Select a single PDF embeddable and try again"),!1;if("pdf"!==t.getEmbeddableLeafElementById(n[0].id)?.leaf?.view?.getViewType())return!1;const r=getActivePDFPageNumberFromPDFView(t.getEmbeddableLeafElementById(n[0].id)?.leaf?.view);if(!r)return!1;if(e)return!0;const i=n[0],a=new ExcalidrawAutomate(this,t),o=t.getEmbeddableLeafElementById(i.id)?.leaf?.view?.file;(async()=>{const e=await a.addImage(i.x+i.width+10,i.y,`${o?.path}#page=${r}`,!1,!1),t=a.getElement(e),n=t.width/t.height;n>1?(t.width=i.width,t.height=i.width/n):(t.height=i.height,t.width=i.height*n),a.addElementsToView(!1,!0,!0)})()}}),this.addCommand({id:"crop-image",name:t$d("CROP_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView),n=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView),r=this.app.workspace.activeLeaf?.view,i=r&&"canvas"===r.getViewType();if(!t&&!n&&!i)return!1;if(t){if(!t.excalidrawAPI)return!1;const n=t.getViewSelectedElements().filter((e=>"embeddable"===e.type)),r=t.getViewSelectedElements().filter((e=>"image"===e.type)),i=0===r.length&&1===n.length&&"pdf"===t.getEmbeddableLeafElementById(n[0].id)?.leaf?.view?.getViewType(),a=1===r.length&&0===n.length;if(!i&&!a)return e||new obsidian_module.Notice("Select a single image element or single PDF embeddable and try again"),!1;const o=i?getActivePDFPageNumberFromPDFView(t.getEmbeddableLeafElementById(n[0].id)?.leaf?.view):void 0;if(i&&!o)return!1;if(e)return!0;if(i){const e=n[0],r=new ExcalidrawAutomate(this,t),i=t.getEmbeddableLeafElementById(e.id)?.leaf?.view?.file;return void carveOutPDF(r,e,`${i?.path}#page=${o}`,i)}const s=r[0];(async()=>{let e=t.excalidrawData.getFile(s.fileId);if(!e&&(await t.save(),await sleep$1(500),e=t.excalidrawData.getFile(s.fileId),!e))return new obsidian_module.Notice("Select a single image element and try again"),!1;const n=new ExcalidrawAutomate(this,t);carveOutImage(n,s)})()}const a=async(e,t,n,r,i,a)=>{const o=getEA(),s=await o.addImage(0,0,e?e&&"pdf"===n.extension&&a?`${n.path}#${a}`:n:r,!1,!1);if(!s)return void new obsidian_module.Notice(`Can't load image\n\n${r}`);let l="",c="";if(e)l=n.basename,c=a?`[[${n.path}#${a}]]`:`[[${n.path}]]`;else{c=r;const e=r.match(/^.*\/([^?]*)\??.*$/)?.[1];l=e.substring(0,e.lastIndexOf("."))}const{folderpath:d,filename:T}=await getCropFileNameAndFolder(this,t.path,l),u=await createImageCropperFile(o,s,c,d,T);o.destroy(),u&&i(this.app.metadataCache.fileToLinktext(u,t.path,!0),u)};if(i){const t=[];if(r.canvas.nodes.forEach((e=>{e.nodeEl.hasClass("is-focused")&&t.push(e)})),1!==t.length)return!1;const n=t[0];let i="",o=!1;n.file&&(i=n.file.extension,o=this.isExcalidrawFile(n.file)),n.url&&(i=getURLImageExtension(n.url));const s="pdf"===i?getActivePDFPageNumberFromPDFView(n?.child):void 0;if(!s&&!IMAGE_TYPES.contains(i)&&!o)return!1;if(e)return!0;const l=(e,t)=>{n.file&&("pdf"===n.file.extension?n.canvas.createFileNode({pos:{x:n.x+n.width+10,y:n.y},file:t}):n.setFile(t)),n.url&&n.canvas.createFileNode({pos:{x:n.x+20,y:n.y+20},file:t})};a(Boolean(n.file),r.file,n.file,n.url,l,s?`page=${s}`:void 0)}if(n){const t=n.editor,r=t.getCursor(),i=t.getLine(r.line),o=REGEX_LINK.getResList(i);if(0===o.length)return!1;let s=REGEX_LINK.getLink(o[0]);const l=REGEX_LINK.isWikiLink(o[0]);let c=REGEX_LINK.getAliasOrLink(o[0]);c===s&&(c=null),s=decodeURI(s);const d=s.split("#"),T=2===d.length,u=this.app.metadataCache.getFirstLinkpathDest(T?d[0]:s,n.file.path),Q=u&&u instanceof obsidian_module.TFile,p=!!Q&&this.isExcalidrawFile(u);let h=Q?u.path:"",m=Q?u.extension:"";if(s.match(/^https?|file/)&&(h=s,m=getURLImageExtension(s)),""===h)return!1;if("pdf"!==m&&!IMAGE_TYPES.contains(m)&&!p)return!1;if(e)return!0;const f=d[1],g=e=>{const n=i.split(o[0].value[0]),a=Q&&f?"\n"+getLink(this,{embed:!1,alias:c??`${u.basename}, ${f.replace("="," ")}`,path:`${u.path}#${f}`},l):"";t.setLine(r.line,n[0]+getLink(this,{embed:!0,path:e,alias:c},l)+a+n[1])};a(Q,n.file,u,h,g,f)}}}),this.addCommand({id:"annotate-image",name:t$d("ANNOTATE_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView),n=this.app.workspace.activeLeaf?.view,r=n&&"canvas"===n.getViewType();if(!t&&!r)return!1;const i=async(e,t,n,r,i,a)=>{const o=getEA(),s=await o.addImage(0,0,e?e&&"pdf"===n.extension&&a?`${n.path}#${a}`:n:r,!1,!1);if(!s)return new obsidian_module.Notice(`Can't load image\n\n${r}`),void o.destroy();const l=o.getElement(s);l.locked=!0;const c=this.settings.annotatePreserveSize?await getImageSize(o.imagesDict[l.fileId].dataURL):null;let d,T="";if(e)T=n.basename,n.path;else{const e=r.match(/^.*\/([^?]*)\??.*$/)?.[1];T=e.substring(0,e.lastIndexOf("."))}const u=getListOfTemplateFiles(this);u&&(d=await templatePromt(u,this.app));const{folderpath:Q,filename:p}=await getAnnotationFileNameAndFolder(this,t.path,T),h=await o.create({templatePath:d?.path,filename:p,foldername:Q,onNewPane:!0,frontmatterKeys:{...this.settings.matchTheme?{"excalidraw-export-dark":isObsidianThemeDark()}:{},..."pdf"===n.extension?{cssclasses:"excalidraw-cropped-pdfpage"}:{}}});o.destroy();let m=this.app.vault.getAbstractFileByPath(h),f=0;for(;(!m||!this.isExcalidrawFile(m))&&f<50;)await sleep$1(100),m=this.app.vault.getAbstractFileByPath(h),f++;m&&m instanceof obsidian_module.TFile?m&&i(this.app.metadataCache.fileToLinktext(m,t.path,!0),m,c?`${c.width}`:null):new obsidian_module.Notice("File not found. NewExcalidraw Drawing is taking too long to create. Please try again.")};if(r){const t=[];if(n.canvas.nodes.forEach((e=>{e.nodeEl.hasClass("is-focused")&&t.push(e)})),1!==t.length)return!1;const r=t[0];let a="",o=!1;r.file&&(a=r.file.extension,o=this.isExcalidrawFile(r.file)),r.url&&(a=getURLImageExtension(r.url));const s="pdf"===a?getActivePDFPageNumberFromPDFView(r?.child):void 0;if(!s&&!IMAGE_TYPES.contains(a)&&!o)return!1;if(e)return!0;const l=(e,t)=>{r.file&&("pdf"===r.file.extension?r.canvas.createFileNode({pos:{x:r.x+r.width+10,y:r.y},file:t}):r.setFile(t)),r.url&&r.canvas.createFileNode({pos:{x:r.x+20,y:r.y+20},file:t})};i(Boolean(r.file),n.file,r.file,r.url,l,s?`page=${s}`:void 0)}if(t){const n=t.editor,r=n.getCursor(),a=n.getLine(r.line),o=REGEX_LINK.getResList(a);if(0===o.length)return!1;let s=REGEX_LINK.getLink(o[0]);const l=REGEX_LINK.isWikiLink(o[0]);let c=REGEX_LINK.getAliasOrLink(o[0]);c===s&&(c=null),s=decodeURI(s);const d=s.split("#"),T=2===d.length,u=this.app.metadataCache.getFirstLinkpathDest(T?d[0]:s,t.file.path),Q=u&&u instanceof obsidian_module.TFile,p=!!Q&&this.isExcalidrawFile(u);let h=Q?u.path:"",m=Q?u.extension:"";if(s.match(/^https?|file/)&&(h=s,m=getURLImageExtension(s)),""===h)return!1;if("pdf"!==m&&!IMAGE_TYPES.contains(m)&&!p)return!1;if(e)return!0;const f=d[1],g=(e,t,i)=>{const s=a.split(o[0].value[0]),d=Q&&f?"\n"+getLink(this,{embed:!1,alias:getAliasWithSize(c??`${u.basename}, ${f.replace("="," ")}`,i),path:`${u.path}#${f}`},l):"";n.setLine(r.line,s[0]+getLink(this,{embed:!0,path:e,alias:getAliasWithSize(c,i)},l)+d+s[1])};i(Q,t.file,u,h,g,f)}}}),this.addCommand({id:"insert-image",name:t$d("INSERT_IMAGE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertImageDialog.start(t),!0)}}),this.addCommand({id:"import-svg",name:t$d("IMPORT_SVG"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.importSVGDialog.start(t),!0)}}),this.addCommand({id:"release-notes",name:t$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$d("TRAY_MODE"),checkCallback:e=>{if(e){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!e||!e.excalidrawAPI)return!1;const t=e.excalidrawAPI.getAppState();return!t.zenModeEnabled&&!t.viewModeEnabled}const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!(!t||!t.excalidrawAPI||(t.toggleTrayMode(),0))}}),this.addCommand({id:"insert-md",name:t$d("INSERT_MD"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertMDDialog.start(t),!0)}}),this.addCommand({id:"insert-pdf",name:t$d("INSERT_PDF"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(new InsertPDFModal(this,t).open(),!0)}}),this.addCommand({id:"universal-add-file",name:t$d("UNIVERSAL_ADD_FILE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(new UniversalInsertFileModal(this,t).open(),!0)}}),this.addCommand({id:"universal-card",name:t$d("INSERT_CARD"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.insertBackOfTheNoteCard(),!0)}}),this.addCommand({id:"insert-LaTeX-symbol",name:t$d("INSERT_LATEX"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(insertLaTeXToView(t),!0)}}),this.addCommand({id:"toggle-excalidraw-view",name:t$d("TOGGLE_MODE"),checkCallback:e=>{const t=this.app.workspace.getActiveFile();if(!t)return!1;const n=this.isExcalidrawFile(t);if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView))?!this.app.workspace.getActiveViewOfType(ExcalidrawView).compatibilityMode:n;const r=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(r)return void r.openAsMarkdown();const i=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);i&&n&&(async()=>{await i.save();const e=i.leaf;this.excalidrawFileModes[e.id||t.path]="excalidraw",setExcalidrawView(e)})()}}),this.addCommand({id:"convert-to-excalidraw",name:t$d("CONVERT_NOTE_TO_EXCALIDRAW"),checkCallback:e=>{const t=this.app.workspace.getActiveFile(),n=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);return!(!t||!n)&&!this.isExcalidrawFile(t)&&(!!e||void(async()=>{await n.save();const e=mergeMarkdownFiles(await this.getBlankDrawing(),await this.app.vault.read(t));await this.app.vault.modify(t,e),setExcalidrawView(n.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,t=!1,n=!1){const r=await this.app.vault.read(e),i=e.name.substring(0,e.name.lastIndexOf(".excalidraw"))+(t?".md":".excalidraw.md"),a=getNewUniqueFilepath(this.app.vault,i,obsidian_module.normalizePath(e.path.substring(0,e.path.lastIndexOf(e.name))));log(a);const o=await this.app.vault.create(a,FRONTMATTER+await this.exportSceneToMD(r,!1));return this.settings.keepInSync&&EXPORT_TYPES.forEach((t=>{const n=e.path.substring(0,e.path.lastIndexOf(".excalidraw"))+t,r=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(n));if(r&&r instanceof obsidian_module.TFile){const e=a.substring(0,a.lastIndexOf(".md"))+t;this.app.fileManager.renameFile(r,e)}})),n||this.app.vault.delete(e),o}async convertExcalidrawToMD(e=!1,t=!1){const n=this.app.vault.getFiles().filter((e=>"excalidraw"==e.extension));for(const r of n)this.convertSingleExcalidrawToMD(r,e,t);new obsidian_module.Notice(`Converted ${n.length} files.`)}registerMonkeyPatches(){this.register(around(obsidian_module.Workspace.prototype,{getActiveViewOfType:t=>dedupe("https://github.com/zsviczian/obsidian-excalidraw-plugin/issues",t,(function(...n){const r=t&&t.apply(this,n),i=e.app?.workspace?.activeLeaf?.view;if(!(i&&i instanceof ExcalidrawView))return r;if(!isCallerFromTemplaterPlugin((new Error).stack))return r;const a=i.getActiveEmbeddable();return a&&a.node&&a.node.isEditing?{file:a.node.file,editor:a.node.child.editor}:r}))})),this.app.plugins?.plugins?.["obsidian-hover-editor"]||this.register(around(obsidian_module.WorkspaceLeaf.prototype,{getRoot:e=>function(){const t=e.call(this);return t.getRoot===this.getRoot?t:t.getRoot()}})),this.registerEvent(this.app.workspace.on("editor-menu",((e,t,n)=>{if(!(n&&n instanceof obsidian_module.MarkdownView))return;const r=n.file,i=n.leaf;if(!n.file)return;const a=this.app.metadataCache.getFileCache(r);a?.frontmatter&&a.frontmatter[FRONTMATTER_KEYS.plugin.name]&&e.addItem((e=>e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("excalidraw").onClick((async()=>{await n.save(),this.excalidrawFileModes[i.id||r.path]="excalidraw",setExcalidrawView(i)}))))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,t,n,r)=>{if(!r)return;const i=r.view;if(!(i&&i instanceof obsidian_module.MarkdownView))return;if(!(t instanceof obsidian_module.TFile))return;const a=this.app.metadataCache.getFileCache(t);a?.frontmatter&&a.frontmatter[FRONTMATTER_KEYS.plugin.name]&&(e.addItem((e=>{e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("pane").onClick((async()=>{await i.save(),this.excalidrawFileModes[r.id||t.path]="excalidraw",setExcalidrawView(r)}))})),e.items.unshift(e.items.pop()))})));const e=this;this.register(around(obsidian_module.WorkspaceLeaf.prototype,{detach:t=>function(){const n=this.view?.getState();return n?.file&&e.excalidrawFileModes[this.id||n.file]&&delete e.excalidrawFileModes[this.id||n.file],t.apply(this)},setViewState:t=>function(n,...r){const i=e._loaded&&"markdown"===n.type&&n.state?.file;if(i&&"markdown"!==e.excalidrawFileModes[this.id||n.state.file]){const i=n.state.file;if(e.forceToOpenInMarkdownFilepath!==i&&fileShouldDefaultAsExcalidraw(i,this.app)){const a={...n,type:"excalidraw"};return e.excalidrawFileModes[i]="excalidraw",t.apply(this,[a,...r])}e.forceToOpenInMarkdownFilepath=null}if(i){const t=this;setTimeout((async()=>{t&&t.view&&t.view instanceof obsidian_module.MarkdownView&&t.view.file&&e.isExcalidrawFile(t.view.file)&&foldExcalidrawSection(t.view)}),500)}return t.apply(this,[n,...r])}}))}runStartupScript(){this.settings.startupScriptPath&&""!==this.settings.startupScriptPath&&this.app.workspace.onLayoutReady((async()=>{const e=this.settings.startupScriptPath.endsWith(".md")?this.settings.startupScriptPath:`${this.settings.startupScriptPath}.md`,t=this.app.vault.getAbstractFileByPath(e);if(!(t&&t instanceof obsidian_module.TFile))return void new obsidian_module.Notice(`Startup script not found: ${e}`);const n=await this.app.vault.read(t),r=Object.getPrototypeOf((async()=>{})).constructor;try{await new r("ea",n)(this.ea)}catch(e){new obsidian_module.Notice(`Error running startup script: ${e}`)}}))}async activeLeafChangeEventHandler(e){this.leafChangeTimeout&&window.clearTimeout(this.leafChangeTimeout),this.leafChangeTimeout=window.setTimeout((()=>{this.leafChangeTimeout=null}),1e3);const t=this.activeExcalidrawView,n=e.view instanceof ExcalidrawView?e.view:null;if(this.activeExcalidrawView=n,n?(this.addModalContainerObserver(),this.lastActiveExcalidrawFilePath=n.file?.path):this.removeModalContainerObserver(),DEVICE.isMobile&&n&&!t){const e=document.querySelector("body>.app-container>.mobile-navbar");e&&e instanceof HTMLDivElement&&(e.style.position="relative")}if(DEVICE.isMobile&&!n&&t){const e=document.querySelector("body>.app-container>.mobile-navbar");e&&e instanceof HTMLDivElement&&(e.style.position="")}if(t&&t!==n&&(t.leaf!==e&&t?.isDirty()&&!t.semaphores?.viewunload&&await t.save(!0),t.file&&this.triggerEmbedUpdates(t.file.path)),n&&(!t||t.leaf!==e)){const e=n.file;n.file&&setTimeout((()=>{n&&n._loaded&&n.file?.path===e?.path&&(n.activeLoader||n.loadSceneFiles())}),2e3)}n&&n._loaded&&n.isLoaded&&n.excalidrawAPI&&this.ea.onCanvasColorChangeHook&&this.ea.onCanvasColorChangeHook(this.ea,n,n.excalidrawAPI.getAppState().viewBackgroundColor),this.popScope&&(this.popScope(),this.popScope=null),n&&this.registerHotkeyOverrides()}registerHotkeyOverrides(){if(this.popScope&&(this.popScope(),this.popScope=null),!this.activeExcalidrawView)return;const e=this.app.keymap.getRootScope(),t=this.settings.modifierKeyOverrides.map((t=>e.register(t.modifiers,t.key,(()=>!0))));t.forEach((()=>e.keys.unshift(e.keys.pop())));const n=e.register(["Mod"],"f",(()=>!0));e.keys.unshift(e.keys.pop());const r=this.forceSaveCommand&&"s"===this.forceSaveCommand.hotkeys[0].key&&this.forceSaveCommand.hotkeys[0].modifiers.includes("Ctrl")?e.register(["Ctrl"],"s",(()=>this.forceSaveActiveView(!1))):void 0;r&&e.keys.unshift(e.keys.pop()),this.popScope=()=>{t.forEach((t=>e.unregister(t))),e.unregister(n),Boolean(r)&&e.unregister(r)}}popScope=null;registerEventListeners(){this.app.workspace.onLayoutReady((async()=>{const e=(e,t,n)=>{if(e.defaultPrevented)return;const r=e.clipboardData.getData("text/plain");if(r&&r.startsWith('{"type":"excalidraw/clipboard"')){e.preventDefault();try{const e=JSON.parse(r),i=1===e.elements.filter((e=>"text"===e.type)).length;if(!i&&1!==e.elements?.length)return;const a=i?e.elements.filter((e=>"text"===e.type))[0]:e.elements[0];if("image"===a.type){const e=this.filesMaster.get(a.fileId);if(e&&e.path){let r=e.path;const i=n.file,a=this.app.vault.getAbstractFileByPath(r);i&&a&&a instanceof obsidian_module.TFile&&(r=this.app.metadataCache.fileToLinktext(a,i.path)),editorInsertText(t,getLink(this,{path:r}))}return}if("text"===a.type)return void editorInsertText(t,a.rawText);if(a.link)return void editorInsertText(t,`${a.link}`)}catch(e){}}};this.registerEvent(this.app.workspace.on("editor-paste",((t,n,r)=>e(t,n,r))));const t=async(e,t)=>{e instanceof obsidian_module.TFile&&this.isExcalidrawFile(e)&&this.settings.keepInSync&&[EXPORT_TYPES,"excalidraw"].flat().forEach((async n=>{const r=getIMGFilename(t,n),i=app.vault.getAbstractFileByPath(obsidian_module.normalizePath(r));if(i&&i instanceof obsidian_module.TFile){const t=getIMGFilename(e.path,n);await this.app.fileManager.renameFile(i,t)}}))};this.registerEvent(this.app.vault.on("rename",((e,n)=>t(e,n))));const n=async e=>{getExcalidrawViews(this.app).forEach((async t=>{if(!t.semaphores?.viewunload&&t.file&&(t.file.path===e.path||"excalidraw"===e.extension&&`${e.path.substring(0,e.path.lastIndexOf(".excalidraw"))}.md`===t.file.path)){if(t.semaphores?.preventReload)return void(t.semaphores.preventReload=!1);if(t.lastSaveTimestamp+3e5<Date.now())return void t.reload(!0,t.file);if("md"===e.extension){if(t.semaphores?.embeddableIsEditingSelf)return;const n=new ExcalidrawData(this),r=await this.app.vault.read(e);await n.loadData(r,e,getTextMode(r)),t.synchronizeWithData(n),n.destroy(),t?.isDirty()&&(t.autosaveTimer&&t.autosaveFunction&&clearTimeout(t.autosaveTimer),t.autosaveFunction&&t.autosaveFunction())}else t.reload(!0,t.file)}}))};this.registerEvent(this.app.vault.on("modify",(e=>n(e))));const r=async e=>{if(!(e instanceof obsidian_module.TFile))return;const t=this.excalidrawFiles.has(e);if(this.updateFileCache(e,void 0,!0),!t)return;const n=getExcalidrawViews(this.app);for(const t of n)t.file.path===e.path&&await t.leaf.setViewState({type:"excalidraw",state:{file:null}});this.settings.keepInSync&&window.setTimeout((()=>{[EXPORT_TYPES,"excalidraw"].flat().forEach((async t=>{const n=getIMGFilename(e.path,t),r=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(n));r&&r instanceof obsidian_module.TFile&&await this.app.vault.delete(r)}))}),500)};this.registerEvent(this.app.vault.on("delete",(e=>r(e)))),this.registerEvent(this.app.workspace.on("active-leaf-change",(e=>this.activeLeafChangeEventHandler(e)))),this.addFileSaveTriggerEventHandlers();const i=this.app.metadataCache;i.getCachedFiles().forEach((e=>{const t=i.getCache(e)?.frontmatter;(t&&void 0!==t[FRONTMATTER_KEYS.plugin.name]||e.match(/\.excalidraw$/))&&this.updateFileCache(this.app.vault.getAbstractFileByPath(e),t)})),this.registerEvent(i.on("changed",((e,t,n)=>this.updateFileCache(e,n?.frontmatter))))}))}addFileSaveTriggerEventHandlers(){const e=e=>{this.activeExcalidrawView&&this.activeExcalidrawView?.isDirty()&&(!e.target||"excalidraw__canvas"!==e.target.className&&!getParentOfClass(e.target,"excalidraw-wrapper"))&&this.activeExcalidrawView.save()};this.app.workspace.containerEl.addEventListener("click",e),this.removeEventLisnters.push((()=>{this.app.workspace.containerEl.removeEventListener("click",e)})),this.registerEvent(this.app.workspace.on("file-menu",(()=>{this.activeExcalidrawView&&this.activeExcalidrawView?.isDirty()&&this.activeExcalidrawView.save()}))),this.addModalContainerObserver();const t=document.querySelector(".workspace-drawer.mod-left"),n=document.querySelector(".workspace-drawer.mod-right");if(t||n){const e=async e=>{"display: none;"===e[0].oldValue&&this.activeExcalidrawView&&this.activeExcalidrawView?.isDirty()&&this.activeExcalidrawView.save()},r={attributeOldValue:!0,attributeFilter:["style"]};t&&(this.workspaceDrawerLeftObserver=DEBUGGING?new CustomMutationObserver(e,"slidingDrawerLeftObserver"):new MutationObserver(e),this.workspaceDrawerLeftObserver.observe(t,r)),n&&(this.workspaceDrawerRightObserver=DEBUGGING?new CustomMutationObserver(e,"slidingDrawerRightObserver"):new MutationObserver(e),this.workspaceDrawerRightObserver.observe(n,r))}}activeViewDoc;addModalContainerObserver(){if(!this.activeExcalidrawView)return;if(this.modalContainerObserver){if(this.activeViewDoc===this.activeExcalidrawView.ownerDocument)return;this.removeModalContainerObserver()}const e=async e=>{1===e.length&&"childList"===e[0].type&&1===e[0].addedNodes.length&&this.activeExcalidrawView&&!this.activeExcalidrawView?.semaphores?.viewunload&&this.activeExcalidrawView?.isDirty()&&this.activeExcalidrawView.save()};this.modalContainerObserver=DEBUGGING?new CustomMutationObserver(e,"modalContainerObserver"):new MutationObserver(e),this.activeViewDoc=this.activeExcalidrawView.ownerDocument,this.modalContainerObserver.observe(this.activeViewDoc.body,{childList:!0})}removeModalContainerObserver(){this.modalContainerObserver&&(this.modalContainerObserver.disconnect(),this.activeViewDoc=null,this.modalContainerObserver=null)}updateFileCache(e,t,n=!1){t&&void 0!==t[FRONTMATTER_KEYS.plugin.name]?this.excalidrawFiles.add(e):n||"excalidraw"!==e.extension?this.excalidrawFiles.delete(e):this.excalidrawFiles.add(e)}onunload(){getExcalidrawViews(this.app).forEach((({leaf:e})=>{this.setMarkdownView(e)})),versionUpdateCheckTimer&&window.clearTimeout(versionUpdateCheckTimer),this.ribbonIcon&&(this.ribbonIcon.remove(),this.ribbonIcon=null),this.scriptEngine&&(this.scriptEngine.destroy(),this.scriptEngine=null),imageCache&&imageCache.destroy(),this.stylesManager.destroy(),this.stylesManager=null,this.removeFonts(),this.removeEventLisnters.forEach((e=>e())),this.removeEventLisnters=[],this.eaInstances.forEach((e=>e?.destroy())),this.eaInstances.clear(),this.eaInstances=null,this.ea.destroy(),this.ea=null,window.ExcalidrawAutomate?.destroy(),delete window.ExcalidrawAutomate,this.popScope&&(this.popScope(),this.popScope=null),this.legacyExcalidrawPopoverObserver&&this.legacyExcalidrawPopoverObserver.disconnect(),this.removeThemeObserver(),this.removeModalContainerObserver(),this.workspaceDrawerLeftObserver&&this.workspaceDrawerLeftObserver.disconnect(),this.workspaceDrawerRightObserver&&this.workspaceDrawerRightObserver.disconnect(),this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.taskbone&&(this.taskbone.destroy(),this.taskbone=null),Object.values(this.packageMap).forEach((e=>{delete e.excalidrawLib,delete e.reactDOM,delete e.react})),this.excalidrawConfig=null,this.openDialog.destroy(),this.openDialog=null,this.insertLinkDialog.destroy(),this.insertLinkDialog=null,this.insertCommandDialog.destroy(),this.insertCommandDialog=null,this.importSVGDialog.destroy(),this.importSVGDialog=null,this.insertImageDialog.destroy(),this.insertImageDialog=null,this.insertMDDialog.destroy(),this.insertMDDialog=null,this.forceSaveCommand=null,this.editorHandler.destroy(),this.editorHandler=null,this.hover={linkText:null,sourcePath:null},this.excalidrawFiles.clear(),this.equationsMaster.clear(),this.filesMaster.clear(),this.mermaidsMaster.clear(),this.activeExcalidrawView=null,this.lastActiveExcalidrawFilePath=null,this.leafChangeTimeout&&(window.clearTimeout(this.leafChangeTimeout),this.leafChangeTimeout=null),this.settings=null,adaptor=null,html=null,preamble=null,EXCALIDRAW_PACKAGES="",PLUGIN_VERSION=null,delete window.PolyBool,this.deletePackage(window),react=null,reactDOM=null,excalidrawLib=null,terminateCompressionWorker()}async embedDrawing(e){const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(t&&t.file){const n=this.app.metadataCache.fileToLinktext(e,t.file.path,"excalidraw"===this.settings.embedType),r=t.editor;if("excalidraw"===this.settings.embedType)return r.replaceSelection(getLink(this,{path:n})),void r.focus();let i=this.settings.autoExportLightAndDark?getExportTheme(this,e,this.settings.exportWithTheme&&isObsidianThemeDark()?"dark":"light"):"";i=""===i?"":i+".";const a=getIMGFilename(n,i+this.settings.embedType.toLowerCase()),o=getIMGFilename(e.path,i+this.settings.embedType.toLowerCase()),s="dark."===i?"light.":"dark.",l=""===i?null:getIMGFilename(n,s+this.settings.embedType.toLowerCase());this.app.vault.getAbstractFileByPath(o)||(await this.app.vault.create(o,""),await sleep$1(200));const c=this.settings.embedMarkdownCommentLinks;r.replaceSelection(this.settings.embedWikiLink?`![[${a}]]\n`+(c?`%%[[${n}|🖋 Edit in Excalidraw]]${l?", and the [["+l+"|"+s.split(".")[0]+" exported image]]":""}%%`:""):`![](${encodeURI(a)})\n`+(c?`%%[🖋 Edit in Excalidraw](${encodeURI(n)})${l?", and the ["+s.split(".")[0]+" exported image]("+encodeURI(l)+")":""}%%`:"")),r.focus()}}async loadSettings(e={applyLefthandedMode:!0,reEnableAutosave:!1}){void 0===e.applyLefthandedMode&&(e.applyLefthandedMode=!0),void 0===e.reEnableAutosave&&(e.reEnableAutosave=!1),this.settings=Object.assign({},DEFAULT_SETTINGS,await this.loadData()),this.settings.previewImageType||(void 0===this.settings.displaySVGInPreview?this.settings.previewImageType=PreviewImageType.SVGIMG:this.settings.previewImageType=this.settings.displaySVGInPreview?PreviewImageType.SVGIMG:PreviewImageType.PNG),e.applyLefthandedMode&&setLeftHandedMode(this.settings.isLeftHanded),e.reEnableAutosave&&(this.settings.autosave=!0),setDebugging(this.settings.isDebugMode)}async saveSettings(){await this.saveData(this.settings)}getStencilLibrary(){return""===this.settings.library||"deprecated"===this.settings.library?this.settings.library2:JSON_parse(this.settings.library)}setStencilLibrary(e){this.settings.library="deprecated",this.settings.library2=e}triggerEmbedUpdates(e){const t=new Set;this.app.workspace.getLeavesOfType("markdown").forEach((n=>{const r=DEVICE.isMobile?document:n.view.containerEl.ownerDocument;if(!r)return;if(t.has(r))return;t.add(r);const i=r.createEvent("Event");i.initEvent(RERENDER_EVENT,!0,!1),r.querySelectorAll(".excalidraw-embedded-img"+(e?`[fileSource='${e.replaceAll("'","\\'")}']`:"")).forEach((e=>e.dispatchEvent(i)))}))}openDrawing(e,t,n=!1,r,i=!1,a){const o=()=>{let e;return"md-properties"===t&&(t="new-tab"),"popout-window"===t&&(e=this.app.workspace.openPopoutLeaf(a)),"new-tab"===t&&(e=this.app.workspace.getLeaf("tab")),e||(e=this.app.workspace.getLeaf(!1),"empty"!==e.view.getViewType()&&"new-pane"===t&&(e=getNewOrAdjacentLeaf(this,e))),e},{leaf:s,promise:l}=openLeaf({plugin:this,fnGetLeaf:()=>o(),file:e,openState:r&&""!==r?{active:n,eState:{subpath:r}}:{active:n}});l.then((()=>{if(i&&this.ea.onFileCreateHook)try{this.ea.onFileCreateHook({ea:this.ea,excalidrawFile:e,view:s.view})}catch(e){console.error(e)}}))}async getBlankDrawing(){const e=getListOfTemplateFiles(this);if(e){const t=await templatePromt(e,this.app);if(t&&t instanceof obsidian_module.TFile&&("md"==t.extension&&!this.settings.compatibilityMode||"excalidraw"==t.extension&&this.settings.compatibilityMode)){const e=await this.app.vault.read(t);if(e)return this.settings.matchTheme?changeThemeOfExcalidrawMD(e):e}}if(this.settings.compatibilityMode)return this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;const t=this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;return`${FRONTMATTER}\n${getMarkdownDrawingSection(t,this.settings.compress)}`}async exportSceneToMD(e,t){if(!e)return"";const n=JSON_parse(e).elements?.filter((e=>"text"==e.type));let r,i="# Excalidraw Data\n## Text Elements\n";for(const t of n)r=t.id,t.id.length>8&&(r=nanoid(),e=e.replaceAll(t.id,r)),i+=`${t.originalText??t.text} ^${r}\n\n`;return i+getMarkdownDrawingSection(JSON.stringify(JSON_parse(e),null,"\t"),void 0===t?this.settings.compress:t)}async createDrawing(e,t,n){const r=obsidian_module.normalizePath(t||this.settings.folder);await checkAndCreateFolder(r);const i=getNewUniqueFilepath(this.app.vault,e,r),a=await this.app.vault.create(i,n??await this.getBlankDrawing());let o=0;for(;a instanceof obsidian_module.TFile&&!this.isExcalidrawFile(a)&&o++<10;)await sleep$1(50);if(o>10&&errorlog({file:a,error:"new drawing not recognized as an excalidraw file",fn:this.createDrawing}),Date.now()-this.loadTimestamp>1){const e=this.app.vault.getFiles().filter((e=>this.isExcalidrawFile(e))).length,t=e<200?"Bronze":e<750?"Silver":e<2e3?"Gold":"Platinum",{grip:n,decoration:r,blade:i}=SwordColors[t];this.settings.rank!==t&&(await this.loadSettings(),this.settings.rank!==t&&(this.settings.rank=t,await this.saveSettings(),new RankMessage(this.app,this,e,t,r,i,n).open()))}return a}async createAndOpenDrawing(e,t,n,r){const i=await this.createDrawing(e,n,r);return this.openDrawing(i,t,!0,void 0,!0),i.path}async setMarkdownView(e,t){const n=e.view.getState();await e.setViewState({type:"markdown",state:n,popstate:!0},t||{focus:!0});const r=e.view;r instanceof obsidian_module.MarkdownView&&foldExcalidrawSection(r)}isExcalidrawFile(e){if(!e)return!1;if("excalidraw"===e.extension)return!0;const t=e?this.app.metadataCache.getFileCache(e):null;return!!t?.frontmatter&&!!t.frontmatter[FRONTMATTER_KEYS.plugin.name]}async exportLibrary(){DEVICE.isMobile?new Prompt(this.app,"Please provide a filename","my-library","filename, leave blank to cancel action").openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidrawlib`;const t=obsidian_module.normalizePath(this.settings.folder);await checkAndCreateFolder(t);const n=getNewUniqueFilepath(this.app.vault,e,t);this.app.vault.create(n,this.settings.library),new obsidian_module.Notice(`Exported library to ${n}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.settings.library2,null,"\t")),"my-obsidian-library.excalidrawlib")}}module.exports=ExcalidrawPlugin;
diff --git a/.obsidian/plugins/obsidian-excalidraw-plugin/manifest.json b/.obsidian/plugins/obsidian-excalidraw-plugin/manifest.json
index 5288d61b..45a9b5e2 100644
--- a/.obsidian/plugins/obsidian-excalidraw-plugin/manifest.json
+++ b/.obsidian/plugins/obsidian-excalidraw-plugin/manifest.json
@@ -1,7 +1,7 @@
 {
   "id": "obsidian-excalidraw-plugin",
   "name": "Excalidraw",
-  "version": "2.5.1",
+  "version": "2.5.2",
   "minAppVersion": "1.1.6",
   "description": "An Obsidian plugin to edit and view Excalidraw drawings",
   "author": "Zsolt Viczian",
diff --git a/.obsidian/plugins/obsidian-icon-folder/data.json b/.obsidian/plugins/obsidian-icon-folder/data.json
index d0ba3fed..bf9e4bbc 100644
--- a/.obsidian/plugins/obsidian-icon-folder/data.json
+++ b/.obsidian/plugins/obsidian-icon-folder/data.json
@@ -6,11 +6,11 @@
     "emojiStyle": "native",
     "iconColor": null,
     "recentlyUsedIcons": [
+      "🧑",
       "🧰",
       "📐",
       "📚",
-      "💼",
-      "🧑‍💻"
+      "💼"
     ],
     "recentlyUsedIconsSize": 5,
     "rules": [],
@@ -35,7 +35,7 @@
   },
   "Archive": "📦",
   "NaturalSciences": "🌍",
-  "Personal": "🧑‍💻",
+  "Personal": "🧑",
   "SocialSciences": "📚",
   "FormalSciences": "📐",
   "Obsidian": "🧰",
diff --git a/.obsidian/plugins/obsidian-weread-plugin/data.json b/.obsidian/plugins/obsidian-weread-plugin/data.json
index c5eacabe..787871dc 100644
--- a/.obsidian/plugins/obsidian-weread-plugin/data.json
+++ b/.obsidian/plugins/obsidian-weread-plugin/data.json
@@ -1,12 +1,16 @@
 {
   "cookies": [
+    {
+      "name": "wr_fp",
+      "value": "1716399292"
+    },
     {
       "name": "wr_gid",
-      "value": "250277387"
+      "value": "240591388"
     },
     {
       "name": "wr_skey",
-      "value": "NjBVzmhm"
+      "value": "aMTBh1pQ"
     },
     {
       "name": "wr_vid",
@@ -14,7 +18,7 @@
     },
     {
       "name": "wr_rt",
-      "value": "Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) obsidian/1.6.7 Chrome/124.0.6367.243 Electron/30.1.2 Safa"
+      "value": "web@F9pw66GvvYx2OyxLGDG_AL"
     },
     {
       "name": "wr_localvid",
@@ -38,11 +42,11 @@
   "insertAfter": "<!-- start of weread -->",
   "insertBefore": "<!-- end of weread -->",
   "dailyNotesFormat": "YYYY-MM-DD",
-  "lastCookieTime": 1724991063246,
+  "lastCookieTime": 1728889003501,
   "isCookieValid": true,
   "user": "仲平",
   "userVid": "389106381",
-  "template": "---\ntitle: {{metaData.title}}\ndescription: {{metaData.intro}}\nkeywords:\n  - {{metaData.title}}\n  - {{metaData.author}}\ntags:\n  - 阅读/{{metaData.category}}\nauthor: 仲平\ndate: <% tp.date.now(\"YYYY-MM-DD\") %>\n---\n\n## 简介\n\n- **书名**：《{{metaData.title}}》\n- **作者**： {{metaData.author}}\n- **分类**： {{metaData.category}}\n- **ISBN**：{{metaData.isbn}}\n- **出版社**：{{metaData.publisher}}\n\n## 概述\n\n{{metaData.intro}}\n\n## 划线 \n{% for chapter in chapterHighlights %}{% for highlight in chapter.highlights %}{% if not highlight.reviewContent %} \n\n> {{ highlight.markText | trim }}{% endif %}{% endfor %}{% endfor %}\n\n## 笔记\n{% for chapter in bookReview.chapterReviews %}{% if chapter.reviews or chapter.chapterReview %}{% if chapter.chapterReviews %}{% for chapterReview in chapter.chapterReviews %}\n\n💭{{ chapterReview.content }}{% endfor %}{% endif %}{% if chapter.reviews %}{% for review in chapter.reviews %}\n\n> {{ review.abstract | trim }}\n\n💭 {{review.content}}{% endfor %}{% endif %}{% endif %}{% endfor %}\n\n## 书评\n{% if bookReview.bookReviews %}{% for bookReview in bookReview.bookReviews %}\n> ✨{{ bookReview.mdContent }}{% endfor %}{% endif %}\n\n## 点评\n",
+  "template": "---\ntitle: {{metaData.title}}\ndescription: {{metaData.intro}}\nkeywords:\n  - {{metaData.title}}\n  - {{metaData.author}}\ntags:\n  - Personal/Book\n  - Read/{{metaData.category}}\nauthor: 仲平\ndate: <% tp.date.now(\"YYYY-MM-DD\") %>\n---\n\n## 简介\n\n- **书名**：《{{metaData.title}}》\n- **作者**： {{metaData.author}}\n- **分类**： {{metaData.category}}\n- **ISBN**：{{metaData.isbn}}\n- **出版社**：{{metaData.publisher}}\n\n## 概述\n\n{{metaData.intro}}\n\n## 划线 \n{% for chapter in chapterHighlights %}{% for highlight in chapter.highlights %}{% if not highlight.reviewContent %} \n\n> {{ highlight.markText | trim }}{% endif %}{% endfor %}{% endfor %}\n\n## 笔记\n{% for chapter in bookReview.chapterReviews %}{% if chapter.reviews or chapter.chapterReview %}{% if chapter.chapterReviews %}{% for chapterReview in chapter.chapterReviews %}\n\n💭{{ chapterReview.content }}{% endfor %}{% endif %}{% if chapter.reviews %}{% for review in chapter.reviews %}\n\n> {{ review.abstract | trim }}\n\n💭 {{review.content}}{% endfor %}{% endif %}{% endif %}{% endfor %}\n\n## 书评\n{% if bookReview.bookReviews %}{% for bookReview in bookReview.bookReviews %}\n> ✨{{ bookReview.mdContent }}{% endfor %}{% endif %}\n\n## 点评\n",
   "noteCountLimit": 10,
   "subFolderType": "category",
   "fileNameType": "BOOK_NAME",
diff --git a/FormalSciences/ComputerScience/ComputerNetwork/5.WebServersNginx/概述.md b/FormalSciences/ComputerScience/ComputerNetwork/5.WebServers/Nginx/1.概述.md
similarity index 99%
rename from FormalSciences/ComputerScience/ComputerNetwork/5.WebServersNginx/概述.md
rename to FormalSciences/ComputerScience/ComputerNetwork/5.WebServers/Nginx/1.概述.md
index 41d5fcd9..cdaa5222 100644
--- a/FormalSciences/ComputerScience/ComputerNetwork/5.WebServersNginx/概述.md
+++ b/FormalSciences/ComputerScience/ComputerNetwork/5.WebServers/Nginx/1.概述.md
@@ -5,8 +5,8 @@ keywords:
   - Nginx
   - 概述
 tags:
-  - Nginx/概述
-  - 技术/计算机网络
+  - FormalSciences/ComputerScience
+  - ComputerNetwork/WebServers
 author: 仲平
 date: 2023-12-26
 ---
diff --git a/FormalSciences/ComputerScience/ComputerNetwork/5.WebServersNginx/基础配置.md b/FormalSciences/ComputerScience/ComputerNetwork/5.WebServers/Nginx/2.基础配置.md
similarity index 99%
rename from FormalSciences/ComputerScience/ComputerNetwork/5.WebServersNginx/基础配置.md
rename to FormalSciences/ComputerScience/ComputerNetwork/5.WebServers/Nginx/2.基础配置.md
index e87c24ba..f620512a 100644
--- a/FormalSciences/ComputerScience/ComputerNetwork/5.WebServersNginx/基础配置.md
+++ b/FormalSciences/ComputerScience/ComputerNetwork/5.WebServers/Nginx/2.基础配置.md
@@ -5,8 +5,8 @@ keywords:
   - Nginx
   - 基础配置
 tags:
-  - Nginx/基础配置
-  - 技术/计算机网络
+  - FormalSciences/ComputerScience
+  - ComputerNetwork/WebServers
 author: 仲平
 date: 2023-12-26
 ---
diff --git a/FormalSciences/ComputerScience/ComputerNetwork/5.WebServersNginx/负载均衡.md b/FormalSciences/ComputerScience/ComputerNetwork/5.WebServers/Nginx/3.负载均衡.md
similarity index 99%
rename from FormalSciences/ComputerScience/ComputerNetwork/5.WebServersNginx/负载均衡.md
rename to FormalSciences/ComputerScience/ComputerNetwork/5.WebServers/Nginx/3.负载均衡.md
index ba12c3ab..2eff64b8 100644
--- a/FormalSciences/ComputerScience/ComputerNetwork/5.WebServersNginx/负载均衡.md
+++ b/FormalSciences/ComputerScience/ComputerNetwork/5.WebServers/Nginx/3.负载均衡.md
@@ -5,8 +5,8 @@ keywords:
   - Nginx
   - 负载均衡
 tags:
-  - Nginx/负载均衡
-  - 技术/计算机网络
+  - FormalSciences/ComputerScience
+  - ComputerNetwork/WebServers
 author: 仲平
 date: 2024-01-02
 ---
diff --git a/FormalSciences/ComputerScience/ComputerNetwork/5.WebServersNginx/内容缓存.md b/FormalSciences/ComputerScience/ComputerNetwork/5.WebServers/Nginx/4.内容缓存.md
similarity index 99%
rename from FormalSciences/ComputerScience/ComputerNetwork/5.WebServersNginx/内容缓存.md
rename to FormalSciences/ComputerScience/ComputerNetwork/5.WebServers/Nginx/4.内容缓存.md
index ac2696f6..1e6ef4a6 100644
--- a/FormalSciences/ComputerScience/ComputerNetwork/5.WebServersNginx/内容缓存.md
+++ b/FormalSciences/ComputerScience/ComputerNetwork/5.WebServers/Nginx/4.内容缓存.md
@@ -5,8 +5,8 @@ keywords:
   - Nginx
   - 内容缓存
 tags:
-  - Nginx/内容缓存
-  - 技术/计算机网络
+  - FormalSciences/ComputerScience
+  - ComputerNetwork/WebServers
 author: 仲平
 date: 2024-01-03
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/1.Cryptography/1.1-简明指南.md b/FormalSciences/ComputerScience/ComputerSecurity/0.Overview/简明指南.md
similarity index 99%
rename from FormalSciences/ComputerScience/ComputerSecurity/1.Cryptography/1.1-简明指南.md
rename to FormalSciences/ComputerScience/ComputerSecurity/0.Overview/简明指南.md
index bd28bd8e..b0267e57 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/1.Cryptography/1.1-简明指南.md
+++ b/FormalSciences/ComputerScience/ComputerSecurity/0.Overview/简明指南.md
@@ -5,8 +5,8 @@ keywords:
   - 密码学
   - 简明指南
 tags:
-  - 计算机安全/密码学
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/Overview
 author: 7Wate
 date: 2023-06-28
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/2.InformationSecurity/2.1-GnuPG 简明指南.md b/FormalSciences/ComputerScience/ComputerSecurity/2.InformationSecurity/2.1-GnuPG 简明指南.md
index b0a1eaa3..42e0768b 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/2.InformationSecurity/2.1-GnuPG 简明指南.md	
+++ b/FormalSciences/ComputerScience/ComputerSecurity/2.InformationSecurity/2.1-GnuPG 简明指南.md	
@@ -5,8 +5,8 @@ keywords:
   - GnuPG
   - 简明指南
 tags:
-  - 计算机安全/信息安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/InformationSecurity
 author: 7Wate
 date: 2023-06-28
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.1-简明指南.md b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.1-简明指南.md
index 5ff8ba2e..f9fdfd21 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.1-简明指南.md
+++ b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.1-简明指南.md
@@ -5,8 +5,8 @@ keywords:
   - 主流权限系统的设计
   - 用户安全
 tags:
-  - 计算机安全/用户安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/UserSecurity
 author: 7Wate
 date: 2023-06-28
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.10-一键登录（适用于原生APP）.md b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.10-一键登录（适用于原生APP）.md
index bec8b8e5..6d86a3f5 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.10-一键登录（适用于原生APP）.md
+++ b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.10-一键登录（适用于原生APP）.md
@@ -5,8 +5,8 @@ keywords:
   - 一键登录
   - APP
 tags:
-  - 计算机安全/用户安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/UserSecurity
 author: 7Wate
 date: 2022-08-31
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.2-HTTP 基本鉴权.md b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.2-HTTP 基本鉴权.md
index 6a1e5df0..01df3f33 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.2-HTTP 基本鉴权.md	
+++ b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.2-HTTP 基本鉴权.md	
@@ -5,8 +5,8 @@ keywords:
   - HTTP
   - 鉴权
 tags:
-  - 计算机安全/用户安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/UserSecurity
 author: 7Wate
 date: 2022-08-31
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.3-JWT（JSON Web Token）鉴权.md b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.3-JWT（JSON Web Token）鉴权.md
index 87f2e37f..ae080b89 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.3-JWT（JSON Web Token）鉴权.md	
+++ b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.3-JWT（JSON Web Token）鉴权.md	
@@ -6,8 +6,8 @@ keywords:
   - Java
   - 鉴权
 tags:
-  - 计算机安全/用户安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/UserSecurity
 author: 7Wate
 date: 2022-08-31
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.4-OAuth 鉴权.md b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.4-OAuth 鉴权.md
index d06cf7d5..27c960f8 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.4-OAuth 鉴权.md	
+++ b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.4-OAuth 鉴权.md	
@@ -5,8 +5,8 @@ keywords:
   - OAuth
   - 鉴权
 tags:
-  - 计算机安全/用户安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/UserSecurity
 author: 7Wate
 date: 2022-08-31
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.5-Session-Cookie 鉴权.md b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.5-Session-Cookie 鉴权.md
index 995033ce..93a64e29 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.5-Session-Cookie 鉴权.md	
+++ b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.5-Session-Cookie 鉴权.md	
@@ -6,8 +6,8 @@ keywords:
   - Cookie
   - 鉴权
 tags:
-  - 计算机安全/用户安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/UserSecurity
 author: 7Wate
 date: 2022-08-31
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.6-Token 鉴权.md b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.6-Token 鉴权.md
index ad3f9ae9..f5b72d94 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.6-Token 鉴权.md	
+++ b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.6-Token 鉴权.md	
@@ -5,8 +5,8 @@ keywords:
   - Token
   - 鉴权
 tags:
-  - 计算机安全/用户安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/UserSecurity
 author: 7Wate
 date: 2022-08-31
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.7-扫码登录.md b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.7-扫码登录.md
index 48191ebe..1b3bac9d 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.7-扫码登录.md
+++ b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.7-扫码登录.md
@@ -5,8 +5,8 @@ keywords:
   - 扫码登录
   - 二维码
 tags:
-  - 计算机安全/用户安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/UserSecurity
 author: 7Wate
 date: 2022-08-31
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.8-单点登录（Single Sign On）.md b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.8-单点登录（Single Sign On）.md
index c410ea22..8c93b88e 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.8-单点登录（Single Sign On）.md	
+++ b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.8-单点登录（Single Sign On）.md	
@@ -6,8 +6,8 @@ keywords:
   - SSO
   - Single Sign On
 tags:
-  - 计算机安全/用户安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/UserSecurity
 author: 7Wate
 date: 2022-08-31
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.9-联合登录和信任登录.md b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.9-联合登录和信任登录.md
index f6628128..13fea06a 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.9-联合登录和信任登录.md
+++ b/FormalSciences/ComputerScience/ComputerSecurity/3.UserSecurity/3.9-联合登录和信任登录.md
@@ -5,8 +5,8 @@ keywords:
   - 联合登录
   - 信任登录
 tags:
-  - 计算机安全/用户安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/UserSecurity
 author: 7Wate
 date: 2022-08-31
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/4.SystemSecurity/4.2-网络端口大全.md b/FormalSciences/ComputerScience/ComputerSecurity/4.SystemSecurity/4.2-网络端口大全.md
index 1c267165..44c44299 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/4.SystemSecurity/4.2-网络端口大全.md
+++ b/FormalSciences/ComputerScience/ComputerSecurity/4.SystemSecurity/4.2-网络端口大全.md
@@ -4,8 +4,8 @@ description: 网络端口大全
 keywords:
   - 网络端口
 tags:
-  - 计算机安全/系统安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/SystemSecurity
 author: 7Wate
 date: 2023-06-28
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/5.NetworkSecurity/5.1-OpenSSH 概述.md b/FormalSciences/ComputerScience/ComputerSecurity/5.NetworkSecurity/5.1-OpenSSH 概述.md
index 96b37e4c..17f3f58b 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/5.NetworkSecurity/5.1-OpenSSH 概述.md	
+++ b/FormalSciences/ComputerScience/ComputerSecurity/5.NetworkSecurity/5.1-OpenSSH 概述.md	
@@ -5,8 +5,8 @@ keywords:
   - OpenSSH
   - 简介
 tags:
-  - 计算机安全/网络安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/NetworkSecurity
 author: 7Wate
 date: 2023-06-26
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/5.NetworkSecurity/5.2-OpenSSH 使用方法.md b/FormalSciences/ComputerScience/ComputerSecurity/5.NetworkSecurity/5.2-OpenSSH 使用方法.md
index 71e5a569..952208f5 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/5.NetworkSecurity/5.2-OpenSSH 使用方法.md	
+++ b/FormalSciences/ComputerScience/ComputerSecurity/5.NetworkSecurity/5.2-OpenSSH 使用方法.md	
@@ -5,8 +5,8 @@ keywords:
   - OpenSSH
   - 使用方法
 tags:
-  - 计算机安全/网络安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/NetworkSecurity
 author: 7Wate
 date: 2023-06-26
 ---
diff --git a/FormalSciences/ComputerScience/ComputerSecurity/5.NetworkSecurity/5.3-OpenSSL 使用指南.md b/FormalSciences/ComputerScience/ComputerSecurity/5.NetworkSecurity/5.3-OpenSSL 使用指南.md
index b9c1ec9d..18506796 100644
--- a/FormalSciences/ComputerScience/ComputerSecurity/5.NetworkSecurity/5.3-OpenSSL 使用指南.md	
+++ b/FormalSciences/ComputerScience/ComputerSecurity/5.NetworkSecurity/5.3-OpenSSL 使用指南.md	
@@ -5,8 +5,8 @@ keywords:
   - OpenSSL
   - 简明指南
 tags:
-  - 计算机安全/网络安全
-  - 技术/计算机安全
+  - FormalSciences/ComputerScience
+  - ComputerSecurity/NetworkSecurity
 author: 7Wate
 date: 2023-06-28
 ---
diff --git a/FormalSciences/ComputerScience/ComputerStorage/2.StorageBasics/存储基础.md b/FormalSciences/ComputerScience/ComputerStorage/2.StorageBasics/存储基础.md
index 35bf78bf..c8848d25 100644
--- a/FormalSciences/ComputerScience/ComputerStorage/2.StorageBasics/存储基础.md
+++ b/FormalSciences/ComputerScience/ComputerStorage/2.StorageBasics/存储基础.md
@@ -10,8 +10,8 @@ keywords:
   - 硬盘
   - 固态硬盘
 tags:
-  - 技术/计算机存储
-  - 计算机存储/基础
+  - FormalSciences/ComputerScience
+  - ComputerStorage/StorageBasics
 author: 仲平
 date: 2024-07-25
 ---
diff --git a/FormalSciences/ComputerScience/ComputerStorage/3.StorageHardware/存储硬件.md b/FormalSciences/ComputerScience/ComputerStorage/3.StorageHardware/存储硬件.md
index eb148277..a886bdf9 100644
--- a/FormalSciences/ComputerScience/ComputerStorage/3.StorageHardware/存储硬件.md
+++ b/FormalSciences/ComputerScience/ComputerStorage/3.StorageHardware/存储硬件.md
@@ -10,8 +10,8 @@ keywords:
   - RAID
   - 长江存储
 tags:
-  - 技术/计算机存储
-  - 计算机存储/基础
+  - FormalSciences/ComputerScience
+  - ComputerStorage/StorageHardware
 author: 仲平
 date: 2024-07-25
 ---
diff --git a/FormalSciences/ComputerScience/ComputerStorage/4.StorageArchitecture/存储架构.md b/FormalSciences/ComputerScience/ComputerStorage/4.StorageArchitecture/存储架构.md
index 9927a845..1cf702fb 100644
--- a/FormalSciences/ComputerScience/ComputerStorage/4.StorageArchitecture/存储架构.md
+++ b/FormalSciences/ComputerScience/ComputerStorage/4.StorageArchitecture/存储架构.md
@@ -10,8 +10,8 @@ keywords:
   - HCI
   - 云存储
 tags:
-  - 技术/计算机存储
-  - 计算机存储/基础
+  - FormalSciences/ComputerScience
+  - ComputerStorage/StorageArchitecture
 author: 仲平
 date: 2024-07-25
 ---
diff --git a/FormalSciences/ComputerScience/ComputerStorage/5.FileSystems/文件系统.md b/FormalSciences/ComputerScience/ComputerStorage/5.FileSystems/文件系统.md
index c3844b96..dbd310f4 100644
--- a/FormalSciences/ComputerScience/ComputerStorage/5.FileSystems/文件系统.md
+++ b/FormalSciences/ComputerScience/ComputerStorage/5.FileSystems/文件系统.md
@@ -4,7 +4,8 @@ description: 描述
 keywords:
   - 关键字
 tags:
-  - 标签
+  - FormalSciences/ComputerScience
+  - COmputerStorage/FileSystems
 author: 仲平
 date: 2024-07-29
 ---
diff --git a/FormalSciences/ComputerScience/DatabaseSystem/1.Overview/数据库概述.md b/FormalSciences/ComputerScience/DatabaseSystem/1.Overview/1.1-数据库概述.md
similarity index 98%
rename from FormalSciences/ComputerScience/DatabaseSystem/1.Overview/数据库概述.md
rename to FormalSciences/ComputerScience/DatabaseSystem/1.Overview/1.1-数据库概述.md
index 99565e54..5ce70233 100644
--- a/FormalSciences/ComputerScience/DatabaseSystem/1.Overview/数据库概述.md
+++ b/FormalSciences/ComputerScience/DatabaseSystem/1.Overview/1.1-数据库概述.md
@@ -1,13 +1,13 @@
 ---
-title: 数据库概述
+title: 1.1-数据库概述
 description: 数据库基础理论概述
 keywords:
   - 数据库
   - 基础理论
   - 概述
 tags:
-  - 技术/数据库
-  - 数据库系统
+  - FormalSciences/ComputerScience
+  - DatabaseSystem/Overview
 author: 7Wate
 date: 2023-08-17
 ---
diff --git a/FormalSciences/ComputerScience/DatabaseSystem/1.Overview/关系型数据库.md b/FormalSciences/ComputerScience/DatabaseSystem/1.Overview/1.2-关系型数据库.md
similarity index 99%
rename from FormalSciences/ComputerScience/DatabaseSystem/1.Overview/关系型数据库.md
rename to FormalSciences/ComputerScience/DatabaseSystem/1.Overview/1.2-关系型数据库.md
index 21272683..940d4b37 100644
--- a/FormalSciences/ComputerScience/DatabaseSystem/1.Overview/关系型数据库.md
+++ b/FormalSciences/ComputerScience/DatabaseSystem/1.Overview/1.2-关系型数据库.md
@@ -1,11 +1,11 @@
 ---
-title: 关系型数据库
+title: 1.2-关系型数据库
 description: 关系型数据库概述
 keywords:
   - 关系型数据库
 tags:
-  - 数据库系统/关系型数据库
-  - 技术/数据库
+  - FormalSciences/ComputerScience
+  - DatabaseSystem/Overview
 author: 7Wate
 date: 2023-08-17
 ---
diff --git a/FormalSciences/ComputerScience/DatabaseSystem/1.Overview/非关系型数据库.md b/FormalSciences/ComputerScience/DatabaseSystem/1.Overview/1.3-非关系型数据库.md
similarity index 99%
rename from FormalSciences/ComputerScience/DatabaseSystem/1.Overview/非关系型数据库.md
rename to FormalSciences/ComputerScience/DatabaseSystem/1.Overview/1.3-非关系型数据库.md
index 42d3e146..09f2bc8b 100644
--- a/FormalSciences/ComputerScience/DatabaseSystem/1.Overview/非关系型数据库.md
+++ b/FormalSciences/ComputerScience/DatabaseSystem/1.Overview/1.3-非关系型数据库.md
@@ -1,11 +1,11 @@
 ---
-title: 非关系型数据库
+title: 1.3-非关系型数据库
 description: 非关系型数据库
 keywords:
   - 非关系型数据库
 tags:
-  - 技术/数据库
-  - 数据库系统/非关系型数据库
+  - FormalSciences/ComputerScience
+  - DatabaseSystem/Overview
 author: 7Wate
 date: 2023-08-17
 ---
diff --git a/FormalSciences/ComputerScience/DatabaseSystem/2.SQLLanguage/基础语法.md b/FormalSciences/ComputerScience/DatabaseSystem/2.SQLLanguage/基础语法.md
index 81d1490f..49881746 100644
--- a/FormalSciences/ComputerScience/DatabaseSystem/2.SQLLanguage/基础语法.md
+++ b/FormalSciences/ComputerScience/DatabaseSystem/2.SQLLanguage/基础语法.md
@@ -5,8 +5,8 @@ keywords:
   - SQL
   - 基础语法
 tags:
-  - 数据库系统/SQL
-  - 技术/数据库
+  - FormalSciences/ComputerScience
+  - DatabaseSystem/SQLLanguage
 author: 7Wate
 date: 2023-08-18
 ---
diff --git a/FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/简介.md b/FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/3.1-简介.md
similarity index 99%
rename from FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/简介.md
rename to FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/3.1-简介.md
index 5a7fb263..ea29fad3 100644
--- a/FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/简介.md
+++ b/FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/3.1-简介.md
@@ -1,12 +1,12 @@
 ---
-title: 简介
+title: 3.1-简介
 description: Postgresql 简介
 keywords:
   - Postgresql
   - 简介
 tags:
-  - 数据库系统/PostgreSQL
-  - 技术/数据库
+  - FormalSciences/ComputerScience
+  - DatabaseSystem/PostgreSQL
 author: 7Wate
 date: 2023-09-11
 ---
diff --git a/FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/安装配置.md b/FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/3.2-安装配置.md
similarity index 99%
rename from FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/安装配置.md
rename to FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/3.2-安装配置.md
index 10b3de82..1949388b 100644
--- a/FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/安装配置.md
+++ b/FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/3.2-安装配置.md
@@ -1,12 +1,12 @@
 ---
-title: 安装配置
+title: 3.2-安装配置
 description: Postgresql 安装配置
 keywords:
   - Postgresql
   - 安装配置
 tags:
-  - 数据库系统/PostgreSQL
-  - 技术/数据库
+  - FormalSciences/ComputerScience
+  - DatabaseSystem/PostgreSQL
 author: 7Wate
 date: 2023-09-20
 ---
diff --git a/FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/基本概念.md b/FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/3.3-基本概念.md
similarity index 99%
rename from FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/基本概念.md
rename to FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/3.3-基本概念.md
index ee9ddfdc..8f7aa5cf 100644
--- a/FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/基本概念.md
+++ b/FormalSciences/ComputerScience/DatabaseSystem/3.PostgreSQL/3.3-基本概念.md
@@ -5,8 +5,8 @@ keywords:
   - Postgresql
   - 基本概念
 tags:
-  - 数据库系统/PostgreSQL
-  - 技术/数据库
+  - FormalSciences/ComputerScience
+  - DatabaseSystem/PostgreSQL
 author: 7Wate
 date: 2023-09-21
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/1.OpenSourceGuides/如何向开源社区提问.md b/FormalSciences/ComputerScience/GettingStarted/1.OpenSource/如何向开源社区提问.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/1.OpenSourceGuides/如何向开源社区提问.md
rename to FormalSciences/ComputerScience/GettingStarted/1.OpenSource/如何向开源社区提问.md
index 8ee25bff..8c0db0d2 100644
--- a/FormalSciences/ComputerScience/GettingStarted/1.OpenSourceGuides/如何向开源社区提问.md
+++ b/FormalSciences/ComputerScience/GettingStarted/1.OpenSource/如何向开源社区提问.md
@@ -3,8 +3,8 @@ id: 如何向开源社区提问
 title: 如何向开源社区提问
 data: 2022年5月30日
 tags:
-  - 社区/开源
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/OpenSource
 ---
 
 使用软件产品，或多或少都会遇到问题。对于商业产品，我们可以咨询客服寻求帮助。对于公司自己研发的产品，我们可以直接请教专家同事。但对于开源软件，在遇到问题时，如何才能及时有效地寻求帮助呢？
diff --git a/FormalSciences/ComputerScience/GettingStarted/1.OpenSourceGuides/如何有效报告 BUG.md b/FormalSciences/ComputerScience/GettingStarted/1.OpenSource/如何有效报告 BUG.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/1.OpenSourceGuides/如何有效报告 BUG.md
rename to FormalSciences/ComputerScience/GettingStarted/1.OpenSource/如何有效报告 BUG.md
index 57d1556b..ba78daa5 100644
--- a/FormalSciences/ComputerScience/GettingStarted/1.OpenSourceGuides/如何有效报告 BUG.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/1.OpenSource/如何有效报告 BUG.md	
@@ -3,8 +3,8 @@ id: 如何有效报告 BUG
 title: 如何有效报告 BUG
 data: 2022年5月30日
 tags:
-  - 社区/开源
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/OpenSource
 ---
 
 作者：Simon Tatham 专业的自由软件程序员
diff --git a/FormalSciences/ComputerScience/GettingStarted/1.OpenSourceGuides/开源指北.md b/FormalSciences/ComputerScience/GettingStarted/1.OpenSource/开源指北.md
similarity index 89%
rename from FormalSciences/ComputerScience/GettingStarted/1.OpenSourceGuides/开源指北.md
rename to FormalSciences/ComputerScience/GettingStarted/1.OpenSource/开源指北.md
index 9fa494d8..cd6cae29 100644
--- a/FormalSciences/ComputerScience/GettingStarted/1.OpenSourceGuides/开源指北.md
+++ b/FormalSciences/ComputerScience/GettingStarted/1.OpenSource/开源指北.md
@@ -3,8 +3,8 @@ id: 开源指北
 title: 开源指北
 data: 2022年5月30日
 tags:
-  - 社区/开源
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/OpenSource
 ---
 
 一份给开源新手的保姆级开源百科，由 Gitee 开发维护。
diff --git a/FormalSciences/ComputerScience/GettingStarted/1.OpenSourceGuides/提问的智慧.md b/FormalSciences/ComputerScience/GettingStarted/1.OpenSource/提问的智慧.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/1.OpenSourceGuides/提问的智慧.md
rename to FormalSciences/ComputerScience/GettingStarted/1.OpenSource/提问的智慧.md
index 7fb36a03..6b27dba4 100644
--- a/FormalSciences/ComputerScience/GettingStarted/1.OpenSourceGuides/提问的智慧.md
+++ b/FormalSciences/ComputerScience/GettingStarted/1.OpenSource/提问的智慧.md
@@ -3,8 +3,8 @@ id: 提问的智慧
 title: 提问的智慧
 data: 2022年7月26日
 tags:
-  - 社区/开源
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/OpenSource
 ---
 
 ## How To Ask Questions The Smart Way
diff --git a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/入门/起步.md b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/1.Basics/1.1-起步.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/入门/起步.md
rename to FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/1.Basics/1.1-起步.md
index 56cce663..602e4268 100644
--- a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/入门/起步.md
+++ b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/1.Basics/1.1-起步.md
@@ -5,8 +5,9 @@ keywords:
   - Git
   - 起步
 tags:
-  - Git/入门
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/VersionControl
+  - Git/Basics
 author: 7Wate
 date: 2022-09-13
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/入门/基础.md b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/1.Basics/1.2-基础.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/入门/基础.md
rename to FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/1.Basics/1.2-基础.md
index 99f6f330..f39c591f 100644
--- a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/入门/基础.md
+++ b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/1.Basics/1.2-基础.md
@@ -5,8 +5,9 @@ keywords:
   - Git
   - 基础
 tags:
-  - Git/入门
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/VersionControl
+  - Git/Basics
 author: 7Wate
 date: 2022-09-13
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/入门/分支.md b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/1.Basics/1.3-分支.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/入门/分支.md
rename to FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/1.Basics/1.3-分支.md
index 3932f53a..47912f46 100644
--- a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/入门/分支.md
+++ b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/1.Basics/1.3-分支.md
@@ -5,8 +5,9 @@ keywords:
   - Git
   - 分支
 tags:
-  - Git/入门
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/VersionControl
+  - Git/Basics
 author: 7Wate
 date: 2022-09-13
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/入门/协议.md b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/1.Basics/1.4-协议.md
similarity index 98%
rename from FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/入门/协议.md
rename to FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/1.Basics/1.4-协议.md
index 2e09e2df..5670d37b 100644
--- a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/入门/协议.md
+++ b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/1.Basics/1.4-协议.md
@@ -5,10 +5,11 @@ keywords:
   - Git
   - 协议
 tags:
-  - Git/入门
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/VersionControl
+  - Git/Basics
 author: 7Wate
-data: 2022年9月13日
+date: 2024-10-14
 ---
 
 到目前为止，你应该已经有办法使用 Git 来完成日常工作。 然而，为了使用 Git 协作功能，你还需要有远程的 Git 仓库。 尽管在技术上你可以从个人仓库进行推送（push）和拉取（pull）来修改内容，但不鼓励使用这种方法，因为一不留心就很容易弄混其他人的进度。 此外，你希望你的合作者们即使在你的电脑未联机时亦能存取仓库 — 拥有一个更可靠的公用仓库十分有用。 因此，与他人合作的最佳方法即是建立一个你与合作者们都有权利访问，且可从那里推送和拉取资料的共用仓库。
diff --git a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/常用命令.md b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.1-常用命令.md
similarity index 96%
rename from FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/常用命令.md
rename to FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.1-常用命令.md
index 7ca9254f..369d1503 100644
--- a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/常用命令.md
+++ b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.1-常用命令.md
@@ -5,8 +5,9 @@ keywords:
   - Git
   - 常用命令
 tags:
-  - Git/进阶
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/VersionControl
+  - Git/Advanced
 author: 7Wate
 date: 2022-09-13
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/常用技巧.md b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.2-常用技巧.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/常用技巧.md
rename to FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.2-常用技巧.md
index 46367202..b96c3744 100644
--- a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/常用技巧.md
+++ b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.2-常用技巧.md
@@ -5,8 +5,9 @@ keywords:
   - Git
   - 技巧
 tags:
-  - Git/进阶
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/VersionControl
+  - Git/Advanced
 author: 7Wate
 date: 2022-09-13
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/参考手册.md b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.3-参考手册.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/参考手册.md
rename to FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.3-参考手册.md
index 7fb9115a..9ae75766 100644
--- a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/参考手册.md
+++ b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.3-参考手册.md
@@ -5,8 +5,9 @@ keywords:
   - Git
   - 参考手册
 tags:
-  - Git/进阶
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/VersionControl
+  - Git/Advanced
 author: 7Wate
 date: 2022-09-13
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/工作流.md b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.4-工作流.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/工作流.md
rename to FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.4-工作流.md
index 5a7d705a..fa7a9c64 100644
--- a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/工作流.md
+++ b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.4-工作流.md
@@ -5,8 +5,9 @@ keywords:
   - Git
   - 工作流
 tags:
-  - Git/进阶
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/VersionControl
+  - Git/Advanced
 author: 7Wate
 date: 2022-09-13
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/钩子.md b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.5-钩子.md
similarity index 98%
rename from FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/钩子.md
rename to FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.5-钩子.md
index fa03ab9d..efc51cda 100644
--- a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/钩子.md
+++ b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.5-钩子.md
@@ -6,8 +6,9 @@ keywords:
   - Hook
   - 钩子
 tags:
-  - Git/进阶
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/VersionControl
+  - Git/Advanced
 author: 7Wate
 date: 2022-09-13
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/Git-LFS.md b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.6-Git-LFS.md
similarity index 97%
rename from FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/Git-LFS.md
rename to FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.6-Git-LFS.md
index d5c59f66..0d54d210 100644
--- a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/Git-LFS.md
+++ b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.6-Git-LFS.md
@@ -5,8 +5,9 @@ keywords:
   - Git
   - LFS
 tags:
-  - Git/进阶
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/VersionControl
+  - Git/Advanced
 author: 7Wate
 date: 2022-11-16
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/思维导图.md b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.7-思维导图.md
similarity index 80%
rename from FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/思维导图.md
rename to FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.7-思维导图.md
index 6b345346..e148350f 100644
--- a/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/进阶/思维导图.md
+++ b/FormalSciences/ComputerScience/GettingStarted/2.VersionControl/Git/2.Advanced/2.7-思维导图.md
@@ -5,8 +5,9 @@ keywords:
   - Git
   - 思维导图
 tags:
-  - Git/进阶
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/VersionControl
+  - Git/Advanced
 author: 7Wate
 date: 2022-11-06
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/PowerShell 入门.md b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/1.PowerShell 入门.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/PowerShell 入门.md
rename to FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/1.PowerShell 入门.md
index ed57d5b5..ead55036 100644
--- a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/PowerShell 入门.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/1.PowerShell 入门.md	
@@ -5,7 +5,8 @@ keywords:
   - PowerShell
   - 入门
 tags:
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/CommandLineTools
   - PowerShell
 author: 仲平
 date: 2024-06-05
diff --git a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/PowerShell 进阶.md b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/2.PowerShell 进阶.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/PowerShell 进阶.md
rename to FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/2.PowerShell 进阶.md
index 8bea0b7d..da7c81e1 100644
--- a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/PowerShell 进阶.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/2.PowerShell 进阶.md	
@@ -5,7 +5,8 @@ keywords:
   - PowerShell
   - 进阶
 tags:
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/CommandLineTools
   - PowerShell
 author: 仲平
 date: 2024-06-05
diff --git a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/PowerShell 高级.md b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/3.PowerShell 高级.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/PowerShell 高级.md
rename to FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/3.PowerShell 高级.md
index 0c172246..3665f85d 100644
--- a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/PowerShell 高级.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/PowerShell/3.PowerShell 高级.md	
@@ -5,7 +5,8 @@ keywords:
   - PowerShell
   - 高级
 tags:
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/CommandLineTools
   - PowerShell
 author: 仲平
 date: 2024-06-05
diff --git a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/Shell 是什么.md b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/1.Shell 是什么.md
similarity index 98%
rename from FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/Shell 是什么.md
rename to FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/1.Shell 是什么.md
index f1bb56e6..8779d634 100644
--- a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/Shell 是什么.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/1.Shell 是什么.md	
@@ -5,8 +5,9 @@ keywords:
   - Shell
   - 简介
 tags:
+  - FormalSciences/ComputerScience
+  - GettingStarted/CommandLineTools
   - Shell
-  - 技术/入门
 author: 7Wate
 date: 2022-11-16
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Shell 命令行操作.md b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/2.Shell 命令操作.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Shell 命令行操作.md
rename to FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/2.Shell 命令操作.md
index 8f0cc21f..c45d48d5 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Shell 命令行操作.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/2.Shell 命令操作.md	
@@ -6,8 +6,9 @@ keywords:
   - 命令行操作
   - Shell
 tags:
-  - Linux/基础
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - GettingStarted/CommandLineTools
+  - Shell
 author: 7Wate
 date: 2023-03-22
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/Shell 必备锦囊.md b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/3.Shell 必备锦囊.md
similarity index 97%
rename from FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/Shell 必备锦囊.md
rename to FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/3.Shell 必备锦囊.md
index 5b5b2d6b..6273b617 100644
--- a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/Shell 必备锦囊.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/3.Shell 必备锦囊.md	
@@ -5,8 +5,9 @@ keywords:
   - Shell
   - 必备锦囊
 tags:
+  - FormalSciences/ComputerScience
+  - GettingStarted/CommandLineTools
   - Shell
-  - 技术/入门
 author: 7Wate
 date: 2022-12-04
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/1.Vim 入门.md b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/1.Vim 入门.md
index fcab0243..985e2f2c 100644
--- a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/1.Vim 入门.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/1.Vim 入门.md	
@@ -9,8 +9,9 @@ keywords:
   - 模式
   - 文本编辑
 tags:
+  - FormalSciences/ComputerScience
+  - GettingStarted/CommandLineTools
   - Vim
-  - 技术/入门
 author: 7Wate
 date: 2024-08-08
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/2.VIM 配置管理.md b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/2.Vim 配置管理.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/2.VIM 配置管理.md
rename to FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/2.Vim 配置管理.md
index cad4e770..e2230298 100644
--- a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/2.VIM 配置管理.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/2.Vim 配置管理.md	
@@ -1,5 +1,5 @@
 ---
-title: VIM 配置管理
+title: Vim 配置管理
 description: 介绍 Vim 配置文件 vimrc 的管理，包括不同操作系统下的 vimrc 文件位置、基本结构、示例配置及插件管理。
 keywords:
   - Vim
@@ -9,7 +9,8 @@ keywords:
   - Vundle
   - vim-plug
 tags:
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/CommandLineTools
   - Vim
 author: 仲平
 date: 2024-08-08
diff --git a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/3.Vim 高级功能.md b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/3.Vim 高级功能.md
index 725bedc2..663b7664 100644
--- a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/3.Vim 高级功能.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/3.Vim 高级功能.md	
@@ -9,7 +9,8 @@ keywords:
   - VimScript
   - 自动化
 tags:
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/CommandLineTools
   - Vim
 author: 仲平
 date: 2024-08-08
diff --git a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/4.Vim 实用技巧.md b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/4.Vim 实用技巧.md
index 13435a8c..8fe5f353 100644
--- a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/4.Vim 实用技巧.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/4.Vim 实用技巧.md	
@@ -5,7 +5,8 @@ keywords:
   - Vim
   - 实用技巧
 tags:
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/CommandLineTools
   - Vim
 author: 仲平
 date: 2024-08-08
diff --git a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/5.Vim 参考手册.md b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/5.Vim 参考手册.md
index 294f2383..1e4dc895 100644
--- a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/5.Vim 参考手册.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/5.Vim 参考手册.md	
@@ -6,8 +6,9 @@ keywords:
   - 参考手册
   - 命令
 tags:
+  - FormalSciences/ComputerScience
+  - GettingStarted/CommandLineTools
   - Vim
-  - 技术/入门
 author: 7Wate
 date: 2024-08-08
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/6.Vim 帮助文档.md b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/6.Vim 帮助文档.md
index 772a2e93..41c11a33 100644
--- a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/6.Vim 帮助文档.md	
+++ b/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Vim/6.Vim 帮助文档.md	
@@ -5,8 +5,9 @@ keywords:
   - Vim
   - 帮助文档
 tags:
+  - FormalSciences/ComputerScience
+  - GettingStarted/CommandLineTools
   - Vim
-  - 技术/入门
 author: 7Wate
 date: 2024-08-08
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/9.Other/正则表达式.md b/FormalSciences/ComputerScience/GettingStarted/9.Other/正则表达式.md
index a80990b5..dd02f4ee 100644
--- a/FormalSciences/ComputerScience/GettingStarted/9.Other/正则表达式.md
+++ b/FormalSciences/ComputerScience/GettingStarted/9.Other/正则表达式.md
@@ -4,7 +4,8 @@ description: 正则表达式基础入门
 keywords:
   - 正则表达式
 tags:
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/Other
 author: 仲平
 date: 2024-05-13
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/9.Other/结构化文件.md b/FormalSciences/ComputerScience/GettingStarted/9.Other/结构化文件.md
index 473b7cbf..f7c9a04d 100644
--- a/FormalSciences/ComputerScience/GettingStarted/9.Other/结构化文件.md
+++ b/FormalSciences/ComputerScience/GettingStarted/9.Other/结构化文件.md
@@ -11,7 +11,8 @@ keywords:
   - CSON
   - JSON
 tags:
-  - 技术/入门
+  - FormalSciences/ComputerScience
+  - GettingStarted/Other
 author: 仲平
 date: 2024-05-10
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Automation/Ansible.md b/FormalSciences/ComputerScience/OperatingSystem/Automation/Ansible.md
index 9ee6a8dd..b99d69fe 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Automation/Ansible.md
+++ b/FormalSciences/ComputerScience/OperatingSystem/Automation/Ansible.md
@@ -6,9 +6,8 @@ keywords:
   - 自动化运维
   - DevOps
 tags:
-  - 技术/操作系统
-  - 自动化/Linux
-  - Linux/安装
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Automation
 author: 仲平
 date: 2024-05-15
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Automation/Cloud-init 快速部署.md b/FormalSciences/ComputerScience/OperatingSystem/Automation/Cloud-init.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Automation/Cloud-init 快速部署.md
rename to FormalSciences/ComputerScience/OperatingSystem/Automation/Cloud-init.md
index 19a8e974..5a45ce0e 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Automation/Cloud-init 快速部署.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Automation/Cloud-init.md
@@ -5,9 +5,8 @@ keywords:
   - Cloud-init
   - 自动化配置
 tags:
-  - 技术/操作系统
-  - 自动化/Linux
-  - Linux/安装
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Automation
 author: 仲平
 date: 2024-06-13
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Automation/PXE  系统部署.md b/FormalSciences/ComputerScience/OperatingSystem/Automation/PXE.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Automation/PXE  系统部署.md
rename to FormalSciences/ComputerScience/OperatingSystem/Automation/PXE.md
index f4d19045..e722359c 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Automation/PXE  系统部署.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Automation/PXE.md
@@ -6,9 +6,8 @@ keywords:
   - 自动化部署
   - 网络启动
 tags:
-  - Linux/安装
-  - 技术/操作系统
-  - 自动化/Linux
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Automation
 author: 仲平
 date: 2024-04-02
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/简介.md b/FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/1.1-简介.md
similarity index 98%
rename from FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/简介.md
rename to FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/1.1-简介.md
index e382244b..f9478da6 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/简介.md
+++ b/FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/1.1-简介.md
@@ -1,12 +1,12 @@
 ---
-title: 简介
+title: 1.1-简介
 description: Docker 的基础简介
 keywords:
   - Docker
   - 简介
 tags:
-  - Docker/基础
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Docker
 author: 仲平
 date: 2024-02-20
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/基础概念.md b/FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/1.2-基础概念.md
similarity index 97%
rename from FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/基础概念.md
rename to FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/1.2-基础概念.md
index e3c06baa..c8f1ebd7 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/基础概念.md
+++ b/FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/1.2-基础概念.md
@@ -1,12 +1,12 @@
 ---
-title: 基础概念
+title: 1.2-基础概念
 description: Docker 的基础概念
 keywords:
   - Docker
   - 基础概念
 tags:
-  - Docker/基础
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Docker
 author: 仲平
 date: 2024-02-20
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/安装配置.md b/FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/1.3-安装配置.md
similarity index 95%
rename from FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/安装配置.md
rename to FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/1.3-安装配置.md
index d2f547b0..1dd3c6ca 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/安装配置.md
+++ b/FormalSciences/ComputerScience/OperatingSystem/Docker/1.Basics/1.3-安装配置.md
@@ -1,12 +1,12 @@
 ---
-title: 安装配置
+title: 1.3-安装配置
 description: Docker 的安装配置
 keywords:
   - Docker
   - 安装配置
 tags:
-  - Docker/基础
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Docker
 author: 仲平
 date: 2024-02-20
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/Docker 使用.md b/FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/2.1-Docker 使用.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/Docker 使用.md
rename to FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/2.1-Docker 使用.md
index 4da75026..5fe0ae96 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/Docker 使用.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/2.1-Docker 使用.md	
@@ -5,8 +5,8 @@ keywords:
   - Docker
   - 使用
 tags:
-  - Docker/进阶
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Docker
 author: 仲平
 date: 2024-02-28
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/Docker Dockerfile.md b/FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/2.2-Docker Dockerfile.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/Docker Dockerfile.md
rename to FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/2.2-Docker Dockerfile.md
index 970af6b3..786372f0 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/Docker Dockerfile.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/2.2-Docker Dockerfile.md	
@@ -5,8 +5,8 @@ keywords:
   - Docker
   - Dockerfile
 tags:
-  - Docker/进阶
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Docker
 author: 仲平
 date: 2024-02-28
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/Docker Compose.md b/FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/2.3-Docker Compose.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/Docker Compose.md
rename to FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/2.3-Docker Compose.md
index d86d50c0..bf347bfe 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/Docker Compose.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Docker/2.Intermediate/2.3-Docker Compose.md	
@@ -4,8 +4,8 @@ description: Docker Compose
 keywords:
   - Docker Compose
 tags:
-  - Docker/进阶
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Docker
 author: 仲平
 date: 2024-03-01
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/Docker 网络.md b/FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/3.1-Docker 网络.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/Docker 网络.md
rename to FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/3.1-Docker 网络.md
index 27efbd9f..886f7af1 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/Docker 网络.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/3.1-Docker 网络.md	
@@ -5,8 +5,8 @@ keywords:
   - Docker
   - 网络
 tags:
-  - Docker/高级
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Docker
 author: 仲平
 date: 2024-03-05
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/Docker 存储.md b/FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/3.2-Docker 存储.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/Docker 存储.md
rename to FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/3.2-Docker 存储.md
index bcc63afd..c3eb9c43 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/Docker 存储.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/3.2-Docker 存储.md	
@@ -5,8 +5,8 @@ keywords:
   - Docker
   - 存储
 tags:
-  - Docker/高级
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Docker
 author: 仲平
 date: 2024-03-05
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/Docker 命令手册.md b/FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/3.3-Docker 命令手册.md
similarity index 98%
rename from FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/Docker 命令手册.md
rename to FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/3.3-Docker 命令手册.md
index 8fe5b492..13200bcc 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/Docker 命令手册.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Docker/3.Advanced/3.3-Docker 命令手册.md	
@@ -5,8 +5,8 @@ keywords:
   - Docker
   - 命令手册
 tags:
-  - Docker/高级
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Docker
 author: 仲平
 date: 2024-03-06
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/1.文化历史/开源软件的概念与重要性.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/1.Overview/1.1-开源概念.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/1.文化历史/开源软件的概念与重要性.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/1.Overview/1.1-开源概念.md
index 5a08f803..bec7b656 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/1.文化历史/开源软件的概念与重要性.md
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/1.Overview/1.1-开源概念.md
@@ -1,13 +1,13 @@
 ---
-title: 开源软件的概念与重要性
+title: 开源概念
 description: 开源软件的概念与重要性
 keywords:
   - 开源
   - 概念
   - 重要性
 tags:
-  - Linux/文化
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 7Wate
 date: 2023-03-15
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/1.文化历史/GNU&Linux 历史与发展.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/1.Overview/1.2-GNU&Linux 历史.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/1.文化历史/GNU&Linux 历史与发展.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/1.Overview/1.2-GNU&Linux 历史.md
index adfb61a1..2dc36e58 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/1.文化历史/GNU&Linux 历史与发展.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/1.Overview/1.2-GNU&Linux 历史.md	
@@ -1,14 +1,14 @@
 ---
-title: GNU&Linux 历史与发展
-description: GNU&Linux 历史与发展
+title: 1.2-GNU&Linux 历史
+description: GNU&Linux 历史
 keywords:
   - GNU
   - Linux
   - 历史
   - 发展
 tags:
-  - Linux/文化
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 7Wate
 date: 2023-03-15
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/1.文化历史/GNU&Linux 社区与文化.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/1.Overview/1.3-GNU&Linux 文化.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/1.文化历史/GNU&Linux 社区与文化.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/1.Overview/1.3-GNU&Linux 文化.md
index ca08422d..2cea00c5 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/1.文化历史/GNU&Linux 社区与文化.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/1.Overview/1.3-GNU&Linux 文化.md	
@@ -1,5 +1,5 @@
 ---
-title: GNU&Linux 社区与文化
+title: 1.3-GNU&Linux 文化
 description: GNU&Linux 社区与文化
 keywords:
   - GNU
@@ -7,8 +7,8 @@ keywords:
   - 社区
   - 文化
 tags:
-  - Linux/文化
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 7Wate
 date: 2023-06-21
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 发行版镜像.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.1-Linux 发行版镜像.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 发行版镜像.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.1-Linux 发行版镜像.md
index aa5317f7..e3dcf3f2 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 发行版镜像.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.1-Linux 发行版镜像.md	
@@ -7,8 +7,8 @@ keywords:
   - 一致性
   - 定制化
 tags:
-  - 技术/操作系统
-  - Linux/安装
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 仲平
 date: 2024-06-14
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 安装和配置.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.2-Linux 安装和配置.md
similarity index 98%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 安装和配置.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.2-Linux 安装和配置.md
index 9e407a22..4f80f7ae 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 安装和配置.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.2-Linux 安装和配置.md	
@@ -6,8 +6,8 @@ keywords:
   - 安装
   - 配置
 tags:
-  - Linux/安装
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 7Wate
 date: 2024-03-22
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 下 0-1 手动安装 Arch Linux.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.3-Linux 下 0-1 手动安装 Arch Linux.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 下 0-1 手动安装 Arch Linux.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.3-Linux 下 0-1 手动安装 Arch Linux.md
index 81390bd6..aa9cf90a 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 下 0-1 手动安装 Arch Linux.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.3-Linux 下 0-1 手动安装 Arch Linux.md	
@@ -6,8 +6,8 @@ keywords:
   - ArchLinux
   - 手动安装
 tags:
-  - 技术/操作系统
-  - Linux/安装
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 仲平
 date: 2024-09-02
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/GRUB 引导程序.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.4-GRUB 引导程序.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/GRUB 引导程序.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.4-GRUB 引导程序.md
index eebcf141..f6d72d0f 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/GRUB 引导程序.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.4-GRUB 引导程序.md	
@@ -8,8 +8,8 @@ keywords:
   - 内核参数
   - 错误恢复
 tags:
-  - 技术/操作系统
-  - Linux/安装
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 仲平
 date: 2024-08-26
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 无法启动排查指南.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.5-Linux 无法启动排查指南.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 无法启动排查指南.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.5-Linux 无法启动排查指南.md
index 9469980e..788e25b0 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 无法启动排查指南.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.5-Linux 无法启动排查指南.md	
@@ -12,8 +12,8 @@ keywords:
   - 重装
   - 排查
 tags:
-  - 技术/操作系统
-  - Linux/安装
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 仲平
 date: 2024-08-27
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 下源代码编译与安装实战.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.6-Linux 下源代码编译与安装实战.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 下源代码编译与安装实战.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.6-Linux 下源代码编译与安装实战.md
index c067b15a..0310e3b9 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/2.安装配置/Linux 下源代码编译与安装实战.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/2.Installation/2.6-Linux 下源代码编译与安装实战.md	
@@ -5,8 +5,8 @@ keywords:
   - Linux
   - 源代码编译
 tags:
-  - Linux/高级
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 7Wate
 date: 2023-09-09
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Linux 文件管理.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.1-Linux 文件管理.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Linux 文件管理.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.1-Linux 文件管理.md
index 7936675f..1085e73c 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Linux 文件管理.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.1-Linux 文件管理.md	
@@ -5,8 +5,8 @@ keywords:
   - Linux
   - 文件管理
 tags:
-  - Linux/基础
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 7Wate
 date: 2023-03-30
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Linux 环境变量.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.2-Linux 环境变量.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Linux 环境变量.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.2-Linux 环境变量.md
index 67b59b8d..89c867c6 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Linux 环境变量.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.2-Linux 环境变量.md	
@@ -7,8 +7,8 @@ keywords:
   - 配置信息
   - 用户环境
 tags:
-  - 技术/操作系统
-  - Linux/基础
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 仲平
 date: 2024-09-04
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Linux 包管理器.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.3-Linux 包管理器.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Linux 包管理器.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.3-Linux 包管理器.md
index bf3bf6df..cbd98f7f 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Linux 包管理器.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.3-Linux 包管理器.md	
@@ -5,8 +5,8 @@ keywords:
   - Linux
   - 包管理器
 tags:
-  - Linux/基础
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 仲平
 date: 2024-03-26
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Linux 用户和权限.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.4-Linux 用户和权限.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Linux 用户和权限.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.4-Linux 用户和权限.md
index 9daddec2..2340cea7 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/3.基础操作/Linux 用户和权限.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.4-Linux 用户和权限.md	
@@ -6,8 +6,8 @@ keywords:
   - 用户
   - 权限
 tags:
-  - Linux/基础
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 7Wate
 date: 2023-03-30
 ---
diff --git a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/Shell 命令操作.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.5-Shell 命令行操作.md
similarity index 99%
rename from FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/Shell 命令操作.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.5-Shell 命令行操作.md
index 05a5aa35..232f3653 100644
--- a/FormalSciences/ComputerScience/GettingStarted/3.CommandLineTools/Shell/Shell 命令操作.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/3.Basics/3.5-Shell 命令行操作.md	
@@ -6,9 +6,9 @@ keywords:
   - 命令行操作
   - Shell
 tags:
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
   - Shell
-  - Linux/基础
-  - 技术/入门
 author: 7Wate
 date: 2023-03-22
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 系统启动详解.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.1-Linux 系统启动详解.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 系统启动详解.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.1-Linux 系统启动详解.md
index 83de3b60..e56f55f7 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 系统启动详解.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.1-Linux 系统启动详解.md	
@@ -5,8 +5,8 @@ keywords:
   - Linux
   - 系统管理
 tags:
-  - Linux/系统管理
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 7Wate
 date: 2023-06-30
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 内核管理.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.2-Linux 内核管理.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 内核管理.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.2-Linux 内核管理.md
index 501adb84..f412d7b7 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 内核管理.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.2-Linux 内核管理.md	
@@ -10,8 +10,8 @@ keywords:
   - 性能调优
   - 安全管理
 tags:
-  - Linux/系统管理
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 仲平
 date: 2024-04-10
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 服务管理.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.3-Linux 服务管理.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 服务管理.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.3-Linux 服务管理.md
index 24ba0aa4..f045e145 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 服务管理.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.3-Linux 服务管理.md	
@@ -7,8 +7,8 @@ keywords:
   - SysV
   - systemd
 tags:
-  - Linux/系统管理
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 仲平
 date: 2024-04-12
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 日志管理.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.4-Linux 日志管理.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 日志管理.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.4-Linux 日志管理.md
index cd2bfc93..fc46b981 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 日志管理.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.4-Linux 日志管理.md	
@@ -5,8 +5,8 @@ keywords:
   - Linux
   - 日志管理
 tags:
-  - Linux/系统管理
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 仲平
 date: 2024-03-20
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 基本配置.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.5-Linux 基本配置.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 基本配置.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.5-Linux 基本配置.md
index 7cd7054d..65c79dc9 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/4.系统管理/Linux 基本配置.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/4.System/4.5-Linux 基本配置.md	
@@ -5,8 +5,8 @@ keywords:
   - 系统配置
   - 用户管理
 tags:
-  - Linux/系统管理
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 仲平
 date: 2024-03-26
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/6.网络管理/Linux 网络管理.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/5.Network/5.1-Linux 网络管理.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/6.网络管理/Linux 网络管理.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/5.Network/5.1-Linux 网络管理.md
index 5c1a2ec5..4b6f400e 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/6.网络管理/Linux 网络管理.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/5.Network/5.1-Linux 网络管理.md	
@@ -6,8 +6,8 @@ keywords:
   - 配置
   - 管理
 tags:
-  - Linux/进阶
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 7Wate
 date: 2023-04-10
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/7.存储管理/Linux 文件系统.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/6.Storage/6.1-Linux 文件系统.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/7.存储管理/Linux 文件系统.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/6.Storage/6.1-Linux 文件系统.md
index dd2a89e8..abb72a2a 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/7.存储管理/Linux 文件系统.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/6.Storage/6.1-Linux 文件系统.md	
@@ -7,8 +7,8 @@ keywords:
   - 磁盘
   - 文件系统
 tags:
-  - 技术/操作系统
-  - Linux/存储管理
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 7Wate
 date: 2023-04-10
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/7.存储管理/fio 存储性能测试.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/6.Storage/6.2-fio 存储性能测试.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/7.存储管理/fio 存储性能测试.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/6.Storage/6.2-fio 存储性能测试.md
index 2304cec2..1386ce0d 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/7.存储管理/fio 存储性能测试.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/6.Storage/6.2-fio 存储性能测试.md	
@@ -8,8 +8,8 @@ keywords:
   - 模拟工作负载
   - 基准测试
 tags:
-  - 技术/操作系统
-  - Linux/存储管理
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 仲平
 date: 2024-09-10
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Linux/5.安全配置/Linux 系统安全与防护.md b/FormalSciences/ComputerScience/OperatingSystem/Linux/7.Security/7.1-Linux 系统安全与防护.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Linux/5.安全配置/Linux 系统安全与防护.md
rename to FormalSciences/ComputerScience/OperatingSystem/Linux/7.Security/7.1-Linux 系统安全与防护.md
index b6222246..869fba12 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Linux/5.安全配置/Linux 系统安全与防护.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Linux/7.Security/7.1-Linux 系统安全与防护.md	
@@ -6,8 +6,8 @@ keywords:
   - 系统安全
   - 安全防护
 tags:
-  - Linux/进阶
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Linux
 author: 7Wate
 date: 2023-04-10
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/1.Overview/虚拟化概述.md b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/1.Overview/1.1-虚拟化概述.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Virtualization/1.Overview/虚拟化概述.md
rename to FormalSciences/ComputerScience/OperatingSystem/Virtualization/1.Overview/1.1-虚拟化概述.md
index aae8f16a..4b07ca5a 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/1.Overview/虚拟化概述.md
+++ b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/1.Overview/1.1-虚拟化概述.md
@@ -10,8 +10,8 @@ keywords:
   - 资源利用率
   - 容器化技术
 tags:
-  - 技术/操作系统
-  - 虚拟化/概述
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Virtualization
 author: 仲平
 date: 2024-07-09
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/1.Overview/虚拟化平台简介.md b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/1.Overview/1.2-虚拟化平台简介.md
similarity index 99%
rename from FormalSciences/ComputerScience/OperatingSystem/Virtualization/1.Overview/虚拟化平台简介.md
rename to FormalSciences/ComputerScience/OperatingSystem/Virtualization/1.Overview/1.2-虚拟化平台简介.md
index 87454a05..a1e1715b 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/1.Overview/虚拟化平台简介.md
+++ b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/1.Overview/1.2-虚拟化平台简介.md
@@ -8,8 +8,8 @@ keywords:
   - KVM 与 QEMU
   - Citrix XenServer
 tags:
-  - 技术/操作系统
-  - 虚拟化/概述
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Virtualization
 author: 仲平
 date: 2024-07-09
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/1. KVM 概述.md b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/1. KVM 概述.md
index adaa07a4..18f1cf4d 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/1. KVM 概述.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/1. KVM 概述.md	
@@ -9,8 +9,9 @@ keywords:
   - 云计算
   - 数据中心
 tags:
-  - 技术/操作系统
-  - 虚拟化/KVM
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Virtualization
+  - KVM
 author: 仲平
 date: 2024-07-15
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/2. KVM 安装配置.md b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/2. KVM 安装配置.md
index 3b1cec94..99c8bd89 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/2. KVM 安装配置.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/2. KVM 安装配置.md	
@@ -9,8 +9,9 @@ keywords:
   - 存储池
   - 虚拟机管理
 tags:
-  - 技术/操作系统
-  - 虚拟化/KVM
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Virtualization
+  - KVM
 author: 仲平
 date: 2024-07-16
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/3. KVM 管理工具.md b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/3. KVM 管理工具.md
index 88f38e40..0f78e7fd 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/3. KVM 管理工具.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/3. KVM 管理工具.md	
@@ -10,8 +10,9 @@ keywords:
   - Proxmox VE
   - 虚拟化管理
 tags:
-  - 技术/操作系统
-  - 虚拟化/KVM
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Virtualization
+  - KVM
 author: 仲平
 date: 2024-07-16
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/4. KVM 网络配置.md b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/4. KVM 网络配置.md
index 23442b45..7aa4de40 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/4. KVM 网络配置.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/4. KVM 网络配置.md	
@@ -10,8 +10,9 @@ keywords:
   - 仅主机网络
   - 故障排查
 tags:
-  - 技术/操作系统
-  - 虚拟化/KVM
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Virtualization
+  - KVM
 author: 仲平
 date: 2024-07-16
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/5. KVM 存储管理.md b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/5. KVM 存储管理.md
index 7868c76a..a41cdd45 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/5. KVM 存储管理.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/5. KVM 存储管理.md	
@@ -10,8 +10,9 @@ keywords:
   - 存储池
   - 存储卷
 tags:
-  - 技术/操作系统
-  - 虚拟化/KVM
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Virtualization
+  - KVM
 author: 仲平
 date: 2024-07-16
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/6. KVM 性能优化.md b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/6. KVM 性能优化.md
index b9ea27f3..6819138e 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/6. KVM 性能优化.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/6. KVM 性能优化.md	
@@ -10,8 +10,9 @@ keywords:
   - 网络性能
   - 日志分析
 tags:
-  - 技术/操作系统
-  - 虚拟化/KVM
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Virtualization
+  - KVM
 author: 仲平
 date: 2024-07-16
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/7. KVM 系统监控.md b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/7. KVM 系统监控.md
index 7727ec6f..c85bc353 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/7. KVM 系统监控.md	
+++ b/FormalSciences/ComputerScience/OperatingSystem/Virtualization/2.KVM/7. KVM 系统监控.md	
@@ -11,8 +11,9 @@ keywords:
   - iotop
   - iftop
 tags:
-  - 技术/操作系统
-  - 虚拟化/KVM
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Virtualization
+  - KVM
 author: 仲平
 date: 2024-07-16
 ---
diff --git a/FormalSciences/ComputerScience/OperatingSystem/Windows/1.文化历史/微软及其Windows系统的历史发展.md b/FormalSciences/ComputerScience/OperatingSystem/Windows/1.文化历史/微软及其Windows系统的历史发展.md
index dbc143d0..a9049968 100644
--- a/FormalSciences/ComputerScience/OperatingSystem/Windows/1.文化历史/微软及其Windows系统的历史发展.md
+++ b/FormalSciences/ComputerScience/OperatingSystem/Windows/1.文化历史/微软及其Windows系统的历史发展.md
@@ -6,8 +6,8 @@ keywords:
   - Windows
   - 历史发展
 tags:
-  - Windows/文化
-  - 技术/操作系统
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Windows
 author: 仲平
 date: 2023-11-27
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.1-基础语法.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.1-基础语法.md
similarity index 98%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.1-基础语法.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.1-基础语法.md
index eb11e7b6..8c17b406 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.1-基础语法.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.1-基础语法.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 基础语法
 tags:
-  - Python/入门
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Basics
 author: 7Wate
 date: 2023-08-03
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.2-数据类型.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.2-数据类型.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.2-数据类型.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.2-数据类型.md
index af23acab..3baee07e 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.2-数据类型.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.2-数据类型.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 数据类型
 tags:
-  - Python/入门
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Basics
 author: 7Wate
 date: 2023-08-03
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.3-数据结构.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.3-数据结构.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.3-数据结构.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.3-数据结构.md
index 3b211787..0c3a52bd 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.3-数据结构.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.3-数据结构.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 数据结构
 tags:
-  - Python/入门
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Basics
 author: 7Wate
 date: 2023-08-03
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.4-控制语句.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.4-控制语句.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.4-控制语句.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.4-控制语句.md
index e65c13d5..8e65fe17 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.4-控制语句.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.4-控制语句.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 控制语句
 tags:
-  - Python/入门
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Basics
 author: 7Wate
 date: 2023-08-03
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.5-函数与方法.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.5-函数与方法.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.5-函数与方法.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.5-函数与方法.md
index f439afc2..1118f82d 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.5-函数与方法.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.5-函数与方法.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 函数方法
 tags:
-  - Python/入门
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Basics
 author: 7Wate
 date: 2023-08-03
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.6-模块和包.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.6-模块和包.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.6-模块和包.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.6-模块和包.md
index 9c189eff..a3005a44 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.6-模块和包.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.6-模块和包.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 模块和包
 tags:
-  - Python/入门
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Basics
 author: 7Wate
 date: 2023-08-03
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.7-面对对象.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.7-面对对象.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.7-面对对象.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.7-面对对象.md
index 0e74c698..4a91778e 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.基础入门/1.7-面对对象.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/1.Basics/1.7-面对对象.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 面对对象
 tags:
-  - Python/入门
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Basics
 author: 7Wate
 date: 2023-08-03
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.1-面向对象编程进阶.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.1-面向对象编程进阶.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.1-面向对象编程进阶.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.1-面向对象编程进阶.md
index 26f070be..1b7ab28e 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.1-面向对象编程进阶.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.1-面向对象编程进阶.md
@@ -4,8 +4,9 @@ description: 面向对象
 keywords:
   - 面对对象
 tags:
-  - Python/进阶
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Advanced
 author: 7Wate
 date: 2023-08-10
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.2-函数式编程.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.2-函数式编程.md
similarity index 98%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.2-函数式编程.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.2-函数式编程.md
index 94abe9bf..a98f963e 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.2-函数式编程.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.2-函数式编程.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 函数式编程
 tags:
-  - Python/进阶
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Advanced
 author: 7Wate
 date: 2023-08-11
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.3-异常处理.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.3-异常处理.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.3-异常处理.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.3-异常处理.md
index 8c7ecf3f..6e633efa 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.3-异常处理.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.3-异常处理.md
@@ -6,8 +6,9 @@ keywords:
   - 异常
   - 应用
 tags:
-  - Python/进阶
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Advanced
 author: 仲平
 date: 2023-11-13
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.4-文件和IO操作.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.4-文件和IO操作.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.4-文件和IO操作.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.4-文件和IO操作.md
index 8af5d537..60644536 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.4-文件和IO操作.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.4-文件和IO操作.md
@@ -8,8 +8,9 @@ keywords:
   - 文件系统
   - 性能优化
 tags:
-  - Python/进阶
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Advanced
 author: 仲平
 date: 2023-11-14
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.5-并行和并发.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.5-并行和并发.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.5-并行和并发.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.5-并行和并发.md
index fef31878..da3201ea 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.5-并行和并发.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.5-并行和并发.md
@@ -6,8 +6,9 @@ keywords:
   - 并行
   - 并发
 tags:
-  - Python/进阶
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Advanced
 author: 7Wate
 date: 2023-08-11
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.6-垃圾回收机制.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.6-垃圾回收机制.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.6-垃圾回收机制.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.6-垃圾回收机制.md
index 62fde1ca..5d3cb761 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.6-垃圾回收机制.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.6-垃圾回收机制.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 垃圾回收
 tags:
-  - Python/进阶
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Advanced
 author: 7Wate
 date: 2023-10-27
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.7-数据库操作.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.7-数据库操作.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.7-数据库操作.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.7-数据库操作.md
index 99185e82..a83c74fc 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.7-数据库操作.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.7-数据库操作.md
@@ -6,8 +6,9 @@ keywords:
   - DB-API 2.0
   - 数据库
 tags:
-  - Python/进阶
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Advanced
 author: 仲平
 date: 2024-04-26
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.8-资源管理.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.8-资源管理.md
similarity index 98%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.8-资源管理.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.8-资源管理.md
index 28487d50..03821728 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.8-资源管理.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.8-资源管理.md
@@ -6,8 +6,9 @@ keywords:
   - 资源管理
   - 高级应用
 tags:
-  - Python/进阶
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Advanced
 author: 仲平
 date: 2023-11-13
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.9-测试和调试.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.9-测试和调试.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.9-测试和调试.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.9-测试和调试.md
index b7a2ee43..cdca6b41 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.核心进阶/2.9-测试和调试.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/2.Advanced/2.9-测试和调试.md
@@ -9,8 +9,9 @@ keywords:
   - unittest
   - TDD
 tags:
-  - Python/进阶
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Advanced
 author: 仲平
 date: 2023-11-14
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/Web 开发与框架/Jinja 模板引擎.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/Web 开发与框架/Jinja 模板引擎.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/Web 开发与框架/Jinja 模板引擎.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/Web 开发与框架/Jinja 模板引擎.md
index 39fba43f..a5cb7110 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/Web 开发与框架/Jinja 模板引擎.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/Web 开发与框架/Jinja 模板引擎.md	
@@ -5,8 +5,9 @@ keywords:
   - Jinja
   - 教程
 tags:
-  - Python/PyPI
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
 author: 7Wate
 date: 2023-10-18
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/数据处理与分析/configparser 配置文件解析器.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/数据处理与分析/configparser 配置文件解析器.md
similarity index 97%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/数据处理与分析/configparser 配置文件解析器.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/数据处理与分析/configparser 配置文件解析器.md
index 823695e9..ece1a342 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/数据处理与分析/configparser 配置文件解析器.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/数据处理与分析/configparser 配置文件解析器.md	
@@ -5,8 +5,9 @@ keywords:
   - python
   - configparser
 tags:
-  - Python/标准库
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
 author: 7Wate
 date: 2023-10-20
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/数据处理与分析/csv 文件读写.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/数据处理与分析/csv 文件读写.md
similarity index 98%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/数据处理与分析/csv 文件读写.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/数据处理与分析/csv 文件读写.md
index 46532ee4..6021c928 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/数据处理与分析/csv 文件读写.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/数据处理与分析/csv 文件读写.md	
@@ -5,8 +5,9 @@ keywords:
   - Python
   - csv
 tags:
-  - Python/标准库
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
 author: 7Wate
 date: 2023-10-20
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/数据处理与分析/json 编码和解码器.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/数据处理与分析/json 编码和解码器.md
similarity index 98%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/数据处理与分析/json 编码和解码器.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/数据处理与分析/json 编码和解码器.md
index cf25791a..2cc6e7d2 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/数据处理与分析/json 编码和解码器.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/数据处理与分析/json 编码和解码器.md	
@@ -5,8 +5,9 @@ keywords:
   - Python
   - json
 tags:
-  - Python/标准库
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
 author: 7Wate
 date: 2023-10-20
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/文本处理与操作/re --- 正则表达式操作.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/文本处理与操作/re --- 正则表达式操作.md
similarity index 95%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/文本处理与操作/re --- 正则表达式操作.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/文本处理与操作/re --- 正则表达式操作.md
index 69124303..5ab4f230 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/文本处理与操作/re --- 正则表达式操作.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/文本处理与操作/re --- 正则表达式操作.md	
@@ -6,9 +6,10 @@ keywords:
   - re
   - 正则表达式
 tags:
-  - Python/标准库
-  - 技术/程序语言
-author: 仲平
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
+author: 7Wate
 date: 2023-11-14
 ---
 
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/dotenv 环境变量管理.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/dotenv 环境变量管理.md
similarity index 98%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/dotenv 环境变量管理.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/dotenv 环境变量管理.md
index 7a67623d..4e5164c2 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/dotenv 环境变量管理.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/dotenv 环境变量管理.md	
@@ -6,8 +6,9 @@ keywords:
   - 环境配置
   - dotenv
 tags:
-  - Python/PyPI
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
 author: 仲平
 date: 2023-12-12
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/logging 日志记录工具.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/logging 日志记录工具.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/logging 日志记录工具.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/logging 日志记录工具.md
index 1366b3af..e9db2710 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/logging 日志记录工具.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/logging 日志记录工具.md	
@@ -6,8 +6,9 @@ keywords:
   - logging
   - 日志
 tags:
-  - Python/标准库
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
 author: 7Wate
 date: 2023-10-20
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/loguru 日志库.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/loguru 日志库.md
similarity index 98%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/loguru 日志库.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/loguru 日志库.md
index 064b2d3b..f4b7b029 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/loguru 日志库.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/loguru 日志库.md	
@@ -6,9 +6,11 @@ keywords:
   - loguru
   - 日志
 tags:
-  - Python/PyPI
-  - 技术/程序语言
-sidebar_position: 5
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
+authors:
+  - 仲平
 date: 2023-10-20
 ---
 
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/os 多种操作系统接口.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/os 多种操作系统接口.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/os 多种操作系统接口.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/os 多种操作系统接口.md
index 3b046e43..6cd7df74 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/os 多种操作系统接口.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/os 多种操作系统接口.md	
@@ -6,8 +6,9 @@ keywords:
   - os
   - 多种操作系统接口
 tags:
-  - Python/标准库
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
 author: 7Wate
 date: 2023-08-04
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/subprocess 子进程管理.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/subprocess 子进程管理.md
similarity index 98%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/subprocess 子进程管理.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/subprocess 子进程管理.md
index 0c98f204..b9badb95 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/subprocess 子进程管理.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/subprocess 子进程管理.md	
@@ -5,8 +5,9 @@ keywords:
   - Python
   - subprocess
 tags:
-  - Python/标准库
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
 author: 7Wate
 date: 2023-09-07
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/sys 系统相关的形参和函数.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/sys 系统相关的形参和函数.md
similarity index 97%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/sys 系统相关的形参和函数.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/sys 系统相关的形参和函数.md
index 65679af4..ff8ed155 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/系统操作与交互/sys 系统相关的形参和函数.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/系统操作与交互/sys 系统相关的形参和函数.md	
@@ -6,8 +6,9 @@ keywords:
   - 拓展模块
   - sys
 tags:
-  - Python/标准库
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
 author: 7Wate
 date: 2023-09-07
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/网络爬虫与数据抓取/Scrapy.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/网络爬虫与数据抓取/Scrapy.md
similarity index 100%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/网络爬虫与数据抓取/Scrapy.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/网络爬虫与数据抓取/Scrapy.md
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/网络编程与通信/requests HTTP 库.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/网络编程与通信/requests HTTP 库.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/网络编程与通信/requests HTTP 库.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/网络编程与通信/requests HTTP 库.md
index a0f9d48b..63f6ee13 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/网络编程与通信/requests HTTP 库.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/网络编程与通信/requests HTTP 库.md	
@@ -6,8 +6,9 @@ keywords:
   - Python
   - 拓展模块
 tags:
-  - Python/PyPI
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
 author: 7Wate
 date: 2023-10-19
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/网络编程与通信/socket 底层网络接口.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/网络编程与通信/socket 底层网络接口.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/网络编程与通信/socket 底层网络接口.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/网络编程与通信/socket 底层网络接口.md
index 2ad88c41..9556fd0e 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/网络编程与通信/socket 底层网络接口.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/网络编程与通信/socket 底层网络接口.md	
@@ -5,8 +5,9 @@ keywords:
   - Python
   - socket
 tags:
-  - Python/标准库
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
 author: 7Wate
 date: 2023-09-09
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/网络编程与通信/urllib URL 处理模块.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/网络编程与通信/urllib URL 处理模块.md
similarity index 99%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/网络编程与通信/urllib URL 处理模块.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/网络编程与通信/urllib URL 处理模块.md
index 82b19714..57078ca3 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.常用库与工具/网络编程与通信/urllib URL 处理模块.md	
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/3.Libraires/网络编程与通信/urllib URL 处理模块.md	
@@ -5,8 +5,9 @@ keywords:
   - python
   - urllib
 tags:
-  - Python/标准库
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Libraires
 author: 7Wate
 date: 2023-08-29
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/4.高级主题/.gitkeep b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/4.ExpertTopics/.gitkeep
similarity index 100%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/4.高级主题/.gitkeep
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/4.ExpertTopics/.gitkeep
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.1-发展历史.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.1-发展历史.md
similarity index 97%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.1-发展历史.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.1-发展历史.md
index 259b117f..88eab3ee 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.1-发展历史.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.1-发展历史.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 历史
 tags:
-  - Python/文化
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Philosophy
 author: 7Wate
 date: 2022-10-18
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.2-生命周期.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.2-生命周期.md
similarity index 91%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.2-生命周期.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.2-生命周期.md
index 5def3681..f11c1025 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.2-生命周期.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.2-生命周期.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 生命周期
 tags:
-  - Python/文化
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Philosophy
 author: 7Wate
 date: 2022-10-18
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.3-社区文化.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.3-社区文化.md
similarity index 96%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.3-社区文化.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.3-社区文化.md
index afeb1707..c35394e9 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.3-社区文化.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.3-社区文化.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 社区文化
 tags:
-  - Python/文化
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Philosophy
 author: 7Wate
 date: 2022-10-25
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.4-设计哲学.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.4-设计哲学.md
similarity index 95%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.4-设计哲学.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.4-设计哲学.md
index 366f4d37..99b1d5e3 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.4-设计哲学.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.4-设计哲学.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 设计哲学
 tags:
-  - Python/文化
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Philosophy
 author: 7Wate
 date: 2022-10-18
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.5-语言特性.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.5-语言特性.md
similarity index 96%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.5-语言特性.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.5-语言特性.md
index 6ee6e3bb..45f36afa 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.文化哲学/5.5-语言特性.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/5.Philosophy/5.5-语言特性.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 特征
 tags:
-  - Python/文化
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Philosophy
 author: 7Wate
 date: 2022-10-18
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/pip.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/pip.md
similarity index 97%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/pip.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/pip.md
index 1631bfdf..d7cf5d31 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/pip.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/pip.md
@@ -6,8 +6,9 @@ keywords:
   - pip
   - 软件包管理器
 tags:
-  - Python/虚拟环境
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Projects
 author: 7Wate
 date: 2023-10-26
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/pipenv.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/pipenv.md
similarity index 98%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/pipenv.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/pipenv.md
index 03932efb..c15c7581 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/pipenv.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/pipenv.md
@@ -6,8 +6,9 @@ keywords:
   - pipenv
   - 虚拟环境
 tags:
-  - Python/虚拟环境
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Projects
 author: 7Wate
 date: 2023-01-18
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/poetry.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/poetry.md
similarity index 98%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/poetry.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/poetry.md
index fcdf809f..dba67ec6 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/poetry.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/poetry.md
@@ -6,8 +6,9 @@ keywords:
   - poetry
   - 虚拟环境
 tags:
-  - Python/虚拟环境
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Projects
 author: 7Wate
 date: 2023-01-18
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/pyenv.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/pyenv.md
similarity index 98%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/pyenv.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/pyenv.md
index 4e499518..1de2a059 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/pyenv.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/pyenv.md
@@ -6,8 +6,9 @@ keywords:
   - 虚拟环境
   - Python
 tags:
-  - Python/虚拟环境
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Projects
 author: 仲平
 date: 2023-12-22
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/virtualenv.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/virtualenv.md
similarity index 95%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/virtualenv.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/virtualenv.md
index 010c21d0..c93007dd 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/virtualenv.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/virtualenv.md
@@ -6,8 +6,9 @@ keywords:
   - Virtualenv
   - 虚拟环境
 tags:
-  - Python/虚拟环境
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Projects
 author: 7Wate
 date: 2023-01-17
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/概述.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/概述.md
similarity index 97%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/概述.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/概述.md
index 3fafc048..0456402a 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/1.虚拟环境/概述.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/1.虚拟环境/概述.md
@@ -6,8 +6,9 @@ keywords:
   - 虚拟环境
   - 概述
 tags:
-  - Python/虚拟环境
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage
+  - Python/Projects
 author: 7Wate
 date: 2023-01-1
 ---
diff --git a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/2.风格指南/风格指南.md b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/2.风格指南/风格指南.md
similarity index 87%
rename from FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/2.风格指南/风格指南.md
rename to FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/2.风格指南/风格指南.md
index 315cc157..ceabf233 100644
--- a/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.项目实战/2.风格指南/风格指南.md
+++ b/FormalSciences/ComputerScience/ProgrammingLanguage/Python/6.Projects/2.风格指南/风格指南.md
@@ -5,8 +5,9 @@ keywords:
   - Python
   - 风格指南
 tags:
-  - Python/项目
-  - 技术/程序语言
+  - FormalSciences/ComputerScience
+  - ProgrammingLanguage/Python
+  - Python/Projects
 author: 7Wate
 date: 2022-11-19
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/1.关于（Readme）.md b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/1.关于（Readme）.md
similarity index 97%
rename from FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/1.关于（Readme）.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/1.关于（Readme）.md
index cdfedd22..1f2d1d75 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/1.关于（Readme）.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/1.关于（Readme）.md
@@ -8,8 +8,9 @@ keywords:
   - 安装指南
   - 贡献指南
 tags:
-  - 软件工程/Git协作
-  - 技术/软件工程
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Collaboration
+  - Git
 author: 7Wate
 date: 2024-08-07
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/2.开源协议（License）.md b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/2.开源协议（License）.md
similarity index 85%
rename from FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/2.开源协议（License）.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/2.开源协议（License）.md
index 95b17f15..6c9ec3b7 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/2.开源协议（License）.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/2.开源协议（License）.md
@@ -6,8 +6,9 @@ keywords:
   - LICENSE
   - 法律声明
 tags:
-  - 软件工程/Git协作
-  - 技术/软件工程
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Collaboration
+  - Git
 author: 7Wate
 date: 2023-06-26
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/3.贡献者协议（Contributing）.md b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/3.贡献者协议（Contributing）.md
similarity index 98%
rename from FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/3.贡献者协议（Contributing）.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/3.贡献者协议（Contributing）.md
index d9837186..2f45bbee 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/3.贡献者协议（Contributing）.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/3.贡献者协议（Contributing）.md
@@ -7,8 +7,9 @@ keywords:
   - DCO
   - 开源协作
 tags:
-  - 软件工程/Git协作
-  - 技术/软件工程
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Collaboration
+  - Git
 author: 7Wate
 date: 2023-06-26
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/4.分支（Branch）.md b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/4.分支（Branch）.md
similarity index 97%
rename from FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/4.分支（Branch）.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/4.分支（Branch）.md
index dd42afd0..852f06db 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/4.分支（Branch）.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/4.分支（Branch）.md
@@ -7,8 +7,9 @@ keywords:
   - 开发分支
   - 功能分支
 tags:
-  - 软件工程/Git协作
-  - 技术/软件工程
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Collaboration
+  - Git
 author: 7Wate
 date: 2023-06-26
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/5.日志（Commit）.md b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/5.日志（Commit）.md
similarity index 97%
rename from FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/5.日志（Commit）.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/5.日志（Commit）.md
index e2e5a59c..ca34ca95 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/5.日志（Commit）.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/5.日志（Commit）.md
@@ -8,8 +8,9 @@ keywords:
   - Body
   - Footer
 tags:
-  - 软件工程/Git协作
-  - 技术/软件工程
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Collaboration
+  - Git
 author: 7Wate
 date: 2023-06-26
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/6.版本（Tag）.md b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/6.版本（Tag）.md
similarity index 90%
rename from FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/6.版本（Tag）.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/6.版本（Tag）.md
index 19c30aa4..cb00bf48 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/6.版本（Tag）.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/6.版本（Tag）.md
@@ -6,8 +6,9 @@ keywords:
   - 语义化版本
   - 版本控制
 tags:
-  - 软件工程/Git协作
-  - 技术/软件工程
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Collaboration
+  - Git
 author: 7Wate
 date: 2023-06-26
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/7.注释（Comments）.md b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/7.注释（Comments）.md
similarity index 96%
rename from FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/7.注释（Comments）.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/7.注释（Comments）.md
index 406615d8..ffb31493 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/7.注释（Comments）.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/7.注释（Comments）.md
@@ -7,8 +7,9 @@ keywords:
   - 关键字
   - 格式规范
 tags:
-  - 软件工程/Git协作
-  - 技术/软件工程
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Collaboration
+  - Git
 author: 7Wate
 date: 2023-06-26
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/8.交流反馈（Issue）.md b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/8.交流反馈（Issue）.md
similarity index 96%
rename from FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/8.交流反馈（Issue）.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/8.交流反馈（Issue）.md
index e66cf631..26235dff 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/1.协作规范/8.交流反馈（Issue）.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/1.Collaboration/8.交流反馈（Issue）.md
@@ -8,8 +8,9 @@ keywords:
   - 缺陷
   - 答疑
 tags:
-  - 软件工程/Git协作
-  - 技术/软件工程
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Collaboration
+  - Git
 author: 7Wate
 date: 2023-06-26
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/1.简介.md b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/1.简介.md
similarity index 97%
rename from FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/1.简介.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/1.简介.md
index 1a3bbcad..2cd74bea 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/1.简介.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/1.简介.md
@@ -10,8 +10,8 @@ keywords:
   - 统一风格
   - 沟通成本
 tags:
-  - 技术/软件工程
-  - 软件工程/文档规范
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Docs
 author: 7Wate
 date: 2024-08-07
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/2.标点符号.md b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/2.标点符号.md
similarity index 99%
rename from FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/2.标点符号.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/2.标点符号.md
index 1db5b3a3..de65afe4 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/2.标点符号.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/2.标点符号.md
@@ -9,8 +9,8 @@ keywords:
   - 引号
   - 括号
 tags:
-  - 技术/软件工程
-  - 软件工程/文档规范
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Docs
 author: 7Wate
 date: 2024-08-07
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/3.命名约定.md b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/3.命名约定.md
similarity index 98%
rename from FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/3.命名约定.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/3.命名约定.md
index a72f6bd3..9825ff1e 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/3.命名约定.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/3.命名约定.md
@@ -8,8 +8,8 @@ keywords:
   - Markdown
   - 技术文档
 tags:
-  - 技术/软件工程
-  - 软件工程/文档规范
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Docs
 author: 7Wate
 date: 2024-08-07
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/4.语言风格.md b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/4.语言风格.md
similarity index 98%
rename from FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/4.语言风格.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/4.语言风格.md
index a18f8822..bb7b4e9b 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/4.语言风格.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/4.语言风格.md
@@ -8,8 +8,8 @@ keywords:
   - 通俗易懂
   - 用户导向
 tags:
-  - 技术/软件工程
-  - 软件工程/文档规范
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Docs
 author: 7Wate
 date: 2024-08-07
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/5.文档内容.md b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/5.文档内容.md
similarity index 99%
rename from FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/5.文档内容.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/5.文档内容.md
index af2d86b8..69569cd6 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/5.文档内容.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/5.文档内容.md
@@ -13,8 +13,8 @@ keywords:
   - 缩略语
   - 数字
 tags:
-  - 技术/软件工程
-  - 软件工程/文档规范
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Docs
 author: 7Wate
 date: 2024-08-07
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/6.文档结构.md b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/6.文档结构.md
similarity index 98%
rename from FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/6.文档结构.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/6.文档结构.md
index 95f11abf..040d1ff3 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/6.文档结构.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/6.文档结构.md
@@ -8,8 +8,8 @@ keywords:
   - 目录编制
   - 技术文档
 tags:
-  - 技术/软件工程
-  - 软件工程/文档规范
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Docs
 author: 7Wate
 date: 2024-08-07
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/7.附录资料.md b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/7.附录资料.md
similarity index 98%
rename from FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/7.附录资料.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/7.附录资料.md
index 222cbb92..5b63c510 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/2.文档规范/7.附录资料.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/2.Docs/7.附录资料.md
@@ -5,8 +5,8 @@ keywords:
   - 中文文档指南
   - 附录资料
 tags:
-  - 技术/软件工程
-  - 软件工程/文档规范
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Docs
 author: 7Wate
 date: 2024-08-07
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/3.架构设计/REST.md b/FormalSciences/ComputerScience/SoftwareEngineering/3.Architecture/REST.md
similarity index 99%
rename from FormalSciences/ComputerScience/SoftwareEngineering/3.架构设计/REST.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/3.Architecture/REST.md
index bec7091d..5360a24b 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/3.架构设计/REST.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/3.Architecture/REST.md
@@ -7,8 +7,8 @@ keywords:
   - HTTP
   - API
 tags:
-  - 技术/软件工程
-  - 软件工程/架构设计
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Architecture
 author: 仲平
 date: 2024-10-09
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/4.自动化流程/GitHub Actions.md b/FormalSciences/ComputerScience/SoftwareEngineering/4.Automation/GitHub Actions.md
similarity index 99%
rename from FormalSciences/ComputerScience/SoftwareEngineering/4.自动化流程/GitHub Actions.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/4.Automation/GitHub Actions.md
index 8838711d..dbe90cf0 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/4.自动化流程/GitHub Actions.md	
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/4.Automation/GitHub Actions.md	
@@ -8,8 +8,8 @@ keywords:
   - YAML
   - 跨平台
 tags:
-  - 技术/软件工程
-  - 软件工程/自动化流程
+  - FormalSciences/ComputerScience
+  - SoftwareEngineering/Automation
 author: 仲平
 date: 2024-08-07
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/4.自动化流程/GitLab Runner.md b/FormalSciences/ComputerScience/SoftwareEngineering/4.Automation/GitLab Runner.md
similarity index 99%
rename from FormalSciences/ComputerScience/SoftwareEngineering/4.自动化流程/GitLab Runner.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/4.Automation/GitLab Runner.md
index d9f97114..c0033068 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/4.自动化流程/GitLab Runner.md	
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/4.Automation/GitLab Runner.md	
@@ -8,8 +8,8 @@ keywords:
   - .gitlab-ci.yml
   - 多环境执行
 tags:
-  - 技术/软件工程
-  - 软件工程/自动化流程
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Automation
 author: 仲平
 date: 2024-08-09
 ---
diff --git a/FormalSciences/ComputerScience/SoftwareEngineering/4.自动化流程/Jenkins.md b/FormalSciences/ComputerScience/SoftwareEngineering/4.Automation/Jenkins.md
similarity index 99%
rename from FormalSciences/ComputerScience/SoftwareEngineering/4.自动化流程/Jenkins.md
rename to FormalSciences/ComputerScience/SoftwareEngineering/4.Automation/Jenkins.md
index 018f4dbd..b7e78c35 100644
--- a/FormalSciences/ComputerScience/SoftwareEngineering/4.自动化流程/Jenkins.md
+++ b/FormalSciences/ComputerScience/SoftwareEngineering/4.Automation/Jenkins.md
@@ -13,8 +13,8 @@ keywords:
   - 云平台
   - 性能优化
 tags:
-  - 技术/软件工程
-  - 软件工程/自动化流程
+  - FormalSciences/ComputerScience
+  - OperatingSystem/Automation
 author: 仲平
 date: 2024-10-10
 ---
diff --git a/FormalSciences/ComputerScience/StructuresAlgorithms/数据结构.md b/FormalSciences/ComputerScience/StructuresAlgorithms/数据结构.md
index d25a73b1..8f37b8f1 100644
--- a/FormalSciences/ComputerScience/StructuresAlgorithms/数据结构.md
+++ b/FormalSciences/ComputerScience/StructuresAlgorithms/数据结构.md
@@ -5,8 +5,7 @@ keywords:
   - 数据结构
   - 抽象数据类型
 tags:
-  - 数据结构
-  - 技术/数据结构算法
+  - FormalSciences/ComputerScience
 author: 7Wate
 date: 2022-08-25
 ---
diff --git a/FormalSciences/ComputerScience/StructuresAlgorithms/算法.md b/FormalSciences/ComputerScience/StructuresAlgorithms/算法.md
index 4294e330..3ddfe7c8 100644
--- a/FormalSciences/ComputerScience/StructuresAlgorithms/算法.md
+++ b/FormalSciences/ComputerScience/StructuresAlgorithms/算法.md
@@ -4,8 +4,7 @@ description: 算法的定义和设计
 keywords:
   - 算法
 tags:
-  - 数据结构
-  - 技术/数据结构算法
+  - FormalSciences/ComputerScience
 author: 7Wate
 date: 2022-08-25
 ---
diff --git a/FormalSciences/ComputerScience/WebDevelopment/0.Overview/概述.md b/FormalSciences/ComputerScience/WebDevelopment/0.Overview/概述.md
index 50973312..f8f720ab 100644
--- a/FormalSciences/ComputerScience/WebDevelopment/0.Overview/概述.md
+++ b/FormalSciences/ComputerScience/WebDevelopment/0.Overview/概述.md
@@ -10,8 +10,8 @@ keywords:
   - 工具链
   - 未来趋势
 tags:
-  - 技术/WebDev
-  - WebDev/Overview
+  - FormalSciences/ComputerScience
+  - WebDevelopment/Overview
 author: 7Wate
 date: 2024-09-30
 ---
diff --git a/FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.浏览器概述.md b/FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.1-浏览器概述.md
similarity index 99%
rename from FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.浏览器概述.md
rename to FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.1-浏览器概述.md
index 843a5d79..17ec24b6 100644
--- a/FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.浏览器概述.md
+++ b/FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.1-浏览器概述.md
@@ -11,8 +11,8 @@ keywords:
   - PWA
   - WebAssembly
 tags:
-  - 技术/WebDev
-  - WebDev/Browser
+  - FormalSciences/ComputerScience
+  - WebDevelopment/Browser
 author: 仲平
 date: 2024-09-30
 ---
diff --git a/FormalSciences/ComputerScience/WebDevelopment/1.Browser/2.Chrome.md b/FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.2-Chrome.md
similarity index 99%
rename from FormalSciences/ComputerScience/WebDevelopment/1.Browser/2.Chrome.md
rename to FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.2-Chrome.md
index 702d09bf..2a3ab560 100644
--- a/FormalSciences/ComputerScience/WebDevelopment/1.Browser/2.Chrome.md
+++ b/FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.2-Chrome.md
@@ -10,7 +10,7 @@ keywords:
   - PWA
   - WebAssembly
 tags:
-  - 技术/WebDev
+  - FormalSciences/ComputerScience
   - WebDev/Browser
 author: 仲平
 date: 2024-09-30
diff --git a/FormalSciences/ComputerScience/WebDevelopment/1.Browser/3.Firefox.md b/FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.3-Firefox.md
similarity index 99%
rename from FormalSciences/ComputerScience/WebDevelopment/1.Browser/3.Firefox.md
rename to FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.3-Firefox.md
index e53a2925..3d0cf1fd 100644
--- a/FormalSciences/ComputerScience/WebDevelopment/1.Browser/3.Firefox.md
+++ b/FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.3-Firefox.md
@@ -9,7 +9,7 @@ keywords:
   - 性能优化
   - 扩展支持
 tags:
-  - 技术/WebDev
+  - FormalSciences/ComputerScience
   - WebDev/Browser
 author: 仲平
 date: 2024-09-30
diff --git a/FormalSciences/ComputerScience/WebDevelopment/1.Browser/4.DevTools.md b/FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.4-DevTools.md
similarity index 99%
rename from FormalSciences/ComputerScience/WebDevelopment/1.Browser/4.DevTools.md
rename to FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.4-DevTools.md
index 2444d726..9c170ac3 100644
--- a/FormalSciences/ComputerScience/WebDevelopment/1.Browser/4.DevTools.md
+++ b/FormalSciences/ComputerScience/WebDevelopment/1.Browser/1.4-DevTools.md
@@ -8,7 +8,8 @@ keywords:
   - 实时编辑
   - 网络分析
 tags:
-  - 标签
+  - FormalSciences/ComputerScience
+  - WebDev/Browser
 author: 仲平
 date: 2024-09-30
 ---
diff --git a/FormalSciences/ComputerScience/WebDevelopment/2.HTML/HTML.md b/FormalSciences/ComputerScience/WebDevelopment/2.HTML/HTML.md
index 5869e206..e1bc0f52 100644
--- a/FormalSciences/ComputerScience/WebDevelopment/2.HTML/HTML.md
+++ b/FormalSciences/ComputerScience/WebDevelopment/2.HTML/HTML.md
@@ -4,8 +4,8 @@ description: HTML 超文本标记语言
 keywords:
   - HTML
 tags:
-  - FullStack/基础
-sidebar_position: 1
+  - FormalSciences/ComputerScience
+  - webDevelopment/HTML
 author: 7Wate
 date: 2023-10-13
 ---
diff --git a/FormalSciences/ComputerScience/WebDevelopment/3.CSS/CSS.md b/FormalSciences/ComputerScience/WebDevelopment/3.CSS/CSS.md
index 491b502b..b1971928 100644
--- a/FormalSciences/ComputerScience/WebDevelopment/3.CSS/CSS.md
+++ b/FormalSciences/ComputerScience/WebDevelopment/3.CSS/CSS.md
@@ -4,8 +4,8 @@ description: CSS 样式表
 keywords:
   - CSS
 tags:
-  - FullStack/基础
-sidebar_position: 2
+  - FormalSciences/ComputerScience
+  - webDevelopment/CSS
 author: 7Wate
 date: 2023-10-13
 ---
diff --git a/FormalSciences/ComputerScience/WebDevelopment/4.JavaScript/JavaScript.md b/FormalSciences/ComputerScience/WebDevelopment/4.JavaScript/JavaScript.md
index eadb4b71..5dbeb498 100644
--- a/FormalSciences/ComputerScience/WebDevelopment/4.JavaScript/JavaScript.md
+++ b/FormalSciences/ComputerScience/WebDevelopment/4.JavaScript/JavaScript.md
@@ -5,8 +5,8 @@ keywords:
   - JavaScript
   - ES6
 tags:
-  - FullStack/基础
-sidebar_position: 3
+  - FormalSciences/ComputerScience
+  - Webdevelopment/JavaScript
 author: 7Wate
 date: 2023-10-13
 ---
diff --git a/FormalSciences/ComputerScience/WebDevelopment/7.Tools/PM2 工具.md b/FormalSciences/ComputerScience/WebDevelopment/7.Tools/PM2 工具.md
index be557f70..7b368c92 100644
--- a/FormalSciences/ComputerScience/WebDevelopment/7.Tools/PM2 工具.md	
+++ b/FormalSciences/ComputerScience/WebDevelopment/7.Tools/PM2 工具.md	
@@ -5,8 +5,8 @@ keywords:
   - Node
   - PM2
 tags:
-  - FullStack/工具
-sidebar_position: 3
+  - FormalSciences/ComputerScience
+  - Webdevelopment/Tools
 author: 7Wate
 date: 2023-10-12
 ---
diff --git a/FormalSciences/ComputerScience/WebDevelopment/7.Tools/Webpack.md b/FormalSciences/ComputerScience/WebDevelopment/7.Tools/Webpack.md
index e7c5f923..cfe409b7 100644
--- a/FormalSciences/ComputerScience/WebDevelopment/7.Tools/Webpack.md
+++ b/FormalSciences/ComputerScience/WebDevelopment/7.Tools/Webpack.md
@@ -6,8 +6,8 @@ keywords:
   - JavaScript
   - 打包
 tags:
-  - FullStack/工具
-sidebar_position: 2
+  - FormalSciences/ComputerScience
+  - Webdevelopment/Tools
 author: 7Wate
 date: 2023-10-17
 ---
diff --git a/FormalSciences/ComputerScience/WebDevelopment/7.Tools/包管理工具.md b/FormalSciences/ComputerScience/WebDevelopment/7.Tools/包管理工具.md
index 6c1bec20..b6401100 100644
--- a/FormalSciences/ComputerScience/WebDevelopment/7.Tools/包管理工具.md
+++ b/FormalSciences/ComputerScience/WebDevelopment/7.Tools/包管理工具.md
@@ -8,8 +8,8 @@ keywords:
   - yarn
   - pnpm
 tags:
-  - FullStack/工具
-sidebar_position: 1
+  - FormalSciences/ComputerScience
+  - Webdevelopment/Tools
 author: 7Wate
 date: 2023-10-17
 ---
diff --git a/Obsidian/References/Wiki 管理规范.md b/Obsidian/References/Wiki 管理规范.md
index 6b9f9a1d..28d35459 100644
--- a/Obsidian/References/Wiki 管理规范.md	
+++ b/Obsidian/References/Wiki 管理规范.md	
@@ -317,7 +317,7 @@ tags:
 - 每季度通过 `Dataview` 插件生成草稿笔记列表，确保所有未完成的笔记都能得到回顾与完善。
 - 结合 `Calendar` 插件设定提醒，以推动知识从“草稿”状态向“完善中”或“已完成”转变。
 
-## 五、Graph View 的应用
+## 五、Graph View
 
 **Graph View** 可以帮助你直观了解知识库中各个笔记之间的联系，发现孤立或缺少链接的笔记。
 
@@ -331,6 +331,56 @@ tags:
 - 对比知识密集度和孤立笔记的分布，找出薄弱环节。
 - 定期为孤立笔记添加双向链接，提升知识库的整体联通性。
 
+### 3. Graph View 颜色分配
+
+| **主要领域**                     | **子领域**                          | **颜色 (RGB)**     | **颜色 (中文)** |
+| -------------------------------- | ----------------------------------- | ------------------ | --------------- |
+| **Formal Sciences**（形式科学）  |                                     | rgb(31, 119, 180)  | 蓝色            |
+|                                  | Computer Science（计算机科学）      | rgb(174, 199, 232) | 浅蓝色          |
+|                                  | Information Theory（信息论）        | rgb(0, 80, 157)    | 深蓝色          |
+|                                  | Logic（逻辑学）                     | rgb(0, 157, 196)   | 青蓝色          |
+|                                  | Mathematics（数学）                 | rgb(46, 64, 83)    | 钢蓝色          |
+|                                  | Statistics（统计学）                | rgb(107, 174, 214) | 灰蓝色          |
+| **Natural Sciences**（自然科学） |                                     | rgb(44, 160, 44)   | 绿色            |
+|                                  | Astronomy（天文学）                 | rgb(152, 223, 138) | 浅绿色          |
+|                                  | Biology（生物学）                   | rgb(49, 163, 84)   | 草绿色          |
+|                                  | Chemistry（化学）                   | rgb(27, 111, 66)   | 深绿色          |
+|                                  | Geology（地质学）                   | rgb(134, 191, 134) | 灰绿色          |
+|                                  | Physics（物理学）                   | rgb(77, 146, 33)   | 松绿色          |
+| **Social Sciences**（社会科学）  |                                     | rgb(255, 127, 14)  | 橙色            |
+|                                  | Anthropology（人类学）              | rgb(255, 187, 120) | 浅橙色          |
+|                                  | Cultural Studies（文化研究）        | rgb(255, 153, 0)   | 橙黄色          |
+|                                  | Economics（经济学）                 | rgb(209, 122, 34)  | 深橙色          |
+|                                  | Geography（地理学）                 | rgb(242, 142, 43)  | 土黄色          |
+|                                  | International Relations（国际关系） | rgb(255, 183, 77)  | 金色            |
+|                                  | Linguistics（语言学）               | rgb(230, 85, 13)   | 橙红色          |
+|                                  | Politics（政治学）                  | rgb(227, 74, 51)   | 砖红色          |
+|                                  | Sociology（社会学）                 | rgb(217, 71, 1)    | 棕色            |
+| **Professional**（职业领域）     |                                     | rgb(148, 103, 189) | 紫色            |
+|                                  | Career Roadmap（职业发展）          | rgb(197, 176, 213) | 浅紫色          |
+|                                  | Certifications（职业认证）          | rgb(123, 104, 238) | 深紫色          |
+|                                  | Company（公司）                     | rgb(138, 125, 177) | 淡紫色          |
+|                                  | Project（项目）                     | rgb(179, 95, 208)  | 亮紫色          |
+|                                  | Skills（职业技能）                  | rgb(170, 136, 170) | 薰衣草色        |
+|                                  | Work（工作专业技能）                | rgb(81, 46, 95)    | 茄子紫色        |
+| **Personal**（个人）             |                                     | rgb(188, 189, 34)  | 黄色            |
+|                                  | Blog（博客）                        | rgb(215, 230, 81)  | 浅黄色          |
+|                                  | Book（书籍）                        | rgb(249, 220, 92)  | 金黄色          |
+|                                  | Health（健康）                      | rgb(247, 228, 118) | 明黄色          |
+|                                  | Journal（日记）                     | rgb(233, 196, 106) | 暖黄色          |
+|                                  | Life（生活）                        | rgb(236, 201, 75)  | 柔和黄          |
+|                                  | Photography（摄影）                 | rgb(244, 208, 63)  | 亮黄色          |
+|                                  | Writing（写作）                     | rgb(212, 172, 13)  | 深黄色          |
+| **Obsidian**（系统管理与工具）   |                                     | rgb(127, 127, 127) | 灰色            |
+|                                  | Canvas                              | rgb(199, 199, 199) | 浅灰色          |
+|                                  | References（参考文档）              | rgb(96, 96, 96)    | 钢灰色          |
+|                                  | Static（静态资源）                  | rgb(189, 189, 189) | 银灰色          |
+|                                  | Templates（模板）                   | rgb(140, 140, 140) | 暗灰色          |
+| **Archive**（归档）              |                                     | rgb(140, 86, 75)   | 棕色            |
+|                                  | 2023                                | rgb(140, 86, 75)   | 棕色            |
+|                                  | 2022                                | rgb(165, 99, 85)   | 浅棕色          |
+|                                  | 2021                                | rgb(102, 51, 0)    | 深棕色          |
+
 ## 六、插件自动化支持与使用指南
 
 为了进一步提升 Obsidian 的效率，通过插件可以实现一些自动化功能，减少手动操作，提升工作流的简洁性和高效性。
diff --git a/Personal/Blog/2018/11月28日晚 星期三 霾.md b/Personal/Blog/2018/11月28日晚 星期三 霾.md
index c01fb3fe..86e31d62 100644
--- a/Personal/Blog/2018/11月28日晚 星期三 霾.md	
+++ b/Personal/Blog/2018/11月28日晚 星期三 霾.md	
@@ -6,8 +6,8 @@ keywords:
   - 浮躁环境
   - 不忘初心
 tags:
-  - 生活/日记
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2018-11-28
diff --git a/Personal/Blog/2018/BombSquad-炸弹人小分队.md b/Personal/Blog/2018/BombSquad-炸弹人小分队.md
index d2d2ff48..55260433 100644
--- a/Personal/Blog/2018/BombSquad-炸弹人小分队.md
+++ b/Personal/Blog/2018/BombSquad-炸弹人小分队.md
@@ -5,8 +5,8 @@ keywords:
   - 游戏
   - 炸弹人小分队
 tags:
-  - 游戏/炸弹人小分队
-  - 博客/原创
+  - Blog/游戏
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2018-12-06
diff --git a/Personal/Blog/2018/如何免费创建一个属于自己的网站.md b/Personal/Blog/2018/如何免费创建一个属于自己的网站.md
index 5264764d..0e2d399f 100644
--- a/Personal/Blog/2018/如何免费创建一个属于自己的网站.md
+++ b/Personal/Blog/2018/如何免费创建一个属于自己的网站.md
@@ -8,8 +8,9 @@ keywords:
   - 数据库
   - 工具
 tags:
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2018-10-31
diff --git a/Personal/Blog/2018/英雄联盟 S8 全球总决赛.md b/Personal/Blog/2018/英雄联盟 S8 全球总决赛.md
index e513fe90..4355f3f5 100644
--- a/Personal/Blog/2018/英雄联盟 S8 全球总决赛.md	
+++ b/Personal/Blog/2018/英雄联盟 S8 全球总决赛.md	
@@ -7,8 +7,8 @@ keywords:
   - IG
   - 夺冠
 tags:
-  - 游戏/英雄联盟
-  - 博客/原创
+  - Blog/游戏
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2018-11-03
diff --git a/Personal/Blog/2018/螺蛳粉.md b/Personal/Blog/2018/螺蛳粉.md
index 76ae1290..f96b2090 100644
--- a/Personal/Blog/2018/螺蛳粉.md
+++ b/Personal/Blog/2018/螺蛳粉.md
@@ -7,8 +7,8 @@ keywords:
   - 郑州
   - 阿生哥
 tags:
-  - 美食/螺蛳粉
-  - 博客/原创
+  - Blog/美食
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2018-11-04
diff --git a/Personal/Blog/2020/Don`t Starve-饥荒.md b/Personal/Blog/2020/Don`t Starve-饥荒.md
index 8fc27554..c5d1e356 100644
--- a/Personal/Blog/2020/Don`t Starve-饥荒.md	
+++ b/Personal/Blog/2020/Don`t Starve-饥荒.md	
@@ -7,8 +7,8 @@ keywords:
   - 沙盒
   - 邀请
 tags:
-  - 游戏/饥荒
-  - 博客/原创
+  - Blog/游戏
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-09-03
diff --git a/Personal/Blog/2020/中国传统历法.md b/Personal/Blog/2020/中国传统历法.md
index 457528bc..02a9d21a 100644
--- a/Personal/Blog/2020/中国传统历法.md
+++ b/Personal/Blog/2020/中国传统历法.md
@@ -10,8 +10,8 @@ keywords:
   - 节气
   - 闰月
 tags:
-  - 文化/民俗
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-11-16
diff --git a/Personal/Blog/2020/初号机，起飞！.md b/Personal/Blog/2020/初号机，起飞！.md
index 853968bc..122c5933 100644
--- a/Personal/Blog/2020/初号机，起飞！.md
+++ b/Personal/Blog/2020/初号机，起飞！.md
@@ -7,8 +7,8 @@ keywords:
   - 成长
   - 青春
 tags:
-  - 记忆/童年
-  - 博客/原创
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-06-12
diff --git a/Personal/Blog/2020/吉普赛满天星.md b/Personal/Blog/2020/吉普赛满天星.md
index ccc2025f..be6915bb 100644
--- a/Personal/Blog/2020/吉普赛满天星.md
+++ b/Personal/Blog/2020/吉普赛满天星.md
@@ -6,8 +6,8 @@ keywords:
   - 成长日记
   - 快乐
 tags:
-  - 生活/园艺
-  - 博客/原创
+  - Blog/园艺
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-09-07
diff --git a/Personal/Blog/2020/夏日花记.md b/Personal/Blog/2020/夏日花记.md
index 590666aa..625f0002 100644
--- a/Personal/Blog/2020/夏日花记.md
+++ b/Personal/Blog/2020/夏日花记.md
@@ -8,8 +8,8 @@ keywords:
   - 多肉
   - 春天
 tags:
-  - 生活/园艺
-  - 博客/原创
+  - Blog/园艺
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-07-31
diff --git a/Personal/Blog/2020/幸福的事情都是需要等待的.md b/Personal/Blog/2020/幸福的事情都是需要等待的.md
index 6679bf57..543d66ab 100644
--- a/Personal/Blog/2020/幸福的事情都是需要等待的.md
+++ b/Personal/Blog/2020/幸福的事情都是需要等待的.md
@@ -9,9 +9,8 @@ keywords:
   - 等待
   - 幸福
 tags:
-  - 生活/感悟
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-11-15
diff --git a/Personal/Blog/2020/开源软件之道.md b/Personal/Blog/2020/开源软件之道.md
index 6c167ced..157b8c81 100644
--- a/Personal/Blog/2020/开源软件之道.md
+++ b/Personal/Blog/2020/开源软件之道.md
@@ -6,8 +6,8 @@ keywords:
   - 优缺点
   - 许可证
 tags:
-  - 社区/开源
-  - 博客/原创
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-07-02
diff --git a/Personal/Blog/2020/我的小羊肖恩.md b/Personal/Blog/2020/我的小羊肖恩.md
index 1ab0e305..f196b722 100644
--- a/Personal/Blog/2020/我的小羊肖恩.md
+++ b/Personal/Blog/2020/我的小羊肖恩.md
@@ -5,8 +5,8 @@ keywords:
   - 小羊
   - 肖恩
 tags:
-  - 记忆/洛阳
-  - 博客/原创
+  - Blog/生活
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-11-02
diff --git a/Personal/Blog/2020/数据恢复杂谈.md b/Personal/Blog/2020/数据恢复杂谈.md
index 75dea6dd..d9bcaac0 100644
--- a/Personal/Blog/2020/数据恢复杂谈.md
+++ b/Personal/Blog/2020/数据恢复杂谈.md
@@ -9,8 +9,8 @@ keywords:
   - 文件修复
   - 数据销毁
 tags:
-  - 生活/随笔
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-08-14
diff --git a/Personal/Blog/2020/注定不平凡的一年.md b/Personal/Blog/2020/注定不平凡的一年.md
index 6ca609ef..7bac4be9 100644
--- a/Personal/Blog/2020/注定不平凡的一年.md
+++ b/Personal/Blog/2020/注定不平凡的一年.md
@@ -6,8 +6,8 @@ keywords:
   - 纪念
   - 感悟
 tags:
-  - 生活/感悟
-  - 博客/原创
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-12-13
diff --git a/Personal/Blog/2020/浅谈个人服务器架构.md b/Personal/Blog/2020/浅谈个人服务器架构.md
index ed073e77..41cb9d2a 100644
--- a/Personal/Blog/2020/浅谈个人服务器架构.md
+++ b/Personal/Blog/2020/浅谈个人服务器架构.md
@@ -7,8 +7,8 @@ keywords:
   - 学生主机
   - 服务器架构
 tags:
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-07-08
diff --git a/Personal/Blog/2020/球鞋日记.md b/Personal/Blog/2020/球鞋日记.md
index 5f263391..f647ad48 100644
--- a/Personal/Blog/2020/球鞋日记.md
+++ b/Personal/Blog/2020/球鞋日记.md
@@ -8,8 +8,8 @@ keywords:
   - Nike
   - 扣篮
 tags:
-  - 记忆/高中
-  - 博客/原创
+  - Blog/生活
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-09-21
diff --git a/Personal/Blog/2020/記拾月.md b/Personal/Blog/2020/記拾月.md
index c9ae8cfa..1b4e2b4a 100644
--- a/Personal/Blog/2020/記拾月.md
+++ b/Personal/Blog/2020/記拾月.md
@@ -8,8 +8,8 @@ keywords:
   - 工作面试
   - 秋天
 tags:
-  - 生活/日记
-  - 博客/原创
+  - Blog/日志
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-10-31
diff --git a/Personal/Blog/2020/长安游记.md b/Personal/Blog/2020/长安游记.md
index a98cc541..0482214f 100644
--- a/Personal/Blog/2020/长安游记.md
+++ b/Personal/Blog/2020/长安游记.md
@@ -10,9 +10,9 @@ keywords:
   - 爬山
   - 美食
 tags:
-  - 游记/洛阳
-  - 游记/南阳
-  - 博客/原创
+  - Travel/洛阳
+  - Travel/南阳
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-07-18
diff --git a/Personal/Blog/2020/骑行在路上.md b/Personal/Blog/2020/骑行在路上.md
index fe1b51f2..0f8f73b8 100644
--- a/Personal/Blog/2020/骑行在路上.md
+++ b/Personal/Blog/2020/骑行在路上.md
@@ -8,10 +8,11 @@ keywords:
   - 洛阳
   - 开封
 tags:
-  - 游记/骑行
-  - 游记/开封
-  - 游记/洛阳
-  - 博客/原创
+  - Travel/骑行
+  - Travel/开封
+  - Travel/洛阳
+  - Blog/生活
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2020-05-27
diff --git a/Personal/Blog/2021/2021.md b/Personal/Blog/2021/2021.md
index 48fb6edf..26fa4c5e 100644
--- a/Personal/Blog/2021/2021.md
+++ b/Personal/Blog/2021/2021.md
@@ -7,8 +7,8 @@ keywords:
   - 身心成长
   - 美好生活
 tags:
-  - 年度/2021
-  - 博客/原创
+  - Blog/日志
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-02-12
diff --git a/Personal/Blog/2021/VIVO IQOO Neo3 开箱测评.md b/Personal/Blog/2021/VIVO IQOO Neo3 开箱测评.md
index 52dbbaf2..cac65c26 100644
--- a/Personal/Blog/2021/VIVO IQOO Neo3 开箱测评.md	
+++ b/Personal/Blog/2021/VIVO IQOO Neo3 开箱测评.md	
@@ -7,8 +7,8 @@ keywords:
   - Neo3
   - 开箱测评
 tags:
-  - 写作/测评
-  - 博客/原创
+  - Blog/写作
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-02-23
diff --git a/Personal/Blog/2021/上有天堂、下有苏杭.md b/Personal/Blog/2021/上有天堂、下有苏杭.md
index f7d2d744..84f65f1d 100644
--- a/Personal/Blog/2021/上有天堂、下有苏杭.md
+++ b/Personal/Blog/2021/上有天堂、下有苏杭.md
@@ -8,10 +8,10 @@ keywords:
   - 摄影
   - 作品
 tags:
-  - 游记/杭州
-  - 游记/西湖
-  - 摄影/作品
-  - 博客/原创
+  - Travel/杭州
+  - Travel/西湖
+  - Blog/摄影
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-07-02
diff --git a/Personal/Blog/2021/我开发的第一款软件.md b/Personal/Blog/2021/我开发的第一款软件.md
index 96c1afdc..37bd82a8 100644
--- a/Personal/Blog/2021/我开发的第一款软件.md
+++ b/Personal/Blog/2021/我开发的第一款软件.md
@@ -7,8 +7,8 @@ keywords:
   - 游戏BUG
   - 洛克王国
 tags:
-  - 记忆/高中
-  - 博客/原创
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-04-26
diff --git a/Personal/Blog/2021/我站立的地方是中国.md b/Personal/Blog/2021/我站立的地方是中国.md
index 672bf35a..f209f3f7 100644
--- a/Personal/Blog/2021/我站立的地方是中国.md
+++ b/Personal/Blog/2021/我站立的地方是中国.md
@@ -7,8 +7,8 @@ keywords:
   - 卫国
   - 戍边
 tags:
-  - 生活/日记
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-02-19
diff --git a/Personal/Blog/2021/我还在…….md b/Personal/Blog/2021/我还在…….md
index 2b020332..87f88ab3 100644
--- a/Personal/Blog/2021/我还在…….md
+++ b/Personal/Blog/2021/我还在…….md
@@ -6,9 +6,9 @@ keywords:
   - 打卡
   - 开封
 tags:
-  - 生活/随笔
-  - 游记/开封
-  - 博客/原创
+  - Blog/随笔
+  - Travel/开封
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-06-10
diff --git a/Personal/Blog/2021/星光不问赶路人.md b/Personal/Blog/2021/星光不问赶路人.md
index 455f167a..a3aeff76 100644
--- a/Personal/Blog/2021/星光不问赶路人.md
+++ b/Personal/Blog/2021/星光不问赶路人.md
@@ -9,10 +9,10 @@ keywords:
   - 洛阳
   - 老君山
 tags:
-  - 游记/洛阳
-  - 游记/老君山
-  - 摄影/作品
-  - 博客/原创
+  - Travel/洛阳
+  - Travel/老君山
+  - Blog/摄影
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-04-07
diff --git a/Personal/Blog/2021/济南呀济南的泰山之旅.md b/Personal/Blog/2021/济南呀济南的泰山之旅.md
index 2536cf68..8a5b19c3 100644
--- a/Personal/Blog/2021/济南呀济南的泰山之旅.md
+++ b/Personal/Blog/2021/济南呀济南的泰山之旅.md
@@ -6,9 +6,9 @@ keywords:
   - 夜爬泰山
   - 日出
 tags:
-  - 游记/济南
-  - 游记/泰山
-  - 博客/原创
+  - Travel/济南
+  - Travel/泰山
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-04-30
diff --git a/Personal/Blog/2021/涝疫结合.md b/Personal/Blog/2021/涝疫结合.md
index 335323b0..1050c3a6 100644
--- a/Personal/Blog/2021/涝疫结合.md
+++ b/Personal/Blog/2021/涝疫结合.md
@@ -8,8 +8,8 @@ keywords:
   - 酷暑
   - 天灾
 tags:
-  - 记忆/郑州
-  - 博客/原创
+  - Blog/生活
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-08-02
diff --git a/Personal/Blog/2021/申请 Jetbrains 开源项目授权.md b/Personal/Blog/2021/申请 Jetbrains 开源项目授权.md
index 10c22f07..f4777057 100644
--- a/Personal/Blog/2021/申请 Jetbrains 开源项目授权.md	
+++ b/Personal/Blog/2021/申请 Jetbrains 开源项目授权.md	
@@ -6,8 +6,8 @@ keywords:
   - 正版授权
   - 开源项目
 tags:
-  - 生产力工具/Jetbrains
-  - 博客/原创
+  - Blog/工作
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-02-26
diff --git a/Personal/Blog/2021/真·长安游记.md b/Personal/Blog/2021/真·长安游记.md
index fef8bd26..1e02a9ec 100644
--- a/Personal/Blog/2021/真·长安游记.md
+++ b/Personal/Blog/2021/真·长安游记.md
@@ -8,9 +8,9 @@ keywords:
   - 民俗
   - 小吃
 tags:
-  - 游记/西安
-  - 游记/华山
-  - 博客/原创
+  - Travel/西安
+  - Travel/华山
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-03-11
diff --git a/Personal/Blog/2021/记拾月.md b/Personal/Blog/2021/记拾月.md
index 4007f0df..da2f0b2a 100644
--- a/Personal/Blog/2021/记拾月.md
+++ b/Personal/Blog/2021/记拾月.md
@@ -8,8 +8,8 @@ keywords:
   - 腰疼
   - 胖30斤
 tags:
-  - 生活/日记
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-10-25
diff --git a/Personal/Blog/2021/贰号机、落幕.md b/Personal/Blog/2021/贰号机、落幕.md
index 728f0c96..70e5ae47 100644
--- a/Personal/Blog/2021/贰号机、落幕.md
+++ b/Personal/Blog/2021/贰号机、落幕.md
@@ -7,8 +7,8 @@ keywords:
   - 闲鱼
   - 折腾
 tags:
-  - 生活/随笔
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2021-09-23
diff --git a/Personal/Blog/2022/2022.md b/Personal/Blog/2022/2022.md
index df05b388..fa4ce3c1 100644
--- a/Personal/Blog/2022/2022.md
+++ b/Personal/Blog/2022/2022.md
@@ -6,8 +6,8 @@ keywords:
   - 生活
   - 2022规划
 tags:
-  - 年度/2022
-  - 博客/原创
+  - Blog/日志
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-02-03
diff --git a/Personal/Blog/2022/Halo 主题 Redemption 首发版.md b/Personal/Blog/2022/Halo 主题 Redemption 首发版.md
index 859f270b..922f7d60 100644
--- a/Personal/Blog/2022/Halo 主题 Redemption 首发版.md	
+++ b/Personal/Blog/2022/Halo 主题 Redemption 首发版.md	
@@ -5,8 +5,9 @@ keywords:
   - Halo 主题
   - Redemption
 tags:
-  - 开源项目/Redemption
-  - 博客/原创
+  - Project/Redemption
+  - Blog/开源
+  - Personal/Blog
 author: 7Wate
 date: 2022-11-02
 ---
diff --git a/Personal/Blog/2022/Hello Halo.md b/Personal/Blog/2022/Hello Halo.md
deleted file mode 100644
index 5d2651a3..00000000
--- a/Personal/Blog/2022/Hello Halo.md	
+++ /dev/null
@@ -1,28 +0,0 @@
----
-title: Hello Halo
-description: 欢迎使用 Halo
-keywords:
-  - Halo
-  - 博客系统
-tags:
-  - 博客/原创
-authors:
-  - 7Wate
-date: 2022-01-09
----
-
-## Hello Halo
-
-如果你看到了这一篇文章，那么证明你已经安装成功了，感谢使用 [Halo](https://halo.run) 进行创作，希望能够使用愉快。
-
-## 相关链接
-
-- 官网：[https://halo.run](https://halo.run)
-- 文档：[https://docs.halo.run](https://docs.halo.run)
-- 社区：[https://bbs.halo.run](https://bbs.halo.run)
-- 主题仓库：[https://halo.run/themes.html](https://halo.run/themes.html)
-- 开源地址：[https://github.com/halo-dev/halo](https://github.com/halo-dev/halo)
-
-在使用过程中，有任何问题都可以通过以上链接找寻答案，或者联系我们。
-
-> 这是一篇自动生成的文章，请删除这篇文章之后开始你的创作吧！
diff --git a/Personal/Blog/2022/Redemption 主题 0.2.1 版本.md b/Personal/Blog/2022/Redemption 主题 0.2.1 版本.md
index f59bbc83..a80515fe 100644
--- a/Personal/Blog/2022/Redemption 主题 0.2.1 版本.md	
+++ b/Personal/Blog/2022/Redemption 主题 0.2.1 版本.md	
@@ -6,8 +6,9 @@ keywords:
   - 主题
   - Redemption
 tags:
-  - 开源项目/Redemption
-  - 博客/原创
+  - Project/Redemption
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-09-14
diff --git a/Personal/Blog/2022/Redemption.md b/Personal/Blog/2022/Redemption.md
index cf2d92fe..c5aaff25 100644
--- a/Personal/Blog/2022/Redemption.md
+++ b/Personal/Blog/2022/Redemption.md
@@ -6,8 +6,9 @@ keywords:
   - 主题
   - Redemption
 tags:
-  - 开源项目/Redemption
-  - 博客/原创
+  - Project/Redemption
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-02-14
diff --git a/Personal/Blog/2022/「引用」博客的本质是电线杆子.md b/Personal/Blog/2022/「引用」博客的本质是电线杆子.md
index 7d0e390a..4534f2dc 100644
--- a/Personal/Blog/2022/「引用」博客的本质是电线杆子.md
+++ b/Personal/Blog/2022/「引用」博客的本质是电线杆子.md
@@ -6,8 +6,8 @@ keywords:
   - 流量分析
   - 访问量
 tags:
-  - 生活/感悟
-  - 博客/原创
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-03-18
diff --git a/Personal/Blog/2022/一线城市拥有一亩三分地是什么体验.md b/Personal/Blog/2022/一线城市拥有一亩三分地是什么体验.md
index 373ce5f3..a49b6f4b 100644
--- a/Personal/Blog/2022/一线城市拥有一亩三分地是什么体验.md
+++ b/Personal/Blog/2022/一线城市拥有一亩三分地是什么体验.md
@@ -9,8 +9,8 @@ keywords:
   - 养鱼
   - 规划
 tags:
-  - 生活/园艺
-  - 博客/原创
+  - Blog/园艺
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-04-06
diff --git a/Personal/Blog/2022/三步为你博客文章分析情感关键字.md b/Personal/Blog/2022/三步为你博客文章分析情感关键字.md
index 26c51e3c..3e80bb66 100644
--- a/Personal/Blog/2022/三步为你博客文章分析情感关键字.md
+++ b/Personal/Blog/2022/三步为你博客文章分析情感关键字.md
@@ -8,8 +8,9 @@ keywords:
   - 关键字
   - 个性
 tags:
-  - 开源项目/EndOfYear
-  - 博客/原创
+  - Project/EndOfYear
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-03-02
diff --git a/Personal/Blog/2022/不要在饿的时候吃螺蛳粉！.md b/Personal/Blog/2022/不要在饿的时候吃螺蛳粉！.md
index 55a99108..6e249f1e 100644
--- a/Personal/Blog/2022/不要在饿的时候吃螺蛳粉！.md
+++ b/Personal/Blog/2022/不要在饿的时候吃螺蛳粉！.md
@@ -7,9 +7,9 @@ keywords:
   - 味蕾
   - 情绪
 tags:
-  - 美食/螺蛳粉
-  - 博客/原创
-  - 成长/个人
+  - Blog/美食
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-08-27
diff --git a/Personal/Blog/2022/习惯养成第一步.md b/Personal/Blog/2022/习惯养成第一步.md
index e2903ddb..d7868dfd 100644
--- a/Personal/Blog/2022/习惯养成第一步.md
+++ b/Personal/Blog/2022/习惯养成第一步.md
@@ -6,8 +6,8 @@ keywords:
   - 早期
   - 生活
 tags:
-  - 成长/个人
-  - 博客/原创
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-10-08
diff --git a/Personal/Blog/2022/人在囧途——青海湖.md b/Personal/Blog/2022/人在囧途——青海湖.md
index abfc9dba..d9f4c01c 100644
--- a/Personal/Blog/2022/人在囧途——青海湖.md
+++ b/Personal/Blog/2022/人在囧途——青海湖.md
@@ -8,8 +8,8 @@ keywords:
   - 自由
   - 热爱
 tags:
-  - 游记/青海湖
-  - 博客/原创
+  - Travel/青海湖
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-10-10
diff --git a/Personal/Blog/2022/人格类型测试.md b/Personal/Blog/2022/人格类型测试.md
index 48f8dd9d..5f8a4786 100644
--- a/Personal/Blog/2022/人格类型测试.md
+++ b/Personal/Blog/2022/人格类型测试.md
@@ -8,9 +8,9 @@ keywords:
   - 决策
   - 挑战
 tags:
-  - 生活/随笔
-  - 博客/原创
-  - 成长/个人
+  - Blog/随笔
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-04-06
diff --git a/Personal/Blog/2022/你还记得曾经的梦想么？.md b/Personal/Blog/2022/你还记得曾经的梦想么？.md
index 8c7a11f5..7299b2a5 100644
--- a/Personal/Blog/2022/你还记得曾经的梦想么？.md
+++ b/Personal/Blog/2022/你还记得曾经的梦想么？.md
@@ -5,8 +5,8 @@ keywords:
   - B站
   - 梦想
 tags:
-  - 生活/感悟
-  - 博客/原创
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-03-24
diff --git a/Personal/Blog/2022/使用 Docusaurus 搭建优秀个人wiki.md b/Personal/Blog/2022/使用 Docusaurus 搭建优秀个人wiki.md
index 6e9beef9..d96120ab 100644
--- a/Personal/Blog/2022/使用 Docusaurus 搭建优秀个人wiki.md	
+++ b/Personal/Blog/2022/使用 Docusaurus 搭建优秀个人wiki.md	
@@ -8,8 +8,9 @@ keywords:
   - 配置
   - 部署
 tags:
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-07-27
diff --git a/Personal/Blog/2022/关于感情的事情.md b/Personal/Blog/2022/关于感情的事情.md
index eb2d6eab..9d8b41fa 100644
--- a/Personal/Blog/2022/关于感情的事情.md
+++ b/Personal/Blog/2022/关于感情的事情.md
@@ -8,9 +8,8 @@ keywords:
   - 精神富足
   - 善始善终
 tags:
-  - 生活/感悟
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-06-23
diff --git a/Personal/Blog/2022/关于花.md b/Personal/Blog/2022/关于花.md
index fecac982..bdadb440 100644
--- a/Personal/Blog/2022/关于花.md
+++ b/Personal/Blog/2022/关于花.md
@@ -7,8 +7,8 @@ keywords:
   - 文竹
   - 小装饰
 tags:
-  - 生活/园艺
-  - 博客/原创
+  - Blog/园艺
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-03-05
diff --git a/Personal/Blog/2022/关于郑州的互联网记忆.md b/Personal/Blog/2022/关于郑州的互联网记忆.md
index dffb5b4e..3ffb73c0 100644
--- a/Personal/Blog/2022/关于郑州的互联网记忆.md
+++ b/Personal/Blog/2022/关于郑州的互联网记忆.md
@@ -7,8 +7,8 @@ keywords:
   - 烂尾楼
   - 疫情
 tags:
-  - 记忆/郑州
-  - 博客/原创
+  - Blog/生活
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-12-29
diff --git a/Personal/Blog/2022/再游嵩山.md b/Personal/Blog/2022/再游嵩山.md
index e449a3a8..319ac271 100644
--- a/Personal/Blog/2022/再游嵩山.md
+++ b/Personal/Blog/2022/再游嵩山.md
@@ -10,9 +10,9 @@ keywords:
   - 流星
   - 回忆
 tags:
-  - 游记/嵩山
-  - 摄影/作品
-  - 博客/原创
+  - Travel/嵩山
+  - Blog/摄影
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-03-17
diff --git a/Personal/Blog/2022/写十万字的博客是一种什么感觉.md b/Personal/Blog/2022/写十万字的博客是一种什么感觉.md
index 2d032644..5cc8691e 100644
--- a/Personal/Blog/2022/写十万字的博客是一种什么感觉.md
+++ b/Personal/Blog/2022/写十万字的博客是一种什么感觉.md
@@ -8,8 +8,8 @@ keywords:
   - 突破
   - 成就
 tags:
-  - 生活/日记
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-05-17
diff --git a/Personal/Blog/2022/写博客的正确姿势 - 先行版.md b/Personal/Blog/2022/写博客的正确姿势 - 先行版.md
index 150e3bd5..bc0c02a7 100644
--- a/Personal/Blog/2022/写博客的正确姿势 - 先行版.md	
+++ b/Personal/Blog/2022/写博客的正确姿势 - 先行版.md	
@@ -7,8 +7,8 @@ keywords:
   - 灵感
   - 草稿箱
 tags:
-  - 写作/技巧
-  - 博客/原创
+  - Blog/写作
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-08-25
diff --git a/Personal/Blog/2022/写博客的正确姿势 - 测试版.md b/Personal/Blog/2022/写博客的正确姿势 - 测试版.md
index 8f757bfb..42b2c78d 100644
--- a/Personal/Blog/2022/写博客的正确姿势 - 测试版.md	
+++ b/Personal/Blog/2022/写博客的正确姿势 - 测试版.md	
@@ -6,8 +6,8 @@ keywords:
   - 日志
   - 生产力
 tags:
-  - 写作/技巧
-  - 博客/原创
+  - Blog/写作
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-08-25
diff --git a/Personal/Blog/2022/原点.md b/Personal/Blog/2022/原点.md
index 2b7b0125..c1999e24 100644
--- a/Personal/Blog/2022/原点.md
+++ b/Personal/Blog/2022/原点.md
@@ -9,9 +9,8 @@ keywords:
   - 成长
   - 感悟
 tags:
-  - 生活/感悟
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-02-02
diff --git a/Personal/Blog/2022/如何免费获得 Jetbrains 正版授权.md b/Personal/Blog/2022/如何免费获得 Jetbrains 正版授权.md
index 4120c382..f7e36cb5 100644
--- a/Personal/Blog/2022/如何免费获得 Jetbrains 正版授权.md	
+++ b/Personal/Blog/2022/如何免费获得 Jetbrains 正版授权.md	
@@ -5,8 +5,8 @@ keywords:
   - Jetbrains
   - 开源授权
 tags:
-  - 生产力工具/Jetbrains
-  - 博客/原创
+  - Blog/工作
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-03-18
diff --git a/Personal/Blog/2022/我是关系户.md b/Personal/Blog/2022/我是关系户.md
index a2a2a8d4..25379be1 100644
--- a/Personal/Blog/2022/我是关系户.md
+++ b/Personal/Blog/2022/我是关系户.md
@@ -6,9 +6,8 @@ keywords:
   - 书籍分享
   - 社交互动
 tags:
-  - 生活/感悟
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-08-31
diff --git a/Personal/Blog/2022/我要拔智齿！！！.md b/Personal/Blog/2022/我要拔智齿！！！.md
index 8873d585..78f7d134 100644
--- a/Personal/Blog/2022/我要拔智齿！！！.md
+++ b/Personal/Blog/2022/我要拔智齿！！！.md
@@ -8,8 +8,8 @@ keywords:
   - 医院
   - 痛苦
 tags:
-  - 生活/随笔
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-03-24
diff --git a/Personal/Blog/2022/数字文化遗产.md b/Personal/Blog/2022/数字文化遗产.md
index c91902b1..fee1b5aa 100644
--- a/Personal/Blog/2022/数字文化遗产.md
+++ b/Personal/Blog/2022/数字文化遗产.md
@@ -8,8 +8,9 @@ keywords:
   - 文化传承
   - 数字化
 tags:
-  - 开源项目/数字文化遗产
-  - 博客/原创
+  - Project/数字文化遗产
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-05-30
diff --git a/Personal/Blog/2022/新冠笔记.md b/Personal/Blog/2022/新冠笔记.md
index 683acd18..20e4bbb6 100644
--- a/Personal/Blog/2022/新冠笔记.md
+++ b/Personal/Blog/2022/新冠笔记.md
@@ -8,8 +8,8 @@ keywords:
   - 预测
   - 帮助
 tags:
-  - 生活/随笔
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-12-27
diff --git a/Personal/Blog/2022/新手村村长.md b/Personal/Blog/2022/新手村村长.md
index d7cb62c2..ab7f9642 100644
--- a/Personal/Blog/2022/新手村村长.md
+++ b/Personal/Blog/2022/新手村村长.md
@@ -9,8 +9,8 @@ keywords:
   - 计划
   - 建议
 tags:
-  - 工作/经验
-  - 博客/原创
+  - Blog/工作
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-07-19
diff --git a/Personal/Blog/2022/是微风、是晚霞、是来日方长.md b/Personal/Blog/2022/是微风、是晚霞、是来日方长.md
index 1616a8ec..615fc5a2 100644
--- a/Personal/Blog/2022/是微风、是晚霞、是来日方长.md
+++ b/Personal/Blog/2022/是微风、是晚霞、是来日方长.md
@@ -8,8 +8,8 @@ keywords:
   - 交警
   - 拦截
 tags:
-  - 游记/巩义
-  - 博客/原创
+  - Travel/巩义
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-04-12
diff --git a/Personal/Blog/2022/最近在折腾什么…….md b/Personal/Blog/2022/最近在折腾什么…….md
index 21bb002e..e899f1b2 100644
--- a/Personal/Blog/2022/最近在折腾什么…….md
+++ b/Personal/Blog/2022/最近在折腾什么…….md
@@ -8,8 +8,8 @@ keywords:
   - 网站
   - 学习
 tags:
-  - 生活/日记
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-01-21
diff --git a/Personal/Blog/2022/最近的生活.md b/Personal/Blog/2022/最近的生活.md
index 1beac2cc..e7588923 100644
--- a/Personal/Blog/2022/最近的生活.md
+++ b/Personal/Blog/2022/最近的生活.md
@@ -7,8 +7,8 @@ keywords:
   - 单位生活
   - 工作学习
 tags:
-  - 生活/日记
-  - 博客/原创
+  - Blog/生活
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-05-25
diff --git a/Personal/Blog/2022/月季到了.md b/Personal/Blog/2022/月季到了.md
index 29ad364f..608eb999 100644
--- a/Personal/Blog/2022/月季到了.md
+++ b/Personal/Blog/2022/月季到了.md
@@ -7,8 +7,8 @@ keywords:
   - 除草
   - 种菜
 tags:
-  - 生活/园艺
-  - 博客/原创
+  - Blog/园艺
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-04-19
diff --git a/Personal/Blog/2022/浅谈一下自己折腾的网站.md b/Personal/Blog/2022/浅谈一下自己折腾的网站.md
index 2ebfc726..e816e568 100644
--- a/Personal/Blog/2022/浅谈一下自己折腾的网站.md
+++ b/Personal/Blog/2022/浅谈一下自己折腾的网站.md
@@ -7,8 +7,9 @@ keywords:
   - Gitea
   - NextCloud
 tags:
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-02-14
diff --git a/Personal/Blog/2022/番茄开花啦 ~.md b/Personal/Blog/2022/番茄开花啦 ~.md
index 1fc63fb6..95761c6b 100644
--- a/Personal/Blog/2022/番茄开花啦 ~.md	
+++ b/Personal/Blog/2022/番茄开花啦 ~.md	
@@ -7,8 +7,8 @@ keywords:
   - 除草
   - 浇水
 tags:
-  - 生活/园艺
-  - 博客/原创
+  - Blog/园艺
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-05-31
diff --git a/Personal/Blog/2022/种下了一些瓜果蔬菜.md b/Personal/Blog/2022/种下了一些瓜果蔬菜.md
index 4a4ddc56..9da85020 100644
--- a/Personal/Blog/2022/种下了一些瓜果蔬菜.md
+++ b/Personal/Blog/2022/种下了一些瓜果蔬菜.md
@@ -8,8 +8,8 @@ keywords:
   - 计划
   - VLog
 tags:
-  - 生活/园艺
-  - 博客/原创
+  - Blog/园艺
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-04-24
diff --git a/Personal/Blog/2022/罪恶应该被遗传么.md b/Personal/Blog/2022/罪恶应该被遗传么.md
index 60da4bf3..a4b27fc7 100644
--- a/Personal/Blog/2022/罪恶应该被遗传么.md
+++ b/Personal/Blog/2022/罪恶应该被遗传么.md
@@ -7,8 +7,8 @@ keywords:
   - 英国
   - 变革
 tags:
-  - 生活/感悟
-  - 博客/原创
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-10-13
diff --git a/Personal/Blog/2022/自律的痛苦······.md b/Personal/Blog/2022/自律的痛苦······.md
index 8e70403d..f40ada0b 100644
--- a/Personal/Blog/2022/自律的痛苦······.md
+++ b/Personal/Blog/2022/自律的痛苦······.md
@@ -9,8 +9,8 @@ keywords:
   - 娱乐
   - 出行
 tags:
-  - 生活/感悟
-  - 博客/原创
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-03-31
diff --git a/Personal/Blog/2022/论成年人的睡眠.md b/Personal/Blog/2022/论成年人的睡眠.md
index 5cc628b3..2b83d435 100644
--- a/Personal/Blog/2022/论成年人的睡眠.md
+++ b/Personal/Blog/2022/论成年人的睡眠.md
@@ -7,8 +7,8 @@ keywords:
   - 压力
   - 放松
 tags:
-  - 生活/感悟
-  - 博客/原创
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-02-24
diff --git a/Personal/Blog/2022/谈谈我的「数字文具盒」 - NextCloud.md b/Personal/Blog/2022/谈谈我的「数字文具盒」 - NextCloud.md
index 92793474..54c729d2 100644
--- a/Personal/Blog/2022/谈谈我的「数字文具盒」 - NextCloud.md	
+++ b/Personal/Blog/2022/谈谈我的「数字文具盒」 - NextCloud.md	
@@ -6,9 +6,9 @@ keywords:
   - 数字化
   - 效率
 tags:
-  - 开源项目/数字文具盒
-  - 生产力工具/NextCloud
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-11-30
diff --git a/Personal/Blog/2022/谈谈我的「数字文具盒」 - Obsidian.md b/Personal/Blog/2022/谈谈我的「数字文具盒」 - Obsidian.md
index 4f087838..d16e08b0 100644
--- a/Personal/Blog/2022/谈谈我的「数字文具盒」 - Obsidian.md	
+++ b/Personal/Blog/2022/谈谈我的「数字文具盒」 - Obsidian.md	
@@ -5,9 +5,9 @@ keywords:
   - obsidian
   - Docusaurus
 tags:
-  - 生产力工具/Obsidian
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-11-30
diff --git a/Personal/Blog/2022/谈谈我的「数字文具盒」 - 心得体会.md b/Personal/Blog/2022/谈谈我的「数字文具盒」 - 心得体会.md
index bfd9b760..524b4fe0 100644
--- a/Personal/Blog/2022/谈谈我的「数字文具盒」 - 心得体会.md	
+++ b/Personal/Blog/2022/谈谈我的「数字文具盒」 - 心得体会.md	
@@ -7,9 +7,9 @@ keywords:
   - 效率
   - 适合自己
 tags:
-  - 工作/效率
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-11-30
diff --git a/Personal/Blog/2022/谈谈我的「数字文具盒」 - 数字基建.md b/Personal/Blog/2022/谈谈我的「数字文具盒」 - 数字基建.md
index 7a167b87..de6fab9c 100644
--- a/Personal/Blog/2022/谈谈我的「数字文具盒」 - 数字基建.md	
+++ b/Personal/Blog/2022/谈谈我的「数字文具盒」 - 数字基建.md	
@@ -8,8 +8,9 @@ keywords:
   - 云服务器
   - 域名
 tags:
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-11-28
diff --git a/Personal/Blog/2022/谈谈我的「数字文具盒」 - 生产力工具（上）.md b/Personal/Blog/2022/谈谈我的「数字文具盒」 - 生产力工具（上）.md
index 2cd8a4fd..654b7a5a 100644
--- a/Personal/Blog/2022/谈谈我的「数字文具盒」 - 生产力工具（上）.md	
+++ b/Personal/Blog/2022/谈谈我的「数字文具盒」 - 生产力工具（上）.md	
@@ -7,8 +7,9 @@ keywords:
   - 知识库
   - RSS订阅
 tags:
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-11-28
diff --git a/Personal/Blog/2022/谈谈我的「数字文具盒」 - 生产力工具（下）.md b/Personal/Blog/2022/谈谈我的「数字文具盒」 - 生产力工具（下）.md
index 721a482a..1a7a2ae8 100644
--- a/Personal/Blog/2022/谈谈我的「数字文具盒」 - 生产力工具（下）.md	
+++ b/Personal/Blog/2022/谈谈我的「数字文具盒」 - 生产力工具（下）.md	
@@ -5,8 +5,9 @@ keywords:
   - 数字文具盒
   - 生产力工具
 tags:
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-11-30
diff --git a/Personal/Blog/2022/谈谈我的「数字文具盒」 - 番外篇.md b/Personal/Blog/2022/谈谈我的「数字文具盒」 - 番外篇.md
index 199bbb30..d786fdf2 100644
--- a/Personal/Blog/2022/谈谈我的「数字文具盒」 - 番外篇.md	
+++ b/Personal/Blog/2022/谈谈我的「数字文具盒」 - 番外篇.md	
@@ -6,8 +6,9 @@ keywords:
   - DNS
   - 网络代理
 tags:
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-11-28
diff --git a/Personal/Blog/2022/谈谈我的「数字文具盒」 - 运行平台.md b/Personal/Blog/2022/谈谈我的「数字文具盒」 - 运行平台.md
index dfa8612b..94545e48 100644
--- a/Personal/Blog/2022/谈谈我的「数字文具盒」 - 运行平台.md	
+++ b/Personal/Blog/2022/谈谈我的「数字文具盒」 - 运行平台.md	
@@ -7,8 +7,9 @@ keywords:
   - Linux
   - Docker
 tags:
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-11-28
diff --git a/Personal/Blog/2022/谈谈我的「数字文具盒」.md b/Personal/Blog/2022/谈谈我的「数字文具盒」.md
index 5462fb7f..4e00898f 100644
--- a/Personal/Blog/2022/谈谈我的「数字文具盒」.md
+++ b/Personal/Blog/2022/谈谈我的「数字文具盒」.md
@@ -6,8 +6,9 @@ keywords:
   - 生产力工具
   - 服务器迁移
 tags:
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-11-21
diff --git a/Personal/Blog/2022/这个周末.md b/Personal/Blog/2022/这个周末.md
index 2d327a62..623ab606 100644
--- a/Personal/Blog/2022/这个周末.md
+++ b/Personal/Blog/2022/这个周末.md
@@ -8,8 +8,8 @@ keywords:
   - 节目
   - 游戏
 tags:
-  - 记忆/高中
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-02-21
diff --git a/Personal/Blog/2022/通货膨胀的猪.md b/Personal/Blog/2022/通货膨胀的猪.md
index bac720e6..c47aec01 100644
--- a/Personal/Blog/2022/通货膨胀的猪.md
+++ b/Personal/Blog/2022/通货膨胀的猪.md
@@ -8,8 +8,8 @@ keywords:
   - 价格因素
   - 市场因素
 tags:
-  - 生活/随笔
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-08-30
diff --git a/Personal/Blog/2022/闭门锁网.md b/Personal/Blog/2022/闭门锁网.md
index 344da16a..9650025f 100644
--- a/Personal/Blog/2022/闭门锁网.md
+++ b/Personal/Blog/2022/闭门锁网.md
@@ -8,8 +8,8 @@ keywords:
   - 算法推送
   - 商业化
 tags:
-  - 生活/感悟
-  - 博客/原创
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-09-15
diff --git a/Personal/Blog/2022/非黑即白.md b/Personal/Blog/2022/非黑即白.md
index c84f1250..52eddbd5 100644
--- a/Personal/Blog/2022/非黑即白.md
+++ b/Personal/Blog/2022/非黑即白.md
@@ -6,9 +6,8 @@ keywords:
   - 灰色地带
   - 认知
 tags:
-  - 生活/感悟
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 author: 7Wate
 date: 2022-10-30
 ---
diff --git a/Personal/Blog/2022/首页加载速度优化方案.md b/Personal/Blog/2022/首页加载速度优化方案.md
index 8497aae1..b7e23ff4 100644
--- a/Personal/Blog/2022/首页加载速度优化方案.md
+++ b/Personal/Blog/2022/首页加载速度优化方案.md
@@ -6,8 +6,9 @@ keywords:
   - 首屏
   - 优化
 tags:
-  - 开源项目/Redemption
-  - 博客/原创
+  - Project/Redemption
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2022-11-03
diff --git a/Personal/Blog/2023/2023 年度微信读书报告.md b/Personal/Blog/2023/2023 年度微信读书报告.md
index 90225b67..eaa2f631 100644
--- a/Personal/Blog/2023/2023 年度微信读书报告.md	
+++ b/Personal/Blog/2023/2023 年度微信读书报告.md	
@@ -6,8 +6,8 @@ keywords:
   - 微信读书
   - 年终总结
 tags:
-  - 博客/原创
-  - 年度/2023
+  - Blog/日志
+  - Personal/Blog
 authors:
   - 仲平
 date: 2023-12-27
diff --git a/Personal/Blog/2023/Docusaurus 搭建.md b/Personal/Blog/2023/Docusaurus 搭建.md
index b7dce872..e95b6c47 100644
--- a/Personal/Blog/2023/Docusaurus 搭建.md	
+++ b/Personal/Blog/2023/Docusaurus 搭建.md	
@@ -7,8 +7,9 @@ keywords:
   - 个人
   - 知识库
 tags:
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-06-28
diff --git a/Personal/Blog/2023/Obsidian 使用 Templater 插件的个性化脚本.md b/Personal/Blog/2023/Obsidian 使用 Templater 插件的个性化脚本.md
index 5b8f2677..3716f89b 100644
--- a/Personal/Blog/2023/Obsidian 使用 Templater 插件的个性化脚本.md	
+++ b/Personal/Blog/2023/Obsidian 使用 Templater 插件的个性化脚本.md	
@@ -6,9 +6,9 @@ keywords:
   - templater
   - 个性化脚本
 tags:
-  - 生产力工具/Obsidian
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-09-05
diff --git a/Personal/Blog/2023/YubiKey 漂流记.md b/Personal/Blog/2023/YubiKey 漂流记.md
index 36004a10..53cd4186 100644
--- a/Personal/Blog/2023/YubiKey 漂流记.md	
+++ b/Personal/Blog/2023/YubiKey 漂流记.md	
@@ -6,8 +6,8 @@ keywords:
   - 历险记
   - 海淘
 tags:
-  - 写作/测评
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-01-10
diff --git a/Personal/Blog/2023/不要把幸福建立在别人的痛苦之上.md b/Personal/Blog/2023/不要把幸福建立在别人的痛苦之上.md
index da84ba15..743324bf 100644
--- a/Personal/Blog/2023/不要把幸福建立在别人的痛苦之上.md
+++ b/Personal/Blog/2023/不要把幸福建立在别人的痛苦之上.md
@@ -7,8 +7,8 @@ keywords:
   - 幸福
   - 痛苦
 tags:
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 仲平
 date: 2023-12-03
diff --git a/Personal/Blog/2023/为什么不推开那扇门？.md b/Personal/Blog/2023/为什么不推开那扇门？.md
index c9ef712f..98befc43 100644
--- a/Personal/Blog/2023/为什么不推开那扇门？.md
+++ b/Personal/Blog/2023/为什么不推开那扇门？.md
@@ -8,9 +8,8 @@ keywords:
   - 个体
   - 社会
 tags:
-  - 生活/感悟
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-02-23
diff --git a/Personal/Blog/2023/你愿意嫁给自己么？.md b/Personal/Blog/2023/你愿意嫁给自己么？.md
index 9a3fa698..6bf0a93c 100644
--- a/Personal/Blog/2023/你愿意嫁给自己么？.md
+++ b/Personal/Blog/2023/你愿意嫁给自己么？.md
@@ -8,9 +8,8 @@ keywords:
   - 认知
   - 执念
 tags:
-  - 生活/感悟
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-10-24
diff --git a/Personal/Blog/2023/写博客的正确姿势.md b/Personal/Blog/2023/写博客的正确姿势.md
index 6641d76c..ed6ce378 100644
--- a/Personal/Blog/2023/写博客的正确姿势.md
+++ b/Personal/Blog/2023/写博客的正确姿势.md
@@ -7,8 +7,8 @@ keywords:
   - 工作流
   - 经验分享
 tags:
-  - 写作/技巧
-  - 博客/原创
+  - Blog/写作
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-07-14
diff --git a/Personal/Blog/2023/唯有热爱可抵岁月漫长.md b/Personal/Blog/2023/唯有热爱可抵岁月漫长.md
index 6091c51e..906031f3 100644
--- a/Personal/Blog/2023/唯有热爱可抵岁月漫长.md
+++ b/Personal/Blog/2023/唯有热爱可抵岁月漫长.md
@@ -8,9 +8,8 @@ keywords:
   - 科技进步
   - 科技革新
 tags:
-  - 历史/计算机科学
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-08-29
diff --git a/Personal/Blog/2023/回首 2022 展望 2023.md b/Personal/Blog/2023/回首 2022 展望 2023.md
index 56c4106c..418dcc71 100644
--- a/Personal/Blog/2023/回首 2022 展望 2023.md	
+++ b/Personal/Blog/2023/回首 2022 展望 2023.md	
@@ -8,9 +8,8 @@ keywords:
   - 疫情
   - 活在当下
 tags:
-  - 年度/2023
-  - 年度/2022
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-01-05
diff --git a/Personal/Blog/2023/大学回忆录.md b/Personal/Blog/2023/大学回忆录.md
index 34e753c5..213a17e3 100644
--- a/Personal/Blog/2023/大学回忆录.md
+++ b/Personal/Blog/2023/大学回忆录.md
@@ -7,8 +7,8 @@ keywords:
   - 成长
   - 遗憾
 tags:
-  - 记忆/大学
-  - 博客/原创
+  - Blog/日志
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-03-21
diff --git a/Personal/Blog/2023/如何不写错别字！.md b/Personal/Blog/2023/如何不写错别字！.md
index ea89170f..39c5ca26 100644
--- a/Personal/Blog/2023/如何不写错别字！.md
+++ b/Personal/Blog/2023/如何不写错别字！.md
@@ -7,8 +7,8 @@ keywords:
   - 语法
   - 文字校验
 tags:
-  - 写作/技巧
-  - 博客/原创
+  - Blog/写作
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-01-06
diff --git a/Personal/Blog/2023/如何拍好一张照片.md b/Personal/Blog/2023/如何拍好一张照片.md
index 52c800ad..1627a8c0 100644
--- a/Personal/Blog/2023/如何拍好一张照片.md
+++ b/Personal/Blog/2023/如何拍好一张照片.md
@@ -9,8 +9,8 @@ keywords:
   - 构图
   - 后期
 tags:
-  - 摄影/技巧
-  - 博客/原创
+  - Blog/摄影
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-08-14
diff --git a/Personal/Blog/2023/家里的三块地.md b/Personal/Blog/2023/家里的三块地.md
index c459843e..6d6ff4aa 100644
--- a/Personal/Blog/2023/家里的三块地.md
+++ b/Personal/Blog/2023/家里的三块地.md
@@ -8,8 +8,8 @@ keywords:
   - 三块地
   - 成长
 tags:
-  - 记忆/童年
-  - 博客/原创
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-08-19
diff --git a/Personal/Blog/2023/岁月是把猪饲料，把我喂的嘎嘎胖.md b/Personal/Blog/2023/岁月是把猪饲料，把我喂的嘎嘎胖.md
index e2a2ad70..572f1d25 100644
--- a/Personal/Blog/2023/岁月是把猪饲料，把我喂的嘎嘎胖.md
+++ b/Personal/Blog/2023/岁月是把猪饲料，把我喂的嘎嘎胖.md
@@ -5,8 +5,8 @@ keywords:
   - 健身计划
   - 工作生活平衡
 tags:
-  - 生活/日记
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-07-27
diff --git a/Personal/Blog/2023/拾月游记.md b/Personal/Blog/2023/拾月游记.md
index 522dda3e..7176aeb8 100644
--- a/Personal/Blog/2023/拾月游记.md
+++ b/Personal/Blog/2023/拾月游记.md
@@ -8,9 +8,9 @@ keywords:
   - 露营
   - 开心
 tags:
-  - 游记/云台山
-  - 游记/神农架
-  - 博客/原创
+  - Travel/云台山
+  - Travel/神农架
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-10-09
diff --git a/Personal/Blog/2023/揭晓你的博客一年之最，尽在 EndOfYear！.md b/Personal/Blog/2023/揭晓你的博客一年之最，尽在 EndOfYear！.md
index 3800f314..d39fda95 100644
--- a/Personal/Blog/2023/揭晓你的博客一年之最，尽在 EndOfYear！.md	
+++ b/Personal/Blog/2023/揭晓你的博客一年之最，尽在 EndOfYear！.md	
@@ -7,8 +7,9 @@ keywords:
   - 年度报告
   - 博客
 tags:
-  - 开源项目/EndOfYear
-  - 博客/原创
+  - Project/EndOfYear
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-10-30
diff --git a/Personal/Blog/2023/早起、阅读、写作、运动、冥想.md b/Personal/Blog/2023/早起、阅读、写作、运动、冥想.md
index 205a686a..1922563d 100644
--- a/Personal/Blog/2023/早起、阅读、写作、运动、冥想.md
+++ b/Personal/Blog/2023/早起、阅读、写作、运动、冥想.md
@@ -9,8 +9,8 @@ keywords:
   - 冥想
   - 改变
 tags:
-  - 成长/个人
-  - 博客/原创
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-03-10
diff --git a/Personal/Blog/2023/最近半年的生活.md b/Personal/Blog/2023/最近半年的生活.md
index 682d0e9f..f00d59a9 100644
--- a/Personal/Blog/2023/最近半年的生活.md
+++ b/Personal/Blog/2023/最近半年的生活.md
@@ -8,8 +8,8 @@ keywords:
   - 装修
   - 照片
 tags:
-  - 生活/日记
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-05-19
diff --git a/Personal/Blog/2023/浅尝 Gitea 的 Actions.md b/Personal/Blog/2023/浅尝 Gitea 的 Actions.md
index cd206638..f0173180 100644
--- a/Personal/Blog/2023/浅尝 Gitea 的 Actions.md	
+++ b/Personal/Blog/2023/浅尝 Gitea 的 Actions.md	
@@ -7,8 +7,9 @@ keywords:
   - CI
   - CD
 tags:
-  - 博客/原创
-  - Git/高级
+  - Blog/开源
+  - SoftwareEngineering/Automation
+  - Personal/Blog
 authors:
   - 仲平
 date: 2023-12-22
diff --git a/Personal/Blog/2023/独立生活能力清单.md b/Personal/Blog/2023/独立生活能力清单.md
index f20250fb..74c37591 100644
--- a/Personal/Blog/2023/独立生活能力清单.md
+++ b/Personal/Blog/2023/独立生活能力清单.md
@@ -5,8 +5,8 @@ keywords:
   - 独立生活
   - 膳食指南
 tags:
-  - 生活/经验
-  - 博客/原创
+  - Blog/生活
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-07-28
diff --git a/Personal/Blog/2023/电脑坏了，我换了 Ubuntu.md b/Personal/Blog/2023/电脑坏了，我换了 Ubuntu.md
index 4fb6f042..330de278 100644
--- a/Personal/Blog/2023/电脑坏了，我换了 Ubuntu.md	
+++ b/Personal/Blog/2023/电脑坏了，我换了 Ubuntu.md	
@@ -7,8 +7,9 @@ keywords:
   - 生态
   - 经验
 tags:
-  - 博客/原创
-  - Linux/安装
+  - Blog/开源
+  - Linux
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-09-28
diff --git a/Personal/Blog/2023/看 V2Ex 的 ChatGPT 老哥浅谈办公室政治.md b/Personal/Blog/2023/看 V2Ex 的 ChatGPT 老哥浅谈办公室政治.md
index 3867e353..dca9d8c0 100644
--- a/Personal/Blog/2023/看 V2Ex 的 ChatGPT 老哥浅谈办公室政治.md	
+++ b/Personal/Blog/2023/看 V2Ex 的 ChatGPT 老哥浅谈办公室政治.md	
@@ -6,8 +6,8 @@ keywords:
   - 职场政治
   - 人际关系
 tags:
-  - 工作/经验
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-09-14
diff --git a/Personal/Blog/2023/破万卷书，行万里路！.md b/Personal/Blog/2023/破万卷书，行万里路！.md
index e476602f..c1ed1257 100644
--- a/Personal/Blog/2023/破万卷书，行万里路！.md
+++ b/Personal/Blog/2023/破万卷书，行万里路！.md
@@ -9,10 +9,10 @@ keywords:
   - 日照金山
   - 旅行
 tags:
-  - 游记/川西
-  - 游记/重庆
-  - 游记/丽江
-  - 博客/原创
+  - Travel/川西
+  - Travel/重庆
+  - Travel/丽江
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-02-08
diff --git a/Personal/Blog/2023/谈谈我的「数字文具盒」 - 个人工作流.md b/Personal/Blog/2023/谈谈我的「数字文具盒」 - 个人工作流.md
index 09dbded0..fd9f6e1d 100644
--- a/Personal/Blog/2023/谈谈我的「数字文具盒」 - 个人工作流.md	
+++ b/Personal/Blog/2023/谈谈我的「数字文具盒」 - 个人工作流.md	
@@ -7,9 +7,9 @@ keywords:
   - 数据自主权
   - 虚拟桌面
 tags:
-  - 工作/效率
-  - 开源项目/数字文具盒
-  - 博客/原创
+  - Project/数字文具盒
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-07-25
diff --git a/Personal/Blog/2023/长安三万里.md b/Personal/Blog/2023/长安三万里.md
index 8635f6f2..7f9cfda8 100644
--- a/Personal/Blog/2023/长安三万里.md
+++ b/Personal/Blog/2023/长安三万里.md
@@ -9,8 +9,8 @@ keywords:
   - 盛唐
   - 安史之乱
 tags:
-  - 写作/影评
-  - 博客/原创
+  - Blog/写作
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-07-17
diff --git a/Personal/Blog/2023/黄山归来不看岳.md b/Personal/Blog/2023/黄山归来不看岳.md
index 4b9bb660..5626e13b 100644
--- a/Personal/Blog/2023/黄山归来不看岳.md
+++ b/Personal/Blog/2023/黄山归来不看岳.md
@@ -7,9 +7,9 @@ keywords:
   - 宏村
   - 黄山
 tags:
-  - 游记/黄山
-  - 游记/徽州
-  - 博客/原创
+  - Travel/黄山
+  - Travel/徽州
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2023-05-04
diff --git a/Personal/Blog/2024/2023 年终问答.md b/Personal/Blog/2024/2023 年终问答.md
index 11285294..c230d591 100644
--- a/Personal/Blog/2024/2023 年终问答.md	
+++ b/Personal/Blog/2024/2023 年终问答.md	
@@ -5,8 +5,8 @@ keywords:
   - "2023"
   - 年终问答
 tags:
-  - 博客/原创
-  - 年度/2023
+  - Blog/日志
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-02-19
diff --git a/Personal/Blog/2024/CityWalk——公车挑战.md b/Personal/Blog/2024/CityWalk——公车挑战.md
index 25e4d3d7..49702a57 100644
--- a/Personal/Blog/2024/CityWalk——公车挑战.md
+++ b/Personal/Blog/2024/CityWalk——公车挑战.md
@@ -5,8 +5,8 @@ keywords:
   - CityWalk
   - 公车挑战
 tags:
-  - 博客/原创
-  - 生活/随笔
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-03-06
diff --git a/Personal/Blog/2024/Python 项目终极部署解决方案.md b/Personal/Blog/2024/Python 项目终极部署解决方案.md
index 0694b215..780d3b10 100644
--- a/Personal/Blog/2024/Python 项目终极部署解决方案.md	
+++ b/Personal/Blog/2024/Python 项目终极部署解决方案.md	
@@ -6,8 +6,8 @@ keywords:
   - 项目部署
   - 解决方案
 tags:
-  - 博客/原创
-  - Python/项目
+  - Blog/开源
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-01-24
diff --git a/Personal/Blog/2024/「救赎之路」更名「向阳而生」.md b/Personal/Blog/2024/「救赎之路」更名「向阳而生」.md
index 7dbf968c..82bb0ff9 100644
--- a/Personal/Blog/2024/「救赎之路」更名「向阳而生」.md
+++ b/Personal/Blog/2024/「救赎之路」更名「向阳而生」.md
@@ -6,7 +6,8 @@ keywords:
   - 向阳而生
   - 更名
 tags:
-  - 博客/原创
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-03-01
diff --git a/Personal/Blog/2024/一命二运三风水.md b/Personal/Blog/2024/一命二运三风水.md
index 4f4243f8..21067efa 100644
--- a/Personal/Blog/2024/一命二运三风水.md
+++ b/Personal/Blog/2024/一命二运三风水.md
@@ -4,8 +4,8 @@ description: 一命二运三风水，个人关于世界观的系统论述。
 keywords:
   - 一命二运三风水四积阴德五读书六名七相八敬神九交贵人十养生
 tags:
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 7Wate
 date: 2024-01-12
diff --git a/Personal/Blog/2024/乌兰哈达火山银河之旅.md b/Personal/Blog/2024/乌兰哈达火山银河之旅.md
index 27723977..7a4cab1c 100644
--- a/Personal/Blog/2024/乌兰哈达火山银河之旅.md
+++ b/Personal/Blog/2024/乌兰哈达火山银河之旅.md
@@ -9,9 +9,9 @@ keywords:
   - 云冈石窟
   - 五台山
 tags:
-  - 博客/原创
-  - 游记/山西
-  - 游记/内蒙古
+  - Travel/山西
+  - Travel/内蒙古
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-06-27
diff --git a/Personal/Blog/2024/冰箱，让你我错过了多少新鲜的生活？.md b/Personal/Blog/2024/冰箱，让你我错过了多少新鲜的生活？.md
index 70e0a81d..4116d3a8 100644
--- a/Personal/Blog/2024/冰箱，让你我错过了多少新鲜的生活？.md
+++ b/Personal/Blog/2024/冰箱，让你我错过了多少新鲜的生活？.md
@@ -7,8 +7,8 @@ keywords:
   - 人生
   - 明天
 tags:
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-06-27
diff --git a/Personal/Blog/2024/回读者信──240816.md b/Personal/Blog/2024/回读者信──240816.md
index f1866698..f5b5906e 100644
--- a/Personal/Blog/2024/回读者信──240816.md
+++ b/Personal/Blog/2024/回读者信──240816.md
@@ -5,9 +5,9 @@ keywords:
   - 读者
   - 回信
 tags:
-  - 博客/原创
-  - 写作/技巧
-  - 成长/个人
+  - Blog/写作
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-08-16
diff --git a/Personal/Blog/2024/回顾 2023.md b/Personal/Blog/2024/回顾 2023.md
index e1bd286e..9407503c 100644
--- a/Personal/Blog/2024/回顾 2023.md	
+++ b/Personal/Blog/2024/回顾 2023.md	
@@ -5,8 +5,8 @@ keywords:
   - "2023"
   - 年终总结
 tags:
-  - 年度/2023
-  - 博客/原创
+  - Blog/日志
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-02-27
diff --git a/Personal/Blog/2024/夜泊西湖听雨声.md b/Personal/Blog/2024/夜泊西湖听雨声.md
index 5fd26d5c..13239be6 100644
--- a/Personal/Blog/2024/夜泊西湖听雨声.md
+++ b/Personal/Blog/2024/夜泊西湖听雨声.md
@@ -5,8 +5,8 @@ keywords:
   - 杭州
   - 西湖
 tags:
-  - 博客/原创
-  - 游记/杭州
+  - Travel/杭州
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-04-29
diff --git a/Personal/Blog/2024/如何开好一场会？.md b/Personal/Blog/2024/如何开好一场会？.md
index 328d1918..d0f1ef95 100644
--- a/Personal/Blog/2024/如何开好一场会？.md
+++ b/Personal/Blog/2024/如何开好一场会？.md
@@ -4,8 +4,8 @@ description: 如何开好一场会？
 keywords:
   - 如何开好一场会？
 tags:
-  - 博客/原创
-  - 工作/经验
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-03-09
diff --git a/Personal/Blog/2024/如何打破信息茧房？.md b/Personal/Blog/2024/如何打破信息茧房？.md
index 8b0e46bb..bb8d5f56 100644
--- a/Personal/Blog/2024/如何打破信息茧房？.md
+++ b/Personal/Blog/2024/如何打破信息茧房？.md
@@ -7,8 +7,8 @@ keywords:
   - 多元化
   - RSS
 tags:
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-04-04
diff --git a/Personal/Blog/2024/富人的红灯与穷人的绿灯.md b/Personal/Blog/2024/富人的红灯与穷人的绿灯.md
index 494e6140..a8b7c5bc 100644
--- a/Personal/Blog/2024/富人的红灯与穷人的绿灯.md
+++ b/Personal/Blog/2024/富人的红灯与穷人的绿灯.md
@@ -6,8 +6,8 @@ keywords:
   - 生命价值
   - 红绿灯
 tags:
-  - 博客/原创
-  - 生活/感悟
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-04-18
diff --git a/Personal/Blog/2024/师从 ChatGPT.md b/Personal/Blog/2024/师从 ChatGPT.md
index 4329a7ca..fc3161d7 100644
--- a/Personal/Blog/2024/师从 ChatGPT.md	
+++ b/Personal/Blog/2024/师从 ChatGPT.md	
@@ -7,8 +7,8 @@ keywords:
   - 思维模型
   - ChatGPT
 tags:
-  - 成长/个人
-  - 博客/原创
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-04-17
diff --git a/Personal/Blog/2024/我又从 Ubunut 换成了 Fedora.md b/Personal/Blog/2024/我又从 Ubunut 换成了 Fedora.md
index 82b013d2..852f4373 100644
--- a/Personal/Blog/2024/我又从 Ubunut 换成了 Fedora.md	
+++ b/Personal/Blog/2024/我又从 Ubunut 换成了 Fedora.md	
@@ -5,8 +5,9 @@ keywords:
   - Ubuntu
   - Fedora
 tags:
-  - 博客/原创
-  - Linux/安装
+  - Blog/开源
+  - Linux
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-03-05
diff --git a/Personal/Blog/2024/我的一天.md b/Personal/Blog/2024/我的一天.md
index 721157ac..e67671dd 100644
--- a/Personal/Blog/2024/我的一天.md
+++ b/Personal/Blog/2024/我的一天.md
@@ -5,8 +5,8 @@ keywords:
   - 我的
   - 一天
 tags:
-  - 博客/原创
-  - 生活/日记
+  - Blog/生活
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-03-20
diff --git a/Personal/Blog/2024/打工三年记.md b/Personal/Blog/2024/打工三年记.md
index 9eeb00f4..09bc4bdd 100644
--- a/Personal/Blog/2024/打工三年记.md
+++ b/Personal/Blog/2024/打工三年记.md
@@ -6,9 +6,8 @@ keywords:
   - 经验
   - 收获
 tags:
-  - 博客/原创
-  - 工作/经验
-  - 成长/个人
+  - Blog/日志
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-04-29
diff --git a/Personal/Blog/2024/新奇的 HR 经历.md b/Personal/Blog/2024/新奇的 HR 经历.md
index f90cf2fa..96522aa9 100644
--- a/Personal/Blog/2024/新奇的 HR 经历.md	
+++ b/Personal/Blog/2024/新奇的 HR 经历.md	
@@ -6,8 +6,8 @@ keywords:
   - 面试
   - 求职
 tags:
-  - 博客/原创
-  - 工作/面试
+  - Blog/随笔
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-02-18
diff --git a/Personal/Blog/2024/穷则独善其身，达则兼济天下.md b/Personal/Blog/2024/穷则独善其身，达则兼济天下.md
index f1df1eb9..846f5b1c 100644
--- a/Personal/Blog/2024/穷则独善其身，达则兼济天下.md
+++ b/Personal/Blog/2024/穷则独善其身，达则兼济天下.md
@@ -5,8 +5,8 @@ keywords:
   - 感悟
   - 人生观
 tags:
-  - 博客/原创
-  - 成长/个人
+  - Blog/感悟
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-01-01
diff --git a/Personal/Blog/2024/继续开荒我那一亩三分地.md b/Personal/Blog/2024/继续开荒我那一亩三分地.md
index 61445816..547d5a15 100644
--- a/Personal/Blog/2024/继续开荒我那一亩三分地.md
+++ b/Personal/Blog/2024/继续开荒我那一亩三分地.md
@@ -5,7 +5,8 @@ keywords:
   - 开荒
   - 一亩三分地
 tags:
-  - 博客/原创
+  - Blog/园艺
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-05-13
diff --git a/Personal/Blog/2024/記伍月.md b/Personal/Blog/2024/記伍月.md
index 076343e6..d173417e 100644
--- a/Personal/Blog/2024/記伍月.md
+++ b/Personal/Blog/2024/記伍月.md
@@ -6,8 +6,8 @@ keywords:
   - 复盘
   - 总结
 tags:
-  - 博客/原创
-  - 成长/个人
+  - Blog/日志
+  - Personal/Blog
 authors:
   - 仲平
 date: 2024-05-31
diff --git a/Personal/Book/个人成长/习惯的力量（新版）.md b/Personal/Book/个人成长/习惯的力量（新版）.md
deleted file mode 100644
index ecf86c43..00000000
--- a/Personal/Book/个人成长/习惯的力量（新版）.md
+++ /dev/null
@@ -1,37 +0,0 @@
----
-title: 习惯的力量（新版）
-description: 本书作者综合了近20年科学家与商业对于“习惯学”的研究，包括数百篇学术研究、300多位科学家与企业管理者的访谈，以及数十家企业的实践研究成果，分三个部分探讨了个人的习惯、成功组织的习惯以及社会群体的习惯，作者都希格认为，只要掌握“习惯回路”，学习观察生活中
-keywords:
-  - 习惯的力量（新版）
-  - 个人成长
-tags:
-  - 阅读/个人成长
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《习惯的力量（新版）》
-- **作者**： 查尔斯·都希格
-- **分类**： 个人成长-认知思维
-- **ISBN**：9787508674421
-- **出版社**：中信出版集团
-
-## 概述
-
-本书作者综合了近20年科学家与商业对于“习惯学”的研究，包括数百篇学术研究、300多位科学家与企业管理者的访谈，以及数十家企业的实践研究成果，分三个部分探讨了个人的习惯、成功组织的习惯以及社会群体的习惯，作者都希格认为，只要掌握“习惯回路”，学习观察生活中的暗示与奖赏，找到能获得成就感的正确的惯常行为，无论个人、企业，还是社会群体，都能改变根深蒂固的习惯。学会利用“习惯的力量”，就能让人生与事业焕然一新。
-
-## 划线 
- 
-
-> 她以爱和鼓励教会我如何以合适的语言服务于他人。
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/个人成长/以极简的方式去生活.md b/Personal/Book/个人成长/以极简的方式去生活.md
index d318697d..bd587ff7 100644
--- a/Personal/Book/个人成长/以极简的方式去生活.md
+++ b/Personal/Book/个人成长/以极简的方式去生活.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "32012684"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/684/32012684/t7_32012684.jpg
 reviewCount: 4
 noteCount: 69
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/684/32012684/t7_32012684.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 4
@@ -17,9 +17,9 @@ keywords:
   - 以极简的方式去生活
   - 杨志华
 tags:
-  - 阅读/个人成长-认知思维
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/个人成长-认知思维
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/个人成长/写出我心：普通人如何通过写作表达自己.md b/Personal/Book/个人成长/写出我心：普通人如何通过写作表达自己.md
index 450e025b..51b24fb6 100644
--- a/Personal/Book/个人成长/写出我心：普通人如何通过写作表达自己.md
+++ b/Personal/Book/个人成长/写出我心：普通人如何通过写作表达自己.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "937589"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/589/937589/t7_937589.jpg
 reviewCount: 3
 noteCount: 58
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/589/937589/t7_937589.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 5
@@ -17,9 +17,9 @@ keywords:
   - 写出我心：普通人如何通过写作表达自己
   - 娜塔莉·戈德堡
 tags:
-  - 阅读/个人成长-情绪心灵
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/个人成长-情绪心灵
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/个人成长/刻意练习：如何从新手到大师.md b/Personal/Book/个人成长/刻意练习：如何从新手到大师.md
index d023131a..7007c40d 100644
--- a/Personal/Book/个人成长/刻意练习：如何从新手到大师.md
+++ b/Personal/Book/个人成长/刻意练习：如何从新手到大师.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "843464"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/95/YueWen_843464/t7_YueWen_843464.jpg
 reviewCount: 13
 noteCount: 37
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/95/YueWen_843464/t7_YueWen_843464.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 14
@@ -17,9 +17,9 @@ keywords:
   - 刻意练习：如何从新手到大师
   - 安德斯·艾利克森 罗伯特·普尔
 tags:
-  - 阅读/个人成长-认知思维
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/个人成长-人生哲学
+date: 2024-10-14
 
 ---
 
@@ -27,7 +27,7 @@ date: 2024-04-29
 
 - **书名**：《刻意练习：如何从新手到大师》
 - **作者**： 安德斯·艾利克森 罗伯特·普尔
-- **分类**： 个人成长-认知思维
+- **分类**： 个人成长-人生哲学
 - **ISBN**：9787111551287
 - **出版社**：机械工业出版社
 
@@ -97,14 +97,14 @@ date: 2024-04-29
 > 如果你没有进步，并不是因为你缺少天赋，而是因为你没有用正确的方法练习。 
 
 > 2012年5月，丹尼斯开始计算并记录他的差点时，差点为8.7，对只玩了几年高尔夫球的人来说，这已经是十分不错的成绩。到2014年下半年，他的差点在3和4之间浮动，那真的能给人留下深刻印象。在我写这本书时，也就是2015年下半年，丹尼斯在受过一次伤后恢复练习，那次受伤的经历，在一段时间内妨碍了他继续进步。他已经练习了6000余小时，因此，他已经在自己确定的1万小时训练的目标上完成了超过60%的部分。
-
-我们依然不知道丹尼斯能否实现他参加美国职业高尔夫巡回赛的目标，但他的经历清晰地表明，一个年龄已达30岁、从来没有真正打过高尔夫球的人，通过正确的练习，可以将自己变为一位高尔夫大师。 
+   
+   我们依然不知道丹尼斯能否实现他参加美国职业高尔夫巡回赛的目标，但他的经历清晰地表明，一个年龄已达30岁、从来没有真正打过高尔夫球的人，通过正确的练习，可以将自己变为一位高尔夫大师。 
 
 > 改变运动训练
-
-当我和全职运动员以及他们的教练交谈时，总是不无震惊地了解到，他们从来没有花时间辨别自己在哪些方面还可以改进，然后去设计出有针对性的训练方法。在事实上，运动员（特别是团体运动项目中的运动员）的大部分训练是在团体中进行的，并没有试图搞清楚每一位运动员应当着重训练些什么。
-
-此外，几乎没有人去了解杰出运动员运用的心理表征。纠正这种现象的理想方法是让运动员口头报告他们在比赛时一直在想些什么，这可能使研究人员、教练或者甚至运动员自己能设计一些训练任务，来改进他们对比赛情景的心理表征，而且会运用我们在第3章中描述过的同样方式。当然，有些十分杰出的运动员自己创建了有效的心理表征，但这些一流运动员中的大多数人甚至不知道，他们的想法与那些成就不那么杰出的运动员之间有何不同。 
+   
+   当我和全职运动员以及他们的教练交谈时，总是不无震惊地了解到，他们从来没有花时间辨别自己在哪些方面还可以改进，然后去设计出有针对性的训练方法。在事实上，运动员（特别是团体运动项目中的运动员）的大部分训练是在团体中进行的，并没有试图搞清楚每一位运动员应当着重训练些什么。
+   
+   此外，几乎没有人去了解杰出运动员运用的心理表征。纠正这种现象的理想方法是让运动员口头报告他们在比赛时一直在想些什么，这可能使研究人员、教练或者甚至运动员自己能设计一些训练任务，来改进他们对比赛情景的心理表征，而且会运用我们在第3章中描述过的同样方式。当然，有些十分杰出的运动员自己创建了有效的心理表征，但这些一流运动员中的大多数人甚至不知道，他们的想法与那些成就不那么杰出的运动员之间有何不同。 
 
 > 知识本身绝不是学习的目的 
 
@@ -117,6 +117,10 @@ date: 2024-04-29
 ## 笔记
 
 
+> 刻意练习的任务难度要适中，能收到反馈，有足够的次数重复练习，学习者能够纠正自己的错误。
+
+💭 打破自己的舒适圈，一步一个脚印一步一个台阶，持续的正反馈。
+
 > 天才存在吗
 为什么有些人对他们所做的事情如此擅长，擅长到令人不可思议的地步？
 
@@ -130,10 +134,6 @@ date: 2024-04-29
 
 💭 向内了解自我，向外认知世界，寻找到最合适自己的成长方式。
 
-> 刻意练习的任务难度要适中，能收到反馈，有足够的次数重复练习，学习者能够纠正自己的错误。
-
-💭 打破自己的舒适圈，一步一个脚印一步一个台阶，持续的正反馈。
-
 > 尽管我们不能确定地知道是什么导致这种现象的发生，但是，似乎那些密集的训练导致受训者的大脑将越来越大的部分专门用于这种记忆，从而留给其他类型记忆的脑灰质变少了。
 
 💭 脑容量是有限的，只有腾出空间才可以放进新东西
diff --git a/Personal/Book/个人成长/十分钟冥想.md b/Personal/Book/个人成长/十分钟冥想.md
index 532ccae9..81c81025 100644
--- a/Personal/Book/个人成长/十分钟冥想.md
+++ b/Personal/Book/个人成长/十分钟冥想.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "27184999"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/45/yuewen_27184999/t7_yuewen_271849991695026700.jpg
 reviewCount: 7
 noteCount: 37
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/45/yuewen_27184999/t7_yuewen_271849991695026700.jpg
 readingStatus: 读完
 progress: 90%
 totalReadDay: 13
@@ -17,9 +17,9 @@ keywords:
   - 十分钟冥想
   - 安迪·普迪科姆
 tags:
-  - 阅读/个人成长-人生哲学
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/个人成长-情绪心灵
+date: 2024-10-14
 
 ---
 
@@ -27,7 +27,7 @@ date: 2024-04-29
 
 - **书名**：《十分钟冥想》
 - **作者**： 安迪·普迪科姆
-- **分类**： 个人成长-人生哲学
+- **分类**： 个人成长-情绪心灵
 - **ISBN**：9787111639824
 - **出版社**：机械工业出版社
 
diff --git a/Personal/Book/个人成长/即兴表达.md b/Personal/Book/个人成长/即兴表达.md
deleted file mode 100644
index d7ec8484..00000000
--- a/Personal/Book/个人成长/即兴表达.md
+++ /dev/null
@@ -1,43 +0,0 @@
----
-title: 即兴表达
-description: 本书针对当代人的表达痛点，从即兴表达者必备的基本素质出发，提炼适用于不同场合的万能表达结构，总结沟通中常见的陷阱及应对策略，助力表达者精进表达，自信把握临场机遇，从容掌控每一个沟通瞬间。
-keywords:
-  - 即兴表达
-  - 个人成长
-tags:
-  - 阅读/个人成长
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《即兴表达》
-- **作者**： 王达峰
-- **分类**： 个人成长-沟通表达
-- **ISBN**：9787308199025
-- **出版社**：浙江大学出版社
-
-## 概述
-
-本书针对当代人的表达痛点，从即兴表达者必备的基本素质出发，提炼适用于不同场合的万能表达结构，总结沟通中常见的陷阱及应对策略，助力表达者精进表达，自信把握临场机遇，从容掌控每一个沟通瞬间。
-
-## 划线 
- 
-
-> 但需要注意一个关键点，这个目的一定要是基于对方的。
-
-## 笔记
-
-
-> 1．这个项目能给公司带来哪些好处？
-2．与同行的其他公司相比，我们公司做这个项目有多紧迫？
-3．如果拿到预算，你会如何花这些钱、如何监控财务？
-
-💭 项目创造的价值
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/个人成长/学习之道.md b/Personal/Book/个人成长/学习之道.md
index 462b9a3b..81d91d5b 100644
--- a/Personal/Book/个人成长/学习之道.md
+++ b/Personal/Book/个人成长/学习之道.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "843465"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/96/YueWen_843465/t7_YueWen_843465.jpg
 reviewCount: 10
 noteCount: 27
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/96/YueWen_843465/t7_YueWen_843465.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 7
@@ -17,9 +17,9 @@ keywords:
   - 学习之道
   - 芭芭拉·奥克利
 tags:
-  - 阅读/个人成长-人生哲学
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/个人成长-人生哲学
+date: 2024-10-14
 
 ---
 
@@ -51,12 +51,12 @@ date: 2024-04-29
 > 解决数学和科学难题，就像在钢琴上弹一首曲子。你练得越多,神经模型就越坚实，颜色就越深、越强壮。 
 
 > [插图]
-
-长达几个世纪以来，杀人者都对砒霜青睐有加。只要在早餐面包上撒一点，用不了一天你就会痛苦地一命呜呼。然而，在1875年的德国文理协会第48届会议上，有两个人坐在观众面前，轻松从容地服下了两倍于致命剂量的砒霜。可想而知，那时大家有多震惊！可第二天，他们又面带微笑，健康如故地回到了会场。尿检显示二人并没有使诈，他们确实服食了毒药。[插图]
-
-但是怎么可能有人服毒却不死，甚至看起来若无其事呢？
-
-这个看似无关的故事与我们将要讲到的拖延问题有许多可以类比之处。了解一些拖延症的认知心理学原理，就如同了解毒药的化学原理一样，能够帮助我们形成有益健康的预防机制。 
+   
+   长达几个世纪以来，杀人者都对砒霜青睐有加。只要在早餐面包上撒一点，用不了一天你就会痛苦地一命呜呼。然而，在1875年的德国文理协会第48届会议上，有两个人坐在观众面前，轻松从容地服下了两倍于致命剂量的砒霜。可想而知，那时大家有多震惊！可第二天，他们又面带微笑，健康如故地回到了会场。尿检显示二人并没有使诈，他们确实服食了毒药。[插图]
+   
+   但是怎么可能有人服毒却不死，甚至看起来若无其事呢？
+   
+   这个看似无关的故事与我们将要讲到的拖延问题有许多可以类比之处。了解一些拖延症的认知心理学原理，就如同了解毒药的化学原理一样，能够帮助我们形成有益健康的预防机制。 
 
 > 但如果你开始对某件事游刃有余，自然就会乐在其中了。 
 
diff --git a/Personal/Book/个人成长/学会写作：自我进阶的高效方法.md b/Personal/Book/个人成长/学会写作：自我进阶的高效方法.md
index c54228dd..39d95574 100644
--- a/Personal/Book/个人成长/学会写作：自我进阶的高效方法.md
+++ b/Personal/Book/个人成长/学会写作：自我进阶的高效方法.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "25546236"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/236/25546236/t7_25546236.jpg
 reviewCount: 2
 noteCount: 69
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/236/25546236/t7_25546236.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 5
@@ -17,9 +17,9 @@ keywords:
   - 学会写作：自我进阶的高效方法
   - 粥左罗
 tags:
-  - 阅读/个人成长-人生哲学
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/个人成长-人生哲学
+date: 2024-10-14
 
 ---
 
@@ -173,14 +173,14 @@ date: 2024-04-29
 > 想在写文章之前就想清楚怎么写，就能写得好，这不可能。我写了300多万字，还是想不清楚，一篇文章还要打磨半天，所以不要抱有完美主义倾向，你要记住：写完之前，完成最重要；写完后，完美最重要。 
 
 > 第4节 如何用动词、名词、形容词
-
-神经心理学认为，人的爬行脑（也就是控制人欲望的那部分大脑）更喜欢视觉化的信息，而不是抽象的信息。所以，我们进行内容表现时，要多做视觉化表达，少用抽象化表达。具体来说就是两个技巧：少用形容词，多用名词、动词。
-
-少用形容词
-
-文案广告圈有个不成文的定律：最好不用形容词。
-
-你想想看，在经典的广告中，我们确实几乎看不到形容词。
+   
+   神经心理学认为，人的爬行脑（也就是控制人欲望的那部分大脑）更喜欢视觉化的信息，而不是抽象的信息。所以，我们进行内容表现时，要多做视觉化表达，少用抽象化表达。具体来说就是两个技巧：少用形容词，多用名词、动词。
+   
+   少用形容词
+   
+   文案广告圈有个不成文的定律：最好不用形容词。
+   
+   你想想看，在经典的广告中，我们确实几乎看不到形容词。
 
 ## 笔记
 
diff --git a/Personal/Book/个人成长/底层逻辑.md b/Personal/Book/个人成长/底层逻辑.md
index 782b1096..54c603f2 100644
--- a/Personal/Book/个人成长/底层逻辑.md
+++ b/Personal/Book/个人成长/底层逻辑.md
@@ -17,8 +17,9 @@ keywords:
   - 底层逻辑
   - 吕白
 tags:
-  - 阅读/个人成长-人生哲学
-date: 2024-08-30
+  - Personal/Book
+  - Read/个人成长-人生哲学
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/个人成长/底层逻辑：看清这个世界的底牌.md b/Personal/Book/个人成长/底层逻辑：看清这个世界的底牌.md
index 129baf8f..1ec24265 100644
--- a/Personal/Book/个人成长/底层逻辑：看清这个世界的底牌.md
+++ b/Personal/Book/个人成长/底层逻辑：看清这个世界的底牌.md
@@ -17,8 +17,9 @@ keywords:
   - 底层逻辑：看清这个世界的底牌
   - 刘润
 tags:
-  - 阅读/个人成长-认知思维
-date: 2024-08-30
+  - Personal/Book
+  - Read/个人成长-认知思维
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/个人成长/当下的力量（白金版）.md b/Personal/Book/个人成长/当下的力量（白金版）.md
deleted file mode 100644
index 0ec8e8f9..00000000
--- a/Personal/Book/个人成长/当下的力量（白金版）.md
+++ /dev/null
@@ -1,61 +0,0 @@
----
-title: 当下的力量（白金版）
-description: 《当下的力量（白金版）》堪称心灵读物经典，作者埃克哈特·托利指出了我们日常痛苦的主要来源——被大脑思维所控制、焦虑过去和未来而非活在当下。但实际上，我们只能活在当下，活在此时此刻。通过向当下的臣服，你才能找到真正的力量，获得内在的智慧和真正的喜悦。作者在《
-keywords:
-  - 当下的力量（白金版）
-  - 个人成长
-tags:
-  - 阅读/个人成长
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《当下的力量（白金版）》
-- **作者**： 埃克哈特·托利
-- **分类**： 个人成长-励志成长
-- **ISBN**：9787508661766
-- **出版社**：中信出版集团
-
-## 概述
-
-《当下的力量（白金版）》堪称心灵读物经典，作者埃克哈特·托利指出了我们日常痛苦的主要来源——被大脑思维所控制、焦虑过去和未来而非活在当下。但实际上，我们只能活在当下，活在此时此刻。通过向当下的臣服，你才能找到真正的力量，获得内在的智慧和真正的喜悦。作者在《当下的力量》中提出了几个非常实用的方法，让自己认清时间的幻象，活在当下。《当下的力量》对于普遍焦虑、抑郁、压力大的现代大众读者来说，是一本切实有用的好书，将让我们认清时间的幻象，活在当下，找到真正的力量，发现平和与宁静的入口。
-
-## 划线 
- 
-
-> 你生存在这个世界就是要使宇宙的神圣目标得以实现。你看，你是多么重要！ 
-
-> 我们都知道ABC理论，A是引发你情绪的事件，B是你的信念或你对事情的诠释，C就是结果，即你的负面情绪。通常，当人们不喜欢C的时候，都会去找A的碴儿，尤其是与创造A有关的人。 
-
-> 。与其去改变外在的人、事、物，不如改变我们自己的内心来得省事省力。而你会发现，当你转变了内心的状态之后，环境也会随之转变，这就是所谓的“境由心转”！ 
-
-> 活在当下。 
-
-> 但是我们多少人还是活在过去之中不肯放下？未来还没有来临，你也根本不可能去掌握它。你所能拥有的，不就是当下这一刻吗？ 
-
-> 像《当下的力量》这样的书十年甚至几十年才能产生一本。它不仅仅是一本书；在这本书中还有活生生的能量，当你读这本书时你可能会感受到这种能量。它有一种惊人的力量， 
-
-> 我生命中的每一刻都是奇迹。这绝对是真的，不管我是否能够去实现它。
-
-## 笔记
-
-
-> 他认为，所有人类的疯狂行为都是出自无意识，受到我们从小被制约的人生模式操控。比如说，你对一件事情的反应、看法、做法等，通常都有一定的轨迹可循，但是你不一定喜欢或赞同它们。所以从某种程度上来说，我们都是一台被编好了程序的计算机
-
-💭 潜意识
-
-> 在书中，作者还提到了一个我们受苦的肇因：痛苦之身（pain body，第二章）。痛苦之身是我们内在的一个能量场，它是我们过去未被合理表达和适当释放而累积下来的负面情绪能量场。
-
-💭 痛苦需要缓释
-
-> 人类受苦的根源来自我们大脑的思维（第一章）。思维其实也不是问题，问题出在我们无法控制自己的思维，反倒成为思维的奴隶，成为自己“强迫性思维”的受害者。
-
-💭 除了身体上的痛苦，其它任何痛苦都是虚无缥缈的
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/个人成长/我的第一本人生规划手册.md b/Personal/Book/个人成长/我的第一本人生规划手册.md
index b075a410..11e4bae7 100644
--- a/Personal/Book/个人成长/我的第一本人生规划手册.md
+++ b/Personal/Book/个人成长/我的第一本人生规划手册.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "38334243"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/243/38334243/t7_38334243.jpg
 reviewCount: 3
 noteCount: 149
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/243/38334243/t7_38334243.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 8
@@ -17,9 +17,9 @@ keywords:
   - 我的第一本人生规划手册
   - 柏永辉
 tags:
-  - 阅读/个人成长-励志成长
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/个人成长-励志成长
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/个人成长/超级面试官：快速提升识人技能的面试实战手册.md b/Personal/Book/个人成长/超级面试官：快速提升识人技能的面试实战手册.md
index 0dc36d4f..70056c46 100644
--- a/Personal/Book/个人成长/超级面试官：快速提升识人技能的面试实战手册.md
+++ b/Personal/Book/个人成长/超级面试官：快速提升识人技能的面试实战手册.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "31594809"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/809/31594809/t7_31594809.jpg
 reviewCount: 3
 noteCount: 64
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/809/31594809/t7_31594809.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 5
@@ -17,9 +17,10 @@ keywords:
   - 超级面试官：快速提升识人技能的面试实战手册
   - 曾双喜
 tags:
-  - 阅读/个人成长-人在职场
-  - 阅读/笔记
-date: 2024-02-26
+  - Personal/Book
+  - Read/个人成长-人在职场
+date: 2024-10-14
+
 ---
 
 ## 简介
diff --git a/Personal/Book/医学健康/你是你吃出来的（套装共2册）.md b/Personal/Book/医学健康/你是你吃出来的（套装共2册）.md
index f22d5215..1894e33a 100644
--- a/Personal/Book/医学健康/你是你吃出来的（套装共2册）.md
+++ b/Personal/Book/医学健康/你是你吃出来的（套装共2册）.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "39128586"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/34/yuewen_39128586/t7_yuewen_391285861678700081.jpg
 reviewCount: 1
 noteCount: 27
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/34/yuewen_39128586/t7_yuewen_391285861678700081.jpg
 readingStatus: 读完
 progress: 94%
 totalReadDay: 14
@@ -17,9 +17,9 @@ keywords:
   - 你是你吃出来的（套装共2册）
   - 夏萌
 tags:
-  - 阅读/医学健康-健康
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/医学健康-健康
+date: 2024-10-14
 
 ---
 
@@ -63,10 +63,10 @@ date: 2024-04-29
 > 人体自身无法合成维生素，而且各种维生素之间不能相互转化，当某一种或几种维生素缺乏时很容易出现问题，因此怎么强调维生素的重要性也不为过 
 
 > 中国居民膳食指南及平衡膳食宝塔(2007)
-
-[插图]
-
-2007—2016年，这10年人们的生活方式变得更加方便快捷，糖尿病、高血压等慢病成为非常严重的社会问题，更多研究资料显示工业化加工食品对人体健康产生了严重的副作用。同时，蛋白质、维生素A、铁、钙的普遍缺乏仍然存在，营养不平衡成为普遍现象。大家在享受各种美味食品时，往往忘记了食物多样化以及正确的膳食结构给健康带来的益处，所以，这一版的膳食指南除了宝塔外，还增加了膳食餐盘，提醒人们重视食物结构。 
+   
+   [插图]
+   
+   2007—2016年，这10年人们的生活方式变得更加方便快捷，糖尿病、高血压等慢病成为非常严重的社会问题，更多研究资料显示工业化加工食品对人体健康产生了严重的副作用。同时，蛋白质、维生素A、铁、钙的普遍缺乏仍然存在，营养不平衡成为普遍现象。大家在享受各种美味食品时，往往忘记了食物多样化以及正确的膳食结构给健康带来的益处，所以，这一版的膳食指南除了宝塔外，还增加了膳食餐盘，提醒人们重视食物结构。 
 
 > 第一种是经济发达国家模式，也称富裕型模式，主要以动物性食物为主，粮食类中等，蔬菜水果比较少。富裕型模式属于高能量、高脂肪、高蛋白、低膳食纤维型，如大家经常看到的麦当劳、肯德基、星巴克等都是这类典型模式。 
 
@@ -91,54 +91,54 @@ date: 2024-04-29
 > 女士每个月有月经血的输出，所以应该更多地补充些动物肝脏、血制品和有补铁效果的植物性食物，比如猪肝、猪血、鸭血、芝麻、蘑菇、木耳、海带、紫菜、桂圆等。补铁同时补充维生素C，可以促进铁吸收，所以要多吃水果。 
 
 > [插图]
-
-PART 04
-
- 我们到底应该怎么吃 
+   
+   PART 04
+   
+    我们到底应该怎么吃 
 
 > 水果：吃得实在太少了
-
-2013年，国际组织发布各国水果年人均消费指标：中国年人均64千克，日本年人均54千克，印度年人均37千克，巴西年人均109千克，俄罗斯年人均71千克，美国年人均110千克。
-
-为什么我们没有美国人、俄罗斯人水果吃得多？因为在吃水果的问题上全国差距太大，有很多人根本不吃，有条件的人和有健康观念的人要好一些。尤其是男同胞大多认为水果是零食，不爱吃，甚至我在出诊时还遇到过这种说法：“水果不都是女人吃的吗？”
-
-2002年，中国营养学会有关中国膳食与健康的调查结果显示，中国城乡居民的膳食中，每人每天平均食用水果的数量是45. 
+   
+   2013年，国际组织发布各国水果年人均消费指标：中国年人均64千克，日本年人均54千克，印度年人均37千克，巴西年人均109千克，俄罗斯年人均71千克，美国年人均110千克。
+   
+   为什么我们没有美国人、俄罗斯人水果吃得多？因为在吃水果的问题上全国差距太大，有很多人根本不吃，有条件的人和有健康观念的人要好一些。尤其是男同胞大多认为水果是零食，不爱吃，甚至我在出诊时还遇到过这种说法：“水果不都是女人吃的吗？”
+   
+   2002年，中国营养学会有关中国膳食与健康的调查结果显示，中国城乡居民的膳食中，每人每天平均食用水果的数量是45. 
 
 > 肌肉组织：肠胃、心脏等器官动力不足都可以由此入手
-
-肌肉，不仅代表着健美，还代表着力量。常见的肌肉被分成骨骼肌、平滑肌和心肌。
-
-骨骼肌很好理解，主要指四肢的肌肉。
-
-平滑肌主要分布在胃肠道，这类肌肉多不受自主意识的控制，有自己的收缩节律。也就是说，胃肠道蠕动多少次你无法控制。平滑肌在各种管道的中间层，前面介绍上皮细胞时讲了人体中所有的管道，凡是有管道的地方就会有平滑肌，比如消化道、呼吸道、生殖道等。
-
-心肌，不用多说，大家也知道，就在心脏。
-
-便秘很可能因为身体缺肉 
+   
+   肌肉，不仅代表着健美，还代表着力量。常见的肌肉被分成骨骼肌、平滑肌和心肌。
+   
+   骨骼肌很好理解，主要指四肢的肌肉。
+   
+   平滑肌主要分布在胃肠道，这类肌肉多不受自主意识的控制，有自己的收缩节律。也就是说，胃肠道蠕动多少次你无法控制。平滑肌在各种管道的中间层，前面介绍上皮细胞时讲了人体中所有的管道，凡是有管道的地方就会有平滑肌，比如消化道、呼吸道、生殖道等。
+   
+   心肌，不用多说，大家也知道，就在心脏。
+   
+   便秘很可能因为身体缺肉 
 
 > 我在书中详细地介绍了我的思路轨迹和大致营养原则，希望你能通过了解我的思路，建立一个属于自己的营养治疗方案。
-
-信息爆炸的年代，知识更迭得飞快，临床营养学方面还有很多内容没有被研究透彻。我不敢说我讲的都对，我只是写出了基于自己大量治疗经验对营养的理解和我现在采用的方法。与你分享本书，愿共同进步、共同受益。
-
-夏萌
-
-2019年5月 
+   
+   信息爆炸的年代，知识更迭得飞快，临床营养学方面还有很多内容没有被研究透彻。我不敢说我讲的都对，我只是写出了基于自己大量治疗经验对营养的理解和我现在采用的方法。与你分享本书，愿共同进步、共同受益。
+   
+   夏萌
+   
+   2019年5月 
 
 > [插图] 
 
 > [插图]
-
-PART 03
-
- 吃对了，降血脂哪有那么难 
+   
+   PART 03
+   
+    吃对了，降血脂哪有那么难 
 
 > 低密度脂蛋白在血液中游走，携带着肝脏合成的脂肪、磷脂和胆固醇，寻找低密度脂蛋白的受体。低密度脂蛋白的受体遍布于血管内皮细胞、动脉壁平滑肌细胞、肝细胞、肾上腺皮质细胞、淋巴细胞、单核细胞、巨噬细胞。当低密度脂蛋白找到载脂蛋白B的受体后，互相识别一下，信号对上，然后顺利登陆，把货物卸下来。甘油三酯成为能量，供细胞应用；磷脂和胆固醇成为细胞的结构成分或者激素的合成原料。
-
-综上，当看到化验单上低密度脂蛋白胆固醇旁边有个向上的箭头时，我们最好采用这样的思路，至少我们要知道三点。
-
-第一，来源于肝脏的胆固醇合成比较多，说明肝脏的功能还不错。
-
-第二，低密度脂蛋白胆固醇的接收点在血管内皮、动脉壁平滑肌、肾上腺、免疫细胞等周围组织，这些组织需要肝脏合成的胆固醇。 
+   
+   综上，当看到化验单上低密度脂蛋白胆固醇旁边有个向上的箭头时，我们最好采用这样的思路，至少我们要知道三点。
+   
+   第一，来源于肝脏的胆固醇合成比较多，说明肝脏的功能还不错。
+   
+   第二，低密度脂蛋白胆固醇的接收点在血管内皮、动脉壁平滑肌、肾上腺、免疫细胞等周围组织，这些组织需要肝脏合成的胆固醇。 
 
 > 人在焦虑的状态下，肾上腺素、去甲肾上腺素、肾上腺皮质激素分泌都会增多，血糖值也会随之升高。 
 
diff --git a/Personal/Book/医学健康/小小药箱护健康教您用好家庭小药箱.md b/Personal/Book/医学健康/小小药箱护健康教您用好家庭小药箱.md
index 88b95ff1..1a5ab5fb 100644
--- a/Personal/Book/医学健康/小小药箱护健康教您用好家庭小药箱.md
+++ b/Personal/Book/医学健康/小小药箱护健康教您用好家庭小药箱.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "43604029"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/28/YueWen_43604029/t7_YueWen_43604029.jpg
 reviewCount: 3
 noteCount: 15
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/28/YueWen_43604029/t7_YueWen_43604029.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 3
@@ -17,9 +17,9 @@ keywords:
   - 小小药箱护健康教您用好家庭小药箱
   - 中华医学会临床药学分会组织编写
 tags:
-  - 阅读/医学健康-医学
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/医学健康-医学
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/历史/信息简史.md b/Personal/Book/历史/信息简史.md
index 9abb86b8..05ae74ea 100644
--- a/Personal/Book/历史/信息简史.md
+++ b/Personal/Book/历史/信息简史.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "907768"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/49/YueWen_907768/t7_YueWen_907768.jpg
 reviewCount: 8
 noteCount: 99
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/49/YueWen_907768/t7_YueWen_907768.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 32
@@ -17,9 +17,9 @@ keywords:
   - 信息简史
   - 詹姆斯·格雷克
 tags:
-  - 阅读/历史-历史文化
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/历史-历史文化
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/历史/这里是中国2.md b/Personal/Book/历史/这里是中国2.md
deleted file mode 100644
index fa88ee54..00000000
--- a/Personal/Book/历史/这里是中国2.md
+++ /dev/null
@@ -1,39 +0,0 @@
----
-title: 这里是中国2
-description: 《这里是中国2》以近代以来一百年为时间尺度，讲述现代化进程之下，中国的地理变迁和中国人的创造，呈现这个蓝色星球上伟大的地表塑造。 通过原创摄影图片及充满情感温度的文字，描绘中国具有代表性的地理人文景观和自然风貌，让我们享受视觉盛宴的同时，了解自身所处的自然
-keywords:
-  - 这里是中国2
-  - 历史
-tags:
-  - 阅读/历史
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《这里是中国2》
-- **作者**： 星球研究所
-- **分类**： 历史-中国史
-- **ISBN**：9787521731224
-- **出版社**：中信出版集团
-
-## 概述
-
-《这里是中国2》以近代以来一百年为时间尺度，讲述现代化进程之下，中国的地理变迁和中国人的创造，呈现这个蓝色星球上伟大的地表塑造。 通过原创摄影图片及充满情感温度的文字，描绘中国具有代表性的地理人文景观和自然风貌，让我们享受视觉盛宴的同时，了解自身所处的自然世界，并以可感知的方式收藏大自然的美好。 100年，我们重塑了一片山河 100年，我们振兴了一个民族 100年，我们改变了一个国家。从没有一根钢轨，到铁路、公路纵横四方，从没有一盏电灯，到14 亿人全民通电，以及西气东输、南水北调、国土绿化、载人航天、北斗导航、登陆火星……《这里是中国2》一书尽览中国建设之美、家园之美、梦想之美。逆天改命的中国人，告诉世界什么叫大国崛起。 超级工程，超级风景。百年重塑山河，建设改变中国！
-
-## 划线 
- 
-
-> 人口迁移、产业聚集、北粮南运、南果北上、北煤南运、西电东送、西气东输、南水北调，一个个大范围、大规模的资源重组，让这个原本资源分布极不平衡的国家，得以释放潜力，高速运转。 
-
-> 冰冻三尺，非一日之寒；破冰之功，非一春之暖
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/哲学宗教/半小时漫画中国哲学史（套装全2册）.md b/Personal/Book/哲学宗教/半小时漫画中国哲学史（套装全2册）.md
deleted file mode 100644
index 25b12e66..00000000
--- a/Personal/Book/哲学宗教/半小时漫画中国哲学史（套装全2册）.md
+++ /dev/null
@@ -1,41 +0,0 @@
----
-title: 半小时漫画中国哲学史（套装全2册）
-description: 儒家就像HR，最会处理人际关系，把国家秩序安排得明明白白；道家向往自由，推崇无为而治，offer送到手里都不接；法家都是职业经理人，他们用开公司的套路，把国家一步步做大做强；墨家的核心思想“非攻，兼爱”用一句话来概括就是“peace and love”；玄
-keywords:
-  - 半小时漫画中国哲学史（套装全2册）
-  - 哲学宗教
-tags:
-  - 阅读/哲学宗教
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《半小时漫画中国哲学史（套装全2册）》
-- **作者**： 陈磊·半小时漫画团队
-- **分类**： 哲学宗教-东方哲学
-- **ISBN**：
-- **出版社**：江苏凤凰文艺出版社
-
-## 概述
-
-儒家就像HR，最会处理人际关系，把国家秩序安排得明明白白；道家向往自由，推崇无为而治，offer送到手里都不接；法家都是职业经理人，他们用开公司的套路，把国家一步步做大做强；墨家的核心思想“非攻，兼爱”用一句话来概括就是“peace and love”；玄学就是摸鱼哲学，清谈就像在公司例会上扯淡；理学是儒学的全新款式，说社会秩序也是自然规律，要追求“天理”；心学专门跟理学抬杠，说人心就是“天理”，要知行合一，追求“良知”。本书延续了半小时漫画系列严谨又搞笑的风格，从孔孟老庄，到程朱陆王（程颐、程颢、朱熹、陆九渊、王阳明），各门派宗师爆笑登场。让你在哈哈大笑中秒懂各大门派的思想主张和历史发展，不知不觉就入门国学、爱上国学！
-
-## 划线 
- 
-
-> 哲学其实是一首经典老歌，回荡在每一条大街小巷，每个人都会唱! 
-
-> 智慧是通过思考得来的。 
-
-> 所以当时的部落里，女人才是老大，也就是族长，这就是传说中的母系社会。
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/哲学宗教/第一性原理.md b/Personal/Book/哲学宗教/第一性原理.md
index f7f8a2cd..2c79a9ed 100644
--- a/Personal/Book/哲学宗教/第一性原理.md
+++ b/Personal/Book/哲学宗教/第一性原理.md
@@ -1,24 +1,26 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "35449548"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/82/YueWen_35449548/t7_YueWen_35449548.jpg
 reviewCount: 12
 noteCount: 147
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/82/YueWen_35449548/t7_YueWen_35449548.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 7
 readingTime: 3小时26分钟
 readingDate: 2022-09-13
+finishedDate: 2024-05-01
 title: 第一性原理
 description: 什么是第一性原理？亚里士多德说：“任何一个系统都有自己的第一性原理，它是一个根基性命题或假设，不能被缺省，也不能被违反。”第一性原理，好比树木的根基，没有人会看到繁茂枝干下的树根，但它决定了树的一切。本书将“第一性原理”的思想引入创新与商业领域，用8个思维模型和实践方法，帮助企业与个人厘清问题的本质，直达本源。我们常问，未来十年什么会变化？这个问题很重要，但更重要的问题可能是，未来十年什么不变？如果能找到不变的，把所有的资源和精力，毫无保留地投入在不变的事物上，其力量不可同日而语。让我们用第一性原理重新认识世界。探索内在的力量，创造非凡的人生。
 keywords:
   - 第一性原理
   - 李善友
 tags:
-  - 阅读/哲学宗教-西方哲学
-date: 2024-05-01
-finishedDate: 2024-05-01
+  - Personal/Book
+  - Read/哲学宗教-西方哲学
+date: 2024-10-14
+
 ---
 
 ## 简介
diff --git a/Personal/Book/哲学宗教/结构化思维.md b/Personal/Book/哲学宗教/结构化思维.md
index 25a0e4e7..add7115a 100644
--- a/Personal/Book/哲学宗教/结构化思维.md
+++ b/Personal/Book/哲学宗教/结构化思维.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "27329026"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/55/YueWen_27329026/t7_YueWen_27329026.jpg
 reviewCount: 32
 noteCount: 210
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/55/YueWen_27329026/t7_YueWen_27329026.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 6
@@ -17,9 +17,9 @@ keywords:
   - 结构化思维
   - 黎甜
 tags:
-  - 阅读/哲学宗教-思维科学
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/哲学宗教-思维科学
+date: 2024-10-14
 
 ---
 
@@ -316,8 +316,6 @@ date: 2024-04-29
 
 > 大多数人的思维是“你说的对，但我想要的是……”这种“yes,but…”的否定式思维，往往不会受到对方的认可，我们要转变为“先承认对方的需求，再提出自己的目标”这种“yes,and…”肯定式思维。 
 
-> “yes,and…”提供的是双赢的解决方案，我们不仅要满足对方的需求，还要明确自己的目标。 
-
 > “你眼中的问题，就是别人眼中的解决方案。” 
 
 > 客户思维不是纠正自己看到的问题，而是要和对方一起面对他所要解决的问题。 
diff --git a/Personal/Book/心理/乌合之众（果麦经典）.md b/Personal/Book/心理/乌合之众（果麦经典）.md
index bb5c5936..929d4360 100644
--- a/Personal/Book/心理/乌合之众（果麦经典）.md
+++ b/Personal/Book/心理/乌合之众（果麦经典）.md
@@ -17,8 +17,9 @@ keywords:
   - 乌合之众（果麦经典）
   - 居斯塔夫·勒庞
 tags:
-  - 阅读/心理-心理学研究
-date: 2024-08-30
+  - Personal/Book
+  - Read/心理-心理学研究
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/心理/十分钟冥想.md b/Personal/Book/心理/十分钟冥想.md
deleted file mode 100644
index 4c98d4a7..00000000
--- a/Personal/Book/心理/十分钟冥想.md
+++ /dev/null
@@ -1,129 +0,0 @@
----
-title: 十分钟冥想
-description: 冥想是一种奇妙的技能，它有改变我们人生的潜力，但是怎样运用这种技能，则取决于你自己。随着媒体对冥想和正念的报道越来越多，许多人似乎急于确定冥想的用途。事实上，你只有确定了如何用它，你才能确定它的用途。在学骑自行车的时候，你所了解的是如何骑车，而不是你要如何
-keywords:
-  - 十分钟冥想
-  - 心理
-tags:
-  - 阅读/心理
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《十分钟冥想》
-- **作者**： 安迪·普迪科姆
-- **分类**： 心理-心理学应用
-- **ISBN**：9787111639824
-- **出版社**：机械工业出版社
-
-## 概述
-
-冥想是一种奇妙的技能，它有改变我们人生的潜力，但是怎样运用这种技能，则取决于你自己。随着媒体对冥想和正念的报道越来越多，许多人似乎急于确定冥想的用途。事实上，你只有确定了如何用它，你才能确定它的用途。在学骑自行车的时候，你所了解的是如何骑车，而不是你要如何去运用骑车的能力。有些人把自行车视为出行工具，有些人用它跟朋友闲逛，还有极少数人可能以它为终身事业。对所有人来说，技能是一样的：安稳地坐在车座上，别掉下来。所以，虽然别人可以教你如何骑车，但骑车对你而言到底意味着什么，你要拿它做什么，以及它怎样才能最符合你的生活方式，这完全取决于你自己。冥想技能也是如此，你可以将它应用到生活中的任何方面，它的价值取决于你赋予它的价值。
-
-## 划线 
- 
-
-> 你上一次坐下来，安静不动，不分心，不受电视、音乐、书籍、杂志、食物、电话、计算机、朋友、家人的打扰，没有任何你需要思考和解决的事情，是什么时候？ 
-
-> 在正念环境中，冥想不是要去阻止想法、控制心灵。它是一个过程，在这个过程中，我们放弃控制，不插手，不介入，学会以被动的方式集中注意力，同时将心灵安放在它自有的、自然的觉醒中。 
-
-> 内心想法不介入不插手，容许心灵以自己的节奏、自己的方式展开，你才能找到真正的头脑空间。 
-
-> 你知道，如果你坐上飞机，从那些云的一端穿过，另一端就没有阴云，而只有蓝色的天空了。就算有大片阴沉沉的乌云，蓝色的天空也始终存在。 
-
-> 我得到了这样一种理念：天空总是蓝的。云相当于我们的思想，当心灵忙于这些想法的时候，蓝色的天空就暂时被遮蔽了。从我自 
-
-> 无论我们感受如何，心灵的深层本质就像蓝色的天空一样，并没有发生变化。当我们因为某种原因心情不好或者感到痛苦的时候，云会变得更加阴沉，更令人烦扰。也许整个天空中只有那么一个想法，然而它似乎带走了我们全部的注意力。 
-
-> 我一直都把头脑空间当成这种心境。冥想不是努力把阴云赶走，而是：搬把椅子到花园里，坐看云卷云舒。有时候，蓝色的天空会穿过阴云展露出来，令人备感美好。如果我能耐心地坐在那里，不过分执着于那些阴云，那么蓝色的天空会显露得更多。 
-
-> 。最重要的是，你可以想象心中有一片始终宁静、始终澄澈的区域，想象心中有一片你随时都可以依归的地方，想象无论生活中发生什么事，心中都始终有一种安心感或安定感。 
-
-> 你不可能因为你像一座雕像一样坐在那里做某种叫冥想的事，就指望它突然静静地在某个地方站定！因此，当你跟这匹野马，也就是你的心灵，一起坐下来的时候，你需要给它提供很大的空间。不要试图立刻将注意力集中在冥想对象上，相反，要给你的心灵一点时间，让它安定下来，放松一点。你急什么呢？” 
-
-> 关注它的同时，试着温和地将它分享给他人。同样，如果你的注意力集中在令人不快的感受上，那么请你试着轻松地保持体验它或者替某个你关心的人照看它的心态。 
-
-> 被压制的，必将浮上来 
-
-> 就情感而言，凡是被压制的，必会再浮上来。也许它会突出到表面来，就像情感本身一样，也可能它会开始以别的方式影响我们的行为。 
-
-> 要像训练野马那样去靠近你的心灵。要想象自己站在一个非常大的空间的中央，即一块开放田野的中央。现在，缰绳的一端系着这匹马，另一端在你手里。不过，缰绳是松弛的，这匹马有它所需要的一切空间，它并没有觉得被困住或者受到约束 
-
-> 你有没有注意过，当你真正专注于某个事物的时候，你的心灵会变得多么平静？你有没有注意过，即便你的心灵之前还凌乱如麻，但是一旦专注于自己喜欢做的事情，并且全身心地沉浸在那项活动中时，心灵会开始安定下来，会感到非常宁静？ 
-
-> 所以，对任何可能会令人分心的事物进行限制，正是修习开始的第一步。 
-
-> 当心灵像这样被完全扰乱时，我们就几乎不可能看清正在发生的事，也不可能看到表面之下隐藏着什么。 
-
-> 如果要对这些让我们的生活变得既复杂又丰富的感受和情绪进行研究，那么我们需要使水面足够平静，因为只有这样，我们才能看到它们。 
-
-> 在那个时候，似乎一切都被愤怒染上了色彩。我不知道你有没有过这种体验，感觉就像是，所有从脑海中闪过的想法都带上了这种愤怒底色，这种底色改变了你看待周围世界的视角。 
-
-> 奇怪的是，与此同时，我好像开始不那么专注于自己的那些想法，而更多地开始专注于自己手头的活。虽然我同意，用剪刀来剪草不见得每个人都喜欢，然而剪了一会儿之后，我发现这个过程其实可以使人平静。事实上，这个过程本身就成了一种冥想过程。 
-
-> “你的心灵就是这个样子。你看到了这些陷阱，但是惯性太强大了，你没法阻止自己掉进去。但是， 
-
-> “如果你分心走神了，那就不是冥想了。只有在你不分心不走神的时候，才是冥想。没有好的冥想或者坏的冥想之说，只有分心和不分心之说，以及觉醒和不觉醒之说。”事实上，他常常把冥想比作去剧院 
-
-> 你甚至会被台上的故事所激发，坐在那里计划着如何向你5年来一直想告白的人告白。 
-
-> 冥想根本不起作用。我感觉糟透了。进来的时候我心情还好，而现在我感觉心情很差，那么冥想的意义何在呢？ 
-
-> 我们其实很少能做到身心的时空合一。 
-
-> 理念是，不要试图去阻止想法，而要顺其自然，任由想法在你完全觉醒的状态下来来去去。 
-
-> 跟非冥想者相比，冥想者的大脑中管理痛苦和情感的区域要更厚实 
-
-> 我们中有多少人一直都是这样生活的？沉浸在对过去的回忆和对未来的规划中，如此全身沉浸在思考中，而完全没有意识到当 
-
-> 无论你在做什么，它就在这里，它就在普通平常的日常活动中，如就在你吃三明治的动作中，就在你喝水的动作中，就在你洗碗的动作中……这就是正念、心在、觉醒的要义所在。 
-
-> 我们对身体的运动如此熟悉，以至于在跑的时候根本不需要太专注。正因为这一点，心灵往往很容易游离。 
-
-> 研究正念有效性的研究者发现，哪怕参与者每天只冥想很短的时间，只做了5天，就有更多血液流向他们大脑中帮助控制情感和行为 
-
-> 冥想的最佳时间是早上醒来的第一时间 
-
-> 他们不断地把冥想加入下一个“待办事项清单”中，结果却是“未完成”状态。他们用来减轻自己压力的事情，反倒不知怎么成了他们的另一个压力来源。这可不是冥想的目的！ 
-
-> 研究冥想和正念的好处的神经科学家发现了重复的重要性。他们说，日复一日地做冥想练习，这个简单的举动就足以促使大脑做出积极的改变。事实上，他们认为，这对于建立新的突触关系和神经路线来说极其重要。 
-
-> 某一天，你登上一列拥挤的火车，却没有为之感到过于困扰，而另一天，同样拥挤的列车却好像触发了你的各种情绪。你会很清楚地意识到，并不是外在的事物给我们带来了最大的麻烦，而是我们心灵里面的事物给我们带来了困扰——幸好，心灵里的这些东西是可以改变的。留意视角在每时每刻的转变，这会为你的日常冥想提供强有力的支持。
-
-## 笔记
-
-
-> “天空总是蓝的。”
-
-💭 生活总是美好的
-
-> 现在，想象一下，你将石头一块接一块地扔进水中，看看整个水面同时被搅动起来的情景。当水面变成这个样子的时候，你几乎就不可能看到水里的任何东西，更不用说看见水底的东西
-
-💭 静心
-
-> 如果我一门心思专注在一件事上，那么我不可能同时分心到另一件事上。因此，在没有刻意忽略或抗拒内心想法的情况下，当我的心思专注在别处的时候，这些想法自然地自行消失了。
-
-💭 活在当下，体验内心的宁静和愉悦
-
-💭打水即是打水，劈柴即是劈柴，烧饭即是烧饭
-
-> 以正念的形式将觉醒应用到日常生活的杂务中。
-
-💭 正念即是专注力
-
-> 行走是一种确定的、受习惯驱使的行为，它几乎不需要专注力。
-
-💭 潜意识
-
-> 冥想只有在你去做的时候才会起作用！只有当你坐下来冥想的时候，你才会看到它的好处
-
-💭 实践是检验真理的唯一标准
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/心理/认知觉醒：开启自我改变的原动力.md b/Personal/Book/心理/认知觉醒：开启自我改变的原动力.md
index 12c73734..b668f756 100644
--- a/Personal/Book/心理/认知觉醒：开启自我改变的原动力.md
+++ b/Personal/Book/心理/认知觉醒：开启自我改变的原动力.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "33628204"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/86/YueWen_33628204/t7_YueWen_33628204.jpg
 reviewCount: 5
 noteCount: 247
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/86/YueWen_33628204/t7_YueWen_33628204.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 16
@@ -17,9 +17,9 @@ keywords:
   - 认知觉醒：开启自我改变的原动力
   - 周岭
 tags:
-  - 阅读/心理-认知与行为
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/心理-认知与行为
+date: 2024-10-14
 
 ---
 
@@ -256,14 +256,10 @@ date: 2024-04-29
 
 > 第五节　打卡：莫迷恋打卡，打卡打不出未来 
 
-> 大脑“解释系统”的逻辑，虽然很荒谬，但强大的天性会迫使理性这样解释，而有的人还真接受了，于是有人去网上购买刷步神器，坐在家中就可以让自己运动步数名列前茅；有人早上5点闹钟一响就在早起群里打个卡，然后倒头继续睡；有人翻开书，拍张照，然后将照片发到朋友圈，以示自己今天读过书了…… 
-
 > 动机已经转移 
 
 > ，其实对于学习来说，偶尔中断又有什么关系呢？ 
 
-> 所谓认知闭合需求，就是指当人们面对一个模糊的问题时，就有给问题找出一个明确的答案的欲望。比如古时候人们不知道为什么会下雨，于是下雨这个问题就没有闭合，会让人很难受，所以古人就用雷公、电母、龙王解释下雨的成因，这些说法虽然没什么根据，但满足了认知闭合需求。将这一概念扩展到行为上也是一样的：一件事若迟迟没有完成，心里就总是记挂，期盼着早点结束；此事一旦完成，做这件事的动机就会立即趋向于零。 
-
 > 因为人类的大脑喜欢确定性，不喜欢未知或不确定性。 
 
 > 这就是打卡心态的特性：学不到，假装一下；学到了，立即停止。 
@@ -292,8 +288,6 @@ date: 2024-04-29
 
 > 真正比你强的人往往没空打击你 
 
-> 所有痛苦都是上天给我们的成长提示。无论是身体不适、情绪低落，还是学业落后、事业受挫，有痛苦出现，说明哪里出了问题，这不就是在告诉我们应该努力的方向吗？ 
-
 > 这印证了古典的跃迁理论：打磨作品—到达一个小山的头部—受到更多关注—移动到一个更大山头的头部—借助系统推力，实现人生跃迁。 
 
 > 真正的学习成长不是“努力，努力再努力”，而是“反馈，反馈再反馈”，只有不断产出，获得反馈，我们的人生才会发生真正的变化。 
@@ -525,6 +519,10 @@ date: 2024-04-29
 ## 笔记
 
 
+> 对大多数人来说，打卡只是一场充满激情的欢娱盛宴，无须多日，他们就会出现在另一轮打卡活动中，或是无疾而终了。
+
+💭 为了打卡而打卡？
+
 > 大脑“解释系统”的逻辑，虽然很荒谬，但强大的天性会迫使理性这样解释，而有的人还真接受了，于是有人去网上购买刷步神器，坐在家中就可以让自己运动步数名列前茅；有人早上5点闹钟一响就在早起群里打个卡，然后倒头继续睡；有人翻开书，拍张照，然后将照片发到朋友圈，以示自己今天读过书了……
 
 💭 我们会自己骗自己，但是要学会机智的骗自己。
@@ -541,10 +539,6 @@ date: 2024-04-29
 
 💭 我比较喜欢攻击困难的事情，它会使我沉浸在里面
 
-> 对大多数人来说，打卡只是一场充满激情的欢娱盛宴，无须多日，他们就会出现在另一轮打卡活动中，或是无疾而终了。
-
-💭 为了打卡而打卡？
-
 ## 书评
 
 
diff --git a/Personal/Book/心理/认知驱动：做成一件对他人很有用的事.md b/Personal/Book/心理/认知驱动：做成一件对他人很有用的事.md
index 0ecc7e57..fe3fa20e 100644
--- a/Personal/Book/心理/认知驱动：做成一件对他人很有用的事.md
+++ b/Personal/Book/心理/认知驱动：做成一件对他人很有用的事.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "40649986"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/88/YueWen_40649986/t7_YueWen_40649986.jpg
 reviewCount: 3
 noteCount: 151
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/88/YueWen_40649986/t7_YueWen_40649986.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 11
@@ -17,9 +17,9 @@ keywords:
   - 认知驱动：做成一件对他人很有用的事
   - 周岭
 tags:
-  - 阅读/心理-认知与行为
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/心理-认知与行为
+date: 2024-10-14
 
 ---
 
@@ -262,8 +262,6 @@ date: 2024-04-29
 
 > 这正是环境赋予一个人的力量，它能让一个人产生变好的念头并愿意去努力，还能让这份努力的效果得到放大。从某种程度上说，环境的力量其实远超个人努力，只是很多人会天然地无视或忽略这一点，认为只要努力就可以成就自己，毕竟努力是看得见的，而环境因素却会因为自己身在其中而很难觉察。 
 
-> 我们的生活环境决定了我们每天要见哪些人、做哪些事，这些人和事会直接影响我们的思维与言行，因为人类大脑中有镜像神经元，它会让我们无意识地模仿身边的人和事，所以若是周围的人经常做某些事情，我们也会不自觉地学着做。 
-
 > 因为我们很难在无意识的状态下表现出高于所处环境的言行或追求，我们只会在当前环境中保持最舒适的状态。 
 
 > 一是信息爆炸了，但知识并没有爆炸。海量的信息不仅增加了我们甄别筛选知识的难度，还让我们随时随地处于即时信息和肤浅信息的包围中。 
@@ -288,8 +286,6 @@ date: 2024-04-29
 
 > 学习的秘密在于同时调动多维度感官 
 
-> 但是感知不到不代表它们不存在或不重要。事实上，那些我们感知不到的信息可能更重要。就拿那些平时不怎么读书却依然成就很大的人来说，他们虽然很少通过阅读来进行思维活动，但是他们有机会经历很多大事，见到很多高人。在那些经历和环境中，他们能看到高人们如何应对复杂的情景，听到高人们切中要害的言论，感受成就一件事的辛酸和不易…… 
-
 > 所以介入阅读更理想的时机，或许正是一个人既有一定的人生经历，又有一些人生困惑的时候，此时读书往往会以解决问题为目的，知识和阅历能相互融合，意识和潜意识的所有维度也能有效结合，可塑性最强。 
 
 > 一是“愿望觉醒”，即一个人从不知道要变好到想要变好，从“浑浑噩噩”的状态转而开始对“美好生活”有了强烈的向往。 
diff --git a/Personal/Book/心理/谈性说爱：写给女性的性心理24讲.md b/Personal/Book/心理/谈性说爱：写给女性的性心理24讲.md
index 043ef143..de96d7d4 100644
--- a/Personal/Book/心理/谈性说爱：写给女性的性心理24讲.md
+++ b/Personal/Book/心理/谈性说爱：写给女性的性心理24讲.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "3300026804"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/23/cpPlatform_n6RsPFRx8YoQAoT1PskGaS/t7_cpPlatform_n6RsPFRx8YoQAoT1PskGaS.jpg
 reviewCount: 2
 noteCount: 38
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/23/cpPlatform_n6RsPFRx8YoQAoT1PskGaS/t7_cpPlatform_n6RsPFRx8YoQAoT1PskGaS.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 9
@@ -17,9 +17,9 @@ keywords:
   - 谈性说爱：写给女性的性心理24讲
   - 甄宏丽
 tags:
-  - 阅读/心理-认知与行为
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/心理-认知与行为
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/政治军事/实践论.md b/Personal/Book/政治军事/实践论.md
index 70c8ef22..8cab5b0a 100644
--- a/Personal/Book/政治军事/实践论.md
+++ b/Personal/Book/政治军事/实践论.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "3300024283"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/83/3300024283/t7_3300024283.jpg
 reviewCount: 3
 noteCount: 25
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/83/3300024283/t7_3300024283.jpg
 readingStatus: 读完
 progress: 92%
 totalReadDay: 2
@@ -17,9 +17,9 @@ keywords:
   - 实践论
   - 毛泽东
 tags:
-  - 阅读/政治军事-政治
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/政治军事-政治
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/教育学习/如何阅读一本书.md b/Personal/Book/教育学习/如何阅读一本书.md
index 8932158a..d0032dbc 100644
--- a/Personal/Book/教育学习/如何阅读一本书.md
+++ b/Personal/Book/教育学习/如何阅读一本书.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "23723810"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/810/23723810/t7_23723810.jpg
 reviewCount: 3
 noteCount: 108
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/810/23723810/t7_23723810.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 21
@@ -17,9 +17,9 @@ keywords:
   - 如何阅读一本书
   - 莫提默·艾德勒 查尔斯·范多伦
 tags:
-  - 阅读/教育学习-教育
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/教育学习-教育
+date: 2024-10-14
 
 ---
 
@@ -74,8 +74,6 @@ date: 2024-04-29
 
 > 在什么样的状况下，我们会为了增进理解而阅读？有两种状况：第一是一开始时不相等的理解程度。在对一本书的理解力上，作者一定要比读者来得“高杆”，写书时一定要用可读的形式来传达他有而读者所无的洞见。其次，阅读的人一定要把不相等的理解力克服到一定程度之内，虽然不能说全盘了解，但总是要达到与作者相当的程度。一旦达到相同的理解程度，就完成了清楚的沟通。 
 
-> 简单来说，我们只能从比我们“更高杆”的人身上学习。我们一定要知道他们是谁，如何跟他们学习。 
-
 > 本书是关于阅读的艺术，是为了增强理解力而写的。 
 
 > 事实上，任何一本书能增进理解或增加资讯时，也就同时有了消遣的效果。 
@@ -152,8 +150,6 @@ date: 2024-04-29
 
 > 这么说来，速读的问题就出在理解力上。 
 
-> 在阅读一本书的时候，慢不该慢到不值得，快不该快到有损于满足与理解。 
-
 > （1）整体来说，这本书到底在谈些什么？ 
 
 > 作者细部说了什么，怎么说的？ 
@@ -182,12 +178,12 @@ date: 2024-04-29
 
 > 男孩遇到女孩，男孩失掉女孩，男孩又得到女孩。这真的是每一个罗曼史的情节。认清这一点，也就是要明白，为什么所有的故事情节不过那几个的道理。同样的基本情节，一位作者写出来的是好故事或坏故事，端看他如何装点这副骨架。 
 
-> 分析阅读的第一阶段，或，找出一本书在谈些什么的四个规则：（1）依照书本的种类与主题作分类。（2）用最简短的句子说出整本书在谈些什么。（3）按照顺序与关系，列出全书的重要部分。将全书的纲要拟出来之后，再将各个部分的纲要也一一列出。（4）找出作者在问的问题，或作者想要解决的问题。 
-
 > 语言并不是完美的传递知识的媒介 
 
 > 当我们谈到“阅读”时，可能是指（1）为娱乐而阅读；（2）为获得资讯而阅读；（3）为追求理解力而阅读。 
 
+> 分析阅读的第一阶段，或，找出一本书在谈些什么的四个规则：（1）依照书本的种类与主题作分类。（2）用最简短的句子说出整本书在谈些什么。（3）按照顺序与关系，列出全书的重要部分。将全书的纲要拟出来之后，再将各个部分的纲要也一一列出。（4）找出作者在问的问题，或作者想要解决的问题。 
+
 > （5）诠释作者使用的关键字，与作者达成共识。（6）从最重要的句子中抓出作者的重要主旨。（7）找出作者的论述，重新架构这些论述的前因后果，以明白作者的主张。（8）确定作者已经解决了哪些问题，还有哪些是未解决的。在未解决的问题中，确定哪些是作者认为自己无法解决的问题。 
 
 > 人是情绪与偏见的动物 
diff --git a/Personal/Book/教育学习/赖世雄的英语学习法.md b/Personal/Book/教育学习/赖世雄的英语学习法.md
deleted file mode 100644
index cce21a94..00000000
--- a/Personal/Book/教育学习/赖世雄的英语学习法.md
+++ /dev/null
@@ -1,51 +0,0 @@
----
-title: 赖世雄的英语学习法
-description: 《赖世雄的英语学习法》是一本对英语学习者切实有效的方法指南。自学成才的赖世雄老师怀着帮助英语学习者少走弯路的初衷，在本书里详细讲解了自己在英语学习的每个阶段所采用的方法。从初学时如何通过反复模仿音标来塑造自己纯正的口音、如何通过自我对话的方式来增强讲英语的
-keywords:
-  - 赖世雄的英语学习法
-  - 教育学习
-tags:
-  - 阅读/教育学习
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《赖世雄的英语学习法》
-- **作者**： 赖世雄
-- **分类**： 教育学习-外语
-- **ISBN**：9787213085802
-- **出版社**：浙江人民出版社
-
-## 概述
-
-《赖世雄的英语学习法》是一本对英语学习者切实有效的方法指南。自学成才的赖世雄老师怀着帮助英语学习者少走弯路的初衷，在本书里详细讲解了自己在英语学习的每个阶段所采用的方法。从初学时如何通过反复模仿音标来塑造自己纯正的口音、如何通过自我对话的方式来增强讲英语的密度；到小有所成时如何通过大量阅读英文文章来大幅增加自己的词汇量，如何学习语法、划分句子结构从而为自己日后的写作打下坚实基础；再到英语学习的高级阶段中如何练习英汉互译，做口译练习的相关经验……凡此种种，赖世雄老师都结合自己的经验逐一进行了解释，并且细致地举出了在英语学习的各个阶段中学习者可能采用的错误方法。
-
-## 划线 
- 
-
-> 善用零星时间 
-
-> Don't bite off more than you can chew. 
-
-> 别咬下超过你能嚼得动的分量 
-
-> 接下来我不是用背的方式去把这则会话背出来，而是一人扮演两个角色，把会话的内容自导自演，进行实际的演练，也就是一遍又一遍地把会话“演”出来。 
-
-> （1）善用零星时间（2）少就是多，慢就是快（3）持之以恒，永不放弃 
-
-> 与“读”。我要说的是，看到英语文章就要开口念出声音来，而不是只默读，也不是马上查词典。我是一小段一小段地攻克新闻文章的，而不是一次把一整篇念完，这就是我所说的“少就是多”的原则。我再强调一次，我这里讲的阅读是“阅”与“读”。也就是说，当你的眼睛“看”到英语文章时，你的嘴巴就必须要同时把英文句子“念” 
-
-> 我则是只要有零星时间就拿起《英文中国邮报》边看新闻文章（news stories）边念出声来。这么一来，我的嘴巴一天到晚讲的都是英语，我相信这会比在培训班里讲英语的机会多得多。Luther Burbank（卢瑟·伯班克）曾说过：“Time cannot be added to a person's life，but it can be made more valuable by avoiding waste.”（时间不能加进一个人的生命里，但是珍惜光阴却可使生命变得更有价值。） 
-
-> To err is human，to forgive divine.”翻译成中文是：“人非圣贤，孰能无过。
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/文学/老舍谈写作.md b/Personal/Book/文学/老舍谈写作.md
index f30f5883..e51eaba3 100644
--- a/Personal/Book/文学/老舍谈写作.md
+++ b/Personal/Book/文学/老舍谈写作.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "33211552"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/552/33211552/t7_33211552.jpg
 reviewCount: 9
 noteCount: 86
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/552/33211552/t7_33211552.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 5
@@ -17,9 +17,9 @@ keywords:
   - 老舍谈写作
   - 老舍
 tags:
-  - 阅读/文学-文学鉴赏
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/文学-文学鉴赏
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/生活百科/聂卫平围棋教程（从15级到10级）.md b/Personal/Book/生活百科/聂卫平围棋教程（从15级到10级）.md
deleted file mode 100644
index 0e2df3cb..00000000
--- a/Personal/Book/生活百科/聂卫平围棋教程（从15级到10级）.md
+++ /dev/null
@@ -1,43 +0,0 @@
----
-title: 聂卫平围棋教程（从15级到10级）
-description: “聂卫平围棋道场系列”丛书是我国围棋职业运动员聂卫平，同聂卫平围棋道场的明星教师团队联合编写的适合少儿的零基础围棋启蒙书籍。 聂卫平围棋道场系列教材设置了基础知识、例题精讲、随堂练习、围棋人物、学习园地等板块，内容全面、系统，难度循序渐进，分为“从入门到1
-keywords:
-  - 聂卫平围棋教程（从15级到10级）
-  - 生活百科
-tags:
-  - 阅读/生活百科
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《聂卫平围棋教程（从15级到10级）》
-- **作者**： 聂卫平
-- **分类**： 生活百科-体育
-- **ISBN**：9787115478528
-- **出版社**：人民邮电出版社
-
-## 概述
-
-“聂卫平围棋道场系列”丛书是我国围棋职业运动员聂卫平，同聂卫平围棋道场的明星教师团队联合编写的适合少儿的零基础围棋启蒙书籍。 聂卫平围棋道场系列教材设置了基础知识、例题精讲、随堂练习、围棋人物、学习园地等板块，内容全面、系统，难度循序渐进，分为“从入门到15级”、“从15级到10级”、“从10级到5级”、“从5级到1段”四本进价教程。书中的知识点讲解清晰、易懂，选取了经典的例题及难度适宜练习题目，且知识点与课后练习一一对应，方便小朋友课后进行自测，查缺补漏。此外，书中还配有围棋名人故事，让小朋友在学习围棋知识的同时，也能学习围棋文化，提升围棋素养。
-
-## 划线 
- 
-
-> 围棋有句口诀：“金角银边草肚皮。” 
-
-> 基本守角：在占角的棋子旁下一手棋，两颗子一起围住角上的地盘。守角是围空的基本下法之一， 
-
-> 基本挂角：在对方占角之后，我方下在占角附近，限制对方角部发展。 
-
-> 失败后仍选择继续前行的人，才是真正的强者
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/生活百科/聂卫平围棋教程（从入门到15级）.md b/Personal/Book/生活百科/聂卫平围棋教程（从入门到15级）.md
deleted file mode 100644
index 81ecb2ca..00000000
--- a/Personal/Book/生活百科/聂卫平围棋教程（从入门到15级）.md
+++ /dev/null
@@ -1,50 +0,0 @@
----
-title: 聂卫平围棋教程（从入门到15级）
-description: “聂卫平围棋道场系列”丛书是我国知名围棋职业运动员聂卫平，同聂卫平围棋道场的明星教师团队联合编写的适合少儿的零基础围棋启蒙书籍。"聂卫平围棋道场系列"系列教材设置了基础知识、例题精讲、随堂练习、围棋人物、学习园地等板块，内容全面、系统，难度循序渐进，分为“
-keywords:
-  - 聂卫平围棋教程（从入门到15级）
-  - 生活百科
-tags:
-  - 阅读/生活百科
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《聂卫平围棋教程（从入门到15级）》
-- **作者**： 聂卫平主编
-- **分类**： 生活百科-体育
-- **ISBN**：9787115467782
-- **出版社**：人民邮电出版社
-
-## 概述
-
-“聂卫平围棋道场系列”丛书是我国知名围棋职业运动员聂卫平，同聂卫平围棋道场的明星教师团队联合编写的适合少儿的零基础围棋启蒙书籍。"聂卫平围棋道场系列"系列教材设置了基础知识、例题精讲、随堂练习、围棋人物、学习园地等板块，内容全面、系统，难度循序渐进，分为“从入门到15级”、“从15级到10级”、“从10级到5级”、“从5级到1段”四本进价教程。书中的知识点讲解清晰、易懂，选取了经典的例题及难度适宜练习题目，且知识点与课后练习一一对应，方便小朋友课后进行自测，查缺补漏。此外，书中还配有围棋名人故事，让小朋友在学习围棋知识的同时，也能学习围棋文化，提升围棋素养。
-
-## 划线 
- 
-
-> 围棋是我一生的至爱，我曾不止一次说过，对围棋有利的事情，我就会去做。 
-
-> 棋的块数棋盘上的块数越多越有可能被吃掉，块数少的棋，保护起来越容易，气也比较长。 
-
-> 所以我们下棋的时候要注意，在开始的时候尽量不要把棋下在一路线与二路线 
-
-> 围棋有句口诀：“敌之要点，我之要点。”破眼的位置，就是对手做眼的位置。 
-
-> 有的棋型为一点死，意思就是说，一旦被对手包围，对方只要点一下眼，就能将自己杀死。特点：有个中心点。
-
-## 笔记
-
-
-> 落子无悔
-
-💭 人生如棋，落子无悔
-
-## 书评
-
-> ✨干掉人机！
-
-## 点评
diff --git a/Personal/Book/社会文化/人体简史.md b/Personal/Book/社会文化/人体简史.md
index 994b1673..9465d109 100644
--- a/Personal/Book/社会文化/人体简史.md
+++ b/Personal/Book/社会文化/人体简史.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "32351714"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/714/32351714/t7_32351714.jpg
 reviewCount: 3
 noteCount: 39
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/714/32351714/t7_32351714.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 8
@@ -15,18 +15,18 @@ title: 人体简史
 description: 你的身体30亿岁了！一部从头讲到脚、从里讲到外、从30亿年前讲到今天的人体百科全书！翻开本书，从单细胞斑点讲起，看看30亿年来你的身体的进化史！全球销量超千万册的科普巨著《万物简史》作者比尔·布莱森重磅新作，被誉为“当今在世的最有趣的非虚构类作家”！人有几百万年前在树上睡觉的记忆，所以现在在床上睡觉也不会掉下来！只有人把空气和食物送往同一通道，所以生来容易被噎死！人的大脑比一万年前小了很多，但它30秒处理的信息比哈勃望远镜30年的还多！Y染色体可能在460万年后灭绝，但不用担心，男性并不会因此灭亡！癌症也是进化的代价，没有细胞的变异，人类就不会得癌症！《星期日泰晤士报》2019年度科普书！ 登顶《星期日泰晤士报》图书畅销榜！雄踞《纽约时报》图书畅销榜18周之久！提名《华盛顿邮报》2019年度图书！入围2019年爱德华·威尔逊科学写作奖长名单！翻开本书，从单细胞斑点讲起，看看30亿年来你的身体的进化史！
 keywords:
   - 人体简史
-  - 比尔·布莱森
+  - 【英】比尔·布莱森
 tags:
-  - 阅读/社会文化-社科
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/社会文化-社科
+date: 2024-10-14
 
 ---
 
 ## 简介
 
 - **书名**：《人体简史》
-- **作者**： 比尔·布莱森
+- **作者**： 【英】比尔·布莱森
 - **分类**： 社会文化-社科
 - **ISBN**：9787549631780
 - **出版社**：文汇出版社
diff --git a/Personal/Book/社会文化/你不可不知的法律常识.md b/Personal/Book/社会文化/你不可不知的法律常识.md
index a771b12b..2911c70d 100644
--- a/Personal/Book/社会文化/你不可不知的法律常识.md
+++ b/Personal/Book/社会文化/你不可不知的法律常识.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "859643"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/73/YueWen_859643/t7_YueWen_859643.jpg
 reviewCount: 11
 noteCount: 74
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/73/YueWen_859643/t7_YueWen_859643.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 4
@@ -17,9 +17,9 @@ keywords:
   - 你不可不知的法律常识
   - 张志强
 tags:
-  - 阅读/社会文化-法律
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/社会文化-法律
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/社会文化/半小时漫画《论语》.md b/Personal/Book/社会文化/半小时漫画《论语》.md
index 302c3c41..ddaa4d2a 100644
--- a/Personal/Book/社会文化/半小时漫画《论语》.md
+++ b/Personal/Book/社会文化/半小时漫画《论语》.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "41101412"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/412/41101412/t7_41101412.jpg
 reviewCount: 10
 noteCount: 61
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/412/41101412/t7_41101412.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 4
@@ -17,9 +17,9 @@ keywords:
   - 半小时漫画《论语》
   - 陈磊·半小时漫画团队
 tags:
-  - 阅读/社会文化-文化
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/社会文化-文化
+date: 2024-10-14
 
 ---
 
@@ -64,12 +64,8 @@ date: 2024-04-29
 
 > 不迁怒，不贰过。从来不迁怒于别人，犯过的错绝不再犯第二次。 
 
-> 作为鲁国政坛上的过来人，孔子给冉雍支了三招： 
-
 > 子曰：“夫人不言，言必有中。”——《论语·先进》孔子说：“这个人平日不大开口，一开口一定中肯。”[插图]成语言必有中就出自上文，意思是一个人说话总是能说到重点。 
 
-> 所以，马德好才是骥能称为千里马的关键！把马换成人也是一样的道理，比起才华和颜值，德行才是最重要的。 
-
 > 1. 要解决问题，得先找到问题的根本 
 
 > 2. 为了解决问题，可以转移矛盾 
@@ -78,8 +74,6 @@ date: 2024-04-29
 
 > 第一课：要充分了解对方的痛点，并给予不露声色的试探 
 
-> 入，曰：“伯夷、叔齐何人也？”[插图]曰：“古之贤人也。”[插图]曰：“怨乎？”[插图]曰：“求仁而得仁，又何怨？”—— 
-
 > 如切如磋，如琢如磨。 
 
 > 第二课：面对自己的无知，要虚心而积极地改正 
@@ -112,8 +106,6 @@ date: 2024-04-29
 
 > 他永远活在了《论语》里 
 
-> 这就是孔子教学方法的厉害之处：针对学生的不同情况，制订不同的课程方案。 
-
 > 子曰：“不患寡而患不均，不患贫而患不安。”——《论语·季氏》 
 
 > 子曰：“举直错诸枉，能使枉者直。”——《论语·颜渊》 
@@ -152,8 +144,6 @@ date: 2024-04-29
 
 > 3. 不理解我又怎样？开心最重要 
 
-> 三、仁究竟是个啥？仁是孔子思想的核心，在《论语》中出现了一百多次。对于仁，要把握住一个关键点，那就是：孔子给所有弟子讲的全不一样 
-
 > 子曰：“非礼勿视，非礼勿听，非礼勿言，非礼勿动。” 
 
 > 这叫朝闻道，夕死可矣。很明显，道比生命还重要。 
diff --git a/Personal/Book/社会文化/民法典与百姓生活100问.md b/Personal/Book/社会文化/民法典与百姓生活100问.md
deleted file mode 100644
index fcd799b1..00000000
--- a/Personal/Book/社会文化/民法典与百姓生活100问.md
+++ /dev/null
@@ -1,43 +0,0 @@
----
-title: 民法典与百姓生活100问
-description: 2020年5月28日，第十三届全国人大三次会议以98.5%的高票表决通过《中华人民共和国民法典》，这是新中国成立以来第一部以“法典”命名的法律，其意义注定非凡。《中华人民共和国民法典》即将在2021年1月1日起施行。在此背景下，《民法典与百姓生活100问》
-keywords:
-  - 民法典与百姓生活100问
-  - 社会文化
-tags:
-  - 阅读/社会文化
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《民法典与百姓生活100问》
-- **作者**： 中共重庆市委宣传部 西南政法大学
-- **分类**： 社会文化-法律
-- **ISBN**：9787229156572
-- **出版社**：重庆出版社
-
-## 概述
-
-2020年5月28日，第十三届全国人大三次会议以98.5%的高票表决通过《中华人民共和国民法典》，这是新中国成立以来第一部以“法典”命名的法律，其意义注定非凡。《中华人民共和国民法典》即将在2021年1月1日起施行。在此背景下，《民法典与百姓生活100问》一书的推出，展示了《民法典》是如何作为社会生活百科全书，为人民群众实现美好生活保驾护航。书稿依据《民法典》的篇章体例分为七篇，分别是总则编14问、物权编18问、合同编20问、人格权编10问、婚姻家庭编10问、继承编12问、侵权责任编16问，总共100问，共计9万余字。写作风格方面，书稿以案例故事加图文解说的趣味方式将《民法典》送到人民群众的身边，走进人民群众的心里。
-
-## 划线 
- 
-
-> “定金”和“订金”一字之差，含义却大相径庭 
-
-> 定金”是金钱担保，是指合同当事人于合同订立时或合同履行前，由一方向另一方交付的具有担保性质的资金。 
-
-> 交付定金的一方不履行义务的，丧失定金；收受定金一方不履行义务的，双倍返还定金。而“订金”不具有担保性，支付订金通常是预付款或先期支付行为。因此，订金支付方不能依据定金罚则要求收取方双倍返还订金。 
-
-> 婚前财产公证也有利于夫妻双方纯粹、良好感情的维系，稳定婚姻生活。
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/社会文化/这里是中国.md b/Personal/Book/社会文化/这里是中国.md
index a2791869..b43a57f8 100644
--- a/Personal/Book/社会文化/这里是中国.md
+++ b/Personal/Book/社会文化/这里是中国.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "26454163"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/95/YueWen_26454163/t7_YueWen_26454163.jpg
 reviewCount: 2
 noteCount: 13
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/95/YueWen_26454163/t7_YueWen_26454163.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 5
@@ -17,9 +17,9 @@ keywords:
   - 这里是中国
   - 星球研究所 中国青藏高原研究会
 tags:
-  - 阅读/社会文化-文化
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/社会文化-文化
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/科学技术/贝尔实验室与美国革新大时代.md b/Personal/Book/科学技术/贝尔实验室与美国革新大时代.md
index 4e6be32b..27f12705 100644
--- a/Personal/Book/科学技术/贝尔实验室与美国革新大时代.md
+++ b/Personal/Book/科学技术/贝尔实验室与美国革新大时代.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "25122987"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/54/YueWen_25122987/t7_YueWen_25122987.jpg
 reviewCount: 10
 noteCount: 27
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/54/YueWen_25122987/t7_YueWen_25122987.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 9
@@ -17,9 +17,9 @@ keywords:
   - 贝尔实验室与美国革新大时代
   - 乔恩·格特纳
 tags:
-  - 阅读/科学技术-自然科学
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/科学技术-自然科学
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/科学技术/高性能Linux服务器运维实战：shell编程、监控告警、性能优化与实战案例.md b/Personal/Book/科学技术/高性能Linux服务器运维实战：shell编程、监控告警、性能优化与实战案例.md
deleted file mode 100644
index 230a15fe..00000000
--- a/Personal/Book/科学技术/高性能Linux服务器运维实战：shell编程、监控告警、性能优化与实战案例.md
+++ /dev/null
@@ -1,38 +0,0 @@
----
-title: 高性能Linux服务器运维实战：shell编程、监控告警、性能优化与实战案例
-description: 《高性能Linux服务器运维实战：shell编程、监控告警、性能优化与实战案例》以Linux运维平台下的开源应用软件为中心，涉及Linux运维的各个方面，主要从系统基础运维、系统性能调优、智能运维监控、运维实战案例4个方面展开介绍。本书贯穿实战、实用、通俗
-keywords:
-  - 高性能Linux服务器运维实战：shell编程、监控告警、性能优化与实战案例
-  - 科学技术
-tags:
-  - 阅读/科学技术
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《高性能Linux服务器运维实战：shell编程、监控告警、性能优化与实战案例》
-- **作者**： 高俊峰编著
-- **分类**： 科学技术-工业技术
-- **ISBN**：9787111655497
-- **出版社**：机械工业出版社
-
-## 概述
-
-《高性能Linux服务器运维实战：shell编程、监控告警、性能优化与实战案例》以Linux运维平台下的开源应用软件为中心，涉及Linux运维的各个方面，主要从系统基础运维、系统性能调优、智能运维监控、运维实战案例4个方面展开介绍。本书贯穿实战、实用、通俗、易懂的特点，在内容上注重实战化，通过真实的生产环境从多个方面介绍运维工作中的方方面面。通过真实案例的学习，可以使读者深入地掌握Linux运维技术的各种经验和技巧，从而真正提高企业的实战能力。
-
-## 划线 
- 
-
-> 构建一个智能的运维监控平台，必须以运行监控和故障告警这两个方面为重点，将所有业务系统中所涉及的网络资源、硬件资源、软件资源、数据库资源等纳入统一的运维监控平台中，并通过消除管理软件的差别，数据采集手段的差别，对各种不同的数据来源实现统一管理、统一规范、统一处理、统一展现、统一用户登录、统一权限控制，最终实现运维规范化、自动化、智能化的大运维管理。
-
-## 笔记
-
-
-## 书评
-
-> ✨内容滞后，生搬硬套，只有实际生产的事例和思维还凑合吧
-
-## 点评
diff --git a/Personal/Book/文学/凤凰项目：一个IT运维的传奇故事（修订版）.md b/Personal/Book/精品小说/凤凰项目：一个IT运维的传奇故事（修订版）.md
similarity index 99%
rename from Personal/Book/文学/凤凰项目：一个IT运维的传奇故事（修订版）.md
rename to Personal/Book/精品小说/凤凰项目：一个IT运维的传奇故事（修订版）.md
index 1e814e48..84148a9d 100644
--- a/Personal/Book/文学/凤凰项目：一个IT运维的传奇故事（修订版）.md
+++ b/Personal/Book/精品小说/凤凰项目：一个IT运维的传奇故事（修订版）.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "27337404"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/74/YueWen_27337404/t7_YueWen_27337404.jpg
 reviewCount: 2
 noteCount: 117
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/74/YueWen_27337404/t7_YueWen_27337404.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 16
@@ -17,9 +17,9 @@ keywords:
   - 凤凰项目：一个IT运维的传奇故事（修订版）
   - 吉恩·金 凯文·贝尔 乔治·斯帕福德
 tags:
-  - 阅读/文学-散文杂著
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/精品小说-社会小说
+date: 2024-10-14
 
 ---
 
@@ -27,7 +27,7 @@ date: 2024-04-29
 
 - **书名**：《凤凰项目：一个IT运维的传奇故事（修订版）》
 - **作者**： 吉恩·金 凯文·贝尔 乔治·斯帕福德
-- **分类**： 文学-散文杂著
+- **分类**： 精品小说-社会小说
 - **ISBN**：9787115516763
 - **出版社**：人民邮电出版社
 
diff --git a/Personal/Book/经济理财/人力资源管理从入门到精通.md b/Personal/Book/经济理财/人力资源管理从入门到精通.md
index 14361480..71b88790 100644
--- a/Personal/Book/经济理财/人力资源管理从入门到精通.md
+++ b/Personal/Book/经济理财/人力资源管理从入门到精通.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "23911060"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/60/23911060/t7_23911060.jpg
 reviewCount: 0
 noteCount: 18
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/60/23911060/t7_23911060.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 2
@@ -17,9 +17,9 @@ keywords:
   - 人力资源管理从入门到精通
   - 张明辉
 tags:
-  - 阅读/经济理财-管理
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/经济理财-管理
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/经济理财/十分钟冥想.md b/Personal/Book/经济理财/十分钟冥想.md
deleted file mode 100644
index 84669f2a..00000000
--- a/Personal/Book/经济理财/十分钟冥想.md
+++ /dev/null
@@ -1,138 +0,0 @@
----
-doc_type: weread-highlights-reviews
-bookId: "27184999"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/45/yuewen_27184999/t7_yuewen_271849991695026700.jpg
-reviewCount: 7
-noteCount: 37
-title: 十分钟冥想
-description: 冥想是一种奇妙的技能，它有改变我们人生的潜力，但是怎样运用这种技能，则取决于你自己。随着媒体对冥想和正念的报道越来越多，许多人似乎急于确定冥想的用途。事实上，你只有确定了如何用它，你才能确定它的用途。在学骑自行车的时候，你所了解的是如何骑车，而不是你要如何去运用骑车的能力。有些人把自行车视为出行工具，有些人用它跟朋友闲逛，还有极少数人可能以它为终身事业。对所有人来说，技能是一样的：安稳地坐在车座上，别掉下来。所以，虽然别人可以教你如何骑车，但骑车对你而言到底意味着什么，你要拿它做什么，以及它怎样才能最符合你的生活方式，这完全取决于你自己。冥想技能也是如此，你可以将它应用到生活中的任何方面，它的价值取决于你赋予它的价值。
-keywords:
-  - 十分钟冥想
-  - 安迪·普迪科姆
-tags:
-  - 阅读/经济理财-理财
-  - 阅读/笔记
-date: 2023-12-10
----
-
----
-
-## 简介
-
-- **书名**：《十分钟冥想》
-- **作者**： 安迪·普迪科姆
-- **分类**： 经济理财-理财
-- **ISBN**：9787111639824
-- **出版社**：机械工业出版社
-
-## 概述
-
-冥想是一种奇妙的技能，它有改变我们人生的潜力，但是怎样运用这种技能，则取决于你自己。随着媒体对冥想和正念的报道越来越多，许多人似乎急于确定冥想的用途。事实上，你只有确定了如何用它，你才能确定它的用途。在学骑自行车的时候，你所了解的是如何骑车，而不是你要如何去运用骑车的能力。有些人把自行车视为出行工具，有些人用它跟朋友闲逛，还有极少数人可能以它为终身事业。对所有人来说，技能是一样的：安稳地坐在车座上，别掉下来。所以，虽然别人可以教你如何骑车，但骑车对你而言到底意味着什么，你要拿它做什么，以及它怎样才能最符合你的生活方式，这完全取决于你自己。冥想技能也是如此，你可以将它应用到生活中的任何方面，它的价值取决于你赋予它的价值。
-
-## 划线 
- 
-
-> 你上一次坐下来，安静不动，不分心，不受电视、音乐、书籍、杂志、食物、电话、计算机、朋友、家人的打扰，没有任何你需要思考和解决的事情，是什么时候？ 
-
-> 在正念环境中，冥想不是要去阻止想法、控制心灵。它是一个过程，在这个过程中，我们放弃控制，不插手，不介入，学会以被动的方式集中注意力，同时将心灵安放在它自有的、自然的觉醒中。 
-
-> 内心想法不介入不插手，容许心灵以自己的节奏、自己的方式展开，你才能找到真正的头脑空间。 
-
-> 你知道，如果你坐上飞机，从那些云的一端穿过，另一端就没有阴云，而只有蓝色的天空了。就算有大片阴沉沉的乌云，蓝色的天空也始终存在。 
-
-> 我得到了这样一种理念：天空总是蓝的。云相当于我们的思想，当心灵忙于这些想法的时候，蓝色的天空就暂时被遮蔽了。从我自 
-
-> 无论我们感受如何，心灵的深层本质就像蓝色的天空一样，并没有发生变化。当我们因为某种原因心情不好或者感到痛苦的时候，云会变得更加阴沉，更令人烦扰。也许整个天空中只有那么一个想法，然而它似乎带走了我们全部的注意力。 
-
-> 我一直都把头脑空间当成这种心境。冥想不是努力把阴云赶走，而是：搬把椅子到花园里，坐看云卷云舒。有时候，蓝色的天空会穿过阴云展露出来，令人备感美好。如果我能耐心地坐在那里，不过分执着于那些阴云，那么蓝色的天空会显露得更多。 
-
-> 。最重要的是，你可以想象心中有一片始终宁静、始终澄澈的区域，想象心中有一片你随时都可以依归的地方，想象无论生活中发生什么事，心中都始终有一种安心感或安定感。 
-
-> 你不可能因为你像一座雕像一样坐在那里做某种叫冥想的事，就指望它突然静静地在某个地方站定！因此，当你跟这匹野马，也就是你的心灵，一起坐下来的时候，你需要给它提供很大的空间。不要试图立刻将注意力集中在冥想对象上，相反，要给你的心灵一点时间，让它安定下来，放松一点。你急什么呢？” 
-
-> 关注它的同时，试着温和地将它分享给他人。同样，如果你的注意力集中在令人不快的感受上，那么请你试着轻松地保持体验它或者替某个你关心的人照看它的心态。 
-
-> 被压制的，必将浮上来 
-
-> 就情感而言，凡是被压制的，必会再浮上来。也许它会突出到表面来，就像情感本身一样，也可能它会开始以别的方式影响我们的行为。 
-
-> 要像训练野马那样去靠近你的心灵。要想象自己站在一个非常大的空间的中央，即一块开放田野的中央。现在，缰绳的一端系着这匹马，另一端在你手里。不过，缰绳是松弛的，这匹马有它所需要的一切空间，它并没有觉得被困住或者受到约束 
-
-> 你有没有注意过，当你真正专注于某个事物的时候，你的心灵会变得多么平静？你有没有注意过，即便你的心灵之前还凌乱如麻，但是一旦专注于自己喜欢做的事情，并且全身心地沉浸在那项活动中时，心灵会开始安定下来，会感到非常宁静？ 
-
-> 所以，对任何可能会令人分心的事物进行限制，正是修习开始的第一步。 
-
-> 当心灵像这样被完全扰乱时，我们就几乎不可能看清正在发生的事，也不可能看到表面之下隐藏着什么。 
-
-> 如果要对这些让我们的生活变得既复杂又丰富的感受和情绪进行研究，那么我们需要使水面足够平静，因为只有这样，我们才能看到它们。 
-
-> 在那个时候，似乎一切都被愤怒染上了色彩。我不知道你有没有过这种体验，感觉就像是，所有从脑海中闪过的想法都带上了这种愤怒底色，这种底色改变了你看待周围世界的视角。 
-
-> 奇怪的是，与此同时，我好像开始不那么专注于自己的那些想法，而更多地开始专注于自己手头的活。虽然我同意，用剪刀来剪草不见得每个人都喜欢，然而剪了一会儿之后，我发现这个过程其实可以使人平静。事实上，这个过程本身就成了一种冥想过程。 
-
-> “你的心灵就是这个样子。你看到了这些陷阱，但是惯性太强大了，你没法阻止自己掉进去。但是， 
-
-> “如果你分心走神了，那就不是冥想了。只有在你不分心不走神的时候，才是冥想。没有好的冥想或者坏的冥想之说，只有分心和不分心之说，以及觉醒和不觉醒之说。”事实上，他常常把冥想比作去剧院 
-
-> 你甚至会被台上的故事所激发，坐在那里计划着如何向你5年来一直想告白的人告白。 
-
-> 冥想根本不起作用。我感觉糟透了。进来的时候我心情还好，而现在我感觉心情很差，那么冥想的意义何在呢？ 
-
-> 我们其实很少能做到身心的时空合一。 
-
-> 理念是，不要试图去阻止想法，而要顺其自然，任由想法在你完全觉醒的状态下来来去去。 
-
-> 跟非冥想者相比，冥想者的大脑中管理痛苦和情感的区域要更厚实 
-
-> 我们中有多少人一直都是这样生活的？沉浸在对过去的回忆和对未来的规划中，如此全身沉浸在思考中，而完全没有意识到当 
-
-> 无论你在做什么，它就在这里，它就在普通平常的日常活动中，如就在你吃三明治的动作中，就在你喝水的动作中，就在你洗碗的动作中……这就是正念、心在、觉醒的要义所在。 
-
-> 我们对身体的运动如此熟悉，以至于在跑的时候根本不需要太专注。正因为这一点，心灵往往很容易游离。 
-
-> 研究正念有效性的研究者发现，哪怕参与者每天只冥想很短的时间，只做了5天，就有更多血液流向他们大脑中帮助控制情感和行为 
-
-> 冥想只有在你去做的时候才会起作用！只有当你坐下来冥想的时候，你才会看到它的好处 
-
-> 冥想的最佳时间是早上醒来的第一时间 
-
-> 他们不断地把冥想加入下一个“待办事项清单”中，结果却是“未完成”状态。他们用来减轻自己压力的事情，反倒不知怎么成了他们的另一个压力来源。这可不是冥想的目的！ 
-
-> 研究冥想和正念的好处的神经科学家发现了重复的重要性。他们说，日复一日地做冥想练习，这个简单的举动就足以促使大脑做出积极的改变。事实上，他们认为，这对于建立新的突触关系和神经路线来说极其重要。 
-
-> 某一天，你登上一列拥挤的火车，却没有为之感到过于困扰，而另一天，同样拥挤的列车却好像触发了你的各种情绪。你会很清楚地意识到，并不是外在的事物给我们带来了最大的麻烦，而是我们心灵里面的事物给我们带来了困扰——幸好，心灵里的这些东西是可以改变的。留意视角在每时每刻的转变，这会为你的日常冥想提供强有力的支持。
-
-## 笔记
-
-
-> “天空总是蓝的。”
-
-💭 生活总是美好的
-
-> 现在，想象一下，你将石头一块接一块地扔进水中，看看整个水面同时被搅动起来的情景。当水面变成这个样子的时候，你几乎就不可能看到水里的任何东西，更不用说看见水底的东西
-
-💭 静心
-
-> 如果我一门心思专注在一件事上，那么我不可能同时分心到另一件事上。因此，在没有刻意忽略或抗拒内心想法的情况下，当我的心思专注在别处的时候，这些想法自然地自行消失了。
-
-💭 活在当下，体验内心的宁静和愉悦
-
-💭打水即是打水，劈柴即是劈柴，烧饭即是烧饭
-
-> 以正念的形式将觉醒应用到日常生活的杂务中。
-
-💭 正念即是专注力
-
-> 行走是一种确定的、受习惯驱使的行为，它几乎不需要专注力。
-
-💭 潜意识
-
-> 冥想只有在你去做的时候才会起作用！只有当你坐下来冥想的时候，你才会看到它的好处
-
-💭 实践是检验真理的唯一标准
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/经济理财/半小时漫画股票实战法.md b/Personal/Book/经济理财/半小时漫画股票实战法.md
deleted file mode 100644
index d5a2fef7..00000000
--- a/Personal/Book/经济理财/半小时漫画股票实战法.md
+++ /dev/null
@@ -1,39 +0,0 @@
----
-title: 半小时漫画股票实战法
-description: 任何一个可以在股市稳定盈利的人，背后都有一套自己的交易系统。本书漫画主角王老师是个基层职员，他收入平平，生活普通。但他靠炒股实现了人生大翻转：个人资产超过5亿元，完全实现财务自由，每天工作4小时，不需看人脸色，在全世界多个国家拥有多套海滨度假别墅，而且夫妻
-keywords:
-  - 半小时漫画股票实战法
-  - 经济理财
-tags:
-  - 阅读/经济理财
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《半小时漫画股票实战法》
-- **作者**： 财经杂质
-- **分类**： 经济理财-理财
-- **ISBN**：9787545552140
-- **出版社**：天地出版社
-
-## 概述
-
-任何一个可以在股市稳定盈利的人，背后都有一套自己的交易系统。本书漫画主角王老师是个基层职员，他收入平平，生活普通。但他靠炒股实现了人生大翻转：个人资产超过5亿元，完全实现财务自由，每天工作4小时，不需看人脸色，在全世界多个国家拥有多套海滨度假别墅，而且夫妻恩爱……王老师说：“要不是股市，我们这种人将一事无成，日子也过得紧巴巴，更别妄想住别墅、开大奔了。”那么，王老师是怎么从血本无归摸索到自己的固定交易系统的呢？本书从指标、均线、成交量、盘口、战法、选股这6个方面，复盘了王老师的成功过程。其中既有基础知识、又有实操技巧，搞笑的漫画配上风趣的语言，读者在轻松阅读中就完成了知识积累，可谓实战扫盲利器，非常适合自学者。
-
-## 划线 
- 
-
-> 单个股票短时间内暴涨暴跌时有发生，按图索骥的技术推导和预测会完全失效，但是在整体市场长周期的完整趋势中，逆转的意义仍然不容小觑。 
-
-> 因为执行力远比对错更重要，对错只是让你心动的过客，执行力才是伴你一生的另一半。
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/经济理财/小米创业思考.md b/Personal/Book/经济理财/小米创业思考.md
index 435e1bf0..07559a78 100644
--- a/Personal/Book/经济理财/小米创业思考.md
+++ b/Personal/Book/经济理财/小米创业思考.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "3300024931"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/31/3300024931/t7_3300024931.jpg
 reviewCount: 4
 noteCount: 13
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/31/3300024931/t7_3300024931.jpg
 readingStatus: 读过
 progress: 98%
 totalReadDay: 6
@@ -16,9 +16,9 @@ keywords:
   - 小米创业思考
   - 雷军 徐洁云
 tags:
-  - 阅读/经济理财-商业
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/经济理财-商业
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/经济理财/底层逻辑：半秒钟看透问题本质.md b/Personal/Book/经济理财/底层逻辑：半秒钟看透问题本质.md
index 572016cd..631377ef 100644
--- a/Personal/Book/经济理财/底层逻辑：半秒钟看透问题本质.md
+++ b/Personal/Book/经济理财/底层逻辑：半秒钟看透问题本质.md
@@ -17,8 +17,9 @@ keywords:
   - 底层逻辑：半秒钟看透问题本质
   - 张羽
 tags:
-  - 阅读/经济理财-管理
-date: 2024-08-30
+  - Personal/Book
+  - Read/经济理财-管理
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/艺术/江湖丛谈（注音注释插图本）.md b/Personal/Book/艺术/江湖丛谈（注音注释插图本）.md
deleted file mode 100644
index a5206000..00000000
--- a/Personal/Book/艺术/江湖丛谈（注音注释插图本）.md
+++ /dev/null
@@ -1,45 +0,0 @@
----
-title: 江湖丛谈（注音注释插图本）
-description: 《江湖丛谈》可谓一本不可多得的奇书。它是我国现存仅有的一部全面介绍江湖行当、行话和内幕的书。作者是已故评书大家连阔如。20世纪30年代，他以云游客的笔名，在北平《时言报》发表长篇连载《江湖丛谈》。1938年由时言报社结集出版，共三集。这本书除了介绍北平天桥
-keywords:
-  - 江湖丛谈（注音注释插图本）
-  - 艺术
-tags:
-  - 阅读/艺术
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《江湖丛谈（注音注释插图本）》
-- **作者**： 连阔如著 贾建国著 连丽如整理
-- **分类**： 艺术-民艺
-- **ISBN**：9787101138504
-- **出版社**：中华书局有限公司
-
-## 概述
-
-《江湖丛谈》可谓一本不可多得的奇书。它是我国现存仅有的一部全面介绍江湖行当、行话和内幕的书。作者是已故评书大家连阔如。20世纪30年代，他以云游客的笔名，在北平《时言报》发表长篇连载《江湖丛谈》。1938年由时言报社结集出版，共三集。这本书除了介绍北平天桥、天津三不管等地的变迁以及艺人小传、艺人生活状况外，还以大量的篇幅着重记述和揭露了清末至20世纪30年代这一时期江湖行当的内幕以及危害社会的种种骗术，劝诫人们不要贪便宜上当受骗。
-
-## 划线 
- 
-
-> 第一，身为江湖中人，而又内心纯正，所谓“出污泥而不染”，熟悉江湖内幕和行话以及一切行规。 
-
-> 父亲只上了半年私学、两年小学，十二岁就当学徒，进过北京的首饰楼、照相馆，天津的杂货铺、中药店；到烟台、大连做过小买卖；摆过卦摊，饱尝了人世间的酸、甜、苦、辣。 
-
-> 买卖人有三不卖：不够本不卖；赔钱不卖；不赚钱不卖。 
-
-> 到了乡间，不论是哪个地方，要是有人提倡在那里创立个集场，或是在那里创办个庙会，为首开办的人得先邀生意档子吸引观众。兴隆方面要是没有生意档子参加，任他办理得多善，也吸引不住人儿 
-
-> 远来的和尚会念经”。
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/计算机/Flask Web开发：基于Python的Web应用开发实战（第2版）.md b/Personal/Book/计算机/Flask Web开发：基于Python的Web应用开发实战（第2版）.md
deleted file mode 100644
index 48a7671a..00000000
--- a/Personal/Book/计算机/Flask Web开发：基于Python的Web应用开发实战（第2版）.md	
+++ /dev/null
@@ -1,45 +0,0 @@
----
-title: Flask Web开发：基于Python的Web应用开发实战（第2版）
-description: 本书共分三部分，全面介绍如何基于Python微框架Flask进行Web开发。第一部分是Flask简介，介绍使用Flask框架及扩展开发Web程序的必备基础知识。第二部分则给出一个实例，真正带领大家一步步开发完整的博客和社交应用Flasky，从而将前述知识融
-keywords:
-  - Flask Web开发：基于Python的Web应用开发实战（第2版）
-  - 计算机
-tags:
-  - 阅读/计算机
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《Flask Web开发：基于Python的Web应用开发实战（第2版）》
-- **作者**： 米格尔·格林贝格
-- **分类**： 计算机-编程设计
-- **ISBN**：9787115489456
-- **出版社**：人民邮电出版社
-
-## 概述
-
-本书共分三部分，全面介绍如何基于Python微框架Flask进行Web开发。第一部分是Flask简介，介绍使用Flask框架及扩展开发Web程序的必备基础知识。第二部分则给出一个实例，真正带领大家一步步开发完整的博客和社交应用Flasky，从而将前述知识融会贯通，付诸实践。第三部分介绍了发布应用之前必须考虑的事项，如单元测试策略、性能分析技术、Flask程序的部署方式等。第2版针对Python 3.6全面修订。
-
-## 划线 
- 
-
-> Flask自开发伊始就被设计为可扩展的框架，它具有一个包含基本服务的强健核心，其他功能则可通过扩展实现 
-
-> 这两个过程分别称为业务逻辑和表现逻辑。 
-
-> 不过近年来文档数据库和键–值对数据库成了流行的替代选择，这两种数据库合称NoSQL数据库。 
-
-> NoSQL数据库一般使用集合代替表，使用文档代替记录 
-
-> 选择数据库框架时，不一定非得选择已经集成了Flask的框架，但选择这样的框架可以节省编写集成代码的时间。使用集成了Flask的框架可以简化配置和操作，所以专门为Flask开发的扩展是你的首选。
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/计算机/IT基础架构：系统运维实践.md b/Personal/Book/计算机/IT基础架构：系统运维实践.md
index ff15437a..892d3b87 100644
--- a/Personal/Book/计算机/IT基础架构：系统运维实践.md
+++ b/Personal/Book/计算机/IT基础架构：系统运维实践.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "933889"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/889/933889/t7_933889.jpg
 reviewCount: 1
 noteCount: 16
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/889/933889/t7_933889.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 15
@@ -17,9 +17,9 @@ keywords:
   - IT基础架构：系统运维实践
   - 赵旻
 tags:
-  - 阅读/计算机-理论知识
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-理论知识
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/Linux命令行与shell脚本编程大全（第4版）.md b/Personal/Book/计算机/Linux命令行与shell脚本编程大全（第4版）.md
index 85175f29..85f10e87 100644
--- a/Personal/Book/计算机/Linux命令行与shell脚本编程大全（第4版）.md
+++ b/Personal/Book/计算机/Linux命令行与shell脚本编程大全（第4版）.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "3300024030"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/30/3300024030/t7_3300024030.jpg
 reviewCount: 0
 noteCount: 12
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/30/3300024030/t7_3300024030.jpg
 readingStatus: 读完
 progress: 98%
 totalReadDay: 5
@@ -17,9 +17,9 @@ keywords:
   - Linux命令行与shell脚本编程大全（第4版）
   - 理查德·布卢姆  克里斯蒂娜·布雷斯纳汉　著
 tags:
-  - 阅读/计算机-编程设计
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-编程设计
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/Linux是怎样工作的.md b/Personal/Book/计算机/Linux是怎样工作的.md
deleted file mode 100644
index 49b3fc87..00000000
--- a/Personal/Book/计算机/Linux是怎样工作的.md
+++ /dev/null
@@ -1,41 +0,0 @@
----
-title: Linux是怎样工作的
-description: 本书结合大量实验程序和图表，通俗易懂地介绍了Linux操作系统的运行原理和硬件的基础知识，涉及进程管理、进程调度器、内存管理、存储层次、文件系统和外部存储器等。实验程序使用C语言和Python编写，读者可亲自动手运行程序，来确认系统的行为。另外，以图解的方
-keywords:
-  - Linux是怎样工作的
-  - 计算机
-tags:
-  - 阅读/计算机
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《Linux是怎样工作的》
-- **作者**： 武内觉　著
-- **分类**： 计算机-编程设计
-- **ISBN**：9787115581617
-- **出版社**：人民邮电出版社有限公司
-
-## 概述
-
-本书结合大量实验程序和图表，通俗易懂地介绍了Linux操作系统的运行原理和硬件的基础知识，涉及进程管理、进程调度器、内存管理、存储层次、文件系统和外部存储器等。实验程序使用C语言和Python编写，读者可亲自动手运行程序，来确认系统的行为。另外，以图解的方式介绍各知识点，简明且直观，能够帮助读者加深理解。读者只需对Linux基本命令有所了解，即可轻松阅读。 本书适合应用程序开发人员、系统设计师、运维管理人员和技术支持人员等人士阅读。
-
-## 划线 
- 
-
-> 负责任意一层的人，只需了解比他负责的那一层更深的一层就可以了。 
-
-> ●中间件：将对大部分应用程序通用的功能分离出来，以辅助应用程序运行的程序，例如Web服务器、数据库系统 
-
-> [插图]图3-2 启动另一个程序的流程下面来详细说明这一流程。首先，读取可执行文件，以及创建进程的内存映像所需的信息。可执行文件中不仅包含进程在运行过程中使用的代码与数据，还包含开始运行程序时所需的数据。●包含代码的代码段在文件中的偏移量、大小，以及内存映像的起始地址●包含代码以外的变量等数据的数据段在文件中的偏移量、大小，以及内存映像的起始地址
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/计算机/Python工匠：案例、技巧与工程实践.md b/Personal/Book/计算机/Python工匠：案例、技巧与工程实践.md
index 4af882e8..e829ff04 100644
--- a/Personal/Book/计算机/Python工匠：案例、技巧与工程实践.md
+++ b/Personal/Book/计算机/Python工匠：案例、技巧与工程实践.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "3300018868"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/68/3300018868/t7_3300018868.jpg
 reviewCount: 7
 noteCount: 101
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/68/3300018868/t7_3300018868.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 4
@@ -17,9 +17,9 @@ keywords:
   - Python工匠：案例、技巧与工程实践
   - 朱雷
 tags:
-  - 阅读/计算机-编程设计
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-编程设计
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/Python编程轻松进阶.md b/Personal/Book/计算机/Python编程轻松进阶.md
index dd93c29b..89d6bc9a 100644
--- a/Personal/Book/计算机/Python编程轻松进阶.md
+++ b/Personal/Book/计算机/Python编程轻松进阶.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "3300024033"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/33/3300024033/t7_3300024033.jpg
 reviewCount: 2
 noteCount: 17
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/33/3300024033/t7_3300024033.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 6
@@ -17,9 +17,9 @@ keywords:
   - Python编程轻松进阶
   - 阿尔·斯维加特　著
 tags:
-  - 阅读/计算机-编程设计
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-编程设计
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/Python编程：从入门到实践（第2版）.md b/Personal/Book/计算机/Python编程：从入门到实践（第2版）.md
deleted file mode 100644
index 90748ffb..00000000
--- a/Personal/Book/计算机/Python编程：从入门到实践（第2版）.md
+++ /dev/null
@@ -1,37 +0,0 @@
----
-title: Python编程：从入门到实践（第2版）
-description: 本书是针对所有层次Python读者而作的Python入门书。全书分两部分：第一部分介绍用Python编程所必须了解的基本概念，包括强大的Python库和工具，以及列表、字典、if语句、类、文件与异常、代码测试等内容；第二部分将理论付诸实践，讲解如何开发三个
-keywords:
-  - Python编程：从入门到实践（第2版）
-  - 计算机
-tags:
-  - 阅读/计算机
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《Python编程：从入门到实践（第2版）》
-- **作者**： 埃里克·马瑟斯
-- **分类**： 计算机-编程设计
-- **ISBN**：9787115546081
-- **出版社**：人民邮电出版社
-
-## 概述
-
-本书是针对所有层次Python读者而作的Python入门书。全书分两部分：第一部分介绍用Python编程所必须了解的基本概念，包括强大的Python库和工具，以及列表、字典、if语句、类、文件与异常、代码测试等内容；第二部分将理论付诸实践，讲解如何开发三个项目，包括简单的2D游戏、利用数据生成交互式的信息图以及创建和定制简单的Web应用，并帮助读者解决常见编程问题和困惑。第2版进行了全面修订，简化了Python安装流程，新增了f字符串、get()方法等内容，并且在项目中使用了Plotly库以及新版本的Django和Bootstrap，等等。
-
-## 划线 
- 
-
-> 要关闭该终端会话，可按Ctrl + Z、再按回车键，也可执行命令exit()。
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/计算机/SQL必知必会（第5版）.md b/Personal/Book/计算机/SQL必知必会（第5版）.md
index 867386a4..68867767 100644
--- a/Personal/Book/计算机/SQL必知必会（第5版）.md
+++ b/Personal/Book/计算机/SQL必知必会（第5版）.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "34336685"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/685/34336685/t7_34336685.jpg
 reviewCount: 0
 noteCount: 26
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/685/34336685/t7_34336685.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 4
@@ -17,9 +17,9 @@ keywords:
   - SQL必知必会（第5版）
   - 本·福达
 tags:
-  - 阅读/计算机-数据库
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-数据库
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/SRE：Google运维解密.md b/Personal/Book/计算机/SRE：Google运维解密.md
index 9df8eb08..8045b5b6 100644
--- a/Personal/Book/计算机/SRE：Google运维解密.md
+++ b/Personal/Book/计算机/SRE：Google运维解密.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "26271721"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/721/26271721/t7_26271721.jpg
 reviewCount: 17
 noteCount: 132
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/721/26271721/t7_26271721.jpg
 readingStatus: 读完
 progress: 98%
 totalReadDay: 21
@@ -17,9 +17,9 @@ keywords:
   - SRE：Google运维解密
   - 贝特西·拜尔等
 tags:
-  - 阅读/计算机-计算机综合
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-计算机综合
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/UNIX传奇：历史与回忆.md b/Personal/Book/计算机/UNIX传奇：历史与回忆.md
index f715c904..a7ce78df 100644
--- a/Personal/Book/计算机/UNIX传奇：历史与回忆.md
+++ b/Personal/Book/计算机/UNIX传奇：历史与回忆.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "38493609"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/94/YueWen_38493609/t7_YueWen_38493609.jpg
 reviewCount: 9
 noteCount: 107
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/94/YueWen_38493609/t7_YueWen_38493609.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 4
@@ -17,9 +17,9 @@ keywords:
   - UNIX传奇：历史与回忆
   - 布莱恩·W.克尼汉
 tags:
-  - 阅读/计算机-计算机综合
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-计算机综合
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/VMware vSphere 7.0云平台运维与管理（第2版）.md b/Personal/Book/计算机/VMware vSphere 7.0云平台运维与管理（第2版）.md
deleted file mode 100644
index 019eb90b..00000000
--- a/Personal/Book/计算机/VMware vSphere 7.0云平台运维与管理（第2版）.md	
+++ /dev/null
@@ -1,43 +0,0 @@
----
-title: VMware vSphere 7.0云平台运维与管理（第2版）
-description: 本书是一本以VMware vSphere 7.0平台为基础的从入门到精通的项目任务化教程，项目1介绍虚拟化与云计算的基本概念，项目2介绍搭建VMware企业级虚拟化平台的全过程，项目3以StarWind和openfiler为例介绍iSCSI存储的搭建与配置
-keywords:
-  - VMware vSphere 7.0云平台运维与管理（第2版）
-  - 计算机
-tags:
-  - 阅读/计算机
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《VMware vSphere 7.0云平台运维与管理（第2版）》
-- **作者**： 杨海艳 张文库 王印主编
-- **分类**： 计算机-计算机综合
-- **ISBN**：9787121417870
-- **出版社**：电子工业出版社
-
-## 概述
-
-本书是一本以VMware vSphere 7.0平台为基础的从入门到精通的项目任务化教程，项目1介绍虚拟化与云计算的基本概念，项目2介绍搭建VMware企业级虚拟化平台的全过程，项目3以StarWind和openfiler为例介绍iSCSI存储的搭建与配置，项目4介绍部署vCenter Server的过程，项目5介绍vCenter Server的高级应用，项目6详细介绍VMware云桌面服务的搭建。本书不仅可以作为高等院校计算机网络技术、云计算技术专业的学生教材，还可以作为对VMware vSphere云平台运维与管理技术感兴趣的读者的参考用书。
-
-## 划线 
- 
-
-> 裸金属架构 
-
-> 寄居架构
-
-## 笔记
-
-
-> 计算的边界可能不是技术局限，而是经济合理性。
-
-💭 效率
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/计算机/人人都懂设计模式：从生活中领悟设计模式（Python实现）.md b/Personal/Book/计算机/人人都懂设计模式：从生活中领悟设计模式（Python实现）.md
index f64ec5ce..395c49a5 100644
--- a/Personal/Book/计算机/人人都懂设计模式：从生活中领悟设计模式（Python实现）.md
+++ b/Personal/Book/计算机/人人都懂设计模式：从生活中领悟设计模式（Python实现）.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "25449864"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/68/YueWen_25449864/t7_YueWen_25449864.jpg
 reviewCount: 0
 noteCount: 19
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/68/YueWen_25449864/t7_YueWen_25449864.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 10
@@ -17,9 +17,9 @@ keywords:
   - 人人都懂设计模式：从生活中领悟设计模式（Python实现）
   - 罗伟富
 tags:
-  - 阅读/计算机-编程设计
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-编程设计
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/从0到1：HTML+CSS快速上手.md b/Personal/Book/计算机/从0到1：HTML+CSS快速上手.md
index 6b5d0d56..6867880d 100644
--- a/Personal/Book/计算机/从0到1：HTML+CSS快速上手.md
+++ b/Personal/Book/计算机/从0到1：HTML+CSS快速上手.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "30070658"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/81/YueWen_30070658/t7_YueWen_30070658.jpg
 reviewCount: 0
 noteCount: 10
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/81/YueWen_30070658/t7_YueWen_30070658.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 1
@@ -17,9 +17,9 @@ keywords:
   - 从0到1：HTML+CSS快速上手
   - 莫振杰
 tags:
-  - 阅读/计算机-编程设计
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-编程设计
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/从0到1：HTML5+CSS3修炼之道.md b/Personal/Book/计算机/从0到1：HTML5+CSS3修炼之道.md
deleted file mode 100644
index 6bccb2d0..00000000
--- a/Personal/Book/计算机/从0到1：HTML5+CSS3修炼之道.md
+++ /dev/null
@@ -1,43 +0,0 @@
----
-title: 从0到1：HTML5+CSS3修炼之道
-description: 作者根据自己多年的前后端开发经验，站在完全零基础读者的角度，详尽介绍了HTML5和CSS3的基础知识、新技术及各种高级开发技巧。 全书分为两大部分：第一部分介绍HTML5的新技术，主要包括新增元素、新增属性、元素拖放、文件操作、本地存储、音频视频、离线应用
-keywords:
-  - 从0到1：HTML5+CSS3修炼之道
-  - 计算机
-tags:
-  - 阅读/计算机
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《从0到1：HTML5+CSS3修炼之道》
-- **作者**： 莫振杰
-- **分类**： 计算机-编程设计
-- **ISBN**：9787115525055
-- **出版社**：人民邮电出版社
-
-## 概述
-
-作者根据自己多年的前后端开发经验，站在完全零基础读者的角度，详尽介绍了HTML5和CSS3的基础知识、新技术及各种高级开发技巧。 全书分为两大部分：第一部分介绍HTML5的新技术，主要包括新增元素、新增属性、元素拖放、文件操作、本地存储、音频视频、离线应用等；第二部分介绍CSS3的新技术，主要包括新增选择器、CSS3变形、CSS3过渡、CSS3动画、多列布局、滤镜效果、弹性盒子模型等。 为了方便高校老师教学，本书不但配备了所有案例的源代码，还提供了配套的PPT 课件。本书适合作为前端开发人员的参考书，也可以作为大中专院校相关专业的教学参考书。
-
-## 划线 
- 
-
-> 4．允许属性值不加引号 
-
-> HTML5新增的主要结构元素有6个：header、nav、article、aside、section、footer。 
-
-> 在HTML5中，我们可以使用contenteditable属性来定义某个元素的内容是否可以被编辑。 
-
-> 不同浏览器的localStorage数据是不可以共用的
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/计算机/从0到1：JavaScript 快速上手.md b/Personal/Book/计算机/从0到1：JavaScript 快速上手.md
index c227d55f..3c936ea8 100644
--- a/Personal/Book/计算机/从0到1：JavaScript 快速上手.md	
+++ b/Personal/Book/计算机/从0到1：JavaScript 快速上手.md	
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "30070660"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/4/YueWen_30070660/t7_YueWen_30070660.jpg
 reviewCount: 0
 noteCount: 14
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/4/YueWen_30070660/t7_YueWen_30070660.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 2
@@ -17,9 +17,9 @@ keywords:
   - 从0到1：JavaScript 快速上手
   - 莫振杰
 tags:
-  - 阅读/计算机-数据库
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-数据库
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/从0到1：jQuery快速上手.md b/Personal/Book/计算机/从0到1：jQuery快速上手.md
deleted file mode 100644
index c30ec3a7..00000000
--- a/Personal/Book/计算机/从0到1：jQuery快速上手.md
+++ /dev/null
@@ -1,37 +0,0 @@
----
-title: 从0到1：jQuery快速上手
-description: 作者根据自己多年的前后端开发经验，站在完全零基础读者的角度，基于jQuery 1.12.x版本，详尽介绍了jQuery的基础知识及开发技巧。 《从0到1 jQuery快速上手》分为14章，前10章主要介绍jQuery的基本技术，包括常用选择器、DOM操作、
-keywords:
-  - 从0到1：jQuery快速上手
-  - 计算机
-tags:
-  - 阅读/计算机
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《从0到1：jQuery快速上手》
-- **作者**： 莫振杰
-- **分类**： 计算机-编程设计
-- **ISBN**：9787115526335
-- **出版社**：人民邮电出版社
-
-## 概述
-
-作者根据自己多年的前后端开发经验，站在完全零基础读者的角度，基于jQuery 1.12.x版本，详尽介绍了jQuery的基础知识及开发技巧。 《从0到1 jQuery快速上手》分为14章，前10章主要介绍jQuery的基本技术，包括常用选择器、DOM操作、事件操作、jQuery动画、过滤方法、查找方法等；后4章主要介绍jQuery的进阶技巧，包括工具函数、开发插件、Ajax操作以及高级技巧。 此外，本书不但配备了所有案例的源代码，作者还结合实际工作和前端面试的经验，精选了很多高质量的练习题。为了方便高校老师教学，本书还提供了配套的PPT课件。本书适合作为前端开发人员的参考书，也可以作为大中专院校相关专业的教学参考书。
-
-## 划线 
- 
-
-> ·代码简洁。·完美兼容。·轻量级。·强大的选择器。·完善的Ajax。·丰富的插件。
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/计算机/明解Python.md b/Personal/Book/计算机/明解Python.md
index 618f4a75..7e410f53 100644
--- a/Personal/Book/计算机/明解Python.md
+++ b/Personal/Book/计算机/明解Python.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "3300039597"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/24/cpPlatform_kyu2vLKhuzR95AxgeyvDxn/t7_cpPlatform_kyu2vLKhuzR95AxgeyvDxn.jpg
 reviewCount: 1
 noteCount: 21
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/24/cpPlatform_kyu2vLKhuzR95AxgeyvDxn/t7_cpPlatform_kyu2vLKhuzR95AxgeyvDxn.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 4
@@ -17,9 +17,9 @@ keywords:
   - 明解Python
   - 柴田望洋
 tags:
-  - 阅读/计算机-编程设计
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-编程设计
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/每天5分钟玩转Docker容器技术.md b/Personal/Book/计算机/每天5分钟玩转Docker容器技术.md
index c619ef97..ea093c14 100644
--- a/Personal/Book/计算机/每天5分钟玩转Docker容器技术.md
+++ b/Personal/Book/计算机/每天5分钟玩转Docker容器技术.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "26943492"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/41/YueWen_26943492/t7_YueWen_26943492.jpg
 reviewCount: 0
 noteCount: 16
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/41/YueWen_26943492/t7_YueWen_26943492.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 3
@@ -17,9 +17,9 @@ keywords:
   - 每天5分钟玩转Docker容器技术
   - CloudMan
 tags:
-  - 阅读/计算机-计算机综合
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-计算机综合
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/流畅的Python.md b/Personal/Book/计算机/流畅的Python.md
index 4cdb410d..22483686 100644
--- a/Personal/Book/计算机/流畅的Python.md
+++ b/Personal/Book/计算机/流畅的Python.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "22806910"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/910/22806910/t7_22806910.jpg
 reviewCount: 1
 noteCount: 33
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/910/22806910/t7_22806910.jpg
 readingStatus: 读过
 progress: 33%
 totalReadDay: 11
@@ -14,18 +14,18 @@ title: 流畅的Python
 description: 本书致力于帮助Python开发人员挖掘这门语言及相关程序库的优秀特性，避免重复劳动，同时写出简洁、流畅、易读、易维护，并且具有地道Python风格的代码。本书尤其深入探讨了Python语言的高级用法，涵盖数据结构、Python风格的对象、并行与并发，以及元编程等不同的方面。
 keywords:
   - 流畅的Python
-  - 卢西亚诺·拉马略
+  - 【巴】卢西亚诺·拉马略
 tags:
-  - 阅读/计算机-编程设计
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-编程设计
+date: 2024-10-14
 
 ---
 
 ## 简介
 
 - **书名**：《流畅的Python》
-- **作者**： 卢西亚诺·拉马略
+- **作者**： 【巴】卢西亚诺·拉马略
 - **分类**： 计算机-编程设计
 - **ISBN**：9787115454157
 - **出版社**：人民邮电出版社
diff --git a/Personal/Book/计算机/硅谷之火：个人计算机的诞生与衰落（第3版）.md b/Personal/Book/计算机/硅谷之火：个人计算机的诞生与衰落（第3版）.md
index d4a049e6..e2b90626 100644
--- a/Personal/Book/计算机/硅谷之火：个人计算机的诞生与衰落（第3版）.md
+++ b/Personal/Book/计算机/硅谷之火：个人计算机的诞生与衰落（第3版）.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "29971966"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/966/29971966/t7_29971966.jpg
 reviewCount: 12
 noteCount: 75
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/966/29971966/t7_29971966.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 19
@@ -17,9 +17,9 @@ keywords:
   - 硅谷之火：个人计算机的诞生与衰落（第3版）
   - 迈克尔·斯韦因  保罗·弗赖伯格
 tags:
-  - 阅读/计算机-计算机综合
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-计算机综合
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/秒懂设计模式.md b/Personal/Book/计算机/秒懂设计模式.md
index ad33be5e..7d82f0e4 100644
--- a/Personal/Book/计算机/秒懂设计模式.md
+++ b/Personal/Book/计算机/秒懂设计模式.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "39201628"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/95/YueWen_39201628/t7_YueWen_39201628.jpg
 reviewCount: 5
 noteCount: 57
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/95/YueWen_39201628/t7_YueWen_39201628.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 2
@@ -17,9 +17,9 @@ keywords:
   - 秒懂设计模式
   - 刘韬
 tags:
-  - 阅读/计算机-编程设计
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-编程设计
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/程序员的README.md b/Personal/Book/计算机/程序员的README.md
index 781aaa21..60f35581 100644
--- a/Personal/Book/计算机/程序员的README.md
+++ b/Personal/Book/计算机/程序员的README.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "3300065840"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/31/cpplatform_ga4rqqfcxsqrnz84jtogyn/t7_cpplatform_ga4rqqfcxsqrnz84jtogyn1690877075.jpg
 reviewCount: 35
 noteCount: 176
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/31/cpplatform_ga4rqqfcxsqrnz84jtogyn/t7_cpplatform_ga4rqqfcxsqrnz84jtogyn1690877075.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 8
@@ -17,9 +17,9 @@ keywords:
   - 程序员的README
   - 克里斯·里科米尼 德米特里·里亚博伊
 tags:
-  - 阅读/计算机-计算机综合
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-计算机综合
+date: 2024-10-14
 
 ---
 
@@ -123,14 +123,14 @@ date: 2024-04-29
 > 下面是讨论技术债的一个优秀的模板：1.按事实陈述情况；2.描述技术债的风险和成本；3.提出解决方案；4.讨论备选方案（不采取行动也是备选方案）；5.权衡利弊。 
 
 > 3.3 变更代码
-
-变更代码和在新代码库中写代码完全不一样，你必须在不破坏现有行为的情况下进行这些修改。你必须理解其他开发者的想法，坚持原有的代码风格和设计模式。而且，你必须在工作中温和地改进代码库。
-
-无论是添加新特性、重构、删除代码还是修复bug，变更代码的技术大体上一致。事实上，不同类型的变更经常被结合起来使用。所谓重构，是指在不改变软件行为的情况下改进内部代码结构。它经常发生在添加新特性的时候，因为它使新特性可以更容易地被添加。而在修复bug的过程中，则经常删除代码。
-
-改变现有的大型代码库是一项需要经过多年甚至几十年锤炼的专业技能。下面的小技巧在你开始的时候就会帮助到你。
-
-3.3.1 善于利用现有代码 
+   
+   变更代码和在新代码库中写代码完全不一样，你必须在不破坏现有行为的情况下进行这些修改。你必须理解其他开发者的想法，坚持原有的代码风格和设计模式。而且，你必须在工作中温和地改进代码库。
+   
+   无论是添加新特性、重构、删除代码还是修复bug，变更代码的技术大体上一致。事实上，不同类型的变更经常被结合起来使用。所谓重构，是指在不改变软件行为的情况下改进内部代码结构。它经常发生在添加新特性的时候，因为它使新特性可以更容易地被添加。而在修复bug的过程中，则经常删除代码。
+   
+   改变现有的大型代码库是一项需要经过多年甚至几十年锤炼的专业技能。下面的小技巧在你开始的时候就会帮助到你。
+   
+   3.3.1 善于利用现有代码 
 
 > 改变现有的大型代码库是一项需要经过多年甚至几十年锤炼的专业技能 
 
@@ -257,10 +257,10 @@ date: 2024-04-29
 > 亚马逊的构建者库也是一个伟大的免费资源，可用于交付最佳实践。该库位于亚马逊构建者的主页，那上面有关于持续交付、自动部署和回滚的帖子。 
 
 > 然而，大概每名On-Call人员最终都会遇到一起运维事故（生产软件的关键问题）。事故是由自动监控系统发出的警报或由支持工程师观察到问题并报告给值班人员的。On-Call的开发人员必须对事故分流、缓解症状和最终解决。
-
-当关键警报发生时，On-Call的开发人员会被呼叫。“呼叫”是手机出现之前的一种过时的称呼。现在，警报是通过聊天软件、电子邮件、电话或文本信息等渠道发出的。如果你像我们一样，不接听任何来自未知号码的电话，请确保将警报服务的电话号码添加到你的联系人白名单。
-
-所有的On-Call轮换的工作都应该以交接开始和结束。上一名On-Call的开发人员总结当前的所有运维事故，并为下一名On-Call的开发人员提供任何未解决任务的背景。如果你已经很好地跟踪了你的工作，交接工作就不是什么大事了。 
+   
+   当关键警报发生时，On-Call的开发人员会被呼叫。“呼叫”是手机出现之前的一种过时的称呼。现在，警报是通过聊天软件、电子邮件、电话或文本信息等渠道发出的。如果你像我们一样，不接听任何来自未知号码的电话，请确保将警报服务的电话号码添加到你的联系人白名单。
+   
+   所有的On-Call轮换的工作都应该以交接开始和结束。上一名On-Call的开发人员总结当前的所有运维事故，并为下一名On-Call的开发人员提供任何未解决任务的背景。如果你已经很好地跟踪了你的工作，交接工作就不是什么大事了。 
 
 > 创建一个你在紧急情况下可以依赖的资源清单：可以直接链接到你的服务的关键仪表盘和运行手册、访问日志的说明、重要的聊天室，以及故障排除指南。创建一个单独的“On-Call”书签文件夹，并保持更新，这会很方便。与团队分享你的清单，以便其他人可以使用和改进它。 
 
diff --git a/Personal/Book/计算机/精通Python设计模式（第2版）.md b/Personal/Book/计算机/精通Python设计模式（第2版）.md
deleted file mode 100644
index 70057b47..00000000
--- a/Personal/Book/计算机/精通Python设计模式（第2版）.md
+++ /dev/null
@@ -1,37 +0,0 @@
----
-title: 精通Python设计模式（第2版）
-description: Python是一种面向对象的脚本语言，设计模式是可复用的编程解决方案，二者在各种现实场景中应用都十分广泛。本书是针对Python代码实现设计模式的经典作品，着重讨论了用于解决日常问题的所有GoF设计模式，它们能帮助你构建有弹性、可伸缩、稳健的应用程序，并将
-keywords:
-  - 精通Python设计模式（第2版）
-  - 计算机
-tags:
-  - 阅读/计算机
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《精通Python设计模式（第2版）》
-- **作者**： 卡蒙·阿耶娃 萨基斯·卡萨姆帕利斯
-- **分类**： 计算机-编程设计
-- **ISBN**：9787115526861
-- **出版社**：人民邮电出版社
-
-## 概述
-
-Python是一种面向对象的脚本语言，设计模式是可复用的编程解决方案，二者在各种现实场景中应用都十分广泛。本书是针对Python代码实现设计模式的经典作品，着重讨论了用于解决日常问题的所有GoF设计模式，它们能帮助你构建有弹性、可伸缩、稳健的应用程序，并将你的编程技能提升至新的高度。第2版探讨了桥接模式、备忘模式以及与微服务相关的几种模式。
-
-## 划线 
- 
-
-> 在《设计模式》中，“四人组”向我们呈现了23种设计模式，并分为3类：创建型、结构型和行为型。
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/计算机/网络安全等级保护2.0：定级、测评、实施与运维.md b/Personal/Book/计算机/网络安全等级保护2.0：定级、测评、实施与运维.md
index 118db8c6..7a321adc 100644
--- a/Personal/Book/计算机/网络安全等级保护2.0：定级、测评、实施与运维.md
+++ b/Personal/Book/计算机/网络安全等级保护2.0：定级、测评、实施与运维.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "43897082"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/82/43897082/t7_43897082.jpg
 reviewCount: 6
 noteCount: 17
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/82/43897082/t7_43897082.jpg
 readingStatus: 读完
 progress: 96%
 totalReadDay: 7
@@ -17,9 +17,9 @@ keywords:
   - 网络安全等级保护2.0：定级、测评、实施与运维
   - 李劲等编著
 tags:
-  - 阅读/计算机-理论知识
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-理论知识
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/网络工程师红宝书：思科华为华三实战案例荟萃.md b/Personal/Book/计算机/网络工程师红宝书：思科华为华三实战案例荟萃.md
deleted file mode 100644
index 1a2353b9..00000000
--- a/Personal/Book/计算机/网络工程师红宝书：思科华为华三实战案例荟萃.md
+++ /dev/null
@@ -1,41 +0,0 @@
----
-title: 网络工程师红宝书：思科华为华三实战案例荟萃
-description: 当今是“互联网+”的时代，许多事物都建立在网络技术之上，很多时候，要求网络工程师熟悉并能应用多个厂商的产品，按需求搭建网络并负责其维护和升级。本书就是为帮助业界同人轻松达到这一目的而编写的。本书是多厂商技术融合的产物，以思科和华为为主，华三为辅，阐述和演示
-keywords:
-  - 网络工程师红宝书：思科华为华三实战案例荟萃
-  - 计算机
-tags:
-  - 阅读/计算机
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《网络工程师红宝书：思科华为华三实战案例荟萃》
-- **作者**： 周亚军
-- **分类**： 计算机-计算机综合
-- **ISBN**：9787121376627
-- **出版社**：电子工业出版社
-
-## 概述
-
-当今是“互联网+”的时代，许多事物都建立在网络技术之上，很多时候，要求网络工程师熟悉并能应用多个厂商的产品，按需求搭建网络并负责其维护和升级。本书就是为帮助业界同人轻松达到这一目的而编写的。本书是多厂商技术融合的产物，以思科和华为为主，华三为辅，阐述和演示了多个厂商的技术案例实验。对于网络工程师而言，这些案例可以帮助其更好地应付日常工作；对于初学者来说，案例中详尽的命令解释和排错思路可以帮助其更快地入门。本书围绕搭建和维护一个中型企业网络展开实施，可以称之为网络技术常用项目命令大全。作者在书中将在搭建网络和运维网络时最常用的技术分为39个案例进行介绍，同时对相关命令做了注解，说明其作用和结果，以帮助读者来理解网络。另外，本书还为读者准备了实验环境（即模拟器）和视频教程，这是实际操作网络设备的重要工具。在读者完成本书学习之后，搭建和维护一个中型企业网也变得简单起来。
-
-## 划线 
- 
-
-> 思科、华为和华三这三家著名企业。
-
-## 笔记
-
-
-> 其次，要感谢我的夫人，能够容忍我在半夜写书的时候打扰她和孩子，能够容忍叫我三遍后才吃午饭，能够容忍我因为思考技术问题走神而摔倒了还是幼儿的孩子，能够容忍我每周休息1天而没时间陪伴家人。
-
-💭 感谢感谢哈哈哈
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/计算机/网络是怎样连接的.md b/Personal/Book/计算机/网络是怎样连接的.md
index cc0cb674..7b826c0a 100644
--- a/Personal/Book/计算机/网络是怎样连接的.md
+++ b/Personal/Book/计算机/网络是怎样连接的.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "907755"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/15/YueWen_907755/t7_YueWen_907755.jpg
 reviewCount: 3
 noteCount: 23
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/15/YueWen_907755/t7_YueWen_907755.jpg
 readingStatus: 读完
 progress: 100%
 totalReadDay: 6
@@ -17,9 +17,9 @@ keywords:
   - 网络是怎样连接的
   - 户根勤
 tags:
-  - 阅读/计算机-计算机综合
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-计算机综合
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/网络运维亲历记 (网络运维纪实文学).md b/Personal/Book/计算机/网络运维亲历记 (网络运维纪实文学).md
deleted file mode 100644
index 4cc10ea0..00000000
--- a/Personal/Book/计算机/网络运维亲历记 (网络运维纪实文学).md	
+++ /dev/null
@@ -1,37 +0,0 @@
----
-title: 网络运维亲历记 (网络运维纪实文学)
-description: 本书共包括8 章，36 个网络运维实例。首先介绍常用的网络二、三层协议，包括IP、HSRP、 GVRP、VTP 协议和Trunk 技术及网络运维中的一些技巧，如最简单的Ping 和Telnet 工具等。其次 介绍当前用户比较关注的网络问题和热门的网络技术，
-keywords:
-  - 网络运维亲历记 (网络运维纪实文学)
-  - 计算机
-tags:
-  - 阅读/计算机
-  - 阅读/笔记
-author: 7Wate
-date: 2023-07-17
----
-
-## 简介
-
-- **书名**：《网络运维亲历记 (网络运维纪实文学)》
-- **作者**： 王刚耀
-- **分类**： 计算机-理论知识
-- **ISBN**：9787302429845
-- **出版社**：清华大学出版社
-
-## 概述
-
-本书共包括8 章，36 个网络运维实例。首先介绍常用的网络二、三层协议，包括IP、HSRP、 GVRP、VTP 协议和Trunk 技术及网络运维中的一些技巧，如最简单的Ping 和Telnet 工具等。其次 介绍当前用户比较关注的网络问题和热门的网络技术，如网络安全、虚拟化、IPv6 和无线网络等。 最后介绍与网络运维相关的其他计算机应用技术，如应用系统和网络排查工具等。 本书深入浅出地介绍了计算机网络的多方面知识，注重应用实践，可作为网络从业人员的专业 学习和参考用书，也可供高校计算机、通信、网络等专业的师生阅读参考。
-
-## 划线 
- 
-
-> 这7层是物理层、数据链路层、网络层、传输层、会话层、表示层和应用层。而TCP/IP通信协议采用了四层的层级结构，每一层都呼叫它的下一层所提供的网络来完成自己的需求。
-
-## 笔记
-
-
-## 书评
-
-
-## 点评
diff --git a/Personal/Book/计算机/虚拟化工程师运维实战：VMware服务器虚拟化+Citrix桌面应用虚拟化+Veeam备份+Zabbix监控.md b/Personal/Book/计算机/虚拟化工程师运维实战：VMware服务器虚拟化+Citrix桌面应用虚拟化+Veeam备份+Zabbix监控.md
index a8f36e3c..16768525 100644
--- a/Personal/Book/计算机/虚拟化工程师运维实战：VMware服务器虚拟化+Citrix桌面应用虚拟化+Veeam备份+Zabbix监控.md
+++ b/Personal/Book/计算机/虚拟化工程师运维实战：VMware服务器虚拟化+Citrix桌面应用虚拟化+Veeam备份+Zabbix监控.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "39130662"
-author: 仲平
-cover: https://cdn.weread.qq.com/weread/cover/50/YueWen_39130662/t7_YueWen_39130662.jpg
 reviewCount: 0
 noteCount: 13
+author: 仲平
+cover: https://cdn.weread.qq.com/weread/cover/50/YueWen_39130662/t7_YueWen_39130662.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 5
@@ -17,9 +17,9 @@ keywords:
   - 虚拟化工程师运维实战：VMware服务器虚拟化+Citrix桌面/应用虚拟化+Veeam备份+Zabbix监控
   - 孟鹏编著
 tags:
-  - 阅读/计算机-编程设计
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-编程设计
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Book/计算机/计算机：一部历史.md b/Personal/Book/计算机/计算机：一部历史.md
index 78627ae5..8eb8ad57 100644
--- a/Personal/Book/计算机/计算机：一部历史.md
+++ b/Personal/Book/计算机/计算机：一部历史.md
@@ -1,10 +1,10 @@
 ---
 doc_type: weread-highlights-reviews
 bookId: "717751"
-author: 仲平
-cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/751/717751/t7_717751.jpg
 reviewCount: 5
 noteCount: 54
+author: 仲平
+cover: https://wfqqreader-1252317822.image.myqcloud.com/cover/751/717751/t7_717751.jpg
 readingStatus: 读完
 progress: 99%
 totalReadDay: 4
@@ -17,9 +17,9 @@ keywords:
   - 计算机：一部历史
   - 彼得·本特利
 tags:
-  - 阅读/计算机-理论知识
-  - 阅读/笔记
-date: 2024-04-29
+  - Personal/Book
+  - Read/计算机-理论知识
+date: 2024-10-14
 
 ---
 
diff --git a/Personal/Photography/.gitkeep b/Personal/Photo/.gitkeep
similarity index 100%
rename from Personal/Photography/.gitkeep
rename to Personal/Photo/.gitkeep
diff --git a/Professional/1.CareerDevelopment/开发者职业路线图.md b/Professional/1.RoadMap/开发者职业路线图.md
similarity index 95%
rename from Professional/1.CareerDevelopment/开发者职业路线图.md
rename to Professional/1.RoadMap/开发者职业路线图.md
index 8f093e87..12f73265 100644
--- a/Professional/1.CareerDevelopment/开发者职业路线图.md
+++ b/Professional/1.RoadMap/开发者职业路线图.md
@@ -5,8 +5,7 @@ keywords:
   - 开发者
   - 路线图
 tags:
-  - 工作/规划
-sidebar_position: 3
+  - Professional/RoadMap
 author: 7Wate
 date: 2022-09-29
 ---
diff --git a/Professional/1.CareerDevelopment/职业宏观规划图.md b/Professional/1.RoadMap/职业宏观规划图.md
similarity index 94%
rename from Professional/1.CareerDevelopment/职业宏观规划图.md
rename to Professional/1.RoadMap/职业宏观规划图.md
index 7534dadc..d4ad442c 100644
--- a/Professional/1.CareerDevelopment/职业宏观规划图.md
+++ b/Professional/1.RoadMap/职业宏观规划图.md
@@ -5,8 +5,7 @@ keywords:
   - 职业
   - 规划图
 tags:
-  - 工作/规划
-sidebar_position: 1
+  - Professional/RoadMap
 author: 7Wate
 date: 2022-09-29
 ---
diff --git a/Professional/1.CareerDevelopment/职业宏观路线图.md b/Professional/1.RoadMap/职业宏观路线图.md
similarity index 99%
rename from Professional/1.CareerDevelopment/职业宏观路线图.md
rename to Professional/1.RoadMap/职业宏观路线图.md
index f693f1ab..46f3c183 100644
--- a/Professional/1.CareerDevelopment/职业宏观路线图.md
+++ b/Professional/1.RoadMap/职业宏观路线图.md
@@ -5,8 +5,7 @@ keywords:
   - 职业
   - 路线图
 tags:
-  - 工作/规划
-sidebar_position: 2
+  - Professional/RoadMap
 author: 7Wate
 date: 2022-09-29
 ---
diff --git a/Professional/2.ProfessionalSkills/.gitkeep b/Professional/2.Skills/.gitkeep
similarity index 100%
rename from Professional/2.ProfessionalSkills/.gitkeep
rename to Professional/2.Skills/.gitkeep
diff --git a/Professional/3.JobSearch/简历攻略/IT 类简历.md b/Professional/3.JobSearch/Interview/IT 类简历.md
similarity index 71%
rename from Professional/3.JobSearch/简历攻略/IT 类简历.md
rename to Professional/3.JobSearch/Interview/IT 类简历.md
index ade2025b..a920085b 100644
--- a/Professional/3.JobSearch/简历攻略/IT 类简历.md	
+++ b/Professional/3.JobSearch/Interview/IT 类简历.md	
@@ -1,9 +1,12 @@
 ---
-id: IT 类简历
 title: IT 类简历
-data: 2022年6月24日
+description: IT 类简历
+keywords:
+  - IT 类简历
 tags:
-  - 工作/面试
+  - Professional/JobSearch
+author: 仲平
+date: 2024-10-14
 ---
 
 ## 思维导图
diff --git a/Professional/3.JobSearch/简历攻略/简历原则.md b/Professional/3.JobSearch/Interview/简历原则.md
similarity index 70%
rename from Professional/3.JobSearch/简历攻略/简历原则.md
rename to Professional/3.JobSearch/Interview/简历原则.md
index 875201db..49085dee 100644
--- a/Professional/3.JobSearch/简历攻略/简历原则.md
+++ b/Professional/3.JobSearch/Interview/简历原则.md
@@ -1,10 +1,13 @@
 ---
-id: 简历原则
 title: 简历原则
-sidebar_position: 1
-data: 2022年6月24日
+description: 简历原则
+keywords:
+  - 简历原则
 tags:
-  - 工作/面试
+  - Professional/JobSearch
+authors:
+  - 仲平
+data: 2022年6月24日
 ---
 
 ## 思维导图
diff --git a/Professional/3.JobSearch/求职经验/互联网行业-郑州.md b/Professional/3.JobSearch/Resume/互联网行业-郑州.md
similarity index 98%
rename from Professional/3.JobSearch/求职经验/互联网行业-郑州.md
rename to Professional/3.JobSearch/Resume/互联网行业-郑州.md
index f9ad6781..11001b0b 100644
--- a/Professional/3.JobSearch/求职经验/互联网行业-郑州.md
+++ b/Professional/3.JobSearch/Resume/互联网行业-郑州.md
@@ -1,9 +1,12 @@
 ---
-id: 互联网行业-郑州
 title: 互联网行业-郑州
-data: 2022年2月15日
+description: 互联网行业-郑州
+keywords:
+  - 互联网行业-郑州
 tags:
-  - 工作/面试
+  - Professional/JobSearch
+author: 仲平
+date: 2024-10-14
 ---
 
 大家好呀，我是大白，在我咨询了一些朋友并且经过好几位郑州当地读者补充后，终于整理出来一篇比较全面的介绍郑州互联网环境的文章，希望大家支持呀！
diff --git a/Professional/3.JobSearch/求职经验/写给软件工程师的建议.md b/Professional/3.JobSearch/Resume/写给软件工程师的建议.md
similarity index 98%
rename from Professional/3.JobSearch/求职经验/写给软件工程师的建议.md
rename to Professional/3.JobSearch/Resume/写给软件工程师的建议.md
index 024c4843..adbc44e0 100644
--- a/Professional/3.JobSearch/求职经验/写给软件工程师的建议.md
+++ b/Professional/3.JobSearch/Resume/写给软件工程师的建议.md
@@ -1,9 +1,12 @@
 ---
-id: 写给软件工程师的建议
 title: 写给软件工程师的建议
-data: 2022 年 3 月 21 日
+description: 写给软件工程师的建议
+keywords:
+  - 写给软件工程师的建议
 tags:
-  - 工作/面试
+  - Professional/JobSearch
+author: 仲平
+date: 2024-10-14
 ---
 
 ## 前言
diff --git a/Professional/3.JobSearch/面试法则/反向面试.md b/Professional/3.JobSearch/Resume/反向面试.md
similarity index 98%
rename from Professional/3.JobSearch/面试法则/反向面试.md
rename to Professional/3.JobSearch/Resume/反向面试.md
index 01de4345..1adb32ff 100644
--- a/Professional/3.JobSearch/面试法则/反向面试.md
+++ b/Professional/3.JobSearch/Resume/反向面试.md
@@ -1,9 +1,12 @@
 ---
-id: 反向面试
 title: 反向面试
-data: 2022年1月22日
+description: 反向面试
+keywords:
+  - 反向面试
 tags:
-  - 工作/面试
+  - Professional/JobSearch
+author: 仲平
+date: 2024-10-14
 ---
 
 > 大部分翻译自：<https://github.com/viraptor/reverse-interview> ，亦有其他网友补充。
diff --git a/Professional/3.JobSearch/面试法则/面试 10 大常见问题.md b/Professional/3.JobSearch/Resume/面试 10 大常见问题.md
similarity index 99%
rename from Professional/3.JobSearch/面试法则/面试 10 大常见问题.md
rename to Professional/3.JobSearch/Resume/面试 10 大常见问题.md
index 27947c54..c9dc0231 100644
--- a/Professional/3.JobSearch/面试法则/面试 10 大常见问题.md	
+++ b/Professional/3.JobSearch/Resume/面试 10 大常见问题.md	
@@ -5,8 +5,7 @@ keywords:
   - 面试
   - 问题
 tags:
-  - 工作/面试
-sidebar_position: 1
+  - Professional/JobSearch
 author: 7Wate
 date: 2023-03-08
 ---
diff --git a/Professional/4.WorkplaceExperience/职场心得/华为新员工的 8 个阶段.md b/Professional/4.Workplace/Career/华为新员工的 8 个阶段.md
similarity index 99%
rename from Professional/4.WorkplaceExperience/职场心得/华为新员工的 8 个阶段.md
rename to Professional/4.Workplace/Career/华为新员工的 8 个阶段.md
index fcdc4e3c..589f2678 100644
--- a/Professional/4.WorkplaceExperience/职场心得/华为新员工的 8 个阶段.md	
+++ b/Professional/4.Workplace/Career/华为新员工的 8 个阶段.md	
@@ -5,8 +5,7 @@ keywords:
   - 华为
   - 新员工
 tags:
-  - 工作/经验
-sidebar_position: 1.5
+  - Professional/Workplace
 author: 7Wate
 date: 2023-08-28
 ---
diff --git a/Professional/4.WorkplaceExperience/职场心得/如何度过新手村.md b/Professional/4.Workplace/Career/如何度过新手村.md
similarity index 97%
rename from Professional/4.WorkplaceExperience/职场心得/如何度过新手村.md
rename to Professional/4.Workplace/Career/如何度过新手村.md
index 4f653d75..b28f1572 100644
--- a/Professional/4.WorkplaceExperience/职场心得/如何度过新手村.md
+++ b/Professional/4.Workplace/Career/如何度过新手村.md
@@ -1,10 +1,12 @@
 ---
-id: 如何度过新手村
 title: 如何度过新手村
-sidebar_position: 1
-data: 2022年7月19日
+description: 如何度过新手村
+keywords:
+  - 如何度过新手村
 tags:
-  - 工作/经验
+  - Professional/Workplace
+author: 仲平
+date: 2024-10-14
 ---
 
 最近在带新员工，也是在记录总结一下，我们应该如何度过新手村？想想去年这个时候俺也是小白，没想到今年就开始带新员工了。内容主要偏向于技术岗位，各抒己见欢迎来怼，不说废话，赶紧上车。😏
diff --git a/Professional/4.WorkplaceExperience/职场心得/如何有效应对职场政治.md b/Professional/4.Workplace/Career/如何有效应对职场政治.md
similarity index 99%
rename from Professional/4.WorkplaceExperience/职场心得/如何有效应对职场政治.md
rename to Professional/4.Workplace/Career/如何有效应对职场政治.md
index f7965d7a..e52c181d 100644
--- a/Professional/4.WorkplaceExperience/职场心得/如何有效应对职场政治.md
+++ b/Professional/4.Workplace/Career/如何有效应对职场政治.md
@@ -5,8 +5,7 @@ keywords:
   - 职场
   - 政治
 tags:
-  - 工作/经验
-sidebar_position: 3
+  - Professional/Workplace
 author: 7Wate
 date: 2023-08-28
 ---
diff --git a/Professional/4.WorkplaceExperience/权益保障/仲裁指南.md b/Professional/4.Workplace/PayBenefits/仲裁指南.md
similarity index 99%
rename from Professional/4.WorkplaceExperience/权益保障/仲裁指南.md
rename to Professional/4.Workplace/PayBenefits/仲裁指南.md
index d62ef97b..aff14d44 100644
--- a/Professional/4.WorkplaceExperience/权益保障/仲裁指南.md
+++ b/Professional/4.Workplace/PayBenefits/仲裁指南.md
@@ -4,7 +4,7 @@ description: 一篇超级实用的裁员劳动仲裁指南
 keywords:
   - 劳动仲裁
 tags:
-  - 工作/权益
+  - Professional/Workplace
 author: 仲平
 date: 2024-03-08
 ---
diff --git a/Professional/4.WorkplaceExperience/薪酬攻略/社会保障.md b/Professional/4.Workplace/PayBenefits/社会保障.md
similarity index 99%
rename from Professional/4.WorkplaceExperience/薪酬攻略/社会保障.md
rename to Professional/4.Workplace/PayBenefits/社会保障.md
index a6083ee3..ecab9070 100644
--- a/Professional/4.WorkplaceExperience/薪酬攻略/社会保障.md
+++ b/Professional/4.Workplace/PayBenefits/社会保障.md
@@ -6,8 +6,7 @@ keywords:
   - 五险一金
   - 六险二金
 tags:
-  - 工作/面试
-sidebar_position: 1
+  - Professional/Workplace
 author: 7Wate
 date: 2022-09-21
 ---
diff --git a/Professional/4.WorkplaceExperience/薪酬攻略/绩效考核.md b/Professional/4.Workplace/PayBenefits/绩效考核.md
similarity index 98%
rename from Professional/4.WorkplaceExperience/薪酬攻略/绩效考核.md
rename to Professional/4.Workplace/PayBenefits/绩效考核.md
index 277cd3d9..670eec57 100644
--- a/Professional/4.WorkplaceExperience/薪酬攻略/绩效考核.md
+++ b/Professional/4.Workplace/PayBenefits/绩效考核.md
@@ -6,8 +6,7 @@ keywords:
   - KPI
   - OKR
 tags:
-  - 工作/面试
-sidebar_position: 2
+  - Professional/Workplace
 author: 7Wate
 date: 2022-09-21
 ---
diff --git a/Professional/4.WorkplaceExperience/权益保障/职场维权实战经验.md b/Professional/4.Workplace/PayBenefits/职场维权实战经验.md
similarity index 99%
rename from Professional/4.WorkplaceExperience/权益保障/职场维权实战经验.md
rename to Professional/4.Workplace/PayBenefits/职场维权实战经验.md
index 2bb1433c..d7c8b4c5 100644
--- a/Professional/4.WorkplaceExperience/权益保障/职场维权实战经验.md
+++ b/Professional/4.Workplace/PayBenefits/职场维权实战经验.md
@@ -5,7 +5,7 @@ keywords:
   - 职场维权
   - 实战经验
 tags:
-  - 工作/权益
+  - Professional/Workplace
 author: 仲平
 date: 2024-03-08
 ---
diff --git a/Professional/4.WorkplaceExperience/薪酬攻略/薪酬制度.md b/Professional/4.Workplace/PayBenefits/薪酬制度.md
similarity index 89%
rename from Professional/4.WorkplaceExperience/薪酬攻略/薪酬制度.md
rename to Professional/4.Workplace/PayBenefits/薪酬制度.md
index 1657f529..9a867665 100644
--- a/Professional/4.WorkplaceExperience/薪酬攻略/薪酬制度.md
+++ b/Professional/4.Workplace/PayBenefits/薪酬制度.md
@@ -5,8 +5,7 @@ keywords:
   - 工资
   - 薪酬
 tags:
-  - 工作/面试
-sidebar_position: 3
+  - Professional/Workplace
 author: 7Wate
 date: 2022-09-21
 ---
diff --git a/Professional/4.WorkplaceExperience/职场心得/如何平衡工作和生活.md b/Professional/4.Workplace/WorkTips/如何平衡工作和生活.md
similarity index 99%
rename from Professional/4.WorkplaceExperience/职场心得/如何平衡工作和生活.md
rename to Professional/4.Workplace/WorkTips/如何平衡工作和生活.md
index 5ed244cd..353e0179 100644
--- a/Professional/4.WorkplaceExperience/职场心得/如何平衡工作和生活.md
+++ b/Professional/4.Workplace/WorkTips/如何平衡工作和生活.md
@@ -1,10 +1,12 @@
 ---
-id: 如何平衡工作和生活
 title: 如何平衡工作和生活
-sidebar_position: 2
-data: 2022年7月19日
+description: 如何平衡工作和生活
+keywords:
+  - 如何平衡工作和生活
 tags:
-  - 工作/经验
+  - Professional/Workplace
+author: 仲平
+date: 2024-10-14
 ---
 
 这个问题让我想起可口可乐曾经的首席执行官布莱恩·戴森 (Brian Dyson) 在 1996 年乔治亚理工学院的毕业致词：
diff --git a/Professional/5.CompanyManagement/数字化/规范/企业域名分配规范.md b/Professional/5.Company/Digitalization/Standards/企业域名分配规范.md
similarity index 99%
rename from Professional/5.CompanyManagement/数字化/规范/企业域名分配规范.md
rename to Professional/5.Company/Digitalization/Standards/企业域名分配规范.md
index 76c90544..b2df8e93 100644
--- a/Professional/5.CompanyManagement/数字化/规范/企业域名分配规范.md
+++ b/Professional/5.Company/Digitalization/Standards/企业域名分配规范.md
@@ -9,7 +9,8 @@ keywords:
   - IT 资源管理
   - 域名系统
 tags:
-  - 数字化/规范
+  - Professional/Company
+  - Digitalization/Standards
 author: 仲平
 date: 2024-09-05
 ---
diff --git a/Professional/5.CompanyManagement/数字化/规范/企业计算机命名规范.md b/Professional/5.Company/Digitalization/Standards/企业计算机命名规范.md
similarity index 99%
rename from Professional/5.CompanyManagement/数字化/规范/企业计算机命名规范.md
rename to Professional/5.Company/Digitalization/Standards/企业计算机命名规范.md
index fd3c46c0..d7780461 100644
--- a/Professional/5.CompanyManagement/数字化/规范/企业计算机命名规范.md
+++ b/Professional/5.Company/Digitalization/Standards/企业计算机命名规范.md
@@ -9,7 +9,8 @@ keywords:
   - IT 管理
   - 标准化
 tags:
-  - 数字化/规范
+  - Professional/Company
+  - Digitalization/Standards
 author: 仲平
 date: 2023-12-07
 ---