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mxRectangle(0,0,1100,850),NONE:"none",STYLE_PERIMETER:"perimeter",STYLE_SOURCE_PORT:"sourcePort",STYLE_TARGET_PORT:"targetPort",STYLE_PORT_CONSTRAINT:"portConstraint",STYLE_PORT_CONSTRAINT_ROTATION:"portConstraintRotation",STYLE_SOURCE_PORT_CONSTRAINT:"sourcePortConstraint",STYLE_TARGET_PORT_CONSTRAINT:"targetPortConstraint",STYLE_OPACITY:"opacity",STYLE_FILL_OPACITY:"fillOpacity",STYLE_STROKE_OPACITY:"strokeOpacity",STYLE_TEXT_OPACITY:"textOpacity",STYLE_TEXT_DIRECTION:"textDirection",STYLE_OVERFLOW:"overflow",STYLE_ORTHOGONAL:"orthogonal",STYLE_EXIT_X:"exitX",STYLE_EXIT_Y:"exitY",STYLE_EXIT_DX:"exitDx",STYLE_EXIT_DY:"exitDy",STYLE_EXIT_PERIMETER:"exitPerimeter",STYLE_ENTRY_X:"entryX",STYLE_ENTRY_Y:"entryY",STYLE_ENTRY_DX:"entryDx",STYLE_ENTRY_DY:"entryDy",STYLE_ENTRY_PERIMETER:"entryPerimeter",STYLE_WHITE_SPACE:"whiteSpace",STYLE_ROTATION:"rotation",STYLE_FILLCOLOR:"fillColor",STYLE_POINTER_EVENTS:"pointerEvents",STYLE_SWIMLANE_FILLCOLOR:"swimlaneFillColor",STYLE_MARGIN:"margin",STYLE_GRADIENTCOLOR:"gradientColor",STYLE_GRADIENT_DIRECTION:"gradientDirection",STYLE_STROKECOLOR:"strokeColor",STYLE_SEPARATORCOLOR:"separatorColor",STYLE_STROKEWIDTH:"strokeWidth",STYLE_ALIGN:"align",STYLE_VERTICAL_ALIGN:"verticalAlign",STYLE_LABEL_WIDTH:"labelWidth",STYLE_LABEL_POSITION:"labelPosition",STYLE_VERTICAL_LABEL_POSITION:"verticalLabelPosition",STYLE_IMAGE_ASPECT:"imageAspect",STYLE_IMAGE_ALIGN:"imageAlign",STYLE_IMAGE_VERTICAL_ALIGN:"imageVerticalAlign",STYLE_GLASS:"glass",STYLE_IMAGE:"image",STYLE_IMAGE_WIDTH:"imageWidth",STYLE_IMAGE_HEIGHT:"imageHeight",STYLE_IMAGE_BACKGROUND:"imageBackground",STYLE_IMAGE_BORDER:"imageBorder",STYLE_FLIPH:"flipH",STYLE_FLIPV:"flipV",STYLE_NOLABEL:"noLabel",STYLE_NOEDGESTYLE:"noEdgeStyle",STYLE_LABEL_BACKGROUNDCOLOR:"labelBackgroundColor",STYLE_LABEL_BORDERCOLOR:"labelBorderColor",STYLE_LABEL_PADDING:"labelPadding",STYLE_INDICATOR_SHAPE:"indicatorShape",STYLE_INDICATOR_IMAGE:"indicatorImage",STYLE_INDICATOR_COLOR:"indicatorColor",STYLE_INDICATOR_STROKECOLOR:"indicatorStrokeColor",STYLE_INDICATOR_GRADIENTCOLOR:"indicatorGradientColor",STYLE_INDICATOR_SPACING:"indicatorSpacing",STYLE_INDICATOR_WIDTH:"indicatorWidth",STYLE_INDICATOR_HEIGHT:"indicatorHeight",STYLE_INDICATOR_DIRECTION:"indicatorDirection",STYLE_SHADOW:"shadow",STYLE_SEGMENT:"segment",STYLE_ENDARROW:"endArrow",STYLE_STARTARROW:"startArrow",STYLE_ENDSIZE:"endSize",STYLE_STARTSIZE:"startSize",STYLE_SWIMLANE_LINE:"swimlaneLine",STYLE_ENDFILL:"endFill",STYLE_STARTFILL:"startFill",STYLE_DASHED:"dashed",STYLE_DASH_PATTERN:"dashPattern",STYLE_FIX_DASH:"fixDash",STYLE_ROUNDED:"rounded",STYLE_CURVED:"curved",STYLE_ARCSIZE:"arcSize",STYLE_ABSOLUTE_ARCSIZE:"absoluteArcSize",STYLE_SOURCE_PERIMETER_SPACING:"sourcePerimeterSpacing",STYLE_TARGET_PERIMETER_SPACING:"targetPerimeterSpacing",STYLE_PERIMETER_SPACING:"perimeterSpacing",STYLE_SPACING:"spacing",STYLE_SPACING_TOP:"spacingTop",STYLE_SPACING_LEFT:"spacingLeft",STYLE_SPACING_BOTTOM:"spacingBottom",STYLE_SPACING_RIGHT:"spacingRight",STYLE_HORIZONTAL:"horizontal",STYLE_DIRECTION:"direction",STYLE_ANCHOR_POINT_DIRECTION:"anchorPointDirection",STYLE_ELBOW:"elbow",STYLE_FONTCOLOR:"fontColor",STYLE_FONTFAMILY:"fontFamily",STYLE_FONTSIZE:"fontSize",STYLE_FONTSTYLE:"fontStyle",STYLE_ASPECT:"aspect",STYLE_AUTOSIZE:"autosize",STYLE_FOLDABLE:"foldable",STYLE_EDITABLE:"editable",STYLE_BACKGROUND_OUTLINE:"backgroundOutline",STYLE_BENDABLE:"bendable",STYLE_MOVABLE:"movable",STYLE_RESIZABLE:"resizable",STYLE_RESIZE_WIDTH:"resizeWidth",STYLE_RESIZE_HEIGHT:"resizeHeight",STYLE_ROTATABLE:"rotatable",STYLE_CLONEABLE:"cloneable",STYLE_DELETABLE:"deletable",STYLE_SHAPE:"shape",STYLE_EDGE:"edgeStyle",STYLE_JETTY_SIZE:"jettySize",STYLE_SOURCE_JETTY_SIZE:"sourceJettySize",STYLE_TARGET_JETTY_SIZE:"targetJettySize",STYLE_LOOP:"loopStyle",STYLE_ORTHOGONAL_LOOP:"orthogonalLoop",STYLE_ROUTING_CENTER_X:"routingCenterX",STYLE_ROUTING_CENTER_Y:"routingCenterY",FONT_BOLD:1,FONT_ITALIC:2,FONT_UNDERLINE:4,FONT_STRIKETHROUGH:8,SHAPE_RECTANGLE:"rectangle",SHAPE_ELLIPSE:"ellipse",SHAPE_DOUBLE_ELLIPSE:"doubleEllipse",SHAPE_RHOMBUS:"rhombus",SHAPE_LINE:"line",SHAPE_IMAGE:"image",SHAPE_ARROW:"arrow",SHAPE_ARROW_CONNECTOR:"arrowConnector",SHAPE_LABEL:"label",SHAPE_CYLINDER:"cylinder",SHAPE_SWIMLANE:"swimlane",SHAPE_CONNECTOR:"connector",SHAPE_ACTOR:"actor",SHAPE_CLOUD:"cloud",SHAPE_TRIANGLE:"triangle",SHAPE_HEXAGON:"hexagon",ARROW_CLASSIC:"classic",ARROW_CLASSIC_THIN:"classicThin",ARROW_BLOCK:"block",ARROW_BLOCK_THIN:"blockThin",ARROW_OPEN:"open",ARROW_OPEN_THIN:"openThin",ARROW_OVAL:"oval",ARROW_DIAMOND:"diamond",ARROW_DIAMOND_THIN:"diamondThin",ALIGN_LEFT:"left",ALIGN_CENTER:"center",ALIGN_RIGHT:"right",ALIGN_TOP:"top",ALIGN_MIDDLE:"middle",ALIGN_BOTTOM:"bottom",DIRECTION_NORTH:"north",DIRECTION_SOUTH:"south",DIRECTION_EAST:"east",DIRECTION_WEST:"west",TEXT_DIRECTION_DEFAULT:"",TEXT_DIRECTION_AUTO:"auto",TEXT_DIRECTION_LTR:"ltr",TEXT_DIRECTION_RTL:"rtl",DIRECTION_MASK_NONE:0,DIRECTION_MASK_WEST:1,DIRECTION_MASK_NORTH:2,DIRECTION_MASK_SOUTH:4,DIRECTION_MASK_EAST:8,DIRECTION_MASK_ALL:15,ELBOW_VERTICAL:"vertical",ELBOW_HORIZONTAL:"horizontal",EDGESTYLE_ELBOW:"elbowEdgeStyle",EDGESTYLE_ENTITY_RELATION:"entityRelationEdgeStyle",EDGESTYLE_LOOP:"loopEdgeStyle",EDGESTYLE_SIDETOSIDE:"sideToSideEdgeStyle",EDGESTYLE_TOPTOBOTTOM:"topToBottomEdgeStyle",EDGESTYLE_ORTHOGONAL:"orthogonalEdgeStyle",EDGESTYLE_SEGMENT:"segmentEdgeStyle",PERIMETER_ELLIPSE:"ellipsePerimeter",PERIMETER_RECTANGLE:"rectanglePerimeter",PERIMETER_RHOMBUS:"rhombusPerimeter",PERIMETER_HEXAGON:"hexagonPerimeter",PERIMETER_TRIANGLE:"trianglePerimeter"});function mxEventObject(t){this.name=t,this.properties=[];for(var e=1;emxEvent.PINCH_THRESHOLD||d>mxEvent.PINCH_THRESHOLD)&&(o=i[0].clientX+(i[1].clientX-i[0].clientX)/2,s=i[0].clientY+(i[1].clientY-i[0].clientY)/2,t(i[0],d=r.x-l.x&&i>=r.y-l.y&&n<=r.x-l.x+t.container.offsetWidth&&i<=r.y-l.y+t.container.offsetHeight},mxDragSource.prototype.mouseMove=function(t){var e,n,i=this.getGraphForEvent(t);(i=null==i||this.graphContainsEvent(i,t)?i:null)!=this.currentGraph&&(null!=this.currentGraph&&this.dragExit(this.currentGraph,t),this.currentGraph=i,null!=this.currentGraph)&&this.dragEnter(this.currentGraph,t),null!=this.currentGraph&&this.dragOver(this.currentGraph,t),null==this.dragElement||null!=this.previewElement&&"visible"==this.previewElement.style.visibility?null!=this.dragElement&&(this.dragElement.style.visibility="hidden"):(i=mxEvent.getClientX(t),e=mxEvent.getClientY(t),null==this.dragElement.parentNode&&document.body.appendChild(this.dragElement),this.dragElement.style.visibility="visible",null!=this.dragOffset&&(i+=this.dragOffset.x,e+=this.dragOffset.y),n=mxUtils.getDocumentScrollOrigin(document),this.dragElement.style.left=i+n.x+"px",this.dragElement.style.top=e+n.y+"px"),mxEvent.consume(t)},mxDragSource.prototype.mouseUp=function(t){var e,n,i;null!=this.currentGraph&&(null==this.currentPoint||null!=this.previewElement&&"hidden"==this.previewElement.style.visibility||(i=this.currentGraph.view.scale,e=this.currentGraph.view.translate,n=this.currentPoint.x/i-e.x,i=this.currentPoint.y/i-e.y,this.drop(this.currentGraph,t,this.currentDropTarget,n,i)),this.dragExit(this.currentGraph),this.currentGraph=null),this.stopDrag(),this.removeListeners(),mxEvent.consume(t)},mxDragSource.prototype.removeListeners=function(){null!=this.eventSource&&(mxEvent.removeGestureListeners(this.eventSource,null,this.mouseMoveHandler,this.mouseUpHandler),this.eventSource=null),mxEvent.removeGestureListeners(document,null,this.mouseMoveHandler,this.mouseUpHandler),this.mouseMoveHandler=null,this.mouseUpHandler=null},mxDragSource.prototype.dragEnter=function(t,e){t.isMouseDown=!0,t.isMouseTrigger=mxEvent.isMouseEvent(e),this.previewElement=this.createPreviewElement(t),null!=this.previewElement&&this.checkEventSource&&mxClient.IS_SVG&&(this.previewElement.style.pointerEvents="none"),this.isGuidesEnabled()&&null!=this.previewElement&&(this.currentGuide=new mxGuide(t,t.graphHandler.getGuideStates())),this.highlightDropTargets&&(this.currentHighlight=new mxCellHighlight(t,mxConstants.DROP_TARGET_COLOR)),t.addListener(mxEvent.FIRE_MOUSE_EVENT,this.eventConsumer)},mxDragSource.prototype.dragExit=function(t,e){this.currentDropTarget=null,this.currentPoint=null,t.isMouseDown=!1,t.removeListener(this.eventConsumer),null!=this.previewElement&&(null!=this.previewElement.parentNode&&this.previewElement.parentNode.removeChild(this.previewElement),this.previewElement=null),null!=this.currentGuide&&(this.currentGuide.destroy(),this.currentGuide=null),null!=this.currentHighlight&&(this.currentHighlight.destroy(),this.currentHighlight=null)},mxDragSource.prototype.dragOver=function(t,e){var n,i,r=mxUtils.getOffset(t.container),l=mxUtils.getScrollOrigin(t.container),o=mxEvent.getClientX(e)-r.x+l.x-t.panDx;r=mxEvent.getClientY(e)-r.y+l.y-t.panDy,t.autoScroll&&(null==this.autoscroll||this.autoscroll)&&t.scrollPointToVisible(o,r,t.autoExtend),null!=this.currentHighlight&&t.isDropEnabled()&&(this.currentDropTarget=this.getDropTarget(t,o,r,e),l=t.getView().getState(this.currentDropTarget),this.currentHighlight.highlight(l)),null!=this.previewElement&&(null==this.previewElement.parentNode&&(t.container.appendChild(this.previewElement),this.previewElement.style.zIndex="3",this.previewElement.style.position="absolute"),l=this.isGridEnabled()&&t.isGridEnabledEvent(e),n=!0,null!=this.currentGuide&&this.currentGuide.isEnabledForEvent(e)?(e=new mxRectangle(0,0,parseInt(this.previewElement.style.width),parseInt(this.previewElement.style.height)),i=new mxPoint(o,r),o=(i=this.currentGuide.move(e,i,l,!(n=!1))).x,r=i.y):l&&(e=t.view.scale,i=t.view.translate,l=t.gridSize/2,o=(t.snap(o/e-i.x-l)+i.x)*e,r=(t.snap(r/e-i.y-l)+i.y)*e),null!=this.currentGuide&&n&&this.currentGuide.hide(),null!=this.previewOffset&&(o+=this.previewOffset.x,r+=this.previewOffset.y),this.previewElement.style.left=Math.round(o)+"px",this.previewElement.style.top=Math.round(r)+"px",this.previewElement.style.visibility="visible"),this.currentPoint=new mxPoint(o,r)},mxDragSource.prototype.drop=function(t,e,n,i,r){this.dropHandler.apply(this,arguments),"hidden"!=t.container.style.visibility&&t.container.focus()},__mxOutput.mxDragSource=void 0!==mxDragSource?mxDragSource:void 0,mxToolbar.prototype=new mxEventSource,mxToolbar.prototype.constructor=mxToolbar,mxToolbar.prototype.container=null,mxToolbar.prototype.enabled=!0,mxToolbar.prototype.noReset=!1,mxToolbar.prototype.updateDefaultMode=!0,mxToolbar.prototype.addItem=function(t,e,n,i,r,l){var o=document.createElement(null!=e?"img":"button"),s=r||(null!=l?"mxToolbarMode":"mxToolbarItem");return o.className=s,o.setAttribute("src",e),null!=t&&(null!=e?o.setAttribute("title",t):mxUtils.write(o,t)),this.container.appendChild(o),null!=n&&(mxEvent.addListener(o,"click",n),mxClient.IS_TOUCH)&&mxEvent.addListener(o,"touchend",n),r=mxUtils.bind(this,(function(t){null!=i?o.setAttribute("src",e):o.style.backgroundColor=""})),mxEvent.addGestureListeners(o,mxUtils.bind(this,(function(t){var e;null!=i?o.setAttribute("src",i):o.style.backgroundColor="gray",null!=l&&(null==this.menu&&(this.menu=new mxPopupMenu,this.menu.init()),e=this.currentImg,this.menu.isMenuShowing()&&this.menu.hideMenu(),e!=o)&&(this.currentImg=o,this.menu.factoryMethod=l,e=new mxPoint(o.offsetLeft,o.offsetTop+o.offsetHeight),this.menu.popup(e.x,e.y,null,t),this.menu.isMenuShowing())&&(o.className=s+"Selected",this.menu.hideMenu=function(){mxPopupMenu.prototype.hideMenu.apply(this),o.className=s,this.currentImg=null})})),null,r),mxEvent.addListener(o,"mouseout",r),o},mxToolbar.prototype.addCombo=function(t){var e=document.createElement("div"),n=(e.style.display="inline",e.className="mxToolbarComboContainer",document.createElement("select"));return n.className=t||"mxToolbarCombo",e.appendChild(n),this.container.appendChild(e),n},mxToolbar.prototype.addActionCombo=function(t,e){var n=document.createElement("select");return n.className=e||"mxToolbarCombo",this.addOption(n,t,null),mxEvent.addListener(n,"change",(function(t){var e=n.options[n.selectedIndex];n.selectedIndex=0,null!=e.funct&&e.funct(t)})),this.container.appendChild(n),n},mxToolbar.prototype.addOption=function(t,e,n){var i=document.createElement("option");return mxUtils.writeln(i,e),"function"==typeof n?i.funct=n:i.setAttribute("value",n),t.appendChild(i),i},mxToolbar.prototype.addSwitchMode=function(t,e,n,i,r){var l=document.createElement("img");return l.initialClassName=r||"mxToolbarMode",l.className=l.initialClassName,l.setAttribute("src",e),l.altIcon=i,null!=t&&l.setAttribute("title",t),mxEvent.addListener(l,"click",mxUtils.bind(this,(function(t){var e=this.selectedMode.altIcon;null!=e?(this.selectedMode.altIcon=this.selectedMode.getAttribute("src"),this.selectedMode.setAttribute("src",e)):this.selectedMode.className=this.selectedMode.initialClassName,this.updateDefaultMode&&(this.defaultMode=l),null!=(e=(this.selectedMode=l).altIcon)?(l.altIcon=l.getAttribute("src"),l.setAttribute("src",e)):l.className=l.initialClassName+"Selected",this.fireEvent(new mxEventObject(mxEvent.SELECT)),n()}))),this.container.appendChild(l),null==this.defaultMode&&(this.defaultMode=l,this.selectMode(l),n()),l},mxToolbar.prototype.addMode=function(t,e,n,i,r,l){l=null==l||l;var o=document.createElement(null!=e?"img":"button");return o.initialClassName=r||"mxToolbarMode",o.className=o.initialClassName,o.setAttribute("src",e),o.altIcon=i,null!=t&&o.setAttribute("title",t),this.enabled&&l&&(mxEvent.addListener(o,"click",mxUtils.bind(this,(function(t){this.selectMode(o,n),this.noReset=!1}))),mxEvent.addListener(o,"dblclick",mxUtils.bind(this,(function(t){this.selectMode(o,n),this.noReset=!0}))),null==this.defaultMode)&&(this.defaultMode=o,this.defaultFunction=n,this.selectMode(o,n)),this.container.appendChild(o),o},mxToolbar.prototype.selectMode=function(t,e){var n;this.selectedMode!=t&&(null!=this.selectedMode&&(null!=(n=this.selectedMode.altIcon)?(this.selectedMode.altIcon=this.selectedMode.getAttribute("src"),this.selectedMode.setAttribute("src",n)):this.selectedMode.className=this.selectedMode.initialClassName),this.selectedMode=t,null!=(n=this.selectedMode.altIcon)?(this.selectedMode.altIcon=this.selectedMode.getAttribute("src"),this.selectedMode.setAttribute("src",n)):this.selectedMode.className=this.selectedMode.initialClassName+"Selected",this.fireEvent(new mxEventObject(mxEvent.SELECT,"function",e)))},mxToolbar.prototype.resetMode=function(t){!t&&this.noReset||this.selectedMode==this.defaultMode||this.selectMode(this.defaultMode,this.defaultFunction)},mxToolbar.prototype.addSeparator=function(t){return this.addItem(null,t,null)},mxToolbar.prototype.addBreak=function(){mxUtils.br(this.container)},mxToolbar.prototype.addLine=function(){var t=document.createElement("hr");t.style.marginRight="6px",t.setAttribute("size","1"),this.container.appendChild(t)},mxToolbar.prototype.destroy=function(){mxEvent.release(this.container),this.container=null,this.defaultMode=null,this.defaultFunction=null,(this.selectedMode=null)!=this.menu&&this.menu.destroy()},__mxOutput.mxToolbar=void 0!==mxToolbar?mxToolbar:void 0,mxUndoableEdit.prototype.source=null,mxUndoableEdit.prototype.changes=null,mxUndoableEdit.prototype.significant=null,mxUndoableEdit.prototype.undone=!1,mxUndoableEdit.prototype.redone=!1,mxUndoableEdit.prototype.isEmpty=function(){return 0==this.changes.length},mxUndoableEdit.prototype.isSignificant=function(){return this.significant},mxUndoableEdit.prototype.add=function(t){this.changes.push(t)},mxUndoableEdit.prototype.notify=function(){},mxUndoableEdit.prototype.die=function(){},mxUndoableEdit.prototype.undo=function(){if(!this.undone){this.source.fireEvent(new mxEventObject(mxEvent.START_EDIT));for(var t=this.changes.length-1;0<=t;t--){var e=this.changes[t];null!=e.execute?e.execute():null!=e.undo&&e.undo(),this.source.fireEvent(new mxEventObject(mxEvent.EXECUTED,"change",e))}this.undone=!0,this.redone=!1,this.source.fireEvent(new mxEventObject(mxEvent.END_EDIT))}this.notify()},mxUndoableEdit.prototype.redo=function(){if(!this.redone){this.source.fireEvent(new mxEventObject(mxEvent.START_EDIT));for(var t=this.changes.length,e=0;ethis.indexOfNextAdd)for(var t=this.history.splice(this.indexOfNextAdd,this.history.length-this.indexOfNextAdd),e=0;ethis.autoSaveDelay||this.ignoredChanges>=this.autoSaveThreshold&&e>this.autoSaveThrottle?(this.save(),this.reset()):this.ignoredChanges++},mxAutoSaveManager.prototype.reset=function(){this.lastSnapshot=(new Date).getTime(),this.ignoredChanges=0},mxAutoSaveManager.prototype.destroy=function(){this.setGraph(null)},__mxOutput.mxAutoSaveManager=void 0!==mxAutoSaveManager?mxAutoSaveManager:void 0,mxAnimation.prototype=new mxEventSource,mxAnimation.prototype.constructor=mxAnimation,mxAnimation.prototype.delay=null,mxAnimation.prototype.thread=null,mxAnimation.prototype.isRunning=function(){return null!=this.thread},mxAnimation.prototype.startAnimation=function(){null==this.thread&&(this.thread=window.setInterval(mxUtils.bind(this,this.updateAnimation),this.delay))},mxAnimation.prototype.updateAnimation=function(){this.fireEvent(new mxEventObject(mxEvent.EXECUTE))},mxAnimation.prototype.stopAnimation=function(){null!=this.thread&&(window.clearInterval(this.thread),this.thread=null,this.fireEvent(new mxEventObject(mxEvent.DONE)))},__mxOutput.mxAnimation=void 0!==mxAnimation?mxAnimation:void 0,mxMorphing.prototype=new mxAnimation,mxMorphing.prototype.constructor=mxMorphing,mxMorphing.prototype.graph=null,mxMorphing.prototype.steps=null,mxMorphing.prototype.step=0,mxMorphing.prototype.ease=null,mxMorphing.prototype.cells=null,mxMorphing.prototype.updateAnimation=function(){mxAnimation.prototype.updateAnimation.apply(this,arguments);var t=new mxCellStatePreview(this.graph);if(null!=this.cells)for(var e=0;e=this.steps)&&this.stopAnimation()},mxMorphing.prototype.show=function(t){t.show()},mxMorphing.prototype.animateCell=function(t,e,n){var i,r,l=this.graph.getView().getState(t),o=null;if(null!=l&&(o=this.getDelta(l),!this.graph.getModel().isVertex(t)||0==o.x&&0==o.y||(i=this.graph.view.getTranslate(),r=this.graph.view.getScale(),o.x+=i.x*r,o.y+=i.y*r,e.moveState(l,-o.x/this.ease,-o.y/this.ease))),n&&!this.stopRecursion(l,o))for(var s=this.graph.getModel().getChildCount(t),a=0;a"==(t="",5)+1):t).substring(t.length-7,t.length)&&(t=t.substring(0,t.length-7));else{if(null!=document.implementation&&null!=document.implementation.createDocument){for(var e,n=document.implementation.createDocument("http://www.w3.org/1999/xhtml","html",null),i=n.createElement("body"),r=((n.documentElement.appendChild(i),e=document.createElement("div")).innerHTML=t,e.firstChild);null!=r;){var l=r.nextSibling;i.appendChild(n.adoptNode(r)),r=l}return i.innerHTML}(e=document.createElement("textarea")).innerHTML=t.replace(/&/g,"&amp;").replace(/</g,"&lt;").replace(/>/g,"&gt;").replace(/</g,"&lt;").replace(/>/g,"&gt;").replace(//g,">"),t=e.value.replace(/&/g,"&").replace(/&lt;/g,"<").replace(/&gt;/g,">").replace(/&amp;/g,"&").replace(/
/g,"
").replace(/
/g,"
").replace(/(]+)>/gm,"$1 />")}return t},mxSvgCanvas2D.prototype.createDiv=function(t){var e,n,i;return mxUtils.isNode(t)||(t="
"+this.convertHtml(t)+"
"),mxClient.IS_IE||mxClient.IS_IE11||!document.createElementNS?(mxUtils.isNode(t)&&(t="
"+mxUtils.getXml(t)+"
"),mxUtils.parseXml(t='
'+t+"
").documentElement):(e=document.createElementNS("http://www.w3.org/1999/xhtml","div"),mxUtils.isNode(t)?(i=(n=document.createElement("div")).cloneNode(!1),this.root.ownerDocument!=document?n.appendChild(t.cloneNode(!0)):n.appendChild(t),i.appendChild(n),e.appendChild(i)):e.innerHTML=t,e)},mxSvgCanvas2D.prototype.updateText=function(t,e,n,i,r,l,o,s,a,h,u){null!=u&&null!=u.firstChild&&null!=u.firstChild.firstChild&&this.updateTextNodes(t,e,n,i,r,l,o,s,a,h,u.firstChild)},mxSvgCanvas2D.prototype.addForeignObject=function(t,e,n,i,r,l,o,s,a,h,u,d,p,c,m){var g=this.createElement("g"),x=this.createElement("foreignObject");x.setAttribute("style","overflow: visible; text-align: left;"),x.setAttribute("pointer-events","none"),c.ownerDocument!=document&&(c=mxUtils.importNodeImplementation(x.ownerDocument,c,!0)),x.appendChild(c),g.appendChild(x),this.updateTextNodes(t,e,n,i,l,o,s,h,u,d,g),this.root.ownerDocument!=document&&null!=(c=this.createAlternateContent(x,t,e,n,i,r,l,o,s,a,h,u,d))&&(x.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility"),(t=this.createElement("switch")).appendChild(x),t.appendChild(c),g.appendChild(t)),m.appendChild(g)},mxSvgCanvas2D.prototype.updateTextNodes=function(t,e,n,i,r,l,o,s,a,h,u){var d=this.state.scale;mxSvgCanvas2D.createCss(n+2,i,r,l,o,s,a,null!=this.state.fontBackgroundColor?this.state.fontBackgroundColor:null,null!=this.state.fontBorderColor?this.state.fontBorderColor:null,"display: flex; align-items: unsafe "+(l==mxConstants.ALIGN_TOP?"flex-start":l==mxConstants.ALIGN_BOTTOM?"flex-end":"center")+"; justify-content: unsafe "+(r==mxConstants.ALIGN_LEFT?"flex-start":r==mxConstants.ALIGN_RIGHT?"flex-end":"center")+"; ",this.getTextCss(),d,mxUtils.bind(this,(function(n,i,r,l,o){t+=this.state.dx,e+=this.state.dy;var s=u.firstChild,a=s.firstChild,p=a.firstChild,c=p.firstChild,m=(this.rotateHtml?this.state.rotation:0)+(null!=h?h:0),g=(0!=this.foOffset?"translate("+this.foOffset+" "+this.foOffset+")":"")+(1!=d?"scale("+d+")":"");c.setAttribute("style",o),p.setAttribute("style",l),s.setAttribute("width",Math.ceil(1/Math.min(1,d)*100)+"%"),s.setAttribute("height",Math.ceil(1/Math.min(1,d)*100)+"%"),(c=Math.round(e+i))<0?s.setAttribute("y",c):(s.removeAttribute("y"),r+="padding-top: "+c+"px; "),a.setAttribute("style",r+"margin-left: "+Math.round(t+n)+"px;"),(g+=0!=m?"rotate("+m+" "+t+" "+e+")":"")?u.setAttribute("transform",g):u.removeAttribute("transform"),1!=this.state.alpha?u.setAttribute("opacity",this.state.alpha):u.removeAttribute("opacity")})))},mxSvgCanvas2D.createCss=function(t,e,n,i,r,l,o,s,a,h,u,d,p){var c="box-sizing: border-box; font-size: 0; text-align: "+(n==mxConstants.ALIGN_LEFT?"left":n==mxConstants.ALIGN_RIGHT?"right":"center")+"; ",m=(n=mxUtils.getAlignmentAsPoint(n,i),i="overflow: hidden; ","width: 1px; "),g="height: 1px; ",x=n.x*t;n=n.y*e,o?(m="width: "+Math.round(t)+"px; ",c+="max-height: "+Math.round(e)+"px; ",n=0):"fill"==l?(u+="width: 100%; height: 100%; ",c+=(m="width: "+Math.round(t)+"px; ")+(g="height: "+Math.round(e)+"px; ")):"width"==l?(u+="width: 100%; ",c+=m="width: "+Math.round(t)+"px; ",(n=0)"),document.body.appendChild(a),r=a.offsetWidth,l=a.offsetHeight,a.parentNode.removeChild(a),o==mxConstants.ALIGN_CENTER?n-=r/2:o==mxConstants.ALIGN_RIGHT&&(n-=r),s==mxConstants.ALIGN_MIDDLE?i-=l/2:s==mxConstants.ALIGN_BOTTOM&&(i-=l),u=new mxRectangle((n+1)*h.scale,(i+2)*h.scale,r*h.scale,(l+1)*h.scale)),null!=u&&((d=this.createElement("rect")).setAttribute("fill",h.fontBackgroundColor||"none"),d.setAttribute("stroke",h.fontBorderColor||"none"),d.setAttribute("x",Math.floor(u.x-1)),d.setAttribute("y",Math.floor(u.y-1)),d.setAttribute("width",Math.ceil(u.width+2)),d.setAttribute("height",Math.ceil(u.height)),e=null!=h.fontBorderColor?Math.max(1,this.format(h.scale)):0,d.setAttribute("stroke-width",e),this.root.ownerDocument==document&&1==mxUtils.mod(e,2)&&d.setAttribute("transform","translate(0.5, 0.5)"),t.insertBefore(d,t.firstChild))}},mxSvgCanvas2D.prototype.stroke=function(){this.addNode(!1,!0)},mxSvgCanvas2D.prototype.fill=function(){this.addNode(!0,!1)},mxSvgCanvas2D.prototype.fillAndStroke=function(){this.addNode(!0,!0)},__mxOutput.mxSvgCanvas2D=void 0!==mxSvgCanvas2D?mxSvgCanvas2D:void 0;var mxVmlCanvas2D=function(t){mxAbstractCanvas2D.call(this),this.root=t};function mxGuide(t,e){this.graph=t,this.setStates(e)}function mxShape(t){this.stencil=t,this.initStyles()}function mxStencil(t){this.desc=t,this.parseDescription(),this.parseConstraints()}mxUtils.extend(mxVmlCanvas2D,mxAbstractCanvas2D),mxVmlCanvas2D.prototype.node=null,mxVmlCanvas2D.prototype.textEnabled=!0,mxVmlCanvas2D.prototype.moveOp="m",mxVmlCanvas2D.prototype.lineOp="l",mxVmlCanvas2D.prototype.curveOp="c",mxVmlCanvas2D.prototype.closeOp="x",mxVmlCanvas2D.prototype.rotatedHtmlBackground="",mxVmlCanvas2D.prototype.vmlScale=1,mxVmlCanvas2D.prototype.createElement=function(t){return document.createElement(t)},mxVmlCanvas2D.prototype.createVmlElement=function(t){return this.createElement(mxClient.VML_PREFIX+":"+t)},mxVmlCanvas2D.prototype.addNode=function(t,e){var n=this.node,i=this.state;if(null!=n){if("shape"==n.nodeName){if(!(null!=this.path&&0Math.PI/2&&(E=Math.PI-E),v=Math.cos(E),E=Math.sin(E),8!=document.documentMode||mxClient.IS_EM||(y.style.display="inline-block",f.style.display="inline-block",m.style.display="inline-block"),y.style.visibility="hidden",y.style.position="absolute",document.body.appendChild(y),A=(S=null!=(S=y).firstChild&&"DIV"==y.firstChild.nodeName?y.firstChild:y).offsetWidth+3,S=S.offsetHeight,u?(n=Math.min(n,A),S=Math.min(S,i)):n=A,s&&(y.style.width=n+"px"),mxClient.IS_QUIRKS&&(u||"width"==h)&&i
")),i=!mxUtils.isNode(this.value)&&this.replaceLinefeeds&&"html"==n?i.replace(/\n/g,"
"):i,(r=(r=this.textDirection)!=mxConstants.TEXT_DIRECTION_AUTO||e?r:this.getAutoDirection())!=mxConstants.TEXT_DIRECTION_LTR&&r!=mxConstants.TEXT_DIRECTION_RTL&&(r=null),t.text(o,s,a,l,i,this.align,this.valign,this.wrap,n,this.overflow,this.clipped,this.getTextRotation(),r))},mxText.prototype.redraw=function(){var t;this.visible&&this.checkBounds()&&this.cacheEnabled&&this.lastValue==this.value&&(mxUtils.isNode(this.value)||this.dialect==mxConstants.DIALECT_STRICTHTML)?"DIV"!=this.node.nodeName||!this.isHtmlAllowed()&&mxClient.IS_VML?null!=(t=this.createCanvas())&&null!=t.updateText?(t.pointerEvents=this.pointerEvents,this.paint(t,!0),this.destroyCanvas(t),this.updateBoundingBox()):mxShape.prototype.redraw.apply(this,arguments):(mxClient.IS_SVG?this.redrawHtmlShapeWithCss3():(this.updateSize(this.node,null==this.state||null==this.state.view.textDiv),mxClient.IS_IE&&(null==document.documentMode||document.documentMode<=8)?this.updateHtmlFilter():this.updateHtmlTransform()),this.updateBoundingBox()):(mxShape.prototype.redraw.apply(this,arguments),mxUtils.isNode(this.value)||this.dialect==mxConstants.DIALECT_STRICTHTML?this.lastValue=this.value:this.lastValue=null)},mxText.prototype.resetStyles=function(){mxShape.prototype.resetStyles.apply(this,arguments),this.color="black",this.align=mxConstants.ALIGN_CENTER,this.valign=mxConstants.ALIGN_MIDDLE,this.family=mxConstants.DEFAULT_FONTFAMILY,this.size=mxConstants.DEFAULT_FONTSIZE,this.fontStyle=mxConstants.DEFAULT_FONTSTYLE,this.spacing=2,this.spacingTop=2,this.spacingRight=2,this.spacingBottom=2,this.spacingLeft=2,this.horizontal=!0,delete this.background,delete this.border,this.textDirection=mxConstants.DEFAULT_TEXT_DIRECTION,delete this.margin},mxText.prototype.apply=function(t){var e=this.spacing;mxShape.prototype.apply.apply(this,arguments),null!=this.style&&(this.fontStyle=mxUtils.getValue(this.style,mxConstants.STYLE_FONTSTYLE,this.fontStyle),this.family=mxUtils.getValue(this.style,mxConstants.STYLE_FONTFAMILY,this.family),this.size=mxUtils.getValue(this.style,mxConstants.STYLE_FONTSIZE,this.size),this.color=mxUtils.getValue(this.style,mxConstants.STYLE_FONTCOLOR,this.color),this.align=mxUtils.getValue(this.style,mxConstants.STYLE_ALIGN,this.align),this.valign=mxUtils.getValue(this.style,mxConstants.STYLE_VERTICAL_ALIGN,this.valign),this.spacing=parseInt(mxUtils.getValue(this.style,mxConstants.STYLE_SPACING,this.spacing)),this.spacingTop=parseInt(mxUtils.getValue(this.style,mxConstants.STYLE_SPACING_TOP,this.spacingTop-e))+this.spacing,this.spacingRight=parseInt(mxUtils.getValue(this.style,mxConstants.STYLE_SPACING_RIGHT,this.spacingRight-e))+this.spacing,this.spacingBottom=parseInt(mxUtils.getValue(this.style,mxConstants.STYLE_SPACING_BOTTOM,this.spacingBottom-e))+this.spacing,this.spacingLeft=parseInt(mxUtils.getValue(this.style,mxConstants.STYLE_SPACING_LEFT,this.spacingLeft-e))+this.spacing,this.horizontal=mxUtils.getValue(this.style,mxConstants.STYLE_HORIZONTAL,this.horizontal),this.background=mxUtils.getValue(this.style,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,this.background),this.border=mxUtils.getValue(this.style,mxConstants.STYLE_LABEL_BORDERCOLOR,this.border),this.textDirection=mxUtils.getValue(this.style,mxConstants.STYLE_TEXT_DIRECTION,mxConstants.DEFAULT_TEXT_DIRECTION),this.opacity=mxUtils.getValue(this.style,mxConstants.STYLE_TEXT_OPACITY,100),this.updateMargin()),this.flipV=null,this.flipH=null},mxText.prototype.getAutoDirection=function(){var t=/[A-Za-z\u05d0-\u065f\u066a-\u06ef\u06fa-\u07ff\ufb1d-\ufdff\ufe70-\ufefc]/.exec(this.value);return null!=t&&0
"),this.replaceLinefeeds?t.replace(/\n/g,"
"):t},mxText.prototype.getTextCss=function(){var t=mxConstants.ABSOLUTE_LINE_HEIGHT?this.size*mxConstants.LINE_HEIGHT+"px":mxConstants.LINE_HEIGHT,e=(t="display: inline-block; font-size: "+this.size+"px; font-family: "+this.family+"; color: "+this.color+"; line-height: "+t+"; pointer-events: "+(this.pointerEvents?"all":"none")+"; ",(this.fontStyle&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD&&(t+="font-weight: bold; "),(this.fontStyle&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC&&(t+="font-style: italic; "),[]);return(this.fontStyle&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&e.push("underline"),(this.fontStyle&mxConstants.FONT_STRIKETHROUGH)==mxConstants.FONT_STRIKETHROUGH&&e.push("line-through"),0
"+l+"
"),this.node.firstChild.firstChild.setAttribute("style",r),this.node.firstChild.setAttribute("style",i)})))},mxText.prototype.updateHtmlTransform=function(){var t=this.getTextRotation(),e=this.node.style,n=this.margin.x,i=this.margin.y;0!=t?(mxUtils.setPrefixedStyle(e,"transformOrigin",100*-n+"% "+100*-i+"%"),mxUtils.setPrefixedStyle(e,"transform","translate("+100*n+"%,"+100*i+"%) scale("+this.scale+") rotate("+t+"deg)")):(mxUtils.setPrefixedStyle(e,"transformOrigin","0% 0%"),mxUtils.setPrefixedStyle(e,"transform","scale("+this.scale+") translate("+100*n+"%,"+100*i+"%)")),e.left=Math.round(this.bounds.x-Math.ceil(n*("fill"!=this.overflow&&"width"!=this.overflow?3:1)))+"px",e.top=Math.round(this.bounds.y-i*("fill"!=this.overflow?3:1))+"px",this.opacity<100?e.opacity=this.opacity/100:e.opacity=""},mxText.prototype.updateInnerHtml=function(t){var e;mxUtils.isNode(this.value)?t.innerHTML=this.value.outerHTML:(e=this.value,this.dialect!=mxConstants.DIALECT_STRICTHTML&&(e=mxUtils.htmlEntities(e,!1)),e=mxUtils.replaceTrailingNewlines(e,"
 
"),e=this.replaceLinefeeds?e.replace(/\n/g,"
"):e,t.innerHTML=e='
'+e+"
")},mxText.prototype.updateHtmlFilter=function(){var t=this.node.style,e=this.margin.x,n=this.margin.y,i=this.scale,r=(mxUtils.setOpacity(this.node,this.opacity),0),l=0,o=null!=this.state?this.state.view.textDiv:null,s=this.node,a=(null!=o?(o.style.overflow="",o.style.height="",o.style.width="",this.updateFont(o),this.updateSize(o,!1),this.updateInnerHtml(o),a=Math.round(this.bounds.width/this.scale),this.wrap&&0Math.PI/2&&(s=Math.PI-s),Math.cos(s)),u=Math.sin(-s),d=o*-(n+.5),p=(o-o*h+a*u)/2+r*(e=a*-(e+.5))-l*d;h=(a-a*h+o*u)/2-l*e-r*d,0!=s&&(u="progid:DXImageTransform.Microsoft.Matrix(M11="+l+", M12="+r+", M21="+-r+", M22="+l+", sizingMethod='auto expand')",null!=t.filter&&0
"),e=this.replaceLinefeeds?e.replace(/\n/g,"
"):e,n=null!=this.background&&this.background!=mxConstants.NONE?this.background:null,i=null!=this.border&&this.border!=mxConstants.NONE?this.border:null,"fill"==this.overflow||"width"==this.overflow?(null!=n&&(this.node.style.backgroundColor=n),null!=i&&(this.node.style.border="1px solid "+i)):(t="",null!=n&&(t+="background-color:"+mxUtils.htmlEntities(n)+";"),null!=i&&(t+="border:1px solid "+mxUtils.htmlEntities(i)+";"),e='
'+e+"
"),this.node.innerHTML=e,0<(n=this.node.getElementsByTagName("div")).length&&((i=(i=this.textDirection)==mxConstants.TEXT_DIRECTION_AUTO&&this.dialect!=mxConstants.DIALECT_STRICTHTML?this.getAutoDirection():i)==mxConstants.TEXT_DIRECTION_LTR||i==mxConstants.TEXT_DIRECTION_RTL?n[n.length-1].setAttribute("dir",i):n[n.length-1].removeAttribute("dir")))},mxText.prototype.updateFont=function(t){var e=((t=t.style).lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?this.size*mxConstants.LINE_HEIGHT+"px":mxConstants.LINE_HEIGHT,t.fontSize=this.size+"px",t.fontFamily=this.family,t.verticalAlign="top",t.color=this.color,(this.fontStyle&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD?t.fontWeight="bold":t.fontWeight="",(this.fontStyle&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC?t.fontStyle="italic":t.fontStyle="",[]);(this.fontStyle&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&e.push("underline"),(this.fontStyle&mxConstants.FONT_STRIKETHROUGH)==mxConstants.FONT_STRIKETHROUGH&&e.push("line-through"),t.textDecoration=e.join(" "),this.align==mxConstants.ALIGN_CENTER?t.textAlign="center":this.align==mxConstants.ALIGN_RIGHT?t.textAlign="right":t.textAlign="left"},mxText.prototype.updateSize=function(t,e){var n,i=Math.max(0,Math.round(this.bounds.width/this.scale)),r=Math.max(0,Math.round(this.bounds.height/this.scale)),l=t.style;this.clipped?(l.overflow="hidden",mxClient.IS_QUIRKS?l.width=i+"px":(l.maxHeight=r+"px",l.maxWidth=i+"px")):"fill"==this.overflow?(l.width=i+1+"px",l.height=r+1+"px",l.overflow="hidden"):"width"==this.overflow&&(l.width=i+1+"px",l.maxHeight=r+1+"px",l.overflow="hidden"),this.wrap&&0t.weightedValue||!(e.weightedValuee.x)?1:-1:t.y==e.y?0:0<(t.y>e.y)?1:-1}))),i},mxStackLayout.prototype.snap=function(t){var e;return null!=this.gridSize&&0this.gridSize/2?this.gridSize-e:-e),t},mxStackLayout.prototype.execute=function(t){if(null!=t){var e,n,i=this.getParentSize(t),r=this.isHorizontal(),l=this.graph.getModel(),o=null,s=(null!=i&&(o=r?i.height-this.marginTop-this.marginBottom:i.width-this.marginLeft-this.marginRight),o-=2*this.border,this.x0+this.border+this.marginLeft),a=this.y0+this.border+this.marginTop;this.graph.isSwimlane(t)&&(n=this.graph.getCellStyle(t),e=mxUtils.getNumber(n,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE),n=1==mxUtils.getValue(n,mxConstants.STYLE_HORIZONTAL,!0),null!=i&&(e=n?Math.min(e,i.height):Math.min(e,i.width)),r==n&&(o-=e),n?a+=e:s+=e),l.beginUpdate();try{for(var h=0,u=null,d=0,p=null,c=this.getLayoutCells(t),m=0;mthis.wrap||!r&&u.y+u.height+b.height+2*this.spacing>this.wrap)&&(u=null,r?a+=h+this.spacing:s+=h+this.spacing,h=0),h=Math.max(h,r?b.height:b.width),x=0,this.borderCollapse||(g=this.graph.getCellStyle(f),x=mxUtils.getNumber(g,mxConstants.STYLE_STROKEWIDTH,1)),null!=u?(y=d+this.spacing+Math.floor(x/2),r?b.x=this.snap((this.allowGaps?Math.max(y,b.x):y)-this.marginLeft)+this.marginLeft:b.y=this.snap((this.allowGaps?Math.max(y,b.y):y)-this.marginTop)+this.marginTop):this.keepFirstLocation||(r?b.x=this.allowGaps&&b.x>s?Math.max(this.snap(b.x-this.marginLeft)+this.marginLeft,s):s:b.y=this.allowGaps&&b.y>a?Math.max(this.snap(b.y-this.marginTop)+this.marginTop,a):a),r?b.y=a:b.x=s,this.fill&&null!=o&&(r?b.height=o:b.width=o),r?b.width=this.snap(b.width):b.height=this.snap(b.height),this.setChildGeometry(f,b),p=f,u=b,d=r?u.x+u.width+Math.floor(x/2):u.y+u.height+Math.floor(x/2))}this.resizeParent&&null!=i&&null!=u&&!this.graph.isCellCollapsed(t)?this.updateParentGeometry(t,i,u):this.resizeLast&&null!=i&&null!=u&&null!=p&&(r?u.width=i.width-u.x-this.spacing-this.marginRight-this.marginLeft:u.height=i.height-u.y-this.spacing-this.marginBottom,this.setChildGeometry(p,u))}finally{l.endUpdate()}}},mxStackLayout.prototype.setChildGeometry=function(t,e){var n=this.graph.getCellGeometry(t);null!=n&&e.x==n.x&&e.y==n.y&&e.width==n.width&&e.height==n.height||this.graph.getModel().setGeometry(t,e)},mxStackLayout.prototype.updateParentGeometry=function(t,e,n){var i,r=this.isHorizontal(),l=this.graph.getModel(),o=e.clone();r?(i=n.x+n.width+this.marginRight+this.border,this.resizeParentMax?o.width=Math.max(o.width,i):o.width=i):(i=n.y+n.height+this.marginBottom+this.border,this.resizeParentMax?o.height=Math.max(o.height,i):o.height=i),e.x==o.x&&e.y==o.y&&e.width==o.width&&e.height==o.height||l.setGeometry(t,o)},__mxOutput.mxStackLayout=void 0!==mxStackLayout?mxStackLayout:void 0,mxPartitionLayout.prototype=new mxGraphLayout,mxPartitionLayout.prototype.constructor=mxPartitionLayout,mxPartitionLayout.prototype.horizontal=null,mxPartitionLayout.prototype.spacing=null,mxPartitionLayout.prototype.border=null,mxPartitionLayout.prototype.resizeVertices=!0,mxPartitionLayout.prototype.isHorizontal=function(){return this.horizontal},mxPartitionLayout.prototype.moveCell=function(t,e,n){var i=this.graph.getModel(),r=i.getParent(t);if(null!=t&&null!=r){var l=0,o=0,s=i.getChildCount(r);for(l=0;lt.height&&(t.height=this.maxRankHeight[e]);for(var n=t.child;null!=n;)this.setCellHeights(n,e+1),n=n.next},mxCompactTreeLayout.prototype.dfs=function(t,e){var n=mxCellPath.create(t),i=null;if(null!=t&&null==this.visited[n]&&!this.isVertexIgnored(t)){this.visited[n]=t,i=this.createNode(t);var r=this.graph.getModel(),l=null,o=this.graph.getEdges(t,e,this.invert,!this.invert,!1,!0),s=this.graph.getView();this.sortEdges&&this.sortOutgoingEdges(t,o);for(var a=0;as+2*this.prefHozEdgeSep&&(o-=2*this.prefHozEdgeSep),o/i),h=a/2,u=(o>s+2*this.prefHozEdgeSep&&(h+=this.prefHozEdgeSep),this.minEdgeJetty-this.prefVertEdgeOff),d=0,p=this.getVertexBounds(n),c=(e=t.child,0);cc.theta&&pthis.maxDistanceLimit||(l=s.length){for(var h=new mxGraphHierarchyEdge(s),u=0;u=h.length){for(var d=new mxGraphHierarchyEdge(h),p=0;pl[i.swimlaneIndex]&&(u=l[i.swimlaneIndex]),i.temp[0]=u,null!=a)for(n=0;n>1]}return n},mxMedianHybridCrossingReduction.prototype.transpose=function(t,e){for(var n=!0,i=0;n&&i++<10;)for(var r=t%2==1&&i%2==1,l=(n=!1,0);ly[S]&&E++,g[A]f[S]&&E++,x[A]t.medianValue?-1:e.medianValued.getGeneralPurposeVariable(p)+1&&(d.setGeneralPurposeVariable(p,y),E=!0)),E){for(r=0;rthis.widestRankValue&&(this.widestRankValue=s,this.widestRank=r),this.rankWidths[r]=s}1==a&&mxLog.warn("At least one cell has no bounds"),this.rankY[r]=n;var p=l/2+i/2+this.interRankCellSpacing;for(i=l,this.orientation==mxConstants.DIRECTION_NORTH||this.orientation==mxConstants.DIRECTION_WEST?n+=p:n-=p,h=0;hr.minRank+1;a--)g==(u=r.getX(a-1))||this.repositionValid(e,r,a-1,g)?(m[a-r.minRank-2]=g,p++):(m[a-r.minRank-2]=r.getX(a-1),g=u);if(sr.minRank;a--)r.setX(a,m[a-r.minRank-1]);else if(pf+2*this.prefHozEdgeSep&&(d+=this.prefHozEdgeSep,p-=this.prefHozEdgeSep);var b=(p-d)/c,C=d+b/2,A=this.minEdgeJetty-this.prefVertEdgeOff,v=0;for(h=0;h=this.swimlanes.length||(se[o]?1:-1:(n=parseInt(t[o]))==(i=parseInt(e[o]))?0:i=t.x&&n.x<=t.x+t.width?o.x=n.x:n.y>=t.y&&n.y<=t.y+t.height&&(o.y=n.y),n.xt.x+t.width&&(o.x=t.x+t.width),n.yt.y+t.height&&(o.y=t.y+t.height)),o},EllipsePerimeter:function(t,e,n,i){var r=t.x,l=t.y,o=t.width/2,s=t.height/2,a=r+o,h=l+s,u=n.x,d=(n=n.y,parseInt(u-a)),p=parseInt(n-h);if(0==d&&0!=p)return new mxPoint(a,h+s*p/Math.abs(p));if(0==d&&0==p)return new mxPoint(u,n);if(i){if(l<=n&&n<=l+t.height)return m=n-h,c=Math.sqrt(o*o*(1-m*m/(s*s)))||0,new mxPoint(a+(c=u<=r?-c:c),n);if(r<=u&&u<=r+t.width)return c=u-a,m=Math.sqrt(s*s*(1-c*c/(o*o)))||0,new mxPoint(u,h+(m=n<=l?-m:m))}r=h-(i=p/d)*a;var c=-2*a*(t=o*o*i*i+s*s),m=(-c+(l=Math.sqrt(c*c-4*t*(o*o*i*i*a*a+s*s*a*a-o*o*s*s))))/(2*t);return d=i*m+r,h=i*(p=(-c-l)/(2*t))+r,a=0,o=0,o=Math.sqrt(Math.pow(m-u,2)+Math.pow(d-n,2))Math.PI-c)?i&&(r&&n.x>=u.x&&n.x<=p.x||!r&&n.y>=u.y&&n.y<=p.y)?r?new mxPoint(n.x,u.y):new mxPoint(u.x,n.y):e==mxConstants.DIRECTION_NORTH?new mxPoint(l+s/2+t*Math.tan(m)/2,o+t):e==mxConstants.DIRECTION_SOUTH?new mxPoint(l+s/2-t*Math.tan(m)/2,o):e==mxConstants.DIRECTION_WEST?new mxPoint(l+s,o+t/2+s*Math.tan(m)/2):new mxPoint(l,o+t/2-s*Math.tan(m)/2):(i&&(c=new mxPoint(a,h),n.y>=o&&n.y<=o+t?(c.x=r?a:e==mxConstants.DIRECTION_WEST?l+s:l,c.y=n.y):n.x>=l&&n.x<=l+s&&(c.x=n.x,c.y=r?e==mxConstants.DIRECTION_NORTH?o+t:o:h),n.x,c.x,n.y,c.y,a=c.x,h=c.y),r&&n.x<=l+s/2||!r&&n.y<=o+t/2?mxUtils.intersection(n.x,n.y,a,h,u.x,u.y,d.x,d.y):mxUtils.intersection(n.x,n.y,a,h,d.x,d.y,p.x,p.y)))?new mxPoint(a,h):g},HexagonPerimeter:function(t,e,n,i){var r,l=t.x,o=t.y,s=t.width,a=t.height,h=t.getCenterX(),u=(t=t.getCenterY(),n.x),d=n.y,p=-Math.atan2(d-t,u-h),c=Math.PI,m=Math.PI/2,g=new mxPoint(h,t),x=(e=(e=null!=e?mxUtils.getValue(e.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST)==mxConstants.DIRECTION_NORTH||e==mxConstants.DIRECTION_SOUTH,new mxPoint),y=new mxPoint;if(i=!(u':8==document.documentMode?t='':8'):("CSS1Compat"===document.compatMode&&a.writeln(""),a.writeln("")),a.writeln(""),this.writeHead(a,t),a.writeln(""),a.writeln('')),this.graph.getGraphBounds().clone()),u=this.graph.getView().getScale(),d=u/this.scale,p=this.graph.getView().getTranslate(),c=(this.autoOrigin||(this.x0-=p.x*this.scale,this.y0-=p.y*this.scale,h.width+=h.x,h.height+=h.y,h.x=0,h.y=0,this.border=0),this.pageFormat.width-2*this.border),m=this.pageFormat.height-2*this.border,g=(this.pageFormat.height+=this.marginTop+this.marginBottom,h.width/=d,h.height/=d,Math.max(1,Math.ceil((h.width+this.x0)/c))),x=Math.max(1,Math.ceil((h.height+this.y0)/m)),y=(this.pageCount=g*x,mxUtils.bind(this,(function(){var t,e;this.pageSelector&&(1"),t.writeln(""),t.close(),mxEvent.release(t.body))}catch(t){}},mxPrintPreview.prototype.writeHead=function(t,e){null!=this.title&&t.writeln(""+this.title+""),mxClient.IS_VML&&t.writeln(''),mxClient.link("stylesheet",mxClient.basePath+"/css/common.css",t),t.writeln('")},mxPrintPreview.prototype.writePostfix=function(t){},mxPrintPreview.prototype.createPageSelector=function(t,e){for(var n=this.wnd.document,i=n.createElement("table"),r=(i.className="mxPageSelector",i.setAttribute("border","0"),n.createElement("tbody")),l=0;l":"",mxCellEditor.prototype.escapeCancelsEditing=!0,mxCellEditor.prototype.textNode="",mxCellEditor.prototype.zIndex=5,mxCellEditor.prototype.minResize=new mxRectangle(0,20),mxCellEditor.prototype.wordWrapPadding=mxClient.IS_QUIRKS?2:mxClient.IS_IE11?0:1,mxCellEditor.prototype.blurEnabled=!1,mxCellEditor.prototype.initialValue=null,mxCellEditor.prototype.align=null,mxCellEditor.prototype.init=function(){this.textarea=document.createElement("div"),this.textarea.className="mxCellEditor mxPlainTextEditor",this.textarea.contentEditable=!0,mxClient.IS_GC&&(this.textarea.style.minHeight="1em"),this.textarea.style.position=this.isLegacyEditor()?"absolute":"relative",this.installListeners(this.textarea)},mxCellEditor.prototype.applyValue=function(t,e){this.graph.labelChanged(t.cell,e,this.trigger)},mxCellEditor.prototype.setAlign=function(t){null!=this.textarea&&(this.textarea.style.textAlign=t),this.align=t,this.resize()},mxCellEditor.prototype.getInitialValue=function(t,e){return t=mxUtils.htmlEntities(this.graph.getEditingValue(t.cell,e),!1),(t=mxClient.IS_QUIRKS||8==document.documentMode||9==document.documentMode||10==document.documentMode?t:mxUtils.replaceTrailingNewlines(t,"

")).replace(/\n/g,"
")},mxCellEditor.prototype.getCurrentValue=function(t){return mxUtils.extractTextWithWhitespace(this.textarea.childNodes)},mxCellEditor.prototype.isCancelEditingKeyEvent=function(t){return this.escapeCancelsEditing||mxEvent.isShiftDown(t)||mxEvent.isControlDown(t)||mxEvent.isMetaDown(t)},mxCellEditor.prototype.installListeners=function(t){mxEvent.addListener(t,"dragstart",mxUtils.bind(this,(function(t){this.graph.stopEditing(!1),mxEvent.consume(t)}))),mxEvent.addListener(t,"blur",mxUtils.bind(this,(function(t){this.blurEnabled&&this.focusLost(t)}))),mxEvent.addListener(t,"keydown",mxUtils.bind(this,(function(t){mxEvent.isConsumed(t)||(this.isStopEditingEvent(t)?(this.graph.stopEditing(!1),mxEvent.consume(t)):27==t.keyCode&&(this.graph.stopEditing(this.isCancelEditingKeyEvent(t)),mxEvent.consume(t)))})));var e=mxUtils.bind(this,(function(e){null!=this.editingCell&&this.clearOnChange&&t.innerHTML==this.getEmptyLabelText()&&(!mxClient.IS_FF||8!=e.keyCode&&46!=e.keyCode)&&(this.clearOnChange=!1,t.innerHTML="")})),n=(mxEvent.addListener(t,"keypress",e),mxEvent.addListener(t,"paste",e),e=mxUtils.bind(this,(function(t){null!=this.editingCell&&(0==this.textarea.innerHTML.length||"
"==this.textarea.innerHTML?(this.textarea.innerHTML=this.getEmptyLabelText(),this.clearOnChange=0s&&(this.textarea.style.width=this.textarea.scrollWidth+"px")):this.textarea.style.maxWidth=s+"px"):(this.textarea.style.whiteSpace="nowrap",this.textarea.style.width=""),8==document.documentMode&&(this.textarea.style.zoom="1",this.textarea.style.height="auto"),h=this.textarea.scrollWidth,u=this.textarea.scrollHeight,8==document.documentMode?(this.textarea.style.left=Math.max(0,Math.ceil((this.bounds.x-a.x*(this.bounds.width-(h+1)*t)+h*(t-1)*0+2*(a.x+.5))/t))+"px",this.textarea.style.top=Math.max(0,Math.ceil((this.bounds.y-a.y*(this.bounds.height-(u+.5)*t)+u*(t-1)*0+ +Math.abs(a.y+.5))/t))+"px",this.textarea.style.width=Math.round(h*t)+"px",this.textarea.style.height=Math.round(u*t)+"px"):mxClient.IS_QUIRKS?(this.textarea.style.left=Math.max(0,Math.ceil(this.bounds.x-a.x*(this.bounds.width-(h+1)*t)+h*(t-1)*0+2*(a.x+.5)))+"px",this.textarea.style.top=Math.max(0,Math.ceil(this.bounds.y-a.y*(this.bounds.height-(u+.5)*t)+u*(t-1)*0+ +Math.abs(a.y+.5)))+"px"):(this.textarea.style.left=Math.max(0,Math.round(this.bounds.x-a.x*(this.bounds.width-2))+1)+"px",this.textarea.style.top=Math.max(0,Math.round(this.bounds.y-a.y*(this.bounds.height-4)+(-1==a.y?3:0))+1)+"px")):(this.bounds=this.getEditorBounds(d),this.textarea.style.width=Math.round(this.bounds.width/t)+"px",this.textarea.style.height=Math.round(this.bounds.height/t)+"px",8==document.documentMode||mxClient.IS_QUIRKS?(this.textarea.style.left=Math.round(this.bounds.x)+"px",this.textarea.style.top=Math.round(this.bounds.y)+"px"):(this.textarea.style.left=Math.max(0,Math.round(this.bounds.x+1))+"px",this.textarea.style.top=Math.max(0,Math.round(this.bounds.y+1))+"px"),this.graph.isWrapping(d.cell)&&(2<=this.bounds.width||2<=this.bounds.height)&&this.textarea.innerHTML!=this.getEmptyLabelText()?(this.textarea.style.wordWrap=mxConstants.WORD_WRAP,this.textarea.style.whiteSpace="normal","fill"!=d.style[mxConstants.STYLE_OVERFLOW]&&(this.textarea.style.width=Math.round(this.bounds.width/t)+this.wordWrapPadding+"px")):(this.textarea.style.whiteSpace="nowrap","fill"!=d.style[mxConstants.STYLE_OVERFLOW]&&(this.textarea.style.width=""))),mxClient.IS_VML?this.textarea.style.zoom=t:(mxUtils.setPrefixedStyle(this.textarea.style,"transformOrigin","0px 0px"),mxUtils.setPrefixedStyle(this.textarea.style,"transform","scale("+t+","+t+")"+(null==a?"":" translate("+100*a.x+"%,"+100*a.y+"%)"))))},mxCellEditor.prototype.focusLost=function(){this.stopEditing(!this.graph.isInvokesStopCellEditing())},mxCellEditor.prototype.getBackgroundColor=function(t){return null},mxCellEditor.prototype.isLegacyEditor=function(){var t;return!(!mxClient.IS_VML&&mxClient.IS_SVG&&null!=(t=this.graph.view.getDrawPane().ownerSVGElement)&&null!=(t=mxUtils.getCurrentStyle(t))&&"absolute"==t.position)},mxCellEditor.prototype.startEditing=function(t,e){this.stopEditing(!0),(this.align=null)==this.textarea&&this.init(),null!=this.graph.tooltipHandler&&this.graph.tooltipHandler.hideTooltip();var n=this.graph.getView().getState(t);if(null!=n){this.graph.getView().scale;var i=mxUtils.getValue(n.style,mxConstants.STYLE_FONTSIZE,mxConstants.DEFAULT_FONTSIZE),r=mxUtils.getValue(n.style,mxConstants.STYLE_FONTFAMILY,mxConstants.DEFAULT_FONTFAMILY),l=mxUtils.getValue(n.style,mxConstants.STYLE_FONTCOLOR,"black"),o=mxUtils.getValue(n.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_LEFT),s=(mxUtils.getValue(n.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD,a=(mxUtils.getValue(n.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC,h=[];(mxUtils.getValue(n.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&h.push("underline"),(mxUtils.getValue(n.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_STRIKETHROUGH)==mxConstants.FONT_STRIKETHROUGH&&h.push("line-through"),this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(i*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT,this.textarea.style.backgroundColor=this.getBackgroundColor(n),this.textarea.style.textDecoration=h.join(" "),this.textarea.style.fontWeight=s?"bold":"normal",this.textarea.style.fontStyle=a?"italic":"",this.textarea.style.fontSize=Math.round(i)+"px",this.textarea.style.zIndex=this.zIndex,this.textarea.style.fontFamily=r,this.textarea.style.textAlign=o,this.textarea.style.outline="none",this.textarea.style.color=l,(h=(h=this.textDirection=mxUtils.getValue(n.style,mxConstants.STYLE_TEXT_DIRECTION,mxConstants.DEFAULT_TEXT_DIRECTION))!=mxConstants.TEXT_DIRECTION_AUTO||null==n||null==n.text||n.text.dialect==mxConstants.DIALECT_STRICTHTML||mxUtils.isNode(n.text.value)?h:n.text.getAutoDirection())==mxConstants.TEXT_DIRECTION_LTR||h==mxConstants.TEXT_DIRECTION_RTL?this.textarea.setAttribute("dir",h):this.textarea.removeAttribute("dir"),this.textarea.innerHTML=this.getInitialValue(n,e)||"",this.initialValue=this.textarea.innerHTML,0==this.textarea.innerHTML.length||"
"==this.textarea.innerHTML?(this.textarea.innerHTML=this.getEmptyLabelText(),this.clearOnChange=!0):this.clearOnChange=this.textarea.innerHTML==this.getEmptyLabelText(),this.graph.container.appendChild(this.textarea),this.editingCell=t,this.trigger=e,(this.textNode=null)!=n.text&&this.isHideLabel(n)&&(this.textNode=n.text.node,this.textNode.style.visibility="hidden"),this.autoSize&&(this.graph.model.isEdge(n.cell)||"fill"!=n.style[mxConstants.STYLE_OVERFLOW])&&window.setTimeout(mxUtils.bind(this,(function(){this.resize()})),0),this.resize();try{this.textarea.focus(),this.isSelectText()&&0e.x+e.width?null!=c?(l=c.x,a=Math.max(Math.abs(s-c.y),a)):h==mxConstants.DIRECTION_NORTH?s=e.y-2*o:h==mxConstants.DIRECTION_SOUTH?s=e.y+e.height+2*o:l=h==mxConstants.DIRECTION_EAST?e.x-2*a:e.x+e.width+2*a:null!=c&&(l=u.getRoutingCenterX(e),o=Math.max(Math.abs(l-c.x),a),s=c.y,a=0),r.push(new mxPoint(l-o,s-a)),r.push(new mxPoint(l+o,s+a)))},ElbowConnector:function(t,e,n,i,r){var l,o,s,a,h=null!=i&&0a,d=h.xo):(u=(l=Math.max(e.x,n.x))==(o=Math.min(e.x+e.width,n.x+n.width)))||(d=(s=Math.max(e.y,n.y))==(a=Math.min(e.y+e.height,n.y+n.height)))),d||!u&&t.style[mxConstants.STYLE_ELBOW]!=mxConstants.ELBOW_VERTICAL?mxEdgeStyle.SideToSide(t,e,n,i,r):mxEdgeStyle.TopToBottom(t,e,n,i,r)},SideToSide:function(t,e,n,i,r){var l=t.view,o=(i=null!=i&&0=e.y&&i.y<=e.y+e.height&&(t=i.y),i.y>=n.y)&&i.y<=n.y+n.height&&(o=i.y),mxUtils.contains(n,s,t)||mxUtils.contains(e,s,t)||r.push(new mxPoint(s,t)),mxUtils.contains(n,s,o)||mxUtils.contains(e,s,o)||r.push(new mxPoint(s,o)),1==r.length)&&(null!=i?mxUtils.contains(n,s,i.y)||mxUtils.contains(e,s,i.y)||r.push(new mxPoint(s,i.y)):(l=Math.max(e.y,n.y),t=Math.min(e.y+e.height,n.y+n.height),r.push(new mxPoint(s,l+(t-l)/2))))},TopToBottom:function(t,e,n,i,r){var l=t.view,o=(i=null!=i&&0=e.x&&i.x<=e.x+e.width&&(s=i.x),t=null!=i?i.y:Math.round(o+(t-o)/2),mxUtils.contains(n,s,t)||mxUtils.contains(e,s,t)||r.push(new mxPoint(s,t)),s=null!=i&&i.x>=n.x&&i.x<=n.x+n.width?i.x:l.getRoutingCenterX(n),mxUtils.contains(n,s,t)||mxUtils.contains(e,s,t)||r.push(new mxPoint(s,t)),1==r.length)&&(null!=i&&1==r.length?mxUtils.contains(n,i.x,t)||mxUtils.contains(e,i.x,t)||r.push(new mxPoint(i.x,t)):(o=Math.max(e.x,n.x),l=Math.min(e.x+e.width,n.x+n.width),r.push(new mxPoint(o+(l-o)/2,t))))},SegmentConnector:function(t,e,n,i,r){var l=mxEdgeStyle.scalePointArray(t.absolutePoints,t.view.scale),o=mxEdgeStyle.scaleCellState(e,t.view.scale),s=mxEdgeStyle.scaleCellState(n,t.view.scale),a=0=Math.max(1,t.view.scale))&&(r.push(e),a=e)}var p=l[0],c=(null==p&&null!=o?p=new mxPoint(t.view.getRoutingCenterX(o),t.view.getRoutingCenterY(o)):null!=p&&(p=p.clone()),l.length-1);if(null!=i&&0=f.y&&C.y<=f.y+f.height,w=null!=f&&C.x>=f.x&&C.x<=f.x+f.width,S=v||null==b&&E,T=A||null==b&&w;if(0!=g||!(S&&T||A&&v)){if(null!=b&&!v&&!A&&(E||w)){h=!E;break}if(T||S){h=S,1==g&&(h=m.length%2==0?S:T);break}}f=s,null!=(b=l[c])&&(f=null),C=m[m.length-1],A&&v&&(m=m.slice(1))}for(h&&(null!=l[0]&&l[0].y!=u.y||null==l[0]&&null!=o&&(u.yo.y+o.height))?d(new mxPoint(p.x,u.y)):!h&&(null!=l[0]&&l[0].x!=u.x||null==l[0]&&null!=o&&(u.xo.x+o.width))&&d(new mxPoint(u.x,p.y)),h?p.y=u.y:p.x=u.x,g=0;gs.y+s.height))?d(new mxPoint(p.x,u.y)):!h&&(null!=l[c]&&l[c].x!=u.x||null==l[c]&&null!=s&&(u.xs.x+s.width))&&d(new mxPoint(u.x,p.y))),null==l[0]&&null!=o)for(;1>8),0==(983040&N[S])&&(N[S]=65535&N[S]|(251658240&N[S])>>8),v[S]=15&N[S],A[S]==mxConstants.DIRECTION_MASK_WEST||A[S]==mxConstants.DIRECTION_MASK_NORTH||A[S]==mxConstants.DIRECTION_MASK_EAST||A[S]==mxConstants.DIRECTION_MASK_SOUTH)&&(v[S]=A[S]);m=v[0]==mxConstants.DIRECTION_MASK_EAST?3:v[0],g=v[1]==mxConstants.DIRECTION_MASK_EAST?3:v[1];var H=((m-=I)<1&&(m+=4),(g-=I)<1&&(g+=4),mxEdgeStyle.routePatterns[m-1][g-1]);switch(mxEdgeStyle.wayPoints1[0][0]=E[0][0],mxEdgeStyle.wayPoints1[0][1]=E[0][1],v[0]){case mxConstants.DIRECTION_MASK_WEST:mxEdgeStyle.wayPoints1[0][0]-=y,mxEdgeStyle.wayPoints1[0][1]+=R[0][1]*E[0][3];break;case mxConstants.DIRECTION_MASK_SOUTH:mxEdgeStyle.wayPoints1[0][0]+=R[0][0]*E[0][2],mxEdgeStyle.wayPoints1[0][1]+=E[0][3]+y;break;case mxConstants.DIRECTION_MASK_EAST:mxEdgeStyle.wayPoints1[0][0]+=E[0][2]+y,mxEdgeStyle.wayPoints1[0][1]+=R[0][1]*E[0][3];break;case mxConstants.DIRECTION_MASK_NORTH:mxEdgeStyle.wayPoints1[0][0]+=R[0][0]*E[0][2],mxEdgeStyle.wayPoints1[0][1]-=y}var G=0,B=0<(v[0]&(mxConstants.DIRECTION_MASK_EAST|mxConstants.DIRECTION_MASK_WEST))?0:1,U=B;for(S=0;S>5,q=(15<(W<<=I)&&(W>>=4),0<(H[S]&mxEdgeStyle.CENTER_MASK));(j||Y)&&W<9?(Y=0,j=j?0:1,Y=q&&0==V?E[j][0]+R[j][0]*E[j][2]:q?E[j][1]+R[j][1]*E[j][3]:mxEdgeStyle.limits[j][W],0==V?0<(j=(Y-mxEdgeStyle.wayPoints1[G][0])*z[0])&&(mxEdgeStyle.wayPoints1[G][0]+=z[0]*j):0<(W=(Y-mxEdgeStyle.wayPoints1[G][1])*z[1])&&(mxEdgeStyle.wayPoints1[G][1]+=z[1]*W)):q&&(mxEdgeStyle.wayPoints1[G][0]+=z[0]*Math.abs(mxEdgeStyle.vertexSeperations[F]/2),mxEdgeStyle.wayPoints1[G][1]+=z[1]*Math.abs(mxEdgeStyle.vertexSeperations[F]/2)),0=Math.round(a+s)&&hn+2&&t.x<=e||(n=this.graph.container.offsetHeight,(e=this.graph.container.clientHeight)e+2&&t.y<=n)},mxGraphView.prototype.init=function(){this.installListeners();var t=this.graph;t.dialect==mxConstants.DIALECT_SVG?this.createSvg():t.dialect==mxConstants.DIALECT_VML?this.createVml():this.createHtml()},mxGraphView.prototype.installListeners=function(){var t,e=this.graph,n=e.container;null!=n&&(mxClient.IS_TOUCH&&(mxEvent.addListener(n,"gesturestart",mxUtils.bind(this,(function(t){e.fireGestureEvent(t),mxEvent.consume(t)}))),mxEvent.addListener(n,"gesturechange",mxUtils.bind(this,(function(t){e.fireGestureEvent(t),mxEvent.consume(t)}))),mxEvent.addListener(n,"gestureend",mxUtils.bind(this,(function(t){e.fireGestureEvent(t),mxEvent.consume(t)})))),t=null,mxEvent.addGestureListeners(n,mxUtils.bind(this,(function(n){!this.isContainerEvent(n)||(mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_GC||mxClient.IS_OP||mxClient.IS_SF)&&this.isScrollEvent(n)||(e.fireMouseEvent(mxEvent.MOUSE_DOWN,new mxMouseEvent(n)),t=n.pointerId)})),mxUtils.bind(this,(function(n){!this.isContainerEvent(n)||null!=t&&n.pointerId!=t||e.fireMouseEvent(mxEvent.MOUSE_MOVE,new mxMouseEvent(n))})),mxUtils.bind(this,(function(n){this.isContainerEvent(n)&&e.fireMouseEvent(mxEvent.MOUSE_UP,new mxMouseEvent(n)),t=null}))),mxEvent.addListener(n,"dblclick",mxUtils.bind(this,(function(t){this.isContainerEvent(t)&&e.dblClick(t)}))),e.addMouseListener({mouseDown:function(t,n){e.popupMenuHandler.hideMenu()},mouseMove:function(){},mouseUp:function(){}}),this.moveHandler=mxUtils.bind(this,(function(t){var i,r;null!=e.tooltipHandler&&e.tooltipHandler.isHideOnHover()&&e.tooltipHandler.hide(),this.captureDocumentGesture&&e.isMouseDown&&null!=e.container&&!this.isContainerEvent(t)&&"none"!=e.container.style.display&&"hidden"!=e.container.style.visibility&&!mxEvent.isConsumed(t)&&e.fireMouseEvent(mxEvent.MOUSE_MOVE,new mxMouseEvent(t,(r=null,mxClient.IS_TOUCH&&(i=mxEvent.getClientX(t),t=mxEvent.getClientY(t),i=mxUtils.convertPoint(n,i,t),r=e.view.getState(e.getCellAt(i.x,i.y))),r)))})),this.endHandler=mxUtils.bind(this,(function(t){this.captureDocumentGesture&&e.isMouseDown&&null!=e.container&&!this.isContainerEvent(t)&&"none"!=e.container.style.display&&"hidden"!=e.container.style.visibility&&e.fireMouseEvent(mxEvent.MOUSE_UP,new mxMouseEvent(t))})),mxEvent.addGestureListeners(document,null,this.moveHandler,this.endHandler))},mxGraphView.prototype.createHtml=function(){var t=this.graph.container;null!=t&&(this.canvas=this.createHtmlPane("100%","100%"),this.canvas.style.overflow="hidden",this.backgroundPane=this.createHtmlPane("1px","1px"),this.drawPane=this.createHtmlPane("1px","1px"),this.overlayPane=this.createHtmlPane("1px","1px"),this.decoratorPane=this.createHtmlPane("1px","1px"),this.canvas.appendChild(this.backgroundPane),this.canvas.appendChild(this.drawPane),this.canvas.appendChild(this.overlayPane),this.canvas.appendChild(this.decoratorPane),t.appendChild(this.canvas),this.updateContainerStyle(t),mxClient.IS_QUIRKS)&&(t=mxUtils.bind(this,(function(t){var e=(n=this.getGraphBounds()).x+n.width+this.graph.border,n=n.y+n.height+this.graph.border;this.updateHtmlCanvasSize(e,n)})),mxEvent.addListener(window,"resize",t))},mxGraphView.prototype.updateHtmlCanvasSize=function(t,e){var n,i;null!=this.graph.container&&(n=this.graph.container.offsetWidth,i=this.graph.container.offsetHeight,this.canvas.style.width=n")},mxGraph.prototype.createHandlers=function(){this.tooltipHandler=this.createTooltipHandler(),this.tooltipHandler.setEnabled(!1),this.selectionCellsHandler=this.createSelectionCellsHandler(),this.connectionHandler=this.createConnectionHandler(),this.connectionHandler.setEnabled(!1),this.graphHandler=this.createGraphHandler(),this.panningHandler=this.createPanningHandler(),this.panningHandler.panningEnabled=!1,this.popupMenuHandler=this.createPopupMenuHandler()},mxGraph.prototype.createTooltipHandler=function(){return new mxTooltipHandler(this)},mxGraph.prototype.createSelectionCellsHandler=function(){return new mxSelectionCellsHandler(this)},mxGraph.prototype.createConnectionHandler=function(){return new mxConnectionHandler(this)},mxGraph.prototype.createGraphHandler=function(){return new mxGraphHandler(this)},mxGraph.prototype.createPanningHandler=function(){return new mxPanningHandler(this)},mxGraph.prototype.createPopupMenuHandler=function(){return new mxPopupMenuHandler(this)},mxGraph.prototype.createSelectionModel=function(){return new mxGraphSelectionModel(this)},mxGraph.prototype.createStylesheet=function(){return new mxStylesheet},mxGraph.prototype.createGraphView=function(){return new mxGraphView(this)},mxGraph.prototype.createCellRenderer=function(){return new mxCellRenderer},mxGraph.prototype.createCellEditor=function(){return new mxCellEditor(this)},mxGraph.prototype.getModel=function(){return this.model},mxGraph.prototype.getView=function(){return this.view},mxGraph.prototype.getStylesheet=function(){return this.stylesheet},mxGraph.prototype.setStylesheet=function(t){this.stylesheet=t},mxGraph.prototype.getSelectionModel=function(){return this.selectionModel},mxGraph.prototype.setSelectionModel=function(t){this.selectionModel=t},mxGraph.prototype.getSelectionCellsForChanges=function(t,e){for(var n=new mxDictionary,i=[],r=mxUtils.bind(this,(function(t){if(!n.get(t)&&this.model.contains(t))if(this.model.isEdge(t)||this.model.isVertex(t))n.put(t,!0),i.push(t);else for(var e=this.model.getChildCount(t),l=0;l"+e+""),i&&n.addListener(mxEvent.CLICK,mxUtils.bind(this,(function(e,n){this.isEnabled()&&this.setSelectionCell(t)}))),this.addCellOverlay(t,n)):(this.removeCellOverlays(t),null)},mxGraph.prototype.startEditing=function(t){this.startEditingAtCell(null,t)},mxGraph.prototype.startEditingAtCell=function(t,e){null!=e&&mxEvent.isMultiTouchEvent(e)||null!=(t=null!=t||null==(t=this.getSelectionCell())||this.isCellEditable(t)?t:null)&&(this.fireEvent(new mxEventObject(mxEvent.START_EDITING,"cell",t,"event",e)),this.cellEditor.startEditing(t,e),this.fireEvent(new mxEventObject(mxEvent.EDITING_STARTED,"cell",t,"event",e)))},mxGraph.prototype.getEditingValue=function(t,e){return this.convertValueToString(t)},mxGraph.prototype.stopEditing=function(t){this.cellEditor.stopEditing(t),this.fireEvent(new mxEventObject(mxEvent.EDITING_STOPPED,"cancel",t))},mxGraph.prototype.labelChanged=function(t,e,n){this.model.beginUpdate();try{var i=t.value;this.cellLabelChanged(t,e,this.isAutoSizeCell(t)),this.fireEvent(new mxEventObject(mxEvent.LABEL_CHANGED,"cell",t,"value",e,"old",i,"event",n))}finally{this.model.endUpdate()}return t},mxGraph.prototype.cellLabelChanged=function(t,e,n){this.model.beginUpdate();try{this.model.setValue(t,e),n&&this.cellSizeUpdated(t,!1)}finally{this.model.endUpdate()}},mxGraph.prototype.escape=function(t){this.fireEvent(new mxEventObject(mxEvent.ESCAPE,"event",t))},mxGraph.prototype.click=function(t){var e,n=t.getEvent(),i=t.getCell(),r=new mxEventObject(mxEvent.CLICK,"event",n,"cell",i);if(t.isConsumed()&&r.consume(),this.fireEvent(r),this.isEnabled()&&!mxEvent.isConsumed(n)&&!r.isConsumed()){if(null!=i)this.isTransparentClickEvent(n)&&(e=!1,null!=(r=this.getCellAt(t.graphX,t.graphY,null,null,null,mxUtils.bind(this,(function(t){var n=this.isCellSelected(t.cell);return!(e=e||n)||n||t.cell!=i&&this.model.isAncestor(t.cell,i)})))))&&(i=r);else if(this.isSwimlaneSelectionEnabled()&&!(null==(i=this.getSwimlaneAt(t.getGraphX(),t.getGraphY()))||this.isToggleEvent(n)&&mxEvent.isAltDown(n))){for(var l=i,o=[];null!=l;){l=this.model.getParent(l);var s=this.view.getState(l);this.isSwimlane(l)&&null!=s&&o.push(l)}if(0=(r=this.container).scrollLeft&&e>=r.scrollTop&&t<=r.scrollLeft+r.clientWidth&&e<=r.scrollTop+r.clientHeight&&((l=r.scrollLeft+r.clientWidth-t)this.minPageBreakDist)?Math.ceil(l.height/s.height)+1:0),h=t?Math.ceil(l.width/s.width)+1:0,u=(h-1)*s.width,d=(a-1)*s.height;null==this.horizontalPageBreaks&&0this.model.getChildCount(e)&&n--,this.model.add(e,t[y],n+y),this.autoSizeCellsOnAdd&&this.autoSizeCell(t[y],!0),(null==s||s)&&this.isExtendParentsOnAdd(t[y])&&this.isExtendParent(t[y])&&this.extendParent(t[y]),null!=o&&!o||this.constrainChild(t[y]),null!=i&&this.cellConnected(t[y],i,!0),null!=r&&this.cellConnected(t[y],r,!1));this.fireEvent(new mxEventObject(mxEvent.CELLS_ADDED,"cells",t,"parent",e,"index",n,"source",i,"target",r,"absolute",l))}finally{this.model.endUpdate()}}},mxGraph.prototype.autoSizeCell=function(t,e){if(e=null==e||e)for(var n=this.model.getChildCount(t),i=0;i"),l=(r=mxUtils.getSizeForString(l,t,n[mxConstants.STYLE_FONTFAMILY],e,n[mxConstants.STYLE_FONTSTYLE])).width+o,t=r.height+i,mxUtils.getValue(n,mxConstants.STYLE_HORIZONTAL,!0)||(e=t,t=l,l=e),this.gridEnabled&&(l=this.snap(l+this.gridSize/2),t=this.snap(t+this.gridSize/2)),new mxRectangle(0,0,l,t)):new mxRectangle(0,0,o=4*this.gridSize,o))),s},mxGraph.prototype.resizeCell=function(t,e,n){return this.resizeCells([t],[e],n)[0]},mxGraph.prototype.resizeCells=function(t,e,n){n=null!=n?n:this.isRecursiveResize(),this.model.beginUpdate();try{var i=this.cellsResized(t,e,n);this.fireEvent(new mxEventObject(mxEvent.RESIZE_CELLS,"cells",t,"bounds",e,"previous",i))}finally{this.model.endUpdate()}return t},mxGraph.prototype.cellsResized=function(t,e,n){n=null!=n&&n;var i=[];if(null!=t&&null!=e&&t.length==e.length){this.model.beginUpdate();try{for(var r=0;ri.width&&(n=s.width-i.width,s.width-=n),h.x+h.width>i.x+i.width&&(n-=h.x+h.width-i.x-i.width-n),a=0,s.height>i.height&&(a=s.height-i.height,s.height-=a),h.y+h.height>i.y+i.height&&(a-=h.y+h.height-i.y-i.height-a),h.xo+e&&(this.view.translate.x-=(t.x+i-e-o)/a,h=!0),t.y+r>s+n&&(this.view.translate.y-=(t.y+r-n-s)/a,h=!0),t.x")):this.setCellWarning(l,null),n=n&&null==o}var s="",a=(this.isCellCollapsed(t)&&!n&&(s+=(mxResources.get(this.containsValidationErrorsResource)||this.containsValidationErrorsResource)+"\n"),this.model.isEdge(t)?s+=this.getEdgeValidationError(t,this.model.getTerminal(t,!0),this.model.getTerminal(t,!1))||"":s+=this.getCellValidationError(t)||"",this.validateCell(t,e));return null!=a&&(s+=a),null==this.model.getParent(t)&&this.view.validate(),0o.max||eo.max||n")),null==l&&null!=t.overlays&&t.overlays.visit((function(t,n){null!=l||e!=n.node&&e.parentNode!=n.node||(l=n.overlay.toString())})),null==(l=null==l&&null!=(r=this.selectionCellsHandler.getHandler(t.cell))&&"function"==typeof r.getTooltipForNode?r.getTooltipForNode(e):l))?this.getTooltipForCell(t.cell):l},mxGraph.prototype.getTooltipForCell=function(t){return null!=t&&null!=t.getTooltip?t.getTooltip():this.convertValueToString(t)},mxGraph.prototype.getLinkForCell=function(t){return null},mxGraph.prototype.getCursorForMouseEvent=function(t){return this.getCursorForCell(t.getCell())},mxGraph.prototype.getCursorForCell=function(t){return null},mxGraph.prototype.getStartSize=function(t,e){var n=new mxRectangle;return t=this.getCurrentCellStyle(t,e),e=parseInt(mxUtils.getValue(t,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE)),mxUtils.getValue(t,mxConstants.STYLE_HORIZONTAL,!0)?n.height=e:n.width=e,n},mxGraph.prototype.getSwimlaneDirection=function(t){var e=mxUtils.getValue(t,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST),n=1==mxUtils.getValue(t,mxConstants.STYLE_FLIPH,0),i=1==mxUtils.getValue(t,mxConstants.STYLE_FLIPV,0);return t=mxUtils.getValue(t,mxConstants.STYLE_HORIZONTAL,!0)?0:3,e==mxConstants.DIRECTION_NORTH?t--:e==mxConstants.DIRECTION_WEST?t+=2:e==mxConstants.DIRECTION_SOUTH&&(t+=1),e=mxUtils.mod(t,2),n&&1==e&&(t+=2),i&&0==e&&(t+=2),[mxConstants.DIRECTION_NORTH,mxConstants.DIRECTION_EAST,mxConstants.DIRECTION_SOUTH,mxConstants.DIRECTION_WEST][mxUtils.mod(t,4)]},mxGraph.prototype.getActualStartSize=function(t,e){var n=new mxRectangle;return this.isSwimlane(t,e)&&(t=this.getCurrentCellStyle(t,e),e=parseInt(mxUtils.getValue(t,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE)),(t=this.getSwimlaneDirection(t))==mxConstants.DIRECTION_NORTH?n.y=e:t==mxConstants.DIRECTION_WEST?n.x=e:t==mxConstants.DIRECTION_SOUTH?n.height=e:n.width=e),n},mxGraph.prototype.getImage=function(t){return null!=t&&null!=t.style?t.style[mxConstants.STYLE_IMAGE]:null},mxGraph.prototype.isTransparentState=function(t){var e,n,i=!1;return null!=t&&(e=mxUtils.getValue(t.style,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE),n=mxUtils.getValue(t.style,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE),i=e==mxConstants.NONE&&n==mxConstants.NONE&&null==this.getImage(t)),i},mxGraph.prototype.getVerticalAlign=function(t){return null!=t&&null!=t.style?t.style[mxConstants.STYLE_VERTICAL_ALIGN]||mxConstants.ALIGN_MIDDLE:null},mxGraph.prototype.getIndicatorColor=function(t){return null!=t&&null!=t.style?t.style[mxConstants.STYLE_INDICATOR_COLOR]:null},mxGraph.prototype.getIndicatorGradientColor=function(t){return null!=t&&null!=t.style?t.style[mxConstants.STYLE_INDICATOR_GRADIENTCOLOR]:null},mxGraph.prototype.getIndicatorShape=function(t){return null!=t&&null!=t.style?t.style[mxConstants.STYLE_INDICATOR_SHAPE]:null},mxGraph.prototype.getIndicatorImage=function(t){return null!=t&&null!=t.style?t.style[mxConstants.STYLE_INDICATOR_IMAGE]:null},mxGraph.prototype.getBorder=function(){return this.border},mxGraph.prototype.setBorder=function(t){this.border=t},mxGraph.prototype.isSwimlane=function(t,e){return null!=t&&this.model.getParent(t)!=this.model.getRoot()&&!this.model.isEdge(t)&&this.getCurrentCellStyle(t,e)[mxConstants.STYLE_SHAPE]==mxConstants.SHAPE_SWIMLANE},mxGraph.prototype.isResizeContainer=function(){return this.resizeContainer},mxGraph.prototype.setResizeContainer=function(t){this.resizeContainer=t},mxGraph.prototype.isEnabled=function(){return this.enabled},mxGraph.prototype.setEnabled=function(t){this.enabled=t},mxGraph.prototype.isEscapeEnabled=function(){return this.escapeEnabled},mxGraph.prototype.setEscapeEnabled=function(t){this.escapeEnabled=t},mxGraph.prototype.isInvokesStopCellEditing=function(){return this.invokesStopCellEditing},mxGraph.prototype.setInvokesStopCellEditing=function(t){this.invokesStopCellEditing=t},mxGraph.prototype.isEnterStopsCellEditing=function(){return this.enterStopsCellEditing},mxGraph.prototype.setEnterStopsCellEditing=function(t){this.enterStopsCellEditing=t},mxGraph.prototype.isCellLocked=function(t){var e=this.model.getGeometry(t);return this.isCellsLocked()||null!=e&&this.model.isVertex(t)&&e.relative},mxGraph.prototype.isCellsLocked=function(){return this.cellsLocked},mxGraph.prototype.setCellsLocked=function(t){this.cellsLocked=t},mxGraph.prototype.getCloneableCells=function(t){return this.model.filterCells(t,mxUtils.bind(this,(function(t){return this.isCellCloneable(t)})))},mxGraph.prototype.isCellCloneable=function(t){return t=this.getCurrentCellStyle(t),this.isCellsCloneable()&&0!=t[mxConstants.STYLE_CLONEABLE]},mxGraph.prototype.isCellsCloneable=function(){return this.cellsCloneable},mxGraph.prototype.setCellsCloneable=function(t){this.cellsCloneable=t},mxGraph.prototype.getExportableCells=function(t){return this.model.filterCells(t,mxUtils.bind(this,(function(t){return this.canExportCell(t)})))},mxGraph.prototype.canExportCell=function(t){return this.exportEnabled},mxGraph.prototype.getImportableCells=function(t){return this.model.filterCells(t,mxUtils.bind(this,(function(t){return this.canImportCell(t)})))},mxGraph.prototype.canImportCell=function(t){return this.importEnabled},mxGraph.prototype.isCellSelectable=function(t){return this.isCellsSelectable()},mxGraph.prototype.isCellsSelectable=function(){return this.cellsSelectable},mxGraph.prototype.setCellsSelectable=function(t){this.cellsSelectable=t},mxGraph.prototype.getDeletableCells=function(t){return this.model.filterCells(t,mxUtils.bind(this,(function(t){return this.isCellDeletable(t)})))},mxGraph.prototype.isCellDeletable=function(t){return t=this.getCurrentCellStyle(t),this.isCellsDeletable()&&0!=t[mxConstants.STYLE_DELETABLE]},mxGraph.prototype.isCellsDeletable=function(){return this.cellsDeletable},mxGraph.prototype.setCellsDeletable=function(t){this.cellsDeletable=t},mxGraph.prototype.isLabelMovable=function(t){return!this.isCellLocked(t)&&(this.model.isEdge(t)&&this.edgeLabelsMovable||this.model.isVertex(t)&&this.vertexLabelsMovable)},mxGraph.prototype.isCellRotatable=function(t){return 0!=this.getCurrentCellStyle(t)[mxConstants.STYLE_ROTATABLE]},mxGraph.prototype.getMovableCells=function(t){return this.model.filterCells(t,mxUtils.bind(this,(function(t){return this.isCellMovable(t)})))},mxGraph.prototype.isCellMovable=function(t){var e=this.getCurrentCellStyle(t);return this.isCellsMovable()&&!this.isCellLocked(t)&&0!=e[mxConstants.STYLE_MOVABLE]},mxGraph.prototype.isCellsMovable=function(){return this.cellsMovable},mxGraph.prototype.setCellsMovable=function(t){this.cellsMovable=t},mxGraph.prototype.isGridEnabled=function(){return this.gridEnabled},mxGraph.prototype.setGridEnabled=function(t){this.gridEnabled=t},mxGraph.prototype.isPortsEnabled=function(){return this.portsEnabled},mxGraph.prototype.setPortsEnabled=function(t){this.portsEnabled=t},mxGraph.prototype.getGridSize=function(){return this.gridSize},mxGraph.prototype.setGridSize=function(t){this.gridSize=t},mxGraph.prototype.getTolerance=function(){return this.tolerance},mxGraph.prototype.setTolerance=function(t){this.tolerance=t},mxGraph.prototype.isVertexLabelsMovable=function(){return this.vertexLabelsMovable},mxGraph.prototype.setVertexLabelsMovable=function(t){this.vertexLabelsMovable=t},mxGraph.prototype.isEdgeLabelsMovable=function(){return this.edgeLabelsMovable},mxGraph.prototype.setEdgeLabelsMovable=function(t){this.edgeLabelsMovable=t},mxGraph.prototype.isSwimlaneNesting=function(){return this.swimlaneNesting},mxGraph.prototype.setSwimlaneNesting=function(t){this.swimlaneNesting=t},mxGraph.prototype.isSwimlaneSelectionEnabled=function(){return this.swimlaneSelectionEnabled},mxGraph.prototype.setSwimlaneSelectionEnabled=function(t){this.swimlaneSelectionEnabled=t},mxGraph.prototype.isMultigraph=function(){return this.multigraph},mxGraph.prototype.setMultigraph=function(t){this.multigraph=t},mxGraph.prototype.isAllowLoops=function(){return this.allowLoops},mxGraph.prototype.setAllowDanglingEdges=function(t){this.allowDanglingEdges=t},mxGraph.prototype.isAllowDanglingEdges=function(){return this.allowDanglingEdges},mxGraph.prototype.setConnectableEdges=function(t){this.connectableEdges=t},mxGraph.prototype.isConnectableEdges=function(){return this.connectableEdges},mxGraph.prototype.setCloneInvalidEdges=function(t){this.cloneInvalidEdges=t},mxGraph.prototype.isCloneInvalidEdges=function(){return this.cloneInvalidEdges},mxGraph.prototype.setAllowLoops=function(t){this.allowLoops=t},mxGraph.prototype.isDisconnectOnMove=function(){return this.disconnectOnMove},mxGraph.prototype.setDisconnectOnMove=function(t){this.disconnectOnMove=t},mxGraph.prototype.isDropEnabled=function(){return this.dropEnabled},mxGraph.prototype.setDropEnabled=function(t){this.dropEnabled=t},mxGraph.prototype.isSplitEnabled=function(){return this.splitEnabled},mxGraph.prototype.setSplitEnabled=function(t){this.splitEnabled=t},mxGraph.prototype.isCellResizable=function(t){var e=this.getCurrentCellStyle(t);return this.isCellsResizable()&&!this.isCellLocked(t)&&"0"!=mxUtils.getValue(e,mxConstants.STYLE_RESIZABLE,"1")},mxGraph.prototype.isCellsResizable=function(){return this.cellsResizable},mxGraph.prototype.setCellsResizable=function(t){this.cellsResizable=t},mxGraph.prototype.isTerminalPointMovable=function(t,e){return!0},mxGraph.prototype.isCellBendable=function(t){var e=this.getCurrentCellStyle(t);return this.isCellsBendable()&&!this.isCellLocked(t)&&0!=e[mxConstants.STYLE_BENDABLE]},mxGraph.prototype.isCellsBendable=function(){return this.cellsBendable},mxGraph.prototype.setCellsBendable=function(t){this.cellsBendable=t},mxGraph.prototype.isCellEditable=function(t){var e=this.getCurrentCellStyle(t);return this.isCellsEditable()&&!this.isCellLocked(t)&&0!=e[mxConstants.STYLE_EDITABLE]},mxGraph.prototype.isCellsEditable=function(){return this.cellsEditable},mxGraph.prototype.setCellsEditable=function(t){this.cellsEditable=t},mxGraph.prototype.isCellDisconnectable=function(t,e,n){return this.isCellsDisconnectable()&&!this.isCellLocked(t)},mxGraph.prototype.isCellsDisconnectable=function(){return this.cellsDisconnectable},mxGraph.prototype.setCellsDisconnectable=function(t){this.cellsDisconnectable=t},mxGraph.prototype.isValidSource=function(t){return null==t&&this.allowDanglingEdges||null!=t&&(!this.model.isEdge(t)||this.connectableEdges)&&this.isCellConnectable(t)},mxGraph.prototype.isValidTarget=function(t){return this.isValidSource(t)},mxGraph.prototype.isValidConnection=function(t,e){return this.isValidSource(t)&&this.isValidTarget(e)},mxGraph.prototype.setConnectable=function(t){this.connectionHandler.setEnabled(t)},mxGraph.prototype.isConnectable=function(){return this.connectionHandler.isEnabled()},mxGraph.prototype.setTooltips=function(t){this.tooltipHandler.setEnabled(t)},mxGraph.prototype.setPanning=function(t){this.panningHandler.panningEnabled=t},mxGraph.prototype.isEditing=function(t){var e;return null!=this.cellEditor&&(e=this.cellEditor.getEditingCell(),null==t?null!=e:t==e)},mxGraph.prototype.isAutoSizeCell=function(t){return t=this.getCurrentCellStyle(t),this.isAutoSizeCells()||1==t[mxConstants.STYLE_AUTOSIZE]},mxGraph.prototype.isAutoSizeCells=function(){return this.autoSizeCells},mxGraph.prototype.setAutoSizeCells=function(t){this.autoSizeCells=t},mxGraph.prototype.isExtendParent=function(t){return!this.getModel().isEdge(t)&&this.isExtendParents()},mxGraph.prototype.isExtendParents=function(){return this.extendParents},mxGraph.prototype.setExtendParents=function(t){this.extendParents=t},mxGraph.prototype.isExtendParentsOnAdd=function(t){return this.extendParentsOnAdd},mxGraph.prototype.setExtendParentsOnAdd=function(t){this.extendParentsOnAdd=t},mxGraph.prototype.isExtendParentsOnMove=function(){return this.extendParentsOnMove},mxGraph.prototype.setExtendParentsOnMove=function(t){this.extendParentsOnMove=t},mxGraph.prototype.isRecursiveResize=function(t){return this.recursiveResize},mxGraph.prototype.setRecursiveResize=function(t){this.recursiveResize=t},mxGraph.prototype.isConstrainChild=function(t){return this.isConstrainChildren()&&!this.getModel().isEdge(this.getModel().getParent(t))},mxGraph.prototype.isConstrainChildren=function(){return this.constrainChildren},mxGraph.prototype.setConstrainChildren=function(t){this.constrainChildren=t},mxGraph.prototype.isConstrainRelativeChildren=function(){return this.constrainRelativeChildren},mxGraph.prototype.setConstrainRelativeChildren=function(t){this.constrainRelativeChildren=t},mxGraph.prototype.isAllowNegativeCoordinates=function(){return this.allowNegativeCoordinates},mxGraph.prototype.setAllowNegativeCoordinates=function(t){this.allowNegativeCoordinates=t},mxGraph.prototype.getOverlap=function(t){return this.isAllowOverlapParent(t)?this.defaultOverlap:0},mxGraph.prototype.isAllowOverlapParent=function(t){return!1},mxGraph.prototype.getFoldableCells=function(t,e){return this.model.filterCells(t,mxUtils.bind(this,(function(t){return this.isCellFoldable(t,e)})))},mxGraph.prototype.isCellFoldable=function(t,e){var n=this.getCurrentCellStyle(t);return 0t.width*r)return!0;if(0t.height*r)return!0}return!1},mxGraph.prototype.getChildVertices=function(t){return this.getChildCells(t,!0,!1)},mxGraph.prototype.getChildEdges=function(t){return this.getChildCells(t,!1,!0)},mxGraph.prototype.getChildCells=function(t,e,n){t=null!=t?t:this.getDefaultParent();for(var i=this.model.getChildCells(t,e=null!=e&&e,n=null!=n&&n),r=[],l=0;l=t&&x.y+x.height<=d&&x.y>=e&&x.x+x.width<=u)&&l.push(g),m&&!a)||this.getCells(t,e,n,i,g,l,o,s,a)}}return l},mxGraph.prototype.getCellsBeyond=function(t,e,n,i,r){var l=[];if((i||r)&&null!=(n=null==n?this.getDefaultParent():n))for(var o=this.model.getChildCount(n),s=0;s=t)&&(!r||h.y>=e)&&l.push(a)}return l},mxGraph.prototype.findTreeRoots=function(t,e,n){e=null!=e&&e,n=null!=n&&n;var i=[];if(null!=t){for(var r=this.getModel(),l=r.getChildCount(t),o=null,s=0,a=0;a=this.max)||!this.source&&(0==this.max||l>=this.max))&&(o+=this.countError+"\n"),null!=this.validNeighbors)&&null!=this.typeError&&0=this.cellCount&&!this.livePreviewActive&&this.allowLivePreview?this.cloning&&this.livePreviewActive||(this.livePreviewActive=!0,this.livePreviewUsed=!0):this.livePreviewUsed||null!=this.shape||(this.shape=this.createPreviewShape(this.bounds))},mxGraphHandler.prototype.mouseMove=function(t,e){var n,i,r,l,o,s,a,h,u=this.graph;e.isConsumed()||!u.isMouseDown||null==this.cell||null==this.first||null==this.bounds||this.suspended?!this.isMoveEnabled()&&!this.isCloneEnabled()||!this.updateCursor||e.isConsumed()||null==e.getState()&&null==e.sourceState||u.isMouseDown||null!=(n=null==(n=u.getCursorForMouseEvent(e))&&u.isEnabled()&&u.isCellMovable(e.getCell())?u.getModel().isEdge(e.getCell())?mxConstants.CURSOR_MOVABLE_EDGE:mxConstants.CURSOR_MOVABLE_VERTEX:n)&&null!=e.sourceState&&e.sourceState.setCursor(n):mxEvent.isMultiTouchEvent(e.getEvent())?this.reset():(n=this.getDelta(e),i=u.tolerance,(null!=this.shape||this.livePreviewActive||Math.abs(n.x)>i||Math.abs(n.y)>i)&&(null==this.highlight&&(this.highlight=new mxCellHighlight(this.graph,mxConstants.DROP_TARGET_COLOR,3)),i=u.isCloneEvent(e.getEvent())&&u.isCellsCloneable()&&this.isCloneEnabled(),r=u.isGridEnabledEvent(e.getEvent()),l=e.getCell(),o=!0,a=null,this.cloning=i,u.isDropEnabled()&&this.highlightEnabled&&(a=u.getDropTarget(this.cells,e.getEvent(),l,i)),s=!1,null!=(h=u.getView().getState(a))&&(i||this.isValidDropTarget(a,e))?(this.target!=a&&(this.target=a,this.setHighlightColor(mxConstants.DROP_TARGET_COLOR)),s=!0):(this.target=null,this.connectOnDrop&&null!=l&&1==this.cells.length&&u.getModel().isVertex(l)&&u.isCellConnectable(l)&&null!=(h=u.getView().getState(l))&&(a=null==u.getEdgeValidationError(null,this.cell,l)?mxConstants.VALID_COLOR:mxConstants.INVALID_CONNECT_TARGET_COLOR,this.setHighlightColor(a),s=!0)),null!=h&&s?this.highlight.highlight(h):this.highlight.hide(),null!=this.guide&&this.useGuidesForEvent(e)?(n=this.guide.move(this.bounds,n,r,i),o=!1):n=this.graph.snapDelta(n,this.bounds,!r,!1,!1),null!=this.guide&&o&&this.guide.hide(),u.isConstrainedEvent(e.getEvent())&&(Math.abs(n.x)>Math.abs(n.y)?n.y=0:n.x=0),this.checkPreview(),this.currentDx==n.x&&this.currentDy==n.y||(this.currentDx=n.x,this.currentDy=n.y,this.updatePreview())),this.updateHint(e),this.consumeMouseEvent(mxEvent.MOUSE_MOVE,e),mxEvent.consume(e.getEvent()))},mxGraphHandler.prototype.updatePreview=function(t){this.livePreviewUsed&&!t?null!=this.cells&&(this.setHandlesVisibleForCells(this.graph.selectionCellsHandler.getHandledSelectionCells(),!1),this.updateLivePreview(this.currentDx,this.currentDy)):this.updatePreviewShape()},mxGraphHandler.prototype.updatePreviewShape=function(){null!=this.shape&&null!=this.pBounds&&(this.shape.bounds=new mxRectangle(Math.round(this.pBounds.x+this.currentDx),Math.round(this.pBounds.y+this.currentDy),this.pBounds.width,this.pBounds.height),this.shape.redraw())},mxGraphHandler.prototype.updateLivePreview=function(t,e){if(!this.suspended){var n=[];if(null!=this.allCells&&this.allCells.visit(mxUtils.bind(this,(function(i,r){var l=this.graph.view.getState(r.cell);l!=r&&(r.destroy(),null!=l?this.allCells.put(r.cell,l):this.allCells.remove(r.cell),r=l),null!=r&&(l=r.clone(),n.push([r,l]),null!=r.shape&&(null==r.shape.originalPointerEvents&&(r.shape.originalPointerEvents=r.shape.pointerEvents),r.shape.pointerEvents=!1,null!=r.text)&&(null==r.text.originalPointerEvents&&(r.text.originalPointerEvents=r.text.pointerEvents),r.text.pointerEvents=!1),this.graph.model.isVertex(r.cell))&&(r.x+=t,r.y+=e,this.cloning?null!=r.text&&(r.text.updateBoundingBox(),null!=r.text.boundingBox&&(r.text.boundingBox.x+=t,r.text.boundingBox.y+=e),null!=r.text.unrotatedBoundingBox)&&(r.text.unrotatedBoundingBox.x+=t,r.text.unrotatedBoundingBox.y+=e):(r.view.graph.cellRenderer.redraw(r,!0),r.view.invalidate(r.cell),r.invalid=!1,null!=r.control&&null!=r.control.node&&(r.control.node.style.visibility="hidden")))}))),0==n.length)this.reset();else{for(var i=this.graph.view.scale,r=0;rthis.graph.tolerance||Math.abs(this.dy)>this.graph.tolerance,!n)&&this.active&&this.fireEvent(new mxEventObject(mxEvent.PAN_START,"event",e)),(this.active||this.panningTrigger)&&e.consume()},mxPanningHandler.prototype.mouseUp=function(t,e){var n,i;this.active&&(null!=this.dx&&null!=this.dy&&(this.graph.useScrollbarsForPanning&&mxUtils.hasScrollbars(this.graph.container)||(n=this.graph.getView().scale,i=this.graph.getView().translate,this.graph.panGraph(0,0),this.panGraph(i.x+this.dx/n,i.y+this.dy/n)),e.consume()),this.fireEvent(new mxEventObject(mxEvent.PAN_END,"event",e))),this.reset()},mxPanningHandler.prototype.zoomGraph=function(t){var e=Math.round(this.initialScale*t.scale*100)/100;null!=this.minScale&&(e=Math.max(this.minScale,e)),null!=this.maxScale&&(e=Math.min(this.maxScale,e)),this.graph.view.scale!=e&&(this.graph.zoomTo(e),mxEvent.consume(t))},mxPanningHandler.prototype.reset=function(){this.panningTrigger=!1,this.mouseDownEvent=null,this.active=!1,this.dx=null,this.dy=null},mxPanningHandler.prototype.panGraph=function(t,e){this.graph.getView().setTranslate(t,e)},mxPanningHandler.prototype.destroy=function(){this.graph.removeMouseListener(this),this.graph.removeListener(this.forcePanningHandler),this.graph.removeListener(this.gestureHandler),mxEvent.removeListener(document,"mouseup",this.mouseUpListener)},__mxOutput.mxPanningHandler=void 0!==mxPanningHandler?mxPanningHandler:void 0,mxPopupMenuHandler.prototype=new mxPopupMenu,mxPopupMenuHandler.prototype.constructor=mxPopupMenuHandler,mxPopupMenuHandler.prototype.graph=null,mxPopupMenuHandler.prototype.selectOnPopup=!0,mxPopupMenuHandler.prototype.clearSelectionOnBackground=!0,mxPopupMenuHandler.prototype.triggerX=null,mxPopupMenuHandler.prototype.triggerY=null,mxPopupMenuHandler.prototype.screenX=null,mxPopupMenuHandler.prototype.screenY=null,mxPopupMenuHandler.prototype.init=function(){mxPopupMenu.prototype.init.apply(this),mxEvent.addGestureListeners(this.div,mxUtils.bind(this,(function(t){this.graph.tooltipHandler.hide()})))},mxPopupMenuHandler.prototype.isSelectOnPopup=function(t){return this.selectOnPopup},mxPopupMenuHandler.prototype.mouseDown=function(t,e){this.isEnabled()&&!mxEvent.isMultiTouchEvent(e.getEvent())&&(this.hideMenu(),this.triggerX=e.getGraphX(),this.triggerY=e.getGraphY(),this.screenX=mxEvent.getMainEvent(e.getEvent()).screenX,this.screenY=mxEvent.getMainEvent(e.getEvent()).screenY,this.popupTrigger=this.isPopupTrigger(e),this.inTolerance=!0)},mxPopupMenuHandler.prototype.mouseMove=function(t,e){this.inTolerance&&null!=this.screenX&&null!=this.screenY&&(Math.abs(mxEvent.getMainEvent(e.getEvent()).screenX-this.screenX)>this.graph.tolerance||Math.abs(mxEvent.getMainEvent(e.getEvent()).screenY-this.screenY)>this.graph.tolerance)&&(this.inTolerance=!1)},mxPopupMenuHandler.prototype.mouseUp=function(t,e){var n,i;this.popupTrigger&&this.inTolerance&&null!=this.triggerX&&null!=this.triggerY&&(n=this.getCellForPopupEvent(e),this.graph.isEnabled()&&this.isSelectOnPopup(e)&&null!=n&&!this.graph.isCellSelected(n)?this.graph.setSelectionCell(n):this.clearSelectionOnBackground&&null==n&&this.graph.clearSelection(),this.graph.tooltipHandler.hide(),i=mxUtils.getScrollOrigin(),this.popup(e.getX()+i.x+1,e.getY()+i.y+1,n,e.getEvent()),e.consume()),this.popupTrigger=!1,this.inTolerance=!1},mxPopupMenuHandler.prototype.getCellForPopupEvent=function(t){return t.getCell()},mxPopupMenuHandler.prototype.destroy=function(){this.graph.removeMouseListener(this),this.graph.removeListener(this.gestureHandler),mxPopupMenu.prototype.destroy.apply(this)},__mxOutput.mxPopupMenuHandler=void 0!==mxPopupMenuHandler?mxPopupMenuHandler:void 0,mxUtils.extend(mxCellMarker,mxEventSource),mxCellMarker.prototype.graph=null,mxCellMarker.prototype.enabled=!0,mxCellMarker.prototype.hotspot=mxConstants.DEFAULT_HOTSPOT,mxCellMarker.prototype.hotspotEnabled=!1,mxCellMarker.prototype.validColor=null,mxCellMarker.prototype.invalidColor=null,mxCellMarker.prototype.currentColor=null,mxCellMarker.prototype.validState=null,mxCellMarker.prototype.markedState=null,mxCellMarker.prototype.setEnabled=function(t){this.enabled=t},mxCellMarker.prototype.isEnabled=function(){return this.enabled},mxCellMarker.prototype.setHotspot=function(t){this.hotspot=t},mxCellMarker.prototype.getHotspot=function(){return this.hotspot},mxCellMarker.prototype.setHotspotEnabled=function(t){this.hotspotEnabled=t},mxCellMarker.prototype.isHotspotEnabled=function(){return this.hotspotEnabled},mxCellMarker.prototype.hasValidState=function(){return null!=this.validState},mxCellMarker.prototype.getValidState=function(){return this.validState},mxCellMarker.prototype.getMarkedState=function(){return this.markedState},mxCellMarker.prototype.reset=function(){(this.validState=null)!=this.markedState&&(this.markedState=null,this.unmark())},mxCellMarker.prototype.process=function(t){var e=null;return this.isEnabled()&&(e=this.getState(t),this.setCurrentState(e,t)),e},mxCellMarker.prototype.setCurrentState=function(t,e,n){var i=null!=t&&this.isValidState(t);n=null!=n?n:this.getMarkerColor(e.getEvent(),t,i),this.validState=i?t:null,t==this.markedState&&n==this.currentColor||(this.currentColor=n,null!=t&&null!=this.currentColor?(this.markedState=t,this.mark()):null!=this.markedState&&(this.markedState=null,this.unmark()))},mxCellMarker.prototype.markCell=function(t,e){null!=(t=this.graph.getView().getState(t))&&(this.currentColor=null!=e?e:this.validColor,this.markedState=t,this.mark())},mxCellMarker.prototype.mark=function(){this.highlight.setHighlightColor(this.currentColor),this.highlight.highlight(this.markedState),this.fireEvent(new mxEventObject(mxEvent.MARK,"state",this.markedState))},mxCellMarker.prototype.unmark=function(){this.mark()},mxCellMarker.prototype.isValidState=function(t){return!0},mxCellMarker.prototype.getMarkerColor=function(t,e,n){return n?this.validColor:this.invalidColor},mxCellMarker.prototype.getState=function(t){var e=this.graph.getView(),n=this.getCell(t);return null!=(e=this.getStateToMark(e.getState(n)))&&this.intersects(e,t)?e:null},mxCellMarker.prototype.getCell=function(t){return t.getCell()},mxCellMarker.prototype.getStateToMark=function(t){return t},mxCellMarker.prototype.intersects=function(t,e){return!this.hotspotEnabled||mxUtils.intersectsHotspot(t,e.getGraphX(),e.getGraphY(),this.hotspot,mxConstants.MIN_HOTSPOT_SIZE,mxConstants.MAX_HOTSPOT_SIZE)},mxCellMarker.prototype.destroy=function(){this.graph.getView().removeListener(this.resetHandler),this.graph.getModel().removeListener(this.resetHandler),this.highlight.destroy()},__mxOutput.mxCellMarker=void 0!==mxCellMarker?mxCellMarker:void 0,mxUtils.extend(mxSelectionCellsHandler,mxEventSource),mxSelectionCellsHandler.prototype.graph=null,mxSelectionCellsHandler.prototype.enabled=!0,mxSelectionCellsHandler.prototype.refreshHandler=null,mxSelectionCellsHandler.prototype.maxHandlers=100,mxSelectionCellsHandler.prototype.handlers=null,mxSelectionCellsHandler.prototype.isEnabled=function(){return this.enabled},mxSelectionCellsHandler.prototype.setEnabled=function(t){this.enabled=t},mxSelectionCellsHandler.prototype.getHandler=function(t){return this.handlers.get(t)},mxSelectionCellsHandler.prototype.isHandled=function(t){return null!=this.getHandler(t)},mxSelectionCellsHandler.prototype.reset=function(){this.handlers.visit((function(t,e){e.reset.apply(e)}))},mxSelectionCellsHandler.prototype.getHandledSelectionCells=function(){return this.graph.getSelectionCells()},mxSelectionCellsHandler.prototype.refresh=function(){for(var t=this.handlers,e=(this.handlers=new mxDictionary,mxUtils.sortCells(this.getHandledSelectionCells(),!1)),n=0;nthis.graph.tolerance||Math.abs(e.getGraphY()-this.first.y)>this.graph.tolerance)&&this.updateCurrentState(e,r),null!=this.first){i=null,n=r;var l,o=(null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus&&null!=this.constraintHandler.currentPoint?(i=this.constraintHandler.currentConstraint,n=this.constraintHandler.currentPoint.clone()):null!=this.previous&&!this.graph.isIgnoreTerminalEvent(e.getEvent())&&mxEvent.isShiftDown(e.getEvent())&&(Math.abs(this.previous.getCenterX()-r.x)this.graph.tolerance||u>this.graph.tolerance)&&(this.shape=this.createShape(),null!=this.edgeState&&this.shape.apply(this.edgeState),this.updateCurrentState(e,r)),null!=this.shape&&(null!=this.edgeState?this.shape.points=this.edgeState.absolutePoints:(i=[o],(i=null!=this.waypoints?i.concat(this.waypoints):i).push(n),this.shape.points=i),this.drawPreview()),null!=this.cursor&&(this.graph.container.style.cursor=this.cursor),mxEvent.consume(e.getEvent()),e.consume()}else this.isEnabled()&&this.graph.isEnabled()?this.previous!=this.currentState&&null==this.edgeState?(this.destroyIcons(),null!=this.currentState&&null==this.error&&null==this.constraintHandler.currentConstraint&&(this.icons=this.createIcons(this.currentState),null==this.icons)&&(this.currentState.setCursor(mxConstants.CURSOR_CONNECT),e.consume()),this.previous=this.currentState):this.previous!=this.currentState||null==this.currentState||null!=this.icons||this.graph.isMouseDown||e.consume():this.constraintHandler.reset();if(!this.graph.isMouseDown&&null!=this.currentState&&null!=this.icons){for(var p=!1,c=e.getSource(),m=0;mthis.graph.tolerance||i>this.graph.tolerance))&&(null==this.waypoints&&(this.waypoints=[]),n=this.graph.view.scale,e=new mxPoint(this.graph.snap(t.getGraphX()/n)*n,this.graph.snap(t.getGraphY()/n)*n),this.waypoints.push(e))},mxConnectionHandler.prototype.checkConstraints=function(t,e){return null==t||null==e||null==t.point||null==e.point||!t.point.equals(e.point)||t.dx!=e.dx||t.dy!=e.dy||t.perimeter!=e.perimeter},mxConnectionHandler.prototype.mouseUp=function(t,e){if(!e.isConsumed()&&this.isConnecting()){if(this.waypointsEnabled&&!this.isStopEvent(e))return this.addWaypointForEvent(e),void e.consume();var n=this.sourceConstraint,i=this.constraintHandler.currentConstraint,r=null!=this.previous?this.previous.cell:null,l=null;null==(l=null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus?this.constraintHandler.currentFocus.cell:l)&&null!=this.currentState&&(l=this.currentState.cell),null!=this.error||null!=r&&null!=l&&r==l&&!this.checkConstraints(n,i)?(null!=this.previous&&null!=this.marker.validState&&this.previous.cell==this.marker.validState.cell&&this.graph.selectCellForEvent(this.marker.source,e.getEvent()),null!=this.error&&0o||Math.abs(l)>o)&&(null==this.div&&(this.div=this.createShape()),mxUtils.clearSelection(),this.update(n,i),e.consume())},mxRubberband.prototype.createShape=function(){null==this.sharedDiv&&(this.sharedDiv=document.createElement("div"),this.sharedDiv.className="mxRubberband",mxUtils.setOpacity(this.sharedDiv,this.defaultOpacity)),this.graph.container.appendChild(this.sharedDiv);var t=this.sharedDiv;return mxClient.IS_SVG&&(!mxClient.IS_IE||10<=document.documentMode)&&this.fadeOut&&(this.sharedDiv=null),t},mxRubberband.prototype.isActive=function(t,e){return null!=this.div&&"none"!=this.div.style.display},mxRubberband.prototype.mouseUp=function(t,e){var n=this.isActive();this.reset(),n&&(this.execute(e.getEvent()),e.consume())},mxRubberband.prototype.execute=function(t){var e=new mxRectangle(this.x,this.y,this.width,this.height);this.graph.selectRegion(e,t)},mxRubberband.prototype.reset=function(){var t;null!=this.div&&(mxClient.IS_SVG&&(!mxClient.IS_IE||10<=document.documentMode)&&this.fadeOut?(t=this.div,mxUtils.setPrefixedStyle(t.style,"transition","all 0.2s linear"),t.style.pointerEvents="none",t.style.opacity=0,window.setTimeout((function(){t.parentNode.removeChild(t)}),200)):this.div.parentNode.removeChild(this.div)),mxEvent.removeGestureListeners(document,null,this.dragHandler,this.dropHandler),this.dragHandler=null,this.dropHandler=null,this.currentX=0,this.currentY=0,this.first=null,this.div=null},mxRubberband.prototype.update=function(t,e){this.currentX=t,this.currentY=e,this.repaint()},mxRubberband.prototype.repaint=function(){var t,e;null!=this.div&&(t=this.currentX-this.graph.panDx,e=this.currentY-this.graph.panDy,this.x=Math.min(this.first.x,t),this.y=Math.min(this.first.y,e),this.width=Math.max(this.first.x,t)-this.x,this.height=Math.max(this.first.y,e)-this.y,t=mxClient.IS_VML?this.graph.panDx:0,e=mxClient.IS_VML?this.graph.panDy:0,this.div.style.left=this.x+t+"px",this.div.style.top=this.y+e+"px",this.div.style.width=Math.max(1,this.width)+"px",this.div.style.height=Math.max(1,this.height)+"px")},mxRubberband.prototype.destroy=function(){this.destroyed||(this.destroyed=!0,this.graph.removeMouseListener(this),this.graph.removeListener(this.forceRubberbandHandler),this.graph.removeListener(this.panHandler),this.reset(),null!=this.sharedDiv&&(this.sharedDiv=null))},__mxOutput.mxRubberband=void 0!==mxRubberband?mxRubberband:void 0,mxHandle.prototype.cursor="default",mxHandle.prototype.image=null,mxHandle.prototype.ignoreGrid=!1,mxHandle.prototype.getPosition=function(t){},mxHandle.prototype.setPosition=function(t,e,n){},mxHandle.prototype.execute=function(t){},mxHandle.prototype.copyStyle=function(t){this.graph.setCellStyles(t,this.state.style[t],[this.state.cell])},mxHandle.prototype.processEvent=function(t){var e=this.graph.view.scale,n=this.graph.view.translate,i=(n=new mxPoint(t.getGraphX()/e-n.x,t.getGraphY()/e-n.y),null!=this.shape&&null!=this.shape.bounds&&(n.x-=this.shape.bounds.width/e/4,n.y-=this.shape.bounds.height/e/4),e=-mxUtils.toRadians(this.getRotation()),-mxUtils.toRadians(this.getTotalRotation())-e);n=this.flipPoint(this.rotatePoint(this.snapPoint(this.rotatePoint(n,e),this.ignoreGrid||!this.graph.isGridEnabledEvent(t.getEvent())),i)),this.setPosition(this.state.getPaintBounds(),n,t),this.redraw()},mxHandle.prototype.positionChanged=function(){null!=this.state.text&&this.state.text.apply(this.state),null!=this.state.shape&&this.state.shape.apply(this.state),this.graph.cellRenderer.redraw(this.state,!0)},mxHandle.prototype.getRotation=function(){return null!=this.state.shape?this.state.shape.getRotation():0},mxHandle.prototype.getTotalRotation=function(){return null!=this.state.shape?this.state.shape.getShapeRotation():0},mxHandle.prototype.init=function(){var t=this.isHtmlRequired();null!=this.image?(this.shape=new mxImageShape(new mxRectangle(0,0,this.image.width,this.image.height),this.image.src),this.shape.preserveImageAspect=!1):null==this.shape&&(this.shape=this.createShape(t)),this.initShape(t)},mxHandle.prototype.createShape=function(t){return new mxRectangleShape(new mxRectangle(0,0,mxConstants.HANDLE_SIZE,mxConstants.HANDLE_SIZE),mxConstants.HANDLE_FILLCOLOR,mxConstants.HANDLE_STROKECOLOR)},mxHandle.prototype.initShape=function(t){t&&this.shape.isHtmlAllowed()?(this.shape.dialect=mxConstants.DIALECT_STRICTHTML,this.shape.init(this.graph.container)):(this.shape.dialect=this.graph.dialect!=mxConstants.DIALECT_SVG?mxConstants.DIALECT_MIXEDHTML:mxConstants.DIALECT_SVG,null!=this.cursor&&this.shape.init(this.graph.getView().getOverlayPane())),mxEvent.redirectMouseEvents(this.shape.node,this.graph,this.state),this.shape.node.style.cursor=this.cursor},mxHandle.prototype.redraw=function(){var t,e,n;null!=this.shape&&null!=this.state.shape&&null!=(t=this.getPosition(this.state.getPaintBounds()))&&(e=mxUtils.toRadians(this.getTotalRotation()),t=this.rotatePoint(this.flipPoint(t),e),e=this.graph.view.scale,n=this.graph.view.translate,this.shape.bounds.x=Math.floor((t.x+n.x)*e-this.shape.bounds.width/2),this.shape.bounds.y=Math.floor((t.y+n.y)*e-this.shape.bounds.height/2),this.shape.redraw())},mxHandle.prototype.isHtmlRequired=function(){return null!=this.state.text&&this.state.text.node.parentNode==this.graph.container},mxHandle.prototype.rotatePoint=function(t,e){var n=new mxPoint((n=this.state.getCellBounds()).getCenterX(),n.getCenterY()),i=Math.cos(e);return e=Math.sin(e),mxUtils.getRotatedPoint(t,i,e,n)},mxHandle.prototype.flipPoint=function(t){var e;return null!=this.state.shape&&(e=this.state.getCellBounds(),this.state.shape.flipH&&(t.x=2*e.x+e.width-t.x),this.state.shape.flipV)&&(t.y=2*e.y+e.height-t.y),t},mxHandle.prototype.snapPoint=function(t,e){return e||(t.x=this.graph.snap(t.x),t.y=this.graph.snap(t.y)),t},mxHandle.prototype.setVisible=function(t){null!=this.shape&&null!=this.shape.node&&(this.shape.node.style.display=t?"":"none")},mxHandle.prototype.reset=function(){this.setVisible(!0),this.state.style=this.graph.getCellStyle(this.state.cell),this.positionChanged()},mxHandle.prototype.destroy=function(){null!=this.shape&&(this.shape.destroy(),this.shape=null)},__mxOutput.mxHandle=void 0!==mxHandle?mxHandle:void 0,mxVertexHandler.prototype.graph=null,mxVertexHandler.prototype.state=null,mxVertexHandler.prototype.singleSizer=!1,mxVertexHandler.prototype.index=null,mxVertexHandler.prototype.allowHandleBoundsCheck=!0,mxVertexHandler.prototype.handleImage=null,mxVertexHandler.prototype.handlesVisible=!0,mxVertexHandler.prototype.tolerance=0,mxVertexHandler.prototype.rotationEnabled=!1,mxVertexHandler.prototype.parentHighlightEnabled=!1,mxVertexHandler.prototype.rotationRaster=!0,mxVertexHandler.prototype.rotationCursor="crosshair",mxVertexHandler.prototype.livePreview=!1,mxVertexHandler.prototype.movePreviewToFront=!1,mxVertexHandler.prototype.manageSizers=!1,mxVertexHandler.prototype.constrainGroupByChildren=!1,mxVertexHandler.prototype.rotationHandleVSpacing=-16,mxVertexHandler.prototype.horizontalOffset=0,mxVertexHandler.prototype.verticalOffset=0,mxVertexHandler.prototype.init=function(){var t,e;this.graph=this.state.view.graph,this.selectionBounds=this.getSelectionBounds(this.state),this.bounds=new mxRectangle(this.selectionBounds.x,this.selectionBounds.y,this.selectionBounds.width,this.selectionBounds.height),this.selectionBorder=this.createSelectionShape(this.bounds),this.selectionBorder.dialect=this.graph.dialect!=mxConstants.DIALECT_SVG?mxConstants.DIALECT_VML:mxConstants.DIALECT_SVG,this.selectionBorder.pointerEvents=!1,this.selectionBorder.rotation=Number(this.state.style[mxConstants.STYLE_ROTATION]||"0"),this.selectionBorder.init(this.graph.getView().getOverlayPane()),mxEvent.redirectMouseEvents(this.selectionBorder.node,this.graph,this.state),this.graph.isCellMovable(this.state.cell)&&this.selectionBorder.setCursor(mxConstants.CURSOR_MOVABLE_VERTEX),(mxGraphHandler.prototype.maxCells<=0||this.graph.getSelectionCount()this.graph.tolerance||Math.abs(t.getGraphY()-this.startY)>this.graph.tolerance)&&(this.inTolerance=!1)},mxVertexHandler.prototype.updateHint=function(t){},mxVertexHandler.prototype.removeHint=function(){},mxVertexHandler.prototype.roundAngle=function(t){return Math.round(10*t)/10},mxVertexHandler.prototype.roundLength=function(t){return Math.round(100*t)/100},mxVertexHandler.prototype.mouseMove=function(t,e){e.isConsumed()||null==this.index?this.graph.isMouseDown||null==this.getHandleForEvent(e)||e.consume(!1):(this.checkTolerance(e),this.inTolerance||(this.index<=mxEvent.CUSTOM_HANDLE?null!=this.customHandles&&(this.customHandles[mxEvent.CUSTOM_HANDLE-this.index].processEvent(e),this.customHandles[mxEvent.CUSTOM_HANDLE-this.index].active=!0,null!=this.ghostPreview?(this.ghostPreview.apply(this.state),this.ghostPreview.strokewidth=this.getSelectionStrokeWidth()/this.ghostPreview.scale/this.ghostPreview.scale,this.ghostPreview.isDashed=this.isSelectionDashed(),this.ghostPreview.stroke=this.getSelectionColor(),this.ghostPreview.redraw(),null!=this.selectionBounds&&(this.selectionBorder.node.style.display="none")):(this.movePreviewToFront&&this.moveToFront(),this.customHandles[mxEvent.CUSTOM_HANDLE-this.index].positionChanged())):this.index==mxEvent.LABEL_HANDLE?this.moveLabel(e):(this.index==mxEvent.ROTATION_HANDLE?this.rotateVertex(e):this.resizeVertex(e),this.updateHint(e))),e.consume())},mxVertexHandler.prototype.isGhostPreview=function(){return 0p.x+p.width&&(this.unscaledBounds.width-=this.unscaledBounds.x+this.unscaledBounds.width-p.x-p.width),this.unscaledBounds.y+this.unscaledBounds.height>p.y+p.height)&&(this.unscaledBounds.height-=this.unscaledBounds.y+this.unscaledBounds.height-p.y-p.height)),this.bounds),d=(this.bounds=new mxRectangle((null!=this.parentState?this.parentState.x:r.x*l)+this.unscaledBounds.x*l,(null!=this.parentState?this.parentState.y:r.y*l)+this.unscaledBounds.y*l,this.unscaledBounds.width*l,this.unscaledBounds.height*l),h.relative&&null!=this.parentState&&(this.bounds.x+=this.state.x-this.parentState.x,this.bounds.y+=this.state.y-this.parentState.y),o=Math.cos(n),s=Math.sin(n),new mxPoint(this.bounds.getCenterX(),this.bounds.getCenterY())),p=o*(a=d.x-e.x)-s*(i=d.y-e.y)-a;r=s*a+o*i-i,d=o*(h=this.bounds.x-this.state.x)-s*(n=this.bounds.y-this.state.y),e=s*h+o*n,this.bounds.x+=p,this.bounds.y+=r,this.unscaledBounds.x=this.roundLength(this.unscaledBounds.x+p/l),this.unscaledBounds.y=this.roundLength(this.unscaledBounds.y+r/l),this.unscaledBounds.width=this.roundLength(this.unscaledBounds.width),this.unscaledBounds.height=this.roundLength(this.unscaledBounds.height),this.graph.isCellCollapsed(this.state.cell)||0==p&&0==r?(this.childOffsetX=0,this.childOffsetY=0):(this.childOffsetX=this.state.x-this.bounds.x+d,this.childOffsetY=this.state.y-this.bounds.y+e),u.equals(this.bounds)||(this.livePreviewActive&&this.updateLivePreview(t),null!=this.preview?this.drawPreview():this.updateParentHighlight())},mxVertexHandler.prototype.updateLivePreview=function(t){var e=this.graph.view.scale,n=this.graph.view.translate,i=this.state.clone();this.state.x=this.bounds.x,this.state.y=this.bounds.y,this.state.origin=new mxPoint(this.state.x/e-n.x,this.state.y/e-n.y),this.state.width=this.bounds.width,this.state.height=this.bounds.height,null!=(new mxPoint((e=this.state.absoluteOffset).x,e.y),this.state.absoluteOffset.x=0,this.state.absoluteOffset.y=0,n=this.graph.getCellGeometry(this.state.cell))&&(null==(e=n.offset||this.EMPTY_POINT)||n.relative||(this.state.absoluteOffset.x=this.state.view.scale*e.x,this.state.absoluteOffset.y=this.state.view.scale*e.y),this.state.view.updateVertexLabelOffset(this.state)),this.state.view.graph.cellRenderer.redraw(this.state,!0),this.state.view.invalidate(this.state.cell),this.state.invalid=!1,this.state.view.validate(),this.redrawHandles(),this.movePreviewToFront&&this.moveToFront(),null!=this.state.control&&null!=this.state.control.node&&(this.state.control.node.style.visibility="hidden"),this.state.setState(i)},mxVertexHandler.prototype.moveToFront=function(){(null!=this.state.text&&null!=this.state.text.node&&null!=this.state.text.node.nextSibling||null!=this.state.shape&&null!=this.state.shape.node&&null!=this.state.shape.node.nextSibling&&(null==this.state.text||this.state.shape.node.nextSibling!=this.state.text.node))&&(null!=this.state.shape&&null!=this.state.shape.node&&this.state.shape.node.parentNode.appendChild(this.state.shape.node),null!=this.state.text)&&null!=this.state.text.node&&this.state.text.node.parentNode.appendChild(this.state.text.node)},mxVertexHandler.prototype.mouseUp=function(t,e){if(null!=this.index&&null!=this.state){var n,i,r,l,o,s,a,h,u,d,p,c=new mxPoint(e.getGraphX(),e.getGraphY()),m=this.index;(this.index=null)==this.ghostPreview&&(this.state.view.invalidate(this.state.cell,!1,!1),this.state.view.validate()),this.graph.getModel().beginUpdate();try{m<=mxEvent.CUSTOM_HANDLE?null!=this.customHandles&&(n=this.state.view.graph.getCellStyle(this.state.cell),this.customHandles[mxEvent.CUSTOM_HANDLE-m].active=!1,this.customHandles[mxEvent.CUSTOM_HANDLE-m].execute(e),null!=this.customHandles)&&null!=this.customHandles[mxEvent.CUSTOM_HANDLE-m]&&(this.state.style=n,this.customHandles[mxEvent.CUSTOM_HANDLE-m].positionChanged()):m==mxEvent.ROTATION_HANDLE?null!=this.currentAlpha?0!=(i=this.currentAlpha-(this.state.style[mxConstants.STYLE_ROTATION]||0))&&this.rotateCell(this.state.cell,i):this.rotateClick():(r=this.graph.isGridEnabledEvent(e.getEvent()),l=mxUtils.toRadians(this.state.style[mxConstants.STYLE_ROTATION]||"0"),o=Math.cos(-l),a=(s=Math.sin(-l))*(h=c.x-this.startX)+o*(u=c.y-this.startY),h=o*h-s*u,u=a,d=this.graph.view.scale,p=this.isRecursiveResize(this.state,e),this.resizeCell(this.state.cell,this.roundLength(h/d),this.roundLength(u/d),m,r,this.isConstrainedEvent(e),p))}finally{this.graph.getModel().endUpdate()}e.consume(),this.reset(),this.redrawHandles()}},mxVertexHandler.prototype.isRecursiveResize=function(t,e){return this.graph.isRecursiveResize(this.state)},mxVertexHandler.prototype.rotateClick=function(){},mxVertexHandler.prototype.rotateCell=function(t,e,n){if(0!=e){var i=this.graph.getModel();if(i.isVertex(t)||i.isEdge(t)){i.isEdge(t)||(r=(this.graph.getCurrentCellStyle(t)[mxConstants.STYLE_ROTATION]||0)+e,this.graph.setCellStyles(mxConstants.STYLE_ROTATION,r,[t]));var r=this.graph.getCellGeometry(t);if(null!=r){var l=this.graph.getCellGeometry(n);if(null==l||i.isEdge(n)||((r=r.clone()).rotate(e,new mxPoint(l.width/2,l.height/2)),i.setGeometry(t,r)),i.isVertex(t)&&!r.relative||i.isEdge(t))for(var o=i.getChildCount(t),s=0;smxEvent.VIRTUAL_HANDLE&&null!=this.customHandles)for(var i=0;imxEvent.VIRTUAL_HANDLE&&(n[this.index-1]=i)}return null!=r?r:n},mxEdgeHandler.prototype.isOutlineConnectEvent=function(t){var e=mxUtils.getOffset(this.graph.container),n=t.getEvent(),i=mxEvent.getClientX(n),r=(n=mxEvent.getClientY(n),document.documentElement),l=(window.pageXOffset||r.scrollLeft)-(r.clientLeft||0);return r=(window.pageYOffset||r.scrollTop)-(r.clientTop||0),l=this.currentPoint.x-this.graph.container.scrollLeft+e.x-l,e=this.currentPoint.y-this.graph.container.scrollTop+e.y-r,this.outlineConnect&&!mxEvent.isShiftDown(t.getEvent())&&(t.isSource(this.marker.highlight.shape)||mxEvent.isAltDown(t.getEvent())&&null!=t.getState()||this.marker.highlight.isHighlightAt(i,n)||(l!=i||e!=n)&&null==t.getState()&&this.marker.highlight.isHighlightAt(l,e))},mxEdgeHandler.prototype.updatePreviewState=function(t,e,n,i,r){var l,o=this.isSource?n:this.state.getVisibleTerminalState(!0),s=this.isTarget?n:this.state.getVisibleTerminalState(!1),a=this.graph.getConnectionConstraint(t,o,!0),h=this.graph.getConnectionConstraint(t,s,!1),u=this.constraintHandler.currentConstraint;null==u&&r&&(null!=n?(i.isSource(this.marker.highlight.shape)&&(e=new mxPoint(i.getGraphX(),i.getGraphY())),u=this.graph.getOutlineConstraint(e,n,i),this.constraintHandler.setFocus(i,n,this.isSource),this.constraintHandler.currentConstraint=u,this.constraintHandler.currentPoint=e):u=new mxConnectionConstraint),this.outlineConnect&&null!=this.marker.highlight&&null!=this.marker.highlight.shape&&(l=this.graph.view.scale,null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus?(this.marker.highlight.shape.stroke=r?mxConstants.OUTLINE_HIGHLIGHT_COLOR:"transparent",this.marker.highlight.shape.strokewidth=mxConstants.OUTLINE_HIGHLIGHT_STROKEWIDTH/l/l,this.marker.highlight.repaint()):this.marker.hasValidState()&&(this.marker.highlight.shape.stroke=this.graph.isCellConnectable(i.getCell())&&this.marker.getValidState()!=i.getState()?"transparent":mxConstants.DEFAULT_VALID_COLOR,this.marker.highlight.shape.strokewidth=mxConstants.HIGHLIGHT_STROKEWIDTH/l/l,this.marker.highlight.repaint())),this.isSource?a=u:this.isTarget&&(h=u),(this.isSource||this.isTarget)&&(null!=u&&null!=u.point?(t.style[this.isSource?mxConstants.STYLE_EXIT_X:mxConstants.STYLE_ENTRY_X]=u.point.x,t.style[this.isSource?mxConstants.STYLE_EXIT_Y:mxConstants.STYLE_ENTRY_Y]=u.point.y):(delete t.style[this.isSource?mxConstants.STYLE_EXIT_X:mxConstants.STYLE_ENTRY_X],delete t.style[this.isSource?mxConstants.STYLE_EXIT_Y:mxConstants.STYLE_ENTRY_Y])),t.setVisibleTerminalState(o,!0),t.setVisibleTerminalState(s,!1),this.isSource&&null==o||t.view.updateFixedTerminalPoint(t,o,!0,a),this.isTarget&&null==s||t.view.updateFixedTerminalPoint(t,s,!1,h),(this.isSource||this.isTarget)&&null==n&&(t.setAbsoluteTerminalPoint(e,this.isSource),null==this.marker.getMarkedState())&&(this.error=this.graph.allowDanglingEdges?null:""),t.view.updatePoints(t,this.points,o,s),t.view.updateFloatingTerminalPoints(t,o,s)},mxEdgeHandler.prototype.mouseMove=function(t,e){var n,i,r;null!=this.index&&null!=this.marker?(this.currentPoint=this.getPointForEvent(e),this.error=null,!this.graph.isIgnoreTerminalEvent(e.getEvent())&&mxEvent.isShiftDown(e.getEvent())&&null!=this.snapPoint&&(Math.abs(this.snapPoint.x-this.currentPoint.x)mxEvent.VIRTUAL_HANDLE?null!=this.customHandles&&(this.customHandles[mxEvent.CUSTOM_HANDLE-this.index].processEvent(e),this.customHandles[mxEvent.CUSTOM_HANDLE-this.index].positionChanged(),null!=this.shape)&&null!=this.shape.node&&(this.shape.node.style.display="none"):this.isLabel?(this.label.x=this.currentPoint.x,this.label.y=this.currentPoint.y):(this.points=this.getPreviewPoints(this.currentPoint,e),r=this.isSource||this.isTarget?this.getPreviewTerminalState(e):null,null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus&&null!=this.constraintHandler.currentPoint?this.currentPoint=this.constraintHandler.currentPoint.clone():this.outlineConnect&&((n=!(!this.isSource&&!this.isTarget)&&this.isOutlineConnectEvent(e))?r=this.marker.highlight.state:null!=r&&r!=e.getState()&&this.graph.isCellConnectable(e.getCell())&&null!=this.marker.highlight.shape&&(this.marker.highlight.shape.stroke="transparent",this.marker.highlight.repaint(),r=null)),null==r||this.isCellEnabled(r.cell)||(r=null,this.marker.reset()),i=this.clonePreviewState(this.currentPoint,null!=r?r.cell:null),this.updatePreviewState(i,this.currentPoint,r,e,n),r=null==this.error?this.marker.validColor:this.marker.invalidColor,this.setPreviewColor(r),this.abspoints=i.absolutePoints,this.active=!0,this.updateHint(e,this.currentPoint)),this.drawPreview(),mxEvent.consume(e.getEvent()),e.consume()):mxClient.IS_IE&&null!=this.getHandleForEvent(e)&&e.consume(!1)},mxEdgeHandler.prototype.mouseUp=function(t,e){if(null!=this.index&&null!=this.marker){null!=this.shape&&null!=this.shape.node&&(this.shape.node.style.display="");var n=this.state.cell,i=this.index;if(this.index=null,e.getX()!=this.startX||e.getY()!=this.startY){var r=!this.graph.isIgnoreTerminalEvent(e.getEvent())&&this.graph.isCloneEvent(e.getEvent())&&this.cloneEnabled&&this.graph.isCellsCloneable();if(null!=this.error)0mxEvent.VIRTUAL_HANDLE){if(null!=this.customHandles){(l=this.graph.getModel()).beginUpdate();try{this.customHandles[mxEvent.CUSTOM_HANDLE-i].execute(e),null!=this.shape&&null!=this.shape.node&&(this.shape.apply(this.state),this.shape.redraw())}finally{l.endUpdate()}}}else if(this.isLabel)this.moveLabel(this.state,this.label.x,this.label.y);else if(this.isSource||this.isTarget)if(i=null,null!=(i=null==(i=null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus?this.constraintHandler.currentFocus.cell:i)&&this.marker.hasValidState()&&null!=this.marker.highlight&&null!=this.marker.highlight.shape&&"transparent"!=this.marker.highlight.shape.stroke&&"white"!=this.marker.highlight.shape.stroke?this.marker.validState.cell:i)){var l,o,s,a=(l=this.graph.getModel()).getParent(n);l.beginUpdate();try{r&&(o=l.getGeometry(n),r=this.graph.cloneCell(n),l.add(a,r,l.getChildCount(a)),null!=o&&(o=o.clone(),l.setGeometry(r,o)),s=l.getTerminal(n,!this.isSource),this.graph.connectCell(r,s,!this.isSource),n=r),n=this.connect(n,i,this.isSource,r,e)}finally{l.endUpdate()}}else this.graph.isAllowDanglingEdges()&&((a=this.abspoints[this.isSource?0:this.abspoints.length-1]).x=this.roundLength(a.x/this.graph.view.scale-this.graph.view.translate.x),a.y=this.roundLength(a.y/this.graph.view.scale-this.graph.view.translate.y),null!=(o=this.graph.getView().getState(this.graph.getModel().getParent(n)))&&(a.x-=o.origin.x,a.y-=o.origin.y),a.x-=this.graph.panDx/this.graph.view.scale,a.y-=this.graph.panDy/this.graph.view.scale,n=this.changeTerminalPoint(n,a,this.isSource,r));else this.active?n=this.changePoints(n,this.points,r):(this.graph.getView().invalidate(this.state.cell),this.graph.getView().validate(this.state.cell))}else this.graph.isToggleEvent(e.getEvent())&&this.graph.selectCellForEvent(this.state.cell,e.getEvent());null!=this.marker&&(this.reset(),n!=this.state.cell)&&this.graph.setSelectionCell(n),e.consume()}},mxEdgeHandler.prototype.reset=function(){if(this.active&&this.refresh(),this.error=null,this.index=null,this.label=null,this.points=null,this.snapPoint=null,this.isLabel=!1,this.isSource=!1,this.isTarget=!1,this.active=!1,this.livePreview&&null!=this.sizers)for(var t=0;t"),this.div.style.visibility="",mxUtils.fit(this.div))},mxTooltipHandler.prototype.destroy=function(){this.destroyed||(this.graph.removeMouseListener(this),mxEvent.release(this.div),null!=this.div&&null!=this.div.parentNode&&this.div.parentNode.removeChild(this.div),this.destroyed=!0,this.div=null)},__mxOutput.mxTooltipHandler=void 0!==mxTooltipHandler?mxTooltipHandler:void 0,mxUtils.extend(mxCellTracker,mxCellMarker),mxCellTracker.prototype.mouseDown=function(t,e){},mxCellTracker.prototype.mouseMove=function(t,e){this.isEnabled()&&this.process(e)},mxCellTracker.prototype.mouseUp=function(t,e){},mxCellTracker.prototype.destroy=function(){this.destroyed||(this.destroyed=!0,this.graph.removeMouseListener(this),mxCellMarker.prototype.destroy.apply(this))},__mxOutput.mxCellTracker=void 0!==mxCellTracker?mxCellTracker:void 0,mxCellHighlight.prototype.keepOnTop=!1,mxCellHighlight.prototype.graph=null,mxCellHighlight.prototype.state=null,mxCellHighlight.prototype.spacing=2,mxCellHighlight.prototype.resetHandler=null,mxCellHighlight.prototype.setHighlightColor=function(t){this.highlightColor=t,null!=this.shape&&(this.shape.stroke=t)},mxCellHighlight.prototype.drawHighlight=function(){this.shape=this.createShape(),this.repaint(),this.keepOnTop||this.shape.node.parentNode.firstChild==this.shape.node||this.shape.node.parentNode.insertBefore(this.shape.node,this.shape.node.parentNode.firstChild)},mxCellHighlight.prototype.createShape=function(){var t=this.graph.cellRenderer.createShape(this.state);return t.svgStrokeTolerance=this.graph.tolerance,t.points=this.state.absolutePoints,t.apply(this.state),t.stroke=this.highlightColor,t.opacity=this.opacity,t.isDashed=this.dashed,t.isShadow=!1,t.dialect=this.graph.dialect!=mxConstants.DIALECT_SVG?mxConstants.DIALECT_VML:mxConstants.DIALECT_SVG,t.init(this.graph.getView().getOverlayPane()),mxEvent.redirectMouseEvents(t.node,this.graph,this.state),this.graph.dialect!=mxConstants.DIALECT_SVG?t.pointerEvents=!1:t.svgPointerEvents="stroke",t},mxCellHighlight.prototype.getStrokeWidth=function(t){return this.strokeWidth},mxCellHighlight.prototype.repaint=function(){null!=this.state&&null!=this.shape&&(this.shape.scale=this.state.view.scale,this.graph.model.isEdge(this.state.cell)?(this.shape.strokewidth=this.getStrokeWidth(),this.shape.points=this.state.absolutePoints,this.shape.outline=!1):(this.shape.bounds=new mxRectangle(this.state.x-this.spacing,this.state.y-this.spacing,this.state.width+2*this.spacing,this.state.height+2*this.spacing),this.shape.rotation=Number(this.state.style[mxConstants.STYLE_ROTATION]||"0"),this.shape.strokewidth=this.getStrokeWidth()/this.state.view.scale,this.shape.outline=!0),null!=this.state.shape&&this.shape.setCursor(this.state.shape.getCursor()),!mxClient.IS_QUIRKS&&8!=document.documentMode||("transparent"==this.shape.stroke?(this.shape.stroke="white",this.shape.opacity=1):this.shape.opacity=this.opacity),this.shape.redraw())},mxCellHighlight.prototype.hide=function(){this.highlight(null)},mxCellHighlight.prototype.highlight=function(t){this.state!=t&&(null!=this.shape&&(this.shape.destroy(),this.shape=null),this.state=t,null!=this.state)&&this.drawHighlight()},mxCellHighlight.prototype.isHighlightAt=function(t,e){var n=!1;if(null!=this.shape&&null!=document.elementFromPoint&&!mxClient.IS_QUIRKS)for(var i=document.elementFromPoint(t,e);null!=i;){if(i==this.shape.node){n=!0;break}i=i.parentNode}return n},mxCellHighlight.prototype.destroy=function(){this.graph.getView().removeListener(this.resetHandler),this.graph.getView().removeListener(this.repaintHandler),this.graph.getModel().removeListener(this.repaintHandler),null!=this.shape&&(this.shape.destroy(),this.shape=null)},__mxOutput.mxCellHighlight=void 0!==mxCellHighlight?mxCellHighlight:void 0,mxDefaultKeyHandler.prototype.editor=null,mxDefaultKeyHandler.prototype.handler=null,mxDefaultKeyHandler.prototype.bindAction=function(t,e,n){var i=mxUtils.bind(this,(function(){this.editor.execute(e)}));n?this.handler.bindControlKey(t,i):this.handler.bindKey(t,i)},mxDefaultKeyHandler.prototype.destroy=function(){this.handler.destroy(),this.handler=null},__mxOutput.mxDefaultKeyHandler=void 0!==mxDefaultKeyHandler?mxDefaultKeyHandler:void 0,mxDefaultPopupMenu.prototype.imageBasePath=null,mxDefaultPopupMenu.prototype.config=null,mxDefaultPopupMenu.prototype.createMenu=function(t,e,n,i){var r,l;null!=this.config&&(r=this.createConditions(t,n,i),l=this.config.firstChild,this.addItems(t,e,n,i,r,l,null))},mxDefaultPopupMenu.prototype.addItems=function(t,e,n,i,r,l,o){for(var s,a,h,u,d,p,c=!1;null!=l;)"add"==l.nodeName?null!=(p=l.getAttribute("if"))&&!r[p]||(p=l.getAttribute("as"),p=mxResources.get(p)||p,s=mxUtils.eval(mxUtils.getTextContent(l)),a=l.getAttribute("action"),h=l.getAttribute("icon"),u=l.getAttribute("iconCls"),d=null==(d=l.getAttribute("enabled-if"))||r[d],c&&(e.addSeparator(o),c=!1),null!=h&&this.imageBasePath&&(h=this.imageBasePath+h),p=this.addAction(e,t,p,h,s,a,n,o,u,d),this.addItems(t,e,n,i,r,l.firstChild,p)):"separator"==l.nodeName&&(c=!0),l=l.nextSibling},mxDefaultPopupMenu.prototype.addAction=function(t,e,n,i,r,l,o,s,a,h){return t.addItem(n,i,(function(t){"function"==typeof r&&r.call(e,e,o,t),null!=l&&e.execute(l,o,t)}),s,a,h)},mxDefaultPopupMenu.prototype.createConditions=function(t,e,n){for(var i=(l=t.graph.getModel()).getChildCount(e),r=[],l=(r.nocell=null==e,r.ncells=1 "+e.convertValueToString(n)+t),n=e.getModel().getParent(n);return this.getRootTitle()+t},mxEditor.prototype.getRootTitle=function(){var t=this.graph.getModel().getRoot();return this.graph.convertValueToString(t)},mxEditor.prototype.undo=function(){this.undoManager.undo()},mxEditor.prototype.redo=function(){this.undoManager.redo()},mxEditor.prototype.groupCells=function(){var t=null!=this.groupBorderSize?this.groupBorderSize:this.graph.gridSize;return this.graph.groupCells(this.createGroup(),t)},mxEditor.prototype.createGroup=function(){return this.graph.getModel().cloneCell(this.defaultGroup)},mxEditor.prototype.open=function(t){var e;null!=t&&(e=mxUtils.load(t).getXml(),this.readGraphModel(e.documentElement),this.filename=t,this.fireEvent(new mxEventObject(mxEvent.OPEN,"filename",t)))},mxEditor.prototype.readGraphModel=function(t){new mxCodec(t.ownerDocument).decode(t,this.graph.getModel()),this.resetHistory()},mxEditor.prototype.save=function(t,e){null!=(t=t||this.getUrlPost())&&0]+$/;function g(t,e,n){if(null==t)return"";let y="",f="";function b(t,e){let n=this;this.tag=t,this.attribs=e||{},this.tagPosition=y.length,this.text="",this.mediaChildren=[],this.updateParentNodeText=function(){M.length&&(M[M.length-1].text+=n.text)},this.updateParentNodeMediaChildren=function(){M.length&&h.includes(this.tag)&&M[M.length-1].mediaChildren.push(this.tag)}}(e=Object.assign({},g.defaults,e)).parser=Object.assign({},x,e.parser),u.forEach((function(t){!1!==e.allowedTags&&-1<(e.allowedTags||[]).indexOf(t)&&!e.allowVulnerableTags&&console.warn("\n\n\u26a0\ufe0f Your `allowedTags` option includes, `".concat(t,"`, which is inherently\nvulnerable to XSS attacks. Please remove it from `allowedTags`.\nOr, to disable this warning, add the `allowVulnerableTags` option\nand ensure you are accounting for this risk.\n\n"))}));let C,A,v,E=e.nonTextTags||["script","style","textarea","option"],w=(e.allowedAttributes&&(C={},A={},d(e.allowedAttributes,(function(t,e){C[e]=[];let n=[];t.forEach((function(t){"string"==typeof t&&0<=t.indexOf("*")?n.push(r(t).replace(/\\\*/g,".*")):C[e].push(t)})),n.length&&(A[e]=new RegExp("^("+n.join("|")+")$"))}))),{}),S={},T={},L=(d(e.allowedClasses,(function(t,e){C&&(p(C,e)||(C[e]=[]),C[e].push("class")),w[e]=[],T[e]=[];let n=[];t.forEach((function(t){"string"==typeof t&&0<=t.indexOf("*")?n.push(r(t).replace(/\\\*/g,".*")):(t instanceof RegExp?T:w)[e].push(t)})),n.length&&(S[e]=new RegExp("^("+n.join("|")+")$"))})),{});d(e.transformTags,(function(t,e){let n;"function"==typeof t?n=t:"string"==typeof t&&(n=g.simpleTransform(t)),"*"===e?v=n:L[e]=n}));let I,M,R,O,N,D,k=!1;H();var P=new i.Parser({onopentag:function(t,n){if(e.enforceHtmlBoundary&&"html"===t&&H(),N)D++;else{let r=new b(t,n),h=(M.push(r),!1);var i=!!r.text;let u;if(p(L,t)&&(u=L[t](t,n),r.attribs=n=u.attribs,void 0!==u.text&&(r.innerText=u.text),t!==u.tagName)&&(r.name=t=u.tagName,O[I]=u.tagName),v&&(u=v(t,n),r.attribs=n=u.attribs,t!==u.tagName)&&(r.name=t=u.tagName,O[I]=u.tagName),(!1!==e.allowedTags&&-1===(e.allowedTags||[]).indexOf(t)||"recursiveEscape"===e.disallowedTagsMode&&!function(t){for(var e in t)if(p(t,e))return;return 1}(R)||null!=e.nestingLimit&&I>=e.nestingLimit)&&(h=!0,R[I]=!0,"discard"===e.disallowedTagsMode&&-1!==E.indexOf(t)&&(N=!0,D=1),R[I]=!0),I++,h){if("discard"===e.disallowedTagsMode)return;f=y,y=""}y+="<"+t,"script"===t&&(e.allowedScriptHostnames||e.allowedScriptDomains)&&(r.innerText=""),C&&!p(C,t)&&!C["*"]||d(n,(function(n,i){if(m.test(i)){let m=!1;if(!C||p(C,t)&&-1!==C[t].indexOf(i)||C["*"]&&-1!==C["*"].indexOf(i)||p(A,t)&&A[t].test(i)||A["*"]&&A["*"].test(i))m=!0;else if(C&&C[t])for(var h of C[t])if(l(h)&&h.name&&h.name===i){m=!0;let t="";var u;if(!0===h.multiple)for(u of n.split(" "))-1!==h.values.indexOf(u)&&(""===t?t=u:t+=" "+u);else 0<=h.values.indexOf(n)&&(t=n);n=t}if(m)if(-1!==e.allowedSchemesAppliedToAttributes.indexOf(i)&&B(t,n))delete r.attribs[i];else{if("script"===t&&"src"===i){let t=!0;try{let i=U(n);(e.allowedScriptHostnames||e.allowedScriptDomains)&&(d=(e.allowedScriptHostnames||[]).find((function(t){return t===i.url.hostname})),g=(e.allowedScriptDomains||[]).find((function(t){return i.url.hostname===t||i.url.hostname.endsWith(".".concat(t))})),t=d||g)}catch(d){t=!1}if(!t)return void delete r.attribs[i]}if("iframe"===t&&"src"===i){let t=!0;try{let i=U(n);i.isRelativeUrl?t=p(e,"allowIframeRelativeUrls")?e.allowIframeRelativeUrls:!e.allowedIframeHostnames&&!e.allowedIframeDomains:(e.allowedIframeHostnames||e.allowedIframeDomains)&&(x=(e.allowedIframeHostnames||[]).find((function(t){return t===i.url.hostname})),f=(e.allowedIframeDomains||[]).find((function(t){return i.url.hostname===t||i.url.hostname.endsWith(".".concat(t))})),t=x||f)}catch(d){t=!1}if(!t)return void delete r.attribs[i]}if("srcset"===i)try{let t=s(n);if(t.forEach((function(t){B("srcset",t.url)&&(t.evil=!0)})),!(t=c(t,(function(t){return!t.evil}))).length)return void delete r.attribs[i];n=c(t,(function(t){return!t.evil})).map((function(t){if(t.url)return t.url+(t.w?" ".concat(t.w,"w"):"")+(t.h?" ".concat(t.h,"h"):"")+(t.d?" ".concat(t.d,"x"):"");throw new Error("URL missing")})).join(", "),r.attribs[i]=n}catch(d){return void delete r.attribs[i]}if("class"===i){var d=w[t],g=w["*"],x=S[t],f=T[t];x=[x,S["*"]].concat(f).filter((function(t){return t}));if(!(n=function(t,e,n){return e?(t=t.split(/\s+/)).filter((function(t){return-1!==e.indexOf(t)||n.some((function(e){return e.test(t)}))})).join(" "):t}(n,d&&g?o(d,g):d||g,x)).length)return void delete r.attribs[i]}if("style"===i)try{if(0===(n=function(t,e){if(e){var n=t.nodes[0];let i;(i=e[n.selector]&&e["*"]?o(e[n.selector],e["*"]):e[n.selector]||e["*"])&&(t.nodes[0].nodes=n.nodes.reduce(function(t){return function(e,n){return p(t,n.prop)&&t[n.prop].some((function(t){return t.test(n.value)}))&&e.push(n),e}}(i),[]))}return t}(a(t+" {"+n+"}"),e.allowedStyles).nodes[0].nodes.reduce((function(t,e){return t.push("".concat(e.prop,":").concat(e.value).concat(e.important?" !important":"")),t}),[]).join(";")).length)return void delete r.attribs[i]}catch(d){return void delete r.attribs[i]}y+=" "+i,n&&n.length&&(y+='="'+G(n,!0)+'"')}else delete r.attribs[i]}else delete r.attribs[i]})),-1!==e.selfClosing.indexOf(t)?y+=" />":(y+=">",!r.innerText||i||e.textFilter||(y+=G(r.innerText),k=!0)),h&&(y=f+G(y),f="")}},ontext:function(t){if(!N){var n=M[M.length-1];let i;n&&(i=n.tag,t=void 0!==n.innerText?n.innerText:t),"discard"!==e.disallowedTagsMode||"script"!==i&&"style"!==i?(n=G(t,!1),e.textFilter&&!k?y+=e.textFilter(n,i):k||(y+=n)):y+=t,M.length&&(M[M.length-1].text+=t)}},onclosetag:function(t){if(N){if(--D)return;N=!1}var n=M.pop();if(n)if(n.tag!==t)M.push(n);else{N=!!e.enforceHtmlBoundary&&"html"===t,I--;var i=R[I];if(i){if(delete R[I],"discard"===e.disallowedTagsMode)return void n.updateParentNodeText();f=y,y=""}O[I]&&(t=O[I],delete 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U(t){if((t=t.replace(/^(\w+:)?\s*[\\/]\s*[\\/]/,"$1//")).startsWith("relative:"))throw new Error("relative: exploit attempt");let e="relative://relative-site";for(let n=0;n<100;n++)e+="/".concat(n);return{isRelativeUrl:(t=new URL(t,e))&&"relative-site"===t.hostname&&"relative:"===t.protocol,url:t}}}let x={decodeEntities:!0};g.defaults={allowedTags:["address","article","aside","footer","header","h1","h2","h3","h4","h5","h6","hgroup","main","nav","section","blockquote","dd","div","dl","dt","figcaption","figure","hr","li","main","ol","p","pre","ul","a","abbr","b","bdi","bdo","br","cite","code","data","dfn","em","i","kbd","mark","q","rb","rp","rt","rtc","ruby","s","samp","small","span","strong","sub","sup","time","u","var","wbr","caption","col","colgroup","table","tbody","td","tfoot","th","thead","tr"],disallowedTagsMode:"discard",allowedAttributes:{a:["href","name","target"],img:["src","srcset","alt","title","width","height","loading"]},selfClosing:["img","br","hr","area","base","basefont","input","link","meta"],allowedSchemes:["http","https","ftp","mailto","tel"],allowedSchemesByTag:{},allowedSchemesAppliedToAttributes:["href","src","cite"],allowProtocolRelative:!0,enforceHtmlBoundary:!1},g.simpleTransform=function(t,e,n){return n=void 0===n||n,e=e||{},function(i,r){let l;if(n)for(l in e)r[l]=e[l];else r=e;return{tagName:t,attribs:r}}}},419:function(t){t.exports=JSON.parse('{"Aacute":"\xc1","aacute":"\xe1","Abreve":"\u0102","abreve":"\u0103","ac":"\u223e","acd":"\u223f","acE":"\u223e\u0333","Acirc":"\xc2","acirc":"\xe2","acute":"\xb4","Acy":"\u0410","acy":"\u0430","AElig":"\xc6","aelig":"\xe6","af":"\u2061","Afr":"\ud835\udd04","afr":"\ud835\udd1e","Agrave":"\xc0","agrave":"\xe0","alefsym":"\u2135","aleph":"\u2135","Alpha":"\u0391","alpha":"\u03b1","Amacr":"\u0100","amacr":"\u0101","amalg":"\u2a3f","amp":"&","AMP":"&","andand":"\u2a55","And":"\u2a53","and":"\u2227","andd":"\u2a5c","andslope":"\u2a58","andv":"\u2a5a","ang":"\u2220","ange":"\u29a4","angle":"\u2220","angmsdaa":"\u29a8","angmsdab":"\u29a9","angmsdac":"\u29aa","angmsdad":"\u29ab","angmsdae":"\u29ac","angmsdaf":"\u29ad","angmsdag":"\u29ae","angmsdah":"\u29af","angmsd":"\u2221","angrt":"\u221f","angrtvb":"\u22be","angrtvbd":"\u299d","angsph":"\u2222","angst":"\xc5","angzarr":"\u237c","Aogon":"\u0104","aogon":"\u0105","Aopf":"\ud835\udd38","aopf":"\ud835\udd52","apacir":"\u2a6f","ap":"\u2248","apE":"\u2a70","ape":"\u224a","apid":"\u224b","apos":"\'","ApplyFunction":"\u2061","approx":"\u2248","approxeq":"\u224a","Aring":"\xc5","aring":"\xe5","Ascr":"\ud835\udc9c","ascr":"\ud835\udcb6","Assign":"\u2254","ast":"*","asymp":"\u2248","asympeq":"\u224d","Atilde":"\xc3","atilde":"\xe3","Auml":"\xc4","auml":"\xe4","awconint":"\u2233","awint":"\u2a11","backcong":"\u224c","backepsilon":"\u03f6","backprime":"\u2035","backsim":"\u223d","backsimeq":"\u22cd","Backslash":"\u2216","Barv":"\u2ae7","barvee":"\u22bd","barwed":"\u2305","Barwed":"\u2306","barwedge":"\u2305","bbrk":"\u23b5","bbrktbrk":"\u23b6","bcong":"\u224c","Bcy":"\u0411","bcy":"\u0431","bdquo":"\u201e","becaus":"\u2235","because":"\u2235","Because":"\u2235","bemptyv":"\u29b0","bepsi":"\u03f6","bernou":"\u212c","Bernoullis":"\u212c","Beta":"\u0392","beta":"\u03b2","beth":"\u2136","between":"\u226c","Bfr":"\ud835\udd05","bfr":"\ud835\udd1f","bigcap":"\u22c2","bigcirc":"\u25ef","bigcup":"\u22c3","bigodot":"\u2a00","bigoplus":"\u2a01","bigotimes":"\u2a02","bigsqcup":"\u2a06","bigstar":"\u2605","bigtriangledown":"\u25bd","bigtriangleup":"\u25b3","biguplus":"\u2a04","bigvee":"\u22c1","bigwedge":"\u22c0","bkarow":"\u290d","blacklozenge":"\u29eb","blacksquare":"\u25aa","blacktriangle":"\u25b4","blacktriangledown":"\u25be","blacktriangleleft":"\u25c2","blacktriangleright":"\u25b8","blank":"\u2423","blk12":"\u2592","blk14":"\u2591","blk34":"\u2593","block":"\u2588","bne":"=\u20e5","bnequiv":"\u2261\u20e5","bNot":"\u2aed","bnot":"\u2310","Bopf":"\ud835\udd39","bopf":"\ud835\udd53","bot":"\u22a5","bottom":"\u22a5","bowtie":"\u22c8","boxbox":"\u29c9","boxdl":"\u2510","boxdL":"\u2555","boxDl":"\u2556","boxDL":"\u2557","boxdr":"\u250c","boxdR":"\u2552","boxDr":"\u2553","boxDR":"\u2554","boxh":"\u2500","boxH":"\u2550","boxhd":"\u252c","boxHd":"\u2564","boxhD":"\u2565","boxHD":"\u2566","boxhu":"\u2534","boxHu":"\u2567","boxhU":"\u2568","boxHU":"\u2569","boxminus":"\u229f","boxplus":"\u229e","boxtimes":"\u22a0","boxul":"\u2518","boxuL":"\u255b","boxUl":"\u255c","boxUL":"\u255d","boxur":"\u2514","boxuR":"\u2558","boxUr":"\u2559","boxUR":"\u255a","boxv":"\u2502","boxV":"\u2551","boxvh":"\u253c","boxvH":"\u256a","boxVh":"\u256b","boxVH":"\u256c","boxvl":"\u2524","boxvL":"\u2561","boxVl":"\u2562","boxVL":"\u2563","boxvr":"\u251c","boxvR":"\u255e","boxVr":"\u255f","boxVR":"\u2560","bprime":"\u2035","breve":"\u02d8","Breve":"\u02d8","brvbar":"\xa6","bscr":"\ud835\udcb7","Bscr":"\u212c","bsemi":"\u204f","bsim":"\u223d","bsime":"\u22cd","bsolb":"\u29c5","bsol":"\\\\","bsolhsub":"\u27c8","bull":"\u2022","bullet":"\u2022","bump":"\u224e","bumpE":"\u2aae","bumpe":"\u224f","Bumpeq":"\u224e","bumpeq":"\u224f","Cacute":"\u0106","cacute":"\u0107","capand":"\u2a44","capbrcup":"\u2a49","capcap":"\u2a4b","cap":"\u2229","Cap":"\u22d2","capcup":"\u2a47","capdot":"\u2a40","CapitalDifferentialD":"\u2145","caps":"\u2229\ufe00","caret":"\u2041","caron":"\u02c7","Cayleys":"\u212d","ccaps":"\u2a4d","Ccaron":"\u010c","ccaron":"\u010d","Ccedil":"\xc7","ccedil":"\xe7","Ccirc":"\u0108","ccirc":"\u0109","Cconint":"\u2230","ccups":"\u2a4c","ccupssm":"\u2a50","Cdot":"\u010a","cdot":"\u010b","cedil":"\xb8","Cedilla":"\xb8","cemptyv":"\u29b2","cent":"\xa2","centerdot":"\xb7","CenterDot":"\xb7","cfr":"\ud835\udd20","Cfr":"\u212d","CHcy":"\u0427","chcy":"\u0447","check":"\u2713","checkmark":"\u2713","Chi":"\u03a7","chi":"\u03c7","circ":"\u02c6","circeq":"\u2257","circlearrowleft":"\u21ba","circlearrowright":"\u21bb","circledast":"\u229b","circledcirc":"\u229a","circleddash":"\u229d","CircleDot":"\u2299","circledR":"\xae","circledS":"\u24c8","CircleMinus":"\u2296","CirclePlus":"\u2295","CircleTimes":"\u2297","cir":"\u25cb","cirE":"\u29c3","cire":"\u2257","cirfnint":"\u2a10","cirmid":"\u2aef","cirscir":"\u29c2","ClockwiseContourIntegral":"\u2232","CloseCurlyDoubleQuote":"\u201d","CloseCurlyQuote":"\u2019","clubs":"\u2663","clubsuit":"\u2663","colon":":",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kopf":"\ud835\udd5c","Kscr":"\ud835\udca6","kscr":"\ud835\udcc0","lAarr":"\u21da","Lacute":"\u0139","lacute":"\u013a","laemptyv":"\u29b4","lagran":"\u2112","Lambda":"\u039b","lambda":"\u03bb","lang":"\u27e8","Lang":"\u27ea","langd":"\u2991","langle":"\u27e8","lap":"\u2a85","Laplacetrf":"\u2112","laquo":"\xab","larrb":"\u21e4","larrbfs":"\u291f","larr":"\u2190","Larr":"\u219e","lArr":"\u21d0","larrfs":"\u291d","larrhk":"\u21a9","larrlp":"\u21ab","larrpl":"\u2939","larrsim":"\u2973","larrtl":"\u21a2","latail":"\u2919","lAtail":"\u291b","lat":"\u2aab","late":"\u2aad","lates":"\u2aad\ufe00","lbarr":"\u290c","lBarr":"\u290e","lbbrk":"\u2772","lbrace":"{","lbrack":"[","lbrke":"\u298b","lbrksld":"\u298f","lbrkslu":"\u298d","Lcaron":"\u013d","lcaron":"\u013e","Lcedil":"\u013b","lcedil":"\u013c","lceil":"\u2308","lcub":"{","Lcy":"\u041b","lcy":"\u043b","ldca":"\u2936","ldquo":"\u201c","ldquor":"\u201e","ldrdhar":"\u2967","ldrushar":"\u294b","ldsh":"\u21b2","le":"\u2264","lE":"\u2266","LeftAngleBracket":"\u27e8","LeftArrowBar":"\u21e4","leftarrow":"\u2190","LeftArrow":"\u2190","Leftarrow":"\u21d0","LeftArrowRightArrow":"\u21c6","leftarrowtail":"\u21a2","LeftCeiling":"\u2308","LeftDoubleBracket":"\u27e6","LeftDownTeeVector":"\u2961","LeftDownVectorBar":"\u2959","LeftDownVector":"\u21c3","LeftFloor":"\u230a","leftharpoondown":"\u21bd","leftharpoonup":"\u21bc","leftleftarrows":"\u21c7","leftrightarrow":"\u2194","LeftRightArrow":"\u2194","Leftrightarrow":"\u21d4","leftrightarrows":"\u21c6","leftrightharpoons":"\u21cb","leftrightsquigarrow":"\u21ad","LeftRightVector":"\u294e","LeftTeeArrow":"\u21a4","LeftTee":"\u22a3","LeftTeeVector":"\u295a","leftthreetimes":"\u22cb","LeftTriangleBar":"\u29cf","LeftTriangle":"\u22b2","LeftTriangleEqual":"\u22b4","LeftUpDownVector":"\u2951","LeftUpTeeVector":"\u2960","LeftUpVectorBar":"\u2958","LeftUpVector":"\u21bf","LeftVectorBar":"\u2952","LeftVector":"\u21bc","lEg":"\u2a8b","leg":"\u22da","leq":"\u2264","leqq":"\u2266","leqslant":"\u2a7d","lescc":"\u2aa8","les":"\u2a7d","lesdot":"\u2a7f","lesdoto":"\u2a81","lesdotor":"\u2a83","lesg":"\u22da\ufe00","lesges":"\u2a93","lessapprox":"\u2a85","lessdot":"\u22d6","lesseqgtr":"\u22da","lesseqqgtr":"\u2a8b","LessEqualGreater":"\u22da","LessFullEqual":"\u2266","LessGreater":"\u2276","lessgtr":"\u2276","LessLess":"\u2aa1","lesssim":"\u2272","LessSlantEqual":"\u2a7d","LessTilde":"\u2272","lfisht":"\u297c","lfloor":"\u230a","Lfr":"\ud835\udd0f","lfr":"\ud835\udd29","lg":"\u2276","lgE":"\u2a91","lHar":"\u2962","lhard":"\u21bd","lharu":"\u21bc","lharul":"\u296a","lhblk":"\u2584","LJcy":"\u0409","ljcy":"\u0459","llarr":"\u21c7","ll":"\u226a","Ll":"\u22d8","llcorner":"\u231e","Lleftarrow":"\u21da","llhard":"\u296b","lltri":"\u25fa","Lmidot":"\u013f","lmidot":"\u0140","lmoustache":"\u23b0","lmoust":"\u23b0","lnap":"\u2a89","lnapprox":"\u2a89","lne":"\u2a87","lnE":"\u2268","lneq":"\u2a87","lneqq":"\u2268","lnsim":"\u22e6","loang":"\u27ec","loarr":"\u21fd","lobrk":"\u27e6","longleftarrow":"\u27f5","LongLeftArrow":"\u27f5","Longleftarrow":"\u27f8","longleftrightarrow":"\u27f7","LongLeftRightArrow":"\u27f7","Longleftrightarrow":"\u27fa","longmapsto":"\u27fc","longrightarrow":"\u27f6","LongRightArrow":"\u27f6","Longrightarrow":"\u27f9","looparrowleft":"\u21ab","looparrowright":"\u21ac","lopar":"\u2985","Lopf":"\ud835\udd43","lopf":"\ud835\udd5d","loplus":"\u2a2d","lotimes":"\u2a34","lowast":"\u2217","lowbar":"_","LowerLeftArrow":"\u2199","LowerRightArrow":"\u2198","loz":"\u25ca","lozenge":"\u25ca","lozf":"\u29eb","lpar":"(","lparlt":"\u2993","lrarr":"\u21c6","lrcorner":"\u231f","lrhar":"\u21cb","lrhard":"\u296d","lrm":"\u200e","lrtri":"\u22bf","lsaquo":"\u2039","lscr":"\ud835\udcc1","Lscr":"\u2112","lsh":"\u21b0","Lsh":"\u21b0","lsim":"\u2272","lsime":"\u2a8d","lsimg":"\u2a8f","lsqb":"[","lsquo":"\u2018","lsquor":"\u201a","Lstrok":"\u0141","lstrok":"\u0142","ltcc":"\u2aa6","ltcir":"\u2a79","lt":"<","LT":"<","Lt":"\u226a","ltdot":"\u22d6","lthree":"\u22cb","ltimes":"\u22c9","ltlarr":"\u2976","ltquest":"\u2a7b","ltri":"\u25c3","ltrie":"\u22b4","ltrif":"\u25c2","ltrPar":"\u2996","lurdshar":"\u294a","luruhar":"\u2966","lvertneqq":"\u2268\ufe00","lvnE":"\u2268\ufe00","macr":"\xaf","male":"\u2642","malt":"\u2720","maltese":"\u2720","Map":"\u2905","map":"\u21a6","mapsto":"\u21a6","mapstodown":"\u21a7","mapstoleft":"\u21a4","mapstoup":"\u21a5","marker":"\u25ae","mcomma":"\u2a29","Mcy":"\u041c","mcy":"\u043c","mdash":"\u2014","mDDot":"\u223a","measuredangle":"\u2221","MediumSpace":"\u205f","Mellintrf":"\u2133","Mfr":"\ud835\udd10","mfr":"\ud835\udd2a","mho":"\u2127","micro":"\xb5","midast":"*","midcir":"\u2af0","mid":"\u2223","middot":"\xb7","minusb":"\u229f","minus":"\u2212","minusd":"\u2238","minusdu":"\u2a2a","MinusPlus":"\u2213","mlcp":"\u2adb","mldr":"\u2026","mnplus":"\u2213","models":"\u22a7","Mopf":"\ud835\udd44","mopf":"\ud835\udd5e","mp":"\u2213","mscr":"\ud835\udcc2","Mscr":"\u2133","mstpos":"\u223e","Mu":"\u039c","mu":"\u03bc","multimap":"\u22b8","mumap":"\u22b8","nabla":"\u2207","Nacute":"\u0143","nacute":"\u0144","nang":"\u2220\u20d2","nap":"\u2249","napE":"\u2a70\u0338","napid":"\u224b\u0338","napos":"\u0149","napprox":"\u2249","natural":"\u266e","naturals":"\u2115","natur":"\u266e","nbsp":"\xa0","nbump":"\u224e\u0338","nbumpe":"\u224f\u0338","ncap":"\u2a43","Ncaron":"\u0147","ncaron":"\u0148","Ncedil":"\u0145","ncedil":"\u0146","ncong":"\u2247","ncongdot":"\u2a6d\u0338","ncup":"\u2a42","Ncy":"\u041d","ncy":"\u043d","ndash":"\u2013","nearhk":"\u2924","nearr":"\u2197","neArr":"\u21d7","nearrow":"\u2197","ne":"\u2260","nedot":"\u2250\u0338","NegativeMediumSpace":"\u200b","NegativeThickSpace":"\u200b","NegativeThinSpace":"\u200b","NegativeVeryThinSpace":"\u200b","nequiv":"\u2262","nesear":"\u2928","nesim":"\u2242\u0338","NestedGreaterGreater":"\u226b","NestedLessLess":"\u226a","NewLine":"\\n","nexist":"\u2204","nexists":"\u2204","Nfr":"\ud835\udd11","nfr":"\ud835\udd2b","ngE":"\u2267\u0338","nge":"\u2271","ngeq":"\u2271","ngeqq":"\u2267\u0338","ngeqslant":"\u2a7e\u0338","nges":"\u2a7e\u0338","nGg":"\u22d9\u0338","ngsim":"\u2275","nGt":"\u226b\u20d2","ngt":"\u226f","ngtr":"\u226f","nGtv":"\u226b\u0338","nharr":"\u21ae","nhArr":"\u21ce","nhpar":"\u2af2","ni":"\u220b","nis":"\u22fc","nisd":"\u22fa","niv":"\u220b","NJcy":"\u040a","njcy":"\u045a","nlarr":"\u219a","nlArr":"\u21cd","nldr":"\u2025","nlE":"\u2266\u0338","nle":"\u2270","nleftarrow":"\u219a","nLeftarrow":"\u21cd","nleftrightarrow":"\u21ae","nLeftrightarrow":"\u21ce","nleq":"\u2270","nleqq":"\u2266\u0338","nleqslant":"\u2a7d\u0338","nles":"\u2a7d\u0338","nless":"\u226e","nLl":"\u22d8\u0338","nlsim":"\u2274","nLt":"\u226a\u20d2","nlt":"\u226e","nltri":"\u22ea","nltrie":"\u22ec","nLtv":"\u226a\u0338","nmid":"\u2224","NoBreak":"\u2060","NonBreakingSpace":"\xa0","nopf":"\ud835\udd5f","Nopf":"\u2115","Not":"\u2aec","not":"\xac","NotCongruent":"\u2262","NotCupCap":"\u226d","NotDoubleVerticalBar":"\u2226","NotElement":"\u2209","NotEqual":"\u2260","NotEqualTilde":"\u2242\u0338","NotExists":"\u2204","NotGreater":"\u226f","NotGreaterEqual":"\u2271","NotGreaterFullEqual":"\u2267\u0338","NotGreaterGreater":"\u226b\u0338","NotGreaterLess":"\u2279","NotGreaterSlantEqual":"\u2a7e\u0338","NotGreaterTilde":"\u2275","NotHumpDownHump":"\u224e\u0338","NotHumpEqual":"\u224f\u0338","notin":"\u2209","notindot":"\u22f5\u0338","notinE":"\u22f9\u0338","notinva":"\u2209","notinvb":"\u22f7","notinvc":"\u22f6","NotLeftTriangleBar":"\u29cf\u0338","NotLeftTriangle":"\u22ea","NotLeftTriangleEqual":"\u22ec","NotLess":"\u226e","NotLessEqual":"\u2270","NotLessGreater":"\u2278","NotLessLess":"\u226a\u0338","NotLessSlantEqual":"\u2a7d\u0338","NotLessTilde":"\u2274","NotNestedGreaterGreater":"\u2aa2\u0338","NotNestedLessLess":"\u2aa1\u0338","notni":"\u220c","notniva":"\u220c","notnivb":"\u22fe","notnivc":"\u22fd","NotPrecedes":"\u2280","NotPrecedesEqual":"\u2aaf\u0338","NotPrecedesSlantEqual":"\u22e0","NotReverseElement":"\u220c","NotRightTriangleBar":"\u29d0\u0338","NotRightTriangle":"\u22eb","NotRightTriangleEqual":"\u22ed","NotSquareSubset":"\u228f\u0338","NotSquareSubsetEqual":"\u22e2","NotSquareSuperset":"\u2290\u0338","NotSquareSupersetEqual":"\u22e3","NotSubset":"\u2282\u20d2","NotSubsetEqual":"\u2288","NotSucceeds":"\u2281","NotSucceedsEqual":"\u2ab0\u0338","NotSucceedsSlantEqual":"\u22e1","NotSucceedsTilde":"\u227f\u0338","NotSuperset":"\u2283\u20d2","NotSupersetEqual":"\u2289","NotTilde":"\u2241","NotTildeEqual":"\u2244","NotTildeFullEqual":"\u2247","NotTildeTilde":"\u2249","NotVerticalBar":"\u2224","nparallel":"\u2226","npar":"\u2226","nparsl":"\u2afd\u20e5","npart":"\u2202\u0338","npolint":"\u2a14","npr":"\u2280","nprcue":"\u22e0","nprec":"\u2280","npreceq":"\u2aaf\u0338","npre":"\u2aaf\u0338","nrarrc":"\u2933\u0338","nrarr":"\u219b","nrArr":"\u21cf","nrarrw":"\u219d\u0338","nrightarrow":"\u219b","nRightarrow":"\u21cf","nrtri":"\u22eb","nrtrie":"\u22ed","nsc":"\u2281","nsccue":"\u22e1","nsce":"\u2ab0\u0338","Nscr":"\ud835\udca9","nscr":"\ud835\udcc3","nshortmid":"\u2224","nshortparallel":"\u2226","nsim":"\u2241","nsime":"\u2244","nsimeq":"\u2244","nsmid":"\u2224","nspar":"\u2226","nsqsube":"\u22e2","nsqsupe":"\u22e3","nsub":"\u2284","nsubE":"\u2ac5\u0338","nsube":"\u2288","nsubset":"\u2282\u20d2","nsubseteq":"\u2288","nsubseteqq":"\u2ac5\u0338","nsucc":"\u2281","nsucceq":"\u2ab0\u0338","nsup":"\u2285","nsupE":"\u2ac6\u0338","nsupe":"\u2289","nsupset":"\u2283\u20d2","nsupseteq":"\u2289","nsupseteqq":"\u2ac6\u0338","ntgl":"\u2279","Ntilde":"\xd1","ntilde":"\xf1","ntlg":"\u2278","ntriangleleft":"\u22ea","ntrianglelefteq":"\u22ec","ntriangleright":"\u22eb","ntrianglerighteq":"\u22ed","Nu":"\u039d","nu":"\u03bd","num":"#","numero":"\u2116","numsp":"\u2007","nvap":"\u224d\u20d2","nvdash":"\u22ac","nvDash":"\u22ad","nVdash":"\u22ae","nVDash":"\u22af","nvge":"\u2265\u20d2","nvgt":">\u20d2","nvHarr":"\u2904","nvinfin":"\u29de","nvlArr":"\u2902","nvle":"\u2264\u20d2","nvlt":"<\u20d2","nvltrie":"\u22b4\u20d2","nvrArr":"\u2903","nvrtrie":"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",f["Doctor1_128x128.png"]="data:image/png,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",f["Earth_globe_128x128.png"]="data:image/png,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",f["Empty_Folder_128x128.png"]="data:image/png,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",f["Firewall_02_128x128.png"]="data:image/png,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",f["Full_Folder_128x128.png"]="data:image/png,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",f["Monitor_Tower_128x128.png"]="data:image/png,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",f["Pilot1_128x128.png"]="data:image/png,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",f["Printer_128x128.png"]="data:image/png,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",f["Router_Icon_128x128.png"]="data:image/png,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",f["Server_Tower_128x128.png"]="data:image/png,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",f["Shopping_Cart_128x128.png"]="data:image/png,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",f["Software_128x128.png"]="data:image/png,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",f["Soldier1_128x128.png"]="data:image/png,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",f["Suit3_128x128.png"]="data:image/png,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",f["Tech1_128x128.png"]="data:image/png,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",f["Virus_128x128.png"]="data:image/png,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",f["Wireless_Router_N_128x128.png"]="data:image/png,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",f["Worker1_128x128.png"]="data:image/png,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",f["Workstation_128x128.png"]="data:image/png,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","data:image/gif;base64,R0lGODlhCQAJAIAAAP///zMzMyH5BAEAAAAALAAAAAAJAAkAAAIPhI8WebHsHopSOVgb26AAADs=");function C(t,e,n,r,l,o){if(i.sb.call(this,t,e,n,r),this.themes=l||this.defaultThemes,this.currentEdgeStyle=i.mb.clone(this.defaultEdgeStyle),this.currentVertexStyle=i.mb.clone(this.defaultVertexStyle),this.standalone=null!=o&&o,e=(t=this.baseUrl).indexOf("//"),this.domainUrl="",this.domainPathUrl="",0s||Math.abs(t.point.y-n.getGraphY())>s)if(this.isCellSelected(a.cell)||this.selectCellForEvent(a.cell,n.getEvent()),null!=(s=this.selectionCellsHandler.getHandler(a.cell))&&null!=s.bends&&0=t&&l.y+l.height<=h&&l.y>=e&&l.x+l.width<=a&&o.push(d),this.getAllCells(t,e,n,r,d,o)}}}}return o},this.graphHandler.shouldRemoveCellsFromParent),x=(this.graphHandler.shouldRemoveCellsFromParent=function(t){return!this.graph.isCellSelected(t)&&g.apply(this,arguments)},this.isCellLocked=function(t){let e=this.view.getState(t);for(;null!=e;){if("1"==i.mb.getValue(e.style,"locked","0"))return!0;e=this.view.getState(this.model.getParent(e.cell))}return!1},null),y=(this.addListener(i.kb.FIRE_MOUSE_EVENT,i.mb.bind(this,(function(t,e){"mouseDown"==e.getProperty("eventName")&&(e=e.getProperty("event").getState(),x=null==e||this.isSelectionEmpty()||this.isCellSelected(e.cell)?null:this.getSelectionCells())}))),this.addListener(i.kb.TAP_AND_HOLD,i.mb.bind(this,(function(t,e){var n,r;i.kb.isMultiTouchEvent(e)||(r=e.getProperty("event"),null==(n=e.getProperty("cell"))?(r=i.mb.convertPoint(this.container,i.kb.getClientX(r),i.kb.getClientY(r)),l.start(r.x,r.y)):null!=x?this.addSelectionCells(x):1'+n+"")),new i.g("data:image/svg+xml;base64,"+btoa(r),t,e)},C.zapGremlins=function(t){var e=[];for(let i=0;io&&"%"==e.charAt(n.index-1))s=r.substring(1);else{var l=r.substring(1,r.length-1);if("id"==l)s=t.id;else if(l.indexOf("{")<0){let e=t;for(;null==s&&null!=e;)null!=e.value&&"object"==typeof e.value&&(s=e.hasAttribute(l)?null!=e.getAttribute(l)?e.getAttribute(l):"":null),e=this.model.getParent(e)}null==s&&(s=this.getGlobalVariable(l))}i.push(e.substring(o,n.index)+(null!=s?s:r)),o=n.index+r.length}}i.push(e.substring(o))}return i.join("")},C.prototype.restoreSelection=function(t){if(null!=t&&0e.name?1:0})),o=0;o"+l[o].name+": ":"")+i.mb.htmlEntities(l[o].value)+"\n");0'+(e=e.substring(0,e.length-1))+"")}}return e},C.prototype.stringToBytes=function(t){return C.stringToBytes(t)},C.prototype.bytesToString=function(t){return C.bytesToString(t)},C.prototype.compressNode=function(t){return C.compressNode(t)},C.prototype.compress=function(t,e){return C.compress(t,e)},C.prototype.decompress=function(t,e){return C.decompress(t,e)},C.prototype.zapGremlins=function(t){return C.zapGremlins(t)},A.prototype.arrowSpacing=2,A.prototype.updateDelay=500,A.prototype.activationDelay=140,A.prototype.currentState=null,A.prototype.activeArrow=null,A.prototype.inactiveOpacity=15,A.prototype.cssCursor="copy",A.prototype.checkCollisions=!0,A.prototype.triangleUp=C.createSvgImage(18,28,''),A.prototype.triangleRight=C.createSvgImage(26,18,''),A.prototype.triangleDown=C.createSvgImage(18,26,''),A.prototype.triangleLeft=C.createSvgImage(28,18,''),A.prototype.roundDrop=C.createSvgImage(26,26,''),A.prototype.refreshTarget=new i.g("data:image/svg+xml;base64,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",38,38),A.prototype.tolerance=i.lb.IS_TOUCH?6:0,A.prototype.init=function(){this.arrowUp=this.createArrow(this.triangleUp,i.jb.get("plusTooltip")),this.arrowRight=this.createArrow(this.triangleRight,i.jb.get("plusTooltip")),this.arrowDown=this.createArrow(this.triangleDown,i.jb.get("plusTooltip")),this.arrowLeft=this.createArrow(this.triangleLeft,i.jb.get("plusTooltip")),this.elts=[this.arrowUp,this.arrowRight,this.arrowDown,this.arrowLeft],this.resetHandler=i.mb.bind(this,(function(){this.reset()})),this.repaintHandler=i.mb.bind(this,(function(){this.repaint()})),this.graph.selectionModel.addListener(i.kb.CHANGE,this.resetHandler),this.graph.model.addListener(i.kb.CHANGE,this.repaintHandler),this.graph.view.addListener(i.kb.SCALE_AND_TRANSLATE,this.repaintHandler),this.graph.view.addListener(i.kb.TRANSLATE,this.repaintHandler),this.graph.view.addListener(i.kb.SCALE,this.repaintHandler),this.graph.view.addListener(i.kb.DOWN,this.repaintHandler),this.graph.view.addListener(i.kb.UP,this.repaintHandler),this.graph.addListener(i.kb.ROOT,this.repaintHandler),this.graph.addListener(i.kb.ESCAPE,this.resetHandler),i.kb.addListener(this.graph.container,"scroll",this.resetHandler),this.graph.addListener(i.kb.ESCAPE,i.mb.bind(this,(function(){this.mouseDownPoint=null}))),i.kb.addListener(this.graph.container,"mouseleave",i.mb.bind(this,(function(t){null!=t.relatedTarget&&i.kb.getSource(t)==this.graph.container&&this.setDisplay("none")}))),this.graph.addListener(i.kb.START_EDITING,i.mb.bind(this,(function(){this.reset()})));let t=this.graph.click,e=(this.graph.click=i.mb.bind(this,(function(e){t.apply(this.graph,arguments),null==this.currentState||this.graph.isCellSelected(this.currentState.cell)||!i.kb.isTouchEvent(e.getEvent())||this.graph.model.isVertex(e.getCell())||this.reset()})),!1);this.graph.addMouseListener({mouseDown:i.mb.bind(this,(function(t,n){e=!1;var r=n.getEvent();this.isResetEvent(r)?this.reset():this.isActive()||null==(n=this.getState(n.getState()))&&i.kb.isTouchEvent(r)||this.update(n),this.setDisplay("none")})),mouseMove:i.mb.bind(this,(function(t,n){var r=n.getEvent();this.isResetEvent(r)?this.reset():this.graph.isMouseDown||i.kb.isTouchEvent(r)||this.update(this.getState(n.getState()),n.getGraphX(),n.getGraphY()),null!=this.graph.connectionHandler&&null!=this.graph.connectionHandler.shape&&(e=!0)})),mouseUp:i.mb.bind(this,(function(t,n){var r=n.getEvent();this.isResetEvent(r)?this.reset():this.isActive()&&!e&&null!=this.mouseDownPoint?this.click(this.currentState,this.getDirection(),n):this.isActive()?1==this.graph.getSelectionCount()&&this.graph.model.isEdge(this.graph.getSelectionCell())?this.reset():this.update(this.getState(this.graph.view.getState(this.graph.getCellAt(n.getGraphX(),n.getGraphY())))):i.kb.isTouchEvent(r)||null!=this.bbox&&i.mb.contains(this.bbox,n.getGraphX(),n.getGraphY())?(this.setDisplay(""),this.repaint()):i.kb.isTouchEvent(r)||this.reset(),e=!1,this.resetActiveArrow()}))})},A.prototype.isResetEvent=function(t){return i.kb.isAltDown(t)||null==this.activeArrow&&i.kb.isShiftDown(t)||i.kb.isMetaDown(t)||i.kb.isPopupTrigger(t)&&!i.kb.isControlDown(t)},A.prototype.createArrow=function(t,e){let n=null;return(n=i.mb.createImage(t.src)).style.width=t.width+"px",n.style.height=t.height+"px",n.style.padding=this.tolerance+"px",null!=e&&n.setAttribute("title",e),n.style.position="absolute",n.style.cursor=this.cssCursor,i.kb.addGestureListeners(n,i.mb.bind(this,(function(t){null==this.currentState||this.isResetEvent(t)||(this.mouseDownPoint=i.mb.convertPoint(this.graph.container,i.kb.getClientX(t),i.kb.getClientY(t)),this.drag(t,this.mouseDownPoint.x,this.mouseDownPoint.y),this.activeArrow=n,this.setDisplay("none"),i.kb.consume(t))}))),i.kb.redirectMouseEvents(n,this.graph,this.currentState),i.kb.addListener(n,"mouseenter",i.mb.bind(this,(function(t){i.kb.isMouseEvent(t)&&(null!=this.activeArrow&&this.activeArrow!=n&&i.mb.setOpacity(this.activeArrow,this.inactiveOpacity),this.graph.connectionHandler.constraintHandler.reset(),i.mb.setOpacity(n,100),this.activeArrow=n)}))),i.kb.addListener(n,"mouseleave",i.mb.bind(this,(function(){this.graph.isMouseDown||this.resetActiveArrow()}))),n},A.prototype.resetActiveArrow=function(){null!=this.activeArrow&&(i.mb.setOpacity(this.activeArrow,this.inactiveOpacity),this.activeArrow=null)},A.prototype.getDirection=function(){let t=i.qb.DIRECTION_EAST;return this.activeArrow==this.arrowUp?t=i.qb.DIRECTION_NORTH:this.activeArrow==this.arrowDown?t=i.qb.DIRECTION_SOUTH:this.activeArrow==this.arrowLeft&&(t=i.qb.DIRECTION_WEST),t},A.prototype.visitNodes=function(t){for(let e=0;ethis.activationDelay)&&this.currentState!=t&&(r>this.updateDelay&&null!=t||null==this.bbox||null==e||null==n||!i.mb.contains(this.bbox,e,n))&&(null!=t&&this.graph.isEnabled()?(this.removeNodes(),this.setCurrentState(t),this.repaint(),this.graph.connectionHandler.constraintHandler.currentFocus!=t&&this.graph.connectionHandler.constraintHandler.reset()):this.reset())}},A.prototype.setCurrentState=function(t){"eastwest"!=t.style.portConstraint&&(this.graph.container.appendChild(this.arrowUp),this.graph.container.appendChild(this.arrowDown)),this.graph.container.appendChild(this.arrowRight),this.graph.container.appendChild(this.arrowLeft),this.currentState=t},C.prototype.createParent=function(t,e,n,i,r){t=this.cloneCell(t);for(let s=0;sn||Math.abs(c.y-l.y)>n)&&(Math.abs(c.x-y.x)>n||Math.abs(c.y-y.y)>n)&&(Math.abs(c.x-u.x)>n||Math.abs(c.y-u.y)>n)&&(Math.abs(c.x-A.x)>n||Math.abs(c.y-A.y)>n)){var d=c.x-l.x,p=c.y-l.y;let v={distSq:d*d+p*p,x:c.x,y:c.y};for(let E=0;Ev.distSq){o.splice(E,0,v),v=null;break}null==v||0!=o.length&&o[o.length-1].x===v.x&&o[o.length-1].y===v.y||o.push(v)}}}for(h=0;hn||!t&&0o||i>o)&&this.clear()}else{let t=e.getSource();for(;null!=t&&"a"!=t.nodeName.toLowerCase();)t=t.parentNode;null!=t?this.clear():(null!=s.tooltipHandler&&null!=this.currentLink&&null!=this.currentState&&s.tooltipHandler.reset(e,!0,this.currentState),null!=this.currentState&&(e.getState()==this.currentState||null==e.sourceState)&&s.intersects(this.currentState,e.getGraphX(),e.getGraphY())||this.updateCurrentState(e))}},mouseUp:function(t,r){var l=r.getSource(),a=r.getEvent();let h=l;for(;null!=h&&"a"!=h.nodeName.toLowerCase();)h=h.parentNode;null==h&&Math.abs(this.scrollLeft-s.container.scrollLeft)e&&n[t].deleteCell(e)}},C.prototype.pasteHtmlAtCaret=function(t){let e,n;if(window.getSelection){if((e=window.getSelection()).getRangeAt&&e.rangeCount){(n=e.getRangeAt(0)).deleteContents();for(var i,r=document.createElement("div"),l=(r.innerHTML=t,document.createDocumentFragment());i=r.firstChild;)l.appendChild(i);n.insertNode(l)}}else(e=document.selection)&&"Control"!=e.type&&e.createRange().pasteHTML(t)},C.prototype.createLinkForHint=function(t,e){function n(t,e){return t.length>e?t.substring(0,Math.round(e/2))+"..."+t.substring(t.length-Math.round(e/4)):t}t=null!=t?t:"javascript:void(0);",null!=e&&0!=e.length||(e=this.isCustomLink(t)?this.getLinkTitle(t):t);var r=document.createElement("a");return r.setAttribute("rel",this.linkRelation),r.setAttribute("href",this.getAbsoluteUrl(t)),r.setAttribute("title",n(this.isCustomLink(t)?this.getLinkTitle(t):t,80)),null!=this.linkTarget&&r.setAttribute("target",this.linkTarget),i.mb.write(r,n(e,40)),this.isCustomLink(t)&&i.kb.addListener(r,"click",i.mb.bind(this,(function(e){this.customLinkClicked(t),i.kb.consume(e)}))),r},C.prototype.initTouch=function(){this.connectionHandler.marker.isEnabled=function(){return null!=this.graph.connectionHandler.first},this.addListener(i.kb.START_EDITING,(function(){this.popupMenuHandler.hideMenu()}));let t=this.updateMouseEvent,e=!(this.updateMouseEvent=function(e){if(e=t.apply(this,arguments),i.kb.isTouchEvent(e.getEvent())&&null==e.getState()){let t=this.getCellAt(e.graphX,e.graphY);null!=t&&this.isSwimlane(t)&&this.hitsSwimlaneContent(t,e.graphX,e.graphY)?t=null:(e.state=this.view.getState(t),null!=e.state&&null!=e.state.shape&&(this.container.style.cursor=e.state.shape.node.style.cursor))}return null==e.getState()&&this.isEnabled()&&(this.container.style.cursor="default"),e}),n=!1,r=!1,l=this.fireMouseEvent;this.fireMouseEvent=function(t,o){t==i.kb.MOUSE_DOWN&&(o=this.updateMouseEvent(o),e=this.isCellSelected(o.getCell()),n=this.isSelectionEmpty(),r=this.popupMenuHandler.isMenuShowing()),l.apply(this,arguments)},this.popupMenuHandler.mouseUp=i.mb.bind(this,(function(t,l){this.popupMenuHandler.popupTrigger=!this.isEditing()&&this.isEnabled()&&(null==l.getState()||!l.isSource(l.getState().control))&&(this.popupMenuHandler.popupTrigger||!r&&!i.kb.isMouseEvent(l.getEvent())&&(n&&null==l.getCell()&&this.isSelectionEmpty()||e&&this.isCellSelected(l.getCell()))),i.x.prototype.mouseUp.apply(this.popupMenuHandler,arguments)}))},i.y.prototype.isContentEditing=function(){var t=this.graph.view.getState(this.editingCell);return null!=t&&1==t.style.html},i.y.prototype.isTableSelected=function(){return null!=this.graph.getParentByName(this.graph.getSelectedElement(),"TABLE",this.textarea)},i.y.prototype.alignText=function(t,e){let n=null!=e&&i.kb.isShiftDown(e);if(n||null!=window.getSelection&&null!=window.getSelection().containsNode){let e=!0;this.graph.processElements(this.textarea,(function(t){n||window.getSelection().containsNode(t,!0)?(t.removeAttribute("align"),t.style.textAlign=null):e=!1})),e&&this.graph.cellEditor.setAlign(t)}document.execCommand("justify"+t.toLowerCase(),!1,null)},i.y.prototype.saveSelection=function(){if(window.getSelection){var t=window.getSelection();if(t.getRangeAt&&t.rangeCount){var e=[];for(let n=0,i=t.rangeCount;n")||0<=this.textarea.innerHTML.indexOf("\x3c!--[if !mso]>")?function e(n,i){if(null!=n)if(i.originalNode!=n)t(n);else for(n=n.firstChild,i=i.firstChild;null!=n;){var r=n.nextSibling;null==i?t(n):(e(n,i),i=i.nextSibling),n=r}}(this.textarea,e):C.removePasteFormatting(this.textarea))})),0)})))},i.y.prototype.toggleViewMode=function(){var t,e,n,r,l,o,s,a,h,u=this.graph.view.getState(this.editingCell);null!=u&&(t=null!=u&&"0"!=i.mb.getValue(u.style,"nl2Br","1"),e=this.saveSelection(),this.codeViewMode?(0<(a=i.mb.extractTextWithWhitespace(this.textarea.childNodes)).length&&"\n"==a.charAt(a.length-1)&&(a=a.substring(0,a.length-1)),a=this.graph.sanitizeHtml(t?a.replace(/\n/g,"
"):a,!0),this.textarea.className="mxCellEditor geContentEditable",h=i.mb.getValue(u.style,i.qb.STYLE_FONTSIZE,i.qb.DEFAULT_FONTSIZE),n=i.mb.getValue(u.style,i.qb.STYLE_FONTFAMILY,i.qb.DEFAULT_FONTFAMILY),r=i.mb.getValue(u.style,i.qb.STYLE_ALIGN,i.qb.ALIGN_LEFT),l=(i.mb.getValue(u.style,i.qb.STYLE_FONTSTYLE,0)&i.qb.FONT_BOLD)==i.qb.FONT_BOLD,o=(i.mb.getValue(u.style,i.qb.STYLE_FONTSTYLE,0)&i.qb.FONT_ITALIC)==i.qb.FONT_ITALIC,s=[],(i.mb.getValue(u.style,i.qb.STYLE_FONTSTYLE,0)&i.qb.FONT_UNDERLINE)==i.qb.FONT_UNDERLINE&&s.push("underline"),(i.mb.getValue(u.style,i.qb.STYLE_FONTSTYLE,0)&i.qb.FONT_STRIKETHROUGH)==i.qb.FONT_STRIKETHROUGH&&s.push("line-through"),this.textarea.style.lineHeight=i.qb.ABSOLUTE_LINE_HEIGHT?Math.round(h*i.qb.LINE_HEIGHT)+"px":i.qb.LINE_HEIGHT,this.textarea.style.fontSize=Math.round(h)+"px",this.textarea.style.textDecoration=s.join(" "),this.textarea.style.fontWeight=l?"bold":"normal",this.textarea.style.fontStyle=o?"italic":"",this.textarea.style.fontFamily=n,this.textarea.style.textAlign=r,this.textarea.style.padding="0px",this.textarea.innerHTML!=a&&(this.textarea.innerHTML=a,0==this.textarea.innerHTML.length)&&(this.textarea.innerHTML=this.getEmptyLabelText(),this.clearOnChange=0
")),a=this.graph.sanitizeHtml(t?a.replace(/\n/g,"").replace(/<br\s*.?>/g,"
"):a,!0),this.textarea.className="mxCellEditor mxPlainTextEditor",h=i.qb.DEFAULT_FONTSIZE,this.textarea.style.lineHeight=i.qb.ABSOLUTE_LINE_HEIGHT?Math.round(h*i.qb.LINE_HEIGHT)+"px":i.qb.LINE_HEIGHT,this.textarea.style.fontSize=Math.round(h)+"px",this.textarea.style.textDecoration="",this.textarea.style.fontWeight="normal",this.textarea.style.fontStyle="",this.textarea.style.fontFamily=i.qb.DEFAULT_FONTFAMILY,this.textarea.style.textAlign="left",this.textarea.style.padding="2px",this.textarea.innerHTML!=a&&(this.textarea.innerHTML=a),this.codeViewMode=!0),this.textarea.focus(),null!=this.switchSelectionState&&this.restoreSelection(this.switchSelectionState),this.switchSelectionState=e,this.resize())},i.y.prototype.resize),Ge=(i.y.prototype.resize=function(t){if(null!=this.textarea)if(t=this.graph.getView().getState(this.editingCell),this.codeViewMode&&null!=t){var e=t.view.scale;if(this.bounds=i.pb.fromRectangle(t),0==this.bounds.width&&0==this.bounds.height){this.bounds.width=160*e,this.bounds.height=60*e;let n=null!=t.text?t.text.margin:null;null==n&&(n=i.mb.getAlignmentAsPoint(i.mb.getValue(t.style,i.qb.STYLE_ALIGN,i.qb.ALIGN_CENTER),i.mb.getValue(t.style,i.qb.STYLE_VERTICAL_ALIGN,i.qb.ALIGN_MIDDLE))),this.bounds.x+=n.x*this.bounds.width,this.bounds.y+=n.y*this.bounds.height}this.textarea.style.width=Math.round((this.bounds.width-4)/e)+"px",this.textarea.style.height=Math.round((this.bounds.height-4)/e)+"px",this.textarea.style.overflow="auto",this.textarea.clientHeight")),n=this.graph.sanitizeHtml(n,!0)}},i.y.prototype.getCurrentValue),Ue=(i.y.prototype.getCurrentValue=function(t){if("0"==i.mb.getValue(t.style,"html","0"))return Be.apply(this,arguments);{let e=this.graph.sanitizeHtml(this.textarea.innerHTML,!0);return e="1"==i.mb.getValue(t.style,"nl2Br","1")?e.replace(/\r\n/g,"
").replace(/\n/g,"
"):e.replace(/\r\n/g,"").replace(/\n/g,"")}},i.y.prototype.stopEditing),Ve=(i.y.prototype.stopEditing=function(){this.codeViewMode&&this.toggleViewMode(),Ue.apply(this,arguments),this.focusContainer()},i.y.prototype.focusContainer=function(){try{this.graph.container.focus()}catch(Re){}},i.y.prototype.applyValue),Fe=(i.y.prototype.applyValue=function(t,e){this.graph.getModel().beginUpdate();try{Ve.apply(this,arguments),""==e&&this.graph.isCellDeletable(t.cell)&&0==this.graph.model.getChildCount(t.cell)&&this.graph.isTransparentState(t)&&this.graph.removeCells([t.cell],!1)}finally{this.graph.getModel().endUpdate()}},i.y.prototype.getBackgroundColor=function(t){let e=i.mb.getValue(t.style,i.qb.STYLE_LABEL_BACKGROUNDCOLOR,null);return(e=null!=e&&e!=i.qb.NONE||null==t.cell.geometry||!(0'),A.prototype.secondaryHandle=C.createSvgImage(16,16,''),A.prototype.fixedHandle=C.createSvgImage(18,18,''),A.prototype.terminalHandle=C.createSvgImage(18,18,''),A.prototype.rotationHandle=C.createSvgImage(16,16,'',24,24),i.q.prototype.pointImage=C.createSvgImage(5,5,''),i.l.TABLE_HANDLE_COLOR="#fca000",i.l.prototype.handleImage=A.prototype.mainHandle,i.l.prototype.secondaryHandleImage=A.prototype.secondaryHandle,i.wb.prototype.handleImage=A.prototype.mainHandle,i.wb.prototype.terminalHandleImage=A.prototype.terminalHandle,i.wb.prototype.fixedHandleImage=A.prototype.fixedHandle,i.wb.prototype.labelHandleImage=A.prototype.secondaryHandle,i.D.prototype.sizerImage=A.prototype.mainHandle,S.prototype.triangleUp=A.prototype.triangleUp,S.prototype.triangleRight=A.prototype.triangleRight,S.prototype.triangleDown=A.prototype.triangleDown,S.prototype.triangleLeft=A.prototype.triangleLeft,S.prototype.refreshTarget=A.prototype.refreshTarget,S.prototype.roundDrop=A.prototype.roundDrop,(new Image).src=A.prototype.mainHandle.src,(new Image).src=A.prototype.fixedHandle.src,(new Image).src=A.prototype.terminalHandle.src,(new Image).src=A.prototype.secondaryHandle.src,(new Image).src=A.prototype.rotationHandle.src,(new Image).src=A.prototype.triangleUp.src,(new Image).src=A.prototype.triangleRight.src,(new Image).src=A.prototype.triangleDown.src,(new Image).src=A.prototype.triangleLeft.src,(new Image).src=A.prototype.refreshTarget.src,(new Image).src=A.prototype.roundDrop.src,i.l.prototype.rotationEnabled=!0,i.l.prototype.manageSizers=!0,i.l.prototype.livePreview=!0,i.m.prototype.maxLivePreview=16,i.n.prototype.defaultOpacity=30,i.p.prototype.outlineConnect=!0,i.Db.prototype.keepOnTop=!0,i.l.prototype.parentHighlightEnabled=!0,i.wb.prototype.parentHighlightEnabled=!0,i.wb.prototype.dblClickRemoveEnabled=!0,i.wb.prototype.straightRemoveEnabled=!0,i.wb.prototype.virtualBendsEnabled=!0,i.wb.prototype.mergeRemoveEnabled=!0,i.wb.prototype.manageLabelHandle=!0,i.wb.prototype.outlineConnect=!0,i.wb.prototype.isAddVirtualBendEvent=function(t){return!i.kb.isShiftDown(t.getEvent())},i.wb.prototype.isCustomHandleEvent=function(t){return!i.kb.isShiftDown(t.getEvent())},C.touchStyle){(i.lb.IS_TOUCH||0s||Math.abs(o)>s)&&(null==this.div&&(this.div=this.createShape()),i.mb.clearSelection(),this.update(n,r),this.isSpaceEvent(e)?(l=this.x+this.width,o=this.y+this.height,s=this.graph.view.scale,i.kb.isAltDown(e.getEvent())||(this.width=this.graph.snap(this.width/s)*s,this.height=this.graph.snap(this.height/s)*s,this.graph.isGridEnabled()||(this.width=this.state.absolutePoints.length-1||this.constructor==i.F&&2==t)?this.graph.getConnectionConstraint(this.state,n,e):null)?this.graph.getConnectionPoint(this.state.getVisibleTerminalState(e),t):null)?this.fixedHandleImage:null!=t&&null!=n?this.terminalHandleImage:this.handleImage))return(t=new i.G(new i.pb(0,0,e.width,e.height),e.src)).preserveImageAspect=!1,t;{let t=i.qb.HANDLE_SIZE;return this.preferHtml&&--t,new i.H(new i.pb(0,0,t,t),i.qb.HANDLE_FILLCOLOR,i.qb.HANDLE_STROKECOLOR)}},i.l.prototype.createSizerShape),an=(i.l.prototype.createSizerShape=function(t,e){return this.handleImage=e==i.kb.ROTATION_HANDLE?A.prototype.rotationHandle:e==i.kb.LABEL_HANDLE?this.secondaryHandleImage:this.handleImage,sn.apply(this,arguments)},i.m.prototype.getBoundingBox),hn=(i.m.prototype.getBoundingBox=function(t){if(null!=t&&1==t.length){var e=this.graph.getModel(),n=e.getParent(t[0]),r=this.graph.getCellGeometry(t[0]);if(e.isEdge(n)&&null!=r&&r.relative&&null!=(e=this.graph.view.getState(t[0]))&&e.width<2&&e.height<2&&null!=e.text&&null!=e.text.boundingBox)return i.pb.fromRectangle(e.text.boundingBox)}return an.apply(this,arguments)},i.m.prototype.getGuideStates),un=(i.m.prototype.getGuideStates=function(){var t=hn.apply(this,arguments),e=[];for(let n=0;n{this.showTooltips=!0})),i.kb.addListener(document,i.lb.IS_POINTER?"pointerup":"mouseup",this.pointerUpHandler),this.pointerDownHandler=i.mb.bind(this,(()=>{this.showTooltips=!1,this.hideTooltip()})),i.kb.addListener(document,i.lb.IS_POINTER?"pointerdown":"mousedown",this.pointerDownHandler),this.pointerMoveHandler=i.mb.bind(this,(function(t){let e=i.kb.getSource(t);for(;null!=e;){if(e==this.currentElt)return;e=e.parentNode}this.hideTooltip()})),i.kb.addListener(document,i.lb.IS_POINTER?"pointermove":"mousemove",this.pointerMoveHandler),this.pointerOutHandler=i.mb.bind(this,(function(t){null==t.toElement&&null==t.relatedTarget&&this.hideTooltip()})),i.kb.addListener(document,i.lb.IS_POINTER?"pointerout":"mouseout",this.pointerOutHandler),i.kb.addListener(e,"scroll",i.mb.bind(this,(function(){this.showTooltips=!0,this.hideTooltip()}))),this.init()}function T(t){this.editorUi=t,this.menus=new Object,this.init()}function L(t,e){this.editorUi=t,this.container=e}function I(t,e){i.ub.call(this),this.funct=t,this.enabled=null==e||e}function M(t,e){this.editorUi=t,this.container=e,this.staticElements=[],this.init(),this.gestureHandler=i.mb.bind(this,(function(t){null!=this.editorUi.currentMenu&&i.kb.getSource(t)!=this.editorUi.currentMenu.div&&this.hideMenu()})),i.kb.addGestureListeners(document,this.gestureHandler)}function R(e,n,r,l){i.ub.call(this),this.destroyFunctions=[],this.editor=e||new N,this.container=n||document.body;let o=this.editor.graph;if(o.lightbox=r,o.useCssTransforms&&(this.lazyZoomDelay=0),i.tb.prototype.submenuImage=b,i.tb.prototype.showMenu=function(){n.appendChild(this.div),i.mb.fit(this.div)},i.tb.prototype.showSubmenu=function(t,e){var r,l,o,s,a;null!=e.div&&(e.div.style.left=t.div.offsetLeft+e.offsetLeft+e.offsetWidth-1+"px",e.div.style.top=t.div.offsetTop+e.offsetTop+"px",n.appendChild(e.div),r=parseInt(e.div.offsetLeft),l=parseInt(e.div.offsetWidth),o=i.mb.getDocumentScrollOrigin(document),s=document.body,a=document.documentElement,o.x+(s.clientWidth||a.clientWidth){this.status=t,this.fireEvent(new i.nb("statusChanged"))},this.getStatus=function(){return this.status},this.graphChangeListener=function(t,e){null!=(e=null!=e?e.getProperty("edit"):null)&&e.ignoreEdit||this.setModified(!0)},this.graph.getModel().addListener(i.kb.CHANGE,i.mb.bind(this,(function(){this.graphChangeListener.apply(this,arguments)}))),this.graph.resetViewOnRootChange=!1,this.init()}S.prototype.init=function(){this.addSearchPalette(!0),this.addGeneralPalette(!0),this.addStencilPalette("flowchart",i.jb.get("flowchart"),f["flowchart.xml"],";whiteSpace=wrap;html=1;fillColor=#ffffff;strokeColor=#000000;strokeWidth=2",null,null,null,null,null,!0),this.addMiscPalette(!1),this.addAdvancedPalette(!1),this.addBasicPalette(""),this.addStencilPalette("arrows",i.jb.get("arrows"),f["arrows.xml"],";whiteSpace=wrap;html=1;fillColor=#ffffff;strokeColor=#000000;strokeWidth=2"),this.addUmlPalette(!1),this.addBpmnPalette("",!1),this.addImagePalette("clipart",i.jb.get("clipart"),"","_128x128.png",["Earth_globe","Empty_Folder","Full_Folder","Gear","Lock","Software","Virus","Email","Database","Router_Icon","iPad","iMac","Laptop","MacBook","Monitor_Tower","Printer","Server_Tower","Workstation","Firewall_02","Wireless_Router_N","Credit_Card","Piggy_Bank","Graph","Safe","Shopping_Cart","Suit1","Suit2","Suit3","Pilot1","Worker1","Soldier1","Doctor1","Tech1","Security1","Telesales1"],null,{Wireless_Router_N:"wireless router switch wap wifi access point wlan",Router_Icon:"router switch"})},S.prototype.collapsedImage="data:image/gif;base64,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",S.prototype.expandedImage="data:image/gif;base64,R0lGODlhDQANAIABAJmZmf///yH/C1hNUCBEYXRhWE1QPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS4wLWMwNjAgNjEuMTM0Nzc3LCAyMDEwLzAyLzEyLTE3OjMyOjAwICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOnhtcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIiB4bWxuczpzdFJlZj0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlUmVmIyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ1M1IE1hY2ludG9zaCIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDoxREY3NzBERjZGNUYxMUU1QjZEOThCNDYxMDQ2MzNCQiIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDoxREY3NzBFMDZGNUYxMUU1QjZEOThCNDYxMDQ2MzNCQiI+IDx4bXBNTTpEZXJpdmVkRnJvbSBzdFJlZjppbnN0YW5jZUlEPSJ4bXAuaWlkOjFERjc3MERENkY1RjExRTVCNkQ5OEI0NjEwNDYzM0JCIiBzdFJlZjpkb2N1bWVudElEPSJ4bXAuZGlkOjFERjc3MERFNkY1RjExRTVCNkQ5OEI0NjEwNDYzM0JCIi8+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiA8P3hwYWNrZXQgZW5kPSJyIj8+Af/+/fz7+vn49/b19PPy8fDv7u3s6+rp6Ofm5eTj4uHg397d3Nva2djX1tXU09LR0M/OzczLysnIx8bFxMPCwcC/vr28u7q5uLe2tbSzsrGwr66trKuqqainpqWko6KhoJ+enZybmpmYl5aVlJOSkZCPjo2Mi4qJiIeGhYSDgoGAf359fHt6eXh3dnV0c3JxcG9ubWxramloZ2ZlZGNiYWBfXl1cW1pZWFdWVVRTUlFQT05NTEtKSUhHRkVEQ0JBQD8+PTw7Ojk4NzY1NDMyMTAvLi0sKyopKCcmJSQjIiEgHx4dHBsaGRgXFhUUExIREA8ODQwLCgkIBwYFBAMCAQAAIfkEAQAAAQAsAAAAAA0ADQAAAhGMj6nL3QAjVHIu6azbvPtWAAA7",S.prototype.searchImage="data:image/png;base64,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",S.prototype.dragPreviewBorder="1px dashed black",S.prototype.enableTooltips=!0,S.prototype.tooltipBorder=16,S.prototype.tooltipDelay=300,S.prototype.dropTargetDelay=200,S.prototype.gearImage=y,S.prototype.thumbWidth=42,S.prototype.thumbHeight=42,S.prototype.minThumbStrokeWidth=1,S.prototype.thumbAntiAlias=!1,S.prototype.thumbPadding=5<=document.documentMode?2:3,S.prototype.thumbBorder=2,S.prototype.thumbPadding=5<=document.documentMode?0:1,S.prototype.thumbBorder=1,S.prototype.thumbWidth=32,S.prototype.thumbHeight=30,S.prototype.minThumbStrokeWidth=1.3,S.prototype.thumbAntiAlias=!0,S.prototype.sidebarTitleSize=9,S.prototype.sidebarTitles=!1,S.prototype.tooltipTitles=!0,S.prototype.maxTooltipWidth=400,S.prototype.maxTooltipHeight=400,S.prototype.addStencilsToIndex=!0,S.prototype.defaultImageWidth=80,S.prototype.defaultImageHeight=80,S.prototype.getTooltipOffset=function(){return new i.Cb(0,0)},S.prototype.showTooltip=function(t,e,n,r,l,o){var s;this.enableTooltips&&this.showTooltips&&this.currentElt!=t&&(null!=this.thread&&(window.clearTimeout(this.thread),this.thread=null),s=i.mb.bind(this,(function(){null==this.tooltip&&(this.tooltip=document.createElement("div"),this.tooltip.className="geSidebarTooltip",this.tooltip.style.zIndex=i.tb.prototype.zIndex-1,document.body.appendChild(this.tooltip),this.graph2=new C(this.tooltip,null,null,this.editorUi.editor.graph.getStylesheet()),this.graph2.resetViewOnRootChange=!1,this.graph2.foldingEnabled=!1,this.graph2.gridEnabled=!1,this.graph2.autoScroll=!1,this.graph2.setTooltips(!1),this.graph2.setConnectable(!1),this.graph2.setEnabled(!1)),this.graph2.model.clear(),this.graph2.view.setTranslate(this.tooltipBorder,this.tooltipBorder),n>this.maxTooltipWidth||r>this.maxTooltipHeight?this.graph2.view.scale=Math.round(100*Math.min(this.maxTooltipWidth/n,this.maxTooltipHeight/r))/100:this.graph2.view.scale=1,this.tooltip.style.display="block",this.graph2.labelsVisible=null==o||o;var s=i.lb.NO_FO,a=(s=(i.lb.NO_FO=N.prototype.originalNoForeignObject,this.graph2.addCells(e),i.lb.NO_FO=s,this.graph2.getGraphBounds())).width+2*this.tooltipBorder+4;let h=s.height+2*this.tooltipBorder,u=(i.lb.IS_QUIRKS?(h+=4,this.tooltip.style.overflow="hidden"):this.tooltip.style.overflow="visible",this.tooltip.style.width=a+"px",a);this.tooltipTitles&&null!=l&&0a&&(this.tooltip.style.width=u+"px"),this.tooltip.style.height=h+"px";var d=-Math.round(s.x-this.tooltipBorder)+(u>a?(u-a)/2:0),p=(a=-Math.round(s.y-this.tooltipBorder),s=document.body,document.documentElement),c=this.getTooltipOffset();s=Math.max(s.clientHeight||0,p.clientHeight),p=this.container.clientWidth+this.editorUi.splitSize+3+this.editorUi.container.offsetLeft+c.x,s=Math.min(s-h-20,Math.max(0,this.editorUi.container.offsetTop+this.container.offsetTop+t.offsetTop-this.container.scrollTop-h/2+16))+c.y;0!=d||0!=a?this.graph2.view.canvas.setAttribute("transform","translate("+d+","+a+")"):this.graph2.view.canvas.removeAttribute("transform"),this.tooltip.style.position="absolute",this.tooltip.style.left=p+"px",this.tooltip.style.top=s+"px"})),null!=this.tooltip&&"none"!=this.tooltip.style.display?s():this.thread=window.setTimeout(s,this.tooltipDelay),this.currentElt=t)},S.prototype.hideTooltip=function(){null!=this.thread&&(window.clearTimeout(this.thread),this.thread=null),null!=this.tooltip&&(this.tooltip.style.display="none",this.currentElt=null)},S.prototype.addDataEntry=function(t,e,n,r,l){return this.addEntry(t,i.mb.bind(this,(function(){return this.createVertexTemplateFromData(l,e,n,r)})))},S.prototype.addEntries=function(t){for(let e=0;eHeading
Lorem ipsum dolor sit amet, consectetur adipisicing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua.
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preparation"),this.createVertexTemplateEntry("triangle;whiteSpace=wrap;html=1;",60,80,"","Triangle",null,null,"triangle logic inverter buffer"),this.createVertexTemplateEntry("shape=cylinder;whiteSpace=wrap;html=1;boundedLbl=1;backgroundOutline=1;",60,80,"","Cylinder",null,null,"cylinder data database"),this.createVertexTemplateEntry("ellipse;shape=cloud;whiteSpace=wrap;html=1;",120,80,"","Cloud",null,null,"cloud network"),this.createVertexTemplateEntry("shape=document;whiteSpace=wrap;html=1;boundedLbl=1;",120,80,"","Document"),this.createVertexTemplateEntry("shape=internalStorage;whiteSpace=wrap;html=1;backgroundOutline=1;",80,80,"","Internal Storage"),this.createVertexTemplateEntry("shape=cube;whiteSpace=wrap;html=1;boundedLbl=1;backgroundOutline=1;darkOpacity=0.05;darkOpacity2=0.1;",120,80,"","Cube"),this.createVertexTemplateEntry("shape=step;perimeter=stepPerimeter;whiteSpace=wrap;html=1;fixedSize=1;",120,80,"","Step"),this.createVertexTemplateEntry("shape=trapezoid;perimeter=trapezoidPerimeter;whiteSpace=wrap;html=1;",120,60,"","Trapezoid"),this.createVertexTemplateEntry("shape=tape;whiteSpace=wrap;html=1;",120,100,"","Tape"),this.createVertexTemplateEntry("shape=note;whiteSpace=wrap;html=1;backgroundOutline=1;darkOpacity=0.05;",80,100,"","Note"),this.createVertexTemplateEntry("shape=card;whiteSpace=wrap;html=1;",80,100,"","Card"),this.createVertexTemplateEntry("shape=callout;whiteSpace=wrap;html=1;perimeter=calloutPerimeter;",120,80,"","Callout",null,null,"bubble chat thought speech 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Title
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Section 2.1\nSection 2.2\nSection 2.3
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i.Cb(160,0),!1),t.geometry.relative=!0,t.geometry.x=-1,t.geometry.y=3,t.edge=!0,e.createEdgeTemplateFromCells([t],160,0,"Composition 1")})),this.addEntry("uml relation",(function(){var t,n=new i.rb("Relation",new i.w(0,0,0,0),"endArrow=open;html=1;endSize=12;startArrow=diamondThin;startSize=14;startFill=0;edgeStyle=orthogonalEdgeStyle;");return(t=((t=(n.geometry.setTerminalPoint(new i.Cb(0,0),!0),n.geometry.setTerminalPoint(new i.Cb(160,0),!1),n.geometry.relative=!0,n.edge=!0,new i.rb("0..n",new i.w(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=top;labelBackgroundColor=#ffffff;fontSize=10;"))).geometry.relative=!0,t.setConnectable(!1),t.vertex=!0,n.insert(t),new i.rb("1",new i.w(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=top;labelBackgroundColor=#ffffff;fontSize=10;"))).geometry.relative=!0,t.setConnectable(!1),t.vertex=!0,n.insert(t),e.createEdgeTemplateFromCells([n],160,0,"Relation 2")})),this.createEdgeTemplateEntry("endArrow=open;endSize=12;dashed=1;html=1;",160,0,"Use","Dependency",null,"uml dependency use"),this.createEdgeTemplateEntry("endArrow=block;endSize=16;endFill=0;html=1;",160,0,"Extends","Generalization",null,"uml generalization extend"),this.createEdgeTemplateEntry("endArrow=block;startArrow=block;endFill=1;startFill=1;html=1;",160,0,"","Association 2",null,"uml association"),this.createEdgeTemplateEntry("endArrow=open;startArrow=circlePlus;endFill=0;startFill=0;endSize=8;html=1;",160,0,"","Inner Class",null,"uml inner class"),this.createEdgeTemplateEntry("endArrow=open;startArrow=cross;endFill=0;startFill=0;endSize=8;startSize=10;html=1;",160,0,"","Terminate",null,"uml terminate"),this.createEdgeTemplateEntry("endArrow=block;dashed=1;endFill=0;endSize=12;html=1;",160,0,"","Implementation",null,"uml realization implementation"),this.createEdgeTemplateEntry("endArrow=diamondThin;endFill=0;endSize=24;html=1;",160,0,"","Aggregation 2",null,"uml 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Activity",null,null,"bpmn call activity"),this.addEntry("bpmn subprocess sub process sub-process",(function(){var e=new i.rb("Sub-Process",new i.w(0,0,120,80),"html=1;whiteSpace=wrap;rounded=1;dropTarget=0;"),n=(e.vertex=!0,new i.rb("",new i.w(.5,1,14,14),"html=1;shape=plus;outlineConnect=0;"));return n.vertex=!0,n.geometry.relative=!0,n.geometry.offset=new i.Cb(-7,-14),e.insert(n),t.createVertexTemplateFromCells([e],e.geometry.width,e.geometry.height,"Sub-Process")})),this.addEntry(this.getTagsForStencil("mxgraph.bpmn","loop","subprocess sub process sub-process looped").join(" "),(function(){var e,n=new i.rb("Looped\nSub-Process",new i.w(0,0,120,80),"html=1;whiteSpace=wrap;rounded=1;dropTarget=0;");return(e=((e=(n.vertex=!0,new i.rb("",new i.w(.5,1,14,14),"html=1;shape=mxgraph.bpmn.loop;outlineConnect=0;"))).vertex=!0,e.geometry.relative=!0,e.geometry.offset=new i.Cb(-15,-14),n.insert(e),new i.rb("",new i.w(.5,1,14,14),"html=1;shape=plus;"))).vertex=!0,e.geometry.relative=!0,e.geometry.offset=new i.Cb(1,-14),n.insert(e),t.createVertexTemplateFromCells([n],n.geometry.width,n.geometry.height,"Looped Sub-Process")})),this.addEntry("bpmn receive task",(function(){var e=new i.rb("Receive",new i.w(0,0,120,80),"html=1;whiteSpace=wrap;rounded=1;dropTarget=0;"),n=(e.vertex=!0,new i.rb("",new i.w(0,0,20,14),"html=1;shape=message;outlineConnect=0;"));return n.vertex=!0,n.geometry.relative=!0,n.geometry.offset=new i.Cb(7,7),e.insert(n),t.createVertexTemplateFromCells([e],e.geometry.width,e.geometry.height,"Receive Task")})),this.addEntry(this.getTagsForStencil("mxgraph.bpmn","user_task").join(" "),(function(){var e,n=new i.rb("User",new i.w(0,0,120,80),"html=1;whiteSpace=wrap;rounded=1;dropTarget=0;");return(e=((e=(n.vertex=!0,new i.rb("",new i.w(0,0,14,14),"html=1;shape=mxgraph.bpmn.user_task;outlineConnect=0;"))).vertex=!0,e.geometry.relative=!0,e.geometry.offset=new i.Cb(7,7),n.insert(e),new i.rb("",new i.w(.5,1,14,14),"html=1;shape=plus;outlineConnect=0;"))).vertex=!0,e.geometry.relative=!0,e.geometry.offset=new i.Cb(-7,-14),n.insert(e),t.createVertexTemplateFromCells([n],n.geometry.width,n.geometry.height,"User Task")})),this.addEntry(this.getTagsForStencil("mxgraph.bpmn","timer_start","attached").join(" "),(function(){var e=new i.rb("Process",new i.w(0,0,120,80),"html=1;whiteSpace=wrap;rounded=1;dropTarget=0;"),n=(e.vertex=!0,new i.rb("",new i.w(1,1,30,30),"shape=mxgraph.bpmn.timer_start;perimeter=ellipsePerimeter;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;"));return n.vertex=!0,n.geometry.relative=!0,n.geometry.offset=new i.Cb(-40,-15),e.insert(n),t.createVertexTemplateFromCells([e],120,95,"Attached Timer Event 1")})),this.addEntry(this.getTagsForStencil("mxgraph.bpmn","timer_start","attached").join(" "),(function(){var e=new i.rb("Process",new i.w(0,0,120,80),"html=1;whiteSpace=wrap;rounded=1;dropTarget=0;"),n=(e.vertex=!0,new i.rb("",new i.w(1,0,30,30),"shape=mxgraph.bpmn.timer_start;perimeter=ellipsePerimeter;html=1;labelPosition=right;labelBackgroundColor=#ffffff;align=left;outlineConnect=0;"));return n.vertex=!0,n.geometry.relative=!0,n.geometry.offset=new i.Cb(-15,10),e.insert(n),t.createVertexTemplateFromCells([e],135,80,"Attached Timer Event 2")})),this.createVertexTemplateEntry("swimlane;html=1;horizontal=0;startSize=20;",320,240,"Pool","Pool",null,null,"bpmn pool"),this.createVertexTemplateEntry("swimlane;html=1;horizontal=0;swimlaneLine=0;",300,120,"Lane","Lane",null,null,"bpmn lane"),this.createVertexTemplateEntry("shape=hexagon;html=1;whiteSpace=wrap;perimeter=hexagonPerimeter;rounded=0;",60,50,"","Conversation",null,null,"bpmn conversation"),this.createVertexTemplateEntry("shape=hexagon;html=1;whiteSpace=wrap;perimeter=hexagonPerimeter;strokeWidth=4;rounded=0;",60,50,"","Call Conversation",null,null,"bpmn call 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i.Cb(-7,-14),n.insert(e),t.createVertexTemplateFromCells([n],n.geometry.width,n.geometry.height,"Data Object")})),this.createVertexTemplateEntry("shape=datastore;whiteSpace=wrap;html=1;",60,60,"","Data Store",null,null,"bpmn data store"),this.createVertexTemplateEntry("shape=plus;html=1;outlineConnect=0;",14,14,"","Sub-Process Marker",null,null,"bpmn subprocess sub process sub-process marker"),this.createVertexTemplateEntry("shape=mxgraph.bpmn.loop;html=1;outlineConnect=0;",14,14,"","Loop Marker",null,null,"bpmn loop marker"),this.createVertexTemplateEntry("shape=parallelMarker;html=1;outlineConnect=0;",14,14,"","Parallel MI Marker",null,null,"bpmn parallel mi marker"),this.createVertexTemplateEntry("shape=parallelMarker;direction=south;html=1;outlineConnect=0;",14,14,"","Sequential MI Marker",null,null,"bpmn sequential mi marker"),this.createVertexTemplateEntry("shape=mxgraph.bpmn.ad_hoc;fillColor=#000000;html=1;outlineConnect=0;",14,14,"","Ad Hoc Marker",null,null,"bpmn ad hoc 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t=this.editor.graph;if(!t.standalone){i.kb.addListener(t.container,"scroll",i.mb.bind(this,(function(){t.tooltipHandler.hide(),null!=t.connectionHandler&&null!=t.connectionHandler.constraintHandler&&t.connectionHandler.constraintHandler.reset()}))),t.addListener(i.kb.ESCAPE,i.mb.bind(this,(function(){t.tooltipHandler.hide();var e=t.getRubberband();null!=e&&e.cancel()}))),i.kb.addListener(t.container,"keydown",i.mb.bind(this,(function(t){this.onKeyDown(t)}))),i.kb.addListener(t.container,"keypress",i.mb.bind(this,(function(t){this.onKeyPress(t)}))),this.addUndoListener(),this.addBeforeUnloadListener(),t.getSelectionModel().addListener(i.kb.CHANGE,i.mb.bind(this,(function(){this.updateActionStates()}))),t.getModel().addListener(i.kb.CHANGE,i.mb.bind(this,(function(){this.updateActionStates()})));let e=t.setDefaultParent,n=this;this.editor.graph.setDefaultParent=function(){e.apply(this,arguments),n.updateActionStates()},this.updateActionStates(),this.initClipboard(),this.initCanvas(),null!=this.format&&this.format.init()}},R.prototype.onKeyDown=function(t){var e=this.editor.graph;9!=t.which||!e.isEnabled()||i.kb.isAltDown(t)||e.isEditing()&&i.kb.isShiftDown(t)||(e.isEditing()?e.stopEditing(!1):e.selectCell(!i.kb.isShiftDown(t)),i.kb.consume(t))},R.prototype.onKeyPress=function(t){var e=this.editor.graph;!this.isImmediateEditingEvent(t)||e.isEditing()||e.isSelectionEmpty()||0===t.which||27===t.which||i.kb.isAltDown(t)||i.kb.isControlDown(t)||i.kb.isMetaDown(t)||(e.escape(),e.startEditing(),i.lb.IS_FF&&null!=(e=e.cellEditor).textarea&&(e.textarea.innerHTML=String.fromCharCode(t.which),(t=document.createRange()).selectNodeContents(e.textarea),t.collapse(!1),(e=window.getSelection()).removeAllRanges(),e.addRange(t)))},R.prototype.isImmediateEditingEvent=function(){return!0},R.prototype.getCssClassForMarker=function(t,e,n,r){return"flexArrow"==e?null!=n&&n!=i.qb.NONE?"geSprite geSprite-"+t+"blocktrans":"geSprite geSprite-noarrow":"box"==n||"halfCircle"==n?"geSprite geSvgSprite geSprite-"+n+("end"==t?" geFlipSprite":""):n==i.qb.ARROW_CLASSIC?"1"==r?"geSprite geSprite-"+t+"classic":"geSprite geSprite-"+t+"classictrans":n==i.qb.ARROW_CLASSIC_THIN?"1"==r?"geSprite geSprite-"+t+"classicthin":"geSprite geSprite-"+t+"classicthintrans":n==i.qb.ARROW_OPEN?"geSprite 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geSprite-"+t+"eronetoone":"ERmany"==n?"geSprite geSprite-"+t+"ermany":"ERoneToMany"==n?"geSprite geSprite-"+t+"eronetomany":"ERzeroToOne"==n?"geSprite geSprite-"+t+"eroneopt":"ERzeroToMany"==n?"geSprite geSprite-"+t+"ermanyopt":"geSprite geSprite-noarrow"},R.prototype.createMenus=function(){return new T(this)},R.prototype.updatePasteActionStates=function(){var t=this.editor.graph,e=this.actions.get("paste"),n=this.actions.get("pasteHere");e.setEnabled(this.editor.graph.cellEditor.isContentEditing()||!i.vb.isEmpty()&&t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())),n.setEnabled(e.isEnabled())},R.prototype.initClipboard=function(){let t=this,e=i.vb.cut,n=(i.vb.cut=function(n){n.cellEditor.isContentEditing()?document.execCommand("cut",!1,null):e.apply(this,arguments),t.updatePasteActionStates()},i.vb.copy=function(e){let n=null;if(e.cellEditor.isContentEditing())document.execCommand("copy",!1,null);else{n=n||e.getSelectionCells(),n=e.getExportableCells(e.model.getTopmostCells(n));var r=new Object,l=e.createCellLookup(n),o=e.cloneCells(n,null,r),s=new i.yb,a=s.getChildAt(s.getRoot(),0);for(let t=0;tr.container.scrollLeft+.9*r.container.clientWidth&&(r.container.scrollLeft=Math.min(n.x+n.width-r.container.clientWidth,n.x-10)),n.y>r.container.scrollTop+.9*r.container.clientHeight)&&(r.container.scrollTop=Math.min(n.y+n.height-r.container.clientHeight,n.y-10))):(n=r.getGraphBounds(),e=Math.max(n.width,r.scrollTileSize.width*r.view.scale),t=Math.max(n.height,r.scrollTileSize.height*r.view.scale),r.container.scrollTop=Math.floor(Math.max(0,n.y-Math.max(20,(r.container.clientHeight-t)/4))),r.container.scrollLeft=Math.floor(Math.max(0,n.x-Math.max(0,(r.container.clientWidth-e)/2)))):(t=i.pb.fromRectangle(r.pageVisible?r.view.getBackgroundPageBounds():r.getGraphBounds()),n=r.view.translate,e=r.view.scale,t.x=t.x/e-n.x,t.y=t.y/e-n.y,t.width/=e,t.height/=e,n=r.pageVisible?0:Math.max(0,(r.container.clientHeight-t.height)/4),r.view.setTranslate(Math.floor(Math.max(0,(r.container.clientWidth-t.width)/2)-t.x+2),Math.floor(n-t.y+1)))):(r.container.scrollTop=0,r.container.scrollLeft=0,i.mb.hasScrollbars(r.container)||r.view.setTranslate(0,0))},R.prototype.setPageVisible=function(t){var e=this.editor.graph,n=i.mb.hasScrollbars(e.container);let r=0,l=0;n&&(r=e.view.translate.x*e.view.scale-e.container.scrollLeft,l=e.view.translate.y*e.view.scale-e.container.scrollTop),e.pageVisible=t,e.pageBreaksVisible=t,e.preferPageSize=t,e.view.validateBackground(),n&&(t=e.getSelectionCells(),e.clearSelection(),e.setSelectionCells(t)),e.sizeDidChange(),n&&(e.container.scrollLeft=e.view.translate.x*e.view.scale-r,e.container.scrollTop=e.view.translate.y*e.view.scale-l),this.fireEvent(new i.nb("pageViewChanged"))},O.prototype.execute=function(){var t,e=this.ui.editor.graph;this.ignoreColor||(this.color=this.previousColor,t=e.background,this.ui.setBackgroundColor(this.previousColor),this.previousColor=t),this.ignoreImage||(this.image=this.previousImage,t=e.backgroundImage,this.ui.setBackgroundImage(this.previousImage),this.previousImage=t),null!=this.previousFormat&&(this.format=this.previousFormat,t=e.pageFormat,this.previousFormat.width==t.width&&this.previousFormat.height==t.height||(this.ui.setPageFormat(this.previousFormat),this.previousFormat=t)),null!=this.foldingEnabled&&this.foldingEnabled!=this.ui.editor.graph.foldingEnabled&&(this.ui.setFoldingEnabled(this.foldingEnabled),this.foldingEnabled=!this.foldingEnabled),null!=this.previousPageScale&&(e=this.ui.editor.graph.pageScale,this.previousPageScale!=e)&&(this.ui.setPageScale(this.previousPageScale),this.previousPageScale=e)},(n=new i.M(new O,["ui","previousColor","previousImage","previousFormat","previousPageScale"])).afterDecode=function(t,e,n){return n.previousColor=n.color,n.previousImage=n.image,n.previousFormat=n.format,n.previousPageScale=n.pageScale,null!=n.foldingEnabled&&(n.foldingEnabled=!n.foldingEnabled),n},i.N.register(n),R.prototype.setBackgroundColor=function(t){this.editor.graph.background=t,this.editor.graph.view.validateBackground(),this.fireEvent(new i.nb("backgroundColorChanged"))},R.prototype.setFoldingEnabled=function(t){this.editor.graph.foldingEnabled=t,this.editor.graph.view.revalidate(),this.fireEvent(new i.nb("foldingEnabledChanged"))},R.prototype.setPageFormat=function(t){this.editor.graph.pageFormat=t,this.editor.graph.pageVisible?(this.editor.graph.view.validateBackground(),this.editor.graph.sizeDidChange()):this.actions.get("pageView").funct(),this.fireEvent(new i.nb("pageFormatChanged"))},R.prototype.setPageScale=function(t){this.editor.graph.pageScale=t,this.editor.graph.pageVisible?(this.editor.graph.view.validateBackground(),this.editor.graph.sizeDidChange()):this.actions.get("pageView").funct(),this.fireEvent(new i.nb("pageScaleChanged"))},R.prototype.setGridColor=function(t){this.editor.graph.view.gridColor=t,this.editor.graph.view.validateBackground(),this.fireEvent(new i.nb("gridColorChanged"))},R.prototype.addUndoListener=function(){let t=this.actions.get("undo"),e=this.actions.get("redo");var n=this.editor.undoManager;let r=i.mb.bind(this,(function(){t.setEnabled(this.canUndo()),e.setEnabled(this.canRedo())})),l=(n.addListener(i.kb.ADD,r),n.addListener(i.kb.UNDO,r),n.addListener(i.kb.REDO,r),n.addListener(i.kb.CLEAR,r),this.editor.graph.cellEditor.startEditing),o=(this.editor.graph.cellEditor.startEditing=function(){l.apply(this,arguments),r()},this.editor.graph.cellEditor.stopEditing);this.editor.graph.cellEditor.stopEditing=function(){o.apply(this,arguments),r()},r()},R.prototype.updateActionStates=function(){var t=this.editor.graph,e=!t.isSelectionEmpty();let n=!1,i=!1;var r=t.getSelectionCells();if(null!=r)for(var l=0;l").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g,""))}catch(t){}return e},R.prototype.extractGraphModelFromEvent=function(t){let e=null,n=null;return null!=t&&null!=(t=null!=t.dataTransfer?t.dataTransfer:t.clipboardData)&&(10==document.documentMode||11==document.documentMode?n=t.getData("Text"):(n=0<=i.mb.indexOf(t.types,"text/html")?t.getData("text/html"):null,i.mb.indexOf(t.types,null==n||0==n.length)&&(n=t.getData("text/plain"))),null!=n)&&(n=C.zapGremlins(i.mb.trim(n)),null!=(t=this.extractGraphModelFromHtml(n)))&&(n=t),null!=n&&this.isCompatibleString(n)?n:e},R.prototype.isCompatibleString=function(){return!1},R.prototype.executeLayout=function(t,e,n){let r=this.editor.graph;if(r.isEnabled()){r.getModel().beginUpdate();try{t()}catch(t){throw t}finally{this.allowAnimation&&e&&(null==navigator.userAgent||navigator.userAgent.indexOf("Camino")<0)?((t=new i.O(r)).addListener(i.kb.DONE,i.mb.bind(this,(function(){r.getModel().endUpdate(),null!=n&&n()}))),t.startAnimation()):(r.getModel().endUpdate(),null!=n&&n())}}},R.prototype.showImageDialog=function(t,e,n){var r=this.editor.graph.cellEditor,l=r.saveSelection();let o=i.mb.prompt(t,e);if(r.restoreSelection(l),null!=o&&0b.clientHeight-64&&(e.style.overflowY="auto"),o&&((l=document.createElement("img")).setAttribute("src",D.prototype.closeImage),l.setAttribute("title",i.jb.get("close")),l.className="geDialogClose",l.style.top=f+14+"px",l.style.left=y+n+38-p+"px",l.style.zIndex=this.zIndex,i.kb.addListener(l,"click",i.mb.bind(this,(function(){t.hideDialog(!0)}))),document.body.appendChild(l),this.dialogImg=l,!d)){let e=!1;i.kb.addGestureListeners(this.bg,i.mb.bind(this,(function(){e=!0})),null,i.mb.bind(this,(function(){e&&(t.hideDialog(!0),e=!1)})))}this.resizeListener=i.mb.bind(this,(function(){null!=u&&null!=(l=u())&&(c=n=l.w,m=r=l.h);var l=i.mb.getDocumentSize();x=l.height,this.bg.style.height=x+"px",y=Math.max(1,Math.round((l.width-n-64)/2)),f=Math.max(1,Math.round((x-r-t.footerHeight)/3)),n=null!=document.body?Math.min(c,document.body.scrollWidth-64):c,r=Math.min(m,x-64),l=this.getPosition(y,f,n,r);y=l.x,f=l.y,b.style.left=y+"px",b.style.top=f+"px",b.style.width=n+"px",b.style.height=r+"px",!a&&e.clientHeight>b.clientHeight-64&&(e.style.overflowY="auto"),null!=this.dialogImg&&(this.dialogImg.style.top=f+14+"px",this.dialogImg.style.left=y+n+38-p+"px")})),i.kb.addListener(window,"resize",this.resizeListener),this.onDialogClose=s,this.container=b,t.editor.fireEvent(new i.nb("showDialog"))}function k(t,e,n,r,l,o,s,a,h,u,d){h=null==h||h;var p=document.createElement("div"),c=((e=(p.style.textAlign="center",null!=e&&((c=document.createElement("div")).style.padding="0px",c.style.margin="0px",c.style.fontSize="18px",c.style.paddingBottom="16px",c.style.marginBottom="10px",c.style.borderBottom="1px solid 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l=document.createElement("table"),o=(l.style.width="100%",l.style.height="100%",document.createElement("tbody"));e=document.createElement("tr"),(n=document.createElement("td")).style.verticalAlign="top",n.style.fontSize="10pt",i.mb.write(n,i.jb.get("paperSize")+":"),e.appendChild(n),(n=document.createElement("td")).style.verticalAlign="top",n.style.fontSize="10pt";let s=P.addPageFormatPanel(n,"pagesetupdialog",r.pageFormat),a=(e.appendChild(n),o.appendChild(e),e=document.createElement("tr"),n=document.createElement("td"),i.mb.write(n,i.jb.get("background")+":"),e.appendChild(n),(n=document.createElement("td")).style.whiteSpace="nowrap",document.createElement("input").setAttribute("type","text"),document.createElement("button")),h=(a.style.width="18px",a.style.height="18px",a.style.marginRight="20px",a.style.backgroundPosition="center center",a.style.backgroundRepeat="no-repeat",r.background);function u(){null==h||h==i.qb.NONE?(a.style.backgroundColor="",a.style.backgroundImage="url('"+D.prototype.noColorImage+"')"):(a.style.backgroundColor=h,a.style.backgroundImage="")}u(),i.kb.addListener(a,"click",(function(e){t.pickColor(h||"none",(function(t){h=t,u()})),i.kb.consume(e)})),n.appendChild(a),i.mb.write(n,i.jb.get("gridSize")+":");let d=document.createElement("input"),p=(d.setAttribute("type","number"),d.setAttribute("min","0"),d.style.width="40px",d.style.marginLeft="6px",d.value=r.getGridSize(),n.appendChild(d),i.kb.addListener(d,"change",(function(){var t=parseInt(d.value);d.value=Math.max(1,isNaN(t)?r.getGridSize():t)})),e.appendChild(n),o.appendChild(e),e=document.createElement("tr"),n=document.createElement("td"),i.mb.write(n,i.jb.get("image")+":"),e.appendChild(n),n=document.createElement("td"),document.createElement("a")),c=(p.style.textDecoration="underline",p.style.cursor="pointer",p.style.color="#a0a0a0",r.backgroundImage);function 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y=document.createElement("input"),f=(y.setAttribute("value",e||""),y.style.marginLeft="4px",y.style.width=null!=p?p+"px":"180px",i.mb.button(n,(function(){null!=o&&!o(y.value)||(h&&t.hideDialog(),r(y.value))})));f.className="geBtn gePrimaryBtn",this.init=function(){if((null!=l||null==s)&&(y.focus(),i.lb.IS_GC||i.lb.IS_FF||5<=document.documentMode||i.lb.IS_QUIRKS?y.select():document.execCommand("selectAll",!1,null),C.fileSupport)){var t=g.parentNode;if(null!=t){let e=null;i.kb.addListener(t,"dragleave",(function(t){null!=e&&(e.style.backgroundColor="",e=null),t.stopPropagation(),t.preventDefault()})),i.kb.addListener(t,"dragover",i.mb.bind(this,(function(t){null==e&&(!i.lb.IS_IE||10'};let wn=i.sb.prototype.panGraph,Sn=(i.sb.prototype.panGraph=function(t,e){if(wn.apply(this,arguments),null!=this.shiftPreview1){let r=this.view.canvas;null!=r.ownerSVGElement&&(r=r.ownerSVGElement);var n=this.gridSize*this.view.scale*this.view.gridSteps;t=-Math.round(n-i.mb.mod(this.view.translate.x*this.view.scale+t,n))+"px "+-Math.round(n-i.mb.mod(this.view.translate.y*this.view.scale+e,n))+"px";r.style.backgroundPosition=t}},i.sb.prototype.updatePageBreaks=function(t,e,n){var r=this.view.scale,l=this.view.translate,o=this.pageFormat,s=r*this.pageScale;let a=this.view.getBackgroundPageBounds(),h=(e=a.width,n=a.height,new i.pb(r*l.x,r*l.y,o.width*s,o.height*s)),u=(t=t&&Math.min(h.width,h.height)>this.minPageBreakDist)?Math.ceil(n/h.height)-1:0,d=t?Math.ceil(e/h.width)-1:0,p=a.x+e,c=a.y+n;null==this.horizontalPageBreaks&&0',!i.lb.IS_QUIRKS&&8!=document.documentMode||(m.firstChild.style.margin="0px"),null!=t&&t!=i.qb.NONE?(h.setAttribute("checked","checked"),h.defaultChecked=!0,h.checked=!0):(h.removeAttribute("checked"),h.defaultChecked=!1,h.checked=!1),m.style.display=h.checked||s?"":"none",null!=o&&o(t),!l&&(p=t,a||s||e()!=p)&&n(p),c=!1)}i.mb.write(u,t),a.appendChild(u);let p=e(),c=!1,m=null;return(m=i.mb.button("",i.mb.bind(this,(function(t){this.editorUi.pickColor(p,(function(t){d(t,null,!0)})),i.kb.consume(t)})))).style.position="absolute",m.style.marginTop="-4px",m.style.right=i.lb.IS_QUIRKS?"0px":"20px",m.style.height="22px",m.className="geColorBtn",m.style.display=h.checked||s?"":"none",a.appendChild(m),i.kb.addListener(a,"click",(function(t){(t=i.kb.getSource(t))!=h&&"INPUT"==t.nodeName||(t!=h&&(h.checked=!h.checked),h.checked||null==p||p==i.qb.NONE||r==i.qb.NONE||(r=p),d(h.checked?r:i.qb.NONE))})),d(p,!0),null!=l&&(l.install(d),this.listeners.push(l)),a},B.prototype.createCellColorOption=function(t,e,n,r,l){let o=this.editorUi,s=o.editor.graph;return this.createColorOption(t,(function(){var t=s.view.getState(s.getSelectionCell());return null!=t?i.mb.getValue(t.style,e,null):null}),(function(t){s.getModel().beginUpdate();try{null!=l&&l(t),s.setCellStyles(e,t,s.getSelectionCells()),o.fireEvent(new i.nb("styleChanged","keys",[e],"values",[t],"cells",s.getSelectionCells()))}finally{s.getModel().endUpdate()}}),n||i.qb.NONE,{install:function(t){this.listener=function(){var n=s.view.getState(s.getSelectionCell());null!=n&&t(i.mb.getValue(n.style,e,null))},s.getModel().addListener(i.kb.CHANGE,this.listener)},destroy:function(){s.getModel().removeListener(this.listener)}},r)},B.prototype.addArrow=function(t,e){e=null!=e?e:10;var n,r=document.createElement("div");return null!=(n=(2==(n=(r.style.display=i.lb.IS_QUIRKS?"inline":"inline-block",r.style.padding="6px",r.style.paddingRight="4px",10-e))?r.style.paddingTop="6px":0"+n.cellEditor.textarea.innerHTML+"
"),l=n.cellEditor.textarea.firstChild),null!=l&&null!=n.cellEditor.textarea&&l!=n.cellEditor.textarea&&n.cellEditor.textarea.contains(l)&&(l.style.lineHeight=e+"%"),t.value=e+" %"}),(function(t){nt=t,i.kb.addListener(t,"mousedown",(function(){document.activeElement==n.cellEditor.textarea&&(r=n.cellEditor.saveSelection())})),i.kb.addListener(t,"touchstart",(function(){document.activeElement==n.cellEditor.textarea&&(r=n.cellEditor.saveSelection())})),t.value="120 %"}))),l.cloneNode(!1)),rt=(it.style.paddingLeft="0px",[this.editorUi.toolbar.addButton("geSprite-horizontalrule",i.jb.get("insertHorizontalRule"),(function(){document.execCommand("inserthorizontalrule",!1)}),it),this.editorUi.toolbar.addMenuFunctionInContainer(it,"geSprite-table",i.jb.get("table"),!1,i.mb.bind(this,(function(t){this.editorUi.menus.addInsertTableItem(t)})))]);rt=((it=((et=(this.styleButtons(rt),this.createPanel())).style.paddingTop="10px",et.style.paddingBottom="10px",et.appendChild(this.createTitle(i.jb.get("insert"))),et.appendChild(it),t.appendChild(et),i.lb.IS_QUIRKS&&(et.style.height="70"),l.cloneNode(!1))).style.paddingLeft="0px",[this.editorUi.toolbar.addButton("geSprite-insertcolumnbefore",i.jb.get("insertColumnBefore"),i.mb.bind(this,(function(){try{null!=x&&n.insertColumn(x,null!=y?y.cellIndex:0)}catch(t){this.editorUi.handleError(t)}})),it),this.editorUi.toolbar.addButton("geSprite-insertcolumnafter",i.jb.get("insertColumnAfter"),i.mb.bind(this,(function(){try{null!=x&&n.insertColumn(x,null!=y?y.cellIndex+1:-1)}catch(t){this.editorUi.handleError(t)}})),it),this.editorUi.toolbar.addButton("geSprite-deletecolumn",i.jb.get("deleteColumn"),i.mb.bind(this,(function(){try{null!=x&&null!=y&&n.deleteColumn(x,y.cellIndex)}catch(t){this.editorUi.handleError(t)}})),it),this.editorUi.toolbar.addButton("geSprite-insertrowbefore",i.jb.get("insertRowBefore"),i.mb.bind(this,(function(){try{null!=x&&null!=f&&n.insertRow(x,f.sectionRowIndex)}catch(t){this.editorUi.handleError(t)}})),it),this.editorUi.toolbar.addButton("geSprite-insertrowafter",i.jb.get("insertRowAfter"),i.mb.bind(this,(function(){try{null!=x&&null!=f&&n.insertRow(x,f.sectionRowIndex+1)}catch(t){this.editorUi.handleError(t)}})),it),this.editorUi.toolbar.addButton("geSprite-deleterow",i.jb.get("deleteRow"),i.mb.bind(this,(function(){try{null!=x&&null!=f&&n.deleteRow(x,f.sectionRowIndex)}catch(t){this.editorUi.handleError(t)}})),it)]),rt=((it=((et=(this.styleButtons(rt),rt[2].style.marginRight="9px",this.createPanel())).style.paddingTop="10px",et.style.paddingBottom="10px",et.appendChild(this.createTitle(i.jb.get("table"))),et.appendChild(it),i.lb.IS_QUIRKS&&(i.mb.br(t),et.style.height="70"),l.cloneNode(!1))).style.paddingLeft="0px",[this.editorUi.toolbar.addButton("geSprite-strokecolor",i.jb.get("borderColor"),i.mb.bind(this,(function(t){var e;null!=x&&(e=x.style.borderColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,(function(t,e,n,i){return"#"+("0"+Number(e).toString(16)).substr(-2)+("0"+Number(n).toString(16)).substr(-2)+("0"+Number(i).toString(16)).substr(-2)})),this.editorUi.pickColor(e,(function(e){var r=null==y||null!=t&&i.kb.isShiftDown(t)?x:y;n.processElements(r,(function(t){t.style.border=null})),null==e||e==i.qb.NONE?(r.removeAttribute("border"),r.style.border="",r.style.borderCollapse=""):(r.setAttribute("border","1"),r.style.border="1px solid "+e,r.style.borderCollapse="collapse")})))})),it),this.editorUi.toolbar.addButton("geSprite-fillcolor",i.jb.get("backgroundColor"),i.mb.bind(this,(function(t){var e;null!=x&&(e=x.style.backgroundColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,(function(t,e,n,i){return"#"+("0"+Number(e).toString(16)).substr(-2)+("0"+Number(n).toString(16)).substr(-2)+("0"+Number(i).toString(16)).substr(-2)})),this.editorUi.pickColor(e,(function(e){var r=null==y||null!=t&&i.kb.isShiftDown(t)?x:y;n.processElements(r,(function(t){t.style.backgroundColor=null})),null==e||e==i.qb.NONE?r.style.backgroundColor="":r.style.backgroundColor=e})))})),it),this.editorUi.toolbar.addButton("geSprite-fit",i.jb.get("spacing"),(function(){var t;null!=x&&(t=x.getAttribute("cellPadding")||0,t=new H(e,t,i.jb.get("apply"),i.mb.bind(this,(function(t){null!=t&&0e.length+1)return t.substring(t.length-e.length-1,t.length)=="-"+e}return!1}if(null!=a){lt(h[0],"bold"==a.fontWeight||400'+i.mb.htmlEntities(i.jb.get("none"))+"","connector"==r.style.shape||"filledEdge"==r.style.shape?(this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_CLASSIC,1],"geIcon geSprite geSprite-startclassic",null,!1).setAttribute("title",i.jb.get("classic")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_CLASSIC_THIN,1],"geIcon geSprite 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geSprite-startclassicthintrans",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_BLOCK,0],"geIcon geSprite geSprite-startblocktrans",null,!1).setAttribute("title",i.jb.get("block")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_BLOCK_THIN,0],"geIcon geSprite geSprite-startblockthintrans",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["async",0],"geIcon geSprite geSprite-startasynctrans",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_OVAL,0],"geIcon geSprite geSprite-startovaltrans",null,!1).setAttribute("title",i.jb.get("oval")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_DIAMOND,0],"geIcon geSprite 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t.insert=0,4===e?(I(t,!0),0===t.strm.avail_out?3:4):t.last_lit&&(I(t,!1),0===t.strm.avail_out)?1:2}(r,e):i[r.level].func(r,e);if(3!==p&&4!==p||(r.status=666),1===p||3===p)return 0===t.avail_out&&(r.last_flush=-1),u;if(2===p&&(1===e?l._tr_align(r):5!==e&&(l._tr_stored_block(r,0,0,!1),3===e)&&(T(r.head),0===r.lookahead)&&(r.strstart=0,r.block_start=0,r.insert=0),L(t),0===t.avail_out))return r.last_flush=-1,u}return 4===e&&(r.wrap<=0||(2===r.wrap?(M(r,255&t.adler),M(r,t.adler>>8&255),M(r,t.adler>>16&255),M(r,t.adler>>24&255),M(r,255&t.total_in),M(r,t.total_in>>8&255),M(r,t.total_in>>16&255),M(r,t.total_in>>24&255)):(R(r,t.adler>>>16),R(r,65535&t.adler)),L(t),0=n.w_size&&(0===s&&(T(n.head),n.strstart=0,n.block_start=0,n.insert=0),p=new r.Buf8(n.w_size),r.arraySet(p,e,c-n.w_size,n.w_size,0),e=p,c=n.w_size),p=t.avail_in,a=t.next_in,h=t.input,t.avail_in=c,t.next_in=0,t.input=e,N(n);n.lookahead>=b;){for(i=n.strstart,l=n.lookahead-(b-1);n.ins_h=(n.ins_h<>>7)]}function 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e=this.options;if((t=(e.raw&&0<=e.windowBits&&e.windowBits<16&&(e.windowBits=-e.windowBits,0===e.windowBits)&&(e.windowBits=-15),!(0<=e.windowBits&&e.windowBits<16)||t&&t.windowBits||(e.windowBits+=32),15>>24&255)+(t>>>8&65280)+((65280&t)<<8)+((255&t)<<24)}function m(){this.mode=0,this.last=!1,this.wrap=0,this.havedict=!1,this.flags=0,this.dmax=0,this.check=0,this.total=0,this.head=null,this.wbits=0,this.wsize=0,this.whave=0,this.wnext=0,this.window=null,this.hold=0,this.bits=0,this.length=0,this.offset=0,this.extra=0,this.lencode=null,this.distcode=null,this.lenbits=0,this.distbits=0,this.ncode=0,this.nlen=0,this.ndist=0,this.have=0,this.next=null,this.lens=new i.Buf16(320),this.work=new i.Buf16(288),this.lendyn=null,this.distdyn=null,this.sane=0,this.back=0,this.was=0}function g(t){var e;return t&&t.state?(e=t.state,t.total_in=t.total_out=e.total=0,t.msg="",e.wrap&&(t.adler=1&e.wrap),e.mode=u,e.last=0,e.havedict=0,e.dmax=32768,e.head=null,e.hold=0,e.bits=0,e.lencode=e.lendyn=new 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"+mxUtils.htmlEntities(t)+"").replace(/ /g," "),n.document.body.appendChild(i))},alert:function(t){alert(t)},prompt:function(t,e){return prompt(t,null!=e?e:"")},confirm:function(t){return confirm(t)},error:function(t,e,n,i){var r=document.createElement("div"),l=((r.style.padding="20px",l=document.createElement("img")).setAttribute("src",i||mxUtils.errorImage),l.setAttribute("valign","bottom"),l.style.verticalAlign="middle",r.appendChild(l),r.appendChild(document.createTextNode("\xa0")),r.appendChild(document.createTextNode("\xa0")),r.appendChild(document.createTextNode("\xa0")),mxUtils.write(r,t),i=document.body.clientWidth,document.body.clientHeight||document.documentElement.clientHeight),o=new mxWindow(mxResources.get(mxUtils.errorResource)||mxUtils.errorResource,r,(i-e)/2,l/4,e,null,!1,!0);return n&&(mxUtils.br(r),t=document.createElement("p"),i=document.createElement("button"),mxClient.IS_IE?i.style.cssText="float:right":i.setAttribute("style","float:right"),mxEvent.addListener(i,"click",(function(t){o.destroy()})),mxUtils.write(i,mxResources.get(mxUtils.closeResource)||mxUtils.closeResource),t.appendChild(i),r.appendChild(t),mxUtils.br(r),o.setClosable(!0)),o.setVisible(!0),o},makeDraggable:function(t,e,n,i,r,l,o,s,a,h){return(t=new mxDragSource(t,n)).dragOffset=new mxPoint(null!=r?r:0,null!=l?l:mxConstants.TOOLTIP_VERTICAL_OFFSET),t.autoscroll=o,t.setGuidesEnabled(!1),null!=a&&(t.highlightDropTargets=a),null!=h&&(t.getDropTarget=h),t.getGraphForEvent=function(t){return"function"==typeof e?e(t):e},null!=i&&(t.createDragElement=function(){return i.cloneNode(!0)},s)&&(t.createPreviewElement=function(t){var e=i.cloneNode(!0),n=parseInt(e.style.width),r=parseInt(e.style.height);return e.style.width=Math.round(n*t.view.scale)+"px",e.style.height=Math.round(r*t.view.scale)+"px",e}),t}}),mxConstants=(__mxOutput.mxUtils=void 0!==mxUtils?mxUtils:void 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mxRectangle(0,0,827,1169),PAGE_FORMAT_A4_LANDSCAPE:new mxRectangle(0,0,1169,827),PAGE_FORMAT_LETTER_PORTRAIT:new mxRectangle(0,0,850,1100),PAGE_FORMAT_LETTER_LANDSCAPE:new mxRectangle(0,0,1100,850),NONE:"none",STYLE_PERIMETER:"perimeter",STYLE_SOURCE_PORT:"sourcePort",STYLE_TARGET_PORT:"targetPort",STYLE_PORT_CONSTRAINT:"portConstraint",STYLE_PORT_CONSTRAINT_ROTATION:"portConstraintRotation",STYLE_SOURCE_PORT_CONSTRAINT:"sourcePortConstraint",STYLE_TARGET_PORT_CONSTRAINT:"targetPortConstraint",STYLE_OPACITY:"opacity",STYLE_FILL_OPACITY:"fillOpacity",STYLE_STROKE_OPACITY:"strokeOpacity",STYLE_TEXT_OPACITY:"textOpacity",STYLE_TEXT_DIRECTION:"textDirection",STYLE_OVERFLOW:"overflow",STYLE_ORTHOGONAL:"orthogonal",STYLE_EXIT_X:"exitX",STYLE_EXIT_Y:"exitY",STYLE_EXIT_DX:"exitDx",STYLE_EXIT_DY:"exitDy",STYLE_EXIT_PERIMETER:"exitPerimeter",STYLE_ENTRY_X:"entryX",STYLE_ENTRY_Y:"entryY",STYLE_ENTRY_DX:"entryDx",STYLE_ENTRY_DY:"entryDy",STYLE_ENTRY_PERIMETER:"entryPerimeter",STYLE_WHITE_SPACE:"whiteSpace",STYLE_ROTATION:"rotation",STYLE_FILLCOLOR:"fillColor",STYLE_POINTER_EVENTS:"pointerEvents",STYLE_SWIMLANE_FILLCOLOR:"swimlaneFillColor",STYLE_MARGIN:"margin",STYLE_GRADIENTCOLOR:"gradientColor",STYLE_GRADIENT_DIRECTION:"gradientDirection",STYLE_STROKECOLOR:"strokeColor",STYLE_SEPARATORCOLOR:"separatorColor",STYLE_STROKEWIDTH:"strokeWidth",STYLE_ALIGN:"align",STYLE_VERTICAL_ALIGN:"verticalAlign",STYLE_LABEL_WIDTH:"labelWidth",STYLE_LABEL_POSITION:"labelPosition",STYLE_VERTICAL_LABEL_POSITION:"verticalLabelPosition",STYLE_IMAGE_ASPECT:"imageAspect",STYLE_IMAGE_ALIGN:"imageAlign",STYLE_IMAGE_VERTICAL_ALIGN:"imageVerticalAlign",STYLE_GLASS:"glass",STYLE_IMAGE:"image",STYLE_IMAGE_WIDTH:"imageWidth",STYLE_IMAGE_HEIGHT:"imageHeight",STYLE_IMAGE_BACKGROUND:"imageBackground",STYLE_IMAGE_BORDER:"imageBorder",STYLE_FLIPH:"flipH",STYLE_FLIPV:"flipV",STYLE_NOLABEL:"noLabel",STYLE_NOEDGESTYLE:"noEdgeStyle",STYLE_LABEL_BACKGROUNDCOLOR:"labelBackgroundColor",STYLE_LABEL_BORDERCOLOR:"labelBorderColor",STYLE_LABEL_PADDING:"labelPadding",STYLE_INDICATOR_SHAPE:"indicatorShape",STYLE_INDICATOR_IMAGE:"indicatorImage",STYLE_INDICATOR_COLOR:"indicatorColor",STYLE_INDICATOR_STROKECOLOR:"indicatorStrokeColor",STYLE_INDICATOR_GRADIENTCOLOR:"indicatorGradientColor",STYLE_INDICATOR_SPACING:"indicatorSpacing",STYLE_INDICATOR_WIDTH:"indicatorWidth",STYLE_INDICATOR_HEIGHT:"indicatorHeight",STYLE_INDICATOR_DIRECTION:"indicatorDirection",STYLE_SHADOW:"shadow",STYLE_SEGMENT:"segment",STYLE_ENDARROW:"endArrow",STYLE_STARTARROW:"startArrow",STYLE_ENDSIZE:"endSize",STYLE_STARTSIZE:"startSize",STYLE_SWIMLANE_LINE:"swimlaneLine",STYLE_ENDFILL:"endFill",STYLE_STARTFILL:"startFill",STYLE_DASHED:"dashed",STYLE_DASH_PATTERN:"dashPattern",STYLE_FIX_DASH:"fixDash",STYLE_ROUNDED:"rounded",STYLE_CURVED:"curved",STYLE_ARCSIZE:"arcSize",STYLE_ABSOLUTE_ARCSIZE:"absoluteArcSize",STYLE_SOURCE_PERIMETER_SPACING:"sourcePerimeterSpacing",STYLE_TARGET_PERIMETER_SPACING:"targetPerimeterSpacing",STYLE_PERIMETER_SPACING:"perimeterSpacing",STYLE_SPACING:"spacing",STYLE_SPACING_TOP:"spacingTop",STYLE_SPACING_LEFT:"spacingLeft",STYLE_SPACING_BOTTOM:"spacingBottom",STYLE_SPACING_RIGHT:"spacingRight",STYLE_HORIZONTAL:"horizontal",STYLE_DIRECTION:"direction",STYLE_ANCHOR_POINT_DIRECTION:"anchorPointDirection",STYLE_ELBOW:"elbow",STYLE_FONTCOLOR:"fontColor",STYLE_FONTFAMILY:"fontFamily",STYLE_FONTSIZE:"fontSize",STYLE_FONTSTYLE:"fontStyle",STYLE_ASPECT:"aspect",STYLE_AUTOSIZE:"autosize",STYLE_FOLDABLE:"foldable",STYLE_EDITABLE:"editable",STYLE_BACKGROUND_OUTLINE:"backgroundOutline",STYLE_BENDABLE:"bendable",STYLE_MOVABLE:"movable",STYLE_RESIZABLE:"resizable",STYLE_RESIZE_WIDTH:"resizeWidth",STYLE_RESIZE_HEIGHT:"resizeHeight",STYLE_ROTATABLE:"rotatable",STYLE_CLONEABLE:"cloneable",STYLE_DELETABLE:"deletable",STYLE_SHAPE:"shape",STYLE_EDGE:"edgeStyle",STYLE_JETTY_SIZE:"jettySize",STYLE_SOURCE_JETTY_SIZE:"sourceJettySize",STYLE_TARGET_JETTY_SIZE:"targetJettySize",STYLE_LOOP:"loopStyle",STYLE_ORTHOGONAL_LOOP:"orthogonalLoop",STYLE_ROUTING_CENTER_X:"routingCenterX",STYLE_ROUTING_CENTER_Y:"routingCenterY",FONT_BOLD:1,FONT_ITALIC:2,FONT_UNDERLINE:4,FONT_STRIKETHROUGH:8,SHAPE_RECTANGLE:"rectangle",SHAPE_ELLIPSE:"ellipse",SHAPE_DOUBLE_ELLIPSE:"doubleEllipse",SHAPE_RHOMBUS:"rhombus",SHAPE_LINE:"line",SHAPE_IMAGE:"image",SHAPE_ARROW:"arrow",SHAPE_ARROW_CONNECTOR:"arrowConnector",SHAPE_LABEL:"label",SHAPE_CYLINDER:"cylinder",SHAPE_SWIMLANE:"swimlane",SHAPE_CONNECTOR:"connector",SHAPE_ACTOR:"actor",SHAPE_CLOUD:"cloud",SHAPE_TRIANGLE:"triangle",SHAPE_HEXAGON:"hexagon",ARROW_CLASSIC:"classic",ARROW_CLASSIC_THIN:"classicThin",ARROW_BLOCK:"block",ARROW_BLOCK_THIN:"blockThin",ARROW_OPEN:"open",ARROW_OPEN_THIN:"openThin",ARROW_OVAL:"oval",ARROW_DIAMOND:"diamond",ARROW_DIAMOND_THIN:"diamondThin",ALIGN_LEFT:"left",ALIGN_CENTER:"center",ALIGN_RIGHT:"right",ALIGN_TOP:"top",ALIGN_MIDDLE:"middle",ALIGN_BOTTOM:"bottom",DIRECTION_NORTH:"north",DIRECTION_SOUTH:"south",DIRECTION_EAST:"east",DIRECTION_WEST:"west",TEXT_DIRECTION_DEFAULT:"",TEXT_DIRECTION_AUTO:"auto",TEXT_DIRECTION_LTR:"ltr",TEXT_DIRECTION_RTL:"rtl",DIRECTION_MASK_NONE:0,DIRECTION_MASK_WEST:1,DIRECTION_MASK_NORTH:2,DIRECTION_MASK_SOUTH:4,DIRECTION_MASK_EAST:8,DIRECTION_MASK_ALL:15,ELBOW_VERTICAL:"vertical",ELBOW_HORIZONTAL:"horizontal",EDGESTYLE_ELBOW:"elbowEdgeStyle",EDGESTYLE_ENTITY_RELATION:"entityRelationEdgeStyle",EDGESTYLE_LOOP:"loopEdgeStyle",EDGESTYLE_SIDETOSIDE:"sideToSideEdgeStyle",EDGESTYLE_TOPTOBOTTOM:"topToBottomEdgeStyle",EDGESTYLE_ORTHOGONAL:"orthogonalEdgeStyle",EDGESTYLE_SEGMENT:"segmentEdgeStyle",PERIMETER_ELLIPSE:"ellipsePerimeter",PERIMETER_RECTANGLE:"rectanglePerimeter",PERIMETER_RHOMBUS:"rhombusPerimeter",PERIMETER_HEXAGON:"hexagonPerimeter",PERIMETER_TRIANGLE:"trianglePerimeter"});function mxEventObject(t){this.name=t,this.properties=[];for(var e=1;emxEvent.PINCH_THRESHOLD||d>mxEvent.PINCH_THRESHOLD)&&(o=i[0].clientX+(i[1].clientX-i[0].clientX)/2,s=i[0].clientY+(i[1].clientY-i[0].clientY)/2,t(i[0],d=r.x-l.x&&i>=r.y-l.y&&n<=r.x-l.x+t.container.offsetWidth&&i<=r.y-l.y+t.container.offsetHeight},mxDragSource.prototype.mouseMove=function(t){var e,n,i=this.getGraphForEvent(t);(i=null==i||this.graphContainsEvent(i,t)?i:null)!=this.currentGraph&&(null!=this.currentGraph&&this.dragExit(this.currentGraph,t),this.currentGraph=i,null!=this.currentGraph)&&this.dragEnter(this.currentGraph,t),null!=this.currentGraph&&this.dragOver(this.currentGraph,t),null==this.dragElement||null!=this.previewElement&&"visible"==this.previewElement.style.visibility?null!=this.dragElement&&(this.dragElement.style.visibility="hidden"):(i=mxEvent.getClientX(t),e=mxEvent.getClientY(t),null==this.dragElement.parentNode&&document.body.appendChild(this.dragElement),this.dragElement.style.visibility="visible",null!=this.dragOffset&&(i+=this.dragOffset.x,e+=this.dragOffset.y),n=mxUtils.getDocumentScrollOrigin(document),this.dragElement.style.left=i+n.x+"px",this.dragElement.style.top=e+n.y+"px"),mxEvent.consume(t)},mxDragSource.prototype.mouseUp=function(t){var e,n,i;null!=this.currentGraph&&(null==this.currentPoint||null!=this.previewElement&&"hidden"==this.previewElement.style.visibility||(i=this.currentGraph.view.scale,e=this.currentGraph.view.translate,n=this.currentPoint.x/i-e.x,i=this.currentPoint.y/i-e.y,this.drop(this.currentGraph,t,this.currentDropTarget,n,i)),this.dragExit(this.currentGraph),this.currentGraph=null),this.stopDrag(),this.removeListeners(),mxEvent.consume(t)},mxDragSource.prototype.removeListeners=function(){null!=this.eventSource&&(mxEvent.removeGestureListeners(this.eventSource,null,this.mouseMoveHandler,this.mouseUpHandler),this.eventSource=null),mxEvent.removeGestureListeners(document,null,this.mouseMoveHandler,this.mouseUpHandler),this.mouseMoveHandler=null,this.mouseUpHandler=null},mxDragSource.prototype.dragEnter=function(t,e){t.isMouseDown=!0,t.isMouseTrigger=mxEvent.isMouseEvent(e),this.previewElement=this.createPreviewElement(t),null!=this.previewElement&&this.checkEventSource&&mxClient.IS_SVG&&(this.previewElement.style.pointerEvents="none"),this.isGuidesEnabled()&&null!=this.previewElement&&(this.currentGuide=new mxGuide(t,t.graphHandler.getGuideStates())),this.highlightDropTargets&&(this.currentHighlight=new mxCellHighlight(t,mxConstants.DROP_TARGET_COLOR)),t.addListener(mxEvent.FIRE_MOUSE_EVENT,this.eventConsumer)},mxDragSource.prototype.dragExit=function(t,e){this.currentDropTarget=null,this.currentPoint=null,t.isMouseDown=!1,t.removeListener(this.eventConsumer),null!=this.previewElement&&(null!=this.previewElement.parentNode&&this.previewElement.parentNode.removeChild(this.previewElement),this.previewElement=null),null!=this.currentGuide&&(this.currentGuide.destroy(),this.currentGuide=null),null!=this.currentHighlight&&(this.currentHighlight.destroy(),this.currentHighlight=null)},mxDragSource.prototype.dragOver=function(t,e){var n,i,r=mxUtils.getOffset(t.container),l=mxUtils.getScrollOrigin(t.container),o=mxEvent.getClientX(e)-r.x+l.x-t.panDx;r=mxEvent.getClientY(e)-r.y+l.y-t.panDy,t.autoScroll&&(null==this.autoscroll||this.autoscroll)&&t.scrollPointToVisible(o,r,t.autoExtend),null!=this.currentHighlight&&t.isDropEnabled()&&(this.currentDropTarget=this.getDropTarget(t,o,r,e),l=t.getView().getState(this.currentDropTarget),this.currentHighlight.highlight(l)),null!=this.previewElement&&(null==this.previewElement.parentNode&&(t.container.appendChild(this.previewElement),this.previewElement.style.zIndex="3",this.previewElement.style.position="absolute"),l=this.isGridEnabled()&&t.isGridEnabledEvent(e),n=!0,null!=this.currentGuide&&this.currentGuide.isEnabledForEvent(e)?(e=new mxRectangle(0,0,parseInt(this.previewElement.style.width),parseInt(this.previewElement.style.height)),i=new mxPoint(o,r),o=(i=this.currentGuide.move(e,i,l,!(n=!1))).x,r=i.y):l&&(e=t.view.scale,i=t.view.translate,l=t.gridSize/2,o=(t.snap(o/e-i.x-l)+i.x)*e,r=(t.snap(r/e-i.y-l)+i.y)*e),null!=this.currentGuide&&n&&this.currentGuide.hide(),null!=this.previewOffset&&(o+=this.previewOffset.x,r+=this.previewOffset.y),this.previewElement.style.left=Math.round(o)+"px",this.previewElement.style.top=Math.round(r)+"px",this.previewElement.style.visibility="visible"),this.currentPoint=new mxPoint(o,r)},mxDragSource.prototype.drop=function(t,e,n,i,r){this.dropHandler.apply(this,arguments),"hidden"!=t.container.style.visibility&&t.container.focus()},__mxOutput.mxDragSource=void 0!==mxDragSource?mxDragSource:void 0,mxToolbar.prototype=new mxEventSource,mxToolbar.prototype.constructor=mxToolbar,mxToolbar.prototype.container=null,mxToolbar.prototype.enabled=!0,mxToolbar.prototype.noReset=!1,mxToolbar.prototype.updateDefaultMode=!0,mxToolbar.prototype.addItem=function(t,e,n,i,r,l){var o=document.createElement(null!=e?"img":"button"),s=r||(null!=l?"mxToolbarMode":"mxToolbarItem");return o.className=s,o.setAttribute("src",e),null!=t&&(null!=e?o.setAttribute("title",t):mxUtils.write(o,t)),this.container.appendChild(o),null!=n&&(mxEvent.addListener(o,"click",n),mxClient.IS_TOUCH)&&mxEvent.addListener(o,"touchend",n),r=mxUtils.bind(this,(function(t){null!=i?o.setAttribute("src",e):o.style.backgroundColor=""})),mxEvent.addGestureListeners(o,mxUtils.bind(this,(function(t){var e;null!=i?o.setAttribute("src",i):o.style.backgroundColor="gray",null!=l&&(null==this.menu&&(this.menu=new mxPopupMenu,this.menu.init()),e=this.currentImg,this.menu.isMenuShowing()&&this.menu.hideMenu(),e!=o)&&(this.currentImg=o,this.menu.factoryMethod=l,e=new mxPoint(o.offsetLeft,o.offsetTop+o.offsetHeight),this.menu.popup(e.x,e.y,null,t),this.menu.isMenuShowing())&&(o.className=s+"Selected",this.menu.hideMenu=function(){mxPopupMenu.prototype.hideMenu.apply(this),o.className=s,this.currentImg=null})})),null,r),mxEvent.addListener(o,"mouseout",r),o},mxToolbar.prototype.addCombo=function(t){var e=document.createElement("div"),n=(e.style.display="inline",e.className="mxToolbarComboContainer",document.createElement("select"));return n.className=t||"mxToolbarCombo",e.appendChild(n),this.container.appendChild(e),n},mxToolbar.prototype.addActionCombo=function(t,e){var n=document.createElement("select");return n.className=e||"mxToolbarCombo",this.addOption(n,t,null),mxEvent.addListener(n,"change",(function(t){var e=n.options[n.selectedIndex];n.selectedIndex=0,null!=e.funct&&e.funct(t)})),this.container.appendChild(n),n},mxToolbar.prototype.addOption=function(t,e,n){var i=document.createElement("option");return mxUtils.writeln(i,e),"function"==typeof n?i.funct=n:i.setAttribute("value",n),t.appendChild(i),i},mxToolbar.prototype.addSwitchMode=function(t,e,n,i,r){var l=document.createElement("img");return l.initialClassName=r||"mxToolbarMode",l.className=l.initialClassName,l.setAttribute("src",e),l.altIcon=i,null!=t&&l.setAttribute("title",t),mxEvent.addListener(l,"click",mxUtils.bind(this,(function(t){var e=this.selectedMode.altIcon;null!=e?(this.selectedMode.altIcon=this.selectedMode.getAttribute("src"),this.selectedMode.setAttribute("src",e)):this.selectedMode.className=this.selectedMode.initialClassName,this.updateDefaultMode&&(this.defaultMode=l),null!=(e=(this.selectedMode=l).altIcon)?(l.altIcon=l.getAttribute("src"),l.setAttribute("src",e)):l.className=l.initialClassName+"Selected",this.fireEvent(new mxEventObject(mxEvent.SELECT)),n()}))),this.container.appendChild(l),null==this.defaultMode&&(this.defaultMode=l,this.selectMode(l),n()),l},mxToolbar.prototype.addMode=function(t,e,n,i,r,l){l=null==l||l;var o=document.createElement(null!=e?"img":"button");return o.initialClassName=r||"mxToolbarMode",o.className=o.initialClassName,o.setAttribute("src",e),o.altIcon=i,null!=t&&o.setAttribute("title",t),this.enabled&&l&&(mxEvent.addListener(o,"click",mxUtils.bind(this,(function(t){this.selectMode(o,n),this.noReset=!1}))),mxEvent.addListener(o,"dblclick",mxUtils.bind(this,(function(t){this.selectMode(o,n),this.noReset=!0}))),null==this.defaultMode)&&(this.defaultMode=o,this.defaultFunction=n,this.selectMode(o,n)),this.container.appendChild(o),o},mxToolbar.prototype.selectMode=function(t,e){var n;this.selectedMode!=t&&(null!=this.selectedMode&&(null!=(n=this.selectedMode.altIcon)?(this.selectedMode.altIcon=this.selectedMode.getAttribute("src"),this.selectedMode.setAttribute("src",n)):this.selectedMode.className=this.selectedMode.initialClassName),this.selectedMode=t,null!=(n=this.selectedMode.altIcon)?(this.selectedMode.altIcon=this.selectedMode.getAttribute("src"),this.selectedMode.setAttribute("src",n)):this.selectedMode.className=this.selectedMode.initialClassName+"Selected",this.fireEvent(new mxEventObject(mxEvent.SELECT,"function",e)))},mxToolbar.prototype.resetMode=function(t){!t&&this.noReset||this.selectedMode==this.defaultMode||this.selectMode(this.defaultMode,this.defaultFunction)},mxToolbar.prototype.addSeparator=function(t){return this.addItem(null,t,null)},mxToolbar.prototype.addBreak=function(){mxUtils.br(this.container)},mxToolbar.prototype.addLine=function(){var t=document.createElement("hr");t.style.marginRight="6px",t.setAttribute("size","1"),this.container.appendChild(t)},mxToolbar.prototype.destroy=function(){mxEvent.release(this.container),this.container=null,this.defaultMode=null,this.defaultFunction=null,(this.selectedMode=null)!=this.menu&&this.menu.destroy()},__mxOutput.mxToolbar=void 0!==mxToolbar?mxToolbar:void 0,mxUndoableEdit.prototype.source=null,mxUndoableEdit.prototype.changes=null,mxUndoableEdit.prototype.significant=null,mxUndoableEdit.prototype.undone=!1,mxUndoableEdit.prototype.redone=!1,mxUndoableEdit.prototype.isEmpty=function(){return 0==this.changes.length},mxUndoableEdit.prototype.isSignificant=function(){return this.significant},mxUndoableEdit.prototype.add=function(t){this.changes.push(t)},mxUndoableEdit.prototype.notify=function(){},mxUndoableEdit.prototype.die=function(){},mxUndoableEdit.prototype.undo=function(){if(!this.undone){this.source.fireEvent(new mxEventObject(mxEvent.START_EDIT));for(var t=this.changes.length-1;0<=t;t--){var e=this.changes[t];null!=e.execute?e.execute():null!=e.undo&&e.undo(),this.source.fireEvent(new mxEventObject(mxEvent.EXECUTED,"change",e))}this.undone=!0,this.redone=!1,this.source.fireEvent(new mxEventObject(mxEvent.END_EDIT))}this.notify()},mxUndoableEdit.prototype.redo=function(){if(!this.redone){this.source.fireEvent(new mxEventObject(mxEvent.START_EDIT));for(var t=this.changes.length,e=0;ethis.indexOfNextAdd)for(var t=this.history.splice(this.indexOfNextAdd,this.history.length-this.indexOfNextAdd),e=0;ethis.autoSaveDelay||this.ignoredChanges>=this.autoSaveThreshold&&e>this.autoSaveThrottle?(this.save(),this.reset()):this.ignoredChanges++},mxAutoSaveManager.prototype.reset=function(){this.lastSnapshot=(new Date).getTime(),this.ignoredChanges=0},mxAutoSaveManager.prototype.destroy=function(){this.setGraph(null)},__mxOutput.mxAutoSaveManager=void 0!==mxAutoSaveManager?mxAutoSaveManager:void 0,mxAnimation.prototype=new mxEventSource,mxAnimation.prototype.constructor=mxAnimation,mxAnimation.prototype.delay=null,mxAnimation.prototype.thread=null,mxAnimation.prototype.isRunning=function(){return null!=this.thread},mxAnimation.prototype.startAnimation=function(){null==this.thread&&(this.thread=window.setInterval(mxUtils.bind(this,this.updateAnimation),this.delay))},mxAnimation.prototype.updateAnimation=function(){this.fireEvent(new mxEventObject(mxEvent.EXECUTE))},mxAnimation.prototype.stopAnimation=function(){null!=this.thread&&(window.clearInterval(this.thread),this.thread=null,this.fireEvent(new mxEventObject(mxEvent.DONE)))},__mxOutput.mxAnimation=void 0!==mxAnimation?mxAnimation:void 0,mxMorphing.prototype=new mxAnimation,mxMorphing.prototype.constructor=mxMorphing,mxMorphing.prototype.graph=null,mxMorphing.prototype.steps=null,mxMorphing.prototype.step=0,mxMorphing.prototype.ease=null,mxMorphing.prototype.cells=null,mxMorphing.prototype.updateAnimation=function(){mxAnimation.prototype.updateAnimation.apply(this,arguments);var t=new mxCellStatePreview(this.graph);if(null!=this.cells)for(var e=0;e=this.steps)&&this.stopAnimation()},mxMorphing.prototype.show=function(t){t.show()},mxMorphing.prototype.animateCell=function(t,e,n){var i,r,l=this.graph.getView().getState(t),o=null;if(null!=l&&(o=this.getDelta(l),!this.graph.getModel().isVertex(t)||0==o.x&&0==o.y||(i=this.graph.view.getTranslate(),r=this.graph.view.getScale(),o.x+=i.x*r,o.y+=i.y*r,e.moveState(l,-o.x/this.ease,-o.y/this.ease))),n&&!this.stopRecursion(l,o))for(var s=this.graph.getModel().getChildCount(t),a=0;a"==(t="",5)+1):t).substring(t.length-7,t.length)&&(t=t.substring(0,t.length-7));else{if(null!=document.implementation&&null!=document.implementation.createDocument){for(var e,n=document.implementation.createDocument("http://www.w3.org/1999/xhtml","html",null),i=n.createElement("body"),r=((n.documentElement.appendChild(i),e=document.createElement("div")).innerHTML=t,e.firstChild);null!=r;){var l=r.nextSibling;i.appendChild(n.adoptNode(r)),r=l}return i.innerHTML}(e=document.createElement("textarea")).innerHTML=t.replace(/&/g,"&amp;").replace(/</g,"&lt;").replace(/>/g,"&gt;").replace(/</g,"&lt;").replace(/>/g,"&gt;").replace(//g,">"),t=e.value.replace(/&/g,"&").replace(/&lt;/g,"<").replace(/&gt;/g,">").replace(/&amp;/g,"&").replace(/
/g,"
").replace(/
/g,"
").replace(/(]+)>/gm,"$1 />")}return t},mxSvgCanvas2D.prototype.createDiv=function(t){var e,n,i;return mxUtils.isNode(t)||(t="
"+this.convertHtml(t)+"
"),mxClient.IS_IE||mxClient.IS_IE11||!document.createElementNS?(mxUtils.isNode(t)&&(t="
"+mxUtils.getXml(t)+"
"),mxUtils.parseXml(t='
'+t+"
").documentElement):(e=document.createElementNS("http://www.w3.org/1999/xhtml","div"),mxUtils.isNode(t)?(i=(n=document.createElement("div")).cloneNode(!1),this.root.ownerDocument!=document?n.appendChild(t.cloneNode(!0)):n.appendChild(t),i.appendChild(n),e.appendChild(i)):e.innerHTML=t,e)},mxSvgCanvas2D.prototype.updateText=function(t,e,n,i,r,l,o,s,a,h,u){null!=u&&null!=u.firstChild&&null!=u.firstChild.firstChild&&this.updateTextNodes(t,e,n,i,r,l,o,s,a,h,u.firstChild)},mxSvgCanvas2D.prototype.addForeignObject=function(t,e,n,i,r,l,o,s,a,h,u,d,p,c,m){var g=this.createElement("g"),x=this.createElement("foreignObject");x.setAttribute("style","overflow: visible; text-align: left;"),x.setAttribute("pointer-events","none"),c.ownerDocument!=document&&(c=mxUtils.importNodeImplementation(x.ownerDocument,c,!0)),x.appendChild(c),g.appendChild(x),this.updateTextNodes(t,e,n,i,l,o,s,h,u,d,g),this.root.ownerDocument!=document&&null!=(c=this.createAlternateContent(x,t,e,n,i,r,l,o,s,a,h,u,d))&&(x.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility"),(t=this.createElement("switch")).appendChild(x),t.appendChild(c),g.appendChild(t)),m.appendChild(g)},mxSvgCanvas2D.prototype.updateTextNodes=function(t,e,n,i,r,l,o,s,a,h,u){var d=this.state.scale;mxSvgCanvas2D.createCss(n+2,i,r,l,o,s,a,null!=this.state.fontBackgroundColor?this.state.fontBackgroundColor:null,null!=this.state.fontBorderColor?this.state.fontBorderColor:null,"display: flex; align-items: unsafe "+(l==mxConstants.ALIGN_TOP?"flex-start":l==mxConstants.ALIGN_BOTTOM?"flex-end":"center")+"; justify-content: unsafe "+(r==mxConstants.ALIGN_LEFT?"flex-start":r==mxConstants.ALIGN_RIGHT?"flex-end":"center")+"; ",this.getTextCss(),d,mxUtils.bind(this,(function(n,i,r,l,o){t+=this.state.dx,e+=this.state.dy;var s=u.firstChild,a=s.firstChild,p=a.firstChild,c=p.firstChild,m=(this.rotateHtml?this.state.rotation:0)+(null!=h?h:0),g=(0!=this.foOffset?"translate("+this.foOffset+" "+this.foOffset+")":"")+(1!=d?"scale("+d+")":"");c.setAttribute("style",o),p.setAttribute("style",l),s.setAttribute("width",Math.ceil(1/Math.min(1,d)*100)+"%"),s.setAttribute("height",Math.ceil(1/Math.min(1,d)*100)+"%"),(c=Math.round(e+i))<0?s.setAttribute("y",c):(s.removeAttribute("y"),r+="padding-top: "+c+"px; "),a.setAttribute("style",r+"margin-left: "+Math.round(t+n)+"px;"),(g+=0!=m?"rotate("+m+" "+t+" "+e+")":"")?u.setAttribute("transform",g):u.removeAttribute("transform"),1!=this.state.alpha?u.setAttribute("opacity",this.state.alpha):u.removeAttribute("opacity")})))},mxSvgCanvas2D.createCss=function(t,e,n,i,r,l,o,s,a,h,u,d,p){var c="box-sizing: border-box; font-size: 0; text-align: "+(n==mxConstants.ALIGN_LEFT?"left":n==mxConstants.ALIGN_RIGHT?"right":"center")+"; ",m=(n=mxUtils.getAlignmentAsPoint(n,i),i="overflow: hidden; ","width: 1px; "),g="height: 1px; ",x=n.x*t;n=n.y*e,o?(m="width: "+Math.round(t)+"px; ",c+="max-height: "+Math.round(e)+"px; ",n=0):"fill"==l?(u+="width: 100%; height: 100%; ",c+=(m="width: "+Math.round(t)+"px; ")+(g="height: "+Math.round(e)+"px; ")):"width"==l?(u+="width: 100%; ",c+=m="width: "+Math.round(t)+"px; ",(n=0)"),document.body.appendChild(a),r=a.offsetWidth,l=a.offsetHeight,a.parentNode.removeChild(a),o==mxConstants.ALIGN_CENTER?n-=r/2:o==mxConstants.ALIGN_RIGHT&&(n-=r),s==mxConstants.ALIGN_MIDDLE?i-=l/2:s==mxConstants.ALIGN_BOTTOM&&(i-=l),u=new mxRectangle((n+1)*h.scale,(i+2)*h.scale,r*h.scale,(l+1)*h.scale)),null!=u&&((d=this.createElement("rect")).setAttribute("fill",h.fontBackgroundColor||"none"),d.setAttribute("stroke",h.fontBorderColor||"none"),d.setAttribute("x",Math.floor(u.x-1)),d.setAttribute("y",Math.floor(u.y-1)),d.setAttribute("width",Math.ceil(u.width+2)),d.setAttribute("height",Math.ceil(u.height)),e=null!=h.fontBorderColor?Math.max(1,this.format(h.scale)):0,d.setAttribute("stroke-width",e),this.root.ownerDocument==document&&1==mxUtils.mod(e,2)&&d.setAttribute("transform","translate(0.5, 0.5)"),t.insertBefore(d,t.firstChild))}},mxSvgCanvas2D.prototype.stroke=function(){this.addNode(!1,!0)},mxSvgCanvas2D.prototype.fill=function(){this.addNode(!0,!1)},mxSvgCanvas2D.prototype.fillAndStroke=function(){this.addNode(!0,!0)},__mxOutput.mxSvgCanvas2D=void 0!==mxSvgCanvas2D?mxSvgCanvas2D:void 0;var mxVmlCanvas2D=function(t){mxAbstractCanvas2D.call(this),this.root=t};function mxGuide(t,e){this.graph=t,this.setStates(e)}function mxShape(t){this.stencil=t,this.initStyles()}function mxStencil(t){this.desc=t,this.parseDescription(),this.parseConstraints()}mxUtils.extend(mxVmlCanvas2D,mxAbstractCanvas2D),mxVmlCanvas2D.prototype.node=null,mxVmlCanvas2D.prototype.textEnabled=!0,mxVmlCanvas2D.prototype.moveOp="m",mxVmlCanvas2D.prototype.lineOp="l",mxVmlCanvas2D.prototype.curveOp="c",mxVmlCanvas2D.prototype.closeOp="x",mxVmlCanvas2D.prototype.rotatedHtmlBackground="",mxVmlCanvas2D.prototype.vmlScale=1,mxVmlCanvas2D.prototype.createElement=function(t){return document.createElement(t)},mxVmlCanvas2D.prototype.createVmlElement=function(t){return this.createElement(mxClient.VML_PREFIX+":"+t)},mxVmlCanvas2D.prototype.addNode=function(t,e){var n=this.node,i=this.state;if(null!=n){if("shape"==n.nodeName){if(!(null!=this.path&&0Math.PI/2&&(E=Math.PI-E),v=Math.cos(E),E=Math.sin(E),8!=document.documentMode||mxClient.IS_EM||(y.style.display="inline-block",f.style.display="inline-block",m.style.display="inline-block"),y.style.visibility="hidden",y.style.position="absolute",document.body.appendChild(y),A=(S=null!=(S=y).firstChild&&"DIV"==y.firstChild.nodeName?y.firstChild:y).offsetWidth+3,S=S.offsetHeight,u?(n=Math.min(n,A),S=Math.min(S,i)):n=A,s&&(y.style.width=n+"px"),mxClient.IS_QUIRKS&&(u||"width"==h)&&i
")),i=!mxUtils.isNode(this.value)&&this.replaceLinefeeds&&"html"==n?i.replace(/\n/g,"
"):i,(r=(r=this.textDirection)!=mxConstants.TEXT_DIRECTION_AUTO||e?r:this.getAutoDirection())!=mxConstants.TEXT_DIRECTION_LTR&&r!=mxConstants.TEXT_DIRECTION_RTL&&(r=null),t.text(o,s,a,l,i,this.align,this.valign,this.wrap,n,this.overflow,this.clipped,this.getTextRotation(),r))},mxText.prototype.redraw=function(){var t;this.visible&&this.checkBounds()&&this.cacheEnabled&&this.lastValue==this.value&&(mxUtils.isNode(this.value)||this.dialect==mxConstants.DIALECT_STRICTHTML)?"DIV"!=this.node.nodeName||!this.isHtmlAllowed()&&mxClient.IS_VML?null!=(t=this.createCanvas())&&null!=t.updateText?(t.pointerEvents=this.pointerEvents,this.paint(t,!0),this.destroyCanvas(t),this.updateBoundingBox()):mxShape.prototype.redraw.apply(this,arguments):(mxClient.IS_SVG?this.redrawHtmlShapeWithCss3():(this.updateSize(this.node,null==this.state||null==this.state.view.textDiv),mxClient.IS_IE&&(null==document.documentMode||document.documentMode<=8)?this.updateHtmlFilter():this.updateHtmlTransform()),this.updateBoundingBox()):(mxShape.prototype.redraw.apply(this,arguments),mxUtils.isNode(this.value)||this.dialect==mxConstants.DIALECT_STRICTHTML?this.lastValue=this.value:this.lastValue=null)},mxText.prototype.resetStyles=function(){mxShape.prototype.resetStyles.apply(this,arguments),this.color="black",this.align=mxConstants.ALIGN_CENTER,this.valign=mxConstants.ALIGN_MIDDLE,this.family=mxConstants.DEFAULT_FONTFAMILY,this.size=mxConstants.DEFAULT_FONTSIZE,this.fontStyle=mxConstants.DEFAULT_FONTSTYLE,this.spacing=2,this.spacingTop=2,this.spacingRight=2,this.spacingBottom=2,this.spacingLeft=2,this.horizontal=!0,delete this.background,delete this.border,this.textDirection=mxConstants.DEFAULT_TEXT_DIRECTION,delete this.margin},mxText.prototype.apply=function(t){var e=this.spacing;mxShape.prototype.apply.apply(this,arguments),null!=this.style&&(this.fontStyle=mxUtils.getValue(this.style,mxConstants.STYLE_FONTSTYLE,this.fontStyle),this.family=mxUtils.getValue(this.style,mxConstants.STYLE_FONTFAMILY,this.family),this.size=mxUtils.getValue(this.style,mxConstants.STYLE_FONTSIZE,this.size),this.color=mxUtils.getValue(this.style,mxConstants.STYLE_FONTCOLOR,this.color),this.align=mxUtils.getValue(this.style,mxConstants.STYLE_ALIGN,this.align),this.valign=mxUtils.getValue(this.style,mxConstants.STYLE_VERTICAL_ALIGN,this.valign),this.spacing=parseInt(mxUtils.getValue(this.style,mxConstants.STYLE_SPACING,this.spacing)),this.spacingTop=parseInt(mxUtils.getValue(this.style,mxConstants.STYLE_SPACING_TOP,this.spacingTop-e))+this.spacing,this.spacingRight=parseInt(mxUtils.getValue(this.style,mxConstants.STYLE_SPACING_RIGHT,this.spacingRight-e))+this.spacing,this.spacingBottom=parseInt(mxUtils.getValue(this.style,mxConstants.STYLE_SPACING_BOTTOM,this.spacingBottom-e))+this.spacing,this.spacingLeft=parseInt(mxUtils.getValue(this.style,mxConstants.STYLE_SPACING_LEFT,this.spacingLeft-e))+this.spacing,this.horizontal=mxUtils.getValue(this.style,mxConstants.STYLE_HORIZONTAL,this.horizontal),this.background=mxUtils.getValue(this.style,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,this.background),this.border=mxUtils.getValue(this.style,mxConstants.STYLE_LABEL_BORDERCOLOR,this.border),this.textDirection=mxUtils.getValue(this.style,mxConstants.STYLE_TEXT_DIRECTION,mxConstants.DEFAULT_TEXT_DIRECTION),this.opacity=mxUtils.getValue(this.style,mxConstants.STYLE_TEXT_OPACITY,100),this.updateMargin()),this.flipV=null,this.flipH=null},mxText.prototype.getAutoDirection=function(){var t=/[A-Za-z\u05d0-\u065f\u066a-\u06ef\u06fa-\u07ff\ufb1d-\ufdff\ufe70-\ufefc]/.exec(this.value);return null!=t&&0
"),this.replaceLinefeeds?t.replace(/\n/g,"
"):t},mxText.prototype.getTextCss=function(){var t=mxConstants.ABSOLUTE_LINE_HEIGHT?this.size*mxConstants.LINE_HEIGHT+"px":mxConstants.LINE_HEIGHT,e=(t="display: inline-block; font-size: "+this.size+"px; font-family: "+this.family+"; color: "+this.color+"; line-height: "+t+"; pointer-events: "+(this.pointerEvents?"all":"none")+"; ",(this.fontStyle&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD&&(t+="font-weight: bold; "),(this.fontStyle&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC&&(t+="font-style: italic; "),[]);return(this.fontStyle&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&e.push("underline"),(this.fontStyle&mxConstants.FONT_STRIKETHROUGH)==mxConstants.FONT_STRIKETHROUGH&&e.push("line-through"),0
"+l+"
"),this.node.firstChild.firstChild.setAttribute("style",r),this.node.firstChild.setAttribute("style",i)})))},mxText.prototype.updateHtmlTransform=function(){var t=this.getTextRotation(),e=this.node.style,n=this.margin.x,i=this.margin.y;0!=t?(mxUtils.setPrefixedStyle(e,"transformOrigin",100*-n+"% "+100*-i+"%"),mxUtils.setPrefixedStyle(e,"transform","translate("+100*n+"%,"+100*i+"%) scale("+this.scale+") rotate("+t+"deg)")):(mxUtils.setPrefixedStyle(e,"transformOrigin","0% 0%"),mxUtils.setPrefixedStyle(e,"transform","scale("+this.scale+") translate("+100*n+"%,"+100*i+"%)")),e.left=Math.round(this.bounds.x-Math.ceil(n*("fill"!=this.overflow&&"width"!=this.overflow?3:1)))+"px",e.top=Math.round(this.bounds.y-i*("fill"!=this.overflow?3:1))+"px",this.opacity<100?e.opacity=this.opacity/100:e.opacity=""},mxText.prototype.updateInnerHtml=function(t){var e;mxUtils.isNode(this.value)?t.innerHTML=this.value.outerHTML:(e=this.value,this.dialect!=mxConstants.DIALECT_STRICTHTML&&(e=mxUtils.htmlEntities(e,!1)),e=mxUtils.replaceTrailingNewlines(e,"
 
"),e=this.replaceLinefeeds?e.replace(/\n/g,"
"):e,t.innerHTML=e='
'+e+"
")},mxText.prototype.updateHtmlFilter=function(){var t=this.node.style,e=this.margin.x,n=this.margin.y,i=this.scale,r=(mxUtils.setOpacity(this.node,this.opacity),0),l=0,o=null!=this.state?this.state.view.textDiv:null,s=this.node,a=(null!=o?(o.style.overflow="",o.style.height="",o.style.width="",this.updateFont(o),this.updateSize(o,!1),this.updateInnerHtml(o),a=Math.round(this.bounds.width/this.scale),this.wrap&&0Math.PI/2&&(s=Math.PI-s),Math.cos(s)),u=Math.sin(-s),d=o*-(n+.5),p=(o-o*h+a*u)/2+r*(e=a*-(e+.5))-l*d;h=(a-a*h+o*u)/2-l*e-r*d,0!=s&&(u="progid:DXImageTransform.Microsoft.Matrix(M11="+l+", M12="+r+", M21="+-r+", M22="+l+", sizingMethod='auto expand')",null!=t.filter&&0
"),e=this.replaceLinefeeds?e.replace(/\n/g,"
"):e,n=null!=this.background&&this.background!=mxConstants.NONE?this.background:null,i=null!=this.border&&this.border!=mxConstants.NONE?this.border:null,"fill"==this.overflow||"width"==this.overflow?(null!=n&&(this.node.style.backgroundColor=n),null!=i&&(this.node.style.border="1px solid "+i)):(t="",null!=n&&(t+="background-color:"+mxUtils.htmlEntities(n)+";"),null!=i&&(t+="border:1px solid "+mxUtils.htmlEntities(i)+";"),e='
'+e+"
"),this.node.innerHTML=e,0<(n=this.node.getElementsByTagName("div")).length&&((i=(i=this.textDirection)==mxConstants.TEXT_DIRECTION_AUTO&&this.dialect!=mxConstants.DIALECT_STRICTHTML?this.getAutoDirection():i)==mxConstants.TEXT_DIRECTION_LTR||i==mxConstants.TEXT_DIRECTION_RTL?n[n.length-1].setAttribute("dir",i):n[n.length-1].removeAttribute("dir")))},mxText.prototype.updateFont=function(t){var e=((t=t.style).lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?this.size*mxConstants.LINE_HEIGHT+"px":mxConstants.LINE_HEIGHT,t.fontSize=this.size+"px",t.fontFamily=this.family,t.verticalAlign="top",t.color=this.color,(this.fontStyle&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD?t.fontWeight="bold":t.fontWeight="",(this.fontStyle&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC?t.fontStyle="italic":t.fontStyle="",[]);(this.fontStyle&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&e.push("underline"),(this.fontStyle&mxConstants.FONT_STRIKETHROUGH)==mxConstants.FONT_STRIKETHROUGH&&e.push("line-through"),t.textDecoration=e.join(" "),this.align==mxConstants.ALIGN_CENTER?t.textAlign="center":this.align==mxConstants.ALIGN_RIGHT?t.textAlign="right":t.textAlign="left"},mxText.prototype.updateSize=function(t,e){var n,i=Math.max(0,Math.round(this.bounds.width/this.scale)),r=Math.max(0,Math.round(this.bounds.height/this.scale)),l=t.style;this.clipped?(l.overflow="hidden",mxClient.IS_QUIRKS?l.width=i+"px":(l.maxHeight=r+"px",l.maxWidth=i+"px")):"fill"==this.overflow?(l.width=i+1+"px",l.height=r+1+"px",l.overflow="hidden"):"width"==this.overflow&&(l.width=i+1+"px",l.maxHeight=r+1+"px",l.overflow="hidden"),this.wrap&&0t.weightedValue||!(e.weightedValuee.x)?1:-1:t.y==e.y?0:0<(t.y>e.y)?1:-1}))),i},mxStackLayout.prototype.snap=function(t){var e;return null!=this.gridSize&&0this.gridSize/2?this.gridSize-e:-e),t},mxStackLayout.prototype.execute=function(t){if(null!=t){var e,n,i=this.getParentSize(t),r=this.isHorizontal(),l=this.graph.getModel(),o=null,s=(null!=i&&(o=r?i.height-this.marginTop-this.marginBottom:i.width-this.marginLeft-this.marginRight),o-=2*this.border,this.x0+this.border+this.marginLeft),a=this.y0+this.border+this.marginTop;this.graph.isSwimlane(t)&&(n=this.graph.getCellStyle(t),e=mxUtils.getNumber(n,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE),n=1==mxUtils.getValue(n,mxConstants.STYLE_HORIZONTAL,!0),null!=i&&(e=n?Math.min(e,i.height):Math.min(e,i.width)),r==n&&(o-=e),n?a+=e:s+=e),l.beginUpdate();try{for(var h=0,u=null,d=0,p=null,c=this.getLayoutCells(t),m=0;mthis.wrap||!r&&u.y+u.height+b.height+2*this.spacing>this.wrap)&&(u=null,r?a+=h+this.spacing:s+=h+this.spacing,h=0),h=Math.max(h,r?b.height:b.width),x=0,this.borderCollapse||(g=this.graph.getCellStyle(f),x=mxUtils.getNumber(g,mxConstants.STYLE_STROKEWIDTH,1)),null!=u?(y=d+this.spacing+Math.floor(x/2),r?b.x=this.snap((this.allowGaps?Math.max(y,b.x):y)-this.marginLeft)+this.marginLeft:b.y=this.snap((this.allowGaps?Math.max(y,b.y):y)-this.marginTop)+this.marginTop):this.keepFirstLocation||(r?b.x=this.allowGaps&&b.x>s?Math.max(this.snap(b.x-this.marginLeft)+this.marginLeft,s):s:b.y=this.allowGaps&&b.y>a?Math.max(this.snap(b.y-this.marginTop)+this.marginTop,a):a),r?b.y=a:b.x=s,this.fill&&null!=o&&(r?b.height=o:b.width=o),r?b.width=this.snap(b.width):b.height=this.snap(b.height),this.setChildGeometry(f,b),p=f,u=b,d=r?u.x+u.width+Math.floor(x/2):u.y+u.height+Math.floor(x/2))}this.resizeParent&&null!=i&&null!=u&&!this.graph.isCellCollapsed(t)?this.updateParentGeometry(t,i,u):this.resizeLast&&null!=i&&null!=u&&null!=p&&(r?u.width=i.width-u.x-this.spacing-this.marginRight-this.marginLeft:u.height=i.height-u.y-this.spacing-this.marginBottom,this.setChildGeometry(p,u))}finally{l.endUpdate()}}},mxStackLayout.prototype.setChildGeometry=function(t,e){var n=this.graph.getCellGeometry(t);null!=n&&e.x==n.x&&e.y==n.y&&e.width==n.width&&e.height==n.height||this.graph.getModel().setGeometry(t,e)},mxStackLayout.prototype.updateParentGeometry=function(t,e,n){var i,r=this.isHorizontal(),l=this.graph.getModel(),o=e.clone();r?(i=n.x+n.width+this.marginRight+this.border,this.resizeParentMax?o.width=Math.max(o.width,i):o.width=i):(i=n.y+n.height+this.marginBottom+this.border,this.resizeParentMax?o.height=Math.max(o.height,i):o.height=i),e.x==o.x&&e.y==o.y&&e.width==o.width&&e.height==o.height||l.setGeometry(t,o)},__mxOutput.mxStackLayout=void 0!==mxStackLayout?mxStackLayout:void 0,mxPartitionLayout.prototype=new mxGraphLayout,mxPartitionLayout.prototype.constructor=mxPartitionLayout,mxPartitionLayout.prototype.horizontal=null,mxPartitionLayout.prototype.spacing=null,mxPartitionLayout.prototype.border=null,mxPartitionLayout.prototype.resizeVertices=!0,mxPartitionLayout.prototype.isHorizontal=function(){return this.horizontal},mxPartitionLayout.prototype.moveCell=function(t,e,n){var i=this.graph.getModel(),r=i.getParent(t);if(null!=t&&null!=r){var l=0,o=0,s=i.getChildCount(r);for(l=0;lt.height&&(t.height=this.maxRankHeight[e]);for(var n=t.child;null!=n;)this.setCellHeights(n,e+1),n=n.next},mxCompactTreeLayout.prototype.dfs=function(t,e){var n=mxCellPath.create(t),i=null;if(null!=t&&null==this.visited[n]&&!this.isVertexIgnored(t)){this.visited[n]=t,i=this.createNode(t);var r=this.graph.getModel(),l=null,o=this.graph.getEdges(t,e,this.invert,!this.invert,!1,!0),s=this.graph.getView();this.sortEdges&&this.sortOutgoingEdges(t,o);for(var a=0;as+2*this.prefHozEdgeSep&&(o-=2*this.prefHozEdgeSep),o/i),h=a/2,u=(o>s+2*this.prefHozEdgeSep&&(h+=this.prefHozEdgeSep),this.minEdgeJetty-this.prefVertEdgeOff),d=0,p=this.getVertexBounds(n),c=(e=t.child,0);cm.theta&&cthis.maxDistanceLimit||(l=s.length){for(var h=new mxGraphHierarchyEdge(s),u=0;u=h.length){for(var d=new mxGraphHierarchyEdge(h),p=0;pl[i.swimlaneIndex]&&(u=l[i.swimlaneIndex]),i.temp[0]=u,null!=a)for(n=0;n>1]}return n},mxMedianHybridCrossingReduction.prototype.transpose=function(t,e){for(var n=!0,i=0;n&&i++<10;)for(var r=t%2==1&&i%2==1,l=(n=!1,0);ly[S]&&E++,g[A]f[S]&&E++,x[A]t.medianValue?-1:e.medianValued.getGeneralPurposeVariable(p)+1&&(d.setGeneralPurposeVariable(p,y),E=!0)),E){for(r=0;rthis.widestRankValue&&(this.widestRankValue=s,this.widestRank=r),this.rankWidths[r]=s}1==a&&mxLog.warn("At least one cell has no bounds"),this.rankY[r]=n;var p=l/2+i/2+this.interRankCellSpacing;for(i=l,this.orientation==mxConstants.DIRECTION_NORTH||this.orientation==mxConstants.DIRECTION_WEST?n+=p:n-=p,h=0;hr.minRank+1;a--)g==(u=r.getX(a-1))||this.repositionValid(e,r,a-1,g)?(m[a-r.minRank-2]=g,p++):(m[a-r.minRank-2]=r.getX(a-1),g=u);if(sr.minRank;a--)r.setX(a,m[a-r.minRank-1]);else if(pf+2*this.prefHozEdgeSep&&(d+=this.prefHozEdgeSep,p-=this.prefHozEdgeSep);var b=(p-d)/c,C=d+b/2,A=this.minEdgeJetty-this.prefVertEdgeOff,v=0;for(h=0;h=this.swimlanes.length||(se[o]?1:-1:(n=parseInt(t[o]))==(i=parseInt(e[o]))?0:i=t.x&&n.x<=t.x+t.width?o.x=n.x:n.y>=t.y&&n.y<=t.y+t.height&&(o.y=n.y),n.xt.x+t.width&&(o.x=t.x+t.width),n.yt.y+t.height&&(o.y=t.y+t.height)),o},EllipsePerimeter:function(t,e,n,i){var r=t.x,l=t.y,o=t.width/2,s=t.height/2,a=r+o,h=l+s,u=n.x,d=(n=n.y,parseInt(u-a)),p=parseInt(n-h);if(0==d&&0!=p)return new mxPoint(a,h+s*p/Math.abs(p));if(0==d&&0==p)return new mxPoint(u,n);if(i){if(l<=n&&n<=l+t.height)return m=n-h,c=Math.sqrt(o*o*(1-m*m/(s*s)))||0,new mxPoint(a+(c=u<=r?-c:c),n);if(r<=u&&u<=r+t.width)return c=u-a,m=Math.sqrt(s*s*(1-c*c/(o*o)))||0,new mxPoint(u,h+(m=n<=l?-m:m))}r=h-(i=p/d)*a;var c=-2*a*(t=o*o*i*i+s*s),m=(-c+(l=Math.sqrt(c*c-4*t*(o*o*i*i*a*a+s*s*a*a-o*o*s*s))))/(2*t);return d=i*m+r,h=i*(p=(-c-l)/(2*t))+r,a=0,o=0,o=Math.sqrt(Math.pow(m-u,2)+Math.pow(d-n,2))Math.PI-c)?i&&(r&&n.x>=u.x&&n.x<=p.x||!r&&n.y>=u.y&&n.y<=p.y)?r?new mxPoint(n.x,u.y):new mxPoint(u.x,n.y):e==mxConstants.DIRECTION_NORTH?new mxPoint(l+s/2+t*Math.tan(m)/2,o+t):e==mxConstants.DIRECTION_SOUTH?new mxPoint(l+s/2-t*Math.tan(m)/2,o):e==mxConstants.DIRECTION_WEST?new mxPoint(l+s,o+t/2+s*Math.tan(m)/2):new mxPoint(l,o+t/2-s*Math.tan(m)/2):(i&&(c=new mxPoint(a,h),n.y>=o&&n.y<=o+t?(c.x=r?a:e==mxConstants.DIRECTION_WEST?l+s:l,c.y=n.y):n.x>=l&&n.x<=l+s&&(c.x=n.x,c.y=r?e==mxConstants.DIRECTION_NORTH?o+t:o:h),n.x,c.x,n.y,c.y,a=c.x,h=c.y),r&&n.x<=l+s/2||!r&&n.y<=o+t/2?mxUtils.intersection(n.x,n.y,a,h,u.x,u.y,d.x,d.y):mxUtils.intersection(n.x,n.y,a,h,d.x,d.y,p.x,p.y)))?new mxPoint(a,h):g},HexagonPerimeter:function(t,e,n,i){var r,l=t.x,o=t.y,s=t.width,a=t.height,h=t.getCenterX(),u=(t=t.getCenterY(),n.x),d=n.y,p=-Math.atan2(d-t,u-h),c=Math.PI,m=Math.PI/2,g=new mxPoint(h,t),x=(e=(e=null!=e?mxUtils.getValue(e.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST)==mxConstants.DIRECTION_NORTH||e==mxConstants.DIRECTION_SOUTH,new mxPoint),y=new mxPoint;if(i=!(u':8==document.documentMode?t='':8'):("CSS1Compat"===document.compatMode&&a.writeln(""),a.writeln("")),a.writeln(""),this.writeHead(a,t),a.writeln(""),a.writeln('')),this.graph.getGraphBounds().clone()),u=this.graph.getView().getScale(),d=u/this.scale,p=this.graph.getView().getTranslate(),c=(this.autoOrigin||(this.x0-=p.x*this.scale,this.y0-=p.y*this.scale,h.width+=h.x,h.height+=h.y,h.x=0,h.y=0,this.border=0),this.pageFormat.width-2*this.border),m=this.pageFormat.height-2*this.border,g=(this.pageFormat.height+=this.marginTop+this.marginBottom,h.width/=d,h.height/=d,Math.max(1,Math.ceil((h.width+this.x0)/c))),x=Math.max(1,Math.ceil((h.height+this.y0)/m)),y=(this.pageCount=g*x,mxUtils.bind(this,(function(){var t,e;this.pageSelector&&(1"),t.writeln(""),t.close(),mxEvent.release(t.body))}catch(t){}},mxPrintPreview.prototype.writeHead=function(t,e){null!=this.title&&t.writeln(""+this.title+""),mxClient.IS_VML&&t.writeln(''),mxClient.link("stylesheet",mxClient.basePath+"/css/common.css",t),t.writeln('")},mxPrintPreview.prototype.writePostfix=function(t){},mxPrintPreview.prototype.createPageSelector=function(t,e){for(var n=this.wnd.document,i=n.createElement("table"),r=(i.className="mxPageSelector",i.setAttribute("border","0"),n.createElement("tbody")),l=0;l":"",mxCellEditor.prototype.escapeCancelsEditing=!0,mxCellEditor.prototype.textNode="",mxCellEditor.prototype.zIndex=5,mxCellEditor.prototype.minResize=new mxRectangle(0,20),mxCellEditor.prototype.wordWrapPadding=mxClient.IS_QUIRKS?2:mxClient.IS_IE11?0:1,mxCellEditor.prototype.blurEnabled=!1,mxCellEditor.prototype.initialValue=null,mxCellEditor.prototype.align=null,mxCellEditor.prototype.init=function(){this.textarea=document.createElement("div"),this.textarea.className="mxCellEditor mxPlainTextEditor",this.textarea.contentEditable=!0,mxClient.IS_GC&&(this.textarea.style.minHeight="1em"),this.textarea.style.position=this.isLegacyEditor()?"absolute":"relative",this.installListeners(this.textarea)},mxCellEditor.prototype.applyValue=function(t,e){this.graph.labelChanged(t.cell,e,this.trigger)},mxCellEditor.prototype.setAlign=function(t){null!=this.textarea&&(this.textarea.style.textAlign=t),this.align=t,this.resize()},mxCellEditor.prototype.getInitialValue=function(t,e){return t=mxUtils.htmlEntities(this.graph.getEditingValue(t.cell,e),!1),(t=mxClient.IS_QUIRKS||8==document.documentMode||9==document.documentMode||10==document.documentMode?t:mxUtils.replaceTrailingNewlines(t,"

")).replace(/\n/g,"
")},mxCellEditor.prototype.getCurrentValue=function(t){return mxUtils.extractTextWithWhitespace(this.textarea.childNodes)},mxCellEditor.prototype.isCancelEditingKeyEvent=function(t){return this.escapeCancelsEditing||mxEvent.isShiftDown(t)||mxEvent.isControlDown(t)||mxEvent.isMetaDown(t)},mxCellEditor.prototype.installListeners=function(t){mxEvent.addListener(t,"dragstart",mxUtils.bind(this,(function(t){this.graph.stopEditing(!1),mxEvent.consume(t)}))),mxEvent.addListener(t,"blur",mxUtils.bind(this,(function(t){this.blurEnabled&&this.focusLost(t)}))),mxEvent.addListener(t,"keydown",mxUtils.bind(this,(function(t){mxEvent.isConsumed(t)||(this.isStopEditingEvent(t)?(this.graph.stopEditing(!1),mxEvent.consume(t)):27==t.keyCode&&(this.graph.stopEditing(this.isCancelEditingKeyEvent(t)),mxEvent.consume(t)))})));var e=mxUtils.bind(this,(function(e){null!=this.editingCell&&this.clearOnChange&&t.innerHTML==this.getEmptyLabelText()&&(!mxClient.IS_FF||8!=e.keyCode&&46!=e.keyCode)&&(this.clearOnChange=!1,t.innerHTML="")})),n=(mxEvent.addListener(t,"keypress",e),mxEvent.addListener(t,"paste",e),e=mxUtils.bind(this,(function(t){null!=this.editingCell&&(0==this.textarea.innerHTML.length||"
"==this.textarea.innerHTML?(this.textarea.innerHTML=this.getEmptyLabelText(),this.clearOnChange=0s&&(this.textarea.style.width=this.textarea.scrollWidth+"px")):this.textarea.style.maxWidth=s+"px"):(this.textarea.style.whiteSpace="nowrap",this.textarea.style.width=""),8==document.documentMode&&(this.textarea.style.zoom="1",this.textarea.style.height="auto"),h=this.textarea.scrollWidth,u=this.textarea.scrollHeight,8==document.documentMode?(this.textarea.style.left=Math.max(0,Math.ceil((this.bounds.x-a.x*(this.bounds.width-(h+1)*t)+h*(t-1)*0+2*(a.x+.5))/t))+"px",this.textarea.style.top=Math.max(0,Math.ceil((this.bounds.y-a.y*(this.bounds.height-(u+.5)*t)+u*(t-1)*0+ +Math.abs(a.y+.5))/t))+"px",this.textarea.style.width=Math.round(h*t)+"px",this.textarea.style.height=Math.round(u*t)+"px"):mxClient.IS_QUIRKS?(this.textarea.style.left=Math.max(0,Math.ceil(this.bounds.x-a.x*(this.bounds.width-(h+1)*t)+h*(t-1)*0+2*(a.x+.5)))+"px",this.textarea.style.top=Math.max(0,Math.ceil(this.bounds.y-a.y*(this.bounds.height-(u+.5)*t)+u*(t-1)*0+ +Math.abs(a.y+.5)))+"px"):(this.textarea.style.left=Math.max(0,Math.round(this.bounds.x-a.x*(this.bounds.width-2))+1)+"px",this.textarea.style.top=Math.max(0,Math.round(this.bounds.y-a.y*(this.bounds.height-4)+(-1==a.y?3:0))+1)+"px")):(this.bounds=this.getEditorBounds(d),this.textarea.style.width=Math.round(this.bounds.width/t)+"px",this.textarea.style.height=Math.round(this.bounds.height/t)+"px",8==document.documentMode||mxClient.IS_QUIRKS?(this.textarea.style.left=Math.round(this.bounds.x)+"px",this.textarea.style.top=Math.round(this.bounds.y)+"px"):(this.textarea.style.left=Math.max(0,Math.round(this.bounds.x+1))+"px",this.textarea.style.top=Math.max(0,Math.round(this.bounds.y+1))+"px"),this.graph.isWrapping(d.cell)&&(2<=this.bounds.width||2<=this.bounds.height)&&this.textarea.innerHTML!=this.getEmptyLabelText()?(this.textarea.style.wordWrap=mxConstants.WORD_WRAP,this.textarea.style.whiteSpace="normal","fill"!=d.style[mxConstants.STYLE_OVERFLOW]&&(this.textarea.style.width=Math.round(this.bounds.width/t)+this.wordWrapPadding+"px")):(this.textarea.style.whiteSpace="nowrap","fill"!=d.style[mxConstants.STYLE_OVERFLOW]&&(this.textarea.style.width=""))),mxClient.IS_VML?this.textarea.style.zoom=t:(mxUtils.setPrefixedStyle(this.textarea.style,"transformOrigin","0px 0px"),mxUtils.setPrefixedStyle(this.textarea.style,"transform","scale("+t+","+t+")"+(null==a?"":" translate("+100*a.x+"%,"+100*a.y+"%)"))))},mxCellEditor.prototype.focusLost=function(){this.stopEditing(!this.graph.isInvokesStopCellEditing())},mxCellEditor.prototype.getBackgroundColor=function(t){return null},mxCellEditor.prototype.isLegacyEditor=function(){var t;return!(!mxClient.IS_VML&&mxClient.IS_SVG&&null!=(t=this.graph.view.getDrawPane().ownerSVGElement)&&null!=(t=mxUtils.getCurrentStyle(t))&&"absolute"==t.position)},mxCellEditor.prototype.startEditing=function(t,e){this.stopEditing(!0),(this.align=null)==this.textarea&&this.init(),null!=this.graph.tooltipHandler&&this.graph.tooltipHandler.hideTooltip();var n=this.graph.getView().getState(t);if(null!=n){this.graph.getView().scale;var i=mxUtils.getValue(n.style,mxConstants.STYLE_FONTSIZE,mxConstants.DEFAULT_FONTSIZE),r=mxUtils.getValue(n.style,mxConstants.STYLE_FONTFAMILY,mxConstants.DEFAULT_FONTFAMILY),l=mxUtils.getValue(n.style,mxConstants.STYLE_FONTCOLOR,"black"),o=mxUtils.getValue(n.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_LEFT),s=(mxUtils.getValue(n.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD,a=(mxUtils.getValue(n.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC,h=[];(mxUtils.getValue(n.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&h.push("underline"),(mxUtils.getValue(n.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_STRIKETHROUGH)==mxConstants.FONT_STRIKETHROUGH&&h.push("line-through"),this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(i*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT,this.textarea.style.backgroundColor=this.getBackgroundColor(n),this.textarea.style.textDecoration=h.join(" "),this.textarea.style.fontWeight=s?"bold":"normal",this.textarea.style.fontStyle=a?"italic":"",this.textarea.style.fontSize=Math.round(i)+"px",this.textarea.style.zIndex=this.zIndex,this.textarea.style.fontFamily=r,this.textarea.style.textAlign=o,this.textarea.style.outline="none",this.textarea.style.color=l,(h=(h=this.textDirection=mxUtils.getValue(n.style,mxConstants.STYLE_TEXT_DIRECTION,mxConstants.DEFAULT_TEXT_DIRECTION))!=mxConstants.TEXT_DIRECTION_AUTO||null==n||null==n.text||n.text.dialect==mxConstants.DIALECT_STRICTHTML||mxUtils.isNode(n.text.value)?h:n.text.getAutoDirection())==mxConstants.TEXT_DIRECTION_LTR||h==mxConstants.TEXT_DIRECTION_RTL?this.textarea.setAttribute("dir",h):this.textarea.removeAttribute("dir"),this.textarea.innerHTML=this.getInitialValue(n,e)||"",this.initialValue=this.textarea.innerHTML,0==this.textarea.innerHTML.length||"
"==this.textarea.innerHTML?(this.textarea.innerHTML=this.getEmptyLabelText(),this.clearOnChange=!0):this.clearOnChange=this.textarea.innerHTML==this.getEmptyLabelText(),this.graph.container.appendChild(this.textarea),this.editingCell=t,this.trigger=e,(this.textNode=null)!=n.text&&this.isHideLabel(n)&&(this.textNode=n.text.node,this.textNode.style.visibility="hidden"),this.autoSize&&(this.graph.model.isEdge(n.cell)||"fill"!=n.style[mxConstants.STYLE_OVERFLOW])&&window.setTimeout(mxUtils.bind(this,(function(){this.resize()})),0),this.resize();try{this.textarea.focus(),this.isSelectText()&&0e.x+e.width?null!=c?(l=c.x,a=Math.max(Math.abs(s-c.y),a)):h==mxConstants.DIRECTION_NORTH?s=e.y-2*o:h==mxConstants.DIRECTION_SOUTH?s=e.y+e.height+2*o:l=h==mxConstants.DIRECTION_EAST?e.x-2*a:e.x+e.width+2*a:null!=c&&(l=u.getRoutingCenterX(e),o=Math.max(Math.abs(l-c.x),a),s=c.y,a=0),r.push(new mxPoint(l-o,s-a)),r.push(new mxPoint(l+o,s+a)))},ElbowConnector:function(t,e,n,i,r){var l,o,s,a,h=null!=i&&0a,d=h.xo):(u=(l=Math.max(e.x,n.x))==(o=Math.min(e.x+e.width,n.x+n.width)))||(d=(s=Math.max(e.y,n.y))==(a=Math.min(e.y+e.height,n.y+n.height)))),d||!u&&t.style[mxConstants.STYLE_ELBOW]!=mxConstants.ELBOW_VERTICAL?mxEdgeStyle.SideToSide(t,e,n,i,r):mxEdgeStyle.TopToBottom(t,e,n,i,r)},SideToSide:function(t,e,n,i,r){var l=t.view,o=(i=null!=i&&0=e.y&&i.y<=e.y+e.height&&(t=i.y),i.y>=n.y)&&i.y<=n.y+n.height&&(o=i.y),mxUtils.contains(n,s,t)||mxUtils.contains(e,s,t)||r.push(new mxPoint(s,t)),mxUtils.contains(n,s,o)||mxUtils.contains(e,s,o)||r.push(new mxPoint(s,o)),1==r.length)&&(null!=i?mxUtils.contains(n,s,i.y)||mxUtils.contains(e,s,i.y)||r.push(new mxPoint(s,i.y)):(l=Math.max(e.y,n.y),t=Math.min(e.y+e.height,n.y+n.height),r.push(new mxPoint(s,l+(t-l)/2))))},TopToBottom:function(t,e,n,i,r){var l=t.view,o=(i=null!=i&&0=e.x&&i.x<=e.x+e.width&&(s=i.x),t=null!=i?i.y:Math.round(o+(t-o)/2),mxUtils.contains(n,s,t)||mxUtils.contains(e,s,t)||r.push(new mxPoint(s,t)),s=null!=i&&i.x>=n.x&&i.x<=n.x+n.width?i.x:l.getRoutingCenterX(n),mxUtils.contains(n,s,t)||mxUtils.contains(e,s,t)||r.push(new mxPoint(s,t)),1==r.length)&&(null!=i&&1==r.length?mxUtils.contains(n,i.x,t)||mxUtils.contains(e,i.x,t)||r.push(new mxPoint(i.x,t)):(o=Math.max(e.x,n.x),l=Math.min(e.x+e.width,n.x+n.width),r.push(new mxPoint(o+(l-o)/2,t))))},SegmentConnector:function(t,e,n,i,r){var l=mxEdgeStyle.scalePointArray(t.absolutePoints,t.view.scale),o=mxEdgeStyle.scaleCellState(e,t.view.scale),s=mxEdgeStyle.scaleCellState(n,t.view.scale),a=0=Math.max(1,t.view.scale))&&(r.push(e),a=e)}var p=l[0],c=(null==p&&null!=o?p=new mxPoint(t.view.getRoutingCenterX(o),t.view.getRoutingCenterY(o)):null!=p&&(p=p.clone()),l.length-1);if(null!=i&&0=f.y&&C.y<=f.y+f.height,w=null!=f&&C.x>=f.x&&C.x<=f.x+f.width,S=v||null==b&&E,T=A||null==b&&w;if(0!=g||!(S&&T||A&&v)){if(null!=b&&!v&&!A&&(E||w)){h=!E;break}if(T||S){h=S,1==g&&(h=m.length%2==0?S:T);break}}f=s,null!=(b=l[c])&&(f=null),C=m[m.length-1],A&&v&&(m=m.slice(1))}for(h&&(null!=l[0]&&l[0].y!=u.y||null==l[0]&&null!=o&&(u.yo.y+o.height))?d(new mxPoint(p.x,u.y)):!h&&(null!=l[0]&&l[0].x!=u.x||null==l[0]&&null!=o&&(u.xo.x+o.width))&&d(new mxPoint(u.x,p.y)),h?p.y=u.y:p.x=u.x,g=0;gs.y+s.height))?d(new mxPoint(p.x,u.y)):!h&&(null!=l[c]&&l[c].x!=u.x||null==l[c]&&null!=s&&(u.xs.x+s.width))&&d(new mxPoint(u.x,p.y))),null==l[0]&&null!=o)for(;1>8),0==(983040&N[S])&&(N[S]=65535&N[S]|(251658240&N[S])>>8),v[S]=15&N[S],A[S]==mxConstants.DIRECTION_MASK_WEST||A[S]==mxConstants.DIRECTION_MASK_NORTH||A[S]==mxConstants.DIRECTION_MASK_EAST||A[S]==mxConstants.DIRECTION_MASK_SOUTH)&&(v[S]=A[S]);m=v[0]==mxConstants.DIRECTION_MASK_EAST?3:v[0],g=v[1]==mxConstants.DIRECTION_MASK_EAST?3:v[1];var H=((m-=I)<1&&(m+=4),(g-=I)<1&&(g+=4),mxEdgeStyle.routePatterns[m-1][g-1]);switch(mxEdgeStyle.wayPoints1[0][0]=E[0][0],mxEdgeStyle.wayPoints1[0][1]=E[0][1],v[0]){case mxConstants.DIRECTION_MASK_WEST:mxEdgeStyle.wayPoints1[0][0]-=y,mxEdgeStyle.wayPoints1[0][1]+=R[0][1]*E[0][3];break;case mxConstants.DIRECTION_MASK_SOUTH:mxEdgeStyle.wayPoints1[0][0]+=R[0][0]*E[0][2],mxEdgeStyle.wayPoints1[0][1]+=E[0][3]+y;break;case mxConstants.DIRECTION_MASK_EAST:mxEdgeStyle.wayPoints1[0][0]+=E[0][2]+y,mxEdgeStyle.wayPoints1[0][1]+=R[0][1]*E[0][3];break;case mxConstants.DIRECTION_MASK_NORTH:mxEdgeStyle.wayPoints1[0][0]+=R[0][0]*E[0][2],mxEdgeStyle.wayPoints1[0][1]-=y}var G=0,B=0<(v[0]&(mxConstants.DIRECTION_MASK_EAST|mxConstants.DIRECTION_MASK_WEST))?0:1,U=B;for(S=0;S>5,q=(15<(W<<=I)&&(W>>=4),0<(H[S]&mxEdgeStyle.CENTER_MASK));(j||Y)&&W<9?(Y=0,j=j?0:1,Y=q&&0==V?E[j][0]+R[j][0]*E[j][2]:q?E[j][1]+R[j][1]*E[j][3]:mxEdgeStyle.limits[j][W],0==V?0<(j=(Y-mxEdgeStyle.wayPoints1[G][0])*z[0])&&(mxEdgeStyle.wayPoints1[G][0]+=z[0]*j):0<(W=(Y-mxEdgeStyle.wayPoints1[G][1])*z[1])&&(mxEdgeStyle.wayPoints1[G][1]+=z[1]*W)):q&&(mxEdgeStyle.wayPoints1[G][0]+=z[0]*Math.abs(mxEdgeStyle.vertexSeperations[F]/2),mxEdgeStyle.wayPoints1[G][1]+=z[1]*Math.abs(mxEdgeStyle.vertexSeperations[F]/2)),0=Math.round(a+s)&&hn+2&&t.x<=e||(n=this.graph.container.offsetHeight,(e=this.graph.container.clientHeight)e+2&&t.y<=n)},mxGraphView.prototype.init=function(){this.installListeners();var t=this.graph;t.dialect==mxConstants.DIALECT_SVG?this.createSvg():t.dialect==mxConstants.DIALECT_VML?this.createVml():this.createHtml()},mxGraphView.prototype.installListeners=function(){var t,e=this.graph,n=e.container;null!=n&&(mxClient.IS_TOUCH&&(mxEvent.addListener(n,"gesturestart",mxUtils.bind(this,(function(t){e.fireGestureEvent(t),mxEvent.consume(t)}))),mxEvent.addListener(n,"gesturechange",mxUtils.bind(this,(function(t){e.fireGestureEvent(t),mxEvent.consume(t)}))),mxEvent.addListener(n,"gestureend",mxUtils.bind(this,(function(t){e.fireGestureEvent(t),mxEvent.consume(t)})))),t=null,mxEvent.addGestureListeners(n,mxUtils.bind(this,(function(n){!this.isContainerEvent(n)||(mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_GC||mxClient.IS_OP||mxClient.IS_SF)&&this.isScrollEvent(n)||(e.fireMouseEvent(mxEvent.MOUSE_DOWN,new mxMouseEvent(n)),t=n.pointerId)})),mxUtils.bind(this,(function(n){!this.isContainerEvent(n)||null!=t&&n.pointerId!=t||e.fireMouseEvent(mxEvent.MOUSE_MOVE,new mxMouseEvent(n))})),mxUtils.bind(this,(function(n){this.isContainerEvent(n)&&e.fireMouseEvent(mxEvent.MOUSE_UP,new mxMouseEvent(n)),t=null}))),mxEvent.addListener(n,"dblclick",mxUtils.bind(this,(function(t){this.isContainerEvent(t)&&e.dblClick(t)}))),e.addMouseListener({mouseDown:function(t,n){e.popupMenuHandler.hideMenu()},mouseMove:function(){},mouseUp:function(){}}),this.moveHandler=mxUtils.bind(this,(function(t){var i,r;null!=e.tooltipHandler&&e.tooltipHandler.isHideOnHover()&&e.tooltipHandler.hide(),this.captureDocumentGesture&&e.isMouseDown&&null!=e.container&&!this.isContainerEvent(t)&&"none"!=e.container.style.display&&"hidden"!=e.container.style.visibility&&!mxEvent.isConsumed(t)&&e.fireMouseEvent(mxEvent.MOUSE_MOVE,new mxMouseEvent(t,(r=null,mxClient.IS_TOUCH&&(i=mxEvent.getClientX(t),t=mxEvent.getClientY(t),i=mxUtils.convertPoint(n,i,t),r=e.view.getState(e.getCellAt(i.x,i.y))),r)))})),this.endHandler=mxUtils.bind(this,(function(t){this.captureDocumentGesture&&e.isMouseDown&&null!=e.container&&!this.isContainerEvent(t)&&"none"!=e.container.style.display&&"hidden"!=e.container.style.visibility&&e.fireMouseEvent(mxEvent.MOUSE_UP,new mxMouseEvent(t))})),mxEvent.addGestureListeners(document,null,this.moveHandler,this.endHandler))},mxGraphView.prototype.createHtml=function(){var t=this.graph.container;null!=t&&(this.canvas=this.createHtmlPane("100%","100%"),this.canvas.style.overflow="hidden",this.backgroundPane=this.createHtmlPane("1px","1px"),this.drawPane=this.createHtmlPane("1px","1px"),this.overlayPane=this.createHtmlPane("1px","1px"),this.decoratorPane=this.createHtmlPane("1px","1px"),this.canvas.appendChild(this.backgroundPane),this.canvas.appendChild(this.drawPane),this.canvas.appendChild(this.overlayPane),this.canvas.appendChild(this.decoratorPane),t.appendChild(this.canvas),this.updateContainerStyle(t),mxClient.IS_QUIRKS)&&(t=mxUtils.bind(this,(function(t){var e=(n=this.getGraphBounds()).x+n.width+this.graph.border,n=n.y+n.height+this.graph.border;this.updateHtmlCanvasSize(e,n)})),mxEvent.addListener(window,"resize",t))},mxGraphView.prototype.updateHtmlCanvasSize=function(t,e){var n,i;null!=this.graph.container&&(n=this.graph.container.offsetWidth,i=this.graph.container.offsetHeight,this.canvas.style.width=n")},mxGraph.prototype.createHandlers=function(){this.tooltipHandler=this.createTooltipHandler(),this.tooltipHandler.setEnabled(!1),this.selectionCellsHandler=this.createSelectionCellsHandler(),this.connectionHandler=this.createConnectionHandler(),this.connectionHandler.setEnabled(!1),this.graphHandler=this.createGraphHandler(),this.panningHandler=this.createPanningHandler(),this.panningHandler.panningEnabled=!1,this.popupMenuHandler=this.createPopupMenuHandler()},mxGraph.prototype.createTooltipHandler=function(){return new mxTooltipHandler(this)},mxGraph.prototype.createSelectionCellsHandler=function(){return new mxSelectionCellsHandler(this)},mxGraph.prototype.createConnectionHandler=function(){return new mxConnectionHandler(this)},mxGraph.prototype.createGraphHandler=function(){return new mxGraphHandler(this)},mxGraph.prototype.createPanningHandler=function(){return new mxPanningHandler(this)},mxGraph.prototype.createPopupMenuHandler=function(){return new mxPopupMenuHandler(this)},mxGraph.prototype.createSelectionModel=function(){return new mxGraphSelectionModel(this)},mxGraph.prototype.createStylesheet=function(){return new mxStylesheet},mxGraph.prototype.createGraphView=function(){return new mxGraphView(this)},mxGraph.prototype.createCellRenderer=function(){return new mxCellRenderer},mxGraph.prototype.createCellEditor=function(){return new mxCellEditor(this)},mxGraph.prototype.getModel=function(){return this.model},mxGraph.prototype.getView=function(){return this.view},mxGraph.prototype.getStylesheet=function(){return this.stylesheet},mxGraph.prototype.setStylesheet=function(t){this.stylesheet=t},mxGraph.prototype.getSelectionModel=function(){return this.selectionModel},mxGraph.prototype.setSelectionModel=function(t){this.selectionModel=t},mxGraph.prototype.getSelectionCellsForChanges=function(t,e){for(var n=new mxDictionary,i=[],r=mxUtils.bind(this,(function(t){if(!n.get(t)&&this.model.contains(t))if(this.model.isEdge(t)||this.model.isVertex(t))n.put(t,!0),i.push(t);else for(var e=this.model.getChildCount(t),l=0;l"+e+""),i&&n.addListener(mxEvent.CLICK,mxUtils.bind(this,(function(e,n){this.isEnabled()&&this.setSelectionCell(t)}))),this.addCellOverlay(t,n)):(this.removeCellOverlays(t),null)},mxGraph.prototype.startEditing=function(t){this.startEditingAtCell(null,t)},mxGraph.prototype.startEditingAtCell=function(t,e){null!=e&&mxEvent.isMultiTouchEvent(e)||null!=(t=null!=t||null==(t=this.getSelectionCell())||this.isCellEditable(t)?t:null)&&(this.fireEvent(new mxEventObject(mxEvent.START_EDITING,"cell",t,"event",e)),this.cellEditor.startEditing(t,e),this.fireEvent(new mxEventObject(mxEvent.EDITING_STARTED,"cell",t,"event",e)))},mxGraph.prototype.getEditingValue=function(t,e){return this.convertValueToString(t)},mxGraph.prototype.stopEditing=function(t){this.cellEditor.stopEditing(t),this.fireEvent(new mxEventObject(mxEvent.EDITING_STOPPED,"cancel",t))},mxGraph.prototype.labelChanged=function(t,e,n){this.model.beginUpdate();try{var i=t.value;this.cellLabelChanged(t,e,this.isAutoSizeCell(t)),this.fireEvent(new mxEventObject(mxEvent.LABEL_CHANGED,"cell",t,"value",e,"old",i,"event",n))}finally{this.model.endUpdate()}return t},mxGraph.prototype.cellLabelChanged=function(t,e,n){this.model.beginUpdate();try{this.model.setValue(t,e),n&&this.cellSizeUpdated(t,!1)}finally{this.model.endUpdate()}},mxGraph.prototype.escape=function(t){this.fireEvent(new mxEventObject(mxEvent.ESCAPE,"event",t))},mxGraph.prototype.click=function(t){var e,n=t.getEvent(),i=t.getCell(),r=new mxEventObject(mxEvent.CLICK,"event",n,"cell",i);if(t.isConsumed()&&r.consume(),this.fireEvent(r),this.isEnabled()&&!mxEvent.isConsumed(n)&&!r.isConsumed()){if(null!=i)this.isTransparentClickEvent(n)&&(e=!1,null!=(r=this.getCellAt(t.graphX,t.graphY,null,null,null,mxUtils.bind(this,(function(t){var n=this.isCellSelected(t.cell);return!(e=e||n)||n||t.cell!=i&&this.model.isAncestor(t.cell,i)})))))&&(i=r);else if(this.isSwimlaneSelectionEnabled()&&!(null==(i=this.getSwimlaneAt(t.getGraphX(),t.getGraphY()))||this.isToggleEvent(n)&&mxEvent.isAltDown(n))){for(var l=i,o=[];null!=l;){l=this.model.getParent(l);var s=this.view.getState(l);this.isSwimlane(l)&&null!=s&&o.push(l)}if(0=(r=this.container).scrollLeft&&e>=r.scrollTop&&t<=r.scrollLeft+r.clientWidth&&e<=r.scrollTop+r.clientHeight&&((l=r.scrollLeft+r.clientWidth-t)this.minPageBreakDist)?Math.ceil(l.height/s.height)+1:0),h=t?Math.ceil(l.width/s.width)+1:0,u=(h-1)*s.width,d=(a-1)*s.height;null==this.horizontalPageBreaks&&0this.model.getChildCount(e)&&n--,this.model.add(e,t[y],n+y),this.autoSizeCellsOnAdd&&this.autoSizeCell(t[y],!0),(null==s||s)&&this.isExtendParentsOnAdd(t[y])&&this.isExtendParent(t[y])&&this.extendParent(t[y]),null!=o&&!o||this.constrainChild(t[y]),null!=i&&this.cellConnected(t[y],i,!0),null!=r&&this.cellConnected(t[y],r,!1));this.fireEvent(new mxEventObject(mxEvent.CELLS_ADDED,"cells",t,"parent",e,"index",n,"source",i,"target",r,"absolute",l))}finally{this.model.endUpdate()}}},mxGraph.prototype.autoSizeCell=function(t,e){if(e=null==e||e)for(var n=this.model.getChildCount(t),i=0;i"),l=(r=mxUtils.getSizeForString(l,t,n[mxConstants.STYLE_FONTFAMILY],e,n[mxConstants.STYLE_FONTSTYLE])).width+o,t=r.height+i,mxUtils.getValue(n,mxConstants.STYLE_HORIZONTAL,!0)||(e=t,t=l,l=e),this.gridEnabled&&(l=this.snap(l+this.gridSize/2),t=this.snap(t+this.gridSize/2)),new mxRectangle(0,0,l,t)):new mxRectangle(0,0,o=4*this.gridSize,o))),s},mxGraph.prototype.resizeCell=function(t,e,n){return this.resizeCells([t],[e],n)[0]},mxGraph.prototype.resizeCells=function(t,e,n){n=null!=n?n:this.isRecursiveResize(),this.model.beginUpdate();try{var i=this.cellsResized(t,e,n);this.fireEvent(new mxEventObject(mxEvent.RESIZE_CELLS,"cells",t,"bounds",e,"previous",i))}finally{this.model.endUpdate()}return t},mxGraph.prototype.cellsResized=function(t,e,n){n=null!=n&&n;var i=[];if(null!=t&&null!=e&&t.length==e.length){this.model.beginUpdate();try{for(var r=0;ri.width&&(n=s.width-i.width,s.width-=n),h.x+h.width>i.x+i.width&&(n-=h.x+h.width-i.x-i.width-n),a=0,s.height>i.height&&(a=s.height-i.height,s.height-=a),h.y+h.height>i.y+i.height&&(a-=h.y+h.height-i.y-i.height-a),h.xo+e&&(this.view.translate.x-=(t.x+i-e-o)/a,h=!0),t.y+r>s+n&&(this.view.translate.y-=(t.y+r-n-s)/a,h=!0),t.x")):this.setCellWarning(l,null),n=n&&null==o}var s="",a=(this.isCellCollapsed(t)&&!n&&(s+=(mxResources.get(this.containsValidationErrorsResource)||this.containsValidationErrorsResource)+"\n"),this.model.isEdge(t)?s+=this.getEdgeValidationError(t,this.model.getTerminal(t,!0),this.model.getTerminal(t,!1))||"":s+=this.getCellValidationError(t)||"",this.validateCell(t,e));return null!=a&&(s+=a),null==this.model.getParent(t)&&this.view.validate(),0o.max||eo.max||n")),null==l&&null!=t.overlays&&t.overlays.visit((function(t,n){null!=l||e!=n.node&&e.parentNode!=n.node||(l=n.overlay.toString())})),null==(l=null==l&&null!=(r=this.selectionCellsHandler.getHandler(t.cell))&&"function"==typeof r.getTooltipForNode?r.getTooltipForNode(e):l))?this.getTooltipForCell(t.cell):l},mxGraph.prototype.getTooltipForCell=function(t){return null!=t&&null!=t.getTooltip?t.getTooltip():this.convertValueToString(t)},mxGraph.prototype.getLinkForCell=function(t){return null},mxGraph.prototype.getCursorForMouseEvent=function(t){return this.getCursorForCell(t.getCell())},mxGraph.prototype.getCursorForCell=function(t){return null},mxGraph.prototype.getStartSize=function(t,e){var n=new mxRectangle;return t=this.getCurrentCellStyle(t,e),e=parseInt(mxUtils.getValue(t,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE)),mxUtils.getValue(t,mxConstants.STYLE_HORIZONTAL,!0)?n.height=e:n.width=e,n},mxGraph.prototype.getSwimlaneDirection=function(t){var e=mxUtils.getValue(t,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST),n=1==mxUtils.getValue(t,mxConstants.STYLE_FLIPH,0),i=1==mxUtils.getValue(t,mxConstants.STYLE_FLIPV,0);return t=mxUtils.getValue(t,mxConstants.STYLE_HORIZONTAL,!0)?0:3,e==mxConstants.DIRECTION_NORTH?t--:e==mxConstants.DIRECTION_WEST?t+=2:e==mxConstants.DIRECTION_SOUTH&&(t+=1),e=mxUtils.mod(t,2),n&&1==e&&(t+=2),i&&0==e&&(t+=2),[mxConstants.DIRECTION_NORTH,mxConstants.DIRECTION_EAST,mxConstants.DIRECTION_SOUTH,mxConstants.DIRECTION_WEST][mxUtils.mod(t,4)]},mxGraph.prototype.getActualStartSize=function(t,e){var n=new mxRectangle;return this.isSwimlane(t,e)&&(t=this.getCurrentCellStyle(t,e),e=parseInt(mxUtils.getValue(t,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE)),(t=this.getSwimlaneDirection(t))==mxConstants.DIRECTION_NORTH?n.y=e:t==mxConstants.DIRECTION_WEST?n.x=e:t==mxConstants.DIRECTION_SOUTH?n.height=e:n.width=e),n},mxGraph.prototype.getImage=function(t){return null!=t&&null!=t.style?t.style[mxConstants.STYLE_IMAGE]:null},mxGraph.prototype.isTransparentState=function(t){var e,n,i=!1;return null!=t&&(e=mxUtils.getValue(t.style,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE),n=mxUtils.getValue(t.style,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE),i=e==mxConstants.NONE&&n==mxConstants.NONE&&null==this.getImage(t)),i},mxGraph.prototype.getVerticalAlign=function(t){return null!=t&&null!=t.style?t.style[mxConstants.STYLE_VERTICAL_ALIGN]||mxConstants.ALIGN_MIDDLE:null},mxGraph.prototype.getIndicatorColor=function(t){return null!=t&&null!=t.style?t.style[mxConstants.STYLE_INDICATOR_COLOR]:null},mxGraph.prototype.getIndicatorGradientColor=function(t){return null!=t&&null!=t.style?t.style[mxConstants.STYLE_INDICATOR_GRADIENTCOLOR]:null},mxGraph.prototype.getIndicatorShape=function(t){return null!=t&&null!=t.style?t.style[mxConstants.STYLE_INDICATOR_SHAPE]:null},mxGraph.prototype.getIndicatorImage=function(t){return null!=t&&null!=t.style?t.style[mxConstants.STYLE_INDICATOR_IMAGE]:null},mxGraph.prototype.getBorder=function(){return this.border},mxGraph.prototype.setBorder=function(t){this.border=t},mxGraph.prototype.isSwimlane=function(t,e){return null!=t&&this.model.getParent(t)!=this.model.getRoot()&&!this.model.isEdge(t)&&this.getCurrentCellStyle(t,e)[mxConstants.STYLE_SHAPE]==mxConstants.SHAPE_SWIMLANE},mxGraph.prototype.isResizeContainer=function(){return this.resizeContainer},mxGraph.prototype.setResizeContainer=function(t){this.resizeContainer=t},mxGraph.prototype.isEnabled=function(){return this.enabled},mxGraph.prototype.setEnabled=function(t){this.enabled=t},mxGraph.prototype.isEscapeEnabled=function(){return this.escapeEnabled},mxGraph.prototype.setEscapeEnabled=function(t){this.escapeEnabled=t},mxGraph.prototype.isInvokesStopCellEditing=function(){return this.invokesStopCellEditing},mxGraph.prototype.setInvokesStopCellEditing=function(t){this.invokesStopCellEditing=t},mxGraph.prototype.isEnterStopsCellEditing=function(){return this.enterStopsCellEditing},mxGraph.prototype.setEnterStopsCellEditing=function(t){this.enterStopsCellEditing=t},mxGraph.prototype.isCellLocked=function(t){var e=this.model.getGeometry(t);return this.isCellsLocked()||null!=e&&this.model.isVertex(t)&&e.relative},mxGraph.prototype.isCellsLocked=function(){return this.cellsLocked},mxGraph.prototype.setCellsLocked=function(t){this.cellsLocked=t},mxGraph.prototype.getCloneableCells=function(t){return this.model.filterCells(t,mxUtils.bind(this,(function(t){return this.isCellCloneable(t)})))},mxGraph.prototype.isCellCloneable=function(t){return t=this.getCurrentCellStyle(t),this.isCellsCloneable()&&0!=t[mxConstants.STYLE_CLONEABLE]},mxGraph.prototype.isCellsCloneable=function(){return this.cellsCloneable},mxGraph.prototype.setCellsCloneable=function(t){this.cellsCloneable=t},mxGraph.prototype.getExportableCells=function(t){return this.model.filterCells(t,mxUtils.bind(this,(function(t){return this.canExportCell(t)})))},mxGraph.prototype.canExportCell=function(t){return this.exportEnabled},mxGraph.prototype.getImportableCells=function(t){return this.model.filterCells(t,mxUtils.bind(this,(function(t){return this.canImportCell(t)})))},mxGraph.prototype.canImportCell=function(t){return this.importEnabled},mxGraph.prototype.isCellSelectable=function(t){return this.isCellsSelectable()},mxGraph.prototype.isCellsSelectable=function(){return this.cellsSelectable},mxGraph.prototype.setCellsSelectable=function(t){this.cellsSelectable=t},mxGraph.prototype.getDeletableCells=function(t){return this.model.filterCells(t,mxUtils.bind(this,(function(t){return this.isCellDeletable(t)})))},mxGraph.prototype.isCellDeletable=function(t){return t=this.getCurrentCellStyle(t),this.isCellsDeletable()&&0!=t[mxConstants.STYLE_DELETABLE]},mxGraph.prototype.isCellsDeletable=function(){return this.cellsDeletable},mxGraph.prototype.setCellsDeletable=function(t){this.cellsDeletable=t},mxGraph.prototype.isLabelMovable=function(t){return!this.isCellLocked(t)&&(this.model.isEdge(t)&&this.edgeLabelsMovable||this.model.isVertex(t)&&this.vertexLabelsMovable)},mxGraph.prototype.isCellRotatable=function(t){return 0!=this.getCurrentCellStyle(t)[mxConstants.STYLE_ROTATABLE]},mxGraph.prototype.getMovableCells=function(t){return this.model.filterCells(t,mxUtils.bind(this,(function(t){return this.isCellMovable(t)})))},mxGraph.prototype.isCellMovable=function(t){var e=this.getCurrentCellStyle(t);return this.isCellsMovable()&&!this.isCellLocked(t)&&0!=e[mxConstants.STYLE_MOVABLE]},mxGraph.prototype.isCellsMovable=function(){return this.cellsMovable},mxGraph.prototype.setCellsMovable=function(t){this.cellsMovable=t},mxGraph.prototype.isGridEnabled=function(){return this.gridEnabled},mxGraph.prototype.setGridEnabled=function(t){this.gridEnabled=t},mxGraph.prototype.isPortsEnabled=function(){return this.portsEnabled},mxGraph.prototype.setPortsEnabled=function(t){this.portsEnabled=t},mxGraph.prototype.getGridSize=function(){return this.gridSize},mxGraph.prototype.setGridSize=function(t){this.gridSize=t},mxGraph.prototype.getTolerance=function(){return this.tolerance},mxGraph.prototype.setTolerance=function(t){this.tolerance=t},mxGraph.prototype.isVertexLabelsMovable=function(){return this.vertexLabelsMovable},mxGraph.prototype.setVertexLabelsMovable=function(t){this.vertexLabelsMovable=t},mxGraph.prototype.isEdgeLabelsMovable=function(){return this.edgeLabelsMovable},mxGraph.prototype.setEdgeLabelsMovable=function(t){this.edgeLabelsMovable=t},mxGraph.prototype.isSwimlaneNesting=function(){return this.swimlaneNesting},mxGraph.prototype.setSwimlaneNesting=function(t){this.swimlaneNesting=t},mxGraph.prototype.isSwimlaneSelectionEnabled=function(){return this.swimlaneSelectionEnabled},mxGraph.prototype.setSwimlaneSelectionEnabled=function(t){this.swimlaneSelectionEnabled=t},mxGraph.prototype.isMultigraph=function(){return this.multigraph},mxGraph.prototype.setMultigraph=function(t){this.multigraph=t},mxGraph.prototype.isAllowLoops=function(){return this.allowLoops},mxGraph.prototype.setAllowDanglingEdges=function(t){this.allowDanglingEdges=t},mxGraph.prototype.isAllowDanglingEdges=function(){return this.allowDanglingEdges},mxGraph.prototype.setConnectableEdges=function(t){this.connectableEdges=t},mxGraph.prototype.isConnectableEdges=function(){return this.connectableEdges},mxGraph.prototype.setCloneInvalidEdges=function(t){this.cloneInvalidEdges=t},mxGraph.prototype.isCloneInvalidEdges=function(){return this.cloneInvalidEdges},mxGraph.prototype.setAllowLoops=function(t){this.allowLoops=t},mxGraph.prototype.isDisconnectOnMove=function(){return this.disconnectOnMove},mxGraph.prototype.setDisconnectOnMove=function(t){this.disconnectOnMove=t},mxGraph.prototype.isDropEnabled=function(){return this.dropEnabled},mxGraph.prototype.setDropEnabled=function(t){this.dropEnabled=t},mxGraph.prototype.isSplitEnabled=function(){return this.splitEnabled},mxGraph.prototype.setSplitEnabled=function(t){this.splitEnabled=t},mxGraph.prototype.isCellResizable=function(t){var e=this.getCurrentCellStyle(t);return this.isCellsResizable()&&!this.isCellLocked(t)&&"0"!=mxUtils.getValue(e,mxConstants.STYLE_RESIZABLE,"1")},mxGraph.prototype.isCellsResizable=function(){return this.cellsResizable},mxGraph.prototype.setCellsResizable=function(t){this.cellsResizable=t},mxGraph.prototype.isTerminalPointMovable=function(t,e){return!0},mxGraph.prototype.isCellBendable=function(t){var e=this.getCurrentCellStyle(t);return this.isCellsBendable()&&!this.isCellLocked(t)&&0!=e[mxConstants.STYLE_BENDABLE]},mxGraph.prototype.isCellsBendable=function(){return this.cellsBendable},mxGraph.prototype.setCellsBendable=function(t){this.cellsBendable=t},mxGraph.prototype.isCellEditable=function(t){var e=this.getCurrentCellStyle(t);return this.isCellsEditable()&&!this.isCellLocked(t)&&0!=e[mxConstants.STYLE_EDITABLE]},mxGraph.prototype.isCellsEditable=function(){return this.cellsEditable},mxGraph.prototype.setCellsEditable=function(t){this.cellsEditable=t},mxGraph.prototype.isCellDisconnectable=function(t,e,n){return this.isCellsDisconnectable()&&!this.isCellLocked(t)},mxGraph.prototype.isCellsDisconnectable=function(){return this.cellsDisconnectable},mxGraph.prototype.setCellsDisconnectable=function(t){this.cellsDisconnectable=t},mxGraph.prototype.isValidSource=function(t){return null==t&&this.allowDanglingEdges||null!=t&&(!this.model.isEdge(t)||this.connectableEdges)&&this.isCellConnectable(t)},mxGraph.prototype.isValidTarget=function(t){return this.isValidSource(t)},mxGraph.prototype.isValidConnection=function(t,e){return this.isValidSource(t)&&this.isValidTarget(e)},mxGraph.prototype.setConnectable=function(t){this.connectionHandler.setEnabled(t)},mxGraph.prototype.isConnectable=function(){return this.connectionHandler.isEnabled()},mxGraph.prototype.setTooltips=function(t){this.tooltipHandler.setEnabled(t)},mxGraph.prototype.setPanning=function(t){this.panningHandler.panningEnabled=t},mxGraph.prototype.isEditing=function(t){var e;return null!=this.cellEditor&&(e=this.cellEditor.getEditingCell(),null==t?null!=e:t==e)},mxGraph.prototype.isAutoSizeCell=function(t){return t=this.getCurrentCellStyle(t),this.isAutoSizeCells()||1==t[mxConstants.STYLE_AUTOSIZE]},mxGraph.prototype.isAutoSizeCells=function(){return this.autoSizeCells},mxGraph.prototype.setAutoSizeCells=function(t){this.autoSizeCells=t},mxGraph.prototype.isExtendParent=function(t){return!this.getModel().isEdge(t)&&this.isExtendParents()},mxGraph.prototype.isExtendParents=function(){return this.extendParents},mxGraph.prototype.setExtendParents=function(t){this.extendParents=t},mxGraph.prototype.isExtendParentsOnAdd=function(t){return this.extendParentsOnAdd},mxGraph.prototype.setExtendParentsOnAdd=function(t){this.extendParentsOnAdd=t},mxGraph.prototype.isExtendParentsOnMove=function(){return this.extendParentsOnMove},mxGraph.prototype.setExtendParentsOnMove=function(t){this.extendParentsOnMove=t},mxGraph.prototype.isRecursiveResize=function(t){return this.recursiveResize},mxGraph.prototype.setRecursiveResize=function(t){this.recursiveResize=t},mxGraph.prototype.isConstrainChild=function(t){return this.isConstrainChildren()&&!this.getModel().isEdge(this.getModel().getParent(t))},mxGraph.prototype.isConstrainChildren=function(){return this.constrainChildren},mxGraph.prototype.setConstrainChildren=function(t){this.constrainChildren=t},mxGraph.prototype.isConstrainRelativeChildren=function(){return this.constrainRelativeChildren},mxGraph.prototype.setConstrainRelativeChildren=function(t){this.constrainRelativeChildren=t},mxGraph.prototype.isAllowNegativeCoordinates=function(){return this.allowNegativeCoordinates},mxGraph.prototype.setAllowNegativeCoordinates=function(t){this.allowNegativeCoordinates=t},mxGraph.prototype.getOverlap=function(t){return this.isAllowOverlapParent(t)?this.defaultOverlap:0},mxGraph.prototype.isAllowOverlapParent=function(t){return!1},mxGraph.prototype.getFoldableCells=function(t,e){return this.model.filterCells(t,mxUtils.bind(this,(function(t){return this.isCellFoldable(t,e)})))},mxGraph.prototype.isCellFoldable=function(t,e){var n=this.getCurrentCellStyle(t);return 0t.width*r)return!0;if(0t.height*r)return!0}return!1},mxGraph.prototype.getChildVertices=function(t){return this.getChildCells(t,!0,!1)},mxGraph.prototype.getChildEdges=function(t){return this.getChildCells(t,!1,!0)},mxGraph.prototype.getChildCells=function(t,e,n){t=null!=t?t:this.getDefaultParent();for(var i=this.model.getChildCells(t,e=null!=e&&e,n=null!=n&&n),r=[],l=0;l=t&&x.y+x.height<=d&&x.y>=e&&x.x+x.width<=u)&&l.push(g),m&&!a)||this.getCells(t,e,n,i,g,l,o,s,a)}}return l},mxGraph.prototype.getCellsBeyond=function(t,e,n,i,r){var l=[];if((i||r)&&null!=(n=null==n?this.getDefaultParent():n))for(var o=this.model.getChildCount(n),s=0;s=t)&&(!r||h.y>=e)&&l.push(a)}return l},mxGraph.prototype.findTreeRoots=function(t,e,n){e=null!=e&&e,n=null!=n&&n;var i=[];if(null!=t){for(var r=this.getModel(),l=r.getChildCount(t),o=null,s=0,a=0;a=this.max)||!this.source&&(0==this.max||l>=this.max))&&(o+=this.countError+"\n"),null!=this.validNeighbors)&&null!=this.typeError&&0=this.cellCount&&!this.livePreviewActive&&this.allowLivePreview?this.cloning&&this.livePreviewActive||(this.livePreviewActive=!0,this.livePreviewUsed=!0):this.livePreviewUsed||null!=this.shape||(this.shape=this.createPreviewShape(this.bounds))},mxGraphHandler.prototype.mouseMove=function(t,e){var n,i,r,l,o,s,a,h,u=this.graph;e.isConsumed()||!u.isMouseDown||null==this.cell||null==this.first||null==this.bounds||this.suspended?!this.isMoveEnabled()&&!this.isCloneEnabled()||!this.updateCursor||e.isConsumed()||null==e.getState()&&null==e.sourceState||u.isMouseDown||null!=(n=null==(n=u.getCursorForMouseEvent(e))&&u.isEnabled()&&u.isCellMovable(e.getCell())?u.getModel().isEdge(e.getCell())?mxConstants.CURSOR_MOVABLE_EDGE:mxConstants.CURSOR_MOVABLE_VERTEX:n)&&null!=e.sourceState&&e.sourceState.setCursor(n):mxEvent.isMultiTouchEvent(e.getEvent())?this.reset():(n=this.getDelta(e),i=u.tolerance,(null!=this.shape||this.livePreviewActive||Math.abs(n.x)>i||Math.abs(n.y)>i)&&(null==this.highlight&&(this.highlight=new mxCellHighlight(this.graph,mxConstants.DROP_TARGET_COLOR,3)),i=u.isCloneEvent(e.getEvent())&&u.isCellsCloneable()&&this.isCloneEnabled(),r=u.isGridEnabledEvent(e.getEvent()),l=e.getCell(),o=!0,a=null,this.cloning=i,u.isDropEnabled()&&this.highlightEnabled&&(a=u.getDropTarget(this.cells,e.getEvent(),l,i)),s=!1,null!=(h=u.getView().getState(a))&&(i||this.isValidDropTarget(a,e))?(this.target!=a&&(this.target=a,this.setHighlightColor(mxConstants.DROP_TARGET_COLOR)),s=!0):(this.target=null,this.connectOnDrop&&null!=l&&1==this.cells.length&&u.getModel().isVertex(l)&&u.isCellConnectable(l)&&null!=(h=u.getView().getState(l))&&(a=null==u.getEdgeValidationError(null,this.cell,l)?mxConstants.VALID_COLOR:mxConstants.INVALID_CONNECT_TARGET_COLOR,this.setHighlightColor(a),s=!0)),null!=h&&s?this.highlight.highlight(h):this.highlight.hide(),null!=this.guide&&this.useGuidesForEvent(e)?(n=this.guide.move(this.bounds,n,r,i),o=!1):n=this.graph.snapDelta(n,this.bounds,!r,!1,!1),null!=this.guide&&o&&this.guide.hide(),u.isConstrainedEvent(e.getEvent())&&(Math.abs(n.x)>Math.abs(n.y)?n.y=0:n.x=0),this.checkPreview(),this.currentDx==n.x&&this.currentDy==n.y||(this.currentDx=n.x,this.currentDy=n.y,this.updatePreview())),this.updateHint(e),this.consumeMouseEvent(mxEvent.MOUSE_MOVE,e),mxEvent.consume(e.getEvent()))},mxGraphHandler.prototype.updatePreview=function(t){this.livePreviewUsed&&!t?null!=this.cells&&(this.setHandlesVisibleForCells(this.graph.selectionCellsHandler.getHandledSelectionCells(),!1),this.updateLivePreview(this.currentDx,this.currentDy)):this.updatePreviewShape()},mxGraphHandler.prototype.updatePreviewShape=function(){null!=this.shape&&null!=this.pBounds&&(this.shape.bounds=new mxRectangle(Math.round(this.pBounds.x+this.currentDx),Math.round(this.pBounds.y+this.currentDy),this.pBounds.width,this.pBounds.height),this.shape.redraw())},mxGraphHandler.prototype.updateLivePreview=function(t,e){if(!this.suspended){var n=[];if(null!=this.allCells&&this.allCells.visit(mxUtils.bind(this,(function(i,r){var l=this.graph.view.getState(r.cell);l!=r&&(r.destroy(),null!=l?this.allCells.put(r.cell,l):this.allCells.remove(r.cell),r=l),null!=r&&(l=r.clone(),n.push([r,l]),null!=r.shape&&(null==r.shape.originalPointerEvents&&(r.shape.originalPointerEvents=r.shape.pointerEvents),r.shape.pointerEvents=!1,null!=r.text)&&(null==r.text.originalPointerEvents&&(r.text.originalPointerEvents=r.text.pointerEvents),r.text.pointerEvents=!1),this.graph.model.isVertex(r.cell))&&(r.x+=t,r.y+=e,this.cloning?null!=r.text&&(r.text.updateBoundingBox(),null!=r.text.boundingBox&&(r.text.boundingBox.x+=t,r.text.boundingBox.y+=e),null!=r.text.unrotatedBoundingBox)&&(r.text.unrotatedBoundingBox.x+=t,r.text.unrotatedBoundingBox.y+=e):(r.view.graph.cellRenderer.redraw(r,!0),r.view.invalidate(r.cell),r.invalid=!1,null!=r.control&&null!=r.control.node&&(r.control.node.style.visibility="hidden")))}))),0==n.length)this.reset();else{for(var i=this.graph.view.scale,r=0;rthis.graph.tolerance||Math.abs(this.dy)>this.graph.tolerance,!n)&&this.active&&this.fireEvent(new mxEventObject(mxEvent.PAN_START,"event",e)),(this.active||this.panningTrigger)&&e.consume()},mxPanningHandler.prototype.mouseUp=function(t,e){var n,i;this.active&&(null!=this.dx&&null!=this.dy&&(this.graph.useScrollbarsForPanning&&mxUtils.hasScrollbars(this.graph.container)||(n=this.graph.getView().scale,i=this.graph.getView().translate,this.graph.panGraph(0,0),this.panGraph(i.x+this.dx/n,i.y+this.dy/n)),e.consume()),this.fireEvent(new mxEventObject(mxEvent.PAN_END,"event",e))),this.reset()},mxPanningHandler.prototype.zoomGraph=function(t){var e=Math.round(this.initialScale*t.scale*100)/100;null!=this.minScale&&(e=Math.max(this.minScale,e)),null!=this.maxScale&&(e=Math.min(this.maxScale,e)),this.graph.view.scale!=e&&(this.graph.zoomTo(e),mxEvent.consume(t))},mxPanningHandler.prototype.reset=function(){this.panningTrigger=!1,this.mouseDownEvent=null,this.active=!1,this.dx=null,this.dy=null},mxPanningHandler.prototype.panGraph=function(t,e){this.graph.getView().setTranslate(t,e)},mxPanningHandler.prototype.destroy=function(){this.graph.removeMouseListener(this),this.graph.removeListener(this.forcePanningHandler),this.graph.removeListener(this.gestureHandler),mxEvent.removeListener(document,"mouseup",this.mouseUpListener)},__mxOutput.mxPanningHandler=void 0!==mxPanningHandler?mxPanningHandler:void 0,mxPopupMenuHandler.prototype=new mxPopupMenu,mxPopupMenuHandler.prototype.constructor=mxPopupMenuHandler,mxPopupMenuHandler.prototype.graph=null,mxPopupMenuHandler.prototype.selectOnPopup=!0,mxPopupMenuHandler.prototype.clearSelectionOnBackground=!0,mxPopupMenuHandler.prototype.triggerX=null,mxPopupMenuHandler.prototype.triggerY=null,mxPopupMenuHandler.prototype.screenX=null,mxPopupMenuHandler.prototype.screenY=null,mxPopupMenuHandler.prototype.init=function(){mxPopupMenu.prototype.init.apply(this),mxEvent.addGestureListeners(this.div,mxUtils.bind(this,(function(t){this.graph.tooltipHandler.hide()})))},mxPopupMenuHandler.prototype.isSelectOnPopup=function(t){return this.selectOnPopup},mxPopupMenuHandler.prototype.mouseDown=function(t,e){this.isEnabled()&&!mxEvent.isMultiTouchEvent(e.getEvent())&&(this.hideMenu(),this.triggerX=e.getGraphX(),this.triggerY=e.getGraphY(),this.screenX=mxEvent.getMainEvent(e.getEvent()).screenX,this.screenY=mxEvent.getMainEvent(e.getEvent()).screenY,this.popupTrigger=this.isPopupTrigger(e),this.inTolerance=!0)},mxPopupMenuHandler.prototype.mouseMove=function(t,e){this.inTolerance&&null!=this.screenX&&null!=this.screenY&&(Math.abs(mxEvent.getMainEvent(e.getEvent()).screenX-this.screenX)>this.graph.tolerance||Math.abs(mxEvent.getMainEvent(e.getEvent()).screenY-this.screenY)>this.graph.tolerance)&&(this.inTolerance=!1)},mxPopupMenuHandler.prototype.mouseUp=function(t,e){var n,i;this.popupTrigger&&this.inTolerance&&null!=this.triggerX&&null!=this.triggerY&&(n=this.getCellForPopupEvent(e),this.graph.isEnabled()&&this.isSelectOnPopup(e)&&null!=n&&!this.graph.isCellSelected(n)?this.graph.setSelectionCell(n):this.clearSelectionOnBackground&&null==n&&this.graph.clearSelection(),this.graph.tooltipHandler.hide(),i=mxUtils.getScrollOrigin(),this.popup(e.getX()+i.x+1,e.getY()+i.y+1,n,e.getEvent()),e.consume()),this.popupTrigger=!1,this.inTolerance=!1},mxPopupMenuHandler.prototype.getCellForPopupEvent=function(t){return t.getCell()},mxPopupMenuHandler.prototype.destroy=function(){this.graph.removeMouseListener(this),this.graph.removeListener(this.gestureHandler),mxPopupMenu.prototype.destroy.apply(this)},__mxOutput.mxPopupMenuHandler=void 0!==mxPopupMenuHandler?mxPopupMenuHandler:void 0,mxUtils.extend(mxCellMarker,mxEventSource),mxCellMarker.prototype.graph=null,mxCellMarker.prototype.enabled=!0,mxCellMarker.prototype.hotspot=mxConstants.DEFAULT_HOTSPOT,mxCellMarker.prototype.hotspotEnabled=!1,mxCellMarker.prototype.validColor=null,mxCellMarker.prototype.invalidColor=null,mxCellMarker.prototype.currentColor=null,mxCellMarker.prototype.validState=null,mxCellMarker.prototype.markedState=null,mxCellMarker.prototype.setEnabled=function(t){this.enabled=t},mxCellMarker.prototype.isEnabled=function(){return this.enabled},mxCellMarker.prototype.setHotspot=function(t){this.hotspot=t},mxCellMarker.prototype.getHotspot=function(){return this.hotspot},mxCellMarker.prototype.setHotspotEnabled=function(t){this.hotspotEnabled=t},mxCellMarker.prototype.isHotspotEnabled=function(){return this.hotspotEnabled},mxCellMarker.prototype.hasValidState=function(){return null!=this.validState},mxCellMarker.prototype.getValidState=function(){return this.validState},mxCellMarker.prototype.getMarkedState=function(){return this.markedState},mxCellMarker.prototype.reset=function(){(this.validState=null)!=this.markedState&&(this.markedState=null,this.unmark())},mxCellMarker.prototype.process=function(t){var e=null;return this.isEnabled()&&(e=this.getState(t),this.setCurrentState(e,t)),e},mxCellMarker.prototype.setCurrentState=function(t,e,n){var i=null!=t&&this.isValidState(t);n=null!=n?n:this.getMarkerColor(e.getEvent(),t,i),this.validState=i?t:null,t==this.markedState&&n==this.currentColor||(this.currentColor=n,null!=t&&null!=this.currentColor?(this.markedState=t,this.mark()):null!=this.markedState&&(this.markedState=null,this.unmark()))},mxCellMarker.prototype.markCell=function(t,e){null!=(t=this.graph.getView().getState(t))&&(this.currentColor=null!=e?e:this.validColor,this.markedState=t,this.mark())},mxCellMarker.prototype.mark=function(){this.highlight.setHighlightColor(this.currentColor),this.highlight.highlight(this.markedState),this.fireEvent(new mxEventObject(mxEvent.MARK,"state",this.markedState))},mxCellMarker.prototype.unmark=function(){this.mark()},mxCellMarker.prototype.isValidState=function(t){return!0},mxCellMarker.prototype.getMarkerColor=function(t,e,n){return n?this.validColor:this.invalidColor},mxCellMarker.prototype.getState=function(t){var e=this.graph.getView(),n=this.getCell(t);return null!=(e=this.getStateToMark(e.getState(n)))&&this.intersects(e,t)?e:null},mxCellMarker.prototype.getCell=function(t){return t.getCell()},mxCellMarker.prototype.getStateToMark=function(t){return t},mxCellMarker.prototype.intersects=function(t,e){return!this.hotspotEnabled||mxUtils.intersectsHotspot(t,e.getGraphX(),e.getGraphY(),this.hotspot,mxConstants.MIN_HOTSPOT_SIZE,mxConstants.MAX_HOTSPOT_SIZE)},mxCellMarker.prototype.destroy=function(){this.graph.getView().removeListener(this.resetHandler),this.graph.getModel().removeListener(this.resetHandler),this.highlight.destroy()},__mxOutput.mxCellMarker=void 0!==mxCellMarker?mxCellMarker:void 0,mxUtils.extend(mxSelectionCellsHandler,mxEventSource),mxSelectionCellsHandler.prototype.graph=null,mxSelectionCellsHandler.prototype.enabled=!0,mxSelectionCellsHandler.prototype.refreshHandler=null,mxSelectionCellsHandler.prototype.maxHandlers=100,mxSelectionCellsHandler.prototype.handlers=null,mxSelectionCellsHandler.prototype.isEnabled=function(){return this.enabled},mxSelectionCellsHandler.prototype.setEnabled=function(t){this.enabled=t},mxSelectionCellsHandler.prototype.getHandler=function(t){return this.handlers.get(t)},mxSelectionCellsHandler.prototype.isHandled=function(t){return null!=this.getHandler(t)},mxSelectionCellsHandler.prototype.reset=function(){this.handlers.visit((function(t,e){e.reset.apply(e)}))},mxSelectionCellsHandler.prototype.getHandledSelectionCells=function(){return this.graph.getSelectionCells()},mxSelectionCellsHandler.prototype.refresh=function(){for(var t=this.handlers,e=(this.handlers=new mxDictionary,mxUtils.sortCells(this.getHandledSelectionCells(),!1)),n=0;nthis.graph.tolerance||Math.abs(e.getGraphY()-this.first.y)>this.graph.tolerance)&&this.updateCurrentState(e,r),null!=this.first){i=null,n=r;var l,o=(null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus&&null!=this.constraintHandler.currentPoint?(i=this.constraintHandler.currentConstraint,n=this.constraintHandler.currentPoint.clone()):null!=this.previous&&!this.graph.isIgnoreTerminalEvent(e.getEvent())&&mxEvent.isShiftDown(e.getEvent())&&(Math.abs(this.previous.getCenterX()-r.x)this.graph.tolerance||u>this.graph.tolerance)&&(this.shape=this.createShape(),null!=this.edgeState&&this.shape.apply(this.edgeState),this.updateCurrentState(e,r)),null!=this.shape&&(null!=this.edgeState?this.shape.points=this.edgeState.absolutePoints:(i=[o],(i=null!=this.waypoints?i.concat(this.waypoints):i).push(n),this.shape.points=i),this.drawPreview()),null!=this.cursor&&(this.graph.container.style.cursor=this.cursor),mxEvent.consume(e.getEvent()),e.consume()}else this.isEnabled()&&this.graph.isEnabled()?this.previous!=this.currentState&&null==this.edgeState?(this.destroyIcons(),null!=this.currentState&&null==this.error&&null==this.constraintHandler.currentConstraint&&(this.icons=this.createIcons(this.currentState),null==this.icons)&&(this.currentState.setCursor(mxConstants.CURSOR_CONNECT),e.consume()),this.previous=this.currentState):this.previous!=this.currentState||null==this.currentState||null!=this.icons||this.graph.isMouseDown||e.consume():this.constraintHandler.reset();if(!this.graph.isMouseDown&&null!=this.currentState&&null!=this.icons){for(var p=!1,c=e.getSource(),m=0;mthis.graph.tolerance||i>this.graph.tolerance))&&(null==this.waypoints&&(this.waypoints=[]),n=this.graph.view.scale,e=new mxPoint(this.graph.snap(t.getGraphX()/n)*n,this.graph.snap(t.getGraphY()/n)*n),this.waypoints.push(e))},mxConnectionHandler.prototype.checkConstraints=function(t,e){return null==t||null==e||null==t.point||null==e.point||!t.point.equals(e.point)||t.dx!=e.dx||t.dy!=e.dy||t.perimeter!=e.perimeter},mxConnectionHandler.prototype.mouseUp=function(t,e){if(!e.isConsumed()&&this.isConnecting()){if(this.waypointsEnabled&&!this.isStopEvent(e))return this.addWaypointForEvent(e),void e.consume();var n=this.sourceConstraint,i=this.constraintHandler.currentConstraint,r=null!=this.previous?this.previous.cell:null,l=null;null==(l=null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus?this.constraintHandler.currentFocus.cell:l)&&null!=this.currentState&&(l=this.currentState.cell),null!=this.error||null!=r&&null!=l&&r==l&&!this.checkConstraints(n,i)?(null!=this.previous&&null!=this.marker.validState&&this.previous.cell==this.marker.validState.cell&&this.graph.selectCellForEvent(this.marker.source,e.getEvent()),null!=this.error&&0o||Math.abs(l)>o)&&(null==this.div&&(this.div=this.createShape()),mxUtils.clearSelection(),this.update(n,i),e.consume())},mxRubberband.prototype.createShape=function(){null==this.sharedDiv&&(this.sharedDiv=document.createElement("div"),this.sharedDiv.className="mxRubberband",mxUtils.setOpacity(this.sharedDiv,this.defaultOpacity)),this.graph.container.appendChild(this.sharedDiv);var t=this.sharedDiv;return mxClient.IS_SVG&&(!mxClient.IS_IE||10<=document.documentMode)&&this.fadeOut&&(this.sharedDiv=null),t},mxRubberband.prototype.isActive=function(t,e){return null!=this.div&&"none"!=this.div.style.display},mxRubberband.prototype.mouseUp=function(t,e){var n=this.isActive();this.reset(),n&&(this.execute(e.getEvent()),e.consume())},mxRubberband.prototype.execute=function(t){var e=new mxRectangle(this.x,this.y,this.width,this.height);this.graph.selectRegion(e,t)},mxRubberband.prototype.reset=function(){var t;null!=this.div&&(mxClient.IS_SVG&&(!mxClient.IS_IE||10<=document.documentMode)&&this.fadeOut?(t=this.div,mxUtils.setPrefixedStyle(t.style,"transition","all 0.2s linear"),t.style.pointerEvents="none",t.style.opacity=0,window.setTimeout((function(){t.parentNode.removeChild(t)}),200)):this.div.parentNode.removeChild(this.div)),mxEvent.removeGestureListeners(document,null,this.dragHandler,this.dropHandler),this.dragHandler=null,this.dropHandler=null,this.currentX=0,this.currentY=0,this.first=null,this.div=null},mxRubberband.prototype.update=function(t,e){this.currentX=t,this.currentY=e,this.repaint()},mxRubberband.prototype.repaint=function(){var t,e;null!=this.div&&(t=this.currentX-this.graph.panDx,e=this.currentY-this.graph.panDy,this.x=Math.min(this.first.x,t),this.y=Math.min(this.first.y,e),this.width=Math.max(this.first.x,t)-this.x,this.height=Math.max(this.first.y,e)-this.y,t=mxClient.IS_VML?this.graph.panDx:0,e=mxClient.IS_VML?this.graph.panDy:0,this.div.style.left=this.x+t+"px",this.div.style.top=this.y+e+"px",this.div.style.width=Math.max(1,this.width)+"px",this.div.style.height=Math.max(1,this.height)+"px")},mxRubberband.prototype.destroy=function(){this.destroyed||(this.destroyed=!0,this.graph.removeMouseListener(this),this.graph.removeListener(this.forceRubberbandHandler),this.graph.removeListener(this.panHandler),this.reset(),null!=this.sharedDiv&&(this.sharedDiv=null))},__mxOutput.mxRubberband=void 0!==mxRubberband?mxRubberband:void 0,mxHandle.prototype.cursor="default",mxHandle.prototype.image=null,mxHandle.prototype.ignoreGrid=!1,mxHandle.prototype.getPosition=function(t){},mxHandle.prototype.setPosition=function(t,e,n){},mxHandle.prototype.execute=function(t){},mxHandle.prototype.copyStyle=function(t){this.graph.setCellStyles(t,this.state.style[t],[this.state.cell])},mxHandle.prototype.processEvent=function(t){var e=this.graph.view.scale,n=this.graph.view.translate,i=(n=new mxPoint(t.getGraphX()/e-n.x,t.getGraphY()/e-n.y),null!=this.shape&&null!=this.shape.bounds&&(n.x-=this.shape.bounds.width/e/4,n.y-=this.shape.bounds.height/e/4),e=-mxUtils.toRadians(this.getRotation()),-mxUtils.toRadians(this.getTotalRotation())-e);n=this.flipPoint(this.rotatePoint(this.snapPoint(this.rotatePoint(n,e),this.ignoreGrid||!this.graph.isGridEnabledEvent(t.getEvent())),i)),this.setPosition(this.state.getPaintBounds(),n,t),this.redraw()},mxHandle.prototype.positionChanged=function(){null!=this.state.text&&this.state.text.apply(this.state),null!=this.state.shape&&this.state.shape.apply(this.state),this.graph.cellRenderer.redraw(this.state,!0)},mxHandle.prototype.getRotation=function(){return null!=this.state.shape?this.state.shape.getRotation():0},mxHandle.prototype.getTotalRotation=function(){return null!=this.state.shape?this.state.shape.getShapeRotation():0},mxHandle.prototype.init=function(){var t=this.isHtmlRequired();null!=this.image?(this.shape=new mxImageShape(new mxRectangle(0,0,this.image.width,this.image.height),this.image.src),this.shape.preserveImageAspect=!1):null==this.shape&&(this.shape=this.createShape(t)),this.initShape(t)},mxHandle.prototype.createShape=function(t){return new mxRectangleShape(new mxRectangle(0,0,mxConstants.HANDLE_SIZE,mxConstants.HANDLE_SIZE),mxConstants.HANDLE_FILLCOLOR,mxConstants.HANDLE_STROKECOLOR)},mxHandle.prototype.initShape=function(t){t&&this.shape.isHtmlAllowed()?(this.shape.dialect=mxConstants.DIALECT_STRICTHTML,this.shape.init(this.graph.container)):(this.shape.dialect=this.graph.dialect!=mxConstants.DIALECT_SVG?mxConstants.DIALECT_MIXEDHTML:mxConstants.DIALECT_SVG,null!=this.cursor&&this.shape.init(this.graph.getView().getOverlayPane())),mxEvent.redirectMouseEvents(this.shape.node,this.graph,this.state),this.shape.node.style.cursor=this.cursor},mxHandle.prototype.redraw=function(){var t,e,n;null!=this.shape&&null!=this.state.shape&&null!=(t=this.getPosition(this.state.getPaintBounds()))&&(e=mxUtils.toRadians(this.getTotalRotation()),t=this.rotatePoint(this.flipPoint(t),e),e=this.graph.view.scale,n=this.graph.view.translate,this.shape.bounds.x=Math.floor((t.x+n.x)*e-this.shape.bounds.width/2),this.shape.bounds.y=Math.floor((t.y+n.y)*e-this.shape.bounds.height/2),this.shape.redraw())},mxHandle.prototype.isHtmlRequired=function(){return null!=this.state.text&&this.state.text.node.parentNode==this.graph.container},mxHandle.prototype.rotatePoint=function(t,e){var n=new mxPoint((n=this.state.getCellBounds()).getCenterX(),n.getCenterY()),i=Math.cos(e);return e=Math.sin(e),mxUtils.getRotatedPoint(t,i,e,n)},mxHandle.prototype.flipPoint=function(t){var e;return null!=this.state.shape&&(e=this.state.getCellBounds(),this.state.shape.flipH&&(t.x=2*e.x+e.width-t.x),this.state.shape.flipV)&&(t.y=2*e.y+e.height-t.y),t},mxHandle.prototype.snapPoint=function(t,e){return e||(t.x=this.graph.snap(t.x),t.y=this.graph.snap(t.y)),t},mxHandle.prototype.setVisible=function(t){null!=this.shape&&null!=this.shape.node&&(this.shape.node.style.display=t?"":"none")},mxHandle.prototype.reset=function(){this.setVisible(!0),this.state.style=this.graph.getCellStyle(this.state.cell),this.positionChanged()},mxHandle.prototype.destroy=function(){null!=this.shape&&(this.shape.destroy(),this.shape=null)},__mxOutput.mxHandle=void 0!==mxHandle?mxHandle:void 0,mxVertexHandler.prototype.graph=null,mxVertexHandler.prototype.state=null,mxVertexHandler.prototype.singleSizer=!1,mxVertexHandler.prototype.index=null,mxVertexHandler.prototype.allowHandleBoundsCheck=!0,mxVertexHandler.prototype.handleImage=null,mxVertexHandler.prototype.handlesVisible=!0,mxVertexHandler.prototype.tolerance=0,mxVertexHandler.prototype.rotationEnabled=!1,mxVertexHandler.prototype.parentHighlightEnabled=!1,mxVertexHandler.prototype.rotationRaster=!0,mxVertexHandler.prototype.rotationCursor="crosshair",mxVertexHandler.prototype.livePreview=!1,mxVertexHandler.prototype.movePreviewToFront=!1,mxVertexHandler.prototype.manageSizers=!1,mxVertexHandler.prototype.constrainGroupByChildren=!1,mxVertexHandler.prototype.rotationHandleVSpacing=-16,mxVertexHandler.prototype.horizontalOffset=0,mxVertexHandler.prototype.verticalOffset=0,mxVertexHandler.prototype.init=function(){var t,e;this.graph=this.state.view.graph,this.selectionBounds=this.getSelectionBounds(this.state),this.bounds=new mxRectangle(this.selectionBounds.x,this.selectionBounds.y,this.selectionBounds.width,this.selectionBounds.height),this.selectionBorder=this.createSelectionShape(this.bounds),this.selectionBorder.dialect=this.graph.dialect!=mxConstants.DIALECT_SVG?mxConstants.DIALECT_VML:mxConstants.DIALECT_SVG,this.selectionBorder.pointerEvents=!1,this.selectionBorder.rotation=Number(this.state.style[mxConstants.STYLE_ROTATION]||"0"),this.selectionBorder.init(this.graph.getView().getOverlayPane()),mxEvent.redirectMouseEvents(this.selectionBorder.node,this.graph,this.state),this.graph.isCellMovable(this.state.cell)&&this.selectionBorder.setCursor(mxConstants.CURSOR_MOVABLE_VERTEX),(mxGraphHandler.prototype.maxCells<=0||this.graph.getSelectionCount()this.graph.tolerance||Math.abs(t.getGraphY()-this.startY)>this.graph.tolerance)&&(this.inTolerance=!1)},mxVertexHandler.prototype.updateHint=function(t){},mxVertexHandler.prototype.removeHint=function(){},mxVertexHandler.prototype.roundAngle=function(t){return Math.round(10*t)/10},mxVertexHandler.prototype.roundLength=function(t){return Math.round(100*t)/100},mxVertexHandler.prototype.mouseMove=function(t,e){e.isConsumed()||null==this.index?this.graph.isMouseDown||null==this.getHandleForEvent(e)||e.consume(!1):(this.checkTolerance(e),this.inTolerance||(this.index<=mxEvent.CUSTOM_HANDLE?null!=this.customHandles&&(this.customHandles[mxEvent.CUSTOM_HANDLE-this.index].processEvent(e),this.customHandles[mxEvent.CUSTOM_HANDLE-this.index].active=!0,null!=this.ghostPreview?(this.ghostPreview.apply(this.state),this.ghostPreview.strokewidth=this.getSelectionStrokeWidth()/this.ghostPreview.scale/this.ghostPreview.scale,this.ghostPreview.isDashed=this.isSelectionDashed(),this.ghostPreview.stroke=this.getSelectionColor(),this.ghostPreview.redraw(),null!=this.selectionBounds&&(this.selectionBorder.node.style.display="none")):(this.movePreviewToFront&&this.moveToFront(),this.customHandles[mxEvent.CUSTOM_HANDLE-this.index].positionChanged())):this.index==mxEvent.LABEL_HANDLE?this.moveLabel(e):(this.index==mxEvent.ROTATION_HANDLE?this.rotateVertex(e):this.resizeVertex(e),this.updateHint(e))),e.consume())},mxVertexHandler.prototype.isGhostPreview=function(){return 0p.x+p.width&&(this.unscaledBounds.width-=this.unscaledBounds.x+this.unscaledBounds.width-p.x-p.width),this.unscaledBounds.y+this.unscaledBounds.height>p.y+p.height)&&(this.unscaledBounds.height-=this.unscaledBounds.y+this.unscaledBounds.height-p.y-p.height)),this.bounds),d=(this.bounds=new mxRectangle((null!=this.parentState?this.parentState.x:r.x*l)+this.unscaledBounds.x*l,(null!=this.parentState?this.parentState.y:r.y*l)+this.unscaledBounds.y*l,this.unscaledBounds.width*l,this.unscaledBounds.height*l),h.relative&&null!=this.parentState&&(this.bounds.x+=this.state.x-this.parentState.x,this.bounds.y+=this.state.y-this.parentState.y),o=Math.cos(n),s=Math.sin(n),new mxPoint(this.bounds.getCenterX(),this.bounds.getCenterY())),p=o*(a=d.x-e.x)-s*(i=d.y-e.y)-a;r=s*a+o*i-i,d=o*(h=this.bounds.x-this.state.x)-s*(n=this.bounds.y-this.state.y),e=s*h+o*n,this.bounds.x+=p,this.bounds.y+=r,this.unscaledBounds.x=this.roundLength(this.unscaledBounds.x+p/l),this.unscaledBounds.y=this.roundLength(this.unscaledBounds.y+r/l),this.unscaledBounds.width=this.roundLength(this.unscaledBounds.width),this.unscaledBounds.height=this.roundLength(this.unscaledBounds.height),this.graph.isCellCollapsed(this.state.cell)||0==p&&0==r?(this.childOffsetX=0,this.childOffsetY=0):(this.childOffsetX=this.state.x-this.bounds.x+d,this.childOffsetY=this.state.y-this.bounds.y+e),u.equals(this.bounds)||(this.livePreviewActive&&this.updateLivePreview(t),null!=this.preview?this.drawPreview():this.updateParentHighlight())},mxVertexHandler.prototype.updateLivePreview=function(t){var e=this.graph.view.scale,n=this.graph.view.translate,i=this.state.clone();this.state.x=this.bounds.x,this.state.y=this.bounds.y,this.state.origin=new mxPoint(this.state.x/e-n.x,this.state.y/e-n.y),this.state.width=this.bounds.width,this.state.height=this.bounds.height,null!=(new mxPoint((e=this.state.absoluteOffset).x,e.y),this.state.absoluteOffset.x=0,this.state.absoluteOffset.y=0,n=this.graph.getCellGeometry(this.state.cell))&&(null==(e=n.offset||this.EMPTY_POINT)||n.relative||(this.state.absoluteOffset.x=this.state.view.scale*e.x,this.state.absoluteOffset.y=this.state.view.scale*e.y),this.state.view.updateVertexLabelOffset(this.state)),this.state.view.graph.cellRenderer.redraw(this.state,!0),this.state.view.invalidate(this.state.cell),this.state.invalid=!1,this.state.view.validate(),this.redrawHandles(),this.movePreviewToFront&&this.moveToFront(),null!=this.state.control&&null!=this.state.control.node&&(this.state.control.node.style.visibility="hidden"),this.state.setState(i)},mxVertexHandler.prototype.moveToFront=function(){(null!=this.state.text&&null!=this.state.text.node&&null!=this.state.text.node.nextSibling||null!=this.state.shape&&null!=this.state.shape.node&&null!=this.state.shape.node.nextSibling&&(null==this.state.text||this.state.shape.node.nextSibling!=this.state.text.node))&&(null!=this.state.shape&&null!=this.state.shape.node&&this.state.shape.node.parentNode.appendChild(this.state.shape.node),null!=this.state.text)&&null!=this.state.text.node&&this.state.text.node.parentNode.appendChild(this.state.text.node)},mxVertexHandler.prototype.mouseUp=function(t,e){if(null!=this.index&&null!=this.state){var n,i,r,l,o,s,a,h,u,d,p,c=new mxPoint(e.getGraphX(),e.getGraphY()),m=this.index;(this.index=null)==this.ghostPreview&&(this.state.view.invalidate(this.state.cell,!1,!1),this.state.view.validate()),this.graph.getModel().beginUpdate();try{m<=mxEvent.CUSTOM_HANDLE?null!=this.customHandles&&(n=this.state.view.graph.getCellStyle(this.state.cell),this.customHandles[mxEvent.CUSTOM_HANDLE-m].active=!1,this.customHandles[mxEvent.CUSTOM_HANDLE-m].execute(e),null!=this.customHandles)&&null!=this.customHandles[mxEvent.CUSTOM_HANDLE-m]&&(this.state.style=n,this.customHandles[mxEvent.CUSTOM_HANDLE-m].positionChanged()):m==mxEvent.ROTATION_HANDLE?null!=this.currentAlpha?0!=(i=this.currentAlpha-(this.state.style[mxConstants.STYLE_ROTATION]||0))&&this.rotateCell(this.state.cell,i):this.rotateClick():(r=this.graph.isGridEnabledEvent(e.getEvent()),l=mxUtils.toRadians(this.state.style[mxConstants.STYLE_ROTATION]||"0"),o=Math.cos(-l),a=(s=Math.sin(-l))*(h=c.x-this.startX)+o*(u=c.y-this.startY),h=o*h-s*u,u=a,d=this.graph.view.scale,p=this.isRecursiveResize(this.state,e),this.resizeCell(this.state.cell,this.roundLength(h/d),this.roundLength(u/d),m,r,this.isConstrainedEvent(e),p))}finally{this.graph.getModel().endUpdate()}e.consume(),this.reset(),this.redrawHandles()}},mxVertexHandler.prototype.isRecursiveResize=function(t,e){return this.graph.isRecursiveResize(this.state)},mxVertexHandler.prototype.rotateClick=function(){},mxVertexHandler.prototype.rotateCell=function(t,e,n){if(0!=e){var i=this.graph.getModel();if(i.isVertex(t)||i.isEdge(t)){i.isEdge(t)||(r=(this.graph.getCurrentCellStyle(t)[mxConstants.STYLE_ROTATION]||0)+e,this.graph.setCellStyles(mxConstants.STYLE_ROTATION,r,[t]));var r=this.graph.getCellGeometry(t);if(null!=r){var l=this.graph.getCellGeometry(n);if(null==l||i.isEdge(n)||((r=r.clone()).rotate(e,new mxPoint(l.width/2,l.height/2)),i.setGeometry(t,r)),i.isVertex(t)&&!r.relative||i.isEdge(t))for(var o=i.getChildCount(t),s=0;smxEvent.VIRTUAL_HANDLE&&null!=this.customHandles)for(var i=0;imxEvent.VIRTUAL_HANDLE&&(n[this.index-1]=i)}return null!=r?r:n},mxEdgeHandler.prototype.isOutlineConnectEvent=function(t){var e=mxUtils.getOffset(this.graph.container),n=t.getEvent(),i=mxEvent.getClientX(n),r=(n=mxEvent.getClientY(n),document.documentElement),l=(window.pageXOffset||r.scrollLeft)-(r.clientLeft||0);return r=(window.pageYOffset||r.scrollTop)-(r.clientTop||0),l=this.currentPoint.x-this.graph.container.scrollLeft+e.x-l,e=this.currentPoint.y-this.graph.container.scrollTop+e.y-r,this.outlineConnect&&!mxEvent.isShiftDown(t.getEvent())&&(t.isSource(this.marker.highlight.shape)||mxEvent.isAltDown(t.getEvent())&&null!=t.getState()||this.marker.highlight.isHighlightAt(i,n)||(l!=i||e!=n)&&null==t.getState()&&this.marker.highlight.isHighlightAt(l,e))},mxEdgeHandler.prototype.updatePreviewState=function(t,e,n,i,r){var l,o=this.isSource?n:this.state.getVisibleTerminalState(!0),s=this.isTarget?n:this.state.getVisibleTerminalState(!1),a=this.graph.getConnectionConstraint(t,o,!0),h=this.graph.getConnectionConstraint(t,s,!1),u=this.constraintHandler.currentConstraint;null==u&&r&&(null!=n?(i.isSource(this.marker.highlight.shape)&&(e=new mxPoint(i.getGraphX(),i.getGraphY())),u=this.graph.getOutlineConstraint(e,n,i),this.constraintHandler.setFocus(i,n,this.isSource),this.constraintHandler.currentConstraint=u,this.constraintHandler.currentPoint=e):u=new mxConnectionConstraint),this.outlineConnect&&null!=this.marker.highlight&&null!=this.marker.highlight.shape&&(l=this.graph.view.scale,null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus?(this.marker.highlight.shape.stroke=r?mxConstants.OUTLINE_HIGHLIGHT_COLOR:"transparent",this.marker.highlight.shape.strokewidth=mxConstants.OUTLINE_HIGHLIGHT_STROKEWIDTH/l/l,this.marker.highlight.repaint()):this.marker.hasValidState()&&(this.marker.highlight.shape.stroke=this.graph.isCellConnectable(i.getCell())&&this.marker.getValidState()!=i.getState()?"transparent":mxConstants.DEFAULT_VALID_COLOR,this.marker.highlight.shape.strokewidth=mxConstants.HIGHLIGHT_STROKEWIDTH/l/l,this.marker.highlight.repaint())),this.isSource?a=u:this.isTarget&&(h=u),(this.isSource||this.isTarget)&&(null!=u&&null!=u.point?(t.style[this.isSource?mxConstants.STYLE_EXIT_X:mxConstants.STYLE_ENTRY_X]=u.point.x,t.style[this.isSource?mxConstants.STYLE_EXIT_Y:mxConstants.STYLE_ENTRY_Y]=u.point.y):(delete t.style[this.isSource?mxConstants.STYLE_EXIT_X:mxConstants.STYLE_ENTRY_X],delete t.style[this.isSource?mxConstants.STYLE_EXIT_Y:mxConstants.STYLE_ENTRY_Y])),t.setVisibleTerminalState(o,!0),t.setVisibleTerminalState(s,!1),this.isSource&&null==o||t.view.updateFixedTerminalPoint(t,o,!0,a),this.isTarget&&null==s||t.view.updateFixedTerminalPoint(t,s,!1,h),(this.isSource||this.isTarget)&&null==n&&(t.setAbsoluteTerminalPoint(e,this.isSource),null==this.marker.getMarkedState())&&(this.error=this.graph.allowDanglingEdges?null:""),t.view.updatePoints(t,this.points,o,s),t.view.updateFloatingTerminalPoints(t,o,s)},mxEdgeHandler.prototype.mouseMove=function(t,e){var n,i,r;null!=this.index&&null!=this.marker?(this.currentPoint=this.getPointForEvent(e),this.error=null,!this.graph.isIgnoreTerminalEvent(e.getEvent())&&mxEvent.isShiftDown(e.getEvent())&&null!=this.snapPoint&&(Math.abs(this.snapPoint.x-this.currentPoint.x)mxEvent.VIRTUAL_HANDLE?null!=this.customHandles&&(this.customHandles[mxEvent.CUSTOM_HANDLE-this.index].processEvent(e),this.customHandles[mxEvent.CUSTOM_HANDLE-this.index].positionChanged(),null!=this.shape)&&null!=this.shape.node&&(this.shape.node.style.display="none"):this.isLabel?(this.label.x=this.currentPoint.x,this.label.y=this.currentPoint.y):(this.points=this.getPreviewPoints(this.currentPoint,e),r=this.isSource||this.isTarget?this.getPreviewTerminalState(e):null,null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus&&null!=this.constraintHandler.currentPoint?this.currentPoint=this.constraintHandler.currentPoint.clone():this.outlineConnect&&((n=!(!this.isSource&&!this.isTarget)&&this.isOutlineConnectEvent(e))?r=this.marker.highlight.state:null!=r&&r!=e.getState()&&this.graph.isCellConnectable(e.getCell())&&null!=this.marker.highlight.shape&&(this.marker.highlight.shape.stroke="transparent",this.marker.highlight.repaint(),r=null)),null==r||this.isCellEnabled(r.cell)||(r=null,this.marker.reset()),i=this.clonePreviewState(this.currentPoint,null!=r?r.cell:null),this.updatePreviewState(i,this.currentPoint,r,e,n),r=null==this.error?this.marker.validColor:this.marker.invalidColor,this.setPreviewColor(r),this.abspoints=i.absolutePoints,this.active=!0,this.updateHint(e,this.currentPoint)),this.drawPreview(),mxEvent.consume(e.getEvent()),e.consume()):mxClient.IS_IE&&null!=this.getHandleForEvent(e)&&e.consume(!1)},mxEdgeHandler.prototype.mouseUp=function(t,e){if(null!=this.index&&null!=this.marker){null!=this.shape&&null!=this.shape.node&&(this.shape.node.style.display="");var n=this.state.cell,i=this.index;if(this.index=null,e.getX()!=this.startX||e.getY()!=this.startY){var r=!this.graph.isIgnoreTerminalEvent(e.getEvent())&&this.graph.isCloneEvent(e.getEvent())&&this.cloneEnabled&&this.graph.isCellsCloneable();if(null!=this.error)0mxEvent.VIRTUAL_HANDLE){if(null!=this.customHandles){(l=this.graph.getModel()).beginUpdate();try{this.customHandles[mxEvent.CUSTOM_HANDLE-i].execute(e),null!=this.shape&&null!=this.shape.node&&(this.shape.apply(this.state),this.shape.redraw())}finally{l.endUpdate()}}}else if(this.isLabel)this.moveLabel(this.state,this.label.x,this.label.y);else if(this.isSource||this.isTarget)if(i=null,null!=(i=null==(i=null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus?this.constraintHandler.currentFocus.cell:i)&&this.marker.hasValidState()&&null!=this.marker.highlight&&null!=this.marker.highlight.shape&&"transparent"!=this.marker.highlight.shape.stroke&&"white"!=this.marker.highlight.shape.stroke?this.marker.validState.cell:i)){var l,o,s,a=(l=this.graph.getModel()).getParent(n);l.beginUpdate();try{r&&(o=l.getGeometry(n),r=this.graph.cloneCell(n),l.add(a,r,l.getChildCount(a)),null!=o&&(o=o.clone(),l.setGeometry(r,o)),s=l.getTerminal(n,!this.isSource),this.graph.connectCell(r,s,!this.isSource),n=r),n=this.connect(n,i,this.isSource,r,e)}finally{l.endUpdate()}}else this.graph.isAllowDanglingEdges()&&((a=this.abspoints[this.isSource?0:this.abspoints.length-1]).x=this.roundLength(a.x/this.graph.view.scale-this.graph.view.translate.x),a.y=this.roundLength(a.y/this.graph.view.scale-this.graph.view.translate.y),null!=(o=this.graph.getView().getState(this.graph.getModel().getParent(n)))&&(a.x-=o.origin.x,a.y-=o.origin.y),a.x-=this.graph.panDx/this.graph.view.scale,a.y-=this.graph.panDy/this.graph.view.scale,n=this.changeTerminalPoint(n,a,this.isSource,r));else this.active?n=this.changePoints(n,this.points,r):(this.graph.getView().invalidate(this.state.cell),this.graph.getView().validate(this.state.cell))}else this.graph.isToggleEvent(e.getEvent())&&this.graph.selectCellForEvent(this.state.cell,e.getEvent());null!=this.marker&&(this.reset(),n!=this.state.cell)&&this.graph.setSelectionCell(n),e.consume()}},mxEdgeHandler.prototype.reset=function(){if(this.active&&this.refresh(),this.error=null,this.index=null,this.label=null,this.points=null,this.snapPoint=null,this.isLabel=!1,this.isSource=!1,this.isTarget=!1,this.active=!1,this.livePreview&&null!=this.sizers)for(var t=0;t"),this.div.style.visibility="",mxUtils.fit(this.div))},mxTooltipHandler.prototype.destroy=function(){this.destroyed||(this.graph.removeMouseListener(this),mxEvent.release(this.div),null!=this.div&&null!=this.div.parentNode&&this.div.parentNode.removeChild(this.div),this.destroyed=!0,this.div=null)},__mxOutput.mxTooltipHandler=void 0!==mxTooltipHandler?mxTooltipHandler:void 0,mxUtils.extend(mxCellTracker,mxCellMarker),mxCellTracker.prototype.mouseDown=function(t,e){},mxCellTracker.prototype.mouseMove=function(t,e){this.isEnabled()&&this.process(e)},mxCellTracker.prototype.mouseUp=function(t,e){},mxCellTracker.prototype.destroy=function(){this.destroyed||(this.destroyed=!0,this.graph.removeMouseListener(this),mxCellMarker.prototype.destroy.apply(this))},__mxOutput.mxCellTracker=void 0!==mxCellTracker?mxCellTracker:void 0,mxCellHighlight.prototype.keepOnTop=!1,mxCellHighlight.prototype.graph=null,mxCellHighlight.prototype.state=null,mxCellHighlight.prototype.spacing=2,mxCellHighlight.prototype.resetHandler=null,mxCellHighlight.prototype.setHighlightColor=function(t){this.highlightColor=t,null!=this.shape&&(this.shape.stroke=t)},mxCellHighlight.prototype.drawHighlight=function(){this.shape=this.createShape(),this.repaint(),this.keepOnTop||this.shape.node.parentNode.firstChild==this.shape.node||this.shape.node.parentNode.insertBefore(this.shape.node,this.shape.node.parentNode.firstChild)},mxCellHighlight.prototype.createShape=function(){var t=this.graph.cellRenderer.createShape(this.state);return t.svgStrokeTolerance=this.graph.tolerance,t.points=this.state.absolutePoints,t.apply(this.state),t.stroke=this.highlightColor,t.opacity=this.opacity,t.isDashed=this.dashed,t.isShadow=!1,t.dialect=this.graph.dialect!=mxConstants.DIALECT_SVG?mxConstants.DIALECT_VML:mxConstants.DIALECT_SVG,t.init(this.graph.getView().getOverlayPane()),mxEvent.redirectMouseEvents(t.node,this.graph,this.state),this.graph.dialect!=mxConstants.DIALECT_SVG?t.pointerEvents=!1:t.svgPointerEvents="stroke",t},mxCellHighlight.prototype.getStrokeWidth=function(t){return this.strokeWidth},mxCellHighlight.prototype.repaint=function(){null!=this.state&&null!=this.shape&&(this.shape.scale=this.state.view.scale,this.graph.model.isEdge(this.state.cell)?(this.shape.strokewidth=this.getStrokeWidth(),this.shape.points=this.state.absolutePoints,this.shape.outline=!1):(this.shape.bounds=new mxRectangle(this.state.x-this.spacing,this.state.y-this.spacing,this.state.width+2*this.spacing,this.state.height+2*this.spacing),this.shape.rotation=Number(this.state.style[mxConstants.STYLE_ROTATION]||"0"),this.shape.strokewidth=this.getStrokeWidth()/this.state.view.scale,this.shape.outline=!0),null!=this.state.shape&&this.shape.setCursor(this.state.shape.getCursor()),!mxClient.IS_QUIRKS&&8!=document.documentMode||("transparent"==this.shape.stroke?(this.shape.stroke="white",this.shape.opacity=1):this.shape.opacity=this.opacity),this.shape.redraw())},mxCellHighlight.prototype.hide=function(){this.highlight(null)},mxCellHighlight.prototype.highlight=function(t){this.state!=t&&(null!=this.shape&&(this.shape.destroy(),this.shape=null),this.state=t,null!=this.state)&&this.drawHighlight()},mxCellHighlight.prototype.isHighlightAt=function(t,e){var n=!1;if(null!=this.shape&&null!=document.elementFromPoint&&!mxClient.IS_QUIRKS)for(var i=document.elementFromPoint(t,e);null!=i;){if(i==this.shape.node){n=!0;break}i=i.parentNode}return n},mxCellHighlight.prototype.destroy=function(){this.graph.getView().removeListener(this.resetHandler),this.graph.getView().removeListener(this.repaintHandler),this.graph.getModel().removeListener(this.repaintHandler),null!=this.shape&&(this.shape.destroy(),this.shape=null)},__mxOutput.mxCellHighlight=void 0!==mxCellHighlight?mxCellHighlight:void 0,mxDefaultKeyHandler.prototype.editor=null,mxDefaultKeyHandler.prototype.handler=null,mxDefaultKeyHandler.prototype.bindAction=function(t,e,n){var i=mxUtils.bind(this,(function(){this.editor.execute(e)}));n?this.handler.bindControlKey(t,i):this.handler.bindKey(t,i)},mxDefaultKeyHandler.prototype.destroy=function(){this.handler.destroy(),this.handler=null},__mxOutput.mxDefaultKeyHandler=void 0!==mxDefaultKeyHandler?mxDefaultKeyHandler:void 0,mxDefaultPopupMenu.prototype.imageBasePath=null,mxDefaultPopupMenu.prototype.config=null,mxDefaultPopupMenu.prototype.createMenu=function(t,e,n,i){var r,l;null!=this.config&&(r=this.createConditions(t,n,i),l=this.config.firstChild,this.addItems(t,e,n,i,r,l,null))},mxDefaultPopupMenu.prototype.addItems=function(t,e,n,i,r,l,o){for(var s,a,h,u,d,p,c=!1;null!=l;)"add"==l.nodeName?null!=(p=l.getAttribute("if"))&&!r[p]||(p=l.getAttribute("as"),p=mxResources.get(p)||p,s=mxUtils.eval(mxUtils.getTextContent(l)),a=l.getAttribute("action"),h=l.getAttribute("icon"),u=l.getAttribute("iconCls"),d=null==(d=l.getAttribute("enabled-if"))||r[d],c&&(e.addSeparator(o),c=!1),null!=h&&this.imageBasePath&&(h=this.imageBasePath+h),p=this.addAction(e,t,p,h,s,a,n,o,u,d),this.addItems(t,e,n,i,r,l.firstChild,p)):"separator"==l.nodeName&&(c=!0),l=l.nextSibling},mxDefaultPopupMenu.prototype.addAction=function(t,e,n,i,r,l,o,s,a,h){return t.addItem(n,i,(function(t){"function"==typeof r&&r.call(e,e,o,t),null!=l&&e.execute(l,o,t)}),s,a,h)},mxDefaultPopupMenu.prototype.createConditions=function(t,e,n){for(var i=(l=t.graph.getModel()).getChildCount(e),r=[],l=(r.nocell=null==e,r.ncells=1 "+e.convertValueToString(n)+t),n=e.getModel().getParent(n);return this.getRootTitle()+t},mxEditor.prototype.getRootTitle=function(){var t=this.graph.getModel().getRoot();return this.graph.convertValueToString(t)},mxEditor.prototype.undo=function(){this.undoManager.undo()},mxEditor.prototype.redo=function(){this.undoManager.redo()},mxEditor.prototype.groupCells=function(){var t=null!=this.groupBorderSize?this.groupBorderSize:this.graph.gridSize;return this.graph.groupCells(this.createGroup(),t)},mxEditor.prototype.createGroup=function(){return this.graph.getModel().cloneCell(this.defaultGroup)},mxEditor.prototype.open=function(t){var e;null!=t&&(e=mxUtils.load(t).getXml(),this.readGraphModel(e.documentElement),this.filename=t,this.fireEvent(new mxEventObject(mxEvent.OPEN,"filename",t)))},mxEditor.prototype.readGraphModel=function(t){new mxCodec(t.ownerDocument).decode(t,this.graph.getModel()),this.resetHistory()},mxEditor.prototype.save=function(t,e){null!=(t=t||this.getUrlPost())&&0]+$/;function g(t,e,n){if(null==t)return"";let y="",f="";function b(t,e){const n=this;this.tag=t,this.attribs=e||{},this.tagPosition=y.length,this.text="",this.mediaChildren=[],this.updateParentNodeText=function(){M.length&&(M[M.length-1].text+=n.text)},this.updateParentNodeMediaChildren=function(){M.length&&h.includes(this.tag)&&M[M.length-1].mediaChildren.push(this.tag)}}(e=Object.assign({},g.defaults,e)).parser=Object.assign({},x,e.parser),u.forEach((function(t){!1!==e.allowedTags&&-1<(e.allowedTags||[]).indexOf(t)&&!e.allowVulnerableTags&&console.warn("\n\n\u26a0\ufe0f Your `allowedTags` option includes, `".concat(t,"`, which is inherently\nvulnerable to XSS attacks. Please remove it from `allowedTags`.\nOr, to disable this warning, add the `allowVulnerableTags` option\nand ensure you are accounting for this risk.\n\n"))}));const C=e.nonTextTags||["script","style","textarea","option"];let A,v;e.allowedAttributes&&(A={},v={},d(e.allowedAttributes,(function(t,e){A[e]=[];const n=[];t.forEach((function(t){"string"==typeof t&&0<=t.indexOf("*")?n.push(r(t).replace(/\\\*/g,".*")):A[e].push(t)})),n.length&&(v[e]=new RegExp("^("+n.join("|")+")$"))})));const E={},w={},S={},T=(d(e.allowedClasses,(function(t,e){A&&(p(A,e)||(A[e]=[]),A[e].push("class")),E[e]=[],S[e]=[];const n=[];t.forEach((function(t){"string"==typeof t&&0<=t.indexOf("*")?n.push(r(t).replace(/\\\*/g,".*")):(t instanceof RegExp?S:E)[e].push(t)})),n.length&&(w[e]=new RegExp("^("+n.join("|")+")$"))})),{});let L;d(e.transformTags,(function(t,e){let n;"function"==typeof t?n=t:"string"==typeof t&&(n=g.simpleTransform(t)),"*"===e?L=n:T[e]=n}));let I,M,R,O,N,D,k=!1;H();var P=new i.Parser({onopentag:function(t,n){if(e.enforceHtmlBoundary&&"html"===t&&H(),N)D++;else{const r=new b(t,n);M.push(r);let h=!1;var i=!!r.text;let u;if(p(T,t)&&(u=T[t](t,n),r.attribs=n=u.attribs,void 0!==u.text&&(r.innerText=u.text),t!==u.tagName)&&(r.name=t=u.tagName,O[I]=u.tagName),L&&(u=L(t,n),r.attribs=n=u.attribs,t!==u.tagName)&&(r.name=t=u.tagName,O[I]=u.tagName),(!1!==e.allowedTags&&-1===(e.allowedTags||[]).indexOf(t)||"recursiveEscape"===e.disallowedTagsMode&&!function(t){for(const e in t)if(p(t,e))return;return 1}(R)||null!=e.nestingLimit&&I>=e.nestingLimit)&&(h=!0,R[I]=!0,"discard"===e.disallowedTagsMode&&-1!==C.indexOf(t)&&(N=!0,D=1),R[I]=!0),I++,h){if("discard"===e.disallowedTagsMode)return;f=y,y=""}y+="<"+t,"script"===t&&(e.allowedScriptHostnames||e.allowedScriptDomains)&&(r.innerText=""),A&&!p(A,t)&&!A["*"]||d(n,(function(n,i){if(m.test(i)){let m=!1;if(!A||p(A,t)&&-1!==A[t].indexOf(i)||A["*"]&&-1!==A["*"].indexOf(i)||p(v,t)&&v[t].test(i)||v["*"]&&v["*"].test(i))m=!0;else if(A&&A[t])for(const e of A[t])if(l(e)&&e.name&&e.name===i){m=!0;let t="";if(!0===e.multiple)for(const i of n.split(" "))-1!==e.values.indexOf(i)&&(""===t?t=i:t+=" "+i);else 0<=e.values.indexOf(n)&&(t=n);n=t}if(m)if(-1!==e.allowedSchemesAppliedToAttributes.indexOf(i)&&B(t,n))delete r.attribs[i];else{if("script"===t&&"src"===i){let t=!0;try{const i=U(n);(e.allowedScriptHostnames||e.allowedScriptDomains)&&(h=(e.allowedScriptHostnames||[]).find((function(t){return t===i.url.hostname})),u=(e.allowedScriptDomains||[]).find((function(t){return i.url.hostname===t||i.url.hostname.endsWith(".".concat(t))})),t=h||u)}catch(h){t=!1}if(!t)return void delete r.attribs[i]}if("iframe"===t&&"src"===i){let t=!0;try{const i=U(n);i.isRelativeUrl?t=p(e,"allowIframeRelativeUrls")?e.allowIframeRelativeUrls:!e.allowedIframeHostnames&&!e.allowedIframeDomains:(e.allowedIframeHostnames||e.allowedIframeDomains)&&(d=(e.allowedIframeHostnames||[]).find((function(t){return t===i.url.hostname})),g=(e.allowedIframeDomains||[]).find((function(t){return i.url.hostname===t||i.url.hostname.endsWith(".".concat(t))})),t=d||g)}catch(h){t=!1}if(!t)return void delete r.attribs[i]}if("srcset"===i)try{let t=s(n);if(t.forEach((function(t){B("srcset",t.url)&&(t.evil=!0)})),!(t=c(t,(function(t){return!t.evil}))).length)return void delete r.attribs[i];n=c(t,(function(t){return!t.evil})).map((function(t){if(t.url)return t.url+(t.w?" 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kopf":"\ud835\udd5c","Kscr":"\ud835\udca6","kscr":"\ud835\udcc0","lAarr":"\u21da","Lacute":"\u0139","lacute":"\u013a","laemptyv":"\u29b4","lagran":"\u2112","Lambda":"\u039b","lambda":"\u03bb","lang":"\u27e8","Lang":"\u27ea","langd":"\u2991","langle":"\u27e8","lap":"\u2a85","Laplacetrf":"\u2112","laquo":"\xab","larrb":"\u21e4","larrbfs":"\u291f","larr":"\u2190","Larr":"\u219e","lArr":"\u21d0","larrfs":"\u291d","larrhk":"\u21a9","larrlp":"\u21ab","larrpl":"\u2939","larrsim":"\u2973","larrtl":"\u21a2","latail":"\u2919","lAtail":"\u291b","lat":"\u2aab","late":"\u2aad","lates":"\u2aad\ufe00","lbarr":"\u290c","lBarr":"\u290e","lbbrk":"\u2772","lbrace":"{","lbrack":"[","lbrke":"\u298b","lbrksld":"\u298f","lbrkslu":"\u298d","Lcaron":"\u013d","lcaron":"\u013e","Lcedil":"\u013b","lcedil":"\u013c","lceil":"\u2308","lcub":"{","Lcy":"\u041b","lcy":"\u043b","ldca":"\u2936","ldquo":"\u201c","ldquor":"\u201e","ldrdhar":"\u2967","ldrushar":"\u294b","ldsh":"\u21b2","le":"\u2264","lE":"\u2266","LeftAngleBracket":"\u27e8","LeftArrowBar":"\u21e4","leftarrow":"\u2190","LeftArrow":"\u2190","Leftarrow":"\u21d0","LeftArrowRightArrow":"\u21c6","leftarrowtail":"\u21a2","LeftCeiling":"\u2308","LeftDoubleBracket":"\u27e6","LeftDownTeeVector":"\u2961","LeftDownVectorBar":"\u2959","LeftDownVector":"\u21c3","LeftFloor":"\u230a","leftharpoondown":"\u21bd","leftharpoonup":"\u21bc","leftleftarrows":"\u21c7","leftrightarrow":"\u2194","LeftRightArrow":"\u2194","Leftrightarrow":"\u21d4","leftrightarrows":"\u21c6","leftrightharpoons":"\u21cb","leftrightsquigarrow":"\u21ad","LeftRightVector":"\u294e","LeftTeeArrow":"\u21a4","LeftTee":"\u22a3","LeftTeeVector":"\u295a","leftthreetimes":"\u22cb","LeftTriangleBar":"\u29cf","LeftTriangle":"\u22b2","LeftTriangleEqual":"\u22b4","LeftUpDownVector":"\u2951","LeftUpTeeVector":"\u2960","LeftUpVectorBar":"\u2958","LeftUpVector":"\u21bf","LeftVectorBar":"\u2952","LeftVector":"\u21bc","lEg":"\u2a8b","leg":"\u22da","leq":"\u2264","leqq":"\u2266","leqslant":"\u2a7d","lescc":"\u2aa8","les":"\u2a7d","lesdot":"\u2a7f","lesdoto":"\u2a81","lesdotor":"\u2a83","lesg":"\u22da\ufe00","lesges":"\u2a93","lessapprox":"\u2a85","lessdot":"\u22d6","lesseqgtr":"\u22da","lesseqqgtr":"\u2a8b","LessEqualGreater":"\u22da","LessFullEqual":"\u2266","LessGreater":"\u2276","lessgtr":"\u2276","LessLess":"\u2aa1","lesssim":"\u2272","LessSlantEqual":"\u2a7d","LessTilde":"\u2272","lfisht":"\u297c","lfloor":"\u230a","Lfr":"\ud835\udd0f","lfr":"\ud835\udd29","lg":"\u2276","lgE":"\u2a91","lHar":"\u2962","lhard":"\u21bd","lharu":"\u21bc","lharul":"\u296a","lhblk":"\u2584","LJcy":"\u0409","ljcy":"\u0459","llarr":"\u21c7","ll":"\u226a","Ll":"\u22d8","llcorner":"\u231e","Lleftarrow":"\u21da","llhard":"\u296b","lltri":"\u25fa","Lmidot":"\u013f","lmidot":"\u0140","lmoustache":"\u23b0","lmoust":"\u23b0","lnap":"\u2a89","lnapprox":"\u2a89","lne":"\u2a87","lnE":"\u2268","lneq":"\u2a87","lneqq":"\u2268","lnsim":"\u22e6","loang":"\u27ec","loarr":"\u21fd","lobrk":"\u27e6","longleftarrow":"\u27f5","LongLeftArrow":"\u27f5","Longleftarrow":"\u27f8","longleftrightarrow":"\u27f7","LongLeftRightArrow":"\u27f7","Longleftrightarrow":"\u27fa","longmapsto":"\u27fc","longrightarrow":"\u27f6","LongRightArrow":"\u27f6","Longrightarrow":"\u27f9","looparrowleft":"\u21ab","looparrowright":"\u21ac","lopar":"\u2985","Lopf":"\ud835\udd43","lopf":"\ud835\udd5d","loplus":"\u2a2d","lotimes":"\u2a34","lowast":"\u2217","lowbar":"_","LowerLeftArrow":"\u2199","LowerRightArrow":"\u2198","loz":"\u25ca","lozenge":"\u25ca","lozf":"\u29eb","lpar":"(","lparlt":"\u2993","lrarr":"\u21c6","lrcorner":"\u231f","lrhar":"\u21cb","lrhard":"\u296d","lrm":"\u200e","lrtri":"\u22bf","lsaquo":"\u2039","lscr":"\ud835\udcc1","Lscr":"\u2112","lsh":"\u21b0","Lsh":"\u21b0","lsim":"\u2272","lsime":"\u2a8d","lsimg":"\u2a8f","lsqb":"[","lsquo":"\u2018","lsquor":"\u201a","Lstrok":"\u0141","lstrok":"\u0142","ltcc":"\u2aa6","ltcir":"\u2a79","lt":"<","LT":"<","Lt":"\u226a","ltdot":"\u22d6","lthree":"\u22cb","ltimes":"\u22c9","ltlarr":"\u2976","ltquest":"\u2a7b","ltri":"\u25c3","ltrie":"\u22b4","ltrif":"\u25c2","ltrPar":"\u2996","lurdshar":"\u294a","luruhar":"\u2966","lvertneqq":"\u2268\ufe00","lvnE":"\u2268\ufe00","macr":"\xaf","male":"\u2642","malt":"\u2720","maltese":"\u2720","Map":"\u2905","map":"\u21a6","mapsto":"\u21a6","mapstodown":"\u21a7","mapstoleft":"\u21a4","mapstoup":"\u21a5","marker":"\u25ae","mcomma":"\u2a29","Mcy":"\u041c","mcy":"\u043c","mdash":"\u2014","mDDot":"\u223a","measuredangle":"\u2221","MediumSpace":"\u205f","Mellintrf":"\u2133","Mfr":"\ud835\udd10","mfr":"\ud835\udd2a","mho":"\u2127","micro":"\xb5","midast":"*","midcir":"\u2af0","mid":"\u2223","middot":"\xb7","minusb":"\u229f","minus":"\u2212","minusd":"\u2238","minusdu":"\u2a2a","MinusPlus":"\u2213","mlcp":"\u2adb","mldr":"\u2026","mnplus":"\u2213","models":"\u22a7","Mopf":"\ud835\udd44","mopf":"\ud835\udd5e","mp":"\u2213","mscr":"\ud835\udcc2","Mscr":"\u2133","mstpos":"\u223e","Mu":"\u039c","mu":"\u03bc","multimap":"\u22b8","mumap":"\u22b8","nabla":"\u2207","Nacute":"\u0143","nacute":"\u0144","nang":"\u2220\u20d2","nap":"\u2249","napE":"\u2a70\u0338","napid":"\u224b\u0338","napos":"\u0149","napprox":"\u2249","natural":"\u266e","naturals":"\u2115","natur":"\u266e","nbsp":"\xa0","nbump":"\u224e\u0338","nbumpe":"\u224f\u0338","ncap":"\u2a43","Ncaron":"\u0147","ncaron":"\u0148","Ncedil":"\u0145","ncedil":"\u0146","ncong":"\u2247","ncongdot":"\u2a6d\u0338","ncup":"\u2a42","Ncy":"\u041d","ncy":"\u043d","ndash":"\u2013","nearhk":"\u2924","nearr":"\u2197","neArr":"\u21d7","nearrow":"\u2197","ne":"\u2260","nedot":"\u2250\u0338","NegativeMediumSpace":"\u200b","NegativeThickSpace":"\u200b","NegativeThinSpace":"\u200b","NegativeVeryThinSpace":"\u200b","nequiv":"\u2262","nesear":"\u2928","nesim":"\u2242\u0338","NestedGreaterGreater":"\u226b","NestedLessLess":"\u226a","NewLine":"\\n","nexist":"\u2204","nexists":"\u2204","Nfr":"\ud835\udd11","nfr":"\ud835\udd2b","ngE":"\u2267\u0338","nge":"\u2271","ngeq":"\u2271","ngeqq":"\u2267\u0338","ngeqslant":"\u2a7e\u0338","nges":"\u2a7e\u0338","nGg":"\u22d9\u0338","ngsim":"\u2275","nGt":"\u226b\u20d2","ngt":"\u226f","ngtr":"\u226f","nGtv":"\u226b\u0338","nharr":"\u21ae","nhArr":"\u21ce","nhpar":"\u2af2","ni":"\u220b","nis":"\u22fc","nisd":"\u22fa","niv":"\u220b","NJcy":"\u040a","njcy":"\u045a","nlarr":"\u219a","nlArr":"\u21cd","nldr":"\u2025","nlE":"\u2266\u0338","nle":"\u2270","nleftarrow":"\u219a","nLeftarrow":"\u21cd","nleftrightarrow":"\u21ae","nLeftrightarrow":"\u21ce","nleq":"\u2270","nleqq":"\u2266\u0338","nleqslant":"\u2a7d\u0338","nles":"\u2a7d\u0338","nless":"\u226e","nLl":"\u22d8\u0338","nlsim":"\u2274","nLt":"\u226a\u20d2","nlt":"\u226e","nltri":"\u22ea","nltrie":"\u22ec","nLtv":"\u226a\u0338","nmid":"\u2224","NoBreak":"\u2060","NonBreakingSpace":"\xa0","nopf":"\ud835\udd5f","Nopf":"\u2115","Not":"\u2aec","not":"\xac","NotCongruent":"\u2262","NotCupCap":"\u226d","NotDoubleVerticalBar":"\u2226","NotElement":"\u2209","NotEqual":"\u2260","NotEqualTilde":"\u2242\u0338","NotExists":"\u2204","NotGreater":"\u226f","NotGreaterEqual":"\u2271","NotGreaterFullEqual":"\u2267\u0338","NotGreaterGreater":"\u226b\u0338","NotGreaterLess":"\u2279","NotGreaterSlantEqual":"\u2a7e\u0338","NotGreaterTilde":"\u2275","NotHumpDownHump":"\u224e\u0338","NotHumpEqual":"\u224f\u0338","notin":"\u2209","notindot":"\u22f5\u0338","notinE":"\u22f9\u0338","notinva":"\u2209","notinvb":"\u22f7","notinvc":"\u22f6","NotLeftTriangleBar":"\u29cf\u0338","NotLeftTriangle":"\u22ea","NotLeftTriangleEqual":"\u22ec","NotLess":"\u226e","NotLessEqual":"\u2270","NotLessGreater":"\u2278","NotLessLess":"\u226a\u0338","NotLessSlantEqual":"\u2a7d\u0338","NotLessTilde":"\u2274","NotNestedGreaterGreater":"\u2aa2\u0338","NotNestedLessLess":"\u2aa1\u0338","notni":"\u220c","notniva":"\u220c","notnivb":"\u22fe","notnivc":"\u22fd","NotPrecedes":"\u2280","NotPrecedesEqual":"\u2aaf\u0338","NotPrecedesSlantEqual":"\u22e0","NotReverseElement":"\u220c","NotRightTriangleBar":"\u29d0\u0338","NotRightTriangle":"\u22eb","NotRightTriangleEqual":"\u22ed","NotSquareSubset":"\u228f\u0338","NotSquareSubsetEqual":"\u22e2","NotSquareSuperset":"\u2290\u0338","NotSquareSupersetEqual":"\u22e3","NotSubset":"\u2282\u20d2","NotSubsetEqual":"\u2288","NotSucceeds":"\u2281","NotSucceedsEqual":"\u2ab0\u0338","NotSucceedsSlantEqual":"\u22e1","NotSucceedsTilde":"\u227f\u0338","NotSuperset":"\u2283\u20d2","NotSupersetEqual":"\u2289","NotTilde":"\u2241","NotTildeEqual":"\u2244","NotTildeFullEqual":"\u2247","NotTildeTilde":"\u2249","NotVerticalBar":"\u2224","nparallel":"\u2226","npar":"\u2226","nparsl":"\u2afd\u20e5","npart":"\u2202\u0338","npolint":"\u2a14","npr":"\u2280","nprcue":"\u22e0","nprec":"\u2280","npreceq":"\u2aaf\u0338","npre":"\u2aaf\u0338","nrarrc":"\u2933\u0338","nrarr":"\u219b","nrArr":"\u21cf","nrarrw":"\u219d\u0338","nrightarrow":"\u219b","nRightarrow":"\u21cf","nrtri":"\u22eb","nrtrie":"\u22ed","nsc":"\u2281","nsccue":"\u22e1","nsce":"\u2ab0\u0338","Nscr":"\ud835\udca9","nscr":"\ud835\udcc3","nshortmid":"\u2224","nshortparallel":"\u2226","nsim":"\u2241","nsime":"\u2244","nsimeq":"\u2244","nsmid":"\u2224","nspar":"\u2226","nsqsube":"\u22e2","nsqsupe":"\u22e3","nsub":"\u2284","nsubE":"\u2ac5\u0338","nsube":"\u2288","nsubset":"\u2282\u20d2","nsubseteq":"\u2288","nsubseteqq":"\u2ac5\u0338","nsucc":"\u2281","nsucceq":"\u2ab0\u0338","nsup":"\u2285","nsupE":"\u2ac6\u0338","nsupe":"\u2289","nsupset":"\u2283\u20d2","nsupseteq":"\u2289","nsupseteqq":"\u2ac6\u0338","ntgl":"\u2279","Ntilde":"\xd1","ntilde":"\xf1","ntlg":"\u2278","ntriangleleft":"\u22ea","ntrianglelefteq":"\u22ec","ntriangleright":"\u22eb","ntrianglerighteq":"\u22ed","Nu":"\u039d","nu":"\u03bd","num":"#","numero":"\u2116","numsp":"\u2007","nvap":"\u224d\u20d2","nvdash":"\u22ac","nvDash":"\u22ad","nVdash":"\u22ae","nVDash":"\u22af","nvge":"\u2265\u20d2","nvgt":">\u20d2","nvHarr":"\u2904","nvinfin":"\u29de","nvlArr":"\u2902","nvle":"\u2264\u20d2","nvlt":"<\u20d2","nvltrie":"\u22b4\u20d2","nvrArr":"\u2903","nvrtrie":"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",f["Doctor1_128x128.png"]="data:image/png,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",f["Earth_globe_128x128.png"]="data:image/png,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",f["Empty_Folder_128x128.png"]="data:image/png,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",f["Firewall_02_128x128.png"]="data:image/png,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",f["Full_Folder_128x128.png"]="data:image/png,iVBORw0KGgoAAAANSUhEUgAAAH4AAAB6CAYAAAB5sueeAAAACXBIWXMAAAOKAAADigGnjPUfAAAAGXRFWHRTb2Z0d2FyZQB3d3cuaW5rc2NhcGUub3Jnm+48GgAAJO1JREFUeNrtfWmYHNWV5XkvInKrzKrKUpUWQCxmscANSIL2woz7G75pL8yMjU1Dg8GYzQvuMW5/7T897Q+72z09456xPW53u6fbBq/Y2MYGISFhsbj5GJt9XySEkIRqUZVqzS32eO/Oj4iMjMitsjapJOqJQorMjMrIOOfee+55LyIZEWG2MTlTWQ/gcgA/6c9nJ7EyjvnBOgF+YlpfTcAgZ6QxhmkAB4nwEIAf9+ezu1ZO43EKPACMTujfB3ADADAAnAOcExhDCcAhEB4j4Of9+eyDK6f1+AL+IgC/b/U85wBnAGdkguEwCC8ScA+AX/Tns9ZSfYDf/d1GZdXbTrmFcX6AhNh+9tVbvRVYFxF4ABgeK+9ijJ3NOZv1tZxVyUAeGCYA7CXCDgA/7M9nDy/WB3jj3it35Qb6zwYAKSVcwyx6tv2G57iPS8/bsuHKLQ+vwLxA4N8cnv4iY/zrjAGMMTDGwRhDJ0RgrEoGokAnDBLhtwDu6M9nX5jPwe+567K/7jlh7VcQvj2L/hMAID1BjmHOeLazR7ruo8Lz7tlw5ZYnV4CfA/B7D4wPMMZGGGMa4wycsYAALEaEKjHavnFcJ5QBjILwBPmlYcdsx7Lrpx/K5tYOTGuppBZDuiUJascjXFe6pjXh2c5u4biPSM+7a8NVW3a9pYGfnKn8VwAP9+ezrzXbYfcbo7/ijP0JqwedMzD40R8nAsLtWctDTSdYYBgH8BIR7gXws/581oiR8O4rdmRXr7okRJZFoW1Bgvp0EO7K4NmOZ1f0/Xa5cvWGq7Y8+5YDfnxa/ylndDVjmAGwLzjx/1Lt31/ePfRBxtj9UcC5j26TDFBPhPhPJ+VB4QBj5DGGyeB4flN65XtPJ8Wu+7nC6xGflQSsCSmiLyUhqTB0aOOGq7a89JYCfnRC7wHwBoD+SF2WzBdor5DEXUMjk19inK0PwW0S+c1LwcKJEBwPmDBAXgGisg9UeAZkDvsvqCsorJ4UHZBgZnD4Axuu3PLAW67Gj07otwD4dpsIFEIIxbY96IYFy3J9wBnAGG8KeDsitMoWnQzOAYUTmHRAogQyBiGLL0GWdwGQMUBZk8zQoAgYMDM48tENV27ZcjwDr7Z4/F8A3ALgzOiDRIAnAIApgIpkUkU6nQKDhCckLMtBRTfhusInAWdticBaAN6KJM2GlICUDEASYAPg2QHw7gugwgNEGdI6DFl+FbLwHEhaERIQQDVSEAsCgBgAlj7ea3xT4NcNdLmjE/pfAvh1u50lAVIAAAfAkc6oyGbTICJ4noBh2qhUTLiSImC3IEIbwOdEhPCYVAB5sHQevGsDtHUfBRM6yJmCLO+BLD4DcmYARj70IQkIAN6awAfg3z06oT8G4KJOf1kt+nyAc1kNPd1dICnhuAK6YUE3LAhCjAh+7eZLQgQiQAhAgAPIgSVy4P2nQl39fjBpgtwipL4fsvgsyBysxv9xD3zbPn54rPQezvljndbbWYWZ7+RBSgnbdlHRLRimXQMxJgyjngCflQiNrWTnxxy2kbBBXhnCqryg5E75OwBb+vNZ7y0HvO/WzdzFObucMQ7OeUcuXUcnOyACYwQhBEzLRbliwnHcRnADIoAheI7PrhPYAohQI6kT+Am7ibAN/rR04S0B/Ov7D5/OOd/NOdf8k+mD7//NF+1Aquo8rg8seEI0JUK8lYxkB84XnQiRbCUDP+FNIjwI4Ef9+ezeYxr46UJllIAZItwB4FtRp2zX64e+xTj7cx6c1CrorEoAxsOTulhDCexckgTX86DrNsq6CSJqHuW8nghVHbFERAj8BAAFInlISvyOiH66dqDn0WMK+NEJ/VLGsEXxI88DMCgJdwH4X0Mjk4xzvo9z1sMjKT8kQIQM1ccXkwT1+sBxPFQqJiqGhaYmUrsyEBABLQRllAxzGxIgCSmlQSRHifAMAb8koi2nnNgvl3WqH53QHwXw3qhZwzkJBowaljs4OVW8iAhto77VY4t60DUjCUIIWIE+sCynDeCsOUk4BwPqBOXCiSClgBAePM9zpBSHifAKY/yvzjh1zQvLDvih0eI7GWNPMH+EHzZCAgghYRg2SmXTr7916b+TTLCY2SAmFCHhCQHDcFCuGL6R1BLw9tZyjQiRriKcgmZzFrmu68Aw9Ec2nHHSxctS3L05PHMnY7iqlZ9enU5VFD/tGqaDUsmA64kWmSAOPqv+my1+SWgmFF3Xg27YqFQMCEGtidCBd9AoJuus51nGzMzUxDlnnbx6WQL/xpsTpzHGXmOMJVqCH/mgSuQkm5ZPAttxw1raeSZYvFaxlRAL9YFuQdetUCjOxz6OP9foOTT7LIXiDDHGT9tw+gkHl2U7t2ff2DcYY38xG/D1j1XLAUCwbBelkgnTsmfVBK0yxJJ84IhQFELAtl2UKxaMiFCMEgHNSsSsJImuQ6gRwTRNmIef+X/s9e9ccc412w4vO+Bf3TOSZ4ztY4zlayxGx9OrjDEoCvNnzUCwbQ+lsgHdsBpSfX39b5UJlqIkxPUBwRMCpuXrF9t2amKv7rPyeVrLAFAY34P+0vfhmmbFNa1XPMfdLl3v9nOu2Ta6LAycl3YNfpEx9nXWRh23ds3iZFEUBlXxT67jCpTLJsq6AYb2nUBMF7ClaRXbG0kedMNBqaQHRhJvEIbtiNAsW8xMHca68j+gNi/IQCC4hqmHRPC82865emmJ0BL4517an2SM7WaMndYO+HaWabPyoHCfCJz7wqtSsVAq+14Ra5kJmpBhkS3k2YwkKWVwvCZKFd9IaphPaNdKBkSpVCoYKP0rVFkIFwiwaB0KZpYcw9Rd035VuM790vW+d/bV20YWFfh9D31V4ZnMXrc88Z0z3/+1b0SffPr5N65ijN3ZHHjUzayhI+Drt1WVQWGAJwQquoViSQdJxDuAoLVqEInh40urC1rpA8OwUSwZsB0nALyutjfpICzbQndlK7q83dHf3GSZIItNMTqGpXuWtdtznB3S9W47++ptQwuO+Jd/9bE9uZM3nqUm8p5bmX7JLU18+qz/9I1nH3/6NcYYe5Ix9ocLingebQU5mumGKglUziCkgK7bKBQNSCma6oK27eIS64IaNuSTQAo4jgddt1CpGCCgybnxj9nzXCQqj2OV92jwOxqXi8VJ0GRNIQDXNA3XMHd7jnu/T4StB+cM/LO3/XGv1tt9SEkm0omutUjlzwQk1+3ioV+PZy77KbHkznbAzwr+HMkSkkBhICmhGzYKpQo8V8ZBb5UJlthCbj4IRBJSuBgamYSUMj7dXBV4RKDKbpwot6IO0cZjZPVLRpuTgDHAMUzTNazdnuPslJ73vbM/tvVARzX+2e+///3JVfnfMO6/G+MqUr2nI5ldT5bMeNPOSZpFq1qD1UTULYYuUDiDqnKoKgORhGk6KBR1OFWvYJaJo8aysLS6QEqBSqWMscPTLT+zqx/EafTLluv+502CyEOOYZmuae7xHOc30vVuO/tjW/e1FHfP/eiSbyf7em+JshgAlGQPMn0bwFJrULbSmHbXQyK1yBGPjrSBFpAAIFiWi2JJh2k6dZmg83ZxKXSBZVaw78Ch+GeNCDzXHMdZuCMGeCsSsCakmCsJAAbHMC3XtPZ4jv2bN/ZNf6lB1b/wsw+/qnVnz6mKiigJGGNI5NYjlT8LHsth2uhGyTsxBpKmAH2pw9BFP2wvOf+o76Bt1FQ/G3BWNYwM6IbdlACtSFGvFRajJLiOhaHhMVQqZgC437FUj9u1y3iH8n3Ur+mPXf1TL/DQ4uqkVp1BCxJMTxvYv+vNtQ1r7oRpvYcnEmNKKpmuJxoRYJeGYJcGwdU0+vJnYk3PNAwngQlzHWzqhvQEnIlfoCu3Ft25c+Aqa1F2VsHztIZSsNAsIQQDc/x/q6qK/lW9WD0A2I6LUtlAuWy2nCPoJBPMlwSKqqGnJ4uZQqnu+P1VRK7gkJyDQdZwIj+LUZQE1cALtqNByiKtXxCWwVpRqssCVP0PAMPERAkg6E37+Od+8MH3JVflH0AsDcajv7ZJ0DJrkO57O0jrQ1FPQa+UkDN2BL15AslVG0Hp0+CwNSjaPSAoHdT5apTMgSzBj6pwJBIcCmdwXM83jCo6CKx1xHfQNcxllEoF7Nq9v2m5EkLgDHUbcsrhBpFW19Q1ZoIF6oFdLw9Z//Gz29MtDZzn7/gvdyXzvZdXWUV1CrYZCRhXkOp9G5I9p0Mffw6uHrejlUQ3tFUXQCZOhC7WQHe6Wl5MsaDyEGkbFUVBQvM7BNeTKFcMFItG4NLNPxPMlg0MU8f+/UOoVIwGkIgIJ6pPYJ32alulvhQkeOGpfXsu+eJDG1our5a2e6VnWJNqJp2PHRsBDVQJs46AOb0X5vRegDVGiHBKEKP/BgBId52AXO9GCHU1iu5a2K62cOCj+0gJxhg8IeG61fkDjly2C/neHIQQqFQsFIoVeJ7XejHJLF5Bq5KgqQn0dGcbgCfy7eCK1wtS4a/rj1zYEWyAiEW0VV05iGwzzFIOItuuIBim/TjQZl39BTftlM/94JIPK6nUo9UWr3pgIefakMC/fIk1yRD+8PRD8PRDYExBb++Z4Nmz4bABFO1+uEIJwGvXNs49SwjBQhJwzpHJpNDTnYGUEhXd9wocR0bAn7+FrGkaEtUruBv0GIMhspH6y0LAWfTCjjCgaq6+/1TtvFKoByLnuY4E1c5gbLQAjePv23r1tZT/oR8n+/LXRms6mqV9CqXJrJqg5QSJkoLWdx6QPhUmDaBo9kCCzy/iW+6Dpu1iIqEgoSkAkW8YFXU4rtskE0RAZ+0t5JnCNPbuHWxu97gTuCC7xQ8iNotz19jvdVYK6lL967sP2RffvD3VNuKrY9PHt33ipbuuuETtyvSjHXYdloPG/WsbUliwJ54C8BS0ZC/W9V0A0tai6A6gYmeATtL+PMuDJyRMy4PCGRKahhPXrQJAMEwHxVIFluXO2iE0ZggF2WymId0DgCe1aszWApWx2Mlrlwkost1pZ2AZdujvq50oVK9S+aCSSj3NFKWuaaRI2mlNggasW+5fe5WwCxCjDwNgyHWdiN78+fD4AGbsfphOog7QiPLnTdYOzCFLCMbgegKm5W8nNAWrB/JgAEzbX2FkWk6DXdwsEzBwpNOpFsCrwcel8IQ1tmuzkCDUA7OTQHgEw7CfmhPwm2+4/9nn7/jw95J9qz6NjiM5/jyblQStMgHB1Yfh6sMAU9Df+3bw7FkwqR8zZh9cL9ADXMZEXefAtyeLEAKWXfUKOPryOTBGsB1/StlfYdQmEygtLu6EAlumkOCWX7spHjU1ElSv8a9d3UtV9CnarrUnwfh4GRqn/z3rfHzTxRm/vmpGzaR7Y45OB20eWtX+WJtIjW5RG0ZxNY1E3/mg1MnQvT7MmN2QxNtPCy9W28gArvBwhdH0TCXIAo0TR6ZlYnx8GvXn2bRsnJn6Nwxog7XPyGZx7lq0frWHW+gBAHtfH3MuvnlHck4RH6bfSuUWLZP5SQgFqweKzTkbtNQFrBWn/H9Iz4Q1/gSAJ5BK9eHkvk3w1DUoWP0o2+kgUlhnaX8+ukBKeIyBcyCTSaJY0huUPg9a2mQyAcuy61b6cJTcPh/4qlKPBgKL1OdgO6YHIlE+W2dAAGzTji3kmBPwm667746XfnnF32i57rc1YLqoJCBQR/v7//CsaXiHHgYYQ75rPfp7zoXDV2HKXAXD1loDGvb8LaK6Q12gcAJn8C/4rIt6MEBRlYaPqyocZTuLWBdG4f9qJKgXae1I0EIPEAGGbj87b+ABwDPMq9Vs7glWtTCpCSYd1v3F7RD8T+hUBoHKIBjXsKb3LLD8WTC9XkzqeThenVU8y4JR3rEgJORyGYyOTcWjPrhSh5p8SEVRoLvp2vEzAjEWCj5WTfWE1kq9GQmaiMLxyQoUhv/T0Zq7duPFOy//fSKfv2i2mk5oJu1pAZpgfl4B17qQyJ8HSq5H2e3FVCUHSaypqOuYAA0XXAocOjQBIWRD1EtIWKbd6OfPDOO9/Tsiphg1Pf52U7OsabTE7dt9e8fdiz97f2JBEe+3Wtbl0hPDXFV4u0hkqLUrRzMTSFeHNf44gMeRSfejJ78RnjqAaSOPohnVA23EHGuyZCwGPqG3N4eJiRlIKcM6zhgDV/zXkowfsUcaCARGQdSy6pmKWK2MAucu7sLVZuUCPdCmM3Asp2HF7ryA33z9faMv/OyyO5Or+q/pFMTlUQ4Az5yEZz4ExhhW5U7B6r53wKE8xit90G21TdTLeNvYTBvw+tU4Mvi7+UfwSAUC0BmLapuABERhP44QbxYpBYjrgWYkYAyGYT+/KMD7kzjOjcKyL1dSqWTnIFIwsTBfEiyeYUQEOKU3gdKbYEoCJ/S8Hbz/TOheDofLvXC8FlZxG11AkEinkzDr0rqPH9WbqVC4iqLXi251BkQAb6bUKZIJKK7U0QEJpid1cKJ/arnmbj7j+Z989NbU6jVfbVmX29b0xl6dFrh/q/enWTVBZJlZIodE/lzI5IkomL2YKGcgiTfvBur8fwAQwkW5bDYGCsmwvQtrfFnHyervsT5zIDIBVj/jSvHzwOrceNZQ6WOPHdg/6V382d9oiwo8ALxyz7WTSld2VaeGzVwMH2q7/2KSoPn+WmY11N7z4Cn9mKj0oKCnfD3QJuqFcGGaToNhI6SAwpW6OXsbWfd5nNPzYm16tR50VKdeqWbvxjJdexLsfW1s+H1feHj9oqX6cI63XL5Z7crdFdagjuv27L3+nEoCa8OpZqZWB4aRa0zANR4CYxyru0+FaicwYp0DNXdiS+AlERSVw3NFwwFIKWMreRKaioqeiZMknJan0IqtdXzx6dqqPqi5tnV6AAyO7TS9IfOCl5hu+sSWXznF4uv+0bDan+DaMV+1NPmJPY9ZnmexP/PZv9nz0Wv+2+1PRHCKB5DFa8DBO+EaBXieaPojhISQjXc+4YzBq3tcVRWYIlmX7ChYrBHpxwORR6y6GXm8mgkoWOQR2bZMF47j/WBJgAcAYehXElHDSZ4fCdgCScAWSII2+3OGM85MwN37Q5BwQeRfUyeEgOd58DwPUki4ntd08YWQoslkjRauyiGKiE+Qj3dV5AUGlR/KfqT7r6kjAVX3I5TLpvjorY/fu2TAb7puywtOYeaRdic5SgK2rEmAtiRQVAVnncHgvXlP4+KKgAhSyLCViz0vqQXw/oIligAe4hxmAb+Vo3AVTjTYKbZf9QnPciZaLnrBIg1hGVdI1xGxtNvmJLcmARZIAix5JkimNPQlDoKKe5ovrQJrE/WyDvgEqgkasprGw4QNSdSogYMsQPEHgv2q2QOwTWfvkgO/+bqtk05h+kexurNgEizfcrBufQ40shUg0dSHtxyn6eP1hGBcg+1lIqm+GrQ1QGW4SU2bEQqt7AgJQKgYzjNLDjwASMf+jLAMs5aGjjYJsEASoC0JTjklCXHgF02FXDORpykKXDcOfEJTUfTyYZTLADvZEOW15pZCwYfYNfXVSAcIpZIF6ckfHBHgN1+/zXNLhS/HCxAtgARYRpmgkQSZbApZDIKM4cZpV1VtmINvluoTmoay1+MDXU3zAciSasux63vlaqqv6YDIylsi6GXLu/TWx18+IsADwMaP3/N1t1IabzRR5kgCNksmYLOAzI5MOVh/Wh9oeFvDeUhqGnTTaioAY1lAU6G7WYDIBzqW1ms9PFWfjy6yoNoqJmLxTOBa7nQ7nJbkFhJeuXRj7SgJ8yJBm159UbyCOpLU/+mUREzhOGGNCzH1Qhz4hAbDtBuAVhUFTiTdJzQVukiHoJFEpCev1fCo8xjWdRZxzSLz7+RfSbz/iAO/6bqt251SYVd7gGcjAR05EizQMOrJZ5DSn4GPWrx+G3XpPqGpsG0nlv49SoQRjUhvXhN7VbXOYqUg5u9E7FwpCKbpPnPEgfdX6uhXkBDUGcDNXoMOSbA8DKOT1gm4I7+NnYNMOoVSWW+o6fWKXyIRpnYZCDQZ6dFrPT01nsLQwmWhHpguWFAYvntUgN98/bZdTmHmwbkDvPgkOBLiMJHSkLJ3Q7q1mblsVxplvfGiSSHqenmmhUIOkfoug9QfBniDZq5mAcQWYRi67V365SdePirA+yt1zCul44j5A9zpa5aHYXTyKUk4b26N1XPGmps58YmZBCRx/zt9KG7F1gyZaCYIPL4w9VfLQXBjJMsrzIbNkgK/+YbtBadY+O7iAdzkNcvIMEomE0jTIUinlt5zXRmU666kSSY0mLYda/0qos8HUwY/kVYu2p8j6uGHqp8iy7MJtu0ePKrAA4B0nc8J09AXH+D4zNRyMYxOPS0Ld3B7+Pm7sxmU6oBPp5IwIqt0EpqGiuiFlHWgEtU8/NDZi3ry1TavdmWs4wi4rnjmqAO/+Ybt0imV/tvSArx8DKNkOoGUHIF0jVDgmVa8rUsmE7Aiyj6hqaiI7lDRR6OcAs+2SggJ1M3KRZasEDA5ZUFT8M9HHfigvftHt1IePTIAL5FhNAcSnPq2HJyD2yPqPgkjYuawuhU/mqbCFF2QkmLWKwUCT1JE2VOEBNVUH3nO1C1x6a1PvLQsgAcATy9f19DGLTnAi2gYzcE1TKaTSImRUOF3Z7tQqlP3nPPQvlUVBbZMg2StnYumeqD6OIVTuxQx7qsfTYLgOl6xEzyOGPCbrt/+oFMsvnj0AD6yruGpp+dgDz/SUuBl0kmYEXNHQvOPRNYJPFTdPKq5eTJaDiJ3vyLAsb1Dywp4APBM4wryPDr6AC/ENezMMEqlk0iKoXCJFQB4Xm0KN5NKxdK/ZIk6QCMkiPj09dO3FDF9DMMFSD657IDffOOOvU6peN/yAnjpDKM1A4A7ucuP+mwmZuYkEhocx60dJU9AkqwTdxRZY1dL9fWPVUkwOWVAU/CPyw5439Sxr5aO7S5PgBfXMOofyIKm/ZtQdHd1oVTRW54XRdHgSF/gRSNfRnp61KV6SYiRwDQd+ZEvP/nisgR+8433V5xS+fZjA+CFG0a5ZBnSqQTK3m6Ys6+mf01ToVN/LXUHgEPWhJ0M0n/0GotaBwB4rlfuFIcjDnwwgfN5YVvu4kf5UgI8P8PopPU9cA/9FowxpOvaukwqCcPytzVVhUE9tUgPol3C92ml9ElQXYdH1fV5sjaj5zre2LIG/sKbH3bdcvkHyyLKl9gwSqSTUN1DQbqPu3jpSBZIaCpMysUEHZEERfx7GZj1MTs3WKlTqTjQFDy2rIEHAKdU8qP+mAd4dvKu6WdwiwcaBJ6mqvCCCRxNVWHJrli/7ke1rG1XTZtQBFajnlAomkio+PayB/6dtzxqy4r1U9Kt2uTzMQ5wq9f0r+kBpp+Bpqr+t1uJxpW5nHMIJH0TJ9rWBSm9odWLKX+CY3vi0luffGHZAw8AwsOfM67ZmlAgDfuYB7jVaxgIGbUAkPTNnPq2zvWbHGKJCOCRyJZVIyc+URObrhWiMpdzf1SB33jjllJxuNBXLk7crSUypNiAtOxjFuB2rzlxnQZ38kU/3UfrfGSmjngiiHb/Spxwfp5kJOJRKwcRU0d43sgxAzwAvOsL9xkbr9v2J1OjB081zOJTiWQW3JIgxz0mAW71mnQmgaSzH13pVGz1bSaVqlm3PAmSElIEu0rpb8u4Vx8rAURwHAGS9PQxBXx1vPvmhwfP//iWd02PDf0727UOJhNZwPBAnndMAdyuRGXVaUA6SCcTIdiKUpus4YoKh2VBkJCiLp3HwAcItTJQKFpIKPSNYxL4UPR9audj537sV6fOjA9d50EWk2oWZDhAbJ3asWb5+ttr1yYhxp9ErqtxcYZv4mgw0R+ALiHJT/fNwa/atwTPceVHvvLUy8c08NVxwY33//gP/vTnvTPjh/4nFNVJ8AzIaLzTxNElwdwMI0XlSMoR5LJdKEfs21RCg+04SKgqLJavWbWSwlRP9YBX30ISSIryXM/vsgW+RoD7/mrCeKOnODX6S55IyYRM+B1A07H8ff/edAmqKENIGa62TadTMEwbmqbCYT2QUsbbOkkxD1+G0S8DYSeHjzvgAeCPrn3C2nT9tiunZ0ZPLhcnH9dSOagOhzTtNnstT0dwYCANmnwy1tZlUv7cvKaqsJGtgSplXf8ed/UgySeQ6z11XAJfHe+5YefIxk/ce1FpfPDdhlnen8z0gNsEGZ3smzMJjqxhxBhDio3HXLzqvXM4ZxAsFaZzf9mVjG3Xar3/aysVFwqnbx3XwIfp/5MPPHneNb8+ffrwwattz5lJpbrBTAFyvQ72PlqOYO01Az0WUt4kdKN28UX126nAkxARm1ZK+NuSGqJfki/sPvrXT7/0lgC+Ov7wxp13nnvlL/pmxoa+KjjsVCIH6C6oiSXaMQkWEeBWr+npSUIpv4hkotbWpasrb3kCJPwUTmG6Rxj9MrY0i8Bo7sLumAc+zAA37fjKwYmx7sLEyM9YIiFTShdIt/17iXY8Fh/gdvoiw8bRHUn3mXQKhl4AlKSf3gVBSAQCTgaCD4GZE5g6kiCFOPiWBR4ALrn5YWfT9fddUzk8fGJpZux3aroLCaR9D2DO93Bcelt43YBE2hkK+/lkMgGrPIH+iZ/ViTvEWjuq6+29Di6eOK6BD6P/5ofHzr9263sLo4MXVipTexOZHDShQprOPH/j0riGqZSGtLMHQvj3xmMASM2CGUMh0L5f70d/fGWOX/Mt0wNJedsK8NH6/5mHnj3v6rvPKowO/qlpVaZTmR4oDoO0nAX+5sUjQU6dRC6TCtO9omUhkAwAr4EfpnpRm6eXRPBcly776jOPrwDfLAN8audd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",f["Monitor_Tower_128x128.png"]="data:image/png,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",f["Pilot1_128x128.png"]="data:image/png,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",f["Printer_128x128.png"]="data:image/png,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",f["Router_Icon_128x128.png"]="data:image/png,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",f["Server_Tower_128x128.png"]="data:image/png,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",f["Shopping_Cart_128x128.png"]="data:image/png,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",f["Software_128x128.png"]="data:image/png,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",f["Soldier1_128x128.png"]="data:image/png,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",f["Suit3_128x128.png"]="data:image/png,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",f["Tech1_128x128.png"]="data:image/png,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",f["Virus_128x128.png"]="data:image/png,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",f["Wireless_Router_N_128x128.png"]="data:image/png,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",f["Worker1_128x128.png"]="data:image/png,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",f["Workstation_128x128.png"]="data:image/png,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","data:image/gif;base64,R0lGODlhCQAJAIAAAP///zMzMyH5BAEAAAAALAAAAAAJAAkAAAIPhI8WebHsHopSOVgb26AAADs=");function C(t,e,n,r,l,o){if(i.sb.call(this,t,e,n,r),this.themes=l||this.defaultThemes,this.currentEdgeStyle=i.mb.clone(this.defaultEdgeStyle),this.currentVertexStyle=i.mb.clone(this.defaultVertexStyle),this.standalone=null!=o&&o,e=(t=this.baseUrl).indexOf("//"),this.domainUrl="",this.domainPathUrl="",0o||Math.abs(t.point.y-n.getGraphY())>o)if(this.isCellSelected(s.cell)||this.selectCellForEvent(s.cell,n.getEvent()),null!=(o=this.selectionCellsHandler.getHandler(s.cell))&&null!=o.bends&&0=t&&l.y+l.height<=h&&l.y>=e&&l.x+l.width<=a&&o.push(d),this.getAllCells(t,e,n,r,d,o)}}}}return o},this.graphHandler.shouldRemoveCellsFromParent);this.graphHandler.shouldRemoveCellsFromParent=function(t){return!this.graph.isCellSelected(t)&&g.apply(this,arguments)},this.isCellLocked=function(t){let e=this.view.getState(t);for(;null!=e;){if("1"==i.mb.getValue(e.style,"locked","0"))return!0;e=this.view.getState(this.model.getParent(e.cell))}return!1};let x=null;this.addListener(i.kb.FIRE_MOUSE_EVENT,i.mb.bind(this,(function(t,e){"mouseDown"==e.getProperty("eventName")&&(e=e.getProperty("event").getState(),x=null==e||this.isSelectionEmpty()||this.isCellSelected(e.cell)?null:this.getSelectionCells())}))),this.addListener(i.kb.TAP_AND_HOLD,i.mb.bind(this,(function(t,e){var n,r;i.kb.isMultiTouchEvent(e)||(r=e.getProperty("event"),null==(n=e.getProperty("cell"))?(r=i.mb.convertPoint(this.container,i.kb.getClientX(r),i.kb.getClientY(r)),l.start(r.x,r.y)):null!=x?this.addSelectionCells(x):1'+n+"")),new i.g("data:image/svg+xml;base64,"+btoa(r),t,e)},C.zapGremlins=function(t){var e=[];for(let i=0;io&&"%"==e.charAt(n.index-1))s=r.substring(1);else{var l=r.substring(1,r.length-1);if("id"==l)s=t.id;else if(l.indexOf("{")<0){let e=t;for(;null==s&&null!=e;)null!=e.value&&"object"==typeof e.value&&(s=e.hasAttribute(l)?null!=e.getAttribute(l)?e.getAttribute(l):"":null),e=this.model.getParent(e)}null==s&&(s=this.getGlobalVariable(l))}i.push(e.substring(o,n.index)+(null!=s?s:r)),o=n.index+r.length}}i.push(e.substring(o))}return i.join("")},C.prototype.restoreSelection=function(t){if(null!=t&&0e.name?1:0})),o=0;o"+l[o].name+": ":"")+i.mb.htmlEntities(l[o].value)+"\n");0'+(e=e.substring(0,e.length-1))+"")}}return e},C.prototype.stringToBytes=function(t){return C.stringToBytes(t)},C.prototype.bytesToString=function(t){return C.bytesToString(t)},C.prototype.compressNode=function(t){return C.compressNode(t)},C.prototype.compress=function(t,e){return C.compress(t,e)},C.prototype.decompress=function(t,e){return C.decompress(t,e)},C.prototype.zapGremlins=function(t){return C.zapGremlins(t)},A.prototype.arrowSpacing=2,A.prototype.updateDelay=500,A.prototype.activationDelay=140,A.prototype.currentState=null,A.prototype.activeArrow=null,A.prototype.inactiveOpacity=15,A.prototype.cssCursor="copy",A.prototype.checkCollisions=!0,A.prototype.triangleUp=C.createSvgImage(18,28,''),A.prototype.triangleRight=C.createSvgImage(26,18,''),A.prototype.triangleDown=C.createSvgImage(18,26,''),A.prototype.triangleLeft=C.createSvgImage(28,18,''),A.prototype.roundDrop=C.createSvgImage(26,26,''),A.prototype.refreshTarget=new i.g("data:image/svg+xml;base64,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",38,38),A.prototype.tolerance=i.lb.IS_TOUCH?6:0,A.prototype.init=function(){this.arrowUp=this.createArrow(this.triangleUp,i.jb.get("plusTooltip")),this.arrowRight=this.createArrow(this.triangleRight,i.jb.get("plusTooltip")),this.arrowDown=this.createArrow(this.triangleDown,i.jb.get("plusTooltip")),this.arrowLeft=this.createArrow(this.triangleLeft,i.jb.get("plusTooltip")),this.elts=[this.arrowUp,this.arrowRight,this.arrowDown,this.arrowLeft],this.resetHandler=i.mb.bind(this,(function(){this.reset()})),this.repaintHandler=i.mb.bind(this,(function(){this.repaint()})),this.graph.selectionModel.addListener(i.kb.CHANGE,this.resetHandler),this.graph.model.addListener(i.kb.CHANGE,this.repaintHandler),this.graph.view.addListener(i.kb.SCALE_AND_TRANSLATE,this.repaintHandler),this.graph.view.addListener(i.kb.TRANSLATE,this.repaintHandler),this.graph.view.addListener(i.kb.SCALE,this.repaintHandler),this.graph.view.addListener(i.kb.DOWN,this.repaintHandler),this.graph.view.addListener(i.kb.UP,this.repaintHandler),this.graph.addListener(i.kb.ROOT,this.repaintHandler),this.graph.addListener(i.kb.ESCAPE,this.resetHandler),i.kb.addListener(this.graph.container,"scroll",this.resetHandler),this.graph.addListener(i.kb.ESCAPE,i.mb.bind(this,(function(){this.mouseDownPoint=null}))),i.kb.addListener(this.graph.container,"mouseleave",i.mb.bind(this,(function(t){null!=t.relatedTarget&&i.kb.getSource(t)==this.graph.container&&this.setDisplay("none")}))),this.graph.addListener(i.kb.START_EDITING,i.mb.bind(this,(function(){this.reset()})));const t=this.graph.click;this.graph.click=i.mb.bind(this,(function(e){t.apply(this.graph,arguments),null==this.currentState||this.graph.isCellSelected(this.currentState.cell)||!i.kb.isTouchEvent(e.getEvent())||this.graph.model.isVertex(e.getCell())||this.reset()}));let e=!1;this.graph.addMouseListener({mouseDown:i.mb.bind(this,(function(t,n){e=!1;var r=n.getEvent();this.isResetEvent(r)?this.reset():this.isActive()||null==(n=this.getState(n.getState()))&&i.kb.isTouchEvent(r)||this.update(n),this.setDisplay("none")})),mouseMove:i.mb.bind(this,(function(t,n){var r=n.getEvent();this.isResetEvent(r)?this.reset():this.graph.isMouseDown||i.kb.isTouchEvent(r)||this.update(this.getState(n.getState()),n.getGraphX(),n.getGraphY()),null!=this.graph.connectionHandler&&null!=this.graph.connectionHandler.shape&&(e=!0)})),mouseUp:i.mb.bind(this,(function(t,n){var r=n.getEvent();this.isResetEvent(r)?this.reset():this.isActive()&&!e&&null!=this.mouseDownPoint?this.click(this.currentState,this.getDirection(),n):this.isActive()?1==this.graph.getSelectionCount()&&this.graph.model.isEdge(this.graph.getSelectionCell())?this.reset():this.update(this.getState(this.graph.view.getState(this.graph.getCellAt(n.getGraphX(),n.getGraphY())))):i.kb.isTouchEvent(r)||null!=this.bbox&&i.mb.contains(this.bbox,n.getGraphX(),n.getGraphY())?(this.setDisplay(""),this.repaint()):i.kb.isTouchEvent(r)||this.reset(),e=!1,this.resetActiveArrow()}))})},A.prototype.isResetEvent=function(t){return i.kb.isAltDown(t)||null==this.activeArrow&&i.kb.isShiftDown(t)||i.kb.isMetaDown(t)||i.kb.isPopupTrigger(t)&&!i.kb.isControlDown(t)},A.prototype.createArrow=function(t,e){let n=null;return(n=i.mb.createImage(t.src)).style.width=t.width+"px",n.style.height=t.height+"px",n.style.padding=this.tolerance+"px",null!=e&&n.setAttribute("title",e),n.style.position="absolute",n.style.cursor=this.cssCursor,i.kb.addGestureListeners(n,i.mb.bind(this,(function(t){null==this.currentState||this.isResetEvent(t)||(this.mouseDownPoint=i.mb.convertPoint(this.graph.container,i.kb.getClientX(t),i.kb.getClientY(t)),this.drag(t,this.mouseDownPoint.x,this.mouseDownPoint.y),this.activeArrow=n,this.setDisplay("none"),i.kb.consume(t))}))),i.kb.redirectMouseEvents(n,this.graph,this.currentState),i.kb.addListener(n,"mouseenter",i.mb.bind(this,(function(t){i.kb.isMouseEvent(t)&&(null!=this.activeArrow&&this.activeArrow!=n&&i.mb.setOpacity(this.activeArrow,this.inactiveOpacity),this.graph.connectionHandler.constraintHandler.reset(),i.mb.setOpacity(n,100),this.activeArrow=n)}))),i.kb.addListener(n,"mouseleave",i.mb.bind(this,(function(){this.graph.isMouseDown||this.resetActiveArrow()}))),n},A.prototype.resetActiveArrow=function(){null!=this.activeArrow&&(i.mb.setOpacity(this.activeArrow,this.inactiveOpacity),this.activeArrow=null)},A.prototype.getDirection=function(){let t=i.qb.DIRECTION_EAST;return this.activeArrow==this.arrowUp?t=i.qb.DIRECTION_NORTH:this.activeArrow==this.arrowDown?t=i.qb.DIRECTION_SOUTH:this.activeArrow==this.arrowLeft&&(t=i.qb.DIRECTION_WEST),t},A.prototype.visitNodes=function(t){for(let e=0;ethis.activationDelay)&&this.currentState!=t&&(r>this.updateDelay&&null!=t||null==this.bbox||null==e||null==n||!i.mb.contains(this.bbox,e,n))&&(null!=t&&this.graph.isEnabled()?(this.removeNodes(),this.setCurrentState(t),this.repaint(),this.graph.connectionHandler.constraintHandler.currentFocus!=t&&this.graph.connectionHandler.constraintHandler.reset()):this.reset())}},A.prototype.setCurrentState=function(t){"eastwest"!=t.style.portConstraint&&(this.graph.container.appendChild(this.arrowUp),this.graph.container.appendChild(this.arrowDown)),this.graph.container.appendChild(this.arrowRight),this.graph.container.appendChild(this.arrowLeft),this.currentState=t},C.prototype.createParent=function(t,e,n,i,r){t=this.cloneCell(t);for(let s=0;sn||Math.abs(p.y-r.y)>n)&&(Math.abs(p.x-y.x)>n||Math.abs(p.y-y.y)>n)&&(Math.abs(p.x-h.x)>n||Math.abs(p.y-h.y)>n)&&(Math.abs(p.x-A.x)>n||Math.abs(p.y-A.y)>n)){var u=p.x-r.x,d=p.y-r.y;let v={distSq:u*u+d*d,x:p.x,y:p.y};for(let E=0;Ev.distSq){l.splice(E,0,v),v=null;break}null==v||0!=l.length&&l[l.length-1].x===v.x&&l[l.length-1].y===v.y||l.push(v)}}}for(a=0;an||!t&&0o||i>o)&&this.clear()}else{let t=e.getSource();for(;null!=t&&"a"!=t.nodeName.toLowerCase();)t=t.parentNode;null!=t?this.clear():(null!=s.tooltipHandler&&null!=this.currentLink&&null!=this.currentState&&s.tooltipHandler.reset(e,!0,this.currentState),null!=this.currentState&&(e.getState()==this.currentState||null==e.sourceState)&&s.intersects(this.currentState,e.getGraphX(),e.getGraphY())||this.updateCurrentState(e))}},mouseUp:function(t,r){var l=r.getSource(),a=r.getEvent();let h=l;for(;null!=h&&"a"!=h.nodeName.toLowerCase();)h=h.parentNode;null==h&&Math.abs(this.scrollLeft-s.container.scrollLeft)e&&n[t].deleteCell(e)}},C.prototype.pasteHtmlAtCaret=function(t){let e,n;if(window.getSelection){if((e=window.getSelection()).getRangeAt&&e.rangeCount){(n=e.getRangeAt(0)).deleteContents();for(var i,r=document.createElement("div"),l=(r.innerHTML=t,document.createDocumentFragment());i=r.firstChild;)l.appendChild(i);n.insertNode(l)}}else(e=document.selection)&&"Control"!=e.type&&e.createRange().pasteHTML(t)},C.prototype.createLinkForHint=function(t,e){function n(t,e){return t.length>e?t.substring(0,Math.round(e/2))+"..."+t.substring(t.length-Math.round(e/4)):t}t=null!=t?t:"javascript:void(0);",null!=e&&0!=e.length||(e=this.isCustomLink(t)?this.getLinkTitle(t):t);var r=document.createElement("a");return r.setAttribute("rel",this.linkRelation),r.setAttribute("href",this.getAbsoluteUrl(t)),r.setAttribute("title",n(this.isCustomLink(t)?this.getLinkTitle(t):t,80)),null!=this.linkTarget&&r.setAttribute("target",this.linkTarget),i.mb.write(r,n(e,40)),this.isCustomLink(t)&&i.kb.addListener(r,"click",i.mb.bind(this,(function(e){this.customLinkClicked(t),i.kb.consume(e)}))),r},C.prototype.initTouch=function(){this.connectionHandler.marker.isEnabled=function(){return null!=this.graph.connectionHandler.first},this.addListener(i.kb.START_EDITING,(function(){this.popupMenuHandler.hideMenu()}));const t=this.updateMouseEvent;let e=!(this.updateMouseEvent=function(e){if(e=t.apply(this,arguments),i.kb.isTouchEvent(e.getEvent())&&null==e.getState()){let t=this.getCellAt(e.graphX,e.graphY);null!=t&&this.isSwimlane(t)&&this.hitsSwimlaneContent(t,e.graphX,e.graphY)?t=null:(e.state=this.view.getState(t),null!=e.state&&null!=e.state.shape&&(this.container.style.cursor=e.state.shape.node.style.cursor))}return null==e.getState()&&this.isEnabled()&&(this.container.style.cursor="default"),e}),n=!1,r=!1;const l=this.fireMouseEvent;this.fireMouseEvent=function(t,o){t==i.kb.MOUSE_DOWN&&(o=this.updateMouseEvent(o),e=this.isCellSelected(o.getCell()),n=this.isSelectionEmpty(),r=this.popupMenuHandler.isMenuShowing()),l.apply(this,arguments)},this.popupMenuHandler.mouseUp=i.mb.bind(this,(function(t,l){this.popupMenuHandler.popupTrigger=!this.isEditing()&&this.isEnabled()&&(null==l.getState()||!l.isSource(l.getState().control))&&(this.popupMenuHandler.popupTrigger||!r&&!i.kb.isMouseEvent(l.getEvent())&&(n&&null==l.getCell()&&this.isSelectionEmpty()||e&&this.isCellSelected(l.getCell()))),i.x.prototype.mouseUp.apply(this.popupMenuHandler,arguments)}))},i.y.prototype.isContentEditing=function(){var t=this.graph.view.getState(this.editingCell);return null!=t&&1==t.style.html},i.y.prototype.isTableSelected=function(){return null!=this.graph.getParentByName(this.graph.getSelectedElement(),"TABLE",this.textarea)},i.y.prototype.alignText=function(t,e){const n=null!=e&&i.kb.isShiftDown(e);if(n||null!=window.getSelection&&null!=window.getSelection().containsNode){let e=!0;this.graph.processElements(this.textarea,(function(t){n||window.getSelection().containsNode(t,!0)?(t.removeAttribute("align"),t.style.textAlign=null):e=!1})),e&&this.graph.cellEditor.setAlign(t)}document.execCommand("justify"+t.toLowerCase(),!1,null)},i.y.prototype.saveSelection=function(){if(window.getSelection){var t=window.getSelection();if(t.getRangeAt&&t.rangeCount){var e=[];for(let n=0,i=t.rangeCount;n")||0<=this.textarea.innerHTML.indexOf("\x3c!--[if !mso]>")?function e(n,i){if(null!=n)if(i.originalNode!=n)t(n);else for(n=n.firstChild,i=i.firstChild;null!=n;){var r=n.nextSibling;null==i?t(n):(e(n,i),i=i.nextSibling),n=r}}(this.textarea,e):C.removePasteFormatting(this.textarea))})),0)})))},i.y.prototype.toggleViewMode=function(){var t,e,n,r,l,o,s,a,h,u=this.graph.view.getState(this.editingCell);null!=u&&(t=null!=u&&"0"!=i.mb.getValue(u.style,"nl2Br","1"),e=this.saveSelection(),this.codeViewMode?(0<(a=i.mb.extractTextWithWhitespace(this.textarea.childNodes)).length&&"\n"==a.charAt(a.length-1)&&(a=a.substring(0,a.length-1)),a=this.graph.sanitizeHtml(t?a.replace(/\n/g,"
"):a,!0),this.textarea.className="mxCellEditor geContentEditable",h=i.mb.getValue(u.style,i.qb.STYLE_FONTSIZE,i.qb.DEFAULT_FONTSIZE),n=i.mb.getValue(u.style,i.qb.STYLE_FONTFAMILY,i.qb.DEFAULT_FONTFAMILY),r=i.mb.getValue(u.style,i.qb.STYLE_ALIGN,i.qb.ALIGN_LEFT),l=(i.mb.getValue(u.style,i.qb.STYLE_FONTSTYLE,0)&i.qb.FONT_BOLD)==i.qb.FONT_BOLD,o=(i.mb.getValue(u.style,i.qb.STYLE_FONTSTYLE,0)&i.qb.FONT_ITALIC)==i.qb.FONT_ITALIC,s=[],(i.mb.getValue(u.style,i.qb.STYLE_FONTSTYLE,0)&i.qb.FONT_UNDERLINE)==i.qb.FONT_UNDERLINE&&s.push("underline"),(i.mb.getValue(u.style,i.qb.STYLE_FONTSTYLE,0)&i.qb.FONT_STRIKETHROUGH)==i.qb.FONT_STRIKETHROUGH&&s.push("line-through"),this.textarea.style.lineHeight=i.qb.ABSOLUTE_LINE_HEIGHT?Math.round(h*i.qb.LINE_HEIGHT)+"px":i.qb.LINE_HEIGHT,this.textarea.style.fontSize=Math.round(h)+"px",this.textarea.style.textDecoration=s.join(" "),this.textarea.style.fontWeight=l?"bold":"normal",this.textarea.style.fontStyle=o?"italic":"",this.textarea.style.fontFamily=n,this.textarea.style.textAlign=r,this.textarea.style.padding="0px",this.textarea.innerHTML!=a&&(this.textarea.innerHTML=a,0==this.textarea.innerHTML.length)&&(this.textarea.innerHTML=this.getEmptyLabelText(),this.clearOnChange=0
")),a=this.graph.sanitizeHtml(t?a.replace(/\n/g,"").replace(/<br\s*.?>/g,"
"):a,!0),this.textarea.className="mxCellEditor mxPlainTextEditor",h=i.qb.DEFAULT_FONTSIZE,this.textarea.style.lineHeight=i.qb.ABSOLUTE_LINE_HEIGHT?Math.round(h*i.qb.LINE_HEIGHT)+"px":i.qb.LINE_HEIGHT,this.textarea.style.fontSize=Math.round(h)+"px",this.textarea.style.textDecoration="",this.textarea.style.fontWeight="normal",this.textarea.style.fontStyle="",this.textarea.style.fontFamily=i.qb.DEFAULT_FONTFAMILY,this.textarea.style.textAlign="left",this.textarea.style.padding="2px",this.textarea.innerHTML!=a&&(this.textarea.innerHTML=a),this.codeViewMode=!0),this.textarea.focus(),null!=this.switchSelectionState&&this.restoreSelection(this.switchSelectionState),this.switchSelectionState=e,this.resize())},i.y.prototype.resize),ct=(i.y.prototype.resize=function(t){if(null!=this.textarea)if(t=this.graph.getView().getState(this.editingCell),this.codeViewMode&&null!=t){var e=t.view.scale;if(this.bounds=i.pb.fromRectangle(t),0==this.bounds.width&&0==this.bounds.height){this.bounds.width=160*e,this.bounds.height=60*e;let n=null!=t.text?t.text.margin:null;null==n&&(n=i.mb.getAlignmentAsPoint(i.mb.getValue(t.style,i.qb.STYLE_ALIGN,i.qb.ALIGN_CENTER),i.mb.getValue(t.style,i.qb.STYLE_VERTICAL_ALIGN,i.qb.ALIGN_MIDDLE))),this.bounds.x+=n.x*this.bounds.width,this.bounds.y+=n.y*this.bounds.height}this.textarea.style.width=Math.round((this.bounds.width-4)/e)+"px",this.textarea.style.height=Math.round((this.bounds.height-4)/e)+"px",this.textarea.style.overflow="auto",this.textarea.clientHeight")),n=this.graph.sanitizeHtml(n,!0)}},i.y.prototype.getCurrentValue),gt=(i.y.prototype.getCurrentValue=function(t){if("0"==i.mb.getValue(t.style,"html","0"))return mt.apply(this,arguments);{let e=this.graph.sanitizeHtml(this.textarea.innerHTML,!0);return e="1"==i.mb.getValue(t.style,"nl2Br","1")?e.replace(/\r\n/g,"
").replace(/\n/g,"
"):e.replace(/\r\n/g,"").replace(/\n/g,"")}},i.y.prototype.stopEditing),xt=(i.y.prototype.stopEditing=function(){this.codeViewMode&&this.toggleViewMode(),gt.apply(this,arguments),this.focusContainer()},i.y.prototype.focusContainer=function(){try{this.graph.container.focus()}catch(e){}},i.y.prototype.applyValue),yt=(i.y.prototype.applyValue=function(t,e){this.graph.getModel().beginUpdate();try{xt.apply(this,arguments),""==e&&this.graph.isCellDeletable(t.cell)&&0==this.graph.model.getChildCount(t.cell)&&this.graph.isTransparentState(t)&&this.graph.removeCells([t.cell],!1)}finally{this.graph.getModel().endUpdate()}},i.y.prototype.getBackgroundColor=function(t){let e=i.mb.getValue(t.style,i.qb.STYLE_LABEL_BACKGROUNDCOLOR,null);return(e=null!=e&&e!=i.qb.NONE||null==t.cell.geometry||!(0'),A.prototype.secondaryHandle=C.createSvgImage(16,16,''),A.prototype.fixedHandle=C.createSvgImage(18,18,''),A.prototype.terminalHandle=C.createSvgImage(18,18,''),A.prototype.rotationHandle=C.createSvgImage(16,16,'',24,24),i.q.prototype.pointImage=C.createSvgImage(5,5,''),i.l.TABLE_HANDLE_COLOR="#fca000",i.l.prototype.handleImage=A.prototype.mainHandle,i.l.prototype.secondaryHandleImage=A.prototype.secondaryHandle,i.wb.prototype.handleImage=A.prototype.mainHandle,i.wb.prototype.terminalHandleImage=A.prototype.terminalHandle,i.wb.prototype.fixedHandleImage=A.prototype.fixedHandle,i.wb.prototype.labelHandleImage=A.prototype.secondaryHandle,i.D.prototype.sizerImage=A.prototype.mainHandle,E.prototype.triangleUp=A.prototype.triangleUp,E.prototype.triangleRight=A.prototype.triangleRight,E.prototype.triangleDown=A.prototype.triangleDown,E.prototype.triangleLeft=A.prototype.triangleLeft,E.prototype.refreshTarget=A.prototype.refreshTarget,E.prototype.roundDrop=A.prototype.roundDrop,(new Image).src=A.prototype.mainHandle.src,(new Image).src=A.prototype.fixedHandle.src,(new Image).src=A.prototype.terminalHandle.src,(new Image).src=A.prototype.secondaryHandle.src,(new Image).src=A.prototype.rotationHandle.src,(new Image).src=A.prototype.triangleUp.src,(new Image).src=A.prototype.triangleRight.src,(new Image).src=A.prototype.triangleDown.src,(new Image).src=A.prototype.triangleLeft.src,(new Image).src=A.prototype.refreshTarget.src,(new Image).src=A.prototype.roundDrop.src,i.l.prototype.rotationEnabled=!0,i.l.prototype.manageSizers=!0,i.l.prototype.livePreview=!0,i.m.prototype.maxLivePreview=16,i.n.prototype.defaultOpacity=30,i.p.prototype.outlineConnect=!0,i.Db.prototype.keepOnTop=!0,i.l.prototype.parentHighlightEnabled=!0,i.wb.prototype.parentHighlightEnabled=!0,i.wb.prototype.dblClickRemoveEnabled=!0,i.wb.prototype.straightRemoveEnabled=!0,i.wb.prototype.virtualBendsEnabled=!0,i.wb.prototype.mergeRemoveEnabled=!0,i.wb.prototype.manageLabelHandle=!0,i.wb.prototype.outlineConnect=!0,i.wb.prototype.isAddVirtualBendEvent=function(t){return!i.kb.isShiftDown(t.getEvent())},i.wb.prototype.isCustomHandleEvent=function(t){return!i.kb.isShiftDown(t.getEvent())},C.touchStyle){(i.lb.IS_TOUCH||0s||Math.abs(o)>s)&&(null==this.div&&(this.div=this.createShape()),i.mb.clearSelection(),this.update(n,r),this.isSpaceEvent(e)?(l=this.x+this.width,o=this.y+this.height,s=this.graph.view.scale,i.kb.isAltDown(e.getEvent())||(this.width=this.graph.snap(this.width/s)*s,this.height=this.graph.snap(this.height/s)*s,this.graph.isGridEnabled()||(this.width=this.state.absolutePoints.length-1||this.constructor==i.F&&2==t)?this.graph.getConnectionConstraint(this.state,n,e):null)?this.graph.getConnectionPoint(this.state.getVisibleTerminalState(e),t):null)?this.fixedHandleImage:null!=t&&null!=n?this.terminalHandleImage:this.handleImage))return(t=new i.G(new i.pb(0,0,e.width,e.height),e.src)).preserveImageAspect=!1,t;{let t=i.qb.HANDLE_SIZE;return this.preferHtml&&--t,new i.H(new i.pb(0,0,t,t),i.qb.HANDLE_FILLCOLOR,i.qb.HANDLE_STROKECOLOR)}},i.l.prototype.createSizerShape),Ut=(i.l.prototype.createSizerShape=function(t,e){return this.handleImage=e==i.kb.ROTATION_HANDLE?A.prototype.rotationHandle:e==i.kb.LABEL_HANDLE?this.secondaryHandleImage:this.handleImage,Bt.apply(this,arguments)},i.m.prototype.getBoundingBox),Vt=(i.m.prototype.getBoundingBox=function(t){if(null!=t&&1==t.length){var e=this.graph.getModel(),n=e.getParent(t[0]),r=this.graph.getCellGeometry(t[0]);if(e.isEdge(n)&&null!=r&&r.relative&&null!=(e=this.graph.view.getState(t[0]))&&e.width<2&&e.height<2&&null!=e.text&&null!=e.text.boundingBox)return i.pb.fromRectangle(e.text.boundingBox)}return Ut.apply(this,arguments)},i.m.prototype.getGuideStates),Ft=(i.m.prototype.getGuideStates=function(){var t=Vt.apply(this,arguments),e=[];for(let n=0;n{this.showTooltips=!0})),i.kb.addListener(document,i.lb.IS_POINTER?"pointerup":"mouseup",this.pointerUpHandler),this.pointerDownHandler=i.mb.bind(this,(()=>{this.showTooltips=!1,this.hideTooltip()})),i.kb.addListener(document,i.lb.IS_POINTER?"pointerdown":"mousedown",this.pointerDownHandler),this.pointerMoveHandler=i.mb.bind(this,(function(t){let e=i.kb.getSource(t);for(;null!=e;){if(e==this.currentElt)return;e=e.parentNode}this.hideTooltip()})),i.kb.addListener(document,i.lb.IS_POINTER?"pointermove":"mousemove",this.pointerMoveHandler),this.pointerOutHandler=i.mb.bind(this,(function(t){null==t.toElement&&null==t.relatedTarget&&this.hideTooltip()})),i.kb.addListener(document,i.lb.IS_POINTER?"pointerout":"mouseout",this.pointerOutHandler),i.kb.addListener(e,"scroll",i.mb.bind(this,(function(){this.showTooltips=!0,this.hideTooltip()}))),this.init()}function w(t){this.editorUi=t,this.menus=new Object,this.init()}function S(t,e){this.editorUi=t,this.container=e}function T(t,e){i.ub.call(this),this.funct=t,this.enabled=null==e||e}function L(t,e){this.editorUi=t,this.container=e,this.staticElements=[],this.init(),this.gestureHandler=i.mb.bind(this,(function(t){null!=this.editorUi.currentMenu&&i.kb.getSource(t)!=this.editorUi.currentMenu.div&&this.hideMenu()})),i.kb.addGestureListeners(document,this.gestureHandler)}function I(t,e,n,r){i.ub.call(this),this.destroyFunctions=[],this.editor=t||new R,this.container=e||document.body;const l=this.editor.graph;if(l.lightbox=n,l.useCssTransforms&&(this.lazyZoomDelay=0),i.tb.prototype.submenuImage=b,i.tb.prototype.showMenu=function(){e.appendChild(this.div),i.mb.fit(this.div)},i.tb.prototype.showSubmenu=function(t,n){var r,l,o,s,a;null!=n.div&&(n.div.style.left=t.div.offsetLeft+n.offsetLeft+n.offsetWidth-1+"px",n.div.style.top=t.div.offsetTop+n.offsetTop+"px",e.appendChild(n.div),r=parseInt(n.div.offsetLeft),l=parseInt(n.div.offsetWidth),o=i.mb.getDocumentScrollOrigin(document),s=document.body,a=document.documentElement,o.x+(s.clientWidth||a.clientWidth){this.status=t,this.fireEvent(new i.nb("statusChanged"))},this.getStatus=function(){return this.status},this.graphChangeListener=function(t,e){null!=(e=null!=e?e.getProperty("edit"):null)&&e.ignoreEdit||this.setModified(!0)},this.graph.getModel().addListener(i.kb.CHANGE,i.mb.bind(this,(function(){this.graphChangeListener.apply(this,arguments)}))),this.graph.resetViewOnRootChange=!1,this.init()}E.prototype.init=function(){this.addSearchPalette(!0),this.addGeneralPalette(!0),this.addStencilPalette("flowchart",i.jb.get("flowchart"),f["flowchart.xml"],";whiteSpace=wrap;html=1;fillColor=#ffffff;strokeColor=#000000;strokeWidth=2",null,null,null,null,null,!0),this.addMiscPalette(!1),this.addAdvancedPalette(!1),this.addBasicPalette(""),this.addStencilPalette("arrows",i.jb.get("arrows"),f["arrows.xml"],";whiteSpace=wrap;html=1;fillColor=#ffffff;strokeColor=#000000;strokeWidth=2"),this.addUmlPalette(!1),this.addBpmnPalette("",!1),this.addImagePalette("clipart",i.jb.get("clipart"),"","_128x128.png",["Earth_globe","Empty_Folder","Full_Folder","Gear","Lock","Software","Virus","Email","Database","Router_Icon","iPad","iMac","Laptop","MacBook","Monitor_Tower","Printer","Server_Tower","Workstation","Firewall_02","Wireless_Router_N","Credit_Card","Piggy_Bank","Graph","Safe","Shopping_Cart","Suit1","Suit2","Suit3","Pilot1","Worker1","Soldier1","Doctor1","Tech1","Security1","Telesales1"],null,{Wireless_Router_N:"wireless router switch wap wifi access point wlan",Router_Icon:"router switch"})},E.prototype.collapsedImage="data:image/gif;base64,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",E.prototype.expandedImage="data:image/gif;base64,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",E.prototype.searchImage="data:image/png;base64,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",E.prototype.dragPreviewBorder="1px dashed black",E.prototype.enableTooltips=!0,E.prototype.tooltipBorder=16,E.prototype.tooltipDelay=300,E.prototype.dropTargetDelay=200,E.prototype.gearImage=y,E.prototype.thumbWidth=42,E.prototype.thumbHeight=42,E.prototype.minThumbStrokeWidth=1,E.prototype.thumbAntiAlias=!1,E.prototype.thumbPadding=5<=document.documentMode?2:3,E.prototype.thumbBorder=2,E.prototype.thumbPadding=5<=document.documentMode?0:1,E.prototype.thumbBorder=1,E.prototype.thumbWidth=32,E.prototype.thumbHeight=30,E.prototype.minThumbStrokeWidth=1.3,E.prototype.thumbAntiAlias=!0,E.prototype.sidebarTitleSize=9,E.prototype.sidebarTitles=!1,E.prototype.tooltipTitles=!0,E.prototype.maxTooltipWidth=400,E.prototype.maxTooltipHeight=400,E.prototype.addStencilsToIndex=!0,E.prototype.defaultImageWidth=80,E.prototype.defaultImageHeight=80,E.prototype.getTooltipOffset=function(){return new i.Cb(0,0)},E.prototype.showTooltip=function(t,e,n,r,l,o){var s;this.enableTooltips&&this.showTooltips&&this.currentElt!=t&&(null!=this.thread&&(window.clearTimeout(this.thread),this.thread=null),s=i.mb.bind(this,(function(){null==this.tooltip&&(this.tooltip=document.createElement("div"),this.tooltip.className="geSidebarTooltip",this.tooltip.style.zIndex=i.tb.prototype.zIndex-1,document.body.appendChild(this.tooltip),this.graph2=new C(this.tooltip,null,null,this.editorUi.editor.graph.getStylesheet()),this.graph2.resetViewOnRootChange=!1,this.graph2.foldingEnabled=!1,this.graph2.gridEnabled=!1,this.graph2.autoScroll=!1,this.graph2.setTooltips(!1),this.graph2.setConnectable(!1),this.graph2.setEnabled(!1)),this.graph2.model.clear(),this.graph2.view.setTranslate(this.tooltipBorder,this.tooltipBorder),n>this.maxTooltipWidth||r>this.maxTooltipHeight?this.graph2.view.scale=Math.round(100*Math.min(this.maxTooltipWidth/n,this.maxTooltipHeight/r))/100:this.graph2.view.scale=1,this.tooltip.style.display="block",this.graph2.labelsVisible=null==o||o;var s=i.lb.NO_FO,a=(s=(i.lb.NO_FO=R.prototype.originalNoForeignObject,this.graph2.addCells(e),i.lb.NO_FO=s,this.graph2.getGraphBounds())).width+2*this.tooltipBorder+4;let h=s.height+2*this.tooltipBorder,u=(i.lb.IS_QUIRKS?(h+=4,this.tooltip.style.overflow="hidden"):this.tooltip.style.overflow="visible",this.tooltip.style.width=a+"px",a);this.tooltipTitles&&null!=l&&0a&&(this.tooltip.style.width=u+"px"),this.tooltip.style.height=h+"px";var d=-Math.round(s.x-this.tooltipBorder)+(u>a?(u-a)/2:0),p=(a=-Math.round(s.y-this.tooltipBorder),s=document.body,document.documentElement),c=this.getTooltipOffset();s=Math.max(s.clientHeight||0,p.clientHeight),p=this.container.clientWidth+this.editorUi.splitSize+3+this.editorUi.container.offsetLeft+c.x,s=Math.min(s-h-20,Math.max(0,this.editorUi.container.offsetTop+this.container.offsetTop+t.offsetTop-this.container.scrollTop-h/2+16))+c.y;0!=d||0!=a?this.graph2.view.canvas.setAttribute("transform","translate("+d+","+a+")"):this.graph2.view.canvas.removeAttribute("transform"),this.tooltip.style.position="absolute",this.tooltip.style.left=p+"px",this.tooltip.style.top=s+"px"})),null!=this.tooltip&&"none"!=this.tooltip.style.display?s():this.thread=window.setTimeout(s,this.tooltipDelay),this.currentElt=t)},E.prototype.hideTooltip=function(){null!=this.thread&&(window.clearTimeout(this.thread),this.thread=null),null!=this.tooltip&&(this.tooltip.style.display="none",this.currentElt=null)},E.prototype.addDataEntry=function(t,e,n,r,l){return this.addEntry(t,i.mb.bind(this,(function(){return this.createVertexTemplateFromData(l,e,n,r)})))},E.prototype.addEntries=function(t){for(let e=0;eHeading
Lorem ipsum dolor sit amet, consectetur adipisicing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua.
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preparation"),this.createVertexTemplateEntry("triangle;whiteSpace=wrap;html=1;",60,80,"","Triangle",null,null,"triangle logic inverter buffer"),this.createVertexTemplateEntry("shape=cylinder;whiteSpace=wrap;html=1;boundedLbl=1;backgroundOutline=1;",60,80,"","Cylinder",null,null,"cylinder data database"),this.createVertexTemplateEntry("ellipse;shape=cloud;whiteSpace=wrap;html=1;",120,80,"","Cloud",null,null,"cloud network"),this.createVertexTemplateEntry("shape=document;whiteSpace=wrap;html=1;boundedLbl=1;",120,80,"","Document"),this.createVertexTemplateEntry("shape=internalStorage;whiteSpace=wrap;html=1;backgroundOutline=1;",80,80,"","Internal Storage"),this.createVertexTemplateEntry("shape=cube;whiteSpace=wrap;html=1;boundedLbl=1;backgroundOutline=1;darkOpacity=0.05;darkOpacity2=0.1;",120,80,"","Cube"),this.createVertexTemplateEntry("shape=step;perimeter=stepPerimeter;whiteSpace=wrap;html=1;fixedSize=1;",120,80,"","Step"),this.createVertexTemplateEntry("shape=trapezoid;perimeter=trapezoidPerimeter;whiteSpace=wrap;html=1;",120,60,"","Trapezoid"),this.createVertexTemplateEntry("shape=tape;whiteSpace=wrap;html=1;",120,100,"","Tape"),this.createVertexTemplateEntry("shape=note;whiteSpace=wrap;html=1;backgroundOutline=1;darkOpacity=0.05;",80,100,"","Note"),this.createVertexTemplateEntry("shape=card;whiteSpace=wrap;html=1;",80,100,"","Card"),this.createVertexTemplateEntry("shape=callout;whiteSpace=wrap;html=1;perimeter=calloutPerimeter;",120,80,"","Callout",null,null,"bubble chat thought speech 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i.Cb(0,0)],t.geometry.relative=!0,t.edge=!0,this.createEdgeTemplateFromCells([t],t.geometry.width,t.geometry.height,"Curve")}))),this.createEdgeTemplateEntry("shape=flexArrow;endArrow=classic;startArrow=classic;html=1;",50,50,"","Bidirectional Arrow",null,e+"bidirectional"),this.createEdgeTemplateEntry("shape=flexArrow;endArrow=classic;html=1;",50,50,"","Arrow",null,e+"directional directed"),this.createEdgeTemplateEntry("shape=link;html=1;",50,50,"","Link",null,e+"link"),this.createEdgeTemplateEntry("endArrow=none;dashed=1;html=1;",50,50,"","Dashed Line",null,e+"dashed undirected no"),this.createEdgeTemplateEntry("endArrow=none;html=1;",50,50,"","Line",null,e+"simple undirected plain blank no"),this.createEdgeTemplateEntry("endArrow=classic;startArrow=classic;html=1;",50,50,"","Bidirectional Connector",null,e+"bidirectional"),this.createEdgeTemplateEntry("endArrow=classic;html=1;",50,50,"","Directional Connector",null,e+"directional 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Title
Section 1.1\nSection 1.2\nSection 1.3
Section 2.1\nSection 2.2\nSection 2.3
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i.w(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=#ffffff;fontSize=10;"))).geometry.relative=!0,t.setConnectable(!1),t.vertex=!0,n.insert(t),e.createEdgeTemplateFromCells([n],160,0,"Association 1")})),this.addEntry("uml aggregation",(function(){var t=new i.rb("1",new i.w(0,0,0,0),"endArrow=open;html=1;endSize=12;startArrow=diamondThin;startSize=14;startFill=0;edgeStyle=orthogonalEdgeStyle;align=left;verticalAlign=bottom;");return t.geometry.setTerminalPoint(new i.Cb(0,0),!0),t.geometry.setTerminalPoint(new i.Cb(160,0),!1),t.geometry.relative=!0,t.geometry.x=-1,t.geometry.y=3,t.edge=!0,e.createEdgeTemplateFromCells([t],160,0,"Aggregation 1")})),this.addEntry("uml composition",(function(){var t=new i.rb("1",new i.w(0,0,0,0),"endArrow=open;html=1;endSize=12;startArrow=diamondThin;startSize=14;startFill=1;edgeStyle=orthogonalEdgeStyle;align=left;verticalAlign=bottom;");return t.geometry.setTerminalPoint(new i.Cb(0,0),!0),t.geometry.setTerminalPoint(new i.Cb(160,0),!1),t.geometry.relative=!0,t.geometry.x=-1,t.geometry.y=3,t.edge=!0,e.createEdgeTemplateFromCells([t],160,0,"Composition 1")})),this.addEntry("uml relation",(function(){var t,n=new i.rb("Relation",new i.w(0,0,0,0),"endArrow=open;html=1;endSize=12;startArrow=diamondThin;startSize=14;startFill=0;edgeStyle=orthogonalEdgeStyle;");return(t=((t=(n.geometry.setTerminalPoint(new i.Cb(0,0),!0),n.geometry.setTerminalPoint(new i.Cb(160,0),!1),n.geometry.relative=!0,n.edge=!0,new i.rb("0..n",new i.w(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=top;labelBackgroundColor=#ffffff;fontSize=10;"))).geometry.relative=!0,t.setConnectable(!1),t.vertex=!0,n.insert(t),new i.rb("1",new i.w(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=top;labelBackgroundColor=#ffffff;fontSize=10;"))).geometry.relative=!0,t.setConnectable(!1),t.vertex=!0,n.insert(t),e.createEdgeTemplateFromCells([n],160,0,"Relation 2")})),this.createEdgeTemplateEntry("endArrow=open;endSize=12;dashed=1;html=1;",160,0,"Use","Dependency",null,"uml dependency use"),this.createEdgeTemplateEntry("endArrow=block;endSize=16;endFill=0;html=1;",160,0,"Extends","Generalization",null,"uml generalization extend"),this.createEdgeTemplateEntry("endArrow=block;startArrow=block;endFill=1;startFill=1;html=1;",160,0,"","Association 2",null,"uml association"),this.createEdgeTemplateEntry("endArrow=open;startArrow=circlePlus;endFill=0;startFill=0;endSize=8;html=1;",160,0,"","Inner Class",null,"uml inner class"),this.createEdgeTemplateEntry("endArrow=open;startArrow=cross;endFill=0;startFill=0;endSize=8;startSize=10;html=1;",160,0,"","Terminate",null,"uml terminate"),this.createEdgeTemplateEntry("endArrow=block;dashed=1;endFill=0;endSize=12;html=1;",160,0,"","Implementation",null,"uml realization implementation"),this.createEdgeTemplateEntry("endArrow=diamondThin;endFill=0;endSize=24;html=1;",160,0,"","Aggregation 2",null,"uml 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Activity",null,null,"bpmn call activity"),this.addEntry("bpmn subprocess sub process sub-process",(function(){var e=new i.rb("Sub-Process",new i.w(0,0,120,80),"html=1;whiteSpace=wrap;rounded=1;dropTarget=0;"),n=(e.vertex=!0,new i.rb("",new i.w(.5,1,14,14),"html=1;shape=plus;outlineConnect=0;"));return n.vertex=!0,n.geometry.relative=!0,n.geometry.offset=new i.Cb(-7,-14),e.insert(n),t.createVertexTemplateFromCells([e],e.geometry.width,e.geometry.height,"Sub-Process")})),this.addEntry(this.getTagsForStencil("mxgraph.bpmn","loop","subprocess sub process sub-process looped").join(" "),(function(){var e,n=new i.rb("Looped\nSub-Process",new i.w(0,0,120,80),"html=1;whiteSpace=wrap;rounded=1;dropTarget=0;");return(e=((e=(n.vertex=!0,new i.rb("",new i.w(.5,1,14,14),"html=1;shape=mxgraph.bpmn.loop;outlineConnect=0;"))).vertex=!0,e.geometry.relative=!0,e.geometry.offset=new i.Cb(-15,-14),n.insert(e),new i.rb("",new i.w(.5,1,14,14),"html=1;shape=plus;"))).vertex=!0,e.geometry.relative=!0,e.geometry.offset=new i.Cb(1,-14),n.insert(e),t.createVertexTemplateFromCells([n],n.geometry.width,n.geometry.height,"Looped Sub-Process")})),this.addEntry("bpmn receive task",(function(){var e=new i.rb("Receive",new i.w(0,0,120,80),"html=1;whiteSpace=wrap;rounded=1;dropTarget=0;"),n=(e.vertex=!0,new i.rb("",new i.w(0,0,20,14),"html=1;shape=message;outlineConnect=0;"));return n.vertex=!0,n.geometry.relative=!0,n.geometry.offset=new i.Cb(7,7),e.insert(n),t.createVertexTemplateFromCells([e],e.geometry.width,e.geometry.height,"Receive Task")})),this.addEntry(this.getTagsForStencil("mxgraph.bpmn","user_task").join(" "),(function(){var e,n=new i.rb("User",new i.w(0,0,120,80),"html=1;whiteSpace=wrap;rounded=1;dropTarget=0;");return(e=((e=(n.vertex=!0,new i.rb("",new i.w(0,0,14,14),"html=1;shape=mxgraph.bpmn.user_task;outlineConnect=0;"))).vertex=!0,e.geometry.relative=!0,e.geometry.offset=new i.Cb(7,7),n.insert(e),new i.rb("",new i.w(.5,1,14,14),"html=1;shape=plus;outlineConnect=0;"))).vertex=!0,e.geometry.relative=!0,e.geometry.offset=new i.Cb(-7,-14),n.insert(e),t.createVertexTemplateFromCells([n],n.geometry.width,n.geometry.height,"User Task")})),this.addEntry(this.getTagsForStencil("mxgraph.bpmn","timer_start","attached").join(" "),(function(){var e=new i.rb("Process",new i.w(0,0,120,80),"html=1;whiteSpace=wrap;rounded=1;dropTarget=0;"),n=(e.vertex=!0,new i.rb("",new i.w(1,1,30,30),"shape=mxgraph.bpmn.timer_start;perimeter=ellipsePerimeter;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;"));return n.vertex=!0,n.geometry.relative=!0,n.geometry.offset=new i.Cb(-40,-15),e.insert(n),t.createVertexTemplateFromCells([e],120,95,"Attached Timer Event 1")})),this.addEntry(this.getTagsForStencil("mxgraph.bpmn","timer_start","attached").join(" "),(function(){var e=new i.rb("Process",new i.w(0,0,120,80),"html=1;whiteSpace=wrap;rounded=1;dropTarget=0;"),n=(e.vertex=!0,new i.rb("",new i.w(1,0,30,30),"shape=mxgraph.bpmn.timer_start;perimeter=ellipsePerimeter;html=1;labelPosition=right;labelBackgroundColor=#ffffff;align=left;outlineConnect=0;"));return n.vertex=!0,n.geometry.relative=!0,n.geometry.offset=new i.Cb(-15,10),e.insert(n),t.createVertexTemplateFromCells([e],135,80,"Attached Timer Event 2")})),this.createVertexTemplateEntry("swimlane;html=1;horizontal=0;startSize=20;",320,240,"Pool","Pool",null,null,"bpmn pool"),this.createVertexTemplateEntry("swimlane;html=1;horizontal=0;swimlaneLine=0;",300,120,"Lane","Lane",null,null,"bpmn lane"),this.createVertexTemplateEntry("shape=hexagon;html=1;whiteSpace=wrap;perimeter=hexagonPerimeter;rounded=0;",60,50,"","Conversation",null,null,"bpmn conversation"),this.createVertexTemplateEntry("shape=hexagon;html=1;whiteSpace=wrap;perimeter=hexagonPerimeter;strokeWidth=4;rounded=0;",60,50,"","Call Conversation",null,null,"bpmn call conversation"),this.addEntry("bpmn subconversation sub conversation sub-conversation",(function(){var e=new i.rb("",new i.w(0,0,60,50),"shape=hexagon;whiteSpace=wrap;html=1;perimeter=hexagonPerimeter;rounded=0;dropTarget=0;"),n=(e.vertex=!0,new i.rb("",new i.w(.5,1,14,14),"html=1;shape=plus;"));return n.vertex=!0,n.geometry.relative=!0,n.geometry.offset=new i.Cb(-7,-14),e.insert(n),t.createVertexTemplateFromCells([e],e.geometry.width,e.geometry.height,"Sub-Conversation")})),this.addEntry("bpmn data object",(function(){var e,n=new i.rb("",new i.w(0,0,40,60),"shape=note;whiteSpace=wrap;size=16;html=1;dropTarget=0;");return(e=((e=(n.vertex=!0,new i.rb("",new i.w(0,0,14,14),"html=1;shape=singleArrow;arrowWidth=0.4;arrowSize=0.4;outlineConnect=0;"))).vertex=!0,e.geometry.relative=!0,e.geometry.offset=new i.Cb(2,2),n.insert(e),new i.rb("",new i.w(.5,1,14,14),"html=1;whiteSpace=wrap;shape=parallelMarker;outlineConnect=0;"))).vertex=!0,e.geometry.relative=!0,e.geometry.offset=new i.Cb(-7,-14),n.insert(e),t.createVertexTemplateFromCells([n],n.geometry.width,n.geometry.height,"Data Object")})),this.createVertexTemplateEntry("shape=datastore;whiteSpace=wrap;html=1;",60,60,"","Data Store",null,null,"bpmn data store"),this.createVertexTemplateEntry("shape=plus;html=1;outlineConnect=0;",14,14,"","Sub-Process Marker",null,null,"bpmn subprocess sub process sub-process marker"),this.createVertexTemplateEntry("shape=mxgraph.bpmn.loop;html=1;outlineConnect=0;",14,14,"","Loop Marker",null,null,"bpmn loop marker"),this.createVertexTemplateEntry("shape=parallelMarker;html=1;outlineConnect=0;",14,14,"","Parallel MI Marker",null,null,"bpmn parallel mi marker"),this.createVertexTemplateEntry("shape=parallelMarker;direction=south;html=1;outlineConnect=0;",14,14,"","Sequential MI Marker",null,null,"bpmn sequential mi marker"),this.createVertexTemplateEntry("shape=mxgraph.bpmn.ad_hoc;fillColor=#000000;html=1;outlineConnect=0;",14,14,"","Ad Hoc Marker",null,null,"bpmn ad hoc 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"})))),this.put("fontSize",new T(i.mb.bind(this,(function(e,n){for(var r=[6,8,9,10,11,12,14,18,24,36,48,72],l=i.mb.bind(this,(function(r){this.styleChange(e,r,[i.qb.STYLE_FONTSIZE],[r],null,n,(function(){if(null!=t.cellEditor.textarea){document.execCommand("fontSize",!1,"3");var e=t.cellEditor.textarea.getElementsByTagName("font");for(let t=0;t"];for(let i=0;i");for(let t=0;t
");n.push("")}return n.push(""),n.join("")}(e,n));var a=r.cellEditor.textarea.getElementsByTagName("table");if(a.length==o.length+1)for(s=a.length-1;0<=s;s--)if(0==s||a[s]!=o[s-1]){r.selectNode(a[s].rows[0].cells[0]);break}}}));const r=this.editorUi.editor.graph;let l=null,o=null;t=t.addItem("",null,null,n,null,null,null,!0);const s='';t.firstChild.innerHTML="";const a=function(t,e){var n=document.createElement("table");n.setAttribute("border","1"),n.style.borderCollapse="collapse",n.style.borderStyle="solid",i.lb.IS_QUIRKS||n.setAttribute("cellPadding","8");for(let o=0;o<5;o++){var r=n.insertRow(o);for(let t=0;t<5;t++){var l=r.insertCell(-1);i.lb.IS_QUIRKS&&(l.innerHTML=s)}}return n}(),h=(t.firstChild.appendChild(a),document.createElement("div"));function u(t){let e=!1;if(null!=(o=r.getParentByName(i.kb.getSource(t),"TD"))){l=r.getParentByName(o,"TR");for(var n=i.kb.isMouseEvent(t)?2:4,u=a,d=Math.min(20,l.sectionRowIndex+n),p=Math.min(20,o.cellIndex+n),c=u.rows.length;c',L.prototype.selectedBackground="#d0d0d0",L.prototype.unselectedBackground="none",L.prototype.staticElements=null,L.prototype.init=function(){var t,e,n=screen.width;700<=(n-=740'+this.dropdownImageHtml,t.style.width=i.lb.IS_QUIRKS?r+"px":r-s+"px",i.lb.IS_QUIRKS&&(t.style.height=I.compactUi?"24px":"26px"),I.compactUi&&(t.getElementsByTagName("img")[0].style.left="24px",t.getElementsByTagName("img")[0].style.top="5px",t.style.width=i.lb.IS_QUIRKS?n+"px":n-10+"px")},L.prototype.setFontName=function(t){null!=this.fontMenu&&(this.fontMenu.innerHTML='
'+i.mb.htmlEntities(t)+"
"+this.dropdownImageHtml)},L.prototype.setFontSize=function(t){null!=this.sizeMenu&&(this.sizeMenu.innerHTML='
'+t+"
"+this.dropdownImageHtml)},L.prototype.createTextToolbar=function(){const t=this.editorUi.editor.graph;var e,n=((e=((e=((e=((e=this.addMenu("",i.jb.get("style"),!0,"formatBlock")).style.position="relative",e.style.whiteSpace="nowrap",e.style.overflow="hidden",e.innerHTML=i.jb.get("style")+this.dropdownImageHtml,I.compactUi&&(e.style.paddingRight="18px",e.getElementsByTagName("img")[0].style.right="1px",e.getElementsByTagName("img")[0].style.top="5px"),this.addSeparator(),this.fontMenu=this.addMenu("",i.jb.get("fontFamily"),!0,"fontFamily"),this.fontMenu.style.position="relative",this.fontMenu.style.whiteSpace="nowrap",this.fontMenu.style.overflow="hidden",this.fontMenu.style.width=i.lb.IS_QUIRKS?"80px":"60px",this.setFontName(w.prototype.defaultFont),I.compactUi&&(this.fontMenu.style.paddingRight="18px",this.fontMenu.getElementsByTagName("img")[0].style.right="1px",this.fontMenu.getElementsByTagName("img")[0].style.top="5px"),this.addSeparator(),this.sizeMenu=this.addMenu(w.prototype.defaultFontSize,i.jb.get("fontSize"),!0,"fontSize"),this.sizeMenu.style.position="relative",this.sizeMenu.style.whiteSpace="nowrap",this.sizeMenu.style.overflow="hidden",this.sizeMenu.style.width=i.lb.IS_QUIRKS?"44px":"24px",this.setFontSize(w.prototype.defaultFontSize),I.compactUi&&(this.sizeMenu.style.paddingRight="18px",this.sizeMenu.getElementsByTagName("img")[0].style.right="1px",this.sizeMenu.getElementsByTagName("img")[0].style.top="5px"),this.addItems(["-","undo","redo","-","bold","italic","underline"])))[1].setAttribute("title",i.jb.get("undo")+" ("+this.editorUi.actions.get("undo").shortcut+")"),e[2].setAttribute("title",i.jb.get("redo")+" ("+this.editorUi.actions.get("redo").shortcut+")"),e[4].setAttribute("title",i.jb.get("bold")+" ("+this.editorUi.actions.get("bold").shortcut+")"),e[5].setAttribute("title",i.jb.get("italic")+" ("+this.editorUi.actions.get("italic").shortcut+")"),e[6].setAttribute("title",i.jb.get("underline")+" ("+this.editorUi.actions.get("underline").shortcut+")"),this.addMenuFunction("",i.jb.get("align"),!1,i.mb.bind(this,(function(e){(n=e.addItem("",null,i.mb.bind(this,(function(e){t.cellEditor.alignText(i.qb.ALIGN_LEFT,e)})),null,"geIcon geSprite geSprite-left")).setAttribute("title",i.jb.get("left")),(n=e.addItem("",null,i.mb.bind(this,(function(e){t.cellEditor.alignText(i.qb.ALIGN_CENTER,e)})),null,"geIcon geSprite geSprite-center")).setAttribute("title",i.jb.get("center")),(n=e.addItem("",null,i.mb.bind(this,(function(e){t.cellEditor.alignText(i.qb.ALIGN_RIGHT,e)})),null,"geIcon geSprite geSprite-right")).setAttribute("title",i.jb.get("right")),(n=e.addItem("",null,i.mb.bind(this,(function(){document.execCommand("justifyfull",!1,null)})),null,"geIcon geSprite geSprite-justifyfull")).setAttribute("title",i.jb.get("justifyfull")),(n=e.addItem("",null,i.mb.bind(this,(function(){document.execCommand("insertorderedlist",!1,null)})),null,"geIcon geSprite geSprite-orderedlist")).setAttribute("title",i.jb.get("numberedList")),(n=e.addItem("",null,i.mb.bind(this,(function(){document.execCommand("insertunorderedlist",!1,null)})),null,"geIcon geSprite geSprite-unorderedlist")).setAttribute("title",i.jb.get("bulletedList")),(n=e.addItem("",null,i.mb.bind(this,(function(){document.execCommand("outdent",!1,null)})),null,"geIcon geSprite geSprite-outdent")).setAttribute("title",i.jb.get("decreaseIndent")),(n=e.addItem("",null,i.mb.bind(this,(function(){document.execCommand("indent",!1,null)})),null,"geIcon geSprite geSprite-indent")).setAttribute("title",i.jb.get("increaseIndent"))}))))).style.position="relative",e.style.whiteSpace="nowrap",e.style.overflow="hidden",e.innerHTML='
'+this.dropdownImageHtml,e.style.width=i.lb.IS_QUIRKS?"50px":"30px",I.compactUi&&(e.getElementsByTagName("img")[0].style.left="22px",e.getElementsByTagName("img")[0].style.top="5px"),this.addMenuFunction("",i.jb.get("format"),!1,i.mb.bind(this,(function(t){(n=t.addItem("",null,this.editorUi.actions.get("subscript").funct,null,"geIcon geSprite geSprite-subscript")).setAttribute("title",i.jb.get("subscript")+" ("+R.ctrlKey+"+,)"),(n=t.addItem("",null,this.editorUi.actions.get("superscript").funct,null,"geIcon geSprite geSprite-superscript")).setAttribute("title",i.jb.get("superscript")+" ("+R.ctrlKey+"+.)"),(n=t.addItem("",null,this.editorUi.actions.get("fontColor").funct,null,"geIcon geSprite geSprite-fontcolor")).setAttribute("title",i.jb.get("fontColor")),(n=t.addItem("",null,this.editorUi.actions.get("backgroundColor").funct,null,"geIcon geSprite geSprite-fontbackground")).setAttribute("title",i.jb.get("backgroundColor")),(n=t.addItem("",null,i.mb.bind(this,(function(){document.execCommand("removeformat",!1,null)})),null,"geIcon geSprite geSprite-removeformat")).setAttribute("title",i.jb.get("removeFormat"))}))))).style.position="relative",e.style.whiteSpace="nowrap",e.style.overflow="hidden",e.innerHTML='
'+this.dropdownImageHtml,e.style.width=i.lb.IS_QUIRKS?"50px":"30px",I.compactUi&&(e.getElementsByTagName("img")[0].style.left="22px",e.getElementsByTagName("img")[0].style.top="5px"),this.addSeparator(),this.addButton("geIcon geSprite geSprite-code",i.jb.get("html"),(function(){t.cellEditor.toggleViewMode(),0o.div.clientHeight&&(o.div.style.width="40px"),o.hideMenu=i.mb.bind(this,(function(){i.tb.prototype.hideMenu.apply(o,arguments),this.editorUi.resetCurrentMenu(),o.destroy()})),o.addListener(i.kb.EVENT_HIDE,i.mb.bind(this,(function(){this.currentElt=null})))),s=!0,i.kb.consume(a)}))),i.kb.addListener(t,i.lb.IS_POINTER?"pointerdown":"mousedown",i.mb.bind(this,(function(e){s=this.currentElt!=t,e.preventDefault()})))}},L.prototype.destroy=function(){null!=this.gestureHandler&&(i.kb.removeGestureListeners(document,this.gestureHandler),this.gestureHandler=null)},i.mb.extend(I,i.ub),I.compactUi=!0,I.prototype.splitSize=i.lb.IS_TOUCH||i.lb.IS_POINTER?12:8,I.prototype.menubarHeight=30,I.prototype.formatEnabled=!0,I.prototype.formatWidth=240,I.prototype.toolbarHeight=38,I.prototype.footerHeight=28,I.prototype.sidebarFooterHeight=34,I.prototype.hsplitPosition=screen.width<=640?118:240,I.prototype.allowAnimation=!0,I.prototype.lightboxMaxFitScale=2,I.prototype.lightboxVerticalDivider=4,I.prototype.hsplitClickEnabled=!1,I.prototype.init=function(){const t=this.editor.graph;if(!t.standalone){i.kb.addListener(t.container,"scroll",i.mb.bind(this,(function(){t.tooltipHandler.hide(),null!=t.connectionHandler&&null!=t.connectionHandler.constraintHandler&&t.connectionHandler.constraintHandler.reset()}))),t.addListener(i.kb.ESCAPE,i.mb.bind(this,(function(){t.tooltipHandler.hide();var e=t.getRubberband();null!=e&&e.cancel()}))),i.kb.addListener(t.container,"keydown",i.mb.bind(this,(function(t){this.onKeyDown(t)}))),i.kb.addListener(t.container,"keypress",i.mb.bind(this,(function(t){this.onKeyPress(t)}))),this.addUndoListener(),this.addBeforeUnloadListener(),t.getSelectionModel().addListener(i.kb.CHANGE,i.mb.bind(this,(function(){this.updateActionStates()}))),t.getModel().addListener(i.kb.CHANGE,i.mb.bind(this,(function(){this.updateActionStates()})));const e=t.setDefaultParent,n=this;this.editor.graph.setDefaultParent=function(){e.apply(this,arguments),n.updateActionStates()},this.updateActionStates(),this.initClipboard(),this.initCanvas(),null!=this.format&&this.format.init()}},I.prototype.onKeyDown=function(t){var e=this.editor.graph;9!=t.which||!e.isEnabled()||i.kb.isAltDown(t)||e.isEditing()&&i.kb.isShiftDown(t)||(e.isEditing()?e.stopEditing(!1):e.selectCell(!i.kb.isShiftDown(t)),i.kb.consume(t))},I.prototype.onKeyPress=function(t){var e=this.editor.graph;!this.isImmediateEditingEvent(t)||e.isEditing()||e.isSelectionEmpty()||0===t.which||27===t.which||i.kb.isAltDown(t)||i.kb.isControlDown(t)||i.kb.isMetaDown(t)||(e.escape(),e.startEditing(),i.lb.IS_FF&&null!=(e=e.cellEditor).textarea&&(e.textarea.innerHTML=String.fromCharCode(t.which),(t=document.createRange()).selectNodeContents(e.textarea),t.collapse(!1),(e=window.getSelection()).removeAllRanges(),e.addRange(t)))},I.prototype.isImmediateEditingEvent=function(){return!0},I.prototype.getCssClassForMarker=function(t,e,n,r){return"flexArrow"==e?null!=n&&n!=i.qb.NONE?"geSprite geSprite-"+t+"blocktrans":"geSprite geSprite-noarrow":"box"==n||"halfCircle"==n?"geSprite geSvgSprite geSprite-"+n+("end"==t?" geFlipSprite":""):n==i.qb.ARROW_CLASSIC?"1"==r?"geSprite geSprite-"+t+"classic":"geSprite geSprite-"+t+"classictrans":n==i.qb.ARROW_CLASSIC_THIN?"1"==r?"geSprite geSprite-"+t+"classicthin":"geSprite geSprite-"+t+"classicthintrans":n==i.qb.ARROW_OPEN?"geSprite geSprite-"+t+"open":n==i.qb.ARROW_OPEN_THIN?"geSprite geSprite-"+t+"openthin":n==i.qb.ARROW_BLOCK?"1"==r?"geSprite geSprite-"+t+"block":"geSprite geSprite-"+t+"blocktrans":n==i.qb.ARROW_BLOCK_THIN?"1"==r?"geSprite geSprite-"+t+"blockthin":"geSprite geSprite-"+t+"blockthintrans":n==i.qb.ARROW_OVAL?"1"==r?"geSprite geSprite-"+t+"oval":"geSprite geSprite-"+t+"ovaltrans":n==i.qb.ARROW_DIAMOND?"1"==r?"geSprite geSprite-"+t+"diamond":"geSprite geSprite-"+t+"diamondtrans":n==i.qb.ARROW_DIAMOND_THIN?"1"==r?"geSprite geSprite-"+t+"thindiamond":"geSprite geSprite-"+t+"thindiamondtrans":"openAsync"==n?"geSprite geSprite-"+t+"openasync":"dash"==n?"geSprite geSprite-"+t+"dash":"cross"==n?"geSprite geSprite-"+t+"cross":"async"==n?"1"==r?"geSprite geSprite-"+t+"async":"geSprite geSprite-"+t+"asynctrans":"circle"==n||"circlePlus"==n?"1"==r||"circle"==n?"geSprite geSprite-"+t+"circle":"geSprite geSprite-"+t+"circleplus":"ERone"==n?"geSprite geSprite-"+t+"erone":"ERmandOne"==n?"geSprite geSprite-"+t+"eronetoone":"ERmany"==n?"geSprite geSprite-"+t+"ermany":"ERoneToMany"==n?"geSprite geSprite-"+t+"eronetomany":"ERzeroToOne"==n?"geSprite geSprite-"+t+"eroneopt":"ERzeroToMany"==n?"geSprite geSprite-"+t+"ermanyopt":"geSprite geSprite-noarrow"},I.prototype.createMenus=function(){return new w(this)},I.prototype.updatePasteActionStates=function(){var t=this.editor.graph,e=this.actions.get("paste"),n=this.actions.get("pasteHere");e.setEnabled(this.editor.graph.cellEditor.isContentEditing()||!i.vb.isEmpty()&&t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())),n.setEnabled(e.isEnabled())},I.prototype.initClipboard=function(){const t=this,e=i.vb.cut,n=(i.vb.cut=function(n){n.cellEditor.isContentEditing()?document.execCommand("cut",!1,null):e.apply(this,arguments),t.updatePasteActionStates()},i.vb.copy=function(e){let n=null;if(e.cellEditor.isContentEditing())document.execCommand("copy",!1,null);else{n=n||e.getSelectionCells(),n=e.getExportableCells(e.model.getTopmostCells(n));var r=new Object,l=e.createCellLookup(n),o=e.cloneCells(n,null,r),s=new i.yb,a=s.getChildAt(s.getRoot(),0);for(let t=0;tr.container.scrollLeft+.9*r.container.clientWidth&&(r.container.scrollLeft=Math.min(n.x+n.width-r.container.clientWidth,n.x-10)),n.y>r.container.scrollTop+.9*r.container.clientHeight)&&(r.container.scrollTop=Math.min(n.y+n.height-r.container.clientHeight,n.y-10))):(n=r.getGraphBounds(),e=Math.max(n.width,r.scrollTileSize.width*r.view.scale),t=Math.max(n.height,r.scrollTileSize.height*r.view.scale),r.container.scrollTop=Math.floor(Math.max(0,n.y-Math.max(20,(r.container.clientHeight-t)/4))),r.container.scrollLeft=Math.floor(Math.max(0,n.x-Math.max(0,(r.container.clientWidth-e)/2)))):(t=i.pb.fromRectangle(r.pageVisible?r.view.getBackgroundPageBounds():r.getGraphBounds()),n=r.view.translate,e=r.view.scale,t.x=t.x/e-n.x,t.y=t.y/e-n.y,t.width/=e,t.height/=e,n=r.pageVisible?0:Math.max(0,(r.container.clientHeight-t.height)/4),r.view.setTranslate(Math.floor(Math.max(0,(r.container.clientWidth-t.width)/2)-t.x+2),Math.floor(n-t.y+1)))):(r.container.scrollTop=0,r.container.scrollLeft=0,i.mb.hasScrollbars(r.container)||r.view.setTranslate(0,0))},I.prototype.setPageVisible=function(t){var e=this.editor.graph,n=i.mb.hasScrollbars(e.container);let r=0,l=0;n&&(r=e.view.translate.x*e.view.scale-e.container.scrollLeft,l=e.view.translate.y*e.view.scale-e.container.scrollTop),e.pageVisible=t,e.pageBreaksVisible=t,e.preferPageSize=t,e.view.validateBackground(),n&&(t=e.getSelectionCells(),e.clearSelection(),e.setSelectionCells(t)),e.sizeDidChange(),n&&(e.container.scrollLeft=e.view.translate.x*e.view.scale-r,e.container.scrollTop=e.view.translate.y*e.view.scale-l),this.fireEvent(new i.nb("pageViewChanged"))},M.prototype.execute=function(){var t,e=this.ui.editor.graph;this.ignoreColor||(this.color=this.previousColor,t=e.background,this.ui.setBackgroundColor(this.previousColor),this.previousColor=t),this.ignoreImage||(this.image=this.previousImage,t=e.backgroundImage,this.ui.setBackgroundImage(this.previousImage),this.previousImage=t),null!=this.previousFormat&&(this.format=this.previousFormat,t=e.pageFormat,this.previousFormat.width==t.width&&this.previousFormat.height==t.height||(this.ui.setPageFormat(this.previousFormat),this.previousFormat=t)),null!=this.foldingEnabled&&this.foldingEnabled!=this.ui.editor.graph.foldingEnabled&&(this.ui.setFoldingEnabled(this.foldingEnabled),this.foldingEnabled=!this.foldingEnabled),null!=this.previousPageScale&&(e=this.ui.editor.graph.pageScale,this.previousPageScale!=e)&&(this.ui.setPageScale(this.previousPageScale),this.previousPageScale=e)},(n=new i.M(new M,["ui","previousColor","previousImage","previousFormat","previousPageScale"])).afterDecode=function(t,e,n){return n.previousColor=n.color,n.previousImage=n.image,n.previousFormat=n.format,n.previousPageScale=n.pageScale,null!=n.foldingEnabled&&(n.foldingEnabled=!n.foldingEnabled),n},i.N.register(n),I.prototype.setBackgroundColor=function(t){this.editor.graph.background=t,this.editor.graph.view.validateBackground(),this.fireEvent(new i.nb("backgroundColorChanged"))},I.prototype.setFoldingEnabled=function(t){this.editor.graph.foldingEnabled=t,this.editor.graph.view.revalidate(),this.fireEvent(new i.nb("foldingEnabledChanged"))},I.prototype.setPageFormat=function(t){this.editor.graph.pageFormat=t,this.editor.graph.pageVisible?(this.editor.graph.view.validateBackground(),this.editor.graph.sizeDidChange()):this.actions.get("pageView").funct(),this.fireEvent(new i.nb("pageFormatChanged"))},I.prototype.setPageScale=function(t){this.editor.graph.pageScale=t,this.editor.graph.pageVisible?(this.editor.graph.view.validateBackground(),this.editor.graph.sizeDidChange()):this.actions.get("pageView").funct(),this.fireEvent(new i.nb("pageScaleChanged"))},I.prototype.setGridColor=function(t){this.editor.graph.view.gridColor=t,this.editor.graph.view.validateBackground(),this.fireEvent(new i.nb("gridColorChanged"))},I.prototype.addUndoListener=function(){const t=this.actions.get("undo"),e=this.actions.get("redo");var n=this.editor.undoManager;const r=i.mb.bind(this,(function(){t.setEnabled(this.canUndo()),e.setEnabled(this.canRedo())})),l=(n.addListener(i.kb.ADD,r),n.addListener(i.kb.UNDO,r),n.addListener(i.kb.REDO,r),n.addListener(i.kb.CLEAR,r),this.editor.graph.cellEditor.startEditing),o=(this.editor.graph.cellEditor.startEditing=function(){l.apply(this,arguments),r()},this.editor.graph.cellEditor.stopEditing);this.editor.graph.cellEditor.stopEditing=function(){o.apply(this,arguments),r()},r()},I.prototype.updateActionStates=function(){var t=this.editor.graph,e=!t.isSelectionEmpty();let n=!1,i=!1;var r=t.getSelectionCells();if(null!=r)for(var l=0;l").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g,""))}catch(t){}return e},I.prototype.extractGraphModelFromEvent=function(t){let e=null,n=null;return null!=t&&null!=(t=null!=t.dataTransfer?t.dataTransfer:t.clipboardData)&&(10==document.documentMode||11==document.documentMode?n=t.getData("Text"):(n=0<=i.mb.indexOf(t.types,"text/html")?t.getData("text/html"):null,i.mb.indexOf(t.types,null==n||0==n.length)&&(n=t.getData("text/plain"))),null!=n)&&(n=C.zapGremlins(i.mb.trim(n)),null!=(t=this.extractGraphModelFromHtml(n)))&&(n=t),null!=n&&this.isCompatibleString(n)?n:e},I.prototype.isCompatibleString=function(){return!1},I.prototype.executeLayout=function(t,e,n){const r=this.editor.graph;if(r.isEnabled()){r.getModel().beginUpdate();try{t()}catch(t){throw t}finally{this.allowAnimation&&e&&(null==navigator.userAgent||navigator.userAgent.indexOf("Camino")<0)?((t=new i.O(r)).addListener(i.kb.DONE,i.mb.bind(this,(function(){r.getModel().endUpdate(),null!=n&&n()}))),t.startAnimation()):(r.getModel().endUpdate(),null!=n&&n())}}},I.prototype.showImageDialog=function(t,e,n){var r=this.editor.graph.cellEditor,l=r.saveSelection();const o=i.mb.prompt(t,e);if(r.restoreSelection(l),null!=o&&0b.clientHeight-64&&(e.style.overflowY="auto"),o&&((l=document.createElement("img")).setAttribute("src",O.prototype.closeImage),l.setAttribute("title",i.jb.get("close")),l.className="geDialogClose",l.style.top=f+14+"px",l.style.left=y+n+38-p+"px",l.style.zIndex=this.zIndex,i.kb.addListener(l,"click",i.mb.bind(this,(function(){t.hideDialog(!0)}))),document.body.appendChild(l),this.dialogImg=l,!d)){let e=!1;i.kb.addGestureListeners(this.bg,i.mb.bind(this,(function(){e=!0})),null,i.mb.bind(this,(function(){e&&(t.hideDialog(!0),e=!1)})))}this.resizeListener=i.mb.bind(this,(function(){null!=u&&null!=(l=u())&&(c=n=l.w,m=r=l.h);var l=i.mb.getDocumentSize();x=l.height,this.bg.style.height=x+"px",y=Math.max(1,Math.round((l.width-n-64)/2)),f=Math.max(1,Math.round((x-r-t.footerHeight)/3)),n=null!=document.body?Math.min(c,document.body.scrollWidth-64):c,r=Math.min(m,x-64),l=this.getPosition(y,f,n,r);y=l.x,f=l.y,b.style.left=y+"px",b.style.top=f+"px",b.style.width=n+"px",b.style.height=r+"px",!a&&e.clientHeight>b.clientHeight-64&&(e.style.overflowY="auto"),null!=this.dialogImg&&(this.dialogImg.style.top=f+14+"px",this.dialogImg.style.left=y+n+38-p+"px")})),i.kb.addListener(window,"resize",this.resizeListener),this.onDialogClose=s,this.container=b,t.editor.fireEvent(new i.nb("showDialog"))}function N(t,e,n,r,l,o,s,a,h,u,d){h=null==h||h;var p=document.createElement("div"),c=((e=(p.style.textAlign="center",null!=e&&((c=document.createElement("div")).style.padding="0px",c.style.margin="0px",c.style.fontSize="18px",c.style.paddingBottom="16px",c.style.marginBottom="10px",c.style.borderBottom="1px solid #c0c0c0",c.style.color="gray",c.style.whiteSpace="nowrap",c.style.textOverflow="ellipsis",c.style.overflow="hidden",i.mb.write(c,e),c.setAttribute("title",e),p.appendChild(c)),document.createElement("div"))).style.lineHeight="1.2em",e.style.padding="6px",e.innerHTML=n,p.appendChild(e),document.createElement("div"));c.style.marginTop="12px",c.style.textAlign="center",null!=o&&((n=i.mb.button(i.jb.get("tryAgain"),(function(){t.hideDialog(),o()}))).className="geBtn",c.appendChild(n),c.style.textAlign="center"),null!=u&&((e=i.mb.button(u,(function(){null!=d&&d()}))).className="geBtn",c.appendChild(e));const m=i.mb.button(r,(function(){h&&t.hideDialog(),null!=l&&l()}));m.className="geBtn",c.appendChild(m),null!=s&&((n=i.mb.button(s,(function(){h&&t.hideDialog(),null!=a&&a()}))).className="geBtn gePrimaryBtn",c.appendChild(n)),this.init=function(){m.focus()},p.appendChild(c),this.container=p}function D(t){const e=t.editor.graph;let n,r;var l=document.createElement("table"),o=(l.style.width="100%",l.style.height="100%",document.createElement("tbody"));n=document.createElement("tr"),(r=document.createElement("td")).style.verticalAlign="top",r.style.fontSize="10pt",i.mb.write(r,i.jb.get("paperSize")+":"),n.appendChild(r),(r=document.createElement("td")).style.verticalAlign="top",r.style.fontSize="10pt";const s=D.addPageFormatPanel(r,"pagesetupdialog",e.pageFormat),a=(n.appendChild(r),o.appendChild(n),n=document.createElement("tr"),r=document.createElement("td"),i.mb.write(r,i.jb.get("background")+":"),n.appendChild(r),(r=document.createElement("td")).style.whiteSpace="nowrap",document.createElement("input").setAttribute("type","text"),document.createElement("button"));a.style.width="18px",a.style.height="18px",a.style.marginRight="20px",a.style.backgroundPosition="center center",a.style.backgroundRepeat="no-repeat";let h=e.background;function u(){null==h||h==i.qb.NONE?(a.style.backgroundColor="",a.style.backgroundImage="url('"+O.prototype.noColorImage+"')"):(a.style.backgroundColor=h,a.style.backgroundImage="")}u(),i.kb.addListener(a,"click",(function(e){t.pickColor(h||"none",(function(t){h=t,u()})),i.kb.consume(e)})),r.appendChild(a),i.mb.write(r,i.jb.get("gridSize")+":");const d=document.createElement("input"),p=(d.setAttribute("type","number"),d.setAttribute("min","0"),d.style.width="40px",d.style.marginLeft="6px",d.value=e.getGridSize(),r.appendChild(d),i.kb.addListener(d,"change",(function(){var t=parseInt(d.value);d.value=Math.max(1,isNaN(t)?e.getGridSize():t)})),n.appendChild(r),o.appendChild(n),n=document.createElement("tr"),r=document.createElement("td"),i.mb.write(r,i.jb.get("image")+":"),n.appendChild(r),r=document.createElement("td"),document.createElement("a"));p.style.textDecoration="underline",p.style.cursor="pointer",p.style.color="#a0a0a0";let c=e.backgroundImage;function m(){null==c?(p.removeAttribute("title"),p.style.fontSize="",p.innerHTML=i.mb.htmlEntities(i.jb.get("change"))+"..."):(p.setAttribute("title",c.src),p.style.fontSize="11px",p.innerHTML=i.mb.htmlEntities(c.src.substring(0,42))+"...")}i.kb.addListener(p,"click",(function(e){t.showBackgroundImageDialog((function(t,e){e||(c=t,m())}),c),i.kb.consume(e)})),m(),r.appendChild(p),n.appendChild(r),o.appendChild(n),n=document.createElement("tr"),(r=document.createElement("td")).colSpan=2,r.style.paddingTop="16px",r.setAttribute("align","right");var g=i.mb.button(i.jb.get("cancel"),(function(){t.hideDialog()})),x=(g.className="geBtn",t.editor.cancelFirst&&r.appendChild(g),i.mb.button(i.jb.get("apply"),(function(){t.hideDialog();var n=parseInt(d.value),i=((n=(isNaN(n)||e.gridSize===n||e.setGridSize(n),new M(t,h,c,s.get()))).ignoreColor=e.background==h,null!=e.backgroundImage?e.backgroundImage.src:null),r=null!=c?c.src:null;n.ignoreImage=i===r,e.pageFormat.width==n.previousFormat.width&&e.pageFormat.height==n.previousFormat.height&&n.ignoreColor&&n.ignoreImage||e.model.execute(n)})));x.className="geBtn gePrimaryBtn",r.appendChild(x),t.editor.cancelFirst||r.appendChild(g),n.appendChild(r),o.appendChild(n),l.appendChild(o),this.container=l}function k(t,e,n,r,l,o,s,a,h,u,d,p){let c,m;h=null==h||h;const g=document.createElement("table");var x=document.createElement("tbody");g.style.marginTop="8px",c=document.createElement("tr"),(m=document.createElement("td")).style.whiteSpace="nowrap",m.style.fontSize="10pt",m.style.width=d?"80px":"120px",i.mb.write(m,(l||i.jb.get("filename"))+":"),c.appendChild(m);const y=document.createElement("input"),f=(y.setAttribute("value",e||""),y.style.marginLeft="4px",y.style.width=null!=p?p+"px":"180px",i.mb.button(n,(function(){null!=o&&!o(y.value)||(h&&t.hideDialog(),r(y.value))})));f.className="geBtn gePrimaryBtn",this.init=function(){if((null!=l||null==s)&&(y.focus(),i.lb.IS_GC||i.lb.IS_FF||5<=document.documentMode||i.lb.IS_QUIRKS?y.select():document.execCommand("selectAll",!1,null),C.fileSupport)){var t=g.parentNode;if(null!=t){let e=null;i.kb.addListener(t,"dragleave",(function(t){null!=e&&(e.style.backgroundColor="",e=null),t.stopPropagation(),t.preventDefault()})),i.kb.addListener(t,"dragover",i.mb.bind(this,(function(t){null==e&&(!i.lb.IS_IE||10'};const ee=i.sb.prototype.panGraph,ne=(i.sb.prototype.panGraph=function(t,e){if(ee.apply(this,arguments),null!=this.shiftPreview1){let r=this.view.canvas;null!=r.ownerSVGElement&&(r=r.ownerSVGElement);var n=this.gridSize*this.view.scale*this.view.gridSteps;t=-Math.round(n-i.mb.mod(this.view.translate.x*this.view.scale+t,n))+"px "+-Math.round(n-i.mb.mod(this.view.translate.y*this.view.scale+e,n))+"px";r.style.backgroundPosition=t}},i.sb.prototype.updatePageBreaks=function(t,e,n){var r=this.view.scale,l=this.view.translate,o=this.pageFormat,s=r*this.pageScale;const a=this.view.getBackgroundPageBounds(),h=(e=a.width,n=a.height,new i.pb(r*l.x,r*l.y,o.width*s,o.height*s)),u=(t=t&&Math.min(h.width,h.height)>this.minPageBreakDist)?Math.ceil(n/h.height)-1:0,d=t?Math.ceil(e/h.width)-1:0,p=a.x+e,c=a.y+n;null==this.horizontalPageBreaks&&0',!i.lb.IS_QUIRKS&&8!=document.documentMode||(c.firstChild.style.margin="0px"),null!=t&&t!=i.qb.NONE?(h.setAttribute("checked","checked"),h.defaultChecked=!0,h.checked=!0):(h.removeAttribute("checked"),h.defaultChecked=!1,h.checked=!1),c.style.display=h.checked||s?"":"none",null!=o&&o(t),!l&&(d=t,a||s||e()!=d)&&n(d),p=!1)}return(c=i.mb.button("",i.mb.bind(this,(function(t){this.editorUi.pickColor(d,(function(t){m(t,null,!0)})),i.kb.consume(t)})))).style.position="absolute",c.style.marginTop="-4px",c.style.right=i.lb.IS_QUIRKS?"0px":"20px",c.style.height="22px",c.className="geColorBtn",c.style.display=h.checked||s?"":"none",a.appendChild(c),i.kb.addListener(a,"click",(function(t){(t=i.kb.getSource(t))!=h&&"INPUT"==t.nodeName||(t!=h&&(h.checked=!h.checked),h.checked||null==d||d==i.qb.NONE||r==i.qb.NONE||(r=d),m(h.checked?r:i.qb.NONE))})),m(d,!0),null!=l&&(l.install(m),this.listeners.push(l)),a},H.prototype.createCellColorOption=function(t,e,n,r,l){const o=this.editorUi,s=o.editor.graph;return this.createColorOption(t,(function(){var t=s.view.getState(s.getSelectionCell());return null!=t?i.mb.getValue(t.style,e,null):null}),(function(t){s.getModel().beginUpdate();try{null!=l&&l(t),s.setCellStyles(e,t,s.getSelectionCells()),o.fireEvent(new i.nb("styleChanged","keys",[e],"values",[t],"cells",s.getSelectionCells()))}finally{s.getModel().endUpdate()}}),n||i.qb.NONE,{install:function(t){this.listener=function(){var n=s.view.getState(s.getSelectionCell());null!=n&&t(i.mb.getValue(n.style,e,null))},s.getModel().addListener(i.kb.CHANGE,this.listener)},destroy:function(){s.getModel().removeListener(this.listener)}},r)},H.prototype.addArrow=function(t,e){e=null!=e?e:10;var n,r=document.createElement("div");return null!=(n=(2==(n=(r.style.display=i.lb.IS_QUIRKS?"inline":"inline-block",r.style.padding="6px",r.style.paddingRight="4px",10-e))?r.style.paddingTop="6px":0"+n.cellEditor.textarea.innerHTML+"
"),l=n.cellEditor.textarea.firstChild),null!=l&&null!=n.cellEditor.textarea&&l!=n.cellEditor.textarea&&n.cellEditor.textarea.contains(l)&&(l.style.lineHeight=e+"%"),t.value=e+" %"}),(function(t){nt=t,i.kb.addListener(t,"mousedown",(function(){document.activeElement==n.cellEditor.textarea&&(r=n.cellEditor.saveSelection())})),i.kb.addListener(t,"touchstart",(function(){document.activeElement==n.cellEditor.textarea&&(r=n.cellEditor.saveSelection())})),t.value="120 %"}))),l.cloneNode(!1)),rt=(it.style.paddingLeft="0px",[this.editorUi.toolbar.addButton("geSprite-horizontalrule",i.jb.get("insertHorizontalRule"),(function(){document.execCommand("inserthorizontalrule",!1)}),it),this.editorUi.toolbar.addMenuFunctionInContainer(it,"geSprite-table",i.jb.get("table"),!1,i.mb.bind(this,(function(t){this.editorUi.menus.addInsertTableItem(t)})))]);rt=((it=((et=(this.styleButtons(rt),this.createPanel())).style.paddingTop="10px",et.style.paddingBottom="10px",et.appendChild(this.createTitle(i.jb.get("insert"))),et.appendChild(it),t.appendChild(et),i.lb.IS_QUIRKS&&(et.style.height="70"),l.cloneNode(!1))).style.paddingLeft="0px",[this.editorUi.toolbar.addButton("geSprite-insertcolumnbefore",i.jb.get("insertColumnBefore"),i.mb.bind(this,(function(){try{null!=v&&n.insertColumn(v,null!=E?E.cellIndex:0)}catch(t){this.editorUi.handleError(t)}})),it),this.editorUi.toolbar.addButton("geSprite-insertcolumnafter",i.jb.get("insertColumnAfter"),i.mb.bind(this,(function(){try{null!=v&&n.insertColumn(v,null!=E?E.cellIndex+1:-1)}catch(t){this.editorUi.handleError(t)}})),it),this.editorUi.toolbar.addButton("geSprite-deletecolumn",i.jb.get("deleteColumn"),i.mb.bind(this,(function(){try{null!=v&&null!=E&&n.deleteColumn(v,E.cellIndex)}catch(t){this.editorUi.handleError(t)}})),it),this.editorUi.toolbar.addButton("geSprite-insertrowbefore",i.jb.get("insertRowBefore"),i.mb.bind(this,(function(){try{null!=v&&null!=S&&n.insertRow(v,S.sectionRowIndex)}catch(t){this.editorUi.handleError(t)}})),it),this.editorUi.toolbar.addButton("geSprite-insertrowafter",i.jb.get("insertRowAfter"),i.mb.bind(this,(function(){try{null!=v&&null!=S&&n.insertRow(v,S.sectionRowIndex+1)}catch(t){this.editorUi.handleError(t)}})),it),this.editorUi.toolbar.addButton("geSprite-deleterow",i.jb.get("deleteRow"),i.mb.bind(this,(function(){try{null!=v&&null!=S&&n.deleteRow(v,S.sectionRowIndex)}catch(t){this.editorUi.handleError(t)}})),it)]),rt=((it=((et=(this.styleButtons(rt),rt[2].style.marginRight="9px",this.createPanel())).style.paddingTop="10px",et.style.paddingBottom="10px",et.appendChild(this.createTitle(i.jb.get("table"))),et.appendChild(it),i.lb.IS_QUIRKS&&(i.mb.br(t),et.style.height="70"),l.cloneNode(!1))).style.paddingLeft="0px",[this.editorUi.toolbar.addButton("geSprite-strokecolor",i.jb.get("borderColor"),i.mb.bind(this,(function(t){var e;null!=v&&(e=v.style.borderColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,(function(t,e,n,i){return"#"+("0"+Number(e).toString(16)).substr(-2)+("0"+Number(n).toString(16)).substr(-2)+("0"+Number(i).toString(16)).substr(-2)})),this.editorUi.pickColor(e,(function(e){var r=null==E||null!=t&&i.kb.isShiftDown(t)?v:E;n.processElements(r,(function(t){t.style.border=null})),null==e||e==i.qb.NONE?(r.removeAttribute("border"),r.style.border="",r.style.borderCollapse=""):(r.setAttribute("border","1"),r.style.border="1px solid "+e,r.style.borderCollapse="collapse")})))})),it),this.editorUi.toolbar.addButton("geSprite-fillcolor",i.jb.get("backgroundColor"),i.mb.bind(this,(function(t){var e;null!=v&&(e=v.style.backgroundColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,(function(t,e,n,i){return"#"+("0"+Number(e).toString(16)).substr(-2)+("0"+Number(n).toString(16)).substr(-2)+("0"+Number(i).toString(16)).substr(-2)})),this.editorUi.pickColor(e,(function(e){var r=null==E||null!=t&&i.kb.isShiftDown(t)?v:E;n.processElements(r,(function(t){t.style.backgroundColor=null})),null==e||e==i.qb.NONE?r.style.backgroundColor="":r.style.backgroundColor=e})))})),it),this.editorUi.toolbar.addButton("geSprite-fit",i.jb.get("spacing"),(function(){var t;null!=v&&(t=v.getAttribute("cellPadding")||0,t=new k(e,t,i.jb.get("apply"),i.mb.bind(this,(function(t){null!=t&&0e.length+1)return t.substring(t.length-e.length-1,t.length)=="-"+e}return!1}if(null!=l){lt(h[0],"bold"==l.fontWeight||400'+i.mb.htmlEntities(i.jb.get("none"))+"","connector"==r.style.shape||"filledEdge"==r.style.shape?(this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_CLASSIC,1],"geIcon geSprite geSprite-startclassic",null,!1).setAttribute("title",i.jb.get("classic")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_CLASSIC_THIN,1],"geIcon geSprite geSprite-startclassicthin",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_OPEN,0],"geIcon geSprite geSprite-startopen",null,!1).setAttribute("title",i.jb.get("openArrow")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_OPEN_THIN,0],"geIcon geSprite geSprite-startopenthin",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["openAsync",0],"geIcon geSprite geSprite-startopenasync",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_BLOCK,1],"geIcon geSprite geSprite-startblock",null,!1).setAttribute("title",i.jb.get("block")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_BLOCK_THIN,1],"geIcon geSprite geSprite-startblockthin",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["async",1],"geIcon geSprite geSprite-startasync",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_OVAL,1],"geIcon geSprite geSprite-startoval",null,!1).setAttribute("title",i.jb.get("oval")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_DIAMOND,1],"geIcon geSprite geSprite-startdiamond",null,!1).setAttribute("title",i.jb.get("diamond")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_DIAMOND_THIN,1],"geIcon geSprite geSprite-startthindiamond",null,!1).setAttribute("title",i.jb.get("diamondThin")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_CLASSIC,0],"geIcon geSprite geSprite-startclassictrans",null,!1).setAttribute("title",i.jb.get("classic")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_CLASSIC_THIN,0],"geIcon geSprite geSprite-startclassicthintrans",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_BLOCK,0],"geIcon geSprite geSprite-startblocktrans",null,!1).setAttribute("title",i.jb.get("block")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_BLOCK_THIN,0],"geIcon geSprite geSprite-startblockthintrans",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["async",0],"geIcon geSprite geSprite-startasynctrans",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_OVAL,0],"geIcon geSprite geSprite-startovaltrans",null,!1).setAttribute("title",i.jb.get("oval")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_DIAMOND,0],"geIcon geSprite geSprite-startdiamondtrans",null,!1).setAttribute("title",i.jb.get("diamond")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],[i.qb.ARROW_DIAMOND_THIN,0],"geIcon geSprite geSprite-startthindiamondtrans",null,!1).setAttribute("title",i.jb.get("diamondThin")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["box",0],"geIcon geSprite geSvgSprite geSprite-box",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["halfCircle",0],"geIcon geSprite geSvgSprite geSprite-halfCircle",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["dash",0],"geIcon geSprite geSprite-startdash",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["cross",0],"geIcon geSprite geSprite-startcross",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["circlePlus",0],"geIcon geSprite geSprite-startcircleplus",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["circle",1],"geIcon geSprite geSprite-startcircle",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["ERone",0],"geIcon geSprite geSprite-starterone",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["ERmandOne",0],"geIcon geSprite geSprite-starteronetoone",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["ERmany",0],"geIcon geSprite geSprite-startermany",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["ERoneToMany",0],"geIcon geSprite geSprite-starteronetomany",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["ERzeroToOne",1],"geIcon geSprite geSprite-starteroneopt",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW,"startFill"],["ERzeroToMany",1],"geIcon geSprite geSprite-startermanyopt",null,!1)):this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_STARTARROW],[i.qb.ARROW_BLOCK],"geIcon geSprite geSprite-startblocktrans",null,!1).setAttribute("title",i.jb.get("block")))}))),w=this.editorUi.toolbar.addMenuFunctionInContainer(g,"geSprite-endclassic",i.jb.get("lineend"),!1,i.mb.bind(this,(function(t){var e;"connector"!=r.style.shape&&"flexArrow"!=r.style.shape&&"filledEdge"!=r.style.shape||((e=this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],[i.qb.NONE,0],"geIcon",null,!1)).setAttribute("title",i.jb.get("none")),e.firstChild.firstChild.innerHTML=''+i.mb.htmlEntities(i.jb.get("none"))+"","connector"==r.style.shape||"filledEdge"==r.style.shape?(this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],[i.qb.ARROW_CLASSIC,1],"geIcon geSprite geSprite-endclassic",null,!1).setAttribute("title",i.jb.get("classic")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],[i.qb.ARROW_CLASSIC_THIN,1],"geIcon geSprite geSprite-endclassicthin",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],[i.qb.ARROW_OPEN,0],"geIcon geSprite geSprite-endopen",null,!1).setAttribute("title",i.jb.get("openArrow")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],[i.qb.ARROW_OPEN_THIN,0],"geIcon geSprite geSprite-endopenthin",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],["openAsync",0],"geIcon geSprite geSprite-endopenasync",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],[i.qb.ARROW_BLOCK,1],"geIcon geSprite geSprite-endblock",null,!1).setAttribute("title",i.jb.get("block")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],[i.qb.ARROW_BLOCK_THIN,1],"geIcon geSprite geSprite-endblockthin",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],["async",1],"geIcon geSprite geSprite-endasync",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],[i.qb.ARROW_OVAL,1],"geIcon geSprite geSprite-endoval",null,!1).setAttribute("title",i.jb.get("oval")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],[i.qb.ARROW_DIAMOND,1],"geIcon geSprite geSprite-enddiamond",null,!1).setAttribute("title",i.jb.get("diamond")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],[i.qb.ARROW_DIAMOND_THIN,1],"geIcon geSprite geSprite-endthindiamond",null,!1).setAttribute("title",i.jb.get("diamondThin")),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],[i.qb.ARROW_CLASSIC,0],"geIcon geSprite 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geSprite-endcircleplus",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],["circle",1],"geIcon geSprite geSprite-endcircle",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],["ERone",0],"geIcon geSprite geSprite-enderone",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],["ERmandOne",0],"geIcon geSprite geSprite-enderonetoone",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],["ERmany",0],"geIcon geSprite geSprite-endermany",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],["ERoneToMany",0],"geIcon geSprite geSprite-enderonetomany",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],["ERzeroToOne",1],"geIcon geSprite geSprite-enderoneopt",null,!1),this.editorUi.menus.edgeStyleChange(t,"",[i.qb.STYLE_ENDARROW,"endFill"],["ERzeroToMany",1],"geIcon geSprite 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H=this.addUnitInput(u,"pt",20,41,(function(){P.apply(this,arguments)})),G=(r.edges.length==n.getSelectionCount()?(t.appendChild(g),i.lb.IS_QUIRKS&&(i.mb.br(t),i.mb.br(t)),t.appendChild(C)):r.vertices.length==n.getSelectionCount()&&(i.lb.IS_QUIRKS&&i.mb.br(t),t.appendChild(u)),i.mb.bind(this,(function(t,l,s){r=this.format.getSelectionState(),!s&&document.activeElement==x||(p=parseInt(i.mb.getValue(r.style,i.qb.STYLE_STROKEWIDTH,1)),x.value=isNaN(p)?"":p+" pt"),!s&&document.activeElement==y||(p=parseInt(i.mb.getValue(r.style,i.qb.STYLE_STROKEWIDTH,1)),y.value=isNaN(p)?"":p+" pt"),o.style.visibility="connector"==r.style.shape||"filledEdge"==r.style.shape?"":"hidden","1"==i.mb.getValue(r.style,i.qb.STYLE_CURVED,null)?o.value="curved":"1"==i.mb.getValue(r.style,i.qb.STYLE_ROUNDED,null)&&(o.value="rounded"),"1"==i.mb.getValue(r.style,i.qb.STYLE_DASHED,null)?null==i.mb.getValue(r.style,i.qb.STYLE_DASH_PATTERN,null)?S.style.borderBottom="1px dashed 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d=t.getCenterX(),p=(e=t.getCenterY(),new i.Cb(d,e));return r&&(n.xo+a?p.y=n.y:p.x=n.x),i.mb.getPerimeterPoint(u,p,n)},i.Z.putValue("trapezoidPerimeter",i.Y.TrapezoidPerimeter),i.Y.StepPerimeter=function(t,e,n,r){var l="0"!=i.mb.getValue(e.style,"fixedSize","0");let o=l?De.prototype.fixedSize:De.prototype.size;null!=e&&(o=i.mb.getValue(e.style,"size",o));var s,a=t.x,h=t.y,u=t.width,d=t.height,p=t.getCenterX();t=t.getCenterY();let c;c=(e=null!=e?i.mb.getValue(e.style,i.qb.STYLE_DIRECTION,i.qb.DIRECTION_EAST):i.qb.DIRECTION_EAST)==i.qb.DIRECTION_EAST?(m=l?Math.max(0,Math.min(u,o)):u*Math.max(0,Math.min(1,o)),[new i.Cb(a,h),new i.Cb(a+u-m,h),new i.Cb(a+u,t),new i.Cb(a+u-m,h+d),new i.Cb(a,h+d),new i.Cb(a+m,t),new i.Cb(a,h)]):e==i.qb.DIRECTION_WEST?(m=l?Math.max(0,Math.min(u,o)):u*Math.max(0,Math.min(1,o)),[new i.Cb(a+m,h),new i.Cb(a+u,h),new i.Cb(a+u-m,t),new i.Cb(a+u,h+d),new i.Cb(a+m,h+d),new i.Cb(a,t),new 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diff --git a/static/js/1.dcd247f8.chunk.js b/static/js/1.dcd247f8.chunk.js
deleted file mode 100644
index 656e30d..0000000
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diff --git a/static/js/6.0b60bc16.chunk.js b/static/js/6.0b60bc16.chunk.js
deleted file mode 100644
index 7632688..0000000
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r=255296<=e&&e<=56319,ye=e=>56320<=e&&e<=57343,Oe=((n=le=le||{})[n.None=0]="None",n[n.Extend=1]="Extend",n[n.ZWJ=2]="ZWJ",n[n.RI=4]="RI",n[n.Prepend=8]="Prepend",n[n.SpacingMark=16]="SpacingMark",n[n.L=32]="L",n[n.V=64]="V",n[n.T=128]="T",n[n.LV=256]="LV",n[n.LVT=512]="LVT",n[n.ExtPict=1024]="ExtPict",n[n.Any=2048]="Any",/^(?:[\u0300-\u036F\u0483-\u0489\u0591-\u05BD\u05BF\u05C1\u05C2\u05C4\u05C5\u05C7\u0610-\u061A\u064B-\u065F\u0670\u06D6-\u06DC\u06DF-\u06E4\u06E7\u06E8\u06EA-\u06ED\u0711\u0730-\u074A\u07A6-\u07B0\u07EB-\u07F3\u07FD\u0816-\u0819\u081B-\u0823\u0825-\u0827\u0829-\u082D\u0859-\u085B\u08D3-\u08E1\u08E3-\u0902\u093A\u093C\u0941-\u0948\u094D\u0951-\u0957\u0962\u0963\u0981\u09BC\u09BE\u09C1-\u09C4\u09CD\u09D7\u09E2\u09E3\u09FE\u0A01\u0A02\u0A3C\u0A41\u0A42\u0A47\u0A48\u0A4B-\u0A4D\u0A51\u0A70\u0A71\u0A75\u0A81\u0A82\u0ABC\u0AC1-\u0AC5\u0AC7\u0AC8\u0ACD\u0AE2\u0AE3\u0AFA-\u0AFF\u0B01\u0B3C\u0B3E\u0B3F\u0B41-\u0B44\u0B4D\u0B55-\u0B57\u0B62\u0B63\u0B82\u0BBE\u0BC0\u0BCD\u0BD7\u0C00\u0C04\u0C3E-\u0C40\u0C46-\u0C48\u0C4A-\u0C4D\u0C55\u0C56\u0C62\u0C63\u0C81\u0CBC\u0CBF\u0CC2\u0CC6\u0CCC\u0CCD\u0CD5\u0CD6\u0CE2\u0CE3\u0D00\u0D01\u0D3B\u0D3C\u0D3E\u0D41-\u0D44\u0D4D\u0D57\u0D62\u0D63\u0D81\u0DCA\u0DCF\u0DD2-\u0DD4\u0DD6\u0DDF\u0E31\u0E34-\u0E3A\u0E47-\u0E4E\u0EB1\u0EB4-\u0EBC\u0EC8-\u0ECD\u0F18\u0F19\u0F35\u0F37\u0F39\u0F71-\u0F7E\u0F80-\u0F84\u0F86\u0F87\u0F8D-\u0F97\u0F99-\u0FBC\u0FC6\u102D-\u1030\u1032-\u1037\u1039\u103A\u103D\u103E\u1058\u1059\u105E-\u1060\u1071-\u1074\u1082\u1085\u1086\u108D\u109D\u135D-\u135F\u1712-\u1714\u1732-\u1734\u1752\u1753\u1772\u1773\u17B4\u17B5\u17B7-\u17BD\u17C6\u17C9-\u17D3\u17DD\u180B-\u180D\u1885\u1886\u18A9\u1920-\u1922\u1927\u1928\u1932\u1939-\u193B\u1A17\u1A18\u1A1B\u1A56\u1A58-\u1A5E\u1A60\u1A62\u1A65-\u1A6C\u1A73-\u1A7C\u1A7F\u1AB0-\u1AC0\u1B00-\u1B03\u1B34-\u1B3A\u1B3C\u1B42\u1B6B-\u1B73\u1B80\u1B81\u1BA2-\u1BA5\u1BA8\u1BA9\u1BAB-\u1BAD\u1BE6\u1BE8\u1BE9\u1BED\u1BEF-\u1BF1\u1C2C-\u1C33\u1C36\u1C37\u1CD0-\u1CD2\u1CD4-\u1CE0\u1CE2-\u1CE8\u1CED\u1CF4\u1CF8\u1CF9\u1DC0-\u1DF9\u1DFB-\u1DFF\u200C\u20D0-\u20F0\u2CEF-\u2CF1\u2D7F\u2DE0-\u2DFF\u302A-\u302F\u3099\u309A\uA66F-\uA672\uA674-\uA67D\uA69E\uA69F\uA6F0\uA6F1\uA802\uA806\uA80B\uA825\uA826\uA82C\uA8C4\uA8C5\uA8E0-\uA8F1\uA8FF\uA926-\uA92D\uA947-\uA951\uA980-\uA982\uA9B3\uA9B6-\uA9B9\uA9BC\uA9BD\uA9E5\uAA29-\uAA2E\uAA31\uAA32\uAA35\uAA36\uAA43\uAA4C\uAA7C\uAAB0\uAAB2-\uAAB4\uAAB7\uAAB8\uAABE\uAABF\uAAC1\uAAEC\uAAED\uAAF6\uABE5\uABE8\uABED\uFB1E\uFE00-\uFE0F\uFE20-\uFE2F\uFF9E\uFF9F]|\uD800[\uDDFD\uDEE0\uDF76-\uDF7A]|\uD802[\uDE01-\uDE03\uDE05\uDE06\uDE0C-\uDE0F\uDE38-\uDE3A\uDE3F\uDEE5\uDEE6]|\uD803[\uDD24-\uDD27\uDEAB\uDEAC\uDF46-\uDF50]|\uD804[\uDC01\uDC38-\uDC46\uDC7F-\uDC81\uDCB3-\uDCB6\uDCB9\uDCBA\uDD00-\uDD02\uDD27-\uDD2B\uDD2D-\uDD34\uDD73\uDD80\uDD81\uDDB6-\uDDBE\uDDC9-\uDDCC\uDDCF\uDE2F-\uDE31\uDE34\uDE36\uDE37\uDE3E\uDEDF\uDEE3-\uDEEA\uDF00\uDF01\uDF3B\uDF3C\uDF3E\uDF40\uDF57\uDF66-\uDF6C\uDF70-\uDF74]|\uD805[\uDC38-\uDC3F\uDC42-\uDC44\uDC46\uDC5E\uDCB0\uDCB3-\uDCB8\uDCBA\uDCBD\uDCBF\uDCC0\uDCC2\uDCC3\uDDAF\uDDB2-\uDDB5\uDDBC\uDDBD\uDDBF\uDDC0\uDDDC\uDDDD\uDE33-\uDE3A\uDE3D\uDE3F\uDE40\uDEAB\uDEAD\uDEB0-\uDEB5\uDEB7\uDF1D-\uDF1F\uDF22-\uDF25\uDF27-\uDF2B]|\uD806[\uDC2F-\uDC37\uDC39\uDC3A\uDD30\uDD3B\uDD3C\uDD3E\uDD43\uDDD4-\uDDD7\uDDDA\uDDDB\uDDE0\uDE01-\uDE0A\uDE33-\uDE38\uDE3B-\uDE3E\uDE47\uDE51-\uDE56\uDE59-\uDE5B\uDE8A-\uDE96\uDE98\uDE99]|\uD807[\uDC30-\uDC36\uDC38-\uDC3D\uDC3F\uDC92-\uDCA7\uDCAA-\uDCB0\uDCB2\uDCB3\uDCB5\uDCB6\uDD31-\uDD36\uDD3A\uDD3C\uDD3D\uDD3F-\uDD45\uDD47\uDD90\uDD91\uDD95\uDD97\uDEF3\uDEF4]|\uD81A[\uDEF0-\uDEF4\uDF30-\uDF36]|\uD81B[\uDF4F\uDF8F-\uDF92\uDFE4]|\uD82F[\uDC9D\uDC9E]|\uD834[\uDD65\uDD67-\uDD69\uDD6E-\uDD72\uDD7B-\uDD82\uDD85-\uDD8B\uDDAA-\uDDAD\uDE42-\uDE44]|\uD836[\uDE00-\uDE36\uDE3B-\uDE6C\uDE75\uDE84\uDE9B-\uDE9F\uDEA1-\uDEAF]|\uD838[\uDC00-\uDC06\uDC08-\uDC18\uDC1B-\uDC21\uDC23\uDC24\uDC26-\uDC2A\uDD30-\uDD36\uDEEC-\uDEEF]|\uD83A[\uDCD0-\uDCD6\uDD44-\uDD4A]|\uD83C[\uDFFB-\uDFFF]|\uDB40[\uDC20-\uDC7F\uDD00-\uDDEF])$/),we=/^(?:[\u0600-\u0605\u06DD\u070F\u0890\u0891\u08E2\u0D4E]|\uD804[\uDCBD\uDCCD\uDDC2\uDDC3]|\uD806[\uDD3F\uDD41\uDE3A\uDE84-\uDE89]|\uD807\uDD46)$/,Ce=/^(?:[\u0903\u093B\u093E-\u0940\u0949-\u094C\u094E\u094F\u0982\u0983\u09BF\u09C0\u09C7\u09C8\u09CB\u09CC\u0A03\u0A3E-\u0A40\u0A83\u0ABE-\u0AC0\u0AC9\u0ACB\u0ACC\u0B02\u0B03\u0B40\u0B47\u0B48\u0B4B\u0B4C\u0BBF\u0BC1\u0BC2\u0BC6-\u0BC8\u0BCA-\u0BCC\u0C01-\u0C03\u0C41-\u0C44\u0C82\u0C83\u0CBE\u0CC0\u0CC1\u0CC3\u0CC4\u0CC7\u0CC8\u0CCA\u0CCB\u0D02\u0D03\u0D3F\u0D40\u0D46-\u0D48\u0D4A-\u0D4C\u0D82\u0D83\u0DD0\u0DD1\u0DD8-\u0DDE\u0DF2\u0DF3\u0E33\u0EB3\u0F3E\u0F3F\u0F7F\u1031\u103B\u103C\u1056\u1057\u1084\u1715\u1734\u17B6\u17BE-\u17C5\u17C7\u17C8\u1923-\u1926\u1929-\u192B\u1930\u1931\u1933-\u1938\u1A19\u1A1A\u1A55\u1A57\u1A6D-\u1A72\u1B04\u1B3B\u1B3D-\u1B41\u1B43\u1B44\u1B82\u1BA1\u1BA6\u1BA7\u1BAA\u1BE7\u1BEA-\u1BEC\u1BEE\u1BF2\u1BF3\u1C24-\u1C2B\u1C34\u1C35\u1CE1\u1CF7\uA823\uA824\uA827\uA880\uA881\uA8B4-\u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t=0n&&!C()&&(y(r._as)||y(r._satisfies))){let r=W(1);return pt(),H(r),oe(),void e(t,n,a)}let i=d.type&o.PRECEDENCE_MASK;if(0n){let r=d.type,s=(V(),r===o.nullishCoalescing&&(d.tokens[d.tokens.length-1].nullishStartIndex=t),d.tokens.length);Lt(),e(s,r&o.IS_RIGHT_ASSOCIATIVE?i-1:i,a),r===o.nullishCoalescing&&(d.tokens[t].numNullishCoalesceStarts++,d.tokens[d.tokens.length-1].numNullishCoalesceEnds++),e(t,n,a)}}(t,-1,e),!1)}(e);return!!t||(function(e){(f||p?function(e){if($(o.question)){var t=K();if(t===o.colon||t===o.comma||t===o.parenR)return}Rt(e)}:Rt)(e)}(e),!1)}(e);return t&&Jt(),d.type&o.IS_ASSIGN?(V(),It(e),!1):n}function Rt(e){q(o.question)&&(It(),E(o.colon),It(e))}function Lt(){var e;if(f&&!l&&q(o.lessThan))e=W(1),pt(),E(o.greaterThan),H(e),Lt();else if(v(r._module)&&J()===a.leftCurlyBrace&&!k())O(r._module),E(o.braceL),Hn(o.braceR);else if(d.type&o.IS_PREFIX)V(),Lt();else{if(Vt())return!0;for(;d.type&o.IS_POSTFIX&&!w();)d.type===o.preIncDec&&(d.type=o.postIncDec),V()}return!1}function Vt(){var e=d.tokens.length;return!!Kt()||(zt(e),d.tokens.length>e&&d.tokens[e].isOptionalChainStart&&(d.tokens[d.tokens.length-1].isOptionalChainEnd=!0),!1)}function zt(e,t){(p?function(e){var t=1=h.length)return void D("Unterminated regular expression",n);var e=h.charCodeAt(d.pos);if(r)r=!1;else{if(e===a.leftSquareBracket)i=!0;else if(e===a.rightSquareBracket&&i)i=!1;else if(e===a.slash&&!i)break;r=e===a.backslash}++d.pos}for(++d.pos;d.pos=n||d.tokens[e].type===o._default||d.tokens[e].type===o._export);)d.tokens[e].isType=!0,e--}else an(!1,e)}else p?(e=t,$(o.colon)&&fn(),an(!1,e)):an(!1,t)}function an(e,t){t=1 ".concat(e,"require")),this.tokens.currentToken().contextId);if(null==t)throw new Error("Expected context ID on dynamic import 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e=!1,t=!1;for(;!this.tokens.matches1(o.string);)(!e&&this.tokens.matches1(o.braceL)||this.tokens.matches1(o.comma))&&(this.tokens.removeToken(),this.tokens.matches1(o.braceR)||(t=!0),this.tokens.matches2(o.name,o.comma)||this.tokens.matches2(o.name,o.braceR)||this.tokens.matches4(o.name,o.name,o.name,o.comma)||this.tokens.matches4(o.name,o.name,o.name,o.braceR))&&(e=!0),this.tokens.removeToken();return!this.keepUnusedImports&&(this.isTypeScriptTransformEnabled||!!this.isFlowTransformEnabled&&t)&&!e}removeRemainingImport(){for(;!this.tokens.matches1(o.string);)this.tokens.removeToken()}processIdentifier(){var e=this.tokens.currentToken();if(e.shadowsGlobal)return!1;if(e.identifierRole===A.ObjectShorthand)return this.processObjectShorthand();if(e.identifierRole!==A.Access)return!1;if(!(e=this.importProcessor.getIdentifierReplacement(this.tokens.identifierNameForToken(e))))return!1;let t=this.tokens.currentIndex()+1;for(;te.importProcessor,"optionalAccess",e=>e.getGlobalNames,"call",e=>e(),"optionalAccess",e=>e.has,"call",e=>e(jr)]))&&this.extractHoistedCalls()}getHoistedCode(){return 0"".concat(e,"();"))).join(""):""}extractHoistedCalls(){this.tokens.removeToken();let e=!1;for(;this.tokens.matches3(o.dot,o.name,o.parenL);){var t=this.tokens.identifierNameAtIndex(this.tokens.currentIndex()+1);e=(t=Er.includes(t))?(t=this.nameManager.claimFreeName("__jestHoist"),this.hoistedFunctionNames.push(t),this.tokens.replaceToken("function ".concat(t,"(){").concat(jr,".")),this.tokens.copyToken(),this.tokens.copyToken(),this.rootTransformer.processBalancedCode(),this.tokens.copyExpectedToken(o.parenR),this.tokens.appendCode(";}"),!1):(e?this.tokens.copyToken():this.tokens.replaceToken("".concat(jr,".")),this.tokens.copyToken(),this.tokens.copyToken(),this.rootTransformer.processBalancedCode(),this.tokens.copyExpectedToken(o.parenR),!0)}return!0}}class _r extends he{constructor(e){super(),this.tokens=e}process(){if(this.tokens.matches1(o.num)){var e=this.tokens.currentTokenCode();if(e.includes("_"))return this.tokens.replaceToken(e.replace(/_/g,"")),!0}return!1}}class Pr extends he{constructor(e,t){super(),this.tokens=e,this.nameManager=t}process(){return!!this.tokens.matches2(o._catch,o.braceL)&&(this.tokens.copyToken(),this.tokens.appendCode(" (".concat(this.nameManager.claimFreeName("e"),")")),!0)}}class Ar extends he{constructor(e,t){super(),this.tokens=e,this.nameManager=t}process(){if(this.tokens.matches1(o.nullishCoalescing)){let e=this.tokens.currentToken();return this.tokens.tokens[e.nullishStartIndex].isAsyncOperation?this.tokens.replaceTokenTrimmingLeftWhitespace(", async () => ("):this.tokens.replaceTokenTrimmingLeftWhitespace(", () => ("),!0}if(this.tokens.matches1(o._delete)&&this.tokens.tokenAtRelativeIndex(1).isOptionalChainStart)return this.tokens.removeInitialToken(),!0;var e=this.tokens.currentToken().subscriptStartIndex;if(null!=e&&this.tokens.tokens[e].isOptionalChainStart&&this.tokens.tokenAtRelativeIndex(-1).type!==o._super){var t=this.nameManager.claimFreeName("_");let n;if(n=(0 delete "):"".concat(t," => ")).concat(t),this.tokens.tokens[e].isAsyncOperation&&(n="async ".concat(n)),this.tokens.matches2(o.questionDot,o.parenL)||this.tokens.matches2(o.questionDot,o.lessThan))this.justSkippedSuper()&&this.tokens.appendCode(".bind(this)"),this.tokens.replaceTokenTrimmingLeftWhitespace(", 'optionalCall', ".concat(n));else if(this.tokens.matches2(o.questionDot,o.bracketL))this.tokens.replaceTokenTrimmingLeftWhitespace(", 'optionalAccess', ".concat(n));else if(this.tokens.matches1(o.questionDot))this.tokens.replaceTokenTrimmingLeftWhitespace(", 'optionalAccess', ".concat(n,"."));else if(this.tokens.matches1(o.dot))this.tokens.replaceTokenTrimmingLeftWhitespace(", 'access', ".concat(n,"."));else if(this.tokens.matches1(o.bracketL))this.tokens.replaceTokenTrimmingLeftWhitespace(", 'access', ".concat(n,"["));else{if(!this.tokens.matches1(o.parenL))throw new Error("Unexpected subscript operator in optional chain.");this.justSkippedSuper()&&this.tokens.appendCode(".bind(this)"),this.tokens.replaceTokenTrimmingLeftWhitespace(", 'call', ".concat(n,"("))}return!0}return!1}isLastSubscriptInChain(){let e=0;for(let t=this.tokens.currentIndex()+1;;t++){if(t>=this.tokens.tokens.length)throw new Error("Reached the end of the code while finding the end of the access chain.");if(this.tokens.tokens[t].isOptionalChainStart?e++:this.tokens.tokens[t].isOptionalChainEnd&&e--,e<0)return!0;if(0===e&&null!=this.tokens.tokens[t].subscriptStartIndex)return!1}}justSkippedSuper(){let e=0,t=this.tokens.currentIndex()-1;for(;;){if(t<0)throw new Error("Reached the start of the code while finding the start of the access 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(!reactHotLoader) {\n    return;\n  }\n".concat(n.map((e=>{var{variableName:e,uniqueLocalName:t}=e;return"  reactHotLoader.register(".concat(e,', "').concat(t,'", ').concat(JSON.stringify(this.filePath||""),");")})).join("\n"),"\n  leaveModule(module);\n})();")}process(){return!1}}let Fr=new Set(["break","case","catch","class","const","continue","debugger","default","delete","do","else","export","extends","finally","for","function","if","import","in","instanceof","new","return","super","switch","this","throw","try","typeof","var","void","while","with","yield","enum","implements","interface","let","package","private","protected","public","static","await","false","null","true"]);function Br(e){if(0!==e.length&&N[e.charCodeAt(0)]){for(let t=1;t" var ".concat(e,";"))).join(""),this.transformers))r+=t.getHoistedCode();let o="";for(n of this.transformers)o+=n.getSuffixCode();var a=this.tokens.finish();let i=a.code;if(i.startsWith("#!")){let 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t=e.currentToken(),n=t.contextId;if(null==n)throw new Error("Expected context ID on class token.");if(null==(t=t.isExpression))throw new Error("Expected isExpression on class token.");let r=null,a=!1;for(e.nextToken(),e.matches1(o.name)&&(r=e.identifierName());!e.matchesContextIdAndLabel(o.braceL,n);)e.matches1(o._extends)&&!e.currentToken().isType&&(a=!0),e.nextToken();return{isExpression:t,className:r,hasSuperclass:a}}(t);let c=[];var u=[],l=[];let f=null;var p=[],d=[],h=t.currentToken().contextId;if(null==h)throw new Error("Expected non-null class context ID on class open-brace.");for(t.nextToken();!t.matchesContextIdAndLabel(o.braceR,h);)if(t.matchesContextual(r._constructor)&&!t.currentToken().isType)({constructorInitializerStatements:c,constructorInsertPos:f}=hr(t));else if(t.matches1(o.semi))a||d.push({start:t.currentIndex(),end:t.currentIndex()+1}),t.nextToken();else if(t.currentToken().isType)t.nextToken();else{var m=t.currentIndex();let 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t=0n&&!C()&&(y(r._as)||y(r._satisfies))){const r=V(1);return lt(),z(r),ne(),void e(t,n,a)}const i=d.type&o.PRECEDENCE_MASK;if(0n){const r=d.type,s=(R(),r===o.nullishCoalescing&&(d.tokens[d.tokens.length-1].nullishStartIndex=t),d.tokens.length);Mt(),e(s,r&o.IS_RIGHT_ASSOCIATIVE?i-1:i,a),r===o.nullishCoalescing&&(d.tokens[t].numNullishCoalesceStarts++,d.tokens[d.tokens.length-1].numNullishCoalesceEnds++),e(t,n,a)}}(t,-1,e),!1)}(e);return!!t||(function(e){(f||p?function(e){if(q(o.question)){var t=U();if(t===o.colon||t===o.comma||t===o.parenR)return}It(e)}:It)(e)}(e),!1)}(e);return t&&Gt(),d.type&o.IS_ASSIGN?(R(),Bt(e),!1):n}function It(e){W(o.question)&&(Bt(),E(o.colon),Bt(e))}function Mt(){var e;if(f&&!l&&W(o.lessThan))e=V(1),lt(),E(o.greaterThan),z(e),Mt();else if(v(r._module)&&G()===a.leftCurlyBrace&&!k())O(r._module),E(o.braceL),zn(o.braceR);else if(d.type&o.IS_PREFIX)R(),Mt();else{if(Rt())return!0;for(;d.type&o.IS_POSTFIX&&!w();)d.type===o.preIncDec&&(d.type=o.postIncDec),R()}return!1}function Rt(){var e=d.tokens.length;return!!Ut()||(Lt(e),d.tokens.length>e&&d.tokens[e].isOptionalChainStart&&(d.tokens[d.tokens.length-1].isOptionalChainEnd=!0),!1)}function Lt(e,t){(p?function(e){var t=1=h.length)return void D("Unterminated regular expression",e);var t=h.charCodeAt(d.pos);if(r)r=!1;else{if(t===a.leftSquareBracket)i=!0;else if(t===a.rightSquareBracket&&i)i=!1;else if(t===a.slash&&!i)break;r=t===a.backslash}++d.pos}for(++d.pos;d.pos=n||d.tokens[e].type===o._default||d.tokens[e].type===o._export);)d.tokens[e].isType=!0,e--}else rn(!1,e)}else p?(e=t,q(o.colon)&&un(),rn(!1,e)):rn(!1,t)}function rn(e,t){t=1 ".concat(e,"require")),this.tokens.currentToken().contextId);if(null==t)throw new Error("Expected context ID on dynamic import 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e=!1,t=!1;for(;!this.tokens.matches1(o.string);)(!e&&this.tokens.matches1(o.braceL)||this.tokens.matches1(o.comma))&&(this.tokens.removeToken(),this.tokens.matches1(o.braceR)||(t=!0),this.tokens.matches2(o.name,o.comma)||this.tokens.matches2(o.name,o.braceR)||this.tokens.matches4(o.name,o.name,o.name,o.comma)||this.tokens.matches4(o.name,o.name,o.name,o.braceR))&&(e=!0),this.tokens.removeToken();return!this.keepUnusedImports&&(this.isTypeScriptTransformEnabled||!!this.isFlowTransformEnabled&&t)&&!e}removeRemainingImport(){for(;!this.tokens.matches1(o.string);)this.tokens.removeToken()}processIdentifier(){var e=this.tokens.currentToken();if(e.shadowsGlobal)return!1;if(e.identifierRole===_.ObjectShorthand)return this.processObjectShorthand();if(e.identifierRole!==_.Access)return!1;if(!(e=this.importProcessor.getIdentifierReplacement(this.tokens.identifierNameForToken(e))))return!1;let t=this.tokens.currentIndex()+1;for(;te.importProcessor,"optionalAccess",e=>e.getGlobalNames,"call",e=>e(),"optionalAccess",e=>e.has,"call",e=>e(kr)]))&&this.extractHoistedCalls()}getHoistedCode(){return 0"".concat(e,"();"))).join(""):""}extractHoistedCalls(){this.tokens.removeToken();let e=!1;for(;this.tokens.matches3(o.dot,o.name,o.parenL);){var t=this.tokens.identifierNameAtIndex(this.tokens.currentIndex()+1);e=(t=xr.includes(t))?(t=this.nameManager.claimFreeName("__jestHoist"),this.hoistedFunctionNames.push(t),this.tokens.replaceToken("function ".concat(t,"(){").concat(kr,".")),this.tokens.copyToken(),this.tokens.copyToken(),this.rootTransformer.processBalancedCode(),this.tokens.copyExpectedToken(o.parenR),this.tokens.appendCode(";}"),!1):(e?this.tokens.copyToken():this.tokens.replaceToken("".concat(kr,".")),this.tokens.copyToken(),this.tokens.copyToken(),this.rootTransformer.processBalancedCode(),this.tokens.copyExpectedToken(o.parenR),!0)}return!0}}class Er extends pe{constructor(e){super(),this.tokens=e}process(){if(this.tokens.matches1(o.num)){var e=this.tokens.currentTokenCode();if(e.includes("_"))return this.tokens.replaceToken(e.replace(/_/g,"")),!0}return!1}}class Dr extends pe{constructor(e,t){super(),this.tokens=e,this.nameManager=t}process(){return!!this.tokens.matches2(o._catch,o.braceL)&&(this.tokens.copyToken(),this.tokens.appendCode(" (".concat(this.nameManager.claimFreeName("e"),")")),!0)}}class _r extends pe{constructor(e,t){super(),this.tokens=e,this.nameManager=t}process(){if(this.tokens.matches1(o.nullishCoalescing)){const e=this.tokens.currentToken();return this.tokens.tokens[e.nullishStartIndex].isAsyncOperation?this.tokens.replaceTokenTrimmingLeftWhitespace(", async () => ("):this.tokens.replaceTokenTrimmingLeftWhitespace(", () => ("),!0}if(this.tokens.matches1(o._delete)&&this.tokens.tokenAtRelativeIndex(1).isOptionalChainStart)return this.tokens.removeInitialToken(),!0;var e=this.tokens.currentToken().subscriptStartIndex;if(null!=e&&this.tokens.tokens[e].isOptionalChainStart&&this.tokens.tokenAtRelativeIndex(-1).type!==o._super){var t=this.nameManager.claimFreeName("_");let n;if(n=(0 delete "):"".concat(t," => ")).concat(t),this.tokens.tokens[e].isAsyncOperation&&(n="async ".concat(n)),this.tokens.matches2(o.questionDot,o.parenL)||this.tokens.matches2(o.questionDot,o.lessThan))this.justSkippedSuper()&&this.tokens.appendCode(".bind(this)"),this.tokens.replaceTokenTrimmingLeftWhitespace(", 'optionalCall', ".concat(n));else if(this.tokens.matches2(o.questionDot,o.bracketL))this.tokens.replaceTokenTrimmingLeftWhitespace(", 'optionalAccess', ".concat(n));else if(this.tokens.matches1(o.questionDot))this.tokens.replaceTokenTrimmingLeftWhitespace(", 'optionalAccess', ".concat(n,"."));else if(this.tokens.matches1(o.dot))this.tokens.replaceTokenTrimmingLeftWhitespace(", 'access', ".concat(n,"."));else if(this.tokens.matches1(o.bracketL))this.tokens.replaceTokenTrimmingLeftWhitespace(", 'access', ".concat(n,"["));else{if(!this.tokens.matches1(o.parenL))throw new Error("Unexpected subscript operator in optional chain.");this.justSkippedSuper()&&this.tokens.appendCode(".bind(this)"),this.tokens.replaceTokenTrimmingLeftWhitespace(", 'call', ".concat(n,"("))}return!0}return!1}isLastSubscriptInChain(){let e=0;for(let t=this.tokens.currentIndex()+1;;t++){if(t>=this.tokens.tokens.length)throw new Error("Reached the end of the code while finding the end of the access chain.");if(this.tokens.tokens[t].isOptionalChainStart?e++:this.tokens.tokens[t].isOptionalChainEnd&&e--,e<0)return!0;if(0===e&&null!=this.tokens.tokens[t].subscriptStartIndex)return!1}}justSkippedSuper(){let e=0,t=this.tokens.currentIndex()-1;for(;;){if(t<0)throw new Error("Reached the start of the code while finding the start of the access 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".concat(e,")")):this.tokens.copyToken(),this.tryProcessCreateClassCall(t),!0):!(!this.tokens.matches3(o.name,o.dot,o.name)||"React"!==this.tokens.identifierName()||"createClass"!==this.tokens.identifierNameAtIndex(this.tokens.currentIndex()+2)||((e=this.importProcessor&&this.importProcessor.getIdentifierReplacement("React")||"React")?this.tokens.replaceToken(e):this.tokens.copyToken(),this.tokens.copyToken(),this.tokens.copyToken(),this.tryProcessCreateClassCall(t),0))}tryProcessCreateClassCall(e){(e=this.findDisplayName(e))&&this.classNeedsDisplayName()&&(this.tokens.copyExpectedToken(o.parenL),this.tokens.copyExpectedToken(o.braceL),this.tokens.appendCode("displayName: '".concat(e,"',")),this.rootTransformer.processBalancedCode(),this.tokens.copyExpectedToken(o.braceR),this.tokens.copyExpectedToken(o.parenR))}findDisplayName(e){return e<2?null:this.tokens.matches2AtIndex(e-2,o.name,o.eq)||2<=e&&this.tokens.tokens[e-2].identifierRole===_.ObjectKey?this.tokens.identifierNameAtIndex(e-2):this.tokens.matches2AtIndex(e-2,o._export,o._default)?this.getDisplayNameFromFilename():null}getDisplayNameFromFilename(){var e,t=(this.options.filePath||"unknown").split("/"),n=(e=t[t.length-1]).lastIndexOf(".");return"index"===(e=-1===n?e:e.slice(0,n))&&t[t.length-2]?t[t.length-2]:e}classNeedsDisplayName(){let e=this.tokens.currentIndex();if(!this.tokens.matches2(o.parenL,o.braceL))return!1;var t=e+1,n=this.tokens.tokens[t].contextId;if(null==n)throw new Error("Expected non-null context ID on object open-brace.");for(;e({variableName:e,uniqueLocalName:e})));return this.extractedDefaultExportName&&t.push({variableName:this.extractedDefaultExportName,uniqueLocalName:"default"}),"\n;(function () {\n  var reactHotLoader = require('react-hot-loader').default;\n  var leaveModule = require('react-hot-loader').leaveModule;\n  if (!reactHotLoader) {\n    return;\n  }\n".concat(t.map((e=>{var{variableName:e,uniqueLocalName:t}=e;return"  reactHotLoader.register(".concat(e,', "').concat(t,'", ').concat(JSON.stringify(this.filePath||""),");")})).join("\n"),"\n  leaveModule(module);\n})();")}process(){return!1}}const Sr=new Set(["break","case","catch","class","const","continue","debugger","default","delete","do","else","export","extends","finally","for","function","if","import","in","instanceof","new","return","super","switch","this","throw","try","typeof","var","void","while","with","yield","enum","implements","interface","let","package","private","protected","public","static","await","false","null","true"]);function Tr(e){if(0!==e.length&&F[e.charCodeAt(0)]){for(let t=1;t" var ".concat(e,";"))).join("");for(const o of this.transformers)e+=o.getHoistedCode();let t="";for(const o of this.transformers)t+=o.getSuffixCode();var n=this.tokens.finish();let r=n.code;if(r.startsWith("#!")){let o=r.indexOf("\n");return-1===o&&(o=r.length,r+="\n"),{code:r.slice(0,o+1)+e+r.slice(o+1)+t,mappings:this.shiftMappings(n.mappings,e.length)}}return{code:e+r+t,mappings:this.shiftMappings(n.mappings,e.length)}}processBalancedCode(){let e=0,t=0;for(;!this.tokens.isAtEnd();){if(this.tokens.matches1(o.braceL)||this.tokens.matches1(o.dollarBraceL))e++;else if(this.tokens.matches1(o.braceR)){if(0===e)return;e--}if(this.tokens.matches1(o.parenL))t++;else if(this.tokens.matches1(o.parenR)){if(0===t)return;t--}this.processToken()}}processToken(){if(this.tokens.matches1(o._class))this.processClass();else{for(const e of this.transformers)if(e.process())return;this.tokens.copyToken()}}processNamedClass(){var e;if(this.tokens.matches2(o._class,o.name))return e=this.tokens.identifierNameAtIndex(this.tokens.currentIndex()+1),this.processClass(),e;throw new Error("Expected identifier for exported class name.")}processClass(){var e=function(e,t,n,a){var i=t.snapshot(),s=function(e){var t=e.currentToken(),n=t.contextId;if(null==n)throw new Error("Expected context ID on class token.");if(null==(t=t.isExpression))throw new Error("Expected isExpression on class token.");let r=null,a=!1;for(e.nextToken(),e.matches1(o.name)&&(r=e.identifierName());!e.matchesContextIdAndLabel(o.braceL,n);)e.matches1(o._extends)&&!e.currentToken().isType&&(a=!0),e.nextToken();return{isExpression:t,className:r,hasSuperclass:a}}(t);let c=[];var u=[],l=[];let f=null;var p=[],d=[],h=t.currentToken().contextId;if(null==h)throw new Error("Expected non-null class context ID on class open-brace.");for(t.nextToken();!t.matchesContextIdAndLabel(o.braceR,h);)if(t.matchesContextual(r._constructor)&&!t.currentToken().isType)({constructorInitializerStatements:c,constructorInsertPos:f}=pr(t));else if(t.matches1(o.semi))a||d.push({start:t.currentIndex(),end:t.currentIndex()+1}),t.nextToken();else if(t.currentToken().isType)t.nextToken();else{var m=t.currentIndex();let i=!1,s=!1,w=!1;for(;dr(t.currentToken());)t.matches1(o._static)&&(i=!0),t.matches1(o.hash)&&(s=!0),(t.matches1(o._declare)||t.matches1(o._abstract))&&(w=!0),t.nextToken();if(i&&t.matches1(o.braceL))fr(t,h);else if(s)fr(t,h);else if(t.matchesContextual(r._constructor)&&!t.currentToken().isType)({constructorInitializerStatements:c,constructorInsertPos:f}=pr(t));else{var g=t.currentIndex(),v=(b=v=void 0,t);if(v.matches1(o.bracketL)){var b=v.currentToken().contextId;if(null==b)throw new Error("Expected class context ID on computed name open bracket.");for(;!v.matchesContextIdAndLabel(o.bracketR,b);)v.nextToken()}if(v.nextToken(),t.matches1(o.lessThan)||t.matches1(o.parenL))fr(t,h);else{for(;t.currentToken().isType;)t.nextToken();if(t.matches1(o.eq)){var y=t.currentIndex(),O=t.currentToken().rhsEndIndex;if(null==O)throw new Error("Expected rhsEndIndex on class field assignment.");for(t.nextToken();t.currentIndex()"".concat(n,".").concat(e,"()")));t?this.tokens.appendCode(", 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\ No newline at end of file
diff --git a/static/js/8.5136d46e.chunk.js b/static/js/8.5136d46e.chunk.js
new file mode 100644
index 0000000..4190077
--- /dev/null
+++ b/static/js/8.5136d46e.chunk.js
@@ -0,0 +1 @@
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Fe=e=>{var[t]=Object(Ve.a)(),r=Object(m.b)(e.top)?0:e.top+30,n=Object(m.b)(e.left)?0:e.left-150,i=e.top||e.left?"absolute":void 0;return Object(ne.jsx)("div",{className:"hyper-link-menu",style:{left:n,top:r,position:i},children:Object(ne.jsxs)(Ae.a,{initialValues:e.config,form:t,size:"small",labelCol:{span:7,offset:0},wrapperCol:{span:17,offset:0},labelAlign:"left",onSubmit:t=>e.onConfirm&&e.onConfirm(t),children:[Object(ne.jsx)(Ae.a.Item,{label:"\u94fe\u63a5\u5730\u5740",field:"href",children:Object(ne.jsx)(Ke.a,{placeholder:"Enter 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Object(ne.jsx)(Ge.b,{popup:()=>Object(ne.jsx)(Fe,{config:t,onConfirm:l,onCancel:s}),position:"bottom",trigger:"click",popupVisible:n,onVisibleChange:e=>{(e&&E(r)||!e)&&i(e)},children:Object(ne.jsx)("span",{className:"hyper-link",onClick:e=>{e.preventDefault()},children:e.children})})};class qe extends Oe{constructor(e,t){super(),this.editor=e,this.readonly=t,this.key=Re,this.popupModel=null,this.onCommand=(e,t,r)=>{if(r&&r.position&&r.marks&&!this.popupModel){let n=r.position,i={...r.marks[Re]||{href:"",blank:!0}};return new Promise((r=>{let l=new ze;(this.popupModel=l).onBeforeDestroy((()=>{this.popupModel=null,r()})),l.mount(Object(ne.jsx)(Fe,{config:i,left:n.left,top:n.top,onConfirm:r=>{i.href=r.href,i.blank=r.blank,he(e,{[t]:i}),l.destroy()},onCancel:()=>{ue(e,[t]),l.destroy()}}))})).catch((()=>{}))}this.popupModel&&(this.popupModel.destroy(),this.popupModel=null)}}destroy(){}match(e){return!!e.leaf[Re]}render(e){var t=Se(e.props.leaf[Re]);return this.readonly?Object(ne.jsx)("a",{className:"hyper-link",href:t.href,target:t.blank?"_blank":void 0,children:e.children}):Object(ne.jsx)(He,{config:t,element:e.element,editor:this.editor,children:e.children})}}let Ue="under-line";class We extends Oe{constructor(){super(...arguments),this.key=Ue,this.onCommand=(e,t,r)=>{(r=r.marks)&&r[t]?ue(e,[t]):he(e,{[t]:!0})}}destroy(){}match(e){return!!e.leaf[Ue]}render(e){return Object(ne.jsx)("u",{children:e.children})}}let Xe="strike-through";class Je extends Oe{constructor(){super(...arguments),this.key=Xe,this.onCommand=(e,t,r)=>{(r=r.marks)&&r[t]?ue(e,[t]):he(e,{[t]:!0})}}destroy(){}match(e){return!!e.leaf[Xe]}render(e){return Object(ne.jsx)("del",{children:e.children})}}let Ye="italic";class Ze extends Oe{constructor(){super(...arguments),this.key=Ye,this.onCommand=(e,t,r)=>{(r=r.marks)&&r[t]?ue(e,[t]):he(e,{[t]:!0})}}destroy(){}match(e){return!!e.leaf[Ye]}render(e){return Object(ne.jsx)("em",{children:e.children})}}r(321);let $e="inline-code";class Qe extends Oe{constructor(){super(...arguments),this.key=$e,this.onCommand=(e,t,r)=>{(r=r.marks)&&r[t]?ue(e,[t]):he(e,{[t]:!0})}}destroy(){}match(e){return!!e.leaf[$e]}render(e){return Object(ne.jsx)("code",{className:"slate-inline-code",children:e.children})}}function et(e){var t,r=1{let n=[],i={};if(x(t,nt)){let l=-1;t.children.forEach(((t,s)=>{if(v(e,t)&&(t=t[it])){let{level:o,start:a}=t,c=(o>l&&(i[o]=0),l=o,i[o]=(i[o]||0)+1,i[o]);c!==a&&n.push((()=>{me(e,{[it]:{level:o,start:c}},{at:[...r,s]})}))}})),h.a.withoutNormalizing(e,(()=>{n.forEach((e=>e()))}))}},st=e=>{var t;E(e,e.selection)&&(t=b(e,{at:e.selection}))&&(t=function(e){let{at:t,key:r,above:n}=1h.a.isBlock(e,t)&&(!r||x(t,r)),at:t,mode:n?"highest":"lowest"});return l?([l,i]=l,{block:l,path:i}):null}(e,{at:t.path,key:nt}))&<(e,t.block,t.path)};class ot extends ye{constructor(e){super(),this.editor=e,this.key=tt,this.onCommand=(e,t,r)=>{Object(m.d)(r)&&r.path&&(e.reflex.isMatchAboveBlockNode(tt,r.path)?(be(e,{at:r.path,wrapKey:tt,pairKey:rt}),st(e)):pe(e,{"ordered-list":!0},{"ordered-list-item":{start:1,level:1}},{at:r.path}))}}destroy(){}match(e){return x(e.element,tt)||x(e.element,rt)}renderLine(e){var t;return x(e.element,tt)?Object(ne.jsx)("ol",{className:"doc-ordered-list",children:e.children}):(t=Se(e.element[rt]),Object(ne.jsx)("li",{className:"doc-ordered-item ordered-li-".concat(t.level),value:t.start,children:e.children}))}onKeyDown(e){var t=this.editor;if(B(e,z,A,T)&&E(t,t.selection)&&I(t,tt,rt)){var 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Object(ne.jsx)("div",{className:"dividing-line-container",children:Object(ne.jsx)("div",{className:Object(s.a)("dividing-line",t&&e&&"selected")})})},ut="dividing-line";class pt extends ye{constructor(){super(...arguments),this.key=ut,this.onCommand=(e,t)=>{h.i.insertNodes(e,{[t]:!0,children:[{text:""}]}),h.i.insertNodes(e,{children:[{text:""}]})}}destroy(){}match(e){return x(e.element,ut)}render(){return Object(ne.jsx)(ht,{})}}r(325);let mt="align";class bt extends ye{constructor(){super(...arguments),this.key=mt,this.onCommand=(e,t,r)=>{Object(m.d)(r)&&!C(e,mt,r.extraKey)&&me(e,{[t]:r.extraKey})}}destroy(){}match(e){return!!e.element[mt]}renderLine(e){var t=e.props.element[mt];return t&&"left"!==t&&e.classList.push("align-"+t),e.children}}r(163);var jt=r(357);let xt="highlight-block",vt=[{background:"var(--arcoblue-3)",border:"var(--arcoblue-6)"},{background:"var(--green-3)",border:"var(--green-6)"},{background:"var(--orange-3)",border:"var(--orange-6)"},{background:"var(--red-3)",border:"var(--red-6)"},{background:"var(--purple-3)",border:"var(--purple-6)"},{background:"var(--gray-3)",border:"var(--gray-6)"},{background:"var(--magenta-3)",border:"var(--magenta-6)"},{background:"var(--pinkpurple-3)",border:"var(--pinkpurple-6)"},{background:"var(--orangered-3)",border:"var(--orangered-6)"},{background:"var(--cyan-3)",border:"var(--cyan-6)"},{background:"var(--lime-3)",border:"var(--lime-6)"},{background:"var(--gold-3)",border:"var(--gold-6)"},{background:"var(--yellow-3)",border:"var(--yellow-6)"}],gt=e=>{let{editor:t,element:r,config:n,readonly:i}=e,l=Object(jt.a)((e=>{var 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diff --git a/static/js/runtime-main.e38364d2.js b/static/js/runtime-main.336512e8.js
similarity index 96%
rename from static/js/runtime-main.e38364d2.js
rename to static/js/runtime-main.336512e8.js
index 35d2965..2362af8 100644
--- a/static/js/runtime-main.e38364d2.js
+++ b/static/js/runtime-main.336512e8.js
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