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",date:"2018-10-10T09:06:20.423Z"}];o["default"].use(k["a"]);var 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i("div",{staticClass:"pensettings"},[i("button",{staticClass:"color",style:e.style,on:{click:e.changeColor}},[e.colorChecked?i("span",{staticClass:"check",style:{borderColor:e.tickColor}}):e._e()])])},le=[];i("a481"),i("28a5");function ce(e){var t=e.replace(/^(rgb|rgba)\(/,"").replace(/\)$/,"").replace(/\s/g,"").split(","),i=t[0],o=t[1],n=t[2];return(299*i+587*o+114*n)/1e3>130?"#000000":"#ffffff"}function ae(e){var t=parseInt(e.replace("#",""),16),i=t>>16&255,o=t>>8&255,n=255&t;return"rgb(".concat(i,", ").concat(o,", ").concat(n,")")}var ye={name:"pen-color",props:["color","checked"],data:function(){return{tickColor:"white",colorChecked:this.checked}},mounted:function(){var e=this;O.$on("colorChanged",function(){e.colorChecked=!1}),O.$on("customColorChanged",function(){e.colorChecked=!1})},computed:{style:function(){return"background-color: 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o("div",{staticClass:"pensettings"},[o("button",{staticClass:"color-picker",style:e.style,on:{click:e.openPicker}},[e.colorChecked?o("span",{staticClass:"check",style:{borderColor:e.tickColor}}):o("img",{attrs:{src:i("b2f4")}})]),o("sketch-picker",{directives:[{name:"show",rawName:"v-show",value:e.showPicker,expression:"showPicker"}],staticClass:"picker",attrs:{id:"color-picker"},on:{input:e.updateColor},model:{value:e.colors,callback:function(t){e.colors=t},expression:"colors"}})],1)},he=[],Fe=i("c345"),ke={name:"color-picker",components:{Sketch:Fe["Sketch"],"sketch-picker":Fe["Sketch"]},data:function(){return{showPicker:!1,colors:"",currentColor:"",colorChecked:!1,tickColor:"white"}},computed:{style:function(){return"background-color: ".concat(this.currentColor)}},mounted:function(){var e=this;O.$on("colorChanged",function(){e.colorChecked=!1,e.showPicker=!1}),O.$on("pointerDown",function(){e.showPicker=!1})},methods:{openPicker:function(){this.showPicker=!this.showPicker,this.colors&&this.updateColor(this.colors)},updateColor:function(e){this.currentColor=e.hex,O.$emit("customColorChanged",this.currentColor),this.colorChecked=!0,this.tickColor=ce(ae(e.hex))}}},ge=ke,ve=(i("8084"),Object(l["a"])(ge,fe,he,!1,null,"28dcfad6",null));ve.options.__file="ColorPicker.vue";var we=ve.exports,xe=function(){var e=this,t=e.$createElement,i=e._self._c||t;return i("div",{staticClass:"notification"},[e._v("\n  Thickness\n  "),i("a",{staticClass:"delete",on:{click:e.hidePanel}}),i("div",{staticClass:"flex-container-thickness"},e._l(e.thicknessSettings,function(e){return i("thickness",{key:e.value,attrs:{itemStyle:e.style,value:e.value,active:1===e.value||""}})}))])},Te=[],Ie=function(){var e=this,t=e.$createElement,i=e._self._c||t;return i("div",{staticClass:"pensettings 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e=this;O.$on("hideThicknessPanel",function(){e.displayThicknessPanel=!1}),O.$on("pointerDown",function(){e.displayThicknessPanel=!1}),O.$on("thicknessUpdated",function(t){e.activeThickness=t}),O.$on("colorChanged",function(){e.disableEraser()}),O.$on("customColorChanged",function(){e.disableEraser()})},methods:{showThicknessPanel:function(){this.displayThicknessPanel=!0,window.innerWidth>430?this.thicknessPanelLeft="".concat(this.$refs.thickness.offsetLeft,"px"):this.thicknessPanelLeft="12px"},enableEraser:function(){document.body.style.cursor="url('static/img/eraser-cursor.cur'), auto",this.eraserDisabled=!1,O.$emit("eraserEnabled")},disableEraser:function(){document.body.style.cursor="initial",this.eraserDisabled=!0,O.$emit("eraserDisabled")}}},je=Pe,Ge=(i("509c"),Object(l["a"])(je,re,se,!1,null,"0513cd2c",null));Ge.options.__file="PenSettings.vue";var De=Ge.exports,Ye={name:"navbar",props:{colors:{type:Array}},components:{Control:ne,PenSetting:De}},Ne=Ye,Je=(i("2c11"),Object(l["a"])(Ne,V,_,!1,null,"4ec6cf9a",null));Je.options.__file="Navbar.vue";var Qe=Je.exports,Le=function(){var e=this,t=e.$createElement,i=e._self._c||t;return i("div",{staticClass:"vueEditor"},[i("div",{ref:"editor",staticClass:"editor",style:{display:e.displayStyle},attrs:{"touch-action":"none"},on:{pointerdown:e.pointerDown,loaded:e.loaded,changed:function(t){e.changed(t)},exported:function(t){e.exported(t)}}}),this.noLogo?e._e():i("div",{staticClass:"editor-logo"})])},He=[],We=(i("f751"),[1,10,100,1e3,1e4,1e5,1e6,1e7,1e8,1e9]);function Ue(e,t){var i;return t||0===t?(i=t>10?We[10]:We[t],Math.round(e*i)/i):e}function Ke(e,t,i){var o=arguments.length>3&&void 0!==arguments[3]?arguments[3]:0,n=arguments.length>4&&void 0!==arguments[4]?arguments[4]:0,r=e;r.changedTouches&&(r=r.changedTouches[0]);var 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Blob([this.exports["application/vnd.openxmlformats-officedocument.presentationml.presentation"]],{type:"application/vnd.openxmlformats-officedocument.presentationml.presentation"});FileSaver.saveAs(t,"myscript-diagram.pptx"),this.saveRequested=!1}},updateColor:function(e){this.currentColor=e,this.editor.penStyle={color:this.currentColor,"-myscript-pen-width":this.currentThickness?this.currentThickness:""}},getStrokeGroups:function(){return this.editor.model.strokeGroups}},mounted:function(){var e=this;this.defaultConfiguration={restConversionState:"DIGITAL_EDIT",triggers:{exportContent:"DEMAND"},recognitionParams:{type:"DIAGRAM",protocol:"REST",apiVersion:"V4",server:{scheme:"https",host:"webdemoapi.myscript.com",applicationKey:"12240847-03f1-4f6a-8774-64ad6e51fb82",hmacKey:"104c326a-2b7b-4f4b-8083-9e7f9553a2b6"},v4:{diagram:{mimeTypes:["image/svg+xml","application/vnd.openxmlformats-officedocument.presentationml.presentation"]}}}},this.editor=C["a"].register(this.$refs.editor,this.defaultConfiguration,void 0,void 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