orchestra-music-score/dist/assets/App.48db2533.js

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F?B.then(this?F.bind(this):F):B}function findInsertionIndex(F){let B=flushIndex+1,D=queue$2.length;for(;B<D;){const R=B+D>>>1;getId(queue$2[R])<F?B=R+1:D=R}return B}function queueJob(F){(!queue$2.length||!queue$2.includes(F,isFlushing&&F.allowRecurse?flushIndex+1:flushIndex))&&F!==currentPreFlushParentJob&&(F.id==null?queue$2.push(F):queue$2.splice(findInsertionIndex(F.id),0,F),queueFlush())}function queueFlush(){!isFlushing&&!isFlushPending&&(isFlushPending=!0,currentFlushPromise=resolvedPromise.then(flushJobs))}function invalidateJob(F){const B=queue$2.indexOf(F);B>flushIndex&&queue$2.splice(B,1)}function queueCb(F,B,D,R){isArray$5(F)?D.push(...F):(!B||!B.includes(F,F.allowRecurse?R+1:R))&&D.push(F),queueFlush()}function queuePreFlushCb(F){queueCb(F,activePreFlushCbs,pendingPreFlushCbs,preFlushIndex)}function queuePostFlushCb(F){queueCb(F,activePostFlushCbs,pendingPostFlushCbs,postFlushIndex)}function 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B=NOOP;try{for(flushIndex=0;flushIndex<queue$2.length;flushIndex++){const D=queue$2[flushIndex];D&&D.active!==!1&&callWithErrorHandling(D,null,14)}}finally{flushIndex=0,queue$2.length=0,flushPostFlushCbs(),isFlushing=!1,currentFlushPromise=null,(queue$2.length||pendingPreFlushCbs.length||pendingPostFlushCbs.length)&&flushJobs(F)}}function emit$1(F,B,...D){if(F.isUnmounted)return;const R=F.vnode.props||EMPTY_OBJ;let G=D;const W=B.startsWith("update:"),q=W&&B.slice(7);if(q&&q in R){const J=`${q==="modelValue"?"model":q}Modifiers`,{number:K,trim:Q}=R[J]||EMPTY_OBJ;Q?G=D.map(te=>te.trim()):K&&(G=D.map(toNumber))}let Z,Y=R[Z=toHandlerKey(B)]||R[Z=toHandlerKey(camelize$1(B))];!Y&&W&&(Y=R[Z=toHandlerKey(hyphenate(B))]),Y&&callWithAsyncErrorHandling(Y,F,6,G);const U=R[Z+"Once"];if(U){if(!F.emitted)F.emitted={};else if(F.emitted[Z])return;F.emitted[Z]=!0,callWithAsyncErrorHandling(U,F,6,G)}}function normalizeEmitsOptions(F,B,D=!1){const R=B.emitsCache,G=R.get(F);if(G!==void 0)return G;const W=F.emits;let q={},Z=!1;if(!isFunction$4(F)){const Y=U=>{const J=normalizeEmitsOptions(U,B,!0);J&&(Z=!0,extend$3(q,J))};!D&&B.mixins.length&&B.mixins.forEach(Y),F.extends&&Y(F.extends),F.mixins&&F.mixins.forEach(Y)}return!W&&!Z?(R.set(F,null),null):(isArray$5(W)?W.forEach(Y=>q[Y]=null):extend$3(q,W),R.set(F,q),q)}function isEmitListener(F,B){return!F||!isOn(B)?!1:(B=B.slice(2).replace(/Once$/,""),hasOwn(F,B[0].toLowerCase()+B.slice(1))||hasOwn(F,hyphenate(B))||hasOwn(F,B))}let currentRenderingInstance=null,currentScopeId=null;function setCurrentRenderingInstance(F){const B=currentRenderingInstance;return currentRenderingInstance=F,currentScopeId=F&&F.type.__scopeId||null,B}function withCtx(F,B=currentRenderingInstance,D){if(!B||F._n)return F;const R=(...G)=>{R._d&&setBlockTracking(-1);const W=setCurrentRenderingInstance(B),q=F(...G);return setCurrentRenderingInstance(W),R._d&&setBlockTracking(1),q};return R._n=!0,R._c=!0,R._d=!0,R}function markAttrsAccessed(){}function renderComponentRoot(F){const{type:B,vnode:D,proxy:R,withProxy:G,props:W,propsOptions:[q],slots:Z,attrs:Y,emit:U,render:J,renderCache:K,data:Q,setupState:te,ctx:re,inheritAttrs:se}=F;let ie,ae;const le=setCurrentRenderingInstance(F);try{if(D.shapeFlag&4){const ce=G||R;ie=normalizeVNode(J.call(ce,ce,K,W,te,Q,re)),ae=Y}else{const ce=B;ie=normalizeVNode(ce.length>1?ce(W,{attrs:Y,slots:Z,emit:U}):ce(W,null)),ae=B.props?Y:getFunctionalFallthrough(Y)}}catch(ce){blockStack.length=0,handleError(ce,F,1),ie=createVNode(Comment)}let ue=ie;if(ae&&se!==!1){const ce=Object.keys(ae),{shapeFlag:de}=ue;ce.length&&de&7&&(q&&ce.some(isModelListener)&&(ae=filterModelListeners(ae,q)),ue=cloneVNode(ue,ae))}return D.dirs&&(ue.dirs=ue.dirs?ue.dirs.concat(D.dirs):D.dirs),D.transition&&(ue.transition=D.transition),ie=ue,setCurrentRenderingInstance(le),ie}const getFunctionalFallthrough=F=>{let B;for(const D in F)(D==="class"||D==="style"||isOn(D))&&((B||(B={}))[D]=F[D]);return B},filterModelListeners=(F,B)=>{const D={};for(const R in F)(!isModelListener(R)||!(R.slice(9)in B))&&(D[R]=F[R]);return D};function shouldUpdateComponent(F,B,D){const{props:R,children:G,component:W}=F,{props:q,children:Z,patchFlag:Y}=B,U=W.emitsOptions;if(B.dirs||B.transition)return!0;if(D&&Y>=0){if(Y&1024)return!0;if(Y&16)return R?hasPropsChanged(R,q,U):!!q;if(Y&8){const J=B.dynamicProps;for(let K=0;K<J.length;K++){const Q=J[K];if(q[Q]!==R[Q]&&!isEmitListener(U,Q))return!0}}}else return(G||Z)&&(!Z||!Z.$stable)?!0:R===q?!1:R?q?hasPropsChanged(R,q,U):!0:!!q;return!1}function hasPropsChanged(F,B,D){const R=Object.keys(B);if(R.length!==Object.keys(F).length)return!0;for(let G=0;G<R.length;G++){const W=R[G];if(B[W]!==F[W]&&!isEmitListener(D,W))return!0}return!1}function updateHOCHostEl({vnode:F,parent:B},D){for(;B&&B.subTree===F;)(F=B.vnode).el=D,B=B.parent}const isSuspense=F=>F.__isSuspense;function queueEffectWithSuspense(F,B){B&&B.pendingBranch?isArray$5(F)?B.effects.push(...F):B.effects.push(F):queuePostFlushCb(F)}function provide(F,B){if(currentInstance){let D=currentInstance.provides;const R=currentInstance.parent&&currentInstance.parent.provides;R===D&&(D=currentInstance.provides=Object.create(R)),D[F]=B}}function inject(F,B,D=!1){const R=currentInstance||currentRenderingInstance;if(R){const G=R.parent==null?R.vnode.appContext&&R.vnode.appContext.provides:R.parent.provides;if(G&&F in G)return G[F];if(arguments.length>1)return D&&isFunction$4(B)?B.call(R.proxy):B}}function watchEffect(F,B){return doWatch(F,null,B)}const INITIAL_WATCHER_VALUE={};function watch(F,B,D){return doWatch(F,B,D)}function doWatch(F,B,{immediate:D,deep:R,flush:G,onTrack:W,onTrigger:q}=EMPTY_OBJ){const Z=currentInstance;let Y,U=!1,J=!1;if(isRef(F)?(Y=()=>F.value,U=isShallow(F)):isReactive(F)?(Y=()=>F,R=!0):isArray$5(F)?(J=!0,U=F.some(isReactive),Y=()=>F.map(ae=>{if(isRef(ae))return ae.value;if(isReactive(ae))return traverse(ae);if(isFunction$4(ae))return callWithErrorHandling(ae,Z,2)})):isFunction$4(F)?B?Y=()=>callWithErrorHandling(F,Z,2):Y=()=>{if(!(Z&&Z.isUnmounted))return K&&K(),callWithAsyncErrorHandling(F,Z,3,[Q])}:Y=NOOP,B&&R){const ae=Y;Y=()=>traverse(ae())}let K,Q=ae=>{K=ie.onStop=()=>{callWithErrorHandling(ae,Z,4)}};if(isInSSRComponentSetup)return Q=NOOP,B?D&&callWithAsyncErrorHandling(B,Z,3,[Y(),J?[]:void 0,Q]):Y(),NOOP;let te=J?[]:INITIAL_WATCHER_VALUE;const re=()=>{if(!!ie.active)if(B){const ae=ie.run();(R||U||(J?ae.some((le,ue)=>hasChanged(le,te[ue])):hasChanged(ae,te)))&&(K&&K(),callWithAsyncErrorHandling(B,Z,3,[ae,te===INITIAL_WATCHER_VALUE?void 0:te,Q]),te=ae)}else ie.run()};re.allowRecurse=!!B;let se;G==="sync"?se=re:G==="post"?se=()=>queuePostRenderEffect(re,Z&&Z.suspense):se=()=>{!Z||Z.isMounted?queuePreFlushCb(re):re()};const ie=new ReactiveEffect(Y,se);return B?D?re():te=ie.run():G==="post"?queuePostRenderEffect(ie.run.bind(ie),Z&&Z.suspense):ie.run(),()=>{ie.stop(),Z&&Z.scope&&remove$7(Z.scope.effects,ie)}}function instanceWatch(F,B,D){const R=this.proxy,G=isString(F)?F.includes(".")?createPathGetter(R,F):()=>R[F]:F.bind(R,R);let W;isFunction$4(B)?W=B:(W=B.handler,D=B);const q=currentInstance;setCurrentInstance(this);const Z=doWatch(G,W.bind(R),D);return q?setCurrentInstance(q):unsetCurrentInstance(),Z}function createPathGetter(F,B){const D=B.split(".");return()=>{let R=F;for(let G=0;G<D.length&&R;G++)R=R[D[G]];return R}}function traverse(F,B){if(!isObject$4(F)||F.__v_skip||(B=B||new Set,B.has(F)))return F;if(B.add(F),isRef(F))traverse(F.value,B);else if(isArray$5(F))for(let D=0;D<F.length;D++)traverse(F[D],B);else if(isSet(F)||isMap(F))F.forEach(D=>{traverse(D,B)});else if(isPlainObject$2(F))for(const D in F)traverse(F[D],B);return F}function useTransitionState(){const F={isMounted:!1,isLeaving:!1,isUnmounting:!1,leavingVNodes:new Map};return onMounted(()=>{F.isMounted=!0}),onBeforeUnmount(()=>{F.isUnmounting=!0}),F}const TransitionHookValidator=[Function,Array],BaseTransitionImpl={name:"BaseTransition",props:{mode:String,appear:Boolean,persisted:Boolean,onBeforeEnter:TransitionHookValidator,onEnter:TransitionHookValidator,onAfterEnter:TransitionHookValidator,onEnterCancelled:TransitionHookValidator,onBeforeLeave:TransitionHookValidator,onLeave:TransitionHookValidator,onAfterLeave:TransitionHookValidator,onLeaveCancelled:TransitionHookValidator,onBeforeAppear:TransitionHookValidator,onAppear:TransitionHookValidator,onAfterAppear:TransitionHookValidator,onAppearCancelled:TransitionHookValidator},setup(F,{slots:B}){const D=getCurrentInstance(),R=useTransitionState();let G;return()=>{const W=B.default&&getTransitionRawChildren(B.default(),!0);if(!W||!W.length)return;let q=W[0];if(W.length>1){for(const se of W)if(se.type!==Comment){q=se;break}}const Z=toRaw(F),{mode:Y}=Z;if(R.isLeaving)return emptyPlaceholder(q);const U=getKeepAliveChild(q);if(!U)return emptyPlaceholder(q);const J=resolveTransitionHooks(U,Z,R,D);setTransitionHooks(U,J);const K=D.subTree,Q=K&&getKeepAliveChild(K);let te=!1;const{getTransitionKey:re}=U.type;if(re){const se=re();G===void 0?G=se:se!==G&&(G=se,te=!0)}if(Q&&Q.type!==Comment&&(!isSameVNodeType(U,Q)||te)){const se=resolveTransitionHooks(Q,Z,R,D);if(setTransitionHooks(Q,se),Y==="out-in")return R.isLeaving=!0,se.afterLeave=()=>{R.isLeaving=!1,D.update()},emptyPlaceholder(q);Y==="in-out"&&U.type!==Comment&&(se.delayLeave=(ie,ae,le)=>{const ue=getLeavingNodesForType(R,Q);ue[String(Q.key)]=Q,ie._leaveCb=()=>{ae(),ie._leaveCb=void 0,delete J.delayedLeave},J.delayedLeave=le})}return q}}},BaseTransition=BaseTransitionImpl;function getLeavingNodesForType(F,B){const{leavingVNodes:D}=F;let R=D.get(B.type);return R||(R=Object.create(null),D.set(B.type,R)),R}function resolveTransitionHooks(F,B,D,R){const{appear:G,mode:W,persisted:q=!1,onBeforeEnter:Z,onEnter:Y,onAfterEnter:U,onEnterCancelled:J,onBeforeLeave:K,onLeave:Q,onAfterLeave:te,onLeaveCancelled:re,onBeforeAppear:se,onAppear:ie,onAfterAppear:ae,onAppearCancelled:le}=B,ue=String(F.key),ce=getLeavingNodesForType(D,F),de=(he,me)=>{he&&callWithAsyncErrorHandling(he,R,9,me)},ve={mode:W,persisted:q,beforeEnter(he){let me=Z;if(!D.isMounted)if(G)me=se||Z;else return;he._leaveCb&&he._leaveCb(!0);const be=ce[ue];be&&isSameVNodeType(F,be)&&be.el._leaveCb&&be.el._leaveCb(),de(me,[he])},enter(he){let me=Y,be=U,xe=J;if(!D.isMounted)if(G)me=ie||Y,be=ae||U,xe=le||J;else return;let Ae=!1;const Pe=he._enterCb=ze=>{Ae||(Ae=!0,ze?de(xe,[he]):de(be,[he]),ve.delayedLeave&&ve.delayedLeave(),he._enterCb=void 0)};me?(me(he,Pe),me.length<=1&&Pe()):Pe()},leave(he,me){const be=String(F.key);if(he._enterCb&&he._enterCb(!0),D.isUnmounting)return me();de(K,[he]);let xe=!1;const Ae=he._leaveCb=Pe=>{xe||(xe=!0,me(),Pe?de(re,[he]):de(te,[he]),he._leaveCb=void 0,ce[be]===F&&delete ce[be])};ce[be]=F,Q?(Q(he,Ae),Q.length<=1&&Ae()):Ae()},clone(he){return resolveTransitionHooks(he,B,D,R)}};return ve}function emptyPlaceholder(F){if(isKeepAlive(F))return F=cloneVNode(F),F.children=null,F}function getKeepAliveChild(F){return isKeepAlive(F)?F.children?F.children[0]:void 0:F}function setTransitionHooks(F,B){F.shapeFlag&6&&F.component?setTransitionHooks(F.component.subTree,B):F.shapeFlag&128?(F.ssContent.transition=B.clone(F.ssContent),F.ssFallback.transition=B.clone(F.ssFallback)):F.transition=B}function getTransitionRawChildren(F,B=!1,D){let R=[],G=0;for(let W=0;W<F.length;W++){let q=F[W];const Z=D==null?q.key:String(D)+String(q.key!=null?q.key:W);q.type===Fragment?(q.patchFlag&128&&G++,R=R.concat(getTransitionRawChildren(q.children,B,Z))):(B||q.type!==Comment)&&R.push(Z!=null?cloneVNode(q,{key:Z}):q)}if(G>1)for(let W=0;W<R.length;W++)R[W].patchFlag=-2;return R}function defineComponent(F){return isFunction$4(F)?{setup:F,name:F.name}:F}const isAsyncWrapper=F=>!!F.type.__asyncLoader,isKeepAlive=F=>F.type.__isKeepAlive;function onActivated(F,B){registerKeepAliveHook(F,"a",B)}function onDeactivated(F,B){registerKeepAliveHook(F,"da",B)}function registerKeepAliveHook(F,B,D=currentInstance){const R=F.__wdc||(F.__wdc=()=>{let G=D;for(;G;){if(G.isDeactivated)return;G=G.parent}return F()});if(injectHook(B,R,D),D){let G=D.parent;for(;G&&G.parent;)isKeepAlive(G.parent.vnode)&&injectToKeepAliveRoot(R,B,D,G),G=G.parent}}function injectToKeepAliveRoot(F,B,D,R){const G=injectHook(B,F,R,!0);onUnmounted(()=>{remove$7(R[B],G)},D)}function injectHook(F,B,D=currentInstance,R=!1){if(D){const G=D[F]||(D[F]=[]),W=B.__weh||(B.__weh=(...q)=>{if(D.isUnmounted)return;pauseTracking(),setCurrentInstance(D);const Z=callWithAsyncErrorHandling(B,D,F,q);return unsetCurrentInstance(),resetTracking(),Z});return R?G.unshift(W):G.push(W),W}}const createHook=F=>(B,D=currentInstance)=>(!isInSSRComponentSetup||F==="sp")&&injectHook(F,B,D),onBeforeMount=createHook("bm"),onMounted=createHook("m"),onBeforeUpdate=createHook("bu"),onUpdated=createHook("u"),onBeforeUnmount=createHook("bum"),onUnmounted=createHook("um"),onServerPrefetch=createHook("sp"),onRenderTriggered=createHook("rtg"),onRenderTracked=createHook("rtc");function onErrorCaptured(F,B=currentInstance){injectHook("ec",F,B)}let shouldCacheAccess=!0;function applyOptions(F){const B=resolveMergedOptions(F),D=F.proxy,R=F.ctx;shouldCacheAccess=!1,B.beforeCreate&&callHook$1(B.beforeCreate,F,"bc");const{data:G,computed:W,methods:q,watch:Z,provide:Y,inject:U,created:J,beforeMount:K,mounted:Q,beforeUpdate:te,updated:re,activated:se,deactivated:ie,beforeDestroy:ae,beforeUnmount:le,destroyed:ue,unmounted:ce,render:de,renderTracked:ve,renderTriggered:he,errorCaptured:me,serverPrefetch:be,expose:xe,inheritAttrs:Ae,components:Pe,directives:ze,filters:ge}=B;if(U&&resolveInjections(U,R,null,F.appContext.config.unwrapInjectedRef),q)for(const Se in q){const we=q[Se];isFunction$4(we)&&(R[Se]=we.bind(D))}if(G){const Se=G.call(D,D);isObject$4(Se)&&(F.data=reactive(Se))}if(shouldCacheAccess=!0,W)for(const Se in W){const we=W[Se],Me=isFunction$4(we)?we.bind(D,D):isFunction$4(we.get)?we.get.bind(D,D):NOOP,Ne=!isFunction$4(we)&&isFunction$4(we.set)?we.set.bind(D):NOOP,Be=computed({get:Me,set:Ne});Object.defineProperty(R,Se,{enumerable:!0,configurable:!0,get:()=>Be.value,set:Le=>Be.value=Le})}if(Z)for(const Se in Z)createWatcher(Z[Se],R,D,Se);if(Y){const Se=isFunction$4(Y)?Y.call(D):Y;Reflect.ownKeys(Se).forEach(we=>{provide(we,Se[we])})}J&&callHook$1(J,F,"c");function Xe(Se,we){isArray$5(we)?we.forEach(Me=>Se(Me.bind(D))):we&&Se(we.bind(D))}if(Xe(onBeforeMount,K),Xe(onMounted,Q),Xe(onBeforeUpdate,te),Xe(onUpdated,re),Xe(onActivated,se),Xe(onDeactivated,ie),Xe(onErrorCaptured,me),Xe(onRenderTracked,ve),Xe(onRenderTriggered,he),Xe(onBeforeUnmount,le),Xe(onUnmounted,ce),Xe(onServerPrefetch,be),isArray$5(xe))if(xe.length){const Se=F.exposed||(F.exposed={});xe.forEach(we=>{Object.defineProperty(Se,we,{get:()=>D[we],set:Me=>D[we]=Me})})}else F.exposed||(F.exposed={});de&&F.render===NOOP&&(F.render=de),Ae!=null&&(F.inheritAttrs=Ae),Pe&&(F.components=Pe),ze&&(F.directives=ze)}function resolveInjections(F,B,D=NOOP,R=!1){isArray$5(F)&&(F=normalizeInject(F));for(const G in F){const W=F[G];let q;isObject$4(W)?"default"in W?q=inject(W.from||G,W.default,!0):q=inject(W.from||G):q=inject(W),isRef(q)&&R?Object.defineProperty(B,G,{enumerable:!0,configurable:!0,get:()=>q.value,set:Z=>q.value=Z}):B[G]=q}}function callHook$1(F,B,D){callWithAsyncErrorHandling(isArray$5(F)?F.map(R=>R.bind(B.proxy)):F.bind(B.proxy),B,D)}function createWatcher(F,B,D,R){const G=R.includes(".")?createPathGetter(D,R):()=>D[R];if(isString(F)){const W=B[F];isFunction$4(W)&&watch(G,W)}else if(isFunction$4(F))watch(G,F.bind(D));else if(isObject$4(F))if(isArray$5(F))F.forEach(W=>createWatcher(W,B,D,R));else{const W=isFunction$4(F.handler)?F.handler.bind(D):B[F.handler];isFunction$4(W)&&watch(G,W,F)}}function resolveMergedOptions(F){const B=F.type,{mixins:D,extends:R}=B,{mixins:G,optionsCache:W,config:{optionMergeStrategies:q}}=F.appContext,Z=W.get(B);let Y;return Z?Y=Z:!G.length&&!D&&!R?Y=B:(Y={},G.length&&G.forEach(U=>mergeOptions$1(Y,U,q,!0)),mergeOptions$1(Y,B,q)),W.set(B,Y),Y}function mergeOptions$1(F,B,D,R=!1){const{mixins:G,extends:W}=B;W&&mergeOptions$1(F,W,D,!0),G&&G.forEach(q=>mergeOptions$1(F,q,D,!0));for(const q in B)if(!(R&&q==="expose")){const Z=internalOptionMergeStrats[q]||D&&D[q];F[q]=Z?Z(F[q],B[q]):B[q]}return F}const internalOptionMergeStrats={data:mergeDataFn,props:mergeObjectOptions,emits:mergeObjectOptions,methods:mergeObjectOptions,computed:mergeObjectOptions,beforeCreate:mergeAsArray,created:mergeAsArray,beforeMount:mergeAsArray,mounted:mergeAsArray,beforeUpdate:mergeAsArray,updated:mergeAsArray,beforeDestroy:mergeAsArray,beforeUnmount:mergeAsArray,destroyed:mergeAsArray,unmounted:mergeAsArray,activated:mergeAsArray,deactivated:mergeAsArray,errorCaptured:mergeAsArray,serverPrefetch:mergeAsArray,components:mergeObjectOptions,directives:mergeObjectOptions,watch:mergeWatchOptions,provide:mergeDataFn,inject:mergeInject};function mergeDataFn(F,B){return B?F?function(){return extend$3(isFunction$4(F)?F.call(this,this):F,isFunction$4(B)?B.call(this,this):B)}:B:F}function mergeInject(F,B){return mergeObjectOptions(normalizeInject(F),normalizeInject(B))}function normalizeInject(F){if(isArray$5(F)){const B={};for(let D=0;D<F.length;D++)B[F[D]]=F[D];return B}return F}function mergeAsArray(F,B){return F?[...new Set([].concat(F,B))]:B}function mergeObjectOptions(F,B){return F?extend$3(extend$3(Object.create(null),F),B):B}function mergeWatchOptions(F,B){if(!F)return B;if(!B)return F;const D=extend$3(Object.create(null),F);for(const R in B)D[R]=mergeAsArray(F[R],B[R]);return D}function initProps(F,B,D,R=!1){const G={},W={};def(W,InternalObjectKey,1),F.propsDefaults=Object.create(null),setFullProps(F,B,G,W);for(const q in F.propsOptions[0])q in G||(G[q]=void 0);D?F.props=R?G:shallowReactive(G):F.type.props?F.props=G:F.props=W,F.attrs=W}function updateProps(F,B,D,R){const{props:G,attrs:W,vnode:{patchFlag:q}}=F,Z=toRaw(G),[Y]=F.propsOptions;let U=!1;if((R||q>0)&&!(q&16)){if(q&8){const J=F.vnode.dynamicProps;for(let K=0;K<J.length;K++){let Q=J[K];if(isEmitListener(F.emitsOptions,Q))continue;const te=B[Q];if(Y)if(hasOwn(W,Q))te!==W[Q]&&(W[Q]=te,U=!0);else{const re=camelize$1(Q);G[re]=resolvePropValue(Y,Z,re,te,F,!1)}else te!==W[Q]&&(W[Q]=te,U=!0)}}}else{setFullProps(F,B,G,W)&&(U=!0);let 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Y={__v_isVNode:!0,__v_skip:!0,type:F,props:B,key:B&&normalizeKey(B),ref:B&&normalizeRef(B),scopeId:currentScopeId,slotScopeIds:null,children:D,component:null,suspense:null,ssContent:null,ssFallback:null,dirs:null,transition:null,el:null,anchor:null,target:null,targetAnchor:null,staticCount:0,shapeFlag:W,patchFlag:R,dynamicProps:G,dynamicChildren:null,appContext:null};return Z?(normalizeChildren(Y,D),W&128&&F.normalize(Y)):D&&(Y.shapeFlag|=isString(D)?8:16),isBlockTreeEnabled>0&&!q&&currentBlock&&(Y.patchFlag>0||W&6)&&Y.patchFlag!==32&&currentBlock.push(Y),Y}const createVNode=_createVNode;function _createVNode(F,B=null,D=null,R=0,G=null,W=!1){if((!F||F===NULL_DYNAMIC_COMPONENT)&&(F=Comment),isVNode(F)){const Z=cloneVNode(F,B,!0);return D&&normalizeChildren(Z,D),Z}if(isClassComponent(F)&&(F=F.__vccOpts),B){B=guardReactiveProps(B);let{class:Z,style:Y}=B;Z&&!isString(Z)&&(B.class=normalizeClass(Z)),isObject$4(Y)&&(isProxy(Y)&&!isArray$5(Y)&&(Y=extend$3({},Y)),B.style=normalizeStyle(Y))}const q=isString(F)?1:isSuspense(F)?128:isTeleport(F)?64:isObject$4(F)?4:isFunction$4(F)?2:0;return createBaseVNode(F,B,D,R,G,q,W,!0)}function guardReactiveProps(F){return F?isProxy(F)||InternalObjectKey in F?extend$3({},F):F:null}function cloneVNode(F,B,D=!1){const{props:R,ref:G,patchFlag:W,children:q}=F,Z=B?mergeProps(R||{},B):R;return{__v_isVNode:!0,__v_skip:!0,type:F.type,props:Z,key:Z&&normalizeKey(Z),ref:B&&B.ref?D&&G?isArray$5(G)?G.concat(normalizeRef(B)):[G,normalizeRef(B)]:normalizeRef(B):G,scopeId:F.scopeId,slotScopeIds:F.slotScopeIds,children:q,target:F.target,targetAnchor:F.targetAnchor,staticCount:F.staticCount,shapeFlag:F.shapeFlag,patchFlag:B&&F.type!==Fragment?W===-1?16:W|16:W,dynamicProps:F.dynamicProps,dynamicChildren:F.dynamicChildren,appContext:F.appContext,dirs:F.dirs,transition:F.transition,component:F.component,suspense:F.suspense,ssContent:F.ssContent&&cloneVNode(F.ssContent),ssFallback:F.ssFallback&&cloneVNode(F.ssFallback),el:F.el,anchor:F.anchor}}function createTextVNode(F=" ",B=0){return createVNode(Text,null,F,B)}function normalizeVNode(F){return F==null||typeof F=="boolean"?createVNode(Comment):isArray$5(F)?createVNode(Fragment,null,F.slice()):typeof 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q[B]=1,R[B];if(G!==EMPTY_OBJ&&hasOwn(G,B))return q[B]=2,G[B];if((U=F.propsOptions[0])&&hasOwn(U,B))return q[B]=3,W[B];if(D!==EMPTY_OBJ&&hasOwn(D,B))return q[B]=4,D[B];shouldCacheAccess&&(q[B]=0)}}const J=publicPropertiesMap[B];let K,Q;if(J)return B==="$attrs"&&track(F,"get",B),J(F);if((K=Z.__cssModules)&&(K=K[B]))return K;if(D!==EMPTY_OBJ&&hasOwn(D,B))return q[B]=4,D[B];if(Q=Y.config.globalProperties,hasOwn(Q,B))return Q[B]},set({_:F},B,D){const{data:R,setupState:G,ctx:W}=F;return G!==EMPTY_OBJ&&hasOwn(G,B)?(G[B]=D,!0):R!==EMPTY_OBJ&&hasOwn(R,B)?(R[B]=D,!0):hasOwn(F.props,B)||B[0]==="$"&&B.slice(1)in F?!1:(W[B]=D,!0)},has({_:{data:F,setupState:B,accessCache:D,ctx:R,appContext:G,propsOptions:W}},q){let Z;return!!D[q]||F!==EMPTY_OBJ&&hasOwn(F,q)||B!==EMPTY_OBJ&&hasOwn(B,q)||(Z=W[0])&&hasOwn(Z,q)||hasOwn(R,q)||hasOwn(publicPropertiesMap,q)||hasOwn(G.config.globalProperties,q)},defineProperty(F,B,D){return D.get!=null?F._.accessCache[B]=0:hasOwn(D,"value")&&this.set(F,B,D.value,null),Reflect.defineProperty(F,B,D)}},emptyAppContext=createAppContext();let uid$1=0;function createComponentInstance(F,B,D){const R=F.type,G=(B?B.appContext:F.appContext)||emptyAppContext,W={uid:uid$1++,vnode:F,type:R,parent:B,appContext:G,root:null,next:null,subTree:null,effect:null,update:null,scope:new EffectScope(!0),render:null,proxy:null,exposed:null,exposeProxy:null,withProxy:null,provides:B?B.provides:Object.create(G.provides),accessCache:null,renderCache:[],components:null,directives:null,propsOptions:normalizePropsOptions(R,G),emitsOptions:normalizeEmitsOptions(R,G),emit:null,emitted:null,propsDefaults:EMPTY_OBJ,inheritAttrs:R.inheritAttrs,ctx:EMPTY_OBJ,data:EMPTY_OBJ,props:EMPTY_OBJ,attrs:EMPTY_OBJ,slots:EMPTY_OBJ,refs:EMPTY_OBJ,setupState:EMPTY_OBJ,setupContext:null,suspense:D,suspenseId:D?D.pendingId:0,asyncDep:null,asyncResolved:!1,isMounted:!1,isUnmounted:!1,isDeactivated:!1,bc:null,c:null,bm:null,m:null,bu:null,u:null,um:null,bum:null,da:null,a:null,rtg:null,rtc:null,ec:null,sp:null};return W.ctx={_:W},W.root=B?B.root:W,W.emit=emit$1.bind(null,W),F.ce&&F.ce(W),W}let currentInstance=null;const 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B;if(optionsModifierRE.test(F)){B={};let D;for(;D=F.match(optionsModifierRE);)F=F.slice(0,F.length-D[0].length),B[D[0].toLowerCase()]=!0}return[hyphenate(F.slice(2)),B]}function createInvoker(F,B){const D=R=>{const G=R.timeStamp||_getNow();(skipTimestampCheck||G>=D.attached-1)&&callWithAsyncErrorHandling(patchStopImmediatePropagation(R,D.value),B,5,[R])};return D.value=F,D.attached=getNow(),D}function patchStopImmediatePropagation(F,B){if(isArray$5(B)){const D=F.stopImmediatePropagation;return F.stopImmediatePropagation=()=>{D.call(F),F._stopped=!0},B.map(R=>G=>!G._stopped&&R&&R(G))}else return B}const nativeOnRE=/^on[a-z]/,patchProp=(F,B,D,R,G=!1,W,q,Z,Y)=>{B==="class"?patchClass(F,R,G):B==="style"?patchStyle(F,D,R):isOn(B)?isModelListener(B)||patchEvent(F,B,D,R,q):(B[0]==="."?(B=B.slice(1),!0):B[0]==="^"?(B=B.slice(1),!1):shouldSetAsProp(F,B,R,G))?patchDOMProp(F,B,R,W,q,Z,Y):(B==="true-value"?F._trueValue=R:B==="false-value"&&(F._falseValue=R),patchAttr(F,B,R,G))};function shouldSetAsProp(F,B,D,R){return R?!!(B==="innerHTML"||B==="textContent"||B in F&&nativeOnRE.test(B)&&isFunction$4(D)):B==="spellcheck"||B==="draggable"||B==="translate"||B==="form"||B==="list"&&F.tagName==="INPUT"||B==="type"&&F.tagName==="TEXTAREA"||nativeOnRE.test(B)&&isString(D)?!1:B in F}const TRANSITION="transition",ANIMATION="animation",Transition=(F,{slots:B})=>h$b(BaseTransition,resolveTransitionProps(F),B);Transition.displayName="Transition";const DOMTransitionPropsValidators={name:String,type:String,css:{type:Boolean,default:!0},duration:[String,Number,Object],enterFromClass:String,enterActiveClass:String,enterToClass:String,appearFromClass:String,appearActiveClass:String,appearToClass:String,leaveFromClass:String,leaveActiveClass:String,leaveToClass:String},TransitionPropsValidators=Transition.props=extend$3({},BaseTransition.props,DOMTransitionPropsValidators),callHook=(F,B=[])=>{isArray$5(F)?F.forEach(D=>D(...B)):F&&F(...B)},hasExplicitCallback=F=>F?isArray$5(F)?F.some(B=>B.length>1):F.length>1:!1;function resolveTransitionProps(F){const B={};for(const Pe in F)Pe in DOMTransitionPropsValidators||(B[Pe]=F[Pe]);if(F.css===!1)return 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J=null,K=0,Q=0;B===TRANSITION?q>0&&(J=TRANSITION,K=q,Q=W.length):B===ANIMATION?U>0&&(J=ANIMATION,K=U,Q=Y.length):(K=Math.max(q,U),J=K>0?q>U?TRANSITION:ANIMATION:null,Q=J?J===TRANSITION?W.length:Y.length:0);const te=J===TRANSITION&&/\b(transform|all)(,|$)/.test(D[TRANSITION+"Property"]);return{type:J,timeout:K,propCount:Q,hasTransform:te}}function getTimeout(F,B){for(;F.length<B.length;)F=F.concat(F);return Math.max(...B.map((D,R)=>toMs(D)+toMs(F[R])))}function toMs(F){return Number(F.slice(0,-1).replace(",","."))*1e3}function forceReflow(){return document.body.offsetHeight}const positionMap=new WeakMap,newPositionMap=new WeakMap,TransitionGroupImpl={name:"TransitionGroup",props:extend$3({},TransitionPropsValidators,{tag:String,moveClass:String}),setup(F,{slots:B}){const D=getCurrentInstance(),R=useTransitionState();let G,W;return onUpdated(()=>{if(!G.length)return;const q=F.moveClass||`${F.name||"v"}-move`;if(!hasCSSTransform(G[0].el,D.vnode.el,q))return;G.forEach(callPendingCbs),G.forEach(recordPosition);const Z=G.filter(applyTranslation);forceReflow(),Z.forEach(Y=>{const U=Y.el,J=U.style;addTransitionClass(U,q),J.transform=J.webkitTransform=J.transitionDuration="";const K=U._moveCb=Q=>{Q&&Q.target!==U||(!Q||/transform$/.test(Q.propertyName))&&(U.removeEventListener("transitionend",K),U._moveCb=null,removeTransitionClass(U,q))};U.addEventListener("transitionend",K)})}),()=>{const q=toRaw(F),Z=resolveTransitionProps(q);let Y=q.tag||Fragment;G=W,W=B.default?getTransitionRawChildren(B.default()):[];for(let U=0;U<W.length;U++){const J=W[U];J.key!=null&&setTransitionHooks(J,resolveTransitionHooks(J,Z,R,D))}if(G)for(let U=0;U<G.length;U++){const J=G[U];setTransitionHooks(J,resolveTransitionHooks(J,Z,R,D)),positionMap.set(J,J.el.getBoundingClientRect())}return createVNode(Y,null,W)}}},TransitionGroup=TransitionGroupImpl;function callPendingCbs(F){const B=F.el;B._moveCb&&B._moveCb(),B._enterCb&&B._enterCb()}function recordPosition(F){newPositionMap.set(F,F.el.getBoundingClientRect())}function applyTranslation(F){const B=positionMap.get(F),D=newPositionMap.get(F),R=B.left-D.left,G=B.top-D.top;if(R||G){const W=F.el.style;return W.transform=W.webkitTransform=`translate(${R}px,${G}px)`,W.transitionDuration="0s",F}}function hasCSSTransform(F,B,D){const R=F.cloneNode();F._vtc&&F._vtc.forEach(q=>{q.split(/\s+/).forEach(Z=>Z&&R.classList.remove(Z))}),D.split(/\s+/).forEach(q=>q&&R.classList.add(q)),R.style.display="none";const G=B.nodeType===1?B:B.parentNode;G.appendChild(R);const{hasTransform:W}=getTransitionInfo(R);return G.removeChild(R),W}const 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createVNode("div",{class:bem$x("icon")},[D.icon()]);if(F.icon)return createVNode(Icon,{name:F.icon,class:bem$x("icon"),classPrefix:F.iconPrefix},null)},q=()=>{var U;if(F.loading?U=F.loadingText:U=D.default?D.default():F.text,U)return createVNode("span",{class:bem$x("text")},[U])},Z=()=>{var{color:U,plain:J}=F;if(U){var K={color:J?U:"white"};return J||(K.background=U),U.includes("gradient")?K.border=0:K.borderColor=U,K}},Y=U=>{F.loading?U.preventDefault():F.disabled||(B("click",U),R())};return()=>{var{tag:U,type:J,size:K,block:Q,round:te,plain:re,square:se,loading:ie,disabled:ae,hairline:le,nativeType:ue,iconPosition:ce}=F,de=[bem$x([J,K,{plain:re,block:Q,round:te,square:se,loading:ie,disabled:ae,hairline:le}]),{[BORDER_SURROUND]:le}];return createVNode(U,{type:ue,class:de,style:Z(),disabled:ae,onClick:Y},{default:()=>[createVNode("div",{class:bem$x("content")},[ce==="left"&&W(),q(),ce==="right"&&W()])]})}}}),Button=withInstall(_Button),[name$w,bem$w]=createNamespace("action-bar-button"),_ActionBarButton=defineComponent({name:name$w,props:extend$2({},routeProps,{type:String,text:String,icon:String,color:String,loading:Boolean,disabled:Boolean}),setup(F,{slots:B}){var D=useRoute(),{parent:R,index:G}=useParent(ACTION_BAR_KEY),W=computed(()=>{if(R){var Z=R.children[G.value-1];return!(Z&&"isButton"in Z)}}),q=computed(()=>{if(R){var Z=R.children[G.value+1];return!(Z&&"isButton"in Z)}});return useExpose({isButton:!0}),()=>{var{type:Z,icon:Y,text:U,color:J,loading:K,disabled:Q}=F;return createVNode(Button,{class:bem$w([Z,{last:q.value,first:W.value}]),size:"large",type:Z,icon:Y,color:J,loading:K,disabled:Q,onClick:D},{default:()=>[B.default?B.default():U]})}}}),ActionBarButton=withInstall(_ActionBarButton),popupSharedProps={show:Boolean,zIndex:[Number,String],overlay:truthProp,duration:[Number,String],teleport:[String,Object],lockScroll:truthProp,lazyRender:truthProp,overlayStyle:Object,overlayClass:unknownProp,transitionAppear:Boolean,closeOnClickOverlay:truthProp},popupSharedPropKeys=Object.keys(popupSharedProps),MIN_DISTANCE=10;function getDirection(F,B){return F>B&&F>MIN_DISTANCE?"horizontal":B>F&&B>MIN_DISTANCE?"vertical":""}function useTouch(){var F=ref(0),B=ref(0),D=ref(0),R=ref(0),G=ref(0),W=ref(0),q=ref(""),Z=()=>q.value==="vertical",Y=()=>q.value==="horizontal",U=()=>{D.value=0,R.value=0,G.value=0,W.value=0,q.value=""},J=Q=>{U(),F.value=Q.touches[0].clientX,B.value=Q.touches[0].clientY},K=Q=>{var te=Q.touches[0];D.value=te.clientX<0?0:te.clientX-F.value,R.value=te.clientY-B.value,G.value=Math.abs(D.value),W.value=Math.abs(R.value),q.value||(q.value=getDirection(G.value,W.value))};return{move:K,start:J,reset:U,startX:F,startY:B,deltaX:D,deltaY:R,offsetX:G,offsetY:W,direction:q,isVertical:Z,isHorizontal:Y}}var totalLockCount=0,BODY_LOCK_CLASS="van-overflow-hidden";function useLockScroll(F,B){var D=useTouch(),R=Y=>{D.move(Y);var U=D.deltaY.value>0?"10":"01",J=getScrollParent$1(Y.target,F.value),{scrollHeight:K,offsetHeight:Q,scrollTop:te}=J,re="11";te===0?re=Q>=K?"00":"01":te+Q>=K&&(re="10"),re!=="11"&&D.isVertical()&&!(parseInt(re,2)&parseInt(U,2))&&preventDefault(Y,!0)},G=()=>{document.addEventListener("touchstart",D.start),document.addEventListener("touchmove",R,{passive:!1}),totalLockCount||document.body.classList.add(BODY_LOCK_CLASS),totalLockCount++},W=()=>{totalLockCount&&(document.removeEventListener("touchstart",D.start),document.removeEventListener("touchmove",R),totalLockCount--,totalLockCount||document.body.classList.remove(BODY_LOCK_CLASS))},q=()=>{B()&&G()},Z=()=>{B()&&W()};onMountedOrActivated(q),onDeactivated(Z),onBeforeUnmount(Z),watch(B,Y=>{Y?G():W()})}function useLazyRender(F){var B=ref(!1);return watch(F,D=>{D&&(B.value=D)},{immediate:!0}),D=>()=>B.value?D():null}var POPUP_TOGGLE_KEY=Symbol();function onPopupReopen(F){var B=inject(POPUP_TOGGLE_KEY,null);B&&watch(B,D=>{D&&F()})}var[name$v,bem$v]=createNamespace("overlay"),_Overlay=defineComponent({name:name$v,props:{show:Boolean,zIndex:[Number,String],duration:[Number,String],className:unknownProp,lockScroll:truthProp,customStyle:Object},setup(F,{slots:B}){var D=useLazyRender(()=>F.show),R=W=>{preventDefault(W,!0)},G=D(()=>{var W=extend$2(getZIndexStyle(F.zIndex),F.customStyle);return isDef$1(F.duration)&&(W.animationDuration=F.duration+"s"),withDirectives(createVNode("div",{style:W,class:[bem$v(),F.className],onTouchmove:F.lockScroll?R:noop$3},[B.default==null?void 0:B.default()]),[[vShow,F.show]])});return()=>createVNode(Transition,{name:"van-fade"},{default:()=>[G()]})}}),Overlay=withInstall(_Overlay),[name$u,bem$u]=createNamespace("popup"),globalZIndex=2e3,_Popup=defineComponent({name:name$u,inheritAttrs:!1,props:extend$2({},popupSharedProps,{round:Boolean,closeable:Boolean,transition:String,iconPrefix:String,closeOnPopstate:Boolean,safeAreaInsetBottom:Boolean,position:{type:String,default:"center"},closeIcon:{type:String,default:"cross"},closeIconPosition:{type:String,default:"top-right"}}),emits:["open","close","click","opened","closed","update:show","click-overlay","click-close-icon"],setup(F,{emit:B,attrs:D,slots:R}){var G,W,q=ref(),Z=ref(),Y=useLazyRender(()=>F.show||!F.lazyRender),U=computed(()=>{var de={zIndex:q.value};if(isDef$1(F.duration)){var ve=F.position==="center"?"animationDuration":"transitionDuration";de[ve]=F.duration+"s"}return de}),J=()=>{G||(F.zIndex!==void 0&&(globalZIndex=+F.zIndex),G=!0,q.value=++globalZIndex)},K=()=>{G&&(G=!1,B("update:show",!1))},Q=de=>{B("click-overlay",de),F.closeOnClickOverlay&&K()},te=()=>{if(F.overlay)return createVNode(Overlay,{show:F.show,class:F.overlayClass,zIndex:q.value,duration:F.duration,customStyle:F.overlayStyle,onClick:Q},{default:R["overlay-content"]})},re=de=>{B("click-close-icon",de),K()},se=()=>{if(F.closeable)return createVNode(Icon,{role:"button",tabindex:0,name:F.closeIcon,class:bem$u("close-icon",F.closeIconPosition),classPrefix:F.iconPrefix,onClick:re},null)},ie=de=>B("click",de),ae=()=>B("opened"),le=()=>B("closed"),ue=Y(()=>{var{round:de,position:ve,safeAreaInsetBottom:he}=F;return withDirectives(createVNode("div",mergeProps({ref:Z,style:U.value,class:bem$u({round:de,[ve]:ve,"safe-area-inset-bottom":he}),onClick:ie},D),[R.default==null?void 0:R.default(),se()]),[[vShow,F.show]])}),ce=()=>{var{position:de,transition:ve,transitionAppear:he}=F,me=de==="center"?"van-fade":"van-popup-slide-"+de;return createVNode(Transition,{name:ve||me,appear:he,onAfterEnter:ae,onAfterLeave:le},{default:()=>[ue()]})};return watch(()=>F.show,de=>{de?(J(),B("open")):(K(),B("close"))}),useExpose({popupRef:Z}),useLockScroll(Z,()=>F.show&&F.lockScroll),useEventListener("popstate",()=>{F.closeOnPopstate&&(K(),W=!1)}),onMounted(()=>{F.show&&J()}),onActivated(()=>{W&&(B("update:show",!0),W=!1)}),onDeactivated(()=>{F.show&&(K(),W=!0)}),provide(POPUP_TOGGLE_KEY,()=>F.show),()=>F.teleport?createVNode(Teleport,{to:F.teleport},{default:()=>[te(),ce()]}):createVNode(Fragment,null,[te(),ce()])}}),Popup=withInstall(_Popup);function deepClone(F){if(!isDef$1(F))return F;if(Array.isArray(F))return F.map(D=>deepClone(D));if(typeof F=="object"){var B={};return Object.keys(F).forEach(D=>{B[D]=deepClone(F[D])}),B}return F}var DEFAULT_DURATION=200,MOMENTUM_LIMIT_TIME=300,MOMENTUM_LIMIT_DISTANCE=15,[name$t,bem$t]=createNamespace("picker-column");function getElementTranslateY(F){var B=window.getComputedStyle(F),D=B.transform||B.webkitTransform,R=D.slice(7,D.length-1).split(", ")[5];return Number(R)}var PICKER_KEY=Symbol(name$t);function isOptionDisabled(F){return isObject$1(F)&&F.disabled}var Column=defineComponent({name:name$t,props:{readonly:Boolean,allowHtml:Boolean,className:unknownProp,textKey:{type:String,required:!0},itemHeight:{type:Number,required:!0},swipeDuration:{type:[Number,String],required:!0},visibleItemCount:{type:[Number,String],required:!0},defaultIndex:{type:Number,default:0},initialOptions:{type:Array,default:()=>[]}},emits:["change"],setup(F,{emit:B,slots:D}){var R,G,W,q,Z,Y=ref(),U=reactive({index:F.defaultIndex,offset:0,duration:0,options:deepClone(F.initialOptions)}),J=useTouch(),K=()=>U.options.length,Q=()=>F.itemHeight*(+F.visibleItemCount-1)/2,te=Ae=>{Ae=clamp(Ae,0,K());for(var Pe=Ae;Pe<K();Pe++)if(!isOptionDisabled(U.options[Pe]))return Pe;for(var ze=Ae-1;ze>=0;ze--)if(!isOptionDisabled(U.options[ze]))return ze},re=(Ae,Pe)=>{Ae=te(Ae)||0;var ze=-Ae*F.itemHeight,ge=()=>{Ae!==U.index&&(U.index=Ae,Pe&&B("change",Ae))};R&&ze!==U.offset?Z=ge:ge(),U.offset=ze},se=Ae=>{JSON.stringify(Ae)!==JSON.stringify(U.options)&&(U.options=deepClone(Ae),re(F.defaultIndex))},ie=Ae=>{R||F.readonly||(Z=null,U.duration=DEFAULT_DURATION,re(Ae,!0))},ae=Ae=>isObject$1(Ae)&&F.textKey in Ae?Ae[F.textKey]:Ae,le=Ae=>clamp(Math.round(-Ae/F.itemHeight),0,K()-1),ue=(Ae,Pe)=>{var ze=Math.abs(Ae/Pe);Ae=U.offset+ze/.003*(Ae<0?-1:1);var ge=le(Ae);U.duration=+F.swipeDuration,re(ge,!0)},ce=()=>{R=!1,U.duration=0,Z&&(Z(),Z=null)},de=Ae=>{if(!F.readonly){if(J.start(Ae),R){var Pe=getElementTranslateY(Y.value);U.offset=Math.min(0,Pe-Q()),G=U.offset}else G=U.offset;U.duration=0,W=Date.now(),q=G,Z=null}},ve=Ae=>{if(!F.readonly){J.move(Ae),J.isVertical()&&(R=!0,preventDefault(Ae,!0)),U.offset=clamp(G+J.deltaY.value,-(K()*F.itemHeight),F.itemHeight);var Pe=Date.now();Pe-W>MOMENTUM_LIMIT_TIME&&(W=Pe,q=U.offset)}},he=()=>{if(!F.readonly){var Ae=U.offset-q,Pe=Date.now()-W,ze=Pe<MOMENTUM_LIMIT_TIME&&Math.abs(Ae)>MOMENTUM_LIMIT_DISTANCE;if(ze){ue(Ae,Pe);return}var ge=le(U.offset);U.duration=DEFAULT_DURATION,re(ge,!0),setTimeout(()=>{R=!1},0)}},me=()=>{var Ae={height:F.itemHeight+"px"};return U.options.map((Pe,ze)=>{var ge=ae(Pe),Te=isOptionDisabled(Pe),Xe={role:"button",style:Ae,tabindex:Te?-1:0,class:bem$t("item",{disabled:Te,selected:ze===U.index}),onClick:()=>ie(ze)},Se={class:"van-ellipsis",[F.allowHtml?"innerHTML":"textContent"]:ge};return createVNode("li",Xe,[D.option?D.option(Pe):createVNode("div",Se,null)])})},be=Ae=>{for(var{options:Pe}=U,ze=0;ze<Pe.length;ze++)if(ae(Pe[ze])===Ae)return re(ze)},xe=()=>U.options[U.index];return re(U.index),useParent(PICKER_KEY),useExpose({state:U,setIndex:re,getValue:xe,setValue:be,setOptions:se,stopMomentum:ce}),watch(()=>F.initialOptions,se),watch(()=>F.defaultIndex,Ae=>{re(Ae)}),()=>{var Ae={transform:"translate3d(0, "+(U.offset+Q())+"px, 0)",transitionDuration:U.duration+"ms",transitionProperty:U.duration?"all":"none"};return createVNode("div",{class:[bem$t(),F.className],onTouchstart:de,onTouchmove:ve,onTouchend:he,onTouchcancel:he},[createVNode("ul",{ref:Y,style:Ae,class:bem$t("wrapper"),onTransitionend:ce},[me()])])}}}),[name$s,bem$s,t$5]=createNamespace("picker"),pickerProps={title:String,loading:Boolean,readonly:Boolean,allowHtml:Boolean,showToolbar:truthProp,cancelButtonText:String,confirmButtonText:String,itemHeight:{type:[Number,String],default:44},visibleItemCount:{type:[Number,String],default:6},swipeDuration:{type:[Number,String],default:1e3}},_Picker=defineComponent({name:name$s,props:extend$2({},pickerProps,{columnsFieldNames:Object,columns:{type:Array,default:()=>[]},defaultIndex:{type:[Number,String],default:0},toolbarPosition:{type:String,default:"top"},valueKey:{type:String,default:"text"}}),emits:["confirm","cancel","change"],setup(F,{emit:B,slots:D}){var R=ref([]),{text:G,values:W,children:q}=extend$2({text:F.valueKey,values:"values",children:"children"},F.columnsFieldNames),{children:Z,linkChildren:Y}=useChildren(PICKER_KEY);Y();var U=computed(()=>unitToPx(F.itemHeight)),J=computed(()=>{var Me=F.columns[0];if(Me&&typeof Me!="string"){if(q in Me)return"cascade";if(W in Me)return"object"}return"plain"}),K=()=>{for(var Me=[],Ne={[q]:F.columns};Ne&&Ne[q];){for(var Be,Le=Ne[q],ke=(Be=Ne.defaultIndex)!=null?Be:+F.defaultIndex;Le[ke]&&Le[ke].disabled;)if(ke<Le.length-1)ke++;else{ke=0;break}Me.push({[W]:Ne[q],className:Ne.className,defaultIndex:ke}),Ne=Le[ke]}R.value=Me},Q=()=>{var{columns:Me}=F;J.value==="plain"?R.value=[{[W]:Me}]:J.value==="cascade"?K():R.value=Me},te=()=>Z.map(Me=>Me.state.index),re=(Me,Ne)=>{var Be=Z[Me];Be&&Be.setOptions(Ne)},se=Me=>{for(var Ne={[q]:F.columns},Be=te(),Le=0;Le<=Me;Le++)Ne=Ne[q][Be[Le]];for(;Ne&&Ne[q];)Me++,re(Me,Ne[q]),Ne=Ne[q][Ne.defaultIndex||0]},ie=Me=>Z[Me],ae=Me=>{var Ne=ie(Me);if(Ne)return Ne.getValue()},le=(Me,Ne)=>{var Be=ie(Me);Be&&(Be.setValue(Ne),J.value==="cascade"&&se(Me))},ue=Me=>{var Ne=ie(Me);if(Ne)return Ne.state.index},ce=(Me,Ne)=>{var Be=ie(Me);Be&&(Be.setIndex(Ne),J.value==="cascade"&&se(Me))},de=Me=>{var Ne=ie(Me);if(Ne)return Ne.state.options},ve=()=>Z.map(Me=>Me.getValue()),he=Me=>{Me.forEach((Ne,Be)=>{le(Be,Ne)})},me=Me=>{Me.forEach((Ne,Be)=>{ce(Be,Ne)})},be=Me=>{J.value==="plain"?B(Me,ae(0),ue(0)):B(Me,ve(),te())},xe=Me=>{J.value==="cascade"&&se(Me),J.value==="plain"?B("change",ae(0),ue(0)):B("change",ve(),Me)},Ae=()=>{Z.forEach(Me=>Me.stopMomentum()),be("confirm")},Pe=()=>be("cancel"),ze=()=>{if(D.title)return D.title();if(F.title)return createVNode("div",{class:[bem$s("title"),"van-ellipsis"]},[F.title])},ge=()=>{var Me=F.cancelButtonText||t$5("cancel");return createVNode("button",{type:"button",class:bem$s("cancel"),onClick:Pe},[D.cancel?D.cancel():Me])},Te=()=>{var Me=F.confirmButtonText||t$5("confirm");return createVNode("button",{type:"button",class:bem$s("confirm"),onClick:Ae},[D.confirm?D.confirm():Me])},Xe=()=>{if(F.showToolbar)return createVNode("div",{class:bem$s("toolbar")},[D.default?D.default():[ge(),ze(),Te()]])},Se=()=>R.value.map((Me,Ne)=>{var Be;return createVNode(Column,{textKey:G,readonly:F.readonly,allowHtml:F.allowHtml,className:Me.className,itemHeight:U.value,defaultIndex:(Be=Me.defaultIndex)!=null?Be:+F.defaultIndex,swipeDuration:F.swipeDuration,initialOptions:Me[W],visibleItemCount:F.visibleItemCount,onChange:()=>xe(Ne)},{option:D.option})}),we=()=>{var Me=U.value*+F.visibleItemCount,Ne={height:U.value+"px"},Be={height:Me+"px"},Le={backgroundSize:"100% "+(Me-U.value)/2+"px"};return createVNode("div",{class:bem$s("columns"),style:Be,onTouchmove:preventDefault},[Se(),createVNode("div",{class:bem$s("mask"),style:Le},null),createVNode("div",{class:[BORDER_UNSET_TOP_BOTTOM,bem$s("frame")],style:Ne},null)])};return watch(()=>F.columns,Q,{immediate:!0}),useExpose({confirm:Ae,getValues:ve,setValues:he,getIndexes:te,setIndexes:me,getColumnIndex:ue,setColumnIndex:ce,getColumnValue:ae,setColumnValue:le,getColumnValues:de,setColumnValues:re}),()=>{var Me,Ne;return createVNode("div",{class:bem$s()},[F.toolbarPosition==="top"?Xe():null,F.loading?createVNode(Loading,{class:bem$s("loading")},null):null,(Me=D["columns-top"])==null?void 0:Me.call(D),we(),(Ne=D["columns-bottom"])==null?void 0:Ne.call(D),F.toolbarPosition==="bottom"?Xe():null])}}}),Picker=withInstall(_Picker),[name$r,bem$r]=createNamespace("cell"),cellProps={icon:String,size:String,title:[Number,String],value:[Number,String],label:[Number,String],center:Boolean,isLink:Boolean,border:truthProp,required:Boolean,iconPrefix:String,valueClass:unknownProp,labelClass:unknownProp,titleClass:unknownProp,titleStyle:null,arrowDirection:String,clickable:{type:Boolean,default:null}},_Cell=defineComponent({name:name$r,props:extend$2({},cellProps,routeProps),setup(F,{slots:B}){var D=useRoute(),R=()=>{var Y=B.label||isDef$1(F.label);if(Y)return createVNode("div",{class:[bem$r("label"),F.labelClass]},[B.label?B.label():F.label])},G=()=>{if(B.title||isDef$1(F.title))return createVNode("div",{class:[bem$r("title"),F.titleClass],style:F.titleStyle},[B.title?B.title():createVNode("span",null,[F.title]),R()])},W=()=>{var Y=B.default||isDef$1(F.value);if(Y){var U=B.title||isDef$1(F.title);return createVNode("div",{class:[bem$r("value",{alone:!U}),F.valueClass]},[B.default?B.default():createVNode("span",null,[F.value])])}},q=()=>{if(B.icon)return B.icon();if(F.icon)return createVNode(Icon,{name:F.icon,class:bem$r("left-icon"),classPrefix:F.iconPrefix},null)},Z=()=>{if(B["right-icon"])return B["right-icon"]();if(F.isLink){var Y=F.arrowDirection?"arrow-"+F.arrowDirection:"arrow";return createVNode(Icon,{name:Y,class:bem$r("right-icon")},null)}};return()=>{var Y,{size:U,center:J,border:K,isLink:Q,required:te}=F,re=(Y=F.clickable)!=null?Y:Q,se={center:J,required:te,clickable:re,borderless:!K};return U&&(se[U]=!!U),createVNode("div",{class:bem$r(se),role:re?"button":void 0,tabindex:re?0:void 0,onClick:D},[q(),G(),W(),Z(),B.extra==null?void 0:B.extra()])}}}),Cell=withInstall(_Cell);function isEmptyValue(F){return Array.isArray(F)?!F.length:F===0?!1:!F}function runSyncRule(F,B){return!(B.required&&isEmptyValue(F)||B.pattern&&!B.pattern.test(String(F)))}function runRuleValidator(F,B){return new Promise(D=>{var R=B.validator(F,B);if(isPromise(R))return R.then(D);D(R)})}function getRuleMessage(F,B){var{message:D}=B;return isFunction$1(D)?D(F,B):D||""}function startComposing(F){F.target.composing=!0}function endComposing(F){var{target:B}=F;B.composing&&(B.composing=!1,trigger(B,"input"))}function resizeTextarea(F,B){F.style.height="auto";var D=F.scrollHeight;if(isObject$1(B)){var{maxHeight:R,minHeight:G}=B;R!==void 0&&(D=Math.min(D,R)),G!==void 0&&(D=Math.max(D,G))}D&&(F.style.height=D+"px")}function mapInputType(F){return F==="number"?{type:"text",inputmode:"decimal"}:F==="digit"?{type:"tel",inputmode:"numeric"}:{type:F}}var FORM_KEY=Symbol("van-form"),FIELD_KEY=Symbol("van-field");function useLinkField(F){var B=inject(FIELD_KEY,null);B&&!B.childFieldValue.value&&(B.childFieldValue.value=F,watch(F,()=>{B.resetValidation(),B.validateWithTrigger("onChange")}))}var[name$q,bem$q]=createNamespace("field"),fieldProps={formatter:Function,leftIcon:String,rightIcon:String,autofocus:Boolean,clearable:Boolean,maxlength:[Number,String],inputAlign:String,placeholder:String,errorMessage:String,error:{type:Boolean,default:null},disabled:{type:Boolean,default:null},readonly:{type:Boolean,default:null},clearIcon:{type:String,default:"clear"},modelValue:{type:[Number,String],default:""},clearTrigger:{type:String,default:"focus"},formatTrigger:{type:String,default:"onChange"}},_Field=defineComponent({name:name$q,props:extend$2({},cellProps,fieldProps,{rows:[Number,String],name:String,rules:Array,autosize:[Boolean,Object],labelWidth:[Number,String],labelClass:unknownProp,labelAlign:String,autocomplete:String,showWordLimit:Boolean,errorMessageAlign:String,type:{type:String,default:"text"},colon:{type:Boolean,default:null}}),emits:["blur","focus","clear","keypress","click-input","click-left-icon","click-right-icon","update:modelValue"],setup(F,{emit:B,slots:D}){var R=reactive({focused:!1,validateFailed:!1,validateMessage:""}),G=ref(),W=ref(),{parent:q}=useParent(FORM_KEY),Z=()=>{var Ne;return String((Ne=F.modelValue)!=null?Ne:"")},Y=Ne=>{if(isDef$1(F[Ne]))return F[Ne];if(q&&isDef$1(q.props[Ne]))return q.props[Ne]},U=computed(()=>{var Ne=Y("readonly");if(F.clearable&&!Ne){var Be=Z()!=="",Le=F.clearTrigger==="always"||F.clearTrigger==="focus"&&R.focused;return Be&&Le}return!1}),J=computed(()=>W.value&&D.input?W.value():F.modelValue),K=Ne=>Ne.reduce((Be,Le)=>Be.then(()=>{if(!R.validateFailed){var{value:ke}=J;if(Le.formatter&&(ke=Le.formatter(ke,Le)),!runSyncRule(ke,Le)){R.validateFailed=!0,R.validateMessage=getRuleMessage(ke,Le);return}if(Le.validator)return runRuleValidator(ke,Le).then(Re=>{Re&&typeof Re=="string"?(R.validateFailed=!0,R.validateMessage=Re):Re===!1&&(R.validateFailed=!0,R.validateMessage=getRuleMessage(ke,Le))})}}),Promise.resolve()),Q=()=>{R.validateFailed&&(R.validateFailed=!1,R.validateMessage="")},te=(Ne=F.rules)=>new Promise(Be=>{Q(),Ne?K(Ne).then(()=>{R.validateFailed?Be({name:F.name,message:R.validateMessage}):Be()}):Be()}),re=Ne=>{if(q&&F.rules){var Be=q.props.validateTrigger===Ne,Le=F.rules.filter(ke=>ke.trigger?ke.trigger===Ne:Be);Le.length&&te(Le)}},se=Ne=>{var{maxlength:Be}=F;if(isDef$1(Be)&&Ne.length>Be){var Le=Z();return Le&&Le.length===+Be?Le:Ne.slice(0,+Be)}return Ne},ie=(Ne,Be="onChange")=>{if(Ne=se(Ne),F.type==="number"||F.type==="digit"){var Le=F.type==="number";Ne=formatNumber(Ne,Le,Le)}F.formatter&&Be===F.formatTrigger&&(Ne=F.formatter(Ne)),G.value&&G.value.value!==Ne&&(G.value.value=Ne),Ne!==F.modelValue&&B("update:modelValue",Ne)},ae=Ne=>{Ne.target.composing||ie(Ne.target.value)},le=()=>{var Ne;return(Ne=G.value)==null?void 0:Ne.blur()},ue=()=>{var Ne;return(Ne=G.value)==null?void 0:Ne.focus()},ce=Ne=>{R.focused=!0,B("focus",Ne);var Be=Y("readonly");Be&&le()},de=Ne=>{R.focused=!1,ie(Z(),"onBlur"),B("blur",Ne),re("onBlur"),resetScroll()},ve=Ne=>B("click-input",Ne),he=Ne=>B("click-left-icon",Ne),me=Ne=>B("click-right-icon",Ne),be=Ne=>{preventDefault(Ne),B("update:modelValue",""),B("clear",Ne)},xe=computed(()=>{if(typeof F.error=="boolean")return F.error;if(q&&q.props.showError&&R.validateFailed)return!0}),Ae=computed(()=>{var Ne=Y("labelWidth");if(Ne)return{width:addUnit(Ne)}}),Pe=Ne=>{var Be=13;if(Ne.keyCode===Be){var Le=q&&q.props.submitOnEnter;!Le&&F.type!=="textarea"&&preventDefault(Ne),F.type==="search"&&le()}B("keypress",Ne)},ze=()=>{var Ne=G.value;F.type==="textarea"&&F.autosize&&Ne&&resizeTextarea(Ne,F.autosize)},ge=()=>{var Ne=Y("inputAlign");if(D.input)return createVNode("div",{class:bem$q("control",[Ne,"custom"]),onClick:ve},[D.input()]);var Be={ref:G,name:F.name,rows:F.rows!==void 0?+F.rows:void 0,class:bem$q("control",Ne),value:F.modelValue,disabled:Y("disabled"),readonly:Y("readonly"),autofocus:F.autofocus,placeholder:F.placeholder,autocomplete:F.autocomplete,onBlur:de,onFocus:ce,onInput:ae,onClick:ve,onChange:endComposing,onKeypress:Pe,onCompositionend:endComposing,onCompositionstart:startComposing};return F.type==="textarea"?createVNode("textarea",Be,null):createVNode("input",mergeProps(mapInputType(F.type),Be),null)},Te=()=>{var Ne=D["left-icon"];if(F.leftIcon||Ne)return createVNode("div",{class:bem$q("left-icon"),onClick:he},[Ne?Ne():createVNode(Icon,{name:F.leftIcon,classPrefix:F.iconPrefix},null)])},Xe=()=>{var Ne=D["right-icon"];if(F.rightIcon||Ne)return createVNode("div",{class:bem$q("right-icon"),onClick:me},[Ne?Ne():createVNode(Icon,{name:F.rightIcon,classPrefix:F.iconPrefix},null)])},Se=()=>{if(F.showWordLimit&&F.maxlength){var Ne=Z().length;return createVNode("div",{class:bem$q("word-limit")},[createVNode("span",{class:bem$q("word-num")},[Ne]),createTextVNode("/"),F.maxlength])}},we=()=>{if(!(q&&q.props.showErrorMessage===!1)){var Ne=F.errorMessage||R.validateMessage;if(Ne){var Be=Y("errorMessageAlign");return createVNode("div",{class:bem$q("error-message",Be)},[Ne])}}},Me=()=>{var Ne=Y("colon")?":":"";if(D.label)return[D.label(),Ne];if(F.label)return createVNode("span",null,[F.label+Ne])};return useExpose({blur:le,focus:ue,validate:te,formValue:J,resetValidation:Q}),provide(FIELD_KEY,{childFieldValue:W,resetValidation:Q,validateWithTrigger:re}),watch(()=>F.modelValue,()=>{ie(Z()),Q(),re("onChange"),nextTick(ze)}),onMounted(()=>{ie(Z(),F.formatTrigger),nextTick(ze)}),()=>{var Ne=Y("disabled"),Be=Y("labelAlign"),Le=Me(),ke=Te();return createVNode(Cell,{size:F.size,icon:F.leftIcon,class:bem$q({error:xe.value,disabled:Ne,["label-"+Be]:Be,"min-height":F.type==="textarea"&&!F.autosize}),center:F.center,border:F.border,isLink:F.isLink,required:F.required,clickable:F.clickable,titleStyle:Ae.value,valueClass:bem$q("value"),titleClass:[bem$q("label",Be),F.labelClass],arrowDirection:F.arrowDirection},{default:()=>[createVNode("div",{class:bem$q("body")},[ge(),U.value&&createVNode(Icon,{name:F.clearIcon,class:bem$q("clear"),onTouchstart:be},null),Xe(),D.button&&createVNode("div",{class:bem$q("button")},[D.button()])]),Se(),we()],icon:ke?()=>ke:null,title:Le?()=>Le:null,extra:D.extra})}}}),Field=withInstall(_Field);function usePopupState(){var F=reactive({show:!1}),B=G=>{F.show=G},D=G=>{extend$2(F,G),nextTick(()=>B(!0))},R=()=>B(!1);return useExpose({open:D,close:R,toggle:B}),{open:D,close:R,state:F,toggle:B}}function mountComponent(F){var B=createApp(F),D=document.createElement("div");return document.body.appendChild(D),{instance:B.mount(D),unmount(){B.unmount(),document.body.removeChild(D)}}}var lockCount=0;function lockClick(F){F?(lockCount||document.body.classList.add("van-toast--unclickable"),lockCount++):lockCount&&(lockCount--,lockCount||document.body.classList.remove("van-toast--unclickable"))}var[name$p,bem$p]=createNamespace("toast"),VanToast=defineComponent({name:name$p,props:{icon:String,show:Boolean,overlay:Boolean,message:[Number,String],iconSize:[Number,String],className:unknownProp,iconPrefix:String,loadingType:String,forbidClick:Boolean,overlayClass:unknownProp,overlayStyle:Object,closeOnClick:Boolean,closeOnClickOverlay:Boolean,type:{type:String,default:"text"},duration:{type:Number,default:2e3},position:{type:String,default:"middle"},transition:{type:String,default:"van-fade"}},emits:["update:show"],setup(F,{emit:B}){var D,R=!1,G=()=>{var J=F.show&&F.forbidClick;R!==J&&(R=J,lockClick(R))},W=J=>B("update:show",J),q=()=>{F.closeOnClick&&W(!1)},Z=()=>{clearTimeout(D)},Y=()=>{var{icon:J,type:K,iconSize:Q,iconPrefix:te,loadingType:re}=F,se=J||K==="success"||K==="fail";if(se)return createVNode(Icon,{name:J||K,size:Q,class:bem$p("icon"),classPrefix:te},null);if(K==="loading")return createVNode(Loading,{class:bem$p("loading"),size:Q,type:re},null)},U=()=>{var{type:J,message:K}=F;if(isDef$1(K)&&K!=="")return J==="html"?createVNode("div",{class:bem$p("text"),innerHTML:String(K)},null):createVNode("div",{class:bem$p("text")},[K])};return watch(()=>[F.show,F.forbidClick],G),watch(()=>[F.show,F.type,F.message,F.duration],()=>{Z(),F.show&&F.duration>0&&(D=setTimeout(()=>{W(!1)},F.duration))}),onMounted(G),onUnmounted(G),()=>createVNode(Popup,mergeProps({show:F.show,class:[bem$p([F.position,{[F.type]:!F.icon}]),F.className],overlay:F.overlay,lockScroll:!1,transition:F.transition,overlayClass:F.overlayClass,overlayStyle:F.overlayStyle,closeOnClickOverlay:F.closeOnClickOverlay,onClick:q,onClosed:Z},{"onUpdate:show":W}),{default:()=>[Y(),U()]})}}),defaultOptions={icon:"",type:"text",message:"",className:"",overlay:!1,onClose:void 0,onOpened:void 0,duration:2e3,teleport:"body",iconSize:void 0,iconPrefix:void 0,position:"middle",transition:"van-fade",forbidClick:!1,loadingType:void 0,overlayClass:"",overlayStyle:void 0,closeOnClick:!1,closeOnClickOverlay:!1},queue$1=[],allowMultiple=!1,currentOptions=extend$2({},defaultOptions),defaultOptionsMap={};function parseOptions(F){return isObject$1(F)?F:{message:F}}function createInstance(){var{instance:F,unmount:B}=mountComponent({setup(){var D=ref(""),{open:R,state:G,close:W,toggle:q}=usePopupState(),Z=()=>{allowMultiple&&(queue$1=queue$1.filter(U=>U!==F),B())},Y=()=>{var U={onClosed:Z,"onUpdate:show":q};return D.value&&(U.message=D.value),createVNode(VanToast,mergeProps(G,U),null)};return getCurrentInstance().render=Y,{open:R,clear:W,message:D}}});return F}function getInstance(){if(!queue$1.length||allowMultiple){var F=createInstance();queue$1.push(F)}return queue$1[queue$1.length-1]}function Toast(F={}){if(!inBrowser$1)return{};var B=getInstance(),D=parseOptions(F);return B.open(extend$2({},currentOptions,defaultOptionsMap[D.type||currentOptions.type],D)),B}var createMethod=F=>B=>Toast(extend$2({type:F},parseOptions(B)));Toast.loading=createMethod("loading");Toast.success=createMethod("success");Toast.fail=createMethod("fail");Toast.clear=F=>{queue$1.length&&(F?(queue$1.forEach(B=>{B.clear()}),queue$1=[]):allowMultiple?queue$1.shift().clear():queue$1[0].clear())};function setDefaultOptions(F,B){typeof F=="string"?defaultOptionsMap[F]=B:extend$2(currentOptions,F)}Toast.setDefaultOptions=setDefaultOptions;Toast.resetDefaultOptions=F=>{typeof F=="string"?defaultOptionsMap[F]=null:(currentOptions=extend$2({},defaultOptions),defaultOptionsMap={})};Toast.allowMultiple=(F=!0)=>{allowMultiple=F};Toast.install=F=>{F.use(withInstall(VanToast)),F.config.globalProperties.$toast=Toast};function callInterceptor(F){var{interceptor:B,args:D,done:R,canceled:G}=F;if(B){var W=B.apply(null,D||[]);isPromise(W)?W.then(q=>{q?R():G&&G()}).catch(noop$3):W?R():G&&G()}else R()}var[name$o,bem$o,t$4]=createNamespace("dialog"),popupKeys=[...popupSharedPropKeys,"transition","closeOnPopstate"],VanDialog=defineComponent({name:name$o,props:extend$2({},popupSharedProps,{title:String,theme:String,width:[Number,String],message:[String,Function],callback:Function,allowHtml:Boolean,className:unknownProp,beforeClose:Function,messageAlign:String,closeOnPopstate:truthProp,showCancelButton:Boolean,cancelButtonText:String,cancelButtonColor:String,confirmButtonText:String,confirmButtonColor:String,showConfirmButton:truthProp,closeOnClickOverlay:Boolean,transition:{type:String,default:"van-dialog-bounce"}}),emits:["confirm","cancel","update:show"],setup(F,{emit:B,slots:D}){var R=reactive({confirm:!1,cancel:!1}),G=se=>B("update:show",se),W=se=>{G(!1),F.callback&&F.callback(se)},q=se=>()=>{!F.show||(B(se),F.beforeClose?(R[se]=!0,callInterceptor({interceptor:F.beforeClose,args:[se],done(){W(se),R[se]=!1},canceled(){R[se]=!1}})):W(se))},Z=q("cancel"),Y=q("confirm"),U=()=>{var se=D.title?D.title():F.title;if(se)return createVNode("div",{class:bem$o("header",{isolated:!F.message&&!D.default})},[se])},J=se=>{var{message:ie,allowHtml:ae,messageAlign:le}=F,ue=bem$o("message",{"has-title":se,[le]:le}),ce=isFunction$1(ie)?ie():ie;return ae&&typeof ce=="string"?createVNode("div",{class:ue,innerHTML:ce},null):createVNode("div",{class:ue},[ce])},K=()=>{if(D.default)return createVNode("div",{class:bem$o("content")},[D.default()]);var{title:se,message:ie,allowHtml:ae}=F;if(ie){var le=!!(se||D.title);return createVNode("div",{key:ae?1:0,class:bem$o("content",{isolated:!le})},[J(le)])}},Q=()=>createVNode("div",{class:[BORDER_TOP,bem$o("footer")]},[F.showCancelButton&&createVNode(Button,{size:"large",text:F.cancelButtonText||t$4("cancel"),class:bem$o("cancel"),style:{color:F.cancelButtonColor},loading:R.cancel,onClick:Z},null),F.showConfirmButton&&createVNode(Button,{size:"large",text:F.confirmButtonText||t$4("confirm"),class:[bem$o("confirm"),{[BORDER_LEFT]:F.showCancelButton}],style:{color:F.confirmButtonColor},loading:R.confirm,onClick:Y},null)]),te=()=>createVNode(ActionBar,{class:bem$o("footer")},{default:()=>[F.showCancelButton&&createVNode(ActionBarButton,{type:"warning",text:F.cancelButtonText||t$4("cancel"),class:bem$o("cancel"),color:F.cancelButtonColor,loading:R.cancel,onClick:Z},null),F.showConfirmButton&&createVNode(ActionBarButton,{type:"danger",text:F.confirmButtonText||t$4("confirm"),class:bem$o("confirm"),color:F.confirmButtonColor,loading:R.confirm,onClick:Y},null)]}),re=()=>D.footer?D.footer():F.theme==="round-button"?te():Q();return()=>{var{width:se,title:ie,theme:ae,message:le,className:ue}=F;return createVNode(Popup,mergeProps({role:"dialog",class:[bem$o([ae]),ue],style:{width:addUnit(se)},"aria-labelledby":ie||le},pick(F,popupKeys),{"onUpdate:show":G}),{default:()=>[U(),K(),re()]})}}}),instance$1;function initInstance(){var F={setup(){var{state:B,toggle:D}=usePopupState();return()=>createVNode(VanDialog,mergeProps(B,{"onUpdate:show":D}),null)}};({instance:instance$1}=mountComponent(F))}function Dialog(F){return inBrowser$1?new Promise((B,D)=>{instance$1||initInstance(),instance$1.open(extend$2({},Dialog.currentOptions,F,{callback:R=>{(R==="confirm"?B:D)(R)}}))}):Promise.resolve()}Dialog.defaultOptions={title:"",width:"",theme:null,message:"",overlay:!0,callback:null,teleport:"body",className:"",allowHtml:!1,lockScroll:!0,transition:"van-dialog-bounce",beforeClose:null,overlayClass:"",overlayStyle:void 0,messageAlign:"",cancelButtonText:"",cancelButtonColor:null,confirmButtonText:"",confirmButtonColor:null,showConfirmButton:!0,showCancelButton:!1,closeOnPopstate:!0,closeOnClickOverlay:!1};Dialog.currentOptions=extend$2({},Dialog.defaultOptions);Dialog.alert=Dialog;Dialog.confirm=F=>Dialog(extend$2({showCancelButton:!0},F));Dialog.close=()=>{instance$1&&instance$1.toggle(!1)};Dialog.setDefaultOptions=F=>{extend$2(Dialog.currentOptions,F)};Dialog.resetDefaultOptions=()=>{Dialog.currentOptions=extend$2({},Dialog.defaultOptions)};Dialog.install=F=>{F.use(withInstall(VanDialog)),F.config.globalProperties.$dialog=Dialog};Dialog.Component=withInstall(VanDialog);var[name$n,bem$n]=createNamespace("switch"),_Switch=defineComponent({name:name$n,props:{size:[Number,String],loading:Boolean,disabled:Boolean,modelValue:unknownProp,activeColor:String,inactiveColor:String,activeValue:{type:unknownProp,default:!0},inactiveValue:{type:unknownProp,default:!1}},emits:["change","update:modelValue"],setup(F,{emit:B}){var D=()=>F.modelValue===F.activeValue,R=()=>{if(!F.disabled&&!F.loading){var W=D()?F.inactiveValue:F.activeValue;B("update:modelValue",W),B("change",W)}},G=()=>{if(F.loading){var W=D()?F.activeColor:F.inactiveColor;return createVNode(Loading,{class:bem$n("loading"),color:W},null)}};return useLinkField(()=>F.modelValue),()=>{var{size:W,loading:q,disabled:Z,activeColor:Y,inactiveColor:U}=F,J=D(),K={fontSize:addUnit(W),backgroundColor:J?Y:U};return createVNode("div",{role:"switch",class:bem$n({on:J,loading:q,disabled:Z}),style:K,"aria-checked":J,onClick:R},[createVNode("div",{class:bem$n("node")},[G()])])}}}),Switch=withInstall(_Switch),[name$m,bem$m]=createNamespace("radio-group"),RADIO_KEY=Symbol(name$m),props$4={disabled:Boolean,iconSize:[Number,String],direction:String,modelValue:unknownProp,checkedColor:String},_RadioGroup=defineComponent({name:name$m,props:props$4,emits:["change","update:modelValue"],setup(F,{emit:B,slots:D}){var{linkChildren:R}=useChildren(RADIO_KEY),G=W=>B("update:modelValue",W);return watch(()=>F.modelValue,W=>B("change",W)),R({props:F,updateValue:G}),useLinkField(()=>F.modelValue),()=>createVNode("div",{class:bem$m([F.direction]),role:"radiogroup"},[D.default==null?void 0:D.default()])}}),RadioGroup=withInstall(_RadioGroup),[name$l,bem$l]=createNamespace("tag"),_Tag=defineComponent({name:name$l,props:{size:String,mark:Boolean,show:truthProp,color:String,plain:Boolean,round:Boolean,textColor:String,closeable:Boolean,type:{type:String,default:"default"}},emits:["close"],setup(F,{slots:B,emit:D}){var R=q=>{q.stopPropagation(),D("close",q)},G=()=>F.plain?{color:F.textColor||F.color,borderColor:F.color}:{color:F.textColor,background:F.color},W=()=>{var{type:q,mark:Z,plain:Y,round:U,size:J,closeable:K}=F,Q={mark:Z,plain:Y,round:U};J&&(Q[J]=J);var te=K&&createVNode(Icon,{name:"cross",class:bem$l("close"),onClick:R},null);return createVNode("span",{style:G(),class:bem$l([Q,q])},[B.default==null?void 0:B.default(),te])};return()=>createVNode(Transition,{name:F.closeable?"van-fade":void 0},{default:()=>[F.show?W():null]})}}),Tag=withInstall(_Tag),checkerProps={name:unknownProp,disabled:Boolean,iconSize:[Number,String],modelValue:unknownProp,checkedColor:String,labelPosition:String,labelDisabled:Boolean,shape:{type:String,default:"round"}},Checker=defineComponent({props:extend$2({},checkerProps,{role:String,parent:Object,checked:Boolean,bindGroup:truthProp,bem:{type:Function,required:!0}}),emits:["click","toggle"],setup(F,{emit:B,slots:D}){var R=ref(),G=K=>{if(F.parent&&F.bindGroup)return F.parent.props[K]},W=computed(()=>G("disabled")||F.disabled),q=computed(()=>G("direction")),Z=computed(()=>{var K=F.checkedColor||G("checkedColor");if(K&&F.checked&&!W.value)return{borderColor:K,backgroundColor:K}}),Y=K=>{var{target:Q}=K,te=R.value,re=te===Q||te.contains(Q);!W.value&&(re||!F.labelDisabled)&&B("toggle"),B("click",K)},U=()=>{var{bem:K,shape:Q,checked:te}=F,re=F.iconSize||G("iconSize");return createVNode("div",{ref:R,class:K("icon",[Q,{disabled:W.value,checked:te}]),style:{fontSize:addUnit(re)}},[D.icon?D.icon({checked:te,disabled:W.value}):createVNode(Icon,{name:"success",style:Z.value},null)])},J=()=>{if(D.default)return createVNode("span",{class:F.bem("label",[F.labelPosition,{disabled:W.value}])},[D.default()])};return()=>{var K=[U()];return F.labelPosition==="left"?K.unshift(J()):K.push(J()),createVNode("div",{role:F.role,class:F.bem([{disabled:W.value,"label-disabled":F.labelDisabled},q.value]),tabindex:W.value?-1:0,"aria-checked":F.checked,onClick:Y},[K])}}}),[name$k,bem$k]=createNamespace("radio"),_Radio=defineComponent({name:name$k,props:checkerProps,emits:["update:modelValue"],setup(F,{emit:B,slots:D}){var{parent:R}=useParent(RADIO_KEY),G=()=>{var q=R?R.props.modelValue:F.modelValue;return q===F.name},W=()=>{R?R.updateValue(F.name):B("update:modelValue",F.name)};return()=>createVNode(Checker,mergeProps({bem:bem$k,role:"radio",parent:R,checked:G(),onToggle:W},F),pick(D,["default","icon"]))}}),Radio=withInstall(_Radio);function useRefs(){var F=ref([]);onBeforeUpdate(()=>{F.value=[]});var B=D=>R=>{F.value[D]=R};return[F,B]}var rafId;function scrollLeftTo(F,B,D){cancelRaf(rafId);var R=0,G=F.scrollLeft,W=D===0?1:Math.round(D*1e3/16);function q(){F.scrollLeft+=(B-G)/W,++R<W&&(rafId=raf$2(q))}q()}function scrollTopTo(F,B,D,R){var G=getScrollTop(F),W=G<B,q=D===0?1:Math.round(D*1e3/16),Z=(B-G)/q;function Y(){G+=Z,(W&&G>B||!W&&G<B)&&(G=B),setScrollTop(F,G),W&&G<B||!W&&G>B?raf$2(Y):R&&raf$2(R)}Y()}function useVisibilityChange(F,B){if(!(!inBrowser$1||!window.IntersectionObserver)){var D=new IntersectionObserver(W=>{B(W[0].intersectionRatio>0)},{root:document.body}),R=()=>{F.value&&D.observe(F.value)},G=()=>{F.value&&D.unobserve(F.value)};onDeactivated(G),onBeforeUnmount(G),onMountedOrActivated(R)}}var[name$j,bem$j]=createNamespace("sticky"),_Sticky=defineComponent({name:name$j,props:{zIndex:[Number,String],container:Object,offsetTop:{type:[Number,String],default:0},offsetBottom:{type:[Number,String],default:0},position:{type:String,default:"top"}},emits:["scroll","change"],setup(F,{emit:B,slots:D}){var R=ref(),G=useScrollParent(R),W=reactive({fixed:!1,width:0,height:0,transform:0}),q=computed(()=>unitToPx(F.position==="top"?F.offsetTop:F.offsetBottom)),Z=computed(()=>{var{fixed:K,height:Q,width:te}=W;if(K)return{width:te+"px",height:Q+"px"}}),Y=computed(()=>{if(!!W.fixed){var K=extend$2(getZIndexStyle(F.zIndex),{width:W.width+"px",height:W.height+"px",[F.position]:q.value+"px"});return W.transform&&(K.transform="translate3d(0, "+W.transform+"px, 0)"),K}}),U=K=>B("scroll",{scrollTop:K,isFixed:W.fixed}),J=()=>{if(!(!R.value||isHidden(R))){var{container:K,position:Q}=F,te=useRect(R),re=getScrollTop(window);if(W.width=te.width,W.height=te.height,Q==="top")if(K){var se=useRect(K),ie=se.bottom-q.value-W.height;W.fixed=q.value>te.top&&se.bottom>0,W.transform=ie<0?ie:0}else W.fixed=q.value>te.top;else{var{clientHeight:ae}=document.documentElement;if(K){var le=useRect(K),ue=ae-le.top-q.value-W.height;W.fixed=ae-q.value<te.bottom&&ae>le.top,W.transform=ue<0?-ue:0}else W.fixed=ae-q.value<te.bottom}U(re)}};return watch(()=>W.fixed,K=>B("change",K)),useEventListener("scroll",J,{target:G}),useVisibilityChange(R,J),()=>createVNode("div",{ref:R,style:Z.value},[createVNode("div",{class:bem$j({fixed:W.fixed}),style:Y.value},[D.default==null?void 0:D.default()])])}}),Sticky=withInstall(_Sticky),[name$i,bem$i]=createNamespace("tab"),TabsTitle=defineComponent({name:name$i,props:{dot:Boolean,type:String,color:String,title:String,badge:[Number,String],isActive:Boolean,disabled:Boolean,scrollable:Boolean,activeColor:String,renderTitle:Function,inactiveColor:String},setup(F){var B=computed(()=>{var R={},{type:G,color:W,disabled:q,isActive:Z,activeColor:Y,inactiveColor:U}=F,J=G==="card";W&&J&&(R.borderColor=W,q||(Z?R.backgroundColor=W:R.color=W));var K=Z?Y:U;return K&&(R.color=K),R}),D=()=>{var R=createVNode("span",{class:bem$i("text",{ellipsis:!F.scrollable})},[F.renderTitle?F.renderTitle():F.title]);return F.dot||isDef$1(F.badge)&&F.badge!==""?createVNode(Badge,{dot:F.dot,content:F.badge},{default:()=>[R]}):R};return()=>createVNode("div",{role:"tab",class:[bem$i({active:F.isActive,disabled:F.disabled})],style:B.value,"aria-selected":F.isActive},[D()])}}),[name$h,bem$h]=createNamespace("swipe"),SWIPE_KEY=Symbol(name$h),props$3={loop:truthProp,width:[Number,String],height:[Number,String],vertical:Boolean,touchable:truthProp,lazyRender:Boolean,indicatorColor:String,showIndicators:truthProp,stopPropagation:truthProp,autoplay:{type:[Number,String],default:0},duration:{type:[Number,String],default:500},initialSwipe:{type:[Number,String],default:0}},_Swipe=defineComponent({name:name$h,props:props$3,emits:["change"],setup(F,{emit:B,slots:D}){var R=ref(),G=reactive({rect:null,width:0,height:0,offset:0,active:0,swiping:!1}),W=useTouch(),q=useWindowSize(),{children:Z,linkChildren:Y}=useChildren(SWIPE_KEY),U=computed(()=>Z.length),J=computed(()=>G[F.vertical?"height":"width"]),K=computed(()=>F.vertical?W.deltaY.value:W.deltaX.value),Q=computed(()=>{if(G.rect){var Ne=F.vertical?G.rect.height:G.rect.width;return Ne-J.value*U.value}return 0}),te=computed(()=>Math.ceil(Math.abs(Q.value)/J.value)),re=computed(()=>U.value*J.value),se=computed(()=>(G.active+U.value)%U.value),ie=computed(()=>{var Ne=F.vertical?"vertical":"horizontal";return W.direction.value===Ne}),ae=computed(()=>{var Ne={transitionDuration:(G.swiping?0:F.duration)+"ms",transform:"translate"+(F.vertical?"Y":"X")+"("+G.offset+"px)"};if(J.value){var Be=F.vertical?"height":"width",Le=F.vertical?"width":"height";Ne[Be]=re.value+"px",Ne[Le]=F[Le]?F[Le]+"px":""}return Ne}),le=Ne=>{var{active:Be}=G;return Ne?F.loop?clamp(Be+Ne,-1,U.value):clamp(Be+Ne,0,te.value):Be},ue=(Ne,Be=0)=>{var Le=Ne*J.value;F.loop||(Le=Math.min(Le,-Q.value));var ke=Be-Le;return F.loop||(ke=clamp(ke,Q.value,0)),ke},ce=({pace:Ne=0,offset:Be=0,emitChange:Le})=>{if(!(U.value<=1)){var{active:ke}=G,Re=le(Ne),Ie=ue(Re,Be);if(F.loop){if(Z[0]&&Ie!==Q.value){var Ye=Ie<Q.value;Z[0].setOffset(Ye?re.value:0)}if(Z[U.value-1]&&Ie!==0){var tt=Ie>0;Z[U.value-1].setOffset(tt?-re.value:0)}}G.active=Re,G.offset=Ie,Le&&Re!==ke&&B("change",se.value)}},de=()=>{G.swiping=!0,G.active<=-1?ce({pace:U.value}):G.active>=U.value&&ce({pace:-U.value})},ve=()=>{de(),W.reset(),doubleRaf(()=>{G.swiping=!1,ce({pace:-1,emitChange:!0})})},he=()=>{de(),W.reset(),doubleRaf(()=>{G.swiping=!1,ce({pace:1,emitChange:!0})})},me,be=()=>clearTimeout(me),xe=()=>{be(),F.autoplay>0&&U.value>1&&(me=setTimeout(()=>{he(),xe()},+F.autoplay))},Ae=(Ne=+F.initialSwipe)=>{if(!!R.value){if(!isHidden(R)){var Be,Le,ke={width:R.value.offsetWidth,height:R.value.offsetHeight};G.rect=ke,G.width=+((Be=F.width)!=null?Be:ke.width),G.height=+((Le=F.height)!=null?Le:ke.height)}U.value&&(Ne=Math.min(U.value-1,Ne)),G.active=Ne,G.swiping=!0,G.offset=ue(Ne),Z.forEach(Re=>{Re.setOffset(0)})}},Pe=()=>Ae(G.active),ze,ge=Ne=>{!F.touchable||(W.start(Ne),ze=Date.now(),be(),de())},Te=Ne=>{F.touchable&&G.swiping&&(W.move(Ne),ie.value&&(preventDefault(Ne,F.stopPropagation),ce({offset:K.value})))},Xe=()=>{if(!(!F.touchable||!G.swiping)){var Ne=Date.now()-ze,Be=K.value/Ne,Le=Math.abs(Be)>.25||Math.abs(K.value)>J.value/2;if(Le&&ie.value){var ke=F.vertical?W.offsetY.value:W.offsetX.value,Re=0;F.loop?Re=ke>0?K.value>0?-1:1:0:Re=-Math[K.value>0?"ceil":"floor"](K.value/J.value),ce({pace:Re,emitChange:!0})}else K.value&&ce({pace:0});G.swiping=!1,xe()}},Se=(Ne,Be={})=>{de(),W.reset(),doubleRaf(()=>{var Le;F.loop&&Ne===U.value?Le=G.active===0?0:Ne:Le=Ne%U.value,Be.immediate?doubleRaf(()=>{G.swiping=!1}):G.swiping=!1,ce({pace:Le-G.active,emitChange:!0})})},we=(Ne,Be)=>{var Le=Be===se.value,ke=Le?{backgroundColor:F.indicatorColor}:void 0;return createVNode("i",{style:ke,class:bem$h("indicator",{active:Le})},null)},Me=()=>{if(D.indicator)return D.indicator({active:se.value});if(F.showIndicators&&U.value>1)return createVNode("div",{class:bem$h("indicators",{vertical:F.vertical})},[Array(U.value).fill("").map(we)])};return useExpose({prev:ve,next:he,state:G,resize:Pe,swipeTo:Se}),Y({size:J,props:F,count:U,activeIndicator:se}),watch(()=>F.initialSwipe,Ne=>Ae(+Ne)),watch(U,()=>Ae(G.active)),watch([U,()=>F.autoplay],xe),watch([q.width,q.height],Pe),watch(usePageVisibility(),Ne=>{Ne==="visible"?xe():be()}),onMounted(Ae),onActivated(()=>Ae(G.active)),onPopupReopen(()=>Ae(G.active)),onDeactivated(be),onBeforeUnmount(be),()=>createVNode("div",{ref:R,class:bem$h()},[createVNode("div",{style:ae.value,class:bem$h("track",{vertical:F.vertical}),onTouchstart:ge,onTouchmove:Te,onTouchend:Xe,onTouchcancel:Xe},[D.default==null?void 0:D.default()]),Me()])}}),Swipe=withInstall(_Swipe),[name$g,bem$g]=createNamespace("tabs"),TabsContent=defineComponent({name:name$g,props:{inited:Boolean,animated:Boolean,swipeable:Boolean,lazyRender:Boolean,count:{type:Number,required:!0},duration:{type:[Number,String],required:!0},currentIndex:{type:Number,required:!0}},emits:["change"],setup(F,{emit:B,slots:D}){var R=ref(),G=Z=>B("change",Z),W=()=>{var Z=D.default==null?void 0:D.default();return F.animated||F.swipeable?createVNode(Swipe,{ref:R,loop:!1,class:bem$g("track"),duration:+F.duration*1e3,touchable:F.swipeable,lazyRender:F.lazyRender,showIndicators:!1,onChange:G},{default:()=>[Z]}):Z},q=Z=>{var Y=R.value;Y&&Y.state.active!==Z&&Y.swipeTo(Z,{immediate:!F.inited})};return watch(()=>F.currentIndex,q),onMounted(()=>{q(F.currentIndex)}),()=>createVNode("div",{class:bem$g("content",{animated:F.animated||F.swipeable})},[W()])}}),[name$f,bem$f]=createNamespace("tabs"),TABS_KEY=Symbol(name$f),props$2={color:String,border:Boolean,sticky:Boolean,animated:Boolean,ellipsis:truthProp,swipeable:Boolean,scrollspy:Boolean,background:String,lazyRender:truthProp,lineWidth:[Number,String],lineHeight:[Number,String],beforeChange:Function,titleActiveColor:String,titleInactiveColor:String,type:{type:String,default:"line"},active:{type:[Number,String],default:0},duration:{type:[Number,String],default:.3},offsetTop:{type:[Number,String],default:0},swipeThreshold:{type:[Number,String],default:5}},_Tabs=defineComponent({name:name$f,props:props$2,emits:["click","change","scroll","disabled","rendered","update:active"],setup(F,{emit:B,slots:D}){var R,G,W,q=ref(),Z=ref(),Y=ref(),U=useWindowSize(),J=useScrollParent(q),[K,Q]=useRefs(),{children:te,linkChildren:re}=useChildren(TABS_KEY),se=reactive({inited:!1,position:"",lineStyle:{},currentIndex:-1}),ie=computed(()=>te.length>F.swipeThreshold||!F.ellipsis),ae=computed(()=>({borderColor:F.color,background:F.background})),le=(Be,Le)=>{var ke;return(ke=Be.name)!=null?ke:Le},ue=computed(()=>{var Be=te[se.currentIndex];if(Be)return le(Be,se.currentIndex)}),ce=computed(()=>unitToPx(F.offsetTop)),de=computed(()=>F.sticky?ce.value+R:0),ve=Be=>{var Le=Z.value,ke=K.value;if(!(!ie.value||!Le||!ke||!ke[se.currentIndex])){var Re=ke[se.currentIndex].$el,Ie=Re.offsetLeft-(Le.offsetWidth-Re.offsetWidth)/2;scrollLeftTo(Le,Ie,Be?0:+F.duration)}},he=()=>{var Be=se.inited;nextTick(()=>{var Le=K.value;if(!(!Le||!Le[se.currentIndex]||F.type!=="line"||isHidden(q.value))){var ke=Le[se.currentIndex].$el,{lineWidth:Re,lineHeight:Ie}=F,Ye=ke.offsetLeft+ke.offsetWidth/2,tt={width:addUnit(Re),backgroundColor:F.color,transform:"translateX("+Ye+"px) translateX(-50%)"};if(Be&&(tt.transitionDuration=F.duration+"s"),isDef$1(Ie)){var $e=addUnit(Ie);tt.height=$e,tt.borderRadius=$e}se.lineStyle=tt}})},me=Be=>{for(var Le=Be<se.currentIndex?-1:1;Be>=0&&Be<te.length;){if(!te[Be].disabled)return Be;Be+=Le}},be=Be=>{var Le=me(Be);if(!!isDef$1(Le)){var ke=te[Le],Re=le(ke,Le),Ie=se.currentIndex!==null;se.currentIndex=Le,Re!==F.active&&(B("update:active",Re),Ie&&B("change",Re,ke.title))}},xe=Be=>{var Le=te.find((Re,Ie)=>le(Re,Ie)===Be),ke=Le?te.indexOf(Le):0;be(ke)},Ae=(Be=!1)=>{if(F.scrollspy){var Le=te[se.currentIndex].$el;if(Le&&J.value){var 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useExpose({resize:he,scrollTo:ge}),onActivated(he),onPopupReopen(he),onMountedOrActivated(Me),useEventListener("scroll",Xe,{target:J}),re({props:F,setLine:he,onRendered:Ne,currentName:ue,scrollIntoView:ve}),()=>createVNode("div",{ref:q,class:bem$f([F.type])},[F.sticky?createVNode(Sticky,{container:q.value,offsetTop:ce.value,onScroll:ze},{default:()=>[we()]}):we(),createVNode(TabsContent,{count:te.length,inited:se.inited,animated:F.animated,duration:F.duration,swipeable:F.swipeable,lazyRender:F.lazyRender,currentIndex:se.currentIndex,onChange:be},{default:()=>[D.default==null?void 0:D.default()]})])}}),TAB_STATUS_KEY=Symbol();function useTabStatus(){return inject(TAB_STATUS_KEY,null)}var[name$e,bem$e]=createNamespace("swipe-item"),_SwipeItem=defineComponent({name:name$e,setup(F,{slots:B}){var D,R=reactive({offset:0,inited:!1,mounted:!1}),{parent:G,index:W}=useParent(SWIPE_KEY);if(!!G){var q=computed(()=>{var U={},{vertical:J}=G.props;return G.size.value&&(U[J?"height":"width"]=G.size.value+"px"),R.offset&&(U.transform="translate"+(J?"Y":"X")+"("+R.offset+"px)"),U}),Z=computed(()=>{var{loop:U,lazyRender:J}=G.props;if(!J||D)return!0;if(!R.mounted)return!1;var K=G.activeIndicator.value,Q=G.count.value-1,te=K===0&&U?Q:K-1,re=K===Q&&U?0:K+1;return D=W.value===K||W.value===te||W.value===re,D}),Y=U=>{R.offset=U};return onMounted(()=>{nextTick(()=>{R.mounted=!0})}),useExpose({setOffset:Y}),()=>createVNode("div",{class:bem$e(),style:q.value},[Z.value?B.default==null?void 0:B.default():null])}}}),SwipeItem=withInstall(_SwipeItem),[name$d,bem$d]=createNamespace("tab"),_Tab=defineComponent({name:name$d,props:extend$2({},routeProps,{dot:Boolean,name:[Number,String],badge:[Number,String],title:String,disabled:Boolean,titleClass:unknownProp,titleStyle:[String,Object]}),setup(F,{slots:B}){var D=ref(!1),{parent:R,index:G}=useParent(TABS_KEY);if(!!R){var W=()=>{var Y;return(Y=F.name)!=null?Y:G.value},q=()=>{D.value=!0,R.props.lazyRender&&nextTick(()=>{R.onRendered(W(),F.title)})},Z=computed(()=>{var Y=W()===R.currentName.value;return Y&&!D.value&&q(),Y});return watch(()=>F.title,()=>{R.setLine(),R.scrollIntoView()}),provide(TAB_STATUS_KEY,Z),()=>{var{animated:Y,swipeable:U,scrollspy:J,lazyRender:K}=R.props;if(!(!B.default&&!Y)){var Q=J||Z.value;if(Y||U)return createVNode(SwipeItem,{role:"tabpanel","aria-hidden":!Z.value,class:bem$d("pane-wrapper",{inactive:!Z.value})},{default:()=>[createVNode("div",{class:bem$d("pane")},[B.default==null?void 0:B.default()])]});var te=D.value||J||!K,re=te?B.default==null?void 0:B.default():null;return withDirectives(createVNode("div",{role:"tabpanel",class:bem$d("pane")},[re]),[[vShow,Q]])}}}}}),Tab=withInstall(_Tab),Tabs=withInstall(_Tabs),[name$c,bem$c]=createNamespace("cell-group"),_CellGroup=defineComponent({name:name$c,inheritAttrs:!1,props:{title:String,inset:Boolean,border:truthProp},setup(F,{slots:B,attrs:D}){var R=()=>createVNode("div",mergeProps({class:[bem$c({inset:F.inset}),{[BORDER_TOP_BOTTOM]:F.border&&!F.inset}]},D),[B.default==null?void 0:B.default()]),G=()=>createVNode("div",{class:bem$c("title",{inset:F.inset})},[B.title?B.title():F.title]);return()=>F.title||B.title?createVNode(Fragment,null,[G(),R()]):R()}}),CellGroup=withInstall(_CellGroup),[name$b,bem$b]=createNamespace("row"),ROW_KEY=Symbol(name$b),_Row=defineComponent({name:name$b,props:{wrap:truthProp,align:String,justify:String,tag:{type:String,default:"div"},gutter:{type:[Number,String],default:0}},setup(F,{slots:B}){var{children:D,linkChildren:R}=useChildren(ROW_KEY),G=computed(()=>{var q=[[]],Z=0;return D.forEach((Y,U)=>{Z+=Number(Y.span),Z>24?(q.push([U]),Z-=24):q[q.length-1].push(U)}),q}),W=computed(()=>{var q=Number(F.gutter),Z=[];return q&&G.value.forEach(Y=>{var U=q*(Y.length-1)/Y.length;Y.forEach((J,K)=>{if(K===0)Z.push({right:U});else{var Q=q-Z[J-1].right,te=U-Q;Z.push({left:Q,right:te})}})}),Z});return R({spaces:W}),()=>{var{tag:q,wrap:Z,align:Y,justify:U}=F;return createVNode(q,{class:bem$b({["align-"+Y]:Y,["justify-"+U]:U,nowrap:!Z})},{default:()=>[B.default==null?void 0:B.default()]})}}}),[name$a,bem$a]=createNamespace("col"),_Col=defineComponent({name:name$a,props:{offset:[Number,String],tag:{type:String,default:"div"},span:{type:[Number,String],default:0}},setup(F,{slots:B}){var{parent:D,index:R}=useParent(ROW_KEY),G=computed(()=>{if(!!D){var{spaces:W}=D;if(W&&W.value&&W.value[R.value]){var{left:q,right:Z}=W.value[R.value];return{paddingLeft:q?q+"px":null,paddingRight:Z?Z+"px":null}}}});return()=>{var{tag:W,span:q,offset:Z}=F;return 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watch([()=>F.loading,()=>F.finished,()=>F.error],Y),onUpdated(()=>{R.value=F.loading}),onMounted(()=>{F.immediateCheck&&Y()}),useExpose({check:Y}),useEventListener("scroll",Y,{target:Z}),()=>{var te=D.default==null?void 0:D.default(),re=createVNode("div",{ref:W,class:bem$5("placeholder")},null);return createVNode("div",{ref:G,role:"feed",class:bem$5(),"aria-busy":R.value},[F.direction==="down"?te:re,Q(),U(),K(),F.direction==="up"?te:re])}}}),List$1=withInstall(_List),[name$4,bem$4]=createNamespace("notice-bar"),_NoticeBar=defineComponent({name:name$4,props:{text:String,mode:String,color:String,leftIcon:String,wrapable:Boolean,background:String,scrollable:{type:Boolean,default:null},delay:{type:[Number,String],default:1},speed:{type:[Number,String],default:60}},emits:["close","replay"],setup(F,{emit:B,slots:D}){var R=0,G=0,W,q=ref(),Z=ref(),Y=reactive({show:!0,offset:0,duration:0}),U=()=>{if(D["left-icon"])return D["left-icon"]();if(F.leftIcon)return 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de=useRect(q).width,ve=useRect(Z).width;(ue||ve>de)&&doubleRaf(()=>{R=de,G=ve,Y.offset=-G,Y.duration=G/+le})}},ce)};return onPopupReopen(ie),onMountedOrActivated(ie),useEventListener("pageshow",ie),watch(()=>[F.text,F.scrollable],ie),()=>{var{color:ae,wrapable:le,background:ue}=F;return withDirectives(createVNode("div",{role:"alert",class:bem$4({wrapable:le}),style:{color:ae,background:ue}},[U(),re(),Q()]),[[vShow,Y.show]])}}}),NoticeBar=withInstall(_NoticeBar);function getBoundingClientRect(F){var B=F.getBoundingClientRect();return{width:B.width,height:B.height,top:B.top,right:B.right,bottom:B.bottom,left:B.left,x:B.left,y:B.top}}function getWindow(F){if(F==null)return window;if(F.toString()!=="[object Window]"){var B=F.ownerDocument;return B&&B.defaultView||window}return F}function getWindowScroll(F){var B=getWindow(F),D=B.pageXOffset,R=B.pageYOffset;return{scrollLeft:D,scrollTop:R}}function isElement(F){var B=getWindow(F).Element;return F instanceof B||F instanceof Element}function isHTMLElement(F){var B=getWindow(F).HTMLElement;return F instanceof B||F instanceof HTMLElement}function isShadowRoot(F){if(typeof ShadowRoot=="undefined")return!1;var B=getWindow(F).ShadowRoot;return F instanceof B||F instanceof ShadowRoot}function getHTMLElementScroll(F){return{scrollLeft:F.scrollLeft,scrollTop:F.scrollTop}}function getNodeScroll(F){return F===getWindow(F)||!isHTMLElement(F)?getWindowScroll(F):getHTMLElementScroll(F)}function getNodeName(F){return F?(F.nodeName||"").toLowerCase():null}function getDocumentElement(F){return((isElement(F)?F.ownerDocument:F.document)||window.document).documentElement}function getWindowScrollBarX(F){return getBoundingClientRect(getDocumentElement(F)).left+getWindowScroll(F).scrollLeft}function getComputedStyle(F){return getWindow(F).getComputedStyle(F)}function isScrollParent(F){var B=getComputedStyle(F),D=B.overflow,R=B.overflowX,G=B.overflowY;return/auto|scroll|overlay|hidden/.test(D+G+R)}function getCompositeRect(F,B,D){D===void 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getOffsetParent(F){for(var B=getWindow(F),D=getTrueOffsetParent(F);D&&isTableElement(D)&&getComputedStyle(D).position==="static";)D=getTrueOffsetParent(D);return D&&(getNodeName(D)==="html"||getNodeName(D)==="body"&&getComputedStyle(D).position==="static")?B:D||getContainingBlock(F)||B}var top$2="top",bottom$1="bottom",right="right",left="left",auto="auto",basePlacements=[top$2,bottom$1,right,left],start$3="start",end="end",placements=[].concat(basePlacements,[auto]).reduce(function(F,B){return F.concat([B,B+"-"+start$3,B+"-"+end])},[]),beforeRead="beforeRead",read="read",afterRead="afterRead",beforeMain="beforeMain",main="main",afterMain="afterMain",beforeWrite="beforeWrite",write="write",afterWrite="afterWrite",modifierPhases=[beforeRead,read,afterRead,beforeMain,main,afterMain,beforeWrite,write,afterWrite];function order(F){var B=new Map,D=new Set,R=[];F.forEach(function(W){B.set(W.name,W)});function G(W){D.add(W.name);var q=[].concat(W.requires||[],W.requiresIfExists||[]);q.forEach(function(Z){if(!D.has(Z)){var Y=B.get(Z);Y&&G(Y)}}),R.push(W)}return F.forEach(function(W){D.has(W.name)||G(W)}),R}function orderModifiers(F){var B=order(F);return modifierPhases.reduce(function(D,R){return D.concat(B.filter(function(G){return G.phase===R}))},[])}function debounce(F){var B;return function(){return B||(B=new Promise(function(D){Promise.resolve().then(function(){B=void 0,D(F())})})),B}}function getBasePlacement(F){return F.split("-")[0]}function mergeByName(F){var B=F.reduce(function(D,R){var G=D[R.name];return D[R.name]=G?Object.assign({},G,R,{options:Object.assign({},G.options,R.options),data:Object.assign({},G.data,R.data)}):R,D},{});return Object.keys(B).map(function(D){return B[D]})}var round=Math.round;function getVariation(F){return F.split("-")[1]}function getMainAxisFromPlacement(F){return["top","bottom"].indexOf(F)>=0?"x":"y"}function computeOffsets(F){var B=F.reference,D=F.element,R=F.placement,G=R?getBasePlacement(R):null,W=R?getVariation(R):null,q=B.x+B.width/2-D.width/2,Z=B.y+B.height/2-D.height/2,Y;switch(G){case top$2:Y={x:q,y:B.y-D.height};break;case bottom$1:Y={x:q,y:B.y+B.height};break;case right:Y={x:B.x+B.width,y:Z};break;case left:Y={x:B.x-D.width,y:Z};break;default:Y={x:B.x,y:B.y}}var U=G?getMainAxisFromPlacement(G):null;if(U!=null){var J=U==="y"?"height":"width";switch(W){case start$3:Y[U]=Y[U]-(B[J]/2-D[J]/2);break;case end:Y[U]=Y[U]+(B[J]/2-D[J]/2);break}}return Y}var DEFAULT_OPTIONS={placement:"bottom",modifiers:[],strategy:"absolute"};function areValidElements(){for(var F=arguments.length,B=new Array(F),D=0;D<F;D++)B[D]=arguments[D];return!B.some(function(R){return!(R&&typeof R.getBoundingClientRect=="function")})}function popperGenerator(F){F===void 0&&(F={});var B=F,D=B.defaultModifiers,R=D===void 0?[]:D,G=B.defaultOptions,W=G===void 0?DEFAULT_OPTIONS:G;return function(Z,Y,U){U===void 0&&(U=W);var J={placement:"bottom",orderedModifiers:[],options:Object.assign({},DEFAULT_OPTIONS,W),modifiersData:{},elements:{reference:Z,popper:Y},attributes:{},styles:{}},K=[],Q=!1,te={state:J,setOptions:function(ae){se(),J.options=Object.assign({},W,J.options,ae),J.scrollParents={reference:isElement(Z)?listScrollParents(Z):Z.contextElement?listScrollParents(Z.contextElement):[],popper:listScrollParents(Y)};var le=orderModifiers(mergeByName([].concat(R,J.options.modifiers)));return J.orderedModifiers=le.filter(function(ue){return ue.enabled}),re(),te.update()},forceUpdate:function(){if(!Q){var ae=J.elements,le=ae.reference,ue=ae.popper;if(!!areValidElements(le,ue)){J.rects={reference:getCompositeRect(le,getOffsetParent(ue),J.options.strategy==="fixed"),popper:getLayoutRect(ue)},J.reset=!1,J.placement=J.options.placement,J.orderedModifiers.forEach(function(xe){return J.modifiersData[xe.name]=Object.assign({},xe.data)});for(var ce=0;ce<J.orderedModifiers.length;ce++){if(J.reset===!0){J.reset=!1,ce=-1;continue}var de=J.orderedModifiers[ce],ve=de.fn,he=de.options,me=he===void 0?{}:he,be=de.name;typeof ve=="function"&&(J=ve({state:J,options:me,name:be,instance:te})||J)}}}},update:debounce(function(){return new Promise(function(ie){te.forceUpdate(),ie(J)})}),destroy:function(){se(),Q=!0}};if(!areValidElements(Z,Y))return te;te.setOptions(U).then(function(ie){!Q&&U.onFirstUpdate&&U.onFirstUpdate(ie)});function re(){J.orderedModifiers.forEach(function(ie){var ae=ie.name,le=ie.options,ue=le===void 0?{}:le,ce=ie.effect;if(typeof ce=="function"){var de=ce({state:J,name:ae,instance:te,options:ue}),ve=function(){};K.push(de||ve)}})}function se(){K.forEach(function(ie){return ie()}),K=[]}return te}}var passive={passive:!0};function effect(F){var B=F.state,D=F.instance,R=F.options,G=R.scroll,W=G===void 0?!0:G,q=R.resize,Z=q===void 0?!0:q,Y=getWindow(B.elements.popper),U=[].concat(B.scrollParents.reference,B.scrollParents.popper);return W&&U.forEach(function(J){J.addEventListener("scroll",D.update,passive)}),Z&&Y.addEventListener("resize",D.update,passive),function(){W&&U.forEach(function(J){J.removeEventListener("scroll",D.update,passive)}),Z&&Y.removeEventListener("resize",D.update,passive)}}var eventListeners={name:"eventListeners",enabled:!0,phase:"write",fn:function F(){},effect,data:{}};function popperOffsets(F){var B=F.state,D=F.name;B.modifiersData[D]=computeOffsets({reference:B.rects.reference,element:B.rects.popper,strategy:"absolute",placement:B.placement})}var popperOffsets$1={name:"popperOffsets",enabled:!0,phase:"read",fn:popperOffsets,data:{}},unsetSides={top:"auto",right:"auto",bottom:"auto",left:"auto"};function roundOffsetsByDPR(F){var B=F.x,D=F.y,R=window,G=R.devicePixelRatio||1;return{x:round(round(B*G)/G)||0,y:round(round(D*G)/G)||0}}function mapToStyles(F){var 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 *  howlerjs.com
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 *  (c) 2013-2020, James Simpson of GoldFire Studios
 *  goldfirestudios.com
 *
 *  MIT License
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K.noAudio||K._setupCodecs(),K},_setupCodecs:function(){var K=this||D,Q=null;try{Q=typeof Audio!="undefined"?new Audio:null}catch{return K}if(!Q||typeof Q.canPlayType!="function")return K;var te=Q.canPlayType("audio/mpeg;").replace(/^no$/,""),re=K._navigator?K._navigator.userAgent:"",se=re.match(/OPR\/([0-6].)/g),ie=se&&parseInt(se[0].split("/")[1],10)<33,ae=re.indexOf("Safari")!==-1&&re.indexOf("Chrome")===-1,le=re.match(/Version\/(.*?) /),ue=ae&&le&&parseInt(le[1],10)<15;return K._codecs={mp3:!!(!ie&&(te||Q.canPlayType("audio/mp3;").replace(/^no$/,""))),mpeg:!!te,opus:!!Q.canPlayType('audio/ogg; codecs="opus"').replace(/^no$/,""),ogg:!!Q.canPlayType('audio/ogg; codecs="vorbis"').replace(/^no$/,""),oga:!!Q.canPlayType('audio/ogg; codecs="vorbis"').replace(/^no$/,""),wav:!!(Q.canPlayType('audio/wav; codecs="1"')||Q.canPlayType("audio/wav")).replace(/^no$/,""),aac:!!Q.canPlayType("audio/aac;").replace(/^no$/,""),caf:!!Q.canPlayType("audio/x-caf;").replace(/^no$/,""),m4a:!!(Q.canPlayType("audio/x-m4a;")||Q.canPlayType("audio/m4a;")||Q.canPlayType("audio/aac;")).replace(/^no$/,""),m4b:!!(Q.canPlayType("audio/x-m4b;")||Q.canPlayType("audio/m4b;")||Q.canPlayType("audio/aac;")).replace(/^no$/,""),mp4:!!(Q.canPlayType("audio/x-mp4;")||Q.canPlayType("audio/mp4;")||Q.canPlayType("audio/aac;")).replace(/^no$/,""),weba:!!(!ue&&Q.canPlayType('audio/webm; codecs="vorbis"').replace(/^no$/,"")),webm:!!(!ue&&Q.canPlayType('audio/webm; codecs="vorbis"').replace(/^no$/,"")),dolby:!!Q.canPlayType('audio/mp4; codecs="ec-3"').replace(/^no$/,""),flac:!!(Q.canPlayType("audio/x-flac;")||Q.canPlayType("audio/flac;")).replace(/^no$/,"")},K},_unlockAudio:function(){var K=this||D;if(!(K._audioUnlocked||!K.ctx)){K._audioUnlocked=!1,K.autoUnlock=!1,!K._mobileUnloaded&&K.ctx.sampleRate!==44100&&(K._mobileUnloaded=!0,K.unload()),K._scratchBuffer=K.ctx.createBuffer(1,1,22050);var Q=function(te){for(;K._html5AudioPool.length<K.html5PoolSize;)try{var re=new Audio;re._unlocked=!0,K._releaseHtml5Audio(re)}catch{K.noAudio=!0;break}for(var se=0;se<K._howls.length;se++)if(!K._howls[se]._webAudio)for(var ie=K._howls[se]._getSoundIds(),ae=0;ae<ie.length;ae++){var le=K._howls[se]._soundById(ie[ae]);le&&le._node&&!le._node._unlocked&&(le._node._unlocked=!0,le._node.load())}K._autoResume();var ue=K.ctx.createBufferSource();ue.buffer=K._scratchBuffer,ue.connect(K.ctx.destination),typeof ue.start=="undefined"?ue.noteOn(0):ue.start(0),typeof K.ctx.resume=="function"&&K.ctx.resume(),ue.onended=function(){ue.disconnect(0),K._audioUnlocked=!0,document.removeEventListener("touchstart",Q,!0),document.removeEventListener("touchend",Q,!0),document.removeEventListener("click",Q,!0),document.removeEventListener("keydown",Q,!0);for(var ce=0;ce<K._howls.length;ce++)K._howls[ce]._emit("unlock")}};return document.addEventListener("touchstart",Q,!0),document.addEventListener("touchend",Q,!0),document.addEventListener("click",Q,!0),document.addEventListener("keydown",Q,!0),K}},_obtainHtml5Audio:function(){var K=this||D;if(K._html5AudioPool.length)return K._html5AudioPool.pop();var Q=new Audio().play();return Q&&typeof Promise!="undefined"&&(Q instanceof Promise||typeof Q.then=="function")&&Q.catch(function(){console.warn("HTML5 Audio pool exhausted, returning potentially locked audio object.")}),new Audio},_releaseHtml5Audio:function(K){var Q=this||D;return K._unlocked&&Q._html5AudioPool.push(K),Q},_autoSuspend:function(){var K=this;if(!(!K.autoSuspend||!K.ctx||typeof K.ctx.suspend=="undefined"||!D.usingWebAudio)){for(var Q=0;Q<K._howls.length;Q++)if(K._howls[Q]._webAudio){for(var te=0;te<K._howls[Q]._sounds.length;te++)if(!K._howls[Q]._sounds[te]._paused)return K}return K._suspendTimer&&clearTimeout(K._suspendTimer),K._suspendTimer=setTimeout(function(){if(!!K.autoSuspend){K._suspendTimer=null,K.state="suspending";var re=function(){K.state="suspended",K._resumeAfterSuspend&&(delete K._resumeAfterSuspend,K._autoResume())};K.ctx.suspend().then(re,re)}},3e4),K}},_autoResume:function(){var K=this;if(!(!K.ctx||typeof K.ctx.resume=="undefined"||!D.usingWebAudio))return K.state==="running"&&K.ctx.state!=="interrupted"&&K._suspendTimer?(clearTimeout(K._suspendTimer),K._suspendTimer=null):K.state==="suspended"||K.state==="running"&&K.ctx.state==="interrupted"?(K.ctx.resume().then(function(){K.state="running";for(var Q=0;Q<K._howls.length;Q++)K._howls[Q]._emit("resume")}),K._suspendTimer&&(clearTimeout(K._suspendTimer),K._suspendTimer=null)):K.state==="suspending"&&(K._resumeAfterSuspend=!0),K}};var D=new B,R=function(K){var Q=this;if(!K.src||K.src.length===0){console.error("An array of source files must be passed with any new Howl.");return}Q.init(K)};R.prototype={init:function(K){var Q=this;return D.ctx||J(),Q._autoplay=K.autoplay||!1,Q._format=typeof K.format!="string"?K.format:[K.format],Q._html5=K.html5||!1,Q._muted=K.mute||!1,Q._loop=K.loop||!1,Q._pool=K.pool||5,Q._preload=typeof K.preload=="boolean"||K.preload==="metadata"?K.preload:!0,Q._rate=K.rate||1,Q._sprite=K.sprite||{},Q._src=typeof K.src!="string"?K.src:[K.src],Q._volume=K.volume!==void 0?K.volume:1,Q._xhr={method:K.xhr&&K.xhr.method?K.xhr.method:"GET",headers:K.xhr&&K.xhr.headers?K.xhr.headers:null,withCredentials:K.xhr&&K.xhr.withCredentials?K.xhr.withCredentials:!1},Q._duration=0,Q._state="unloaded",Q._sounds=[],Q._endTimers={},Q._queue=[],Q._playLock=!1,Q._onend=K.onend?[{fn:K.onend}]:[],Q._onfade=K.onfade?[{fn:K.onfade}]:[],Q._onload=K.onload?[{fn:K.onload}]:[],Q._onloaderror=K.onloaderror?[{fn:K.onloaderror}]:[],Q._onplayerror=K.onplayerror?[{fn:K.onplayerror}]:[],Q._onpause=K.onpause?[{fn:K.onpause}]:[],Q._onplay=K.onplay?[{fn:K.onplay}]:[],Q._onstop=K.onstop?[{fn:K.onstop}]:[],Q._onmute=K.onmute?[{fn:K.onmute}]:[],Q._onvolume=K.onvolume?[{fn:K.onvolume}]:[],Q._onrate=K.onrate?[{fn:K.onrate}]:[],Q._onseek=K.onseek?[{fn:K.onseek}]:[],Q._onunlock=K.onunlock?[{fn:K.onunlock}]:[],Q._onresume=[],Q._webAudio=D.usingWebAudio&&!Q._html5,typeof D.ctx!="undefined"&&D.ctx&&D.autoUnlock&&D._unlockAudio(),D._howls.push(Q),Q._autoplay&&Q._queue.push({event:"play",action:function(){Q.play()}}),Q._preload&&Q._preload!=="none"&&Q.load(),Q},load:function(){var K=this,Q=null;if(D.noAudio){K._emit("loaderror",null,"No audio support.");return}typeof K._src=="string"&&(K._src=[K._src]);for(var te=0;te<K._src.length;te++){var re,se;if(K._format&&K._format[te])re=K._format[te];else{if(se=K._src[te],typeof se!="string"){K._emit("loaderror",null,"Non-string found in selected audio sources - ignoring.");continue}re=/^data:audio\/([^;,]+);/i.exec(se),re||(re=/\.([^.]+)$/.exec(se.split("?",1)[0])),re&&(re=re[1].toLowerCase())}if(re||console.warn('No file extension was found. Consider using the "format" property or specify an extension.'),re&&D.codecs(re)){Q=K._src[te];break}}if(!Q){K._emit("loaderror",null,"No codec support for selected audio sources.");return}return K._src=Q,K._state="loading",window.location.protocol==="https:"&&Q.slice(0,5)==="http:"&&(K._html5=!0,K._webAudio=!1),new G(K),K._webAudio&&q(K),K},play:function(K,Q){var te=this,re=null;if(typeof K=="number")re=K,K=null;else{if(typeof K=="string"&&te._state==="loaded"&&!te._sprite[K])return null;if(typeof K=="undefined"&&(K="__default",!te._playLock)){for(var se=0,ie=0;ie<te._sounds.length;ie++)te._sounds[ie]._paused&&!te._sounds[ie]._ended&&(se++,re=te._sounds[ie]._id);se===1?K=null:re=null}}var ae=re?te._soundById(re):te._inactiveSound();if(!ae)return null;if(re&&!K&&(K=ae._sprite||"__default"),te._state!=="loaded"){ae._sprite=K,ae._ended=!1;var le=ae._id;return te._queue.push({event:"play",action:function(){te.play(le)}}),le}if(re&&!ae._paused)return Q||te._loadQueue("play"),ae._id;te._webAudio&&D._autoResume();var ue=Math.max(0,ae._seek>0?ae._seek:te._sprite[K][0]/1e3),ce=Math.max(0,(te._sprite[K][0]+te._sprite[K][1])/1e3-ue),de=ce*1e3/Math.abs(ae._rate),ve=te._sprite[K][0]/1e3,he=(te._sprite[K][0]+te._sprite[K][1])/1e3;ae._sprite=K,ae._ended=!1;var me=function(){ae._paused=!1,ae._seek=ue,ae._start=ve,ae._stop=he,ae._loop=!!(ae._loop||te._sprite[K][2])};if(ue>=he){te._ended(ae);return}var be=ae._node;if(te._webAudio){var xe=function(){te._playLock=!1,me(),te._refreshBuffer(ae);var ge=ae._muted||te._muted?0:ae._volume;be.gain.setValueAtTime(ge,D.ctx.currentTime),ae._playStart=D.ctx.currentTime,typeof be.bufferSource.start=="undefined"?ae._loop?be.bufferSource.noteGrainOn(0,ue,86400):be.bufferSource.noteGrainOn(0,ue,ce):ae._loop?be.bufferSource.start(0,ue,86400):be.bufferSource.start(0,ue,ce),de!==1/0&&(te._endTimers[ae._id]=setTimeout(te._ended.bind(te,ae),de)),Q||setTimeout(function(){te._emit("play",ae._id),te._loadQueue()},0)};D.state==="running"&&D.ctx.state!=="interrupted"?xe():(te._playLock=!0,te.once("resume",xe),te._clearTimer(ae._id))}else{var Ae=function(){be.currentTime=ue,be.muted=ae._muted||te._muted||D._muted||be.muted,be.volume=ae._volume*D.volume(),be.playbackRate=ae._rate;try{var ge=be.play();if(ge&&typeof Promise!="undefined"&&(ge instanceof Promise||typeof ge.then=="function")?(te._playLock=!0,me(),ge.then(function(){te._playLock=!1,be._unlocked=!0,Q?te._loadQueue():te._emit("play",ae._id)}).catch(function(){te._playLock=!1,te._emit("playerror",ae._id,"Playback was unable to start. This is most commonly an issue on mobile devices and Chrome where playback was not within a user interaction."),ae._ended=!0,ae._paused=!0})):Q||(te._playLock=!1,me(),te._emit("play",ae._id)),be.playbackRate=ae._rate,be.paused){te._emit("playerror",ae._id,"Playback was unable to start. This is most commonly an issue on mobile devices and Chrome where playback was not within a user interaction.");return}K!=="__default"||ae._loop?te._endTimers[ae._id]=setTimeout(te._ended.bind(te,ae),de):(te._endTimers[ae._id]=function(){te._ended(ae),be.removeEventListener("ended",te._endTimers[ae._id],!1)},be.addEventListener("ended",te._endTimers[ae._id],!1))}catch(Te){te._emit("playerror",ae._id,Te)}};be.src==="data:audio/wav;base64,UklGRigAAABXQVZFZm10IBIAAAABAAEARKwAAIhYAQACABAAAABkYXRhAgAAAAEA"&&(be.src=te._src,be.load());var Pe=window&&window.ejecta||!be.readyState&&D._navigator.isCocoonJS;if(be.readyState>=3||Pe)Ae();else{te._playLock=!0,te._state="loading";var ze=function(){te._state="loaded",Ae(),be.removeEventListener(D._canPlayEvent,ze,!1)};be.addEventListener(D._canPlayEvent,ze,!1),te._clearTimer(ae._id)}}return ae._id},pause:function(K){var Q=this;if(Q._state!=="loaded"||Q._playLock)return Q._queue.push({event:"pause",action:function(){Q.pause(K)}}),Q;for(var te=Q._getSoundIds(K),re=0;re<te.length;re++){Q._clearTimer(te[re]);var se=Q._soundById(te[re]);if(se&&!se._paused&&(se._seek=Q.seek(te[re]),se._rateSeek=0,se._paused=!0,Q._stopFade(te[re]),se._node))if(Q._webAudio){if(!se._node.bufferSource)continue;typeof se._node.bufferSource.stop=="undefined"?se._node.bufferSource.noteOff(0):se._node.bufferSource.stop(0),Q._cleanBuffer(se._node)}else(!isNaN(se._node.duration)||se._node.duration===1/0)&&se._node.pause();arguments[1]||Q._emit("pause",se?se._id:null)}return Q},stop:function(K,Q){var te=this;if(te._state!=="loaded"||te._playLock)return te._queue.push({event:"stop",action:function(){te.stop(K)}}),te;for(var re=te._getSoundIds(K),se=0;se<re.length;se++){te._clearTimer(re[se]);var ie=te._soundById(re[se]);ie&&(ie._seek=ie._start||0,ie._rateSeek=0,ie._paused=!0,ie._ended=!0,te._stopFade(re[se]),ie._node&&(te._webAudio?ie._node.bufferSource&&(typeof ie._node.bufferSource.stop=="undefined"?ie._node.bufferSource.noteOff(0):ie._node.bufferSource.stop(0),te._cleanBuffer(ie._node)):(!isNaN(ie._node.duration)||ie._node.duration===1/0)&&(ie._node.currentTime=ie._start||0,ie._node.pause(),ie._node.duration===1/0&&te._clearSound(ie._node))),Q||te._emit("stop",ie._id))}return te},mute:function(K,Q){var te=this;if(te._state!=="loaded"||te._playLock)return te._queue.push({event:"mute",action:function(){te.mute(K,Q)}}),te;if(typeof Q=="undefined")if(typeof K=="boolean")te._muted=K;else return te._muted;for(var re=te._getSoundIds(Q),se=0;se<re.length;se++){var ie=te._soundById(re[se]);ie&&(ie._muted=K,ie._interval&&te._stopFade(ie._id),te._webAudio&&ie._node?ie._node.gain.setValueAtTime(K?0:ie._volume,D.ctx.currentTime):ie._node&&(ie._node.muted=D._muted?!0:K),te._emit("mute",ie._id))}return te},volume:function(){var K=this,Q=arguments,te,re;if(Q.length===0)return K._volume;if(Q.length===1||Q.length===2&&typeof Q[1]=="undefined"){var se=K._getSoundIds(),ie=se.indexOf(Q[0]);ie>=0?re=parseInt(Q[0],10):te=parseFloat(Q[0])}else Q.length>=2&&(te=parseFloat(Q[0]),re=parseInt(Q[1],10));var ae;if(typeof te!="undefined"&&te>=0&&te<=1){if(K._state!=="loaded"||K._playLock)return K._queue.push({event:"volume",action:function(){K.volume.apply(K,Q)}}),K;typeof re=="undefined"&&(K._volume=te),re=K._getSoundIds(re);for(var le=0;le<re.length;le++)ae=K._soundById(re[le]),ae&&(ae._volume=te,Q[2]||K._stopFade(re[le]),K._webAudio&&ae._node&&!ae._muted?ae._node.gain.setValueAtTime(te,D.ctx.currentTime):ae._node&&!ae._muted&&(ae._node.volume=te*D.volume()),K._emit("volume",ae._id))}else return ae=re?K._soundById(re):K._sounds[0],ae?ae._volume:0;return K},fade:function(K,Q,te,re){var se=this;if(se._state!=="loaded"||se._playLock)return se._queue.push({event:"fade",action:function(){se.fade(K,Q,te,re)}}),se;K=Math.min(Math.max(0,parseFloat(K)),1),Q=Math.min(Math.max(0,parseFloat(Q)),1),te=parseFloat(te),se.volume(K,re);for(var ie=se._getSoundIds(re),ae=0;ae<ie.length;ae++){var le=se._soundById(ie[ae]);if(le){if(re||se._stopFade(ie[ae]),se._webAudio&&!le._muted){var ue=D.ctx.currentTime,ce=ue+te/1e3;le._volume=K,le._node.gain.setValueAtTime(K,ue),le._node.gain.linearRampToValueAtTime(Q,ce)}se._startFadeInterval(le,K,Q,te,ie[ae],typeof re=="undefined")}}return se},_startFadeInterval:function(K,Q,te,re,se,ie){var ae=this,le=Q,ue=te-Q,ce=Math.abs(ue/.01),de=Math.max(4,ce>0?re/ce:re),ve=Date.now();K._fadeTo=te,K._interval=setInterval(function(){var he=(Date.now()-ve)/re;ve=Date.now(),le+=ue*he,le=Math.round(le*100)/100,ue<0?le=Math.max(te,le):le=Math.min(te,le),ae._webAudio?K._volume=le:ae.volume(le,K._id,!0),ie&&(ae._volume=le),(te<Q&&le<=te||te>Q&&le>=te)&&(clearInterval(K._interval),K._interval=null,K._fadeTo=null,ae.volume(te,K._id),ae._emit("fade",K._id))},de)},_stopFade:function(K){var Q=this,te=Q._soundById(K);return te&&te._interval&&(Q._webAudio&&te._node.gain.cancelScheduledValues(D.ctx.currentTime),clearInterval(te._interval),te._interval=null,Q.volume(te._fadeTo,K),te._fadeTo=null,Q._emit("fade",K)),Q},loop:function(){var K=this,Q=arguments,te,re,se;if(Q.length===0)return K._loop;if(Q.length===1)if(typeof Q[0]=="boolean")te=Q[0],K._loop=te;else return se=K._soundById(parseInt(Q[0],10)),se?se._loop:!1;else Q.length===2&&(te=Q[0],re=parseInt(Q[1],10));for(var ie=K._getSoundIds(re),ae=0;ae<ie.length;ae++)se=K._soundById(ie[ae]),se&&(se._loop=te,K._webAudio&&se._node&&se._node.bufferSource&&(se._node.bufferSource.loop=te,te&&(se._node.bufferSource.loopStart=se._start||0,se._node.bufferSource.loopEnd=se._stop,K.playing(ie[ae])&&(K.pause(ie[ae],!0),K.play(ie[ae],!0)))));return K},rate:function(){var K=this,Q=arguments,te,re;if(Q.length===0)re=K._sounds[0]._id;else if(Q.length===1){var se=K._getSoundIds(),ie=se.indexOf(Q[0]);ie>=0?re=parseInt(Q[0],10):te=parseFloat(Q[0])}else Q.length===2&&(te=parseFloat(Q[0]),re=parseInt(Q[1],10));var ae;if(typeof te=="number"){if(K._state!=="loaded"||K._playLock)return K._queue.push({event:"rate",action:function(){K.rate.apply(K,Q)}}),K;typeof re=="undefined"&&(K._rate=te),re=K._getSoundIds(re);for(var le=0;le<re.length;le++)if(ae=K._soundById(re[le]),ae){K.playing(re[le])&&(ae._rateSeek=K.seek(re[le]),ae._playStart=K._webAudio?D.ctx.currentTime:ae._playStart),ae._rate=te,K._webAudio&&ae._node&&ae._node.bufferSource?ae._node.bufferSource.playbackRate.setValueAtTime(te,D.ctx.currentTime):ae._node&&(ae._node.playbackRate=te);var ue=K.seek(re[le]),ce=(K._sprite[ae._sprite][0]+K._sprite[ae._sprite][1])/1e3-ue,de=ce*1e3/Math.abs(ae._rate);(K._endTimers[re[le]]||!ae._paused)&&(K._clearTimer(re[le]),K._endTimers[re[le]]=setTimeout(K._ended.bind(K,ae),de)),K._emit("rate",ae._id)}}else return ae=K._soundById(re),ae?ae._rate:K._rate;return K},seek:function(){var K=this,Q=arguments,te,re;if(Q.length===0)K._sounds.length&&(re=K._sounds[0]._id);else if(Q.length===1){var se=K._getSoundIds(),ie=se.indexOf(Q[0]);ie>=0?re=parseInt(Q[0],10):K._sounds.length&&(re=K._sounds[0]._id,te=parseFloat(Q[0]))}else Q.length===2&&(te=parseFloat(Q[0]),re=parseInt(Q[1],10));if(typeof re=="undefined")return 0;if(typeof te=="number"&&(K._state!=="loaded"||K._playLock))return K._queue.push({event:"seek",action:function(){K.seek.apply(K,Q)}}),K;var ae=K._soundById(re);if(ae)if(typeof te=="number"&&te>=0){var le=K.playing(re);le&&K.pause(re,!0),ae._seek=te,ae._ended=!1,K._clearTimer(re),!K._webAudio&&ae._node&&!isNaN(ae._node.duration)&&(ae._node.currentTime=te);var ue=function(){le&&K.play(re,!0),K._emit("seek",re)};if(le&&!K._webAudio){var ce=function(){K._playLock?setTimeout(ce,0):ue()};setTimeout(ce,0)}else ue()}else if(K._webAudio){var de=K.playing(re)?D.ctx.currentTime-ae._playStart:0,ve=ae._rateSeek?ae._rateSeek-ae._seek:0;return ae._seek+(ve+de*Math.abs(ae._rate))}else return ae._node.currentTime;return K},playing:function(K){var Q=this;if(typeof K=="number"){var te=Q._soundById(K);return te?!te._paused:!1}for(var re=0;re<Q._sounds.length;re++)if(!Q._sounds[re]._paused)return!0;return!1},duration:function(K){var Q=this,te=Q._duration,re=Q._soundById(K);return re&&(te=Q._sprite[re._sprite][1]/1e3),te},state:function(){return this._state},unload:function(){for(var K=this,Q=K._sounds,te=0;te<Q.length;te++)Q[te]._paused||K.stop(Q[te]._id),K._webAudio||(K._clearSound(Q[te]._node),Q[te]._node.removeEventListener("error",Q[te]._errorFn,!1),Q[te]._node.removeEventListener(D._canPlayEvent,Q[te]._loadFn,!1),Q[te]._node.removeEventListener("ended",Q[te]._endFn,!1),D._releaseHtml5Audio(Q[te]._node)),delete Q[te]._node,K._clearTimer(Q[te]._id);var re=D._howls.indexOf(K);re>=0&&D._howls.splice(re,1);var se=!0;for(te=0;te<D._howls.length;te++)if(D._howls[te]._src===K._src||K._src.indexOf(D._howls[te]._src)>=0){se=!1;break}return W&&se&&delete W[K._src],D.noAudio=!1,K._state="unloaded",K._sounds=[],K=null,null},on:function(K,Q,te,re){var se=this,ie=se["_on"+K];return typeof Q=="function"&&ie.push(re?{id:te,fn:Q,once:re}:{id:te,fn:Q}),se},off:function(K,Q,te){var re=this,se=re["_on"+K],ie=0;if(typeof Q=="number"&&(te=Q,Q=null),Q||te)for(ie=0;ie<se.length;ie++){var ae=te===se[ie].id;if(Q===se[ie].fn&&ae||!Q&&ae){se.splice(ie,1);break}}else if(K)re["_on"+K]=[];else{var le=Object.keys(re);for(ie=0;ie<le.length;ie++)le[ie].indexOf("_on")===0&&Array.isArray(re[le[ie]])&&(re[le[ie]]=[])}return re},once:function(K,Q,te){var re=this;return re.on(K,Q,te,1),re},_emit:function(K,Q,te){for(var re=this,se=re["_on"+K],ie=se.length-1;ie>=0;ie--)(!se[ie].id||se[ie].id===Q||K==="load")&&(setTimeout(function(ae){ae.call(this,Q,te)}.bind(re,se[ie].fn),0),se[ie].once&&re.off(K,se[ie].fn,se[ie].id));return re._loadQueue(K),re},_loadQueue:function(K){var Q=this;if(Q._queue.length>0){var te=Q._queue[0];te.event===K&&(Q._queue.shift(),Q._loadQueue()),K||te.action()}return Q},_ended:function(K){var Q=this,te=K._sprite;if(!Q._webAudio&&K._node&&!K._node.paused&&!K._node.ended&&K._node.currentTime<K._stop)return setTimeout(Q._ended.bind(Q,K),100),Q;var re=!!(K._loop||Q._sprite[te][2]);if(Q._emit("end",K._id),!Q._webAudio&&re&&Q.stop(K._id,!0).play(K._id),Q._webAudio&&re){Q._emit("play",K._id),K._seek=K._start||0,K._rateSeek=0,K._playStart=D.ctx.currentTime;var se=(K._stop-K._start)*1e3/Math.abs(K._rate);Q._endTimers[K._id]=setTimeout(Q._ended.bind(Q,K),se)}return Q._webAudio&&!re&&(K._paused=!0,K._ended=!0,K._seek=K._start||0,K._rateSeek=0,Q._clearTimer(K._id),Q._cleanBuffer(K._node),D._autoSuspend()),!Q._webAudio&&!re&&Q.stop(K._id,!0),Q},_clearTimer:function(K){var Q=this;if(Q._endTimers[K]){if(typeof Q._endTimers[K]!="function")clearTimeout(Q._endTimers[K]);else{var te=Q._soundById(K);te&&te._node&&te._node.removeEventListener("ended",Q._endTimers[K],!1)}delete Q._endTimers[K]}return Q},_soundById:function(K){for(var Q=this,te=0;te<Q._sounds.length;te++)if(K===Q._sounds[te]._id)return Q._sounds[te];return null},_inactiveSound:function(){var K=this;K._drain();for(var Q=0;Q<K._sounds.length;Q++)if(K._sounds[Q]._ended)return K._sounds[Q].reset();return new G(K)},_drain:function(){var K=this,Q=K._pool,te=0,re=0;if(!(K._sounds.length<Q)){for(re=0;re<K._sounds.length;re++)K._sounds[re]._ended&&te++;for(re=K._sounds.length-1;re>=0;re--){if(te<=Q)return;K._sounds[re]._ended&&(K._webAudio&&K._sounds[re]._node&&K._sounds[re]._node.disconnect(0),K._sounds.splice(re,1),te--)}}},_getSoundIds:function(K){var Q=this;if(typeof K=="undefined"){for(var te=[],re=0;re<Q._sounds.length;re++)te.push(Q._sounds[re]._id);return te}else return[K]},_refreshBuffer:function(K){var Q=this;return K._node.bufferSource=D.ctx.createBufferSource(),K._node.bufferSource.buffer=W[Q._src],K._panner?K._node.bufferSource.connect(K._panner):K._node.bufferSource.connect(K._node),K._node.bufferSource.loop=K._loop,K._loop&&(K._node.bufferSource.loopStart=K._start||0,K._node.bufferSource.loopEnd=K._stop||0),K._node.bufferSource.playbackRate.setValueAtTime(K._rate,D.ctx.currentTime),Q},_cleanBuffer:function(K){var Q=this,te=D._navigator&&D._navigator.vendor.indexOf("Apple")>=0;if(D._scratchBuffer&&K.bufferSource&&(K.bufferSource.onended=null,K.bufferSource.disconnect(0),te))try{K.bufferSource.buffer=D._scratchBuffer}catch{}return K.bufferSource=null,Q},_clearSound:function(K){var Q=/MSIE |Trident\//.test(D._navigator&&D._navigator.userAgent);Q||(K.src="data:audio/wav;base64,UklGRigAAABXQVZFZm10IBIAAAABAAEARKwAAIhYAQACABAAAABkYXRhAgAAAAEA")}};var G=function(K){this._parent=K,this.init()};G.prototype={init:function(){var K=this,Q=K._parent;return K._muted=Q._muted,K._loop=Q._loop,K._volume=Q._volume,K._rate=Q._rate,K._seek=0,K._paused=!0,K._ended=!0,K._sprite="__default",K._id=++D._counter,Q._sounds.push(K),K.create(),K},create:function(){var K=this,Q=K._parent,te=D._muted||K._muted||K._parent._muted?0:K._volume;return Q._webAudio?(K._node=typeof D.ctx.createGain=="undefined"?D.ctx.createGainNode():D.ctx.createGain(),K._node.gain.setValueAtTime(te,D.ctx.currentTime),K._node.paused=!0,K._node.connect(D.masterGain)):D.noAudio||(K._node=D._obtainHtml5Audio(),K._errorFn=K._errorListener.bind(K),K._node.addEventListener("error",K._errorFn,!1),K._loadFn=K._loadListener.bind(K),K._node.addEventListener(D._canPlayEvent,K._loadFn,!1),K._endFn=K._endListener.bind(K),K._node.addEventListener("ended",K._endFn,!1),K._node.src=Q._src,K._node.preload=Q._preload===!0?"auto":Q._preload,K._node.volume=te*D.volume(),K._node.load()),K},reset:function(){var K=this,Q=K._parent;return K._muted=Q._muted,K._loop=Q._loop,K._volume=Q._volume,K._rate=Q._rate,K._seek=0,K._rateSeek=0,K._paused=!0,K._ended=!0,K._sprite="__default",K._id=++D._counter,K},_errorListener:function(){var K=this;K._parent._emit("loaderror",K._id,K._node.error?K._node.error.code:0),K._node.removeEventListener("error",K._errorFn,!1)},_loadListener:function(){var K=this,Q=K._parent;Q._duration=Math.ceil(K._node.duration*10)/10,Object.keys(Q._sprite).length===0&&(Q._sprite={__default:[0,Q._duration*1e3]}),Q._state!=="loaded"&&(Q._state="loaded",Q._emit("load"),Q._loadQueue()),K._node.removeEventListener(D._canPlayEvent,K._loadFn,!1)},_endListener:function(){var K=this,Q=K._parent;Q._duration===1/0&&(Q._duration=Math.ceil(K._node.duration*10)/10,Q._sprite.__default[1]===1/0&&(Q._sprite.__default[1]=Q._duration*1e3),Q._ended(K)),K._node.removeEventListener("ended",K._endFn,!1)}};var W={},q=function(K){var Q=K._src;if(W[Q]){K._duration=W[Q].duration,U(K);return}if(/^data:[^;]+;base64,/.test(Q)){for(var te=atob(Q.split(",")[1]),re=new Uint8Array(te.length),se=0;se<te.length;++se)re[se]=te.charCodeAt(se);Y(re.buffer,K)}else{var ie=new XMLHttpRequest;ie.open(K._xhr.method,Q,!0),ie.withCredentials=K._xhr.withCredentials,ie.responseType="arraybuffer",K._xhr.headers&&Object.keys(K._xhr.headers).forEach(function(ae){ie.setRequestHeader(ae,K._xhr.headers[ae])}),ie.onload=function(){var ae=(ie.status+"")[0];if(ae!=="0"&&ae!=="2"&&ae!=="3"){K._emit("loaderror",null,"Failed loading audio file with status: "+ie.status+".");return}Y(ie.response,K)},ie.onerror=function(){K._webAudio&&(K._html5=!0,K._webAudio=!1,K._sounds=[],delete W[Q],K.load())},Z(ie)}},Z=function(K){try{K.send()}catch{K.onerror()}},Y=function(K,Q){var te=function(){Q._emit("loaderror",null,"Decoding audio data failed.")},re=function(se){se&&Q._sounds.length>0?(W[Q._src]=se,U(Q,se)):te()};typeof Promise!="undefined"&&D.ctx.decodeAudioData.length===1?D.ctx.decodeAudioData(K).then(re).catch(te):D.ctx.decodeAudioData(K,re,te)},U=function(K,Q){Q&&!K._duration&&(K._duration=Q.duration),Object.keys(K._sprite).length===0&&(K._sprite={__default:[0,K._duration*1e3]}),K._state!=="loaded"&&(K._state="loaded",K._emit("load"),K._loadQueue())},J=function(){if(!!D.usingWebAudio){try{typeof AudioContext!="undefined"?D.ctx=new AudioContext:typeof webkitAudioContext!="undefined"?D.ctx=new webkitAudioContext:D.usingWebAudio=!1}catch{D.usingWebAudio=!1}D.ctx||(D.usingWebAudio=!1);var K=/iP(hone|od|ad)/.test(D._navigator&&D._navigator.platform),Q=D._navigator&&D._navigator.appVersion.match(/OS (\d+)_(\d+)_?(\d+)?/),te=Q?parseInt(Q[1],10):null;if(K&&te&&te<9){var re=/safari/.test(D._navigator&&D._navigator.userAgent.toLowerCase());D._navigator&&!re&&(D.usingWebAudio=!1)}D.usingWebAudio&&(D.masterGain=typeof D.ctx.createGain=="undefined"?D.ctx.createGainNode():D.ctx.createGain(),D.masterGain.gain.setValueAtTime(D._muted?0:D._volume,D.ctx.currentTime),D.masterGain.connect(D.ctx.destination)),D._setup()}};F.Howler=D,F.Howl=R,typeof commonjsGlobal$2!="undefined"?(commonjsGlobal$2.HowlerGlobal=B,commonjsGlobal$2.Howler=D,commonjsGlobal$2.Howl=R,commonjsGlobal$2.Sound=G):typeof window!="undefined"&&(window.HowlerGlobal=B,window.Howler=D,window.Howl=R,window.Sound=G)})();/*!
 *  Spatial Plugin - Adds support for stereo and 3D audio where Web Audio is supported.
 *  
 *  howler.js v2.2.3
 *  howlerjs.com
 *
 *  (c) 2013-2020, James Simpson of GoldFire Studios
 *  goldfirestudios.com
 *
 *  MIT License
 */(function(){HowlerGlobal.prototype._pos=[0,0,0],HowlerGlobal.prototype._orientation=[0,0,-1,0,1,0],HowlerGlobal.prototype.stereo=function(D){var R=this;if(!R.ctx||!R.ctx.listener)return R;for(var G=R._howls.length-1;G>=0;G--)R._howls[G].stereo(D);return R},HowlerGlobal.prototype.pos=function(D,R,G){var W=this;if(!W.ctx||!W.ctx.listener)return W;if(R=typeof R!="number"?W._pos[1]:R,G=typeof G!="number"?W._pos[2]:G,typeof D=="number")W._pos=[D,R,G],typeof W.ctx.listener.positionX!="undefined"?(W.ctx.listener.positionX.setTargetAtTime(W._pos[0],Howler.ctx.currentTime,.1),W.ctx.listener.positionY.setTargetAtTime(W._pos[1],Howler.ctx.currentTime,.1),W.ctx.listener.positionZ.setTargetAtTime(W._pos[2],Howler.ctx.currentTime,.1)):W.ctx.listener.setPosition(W._pos[0],W._pos[1],W._pos[2]);else return W._pos;return W},HowlerGlobal.prototype.orientation=function(D,R,G,W,q,Z){var Y=this;if(!Y.ctx||!Y.ctx.listener)return Y;var U=Y._orientation;if(R=typeof R!="number"?U[1]:R,G=typeof G!="number"?U[2]:G,W=typeof W!="number"?U[3]:W,q=typeof q!="number"?U[4]:q,Z=typeof Z!="number"?U[5]:Z,typeof D=="number")Y._orientation=[D,R,G,W,q,Z],typeof Y.ctx.listener.forwardX!="undefined"?(Y.ctx.listener.forwardX.setTargetAtTime(D,Howler.ctx.currentTime,.1),Y.ctx.listener.forwardY.setTargetAtTime(R,Howler.ctx.currentTime,.1),Y.ctx.listener.forwardZ.setTargetAtTime(G,Howler.ctx.currentTime,.1),Y.ctx.listener.upX.setTargetAtTime(W,Howler.ctx.currentTime,.1),Y.ctx.listener.upY.setTargetAtTime(q,Howler.ctx.currentTime,.1),Y.ctx.listener.upZ.setTargetAtTime(Z,Howler.ctx.currentTime,.1)):Y.ctx.listener.setOrientation(D,R,G,W,q,Z);else return U;return Y},Howl.prototype.init=function(D){return function(R){var G=this;return G._orientation=R.orientation||[1,0,0],G._stereo=R.stereo||null,G._pos=R.pos||null,G._pannerAttr={coneInnerAngle:typeof R.coneInnerAngle!="undefined"?R.coneInnerAngle:360,coneOuterAngle:typeof R.coneOuterAngle!="undefined"?R.coneOuterAngle:360,coneOuterGain:typeof R.coneOuterGain!="undefined"?R.coneOuterGain:0,distanceModel:typeof R.distanceModel!="undefined"?R.distanceModel:"inverse",maxDistance:typeof R.maxDistance!="undefined"?R.maxDistance:1e4,panningModel:typeof R.panningModel!="undefined"?R.panningModel:"HRTF",refDistance:typeof R.refDistance!="undefined"?R.refDistance:1,rolloffFactor:typeof R.rolloffFactor!="undefined"?R.rolloffFactor:1},G._onstereo=R.onstereo?[{fn:R.onstereo}]:[],G._onpos=R.onpos?[{fn:R.onpos}]:[],G._onorientation=R.onorientation?[{fn:R.onorientation}]:[],D.call(this,R)}}(Howl.prototype.init),Howl.prototype.stereo=function(D,R){var G=this;if(!G._webAudio)return G;if(G._state!=="loaded")return G._queue.push({event:"stereo",action:function(){G.stereo(D,R)}}),G;var W=typeof Howler.ctx.createStereoPanner=="undefined"?"spatial":"stereo";if(typeof R=="undefined")if(typeof D=="number")G._stereo=D,G._pos=[D,0,0];else return G._stereo;for(var q=G._getSoundIds(R),Z=0;Z<q.length;Z++){var Y=G._soundById(q[Z]);if(Y)if(typeof D=="number")Y._stereo=D,Y._pos=[D,0,0],Y._node&&(Y._pannerAttr.panningModel="equalpower",(!Y._panner||!Y._panner.pan)&&B(Y,W),W==="spatial"?typeof Y._panner.positionX!="undefined"?(Y._panner.positionX.setValueAtTime(D,Howler.ctx.currentTime),Y._panner.positionY.setValueAtTime(0,Howler.ctx.currentTime),Y._panner.positionZ.setValueAtTime(0,Howler.ctx.currentTime)):Y._panner.setPosition(D,0,0):Y._panner.pan.setValueAtTime(D,Howler.ctx.currentTime)),G._emit("stereo",Y._id);else return Y._stereo}return G},Howl.prototype.pos=function(D,R,G,W){var q=this;if(!q._webAudio)return q;if(q._state!=="loaded")return q._queue.push({event:"pos",action:function(){q.pos(D,R,G,W)}}),q;if(R=typeof R!="number"?0:R,G=typeof G!="number"?-.5:G,typeof W=="undefined")if(typeof D=="number")q._pos=[D,R,G];else return q._pos;for(var Z=q._getSoundIds(W),Y=0;Y<Z.length;Y++){var U=q._soundById(Z[Y]);if(U)if(typeof D=="number")U._pos=[D,R,G],U._node&&((!U._panner||U._panner.pan)&&B(U,"spatial"),typeof U._panner.positionX!="undefined"?(U._panner.positionX.setValueAtTime(D,Howler.ctx.currentTime),U._panner.positionY.setValueAtTime(R,Howler.ctx.currentTime),U._panner.positionZ.setValueAtTime(G,Howler.ctx.currentTime)):U._panner.setPosition(D,R,G)),q._emit("pos",U._id);else return U._pos}return q},Howl.prototype.orientation=function(D,R,G,W){var q=this;if(!q._webAudio)return q;if(q._state!=="loaded")return q._queue.push({event:"orientation",action:function(){q.orientation(D,R,G,W)}}),q;if(R=typeof R!="number"?q._orientation[1]:R,G=typeof G!="number"?q._orientation[2]:G,typeof W=="undefined")if(typeof D=="number")q._orientation=[D,R,G];else return q._orientation;for(var Z=q._getSoundIds(W),Y=0;Y<Z.length;Y++){var U=q._soundById(Z[Y]);if(U)if(typeof D=="number")U._orientation=[D,R,G],U._node&&(U._panner||(U._pos||(U._pos=q._pos||[0,0,-.5]),B(U,"spatial")),typeof U._panner.orientationX!="undefined"?(U._panner.orientationX.setValueAtTime(D,Howler.ctx.currentTime),U._panner.orientationY.setValueAtTime(R,Howler.ctx.currentTime),U._panner.orientationZ.setValueAtTime(G,Howler.ctx.currentTime)):U._panner.setOrientation(D,R,G)),q._emit("orientation",U._id);else return U._orientation}return q},Howl.prototype.pannerAttr=function(){var D=this,R=arguments,G,W,q;if(!D._webAudio)return D;if(R.length===0)return D._pannerAttr;if(R.length===1)if(typeof R[0]=="object")G=R[0],typeof W=="undefined"&&(G.pannerAttr||(G.pannerAttr={coneInnerAngle:G.coneInnerAngle,coneOuterAngle:G.coneOuterAngle,coneOuterGain:G.coneOuterGain,distanceModel:G.distanceModel,maxDistance:G.maxDistance,refDistance:G.refDistance,rolloffFactor:G.rolloffFactor,panningModel:G.panningModel}),D._pannerAttr={coneInnerAngle:typeof G.pannerAttr.coneInnerAngle!="undefined"?G.pannerAttr.coneInnerAngle:D._coneInnerAngle,coneOuterAngle:typeof G.pannerAttr.coneOuterAngle!="undefined"?G.pannerAttr.coneOuterAngle:D._coneOuterAngle,coneOuterGain:typeof G.pannerAttr.coneOuterGain!="undefined"?G.pannerAttr.coneOuterGain:D._coneOuterGain,distanceModel:typeof G.pannerAttr.distanceModel!="undefined"?G.pannerAttr.distanceModel:D._distanceModel,maxDistance:typeof G.pannerAttr.maxDistance!="undefined"?G.pannerAttr.maxDistance:D._maxDistance,refDistance:typeof G.pannerAttr.refDistance!="undefined"?G.pannerAttr.refDistance:D._refDistance,rolloffFactor:typeof G.pannerAttr.rolloffFactor!="undefined"?G.pannerAttr.rolloffFactor:D._rolloffFactor,panningModel:typeof G.pannerAttr.panningModel!="undefined"?G.pannerAttr.panningModel:D._panningModel});else return q=D._soundById(parseInt(R[0],10)),q?q._pannerAttr:D._pannerAttr;else R.length===2&&(G=R[0],W=parseInt(R[1],10));for(var Z=D._getSoundIds(W),Y=0;Y<Z.length;Y++)if(q=D._soundById(Z[Y]),q){var U=q._pannerAttr;U={coneInnerAngle:typeof G.coneInnerAngle!="undefined"?G.coneInnerAngle:U.coneInnerAngle,coneOuterAngle:typeof G.coneOuterAngle!="undefined"?G.coneOuterAngle:U.coneOuterAngle,coneOuterGain:typeof G.coneOuterGain!="undefined"?G.coneOuterGain:U.coneOuterGain,distanceModel:typeof G.distanceModel!="undefined"?G.distanceModel:U.distanceModel,maxDistance:typeof G.maxDistance!="undefined"?G.maxDistance:U.maxDistance,refDistance:typeof G.refDistance!="undefined"?G.refDistance:U.refDistance,rolloffFactor:typeof G.rolloffFactor!="undefined"?G.rolloffFactor:U.rolloffFactor,panningModel:typeof G.panningModel!="undefined"?G.panningModel:U.panningModel};var J=q._panner;J?(J.coneInnerAngle=U.coneInnerAngle,J.coneOuterAngle=U.coneOuterAngle,J.coneOuterGain=U.coneOuterGain,J.distanceModel=U.distanceModel,J.maxDistance=U.maxDistance,J.refDistance=U.refDistance,J.rolloffFactor=U.rolloffFactor,J.panningModel=U.panningModel):(q._pos||(q._pos=D._pos||[0,0,-.5]),B(q,"spatial"))}return D},Sound.prototype.init=function(D){return function(){var R=this,G=R._parent;R._orientation=G._orientation,R._stereo=G._stereo,R._pos=G._pos,R._pannerAttr=G._pannerAttr,D.call(this),R._stereo?G.stereo(R._stereo):R._pos&&G.pos(R._pos[0],R._pos[1],R._pos[2],R._id)}}(Sound.prototype.init),Sound.prototype.reset=function(D){return function(){var R=this,G=R._parent;return R._orientation=G._orientation,R._stereo=G._stereo,R._pos=G._pos,R._pannerAttr=G._pannerAttr,R._stereo?G.stereo(R._stereo):R._pos?G.pos(R._pos[0],R._pos[1],R._pos[2],R._id):R._panner&&(R._panner.disconnect(0),R._panner=void 0,G._refreshBuffer(R)),D.call(this)}}(Sound.prototype.reset);var B=function(D,R){R=R||"spatial",R==="spatial"?(D._panner=Howler.ctx.createPanner(),D._panner.coneInnerAngle=D._pannerAttr.coneInnerAngle,D._panner.coneOuterAngle=D._pannerAttr.coneOuterAngle,D._panner.coneOuterGain=D._pannerAttr.coneOuterGain,D._panner.distanceModel=D._pannerAttr.distanceModel,D._panner.maxDistance=D._pannerAttr.maxDistance,D._panner.refDistance=D._pannerAttr.refDistance,D._panner.rolloffFactor=D._pannerAttr.rolloffFactor,D._panner.panningModel=D._pannerAttr.panningModel,typeof D._panner.positionX!="undefined"?(D._panner.positionX.setValueAtTime(D._pos[0],Howler.ctx.currentTime),D._panner.positionY.setValueAtTime(D._pos[1],Howler.ctx.currentTime),D._panner.positionZ.setValueAtTime(D._pos[2],Howler.ctx.currentTime)):D._panner.setPosition(D._pos[0],D._pos[1],D._pos[2]),typeof D._panner.orientationX!="undefined"?(D._panner.orientationX.setValueAtTime(D._orientation[0],Howler.ctx.currentTime),D._panner.orientationY.setValueAtTime(D._orientation[1],Howler.ctx.currentTime),D._panner.orientationZ.setValueAtTime(D._orientation[2],Howler.ctx.currentTime)):D._panner.setOrientation(D._orientation[0],D._orientation[1],D._orientation[2])):(D._panner=Howler.ctx.createStereoPanner(),D._panner.pan.setValueAtTime(D._stereo,Howler.ctx.currentTime)),D._panner.connect(D._node),D._paused||D._parent.pause(D._id,!0).play(D._id,!0)}})()})(howler);const browserInfo$7=browser(),getTickTime=F=>(browserInfo$7.huawei?.2:.1)/F*1e3;let htick=new howler.Howl({src:tickUrl,format:["mp3"]}),htock=new howler.Howl({src:tockUrl,format:["mp3"]});class Player{constructor(B,D){this.ticks=[],this.event=new EventEmitter,this.isRuning=!1,this.isNeedStop=!1,this.getTickByDots=(R,G)=>Array.from(Array(R)).map((W,q)=>({time:`0:${(G+q)*1.4}`,note:q===0?"C5":"c4",velocity:1,index:q+G})),this.formatTick=(R,G)=>{const W=[];for(let q=0;q<G;q++)W.push(...this.getTickByDots(R,q*R));return W},this.part=null}async startTick(B,D,R,G){let W=0;const q=()=>{const Y=W%B.length===0?htick:htock;this.isNeedStop||(Y.play(),console.log(Y)),W<B.length-1&&Z(),W<R*G&&this.event.emit("tick",W),W===R*G-1&&setTimeout(()=>{var U;this.isRuning=!1,this.event.emit("stop"),console.log("tick stop"),(U=this.part)==null||U.clear()},450/D),W++},Z=()=>{this.isNeedStop||setTimeout(()=>{try{q()}catch(Y){console.log("timeTickError",Y)}},666.6/D)};q()}async setAudioMode(B,D,R=1){if(await nextTick(),this.isRuning)return;this.isRuning=!0;const G=this.formatTick(B,R);this.startTick(G,D,B,R)}async 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F=getExpressionsPlugin();F&&F.initExpressions(this),this.renderer.initItems(),setTimeout(function(){this.trigger("DOMLoaded")}.bind(this),0),this.gotoFrame(),this.autoplay&&this.play()}},AnimationItem.prototype.resize=function(){this.renderer.updateContainerSize()},AnimationItem.prototype.setSubframe=function(F){this.isSubframeEnabled=!!F},AnimationItem.prototype.gotoFrame=function(){this.currentFrame=this.isSubframeEnabled?this.currentRawFrame:~~this.currentRawFrame,this.timeCompleted!==this.totalFrames&&this.currentFrame>this.timeCompleted&&(this.currentFrame=this.timeCompleted),this.trigger("enterFrame"),this.renderFrame(),this.trigger("drawnFrame")},AnimationItem.prototype.renderFrame=function(){if(this.isLoaded!==!1&&this.renderer)try{this.renderer.renderFrame(this.currentFrame+this.firstFrame)}catch(F){this.triggerRenderFrameError(F)}},AnimationItem.prototype.play=function(F){F&&this.name!==F||this.isPaused===!0&&(this.isPaused=!1,this.audioController.resume(),this._idle&&(this._idle=!1,this.trigger("_active")))},AnimationItem.prototype.pause=function(F){F&&this.name!==F||this.isPaused===!1&&(this.isPaused=!0,this._idle=!0,this.trigger("_idle"),this.audioController.pause())},AnimationItem.prototype.togglePause=function(F){F&&this.name!==F||(this.isPaused===!0?this.play():this.pause())},AnimationItem.prototype.stop=function(F){F&&this.name!==F||(this.pause(),this.playCount=0,this._completedLoop=!1,this.setCurrentRawFrameValue(0))},AnimationItem.prototype.getMarkerData=function(F){for(var B,D=0;D<this.markers.length;D+=1)if((B=this.markers[D]).payload&&B.payload.name===F)return B;return null},AnimationItem.prototype.goToAndStop=function(F,B,D){if(!D||this.name===D){var R=Number(F);if(isNaN(R)){var G=this.getMarkerData(F);G&&this.goToAndStop(G.time,!0)}else B?this.setCurrentRawFrameValue(F):this.setCurrentRawFrameValue(F*this.frameModifier);this.pause()}},AnimationItem.prototype.goToAndPlay=function(F,B,D){if(!D||this.name===D){var R=Number(F);if(isNaN(R)){var G=this.getMarkerData(F);G&&(G.duration?this.playSegments([G.time,G.time+G.duration],!0):this.goToAndStop(G.time,!0))}else this.goToAndStop(R,B,D);this.play()}},AnimationItem.prototype.advanceTime=function(F){if(this.isPaused!==!0&&this.isLoaded!==!1){var B=this.currentRawFrame+F*this.frameModifier,D=!1;B>=this.totalFrames-1&&this.frameModifier>0?this.loop&&this.playCount!==this.loop?B>=this.totalFrames?(this.playCount+=1,this.checkSegments(B%this.totalFrames)||(this.setCurrentRawFrameValue(B%this.totalFrames),this._completedLoop=!0,this.trigger("loopComplete"))):this.setCurrentRawFrameValue(B):this.checkSegments(B>this.totalFrames?B%this.totalFrames:0)||(D=!0,B=this.totalFrames-1):B<0?this.checkSegments(B%this.totalFrames)||(!this.loop||this.playCount--<=0&&this.loop!==!0?(D=!0,B=0):(this.setCurrentRawFrameValue(this.totalFrames+B%this.totalFrames),this._completedLoop?this.trigger("loopComplete"):this._completedLoop=!0)):this.setCurrentRawFrameValue(B),D&&(this.setCurrentRawFrameValue(B),this.pause(),this.trigger("complete"))}},AnimationItem.prototype.adjustSegment=function(F,B){this.playCount=0,F[1]<F[0]?(this.frameModifier>0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(-1)),this.totalFrames=F[0]-F[1],this.timeCompleted=this.totalFrames,this.firstFrame=F[1],this.setCurrentRawFrameValue(this.totalFrames-.001-B)):F[1]>F[0]&&(this.frameModifier<0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(1)),this.totalFrames=F[1]-F[0],this.timeCompleted=this.totalFrames,this.firstFrame=F[0],this.setCurrentRawFrameValue(.001+B)),this.trigger("segmentStart")},AnimationItem.prototype.setSegment=function(F,B){var D=-1;this.isPaused&&(this.currentRawFrame+this.firstFrame<F?D=F:this.currentRawFrame+this.firstFrame>B&&(D=B-F)),this.firstFrame=F,this.totalFrames=B-F,this.timeCompleted=this.totalFrames,D!==-1&&this.goToAndStop(D,!0)},AnimationItem.prototype.playSegments=function(F,B){if(B&&(this.segments.length=0),_typeof$4(F[0])==="object"){var D,R=F.length;for(D=0;D<R;D+=1)this.segments.push(F[D])}else 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this.audioController.getVolume()},AnimationItem.prototype.mute=function(F){F&&this.name!==F||this.audioController.mute()},AnimationItem.prototype.unmute=function(F){F&&this.name!==F||this.audioController.unmute()},AnimationItem.prototype.updaFrameModifier=function(){this.frameModifier=this.frameMult*this.playSpeed*this.playDirection,this.audioController.setRate(this.playSpeed*this.playDirection)},AnimationItem.prototype.getPath=function(){return this.path},AnimationItem.prototype.getAssetsPath=function(F){var B="";if(F.e)B=F.p;else if(this.assetsPath){var D=F.p;D.indexOf("images/")!==-1&&(D=D.split("/")[1]),B=this.assetsPath+D}else B=this.path,B+=F.u?F.u:"",B+=F.p;return B},AnimationItem.prototype.getAssetData=function(F){for(var B=0,D=this.assets.length;B<D;){if(F===this.assets[B].id)return this.assets[B];B+=1}return null},AnimationItem.prototype.hide=function(){this.renderer.hide()},AnimationItem.prototype.show=function(){this.renderer.show()},AnimationItem.prototype.getDuration=function(F){return F?this.totalFrames:this.totalFrames/this.frameRate},AnimationItem.prototype.trigger=function(F){if(this._cbs&&this._cbs[F])switch(F){case"enterFrame":case"drawnFrame":this.triggerEvent(F,new BMEnterFrameEvent(F,this.currentFrame,this.totalFrames,this.frameModifier));break;case"loopComplete":this.triggerEvent(F,new BMCompleteLoopEvent(F,this.loop,this.playCount,this.frameMult));break;case"complete":this.triggerEvent(F,new BMCompleteEvent(F,this.frameMult));break;case"segmentStart":this.triggerEvent(F,new BMSegmentStartEvent(F,this.firstFrame,this.totalFrames));break;case"destroy":this.triggerEvent(F,new BMDestroyEvent(F,this));break;default:this.triggerEvent(F)}F==="enterFrame"&&this.onEnterFrame&&this.onEnterFrame.call(this,new BMEnterFrameEvent(F,this.currentFrame,this.totalFrames,this.frameMult)),F==="loopComplete"&&this.onLoopComplete&&this.onLoopComplete.call(this,new BMCompleteLoopEvent(F,this.loop,this.playCount,this.frameMult)),F==="complete"&&this.onComplete&&this.onComplete.call(this,new BMCompleteEvent(F,this.frameMult)),F==="segmentStart"&&this.onSegmentStart&&this.onSegmentStart.call(this,new BMSegmentStartEvent(F,this.firstFrame,this.totalFrames)),F==="destroy"&&this.onDestroy&&this.onDestroy.call(this,new BMDestroyEvent(F,this))},AnimationItem.prototype.triggerRenderFrameError=function(F){var B=new BMRenderFrameErrorEvent(F,this.currentFrame);this.triggerEvent("error",B),this.onError&&this.onError.call(this,B)},AnimationItem.prototype.triggerConfigError=function(F){var B=new BMConfigErrorEvent(F,this.currentFrame);this.triggerEvent("error",B),this.onError&&this.onError.call(this,B)};var animationManager=function(){var F={},B=[],D=0,R=0,G=0,W=!0,q=!1;function Z(se){for(var 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ve,he,me=0;do(ve=q(he=le+(ue-le)/2,ce,de)-ae)>0?ue=he:le=he;while(Math.abs(ve)>1e-7&&++me<10);return he}(U,te,te+.1,J,K)}},F}(),pooling={double:function(F){return F.concat(createSizedArray(F.length))}},poolFactory=function(F,B,D){var R=0,G=F,W=createSizedArray(G);return{newElement:function(){return R?W[R-=1]:B()},release:function(q){R===G&&(W=pooling.double(W),G*=2),D&&D(q),W[R]=q,R+=1}}},bezierLengthPool=poolFactory(8,function(){return{addedLength:0,percents:createTypedArray("float32",getDefaultCurveSegments()),lengths:createTypedArray("float32",getDefaultCurveSegments())}}),segmentsLengthPool=poolFactory(8,function(){return{lengths:[],totalLength:0}},function(F){var B,D=F.lengths.length;for(B=0;B<D;B+=1)bezierLengthPool.release(F.lengths[B]);F.lengths.length=0});function bezFunction(){var F=Math;function B(U,J,K,Q,te,re){var se=U*Q+J*te+K*re-te*Q-re*U-K*J;return se>-.001&&se<.001}var D=function(U,J,K,Q){var 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R(de);for(ie=K.length,re=0;re<de;re+=1){for(ce=createSizedArray(ie),le=re/(de-1),ue=0,se=0;se<ie;se+=1)ae=bmPow(1-le,3)*U[se]+3*bmPow(1-le,2)*le*(U[se]+K[se])+3*(1-le)*bmPow(le,2)*(J[se]+Q[se])+bmPow(le,3)*J[se],ce[se]=ae,he!==null&&(ue+=bmPow(ce[se]-he[se],2));ve+=ue=bmSqrt(ue),me.points[re]=new G(ue,ce),he=ce}me.segmentLength=ve,W[te]=me}return W[te]});function Z(U,J){var K=J.percents,Q=J.lengths,te=K.length,re=bmFloor((te-1)*U),se=U*J.addedLength,ie=0;if(re===te-1||re===0||se===Q[re])return K[re];for(var ae=Q[re]>se?-1:1,le=!0;le;)if(Q[re]<=se&&Q[re+1]>se?(ie=(se-Q[re])/(Q[re+1]-Q[re]),le=!1):re+=ae,re<0||re>=te-1){if(re===te-1)return K[re];le=!1}return K[re]+(K[re+1]-K[re])*ie}var Y=createTypedArray("float32",8);return{getSegmentsLength:function(U){var J,K=segmentsLengthPool.newElement(),Q=U.c,te=U.v,re=U.o,se=U.i,ie=U._length,ae=K.lengths,le=0;for(J=0;J<ie-1;J+=1)ae[J]=D(te[J],te[J+1],re[J],se[J+1]),le+=ae[J].addedLength;return Q&&ie&&(ae[J]=D(te[J],te[0],re[J],se[0]),le+=ae[J].addedLength),K.totalLength=le,K},getNewSegment:function(U,J,K,Q,te,re,se){te<0?te=0:te>1&&(te=1);var ie,ae=Z(te,se),le=Z(re=re>1?1:re,se),ue=U.length,ce=1-ae,de=1-le,ve=ce*ce*ce,he=ae*ce*ce*3,me=ae*ae*ce*3,be=ae*ae*ae,xe=ce*ce*de,Ae=ae*ce*de+ce*ae*de+ce*ce*le,Pe=ae*ae*de+ce*ae*le+ae*ce*le,ze=ae*ae*le,ge=ce*de*de,Te=ae*de*de+ce*le*de+ce*de*le,Xe=ae*le*de+ce*le*le+ae*de*le,Se=ae*le*le,we=de*de*de,Me=le*de*de+de*le*de+de*de*le,Ne=le*le*de+de*le*le+le*de*le,Be=le*le*le;for(ie=0;ie<ue;ie+=1)Y[4*ie]=F.round(1e3*(ve*U[ie]+he*K[ie]+me*Q[ie]+be*J[ie]))/1e3,Y[4*ie+1]=F.round(1e3*(xe*U[ie]+Ae*K[ie]+Pe*Q[ie]+ze*J[ie]))/1e3,Y[4*ie+2]=F.round(1e3*(ge*U[ie]+Te*K[ie]+Xe*Q[ie]+Se*J[ie]))/1e3,Y[4*ie+3]=F.round(1e3*(we*U[ie]+Me*K[ie]+Ne*Q[ie]+Be*J[ie]))/1e3;return Y},getPointInSegment:function(U,J,K,Q,te,re){var se=Z(te,re),ie=1-se;return[F.round(1e3*(ie*ie*ie*U[0]+(se*ie*ie+ie*se*ie+ie*ie*se)*K[0]+(se*se*ie+ie*se*se+se*ie*se)*Q[0]+se*se*se*J[0]))/1e3,F.round(1e3*(ie*ie*ie*U[1]+(se*ie*ie+ie*se*ie+ie*ie*se)*K[1]+(se*se*ie+ie*se*se+se*ie*se)*Q[1]+se*se*se*J[1]))/1e3]},buildBezierData:q,pointOnLine2D:B,pointOnLine3D:function(U,J,K,Q,te,re,se,ie,ae){if(K===0&&re===0&&ae===0)return B(U,J,Q,te,se,ie);var le,ue=F.sqrt(F.pow(Q-U,2)+F.pow(te-J,2)+F.pow(re-K,2)),ce=F.sqrt(F.pow(se-U,2)+F.pow(ie-J,2)+F.pow(ae-K,2)),de=F.sqrt(F.pow(se-Q,2)+F.pow(ie-te,2)+F.pow(ae-re,2));return(le=ue>ce?ue>de?ue-ce-de:de-ce-ue:de>ce?de-ce-ue:ce-ue-de)>-1e-4&&le<1e-4}}}var bez=bezFunction(),PropertyFactory=function(){var F=initialDefaultFrame,B=Math.abs;function D(Q,te){var re,se=this.offsetTime;this.propType==="multidimensional"&&(re=createTypedArray("float32",this.pv.length));for(var ie,ae,le,ue,ce,de,ve,he,me,be=te.lastIndex,xe=be,Ae=this.keyframes.length-1,Pe=!0;Pe;){if(ie=this.keyframes[xe],ae=this.keyframes[xe+1],xe===Ae-1&&Q>=ae.t-se){ie.h&&(ie=ae),be=0;break}if(ae.t-se>Q){be=xe;break}xe<Ae-1?xe+=1:(be=0,Pe=!1)}le=this.keyframesMetadata[xe]||{};var ze,ge=ae.t-se,Te=ie.t-se;if(ie.to){le.bezierData||(le.bezierData=bez.buildBezierData(ie.s,ae.s||ie.e,ie.to,ie.ti));var Xe=le.bezierData;if(Q>=ge||Q<Te){var Se=Q>=ge?Xe.points.length-1:0;for(ce=Xe.points[Se].point.length,ue=0;ue<ce;ue+=1)re[ue]=Xe.points[Se].point[ue]}else{le.__fnct?me=le.__fnct:(me=BezierFactory.getBezierEasing(ie.o.x,ie.o.y,ie.i.x,ie.i.y,ie.n).get,le.__fnct=me),de=me((Q-Te)/(ge-Te));var we,Me=Xe.segmentLength*de,Ne=te.lastFrame<Q&&te._lastKeyframeIndex===xe?te._lastAddedLength:0;for(he=te.lastFrame<Q&&te._lastKeyframeIndex===xe?te._lastPoint:0,Pe=!0,ve=Xe.points.length;Pe;){if(Ne+=Xe.points[he].partialLength,Me===0||de===0||he===Xe.points.length-1){for(ce=Xe.points[he].point.length,ue=0;ue<ce;ue+=1)re[ue]=Xe.points[he].point[ue];break}if(Me>=Ne&&Me<Ne+Xe.points[he+1].partialLength){for(we=(Me-Ne)/Xe.points[he+1].partialLength,ce=Xe.points[he].point.length,ue=0;ue<ce;ue+=1)re[ue]=Xe.points[he].point[ue]+(Xe.points[he+1].point[ue]-Xe.points[he].point[ue])*we;break}he<ve-1?he+=1:Pe=!1}te._lastPoint=he,te._lastAddedLength=Ne-Xe.points[he].partialLength,te._lastKeyframeIndex=xe}}else{var Be,Le,ke,Re,Ie;if(Ae=ie.s.length,ze=ae.s||ie.e,this.sh&&ie.h!==1)Q>=ge?(re[0]=ze[0],re[1]=ze[1],re[2]=ze[2]):Q<=Te?(re[0]=ie.s[0],re[1]=ie.s[1],re[2]=ie.s[2]):function(Ye,tt){var $e=tt[0],st=tt[1],pt=tt[2],ht=tt[3],gt=Math.atan2(2*st*ht-2*$e*pt,1-2*st*st-2*pt*pt),De=Math.asin(2*$e*st+2*pt*ht),Ce=Math.atan2(2*$e*ht-2*st*pt,1-2*$e*$e-2*pt*pt);Ye[0]=gt/degToRads,Ye[1]=De/degToRads,Ye[2]=Ce/degToRads}(re,function(Ye,tt,$e){var st,pt,ht,gt,De,Ce=[],Ue=Ye[0],_e=Ye[1],Fe=Ye[2],He=Ye[3],Ze=tt[0],Ke=tt[1],nt=tt[2],Qe=tt[3];return(pt=Ue*Ze+_e*Ke+Fe*nt+He*Qe)<0&&(pt=-pt,Ze=-Ze,Ke=-Ke,nt=-nt,Qe=-Qe),1-pt>1e-6?(st=Math.acos(pt),ht=Math.sin(st),gt=Math.sin((1-$e)*st)/ht,De=Math.sin($e*st)/ht):(gt=1-$e,De=$e),Ce[0]=gt*Ue+De*Ze,Ce[1]=gt*_e+De*Ke,Ce[2]=gt*Fe+De*nt,Ce[3]=gt*He+De*Qe,Ce}(R(ie.s),R(ze),(Q-Te)/(ge-Te)));else for(xe=0;xe<Ae;xe+=1)ie.h!==1&&(Q>=ge?de=1:Q<Te?de=0:(ie.o.x.constructor===Array?(le.__fnct||(le.__fnct=[]),le.__fnct[xe]?me=le.__fnct[xe]:(Be=ie.o.x[xe]===void 0?ie.o.x[0]:ie.o.x[xe],Le=ie.o.y[xe]===void 0?ie.o.y[0]:ie.o.y[xe],ke=ie.i.x[xe]===void 0?ie.i.x[0]:ie.i.x[xe],Re=ie.i.y[xe]===void 0?ie.i.y[0]:ie.i.y[xe],me=BezierFactory.getBezierEasing(Be,Le,ke,Re).get,le.__fnct[xe]=me)):le.__fnct?me=le.__fnct:(Be=ie.o.x,Le=ie.o.y,ke=ie.i.x,Re=ie.i.y,me=BezierFactory.getBezierEasing(Be,Le,ke,Re).get,ie.keyframeMetadata=me),de=me((Q-Te)/(ge-Te)))),ze=ae.s||ie.e,Ie=ie.h===1?ie.s[xe]:ie.s[xe]+(ze[xe]-ie.s[xe])*de,this.propType==="multidimensional"?re[xe]=Ie:re=Ie}return te.lastIndex=be,re}function R(Q){var te=Q[0]*degToRads,re=Q[1]*degToRads,se=Q[2]*degToRads,ie=Math.cos(te/2),ae=Math.cos(re/2),le=Math.cos(se/2),ue=Math.sin(te/2),ce=Math.sin(re/2),de=Math.sin(se/2);return[ue*ce*le+ie*ae*de,ue*ae*le+ie*ce*de,ie*ce*le-ue*ae*de,ie*ae*le-ue*ce*de]}function G(){var Q=this.comp.renderedFrame-this.offsetTime,te=this.keyframes[0].t-this.offsetTime,re=this.keyframes[this.keyframes.length-1].t-this.offsetTime;if(!(Q===this._caching.lastFrame||this._caching.lastFrame!==F&&(this._caching.lastFrame>=re&&Q>=re||this._caching.lastFrame<te&&Q<te))){this._caching.lastFrame>=Q&&(this._caching._lastKeyframeIndex=-1,this._caching.lastIndex=0);var se=this.interpolateValue(Q,this._caching);this.pv=se}return this._caching.lastFrame=Q,this.pv}function W(Q){var te;if(this.propType==="unidimensional")te=Q*this.mult,B(this.v-te)>1e-5&&(this.v=te,this._mdf=!0);else for(var re=0,se=this.v.length;re<se;)te=Q[re]*this.mult,B(this.v[re]-te)>1e-5&&(this.v[re]=te,this._mdf=!0),re+=1}function q(){if(this.elem.globalData.frameId!==this.frameId&&this.effectsSequence.length)if(this.lock)this.setVValue(this.pv);else{var Q;this.lock=!0,this._mdf=this._isFirstFrame;var te=this.effectsSequence.length,re=this.kf?this.pv:this.data.k;for(Q=0;Q<te;Q+=1)re=this.effectsSequence[Q](re);this.setVValue(re),this._isFirstFrame=!1,this.lock=!1,this.frameId=this.elem.globalData.frameId}}function Z(Q){this.effectsSequence.push(Q),this.container.addDynamicProperty(this)}function Y(Q,te,re,se){this.propType="unidimensional",this.mult=re||1,this.data=te,this.v=re?te.k*re:te.k,this.pv=te.k,this._mdf=!1,this.elem=Q,this.container=se,this.comp=Q.comp,this.k=!1,this.kf=!1,this.vel=0,this.effectsSequence=[],this._isFirstFrame=!0,this.getValue=q,this.setVValue=W,this.addEffect=Z}function U(Q,te,re,se){var ie;this.propType="multidimensional",this.mult=re||1,this.data=te,this._mdf=!1,this.elem=Q,this.container=se,this.comp=Q.comp,this.k=!1,this.kf=!1,this.frameId=-1;var ae=te.k.length;for(this.v=createTypedArray("float32",ae),this.pv=createTypedArray("float32",ae),this.vel=createTypedArray("float32",ae),ie=0;ie<ae;ie+=1)this.v[ie]=te.k[ie]*this.mult,this.pv[ie]=te.k[ie];this._isFirstFrame=!0,this.effectsSequence=[],this.getValue=q,this.setVValue=W,this.addEffect=Z}function J(Q,te,re,se){this.propType="unidimensional",this.keyframes=te.k,this.keyframesMetadata=[],this.offsetTime=Q.data.st,this.frameId=-1,this._caching={lastFrame:F,lastIndex:0,value:0,_lastKeyframeIndex:-1},this.k=!0,this.kf=!0,this.data=te,this.mult=re||1,this.elem=Q,this.container=se,this.comp=Q.comp,this.v=F,this.pv=F,this._isFirstFrame=!0,this.getValue=q,this.setVValue=W,this.interpolateValue=D,this.effectsSequence=[G.bind(this)],this.addEffect=Z}function K(Q,te,re,se){var ie;this.propType="multidimensional";var ae,le,ue,ce,de=te.k.length;for(ie=0;ie<de-1;ie+=1)te.k[ie].to&&te.k[ie].s&&te.k[ie+1]&&te.k[ie+1].s&&(ae=te.k[ie].s,le=te.k[ie+1].s,ue=te.k[ie].to,ce=te.k[ie].ti,(ae.length===2&&(ae[0]!==le[0]||ae[1]!==le[1])&&bez.pointOnLine2D(ae[0],ae[1],le[0],le[1],ae[0]+ue[0],ae[1]+ue[1])&&bez.pointOnLine2D(ae[0],ae[1],le[0],le[1],le[0]+ce[0],le[1]+ce[1])||ae.length===3&&(ae[0]!==le[0]||ae[1]!==le[1]||ae[2]!==le[2])&&bez.pointOnLine3D(ae[0],ae[1],ae[2],le[0],le[1],le[2],ae[0]+ue[0],ae[1]+ue[1],ae[2]+ue[2])&&bez.pointOnLine3D(ae[0],ae[1],ae[2],le[0],le[1],le[2],le[0]+ce[0],le[1]+ce[1],le[2]+ce[2]))&&(te.k[ie].to=null,te.k[ie].ti=null),ae[0]===le[0]&&ae[1]===le[1]&&ue[0]===0&&ue[1]===0&&ce[0]===0&&ce[1]===0&&(ae.length===2||ae[2]===le[2]&&ue[2]===0&&ce[2]===0)&&(te.k[ie].to=null,te.k[ie].ti=null));this.effectsSequence=[G.bind(this)],this.data=te,this.keyframes=te.k,this.keyframesMetadata=[],this.offsetTime=Q.data.st,this.k=!0,this.kf=!0,this._isFirstFrame=!0,this.mult=re||1,this.elem=Q,this.container=se,this.comp=Q.comp,this.getValue=q,this.setVValue=W,this.interpolateValue=D,this.frameId=-1;var ve=te.k[0].s.length;for(this.v=createTypedArray("float32",ve),this.pv=createTypedArray("float32",ve),ie=0;ie<ve;ie+=1)this.v[ie]=F,this.pv[ie]=F;this._caching={lastFrame:F,lastIndex:0,value:createTypedArray("float32",ve)},this.addEffect=Z}return{getProp:function(Q,te,re,se,ie){var ae;if(te.k.length)if(typeof te.k[0]=="number")ae=new U(Q,te,se,ie);else switch(re){case 0:ae=new J(Q,te,se,ie);break;case 1:ae=new K(Q,te,se,ie)}else ae=new Y(Q,te,se,ie);return ae.effectsSequence.length&&ie.addDynamicProperty(ae),ae}}}();function DynamicPropertyContainer(){}DynamicPropertyContainer.prototype={addDynamicProperty:function(F){this.dynamicProperties.indexOf(F)===-1&&(this.dynamicProperties.push(F),this.container.addDynamicProperty(this),this._isAnimated=!0)},iterateDynamicProperties:function(){var F;this._mdf=!1;var B=this.dynamicProperties.length;for(F=0;F<B;F+=1)this.dynamicProperties[F].getValue(),this.dynamicProperties[F]._mdf&&(this._mdf=!0)},initDynamicPropertyContainer:function(F){this.container=F,this.dynamicProperties=[],this._mdf=!1,this._isAnimated=!1}};var pointPool=poolFactory(8,function(){return createTypedArray("float32",2)});function ShapePath(){this.c=!1,this._length=0,this._maxLength=8,this.v=createSizedArray(this._maxLength),this.o=createSizedArray(this._maxLength),this.i=createSizedArray(this._maxLength)}ShapePath.prototype.setPathData=function(F,B){this.c=F,this.setLength(B);for(var D=0;D<B;)this.v[D]=pointPool.newElement(),this.o[D]=pointPool.newElement(),this.i[D]=pointPool.newElement(),D+=1},ShapePath.prototype.setLength=function(F){for(;this._maxLength<F;)this.doubleArrayLength();this._length=F},ShapePath.prototype.doubleArrayLength=function(){this.v=this.v.concat(createSizedArray(this._maxLength)),this.i=this.i.concat(createSizedArray(this._maxLength)),this.o=this.o.concat(createSizedArray(this._maxLength)),this._maxLength*=2},ShapePath.prototype.setXYAt=function(F,B,D,R,G){var W;switch(this._length=Math.max(this._length,R+1),this._length>=this._maxLength&&this.doubleArrayLength(),D){case"v":W=this.v;break;case"i":W=this.i;break;case"o":W=this.o;break;default:W=[]}(!W[R]||W[R]&&!G)&&(W[R]=pointPool.newElement()),W[R][0]=F,W[R][1]=B},ShapePath.prototype.setTripleAt=function(F,B,D,R,G,W,q,Z){this.setXYAt(F,B,"v",q,Z),this.setXYAt(D,R,"o",q,Z),this.setXYAt(G,W,"i",q,Z)},ShapePath.prototype.reverse=function(){var F=new ShapePath;F.setPathData(this.c,this._length);var B=this.v,D=this.o,R=this.i,G=0;this.c&&(F.setTripleAt(B[0][0],B[0][1],R[0][0],R[0][1],D[0][0],D[0][1],0,!1),G=1);var W,q=this._length-1,Z=this._length;for(W=G;W<Z;W+=1)F.setTripleAt(B[q][0],B[q][1],R[q][0],R[q][1],D[q][0],D[q][1],W,!1),q-=1;return F};var shapePool=(factory=poolFactory(4,function(){return new ShapePath},function(F){var B,D=F._length;for(B=0;B<D;B+=1)pointPool.release(F.v[B]),pointPool.release(F.i[B]),pointPool.release(F.o[B]),F.v[B]=null,F.i[B]=null,F.o[B]=null;F._length=0,F.c=!1}),factory.clone=function(F){var B,D=factory.newElement(),R=F._length===void 0?F.v.length:F._length;for(D.setLength(R),D.c=F.c,B=0;B<R;B+=1)D.setTripleAt(F.v[B][0],F.v[B][1],F.o[B][0],F.o[B][1],F.i[B][0],F.i[B][1],B);return D},factory),factory;function ShapeCollection(){this._length=0,this._maxLength=4,this.shapes=createSizedArray(this._maxLength)}ShapeCollection.prototype.addShape=function(F){this._length===this._maxLength&&(this.shapes=this.shapes.concat(createSizedArray(this._maxLength)),this._maxLength*=2),this.shapes[this._length]=F,this._length+=1},ShapeCollection.prototype.releaseShapes=function(){var F;for(F=0;F<this._length;F+=1)shapePool.release(this.shapes[F]);this._length=0};var shapeCollectionPool=(ob={newShapeCollection:function(){return _length?pool[_length-=1]:new ShapeCollection},release:function(F){var B,D=F._length;for(B=0;B<D;B+=1)shapePool.release(F.shapes[B]);F._length=0,_length===_maxLength&&(pool=pooling.double(pool),_maxLength*=2),pool[_length]=F,_length+=1}},_length=0,_maxLength=4,pool=createSizedArray(_maxLength),ob),ob,_length,_maxLength,pool,ShapePropertyFactory=function(){function F(Q,te,re){var se,ie,ae,le,ue,ce,de,ve,he,me=re.lastIndex,be=this.keyframes;if(Q<be[0].t-this.offsetTime)se=be[0].s[0],ae=!0,me=0;else if(Q>=be[be.length-1].t-this.offsetTime)se=be[be.length-1].s?be[be.length-1].s[0]:be[be.length-2].e[0],ae=!0;else{for(var xe,Ae,Pe,ze=me,ge=be.length-1,Te=!0;Te&&(xe=be[ze],!((Ae=be[ze+1]).t-this.offsetTime>Q));)ze<ge-1?ze+=1:Te=!1;if(Pe=this.keyframesMetadata[ze]||{},me=ze,!(ae=xe.h===1)){if(Q>=Ae.t-this.offsetTime)ve=1;else if(Q<xe.t-this.offsetTime)ve=0;else{var Xe;Pe.__fnct?Xe=Pe.__fnct:(Xe=BezierFactory.getBezierEasing(xe.o.x,xe.o.y,xe.i.x,xe.i.y).get,Pe.__fnct=Xe),ve=Xe((Q-(xe.t-this.offsetTime))/(Ae.t-this.offsetTime-(xe.t-this.offsetTime)))}ie=Ae.s?Ae.s[0]:xe.e[0]}se=xe.s[0]}for(ce=te._length,de=se.i[0].length,re.lastIndex=me,le=0;le<ce;le+=1)for(ue=0;ue<de;ue+=1)he=ae?se.i[le][ue]:se.i[le][ue]+(ie.i[le][ue]-se.i[le][ue])*ve,te.i[le][ue]=he,he=ae?se.o[le][ue]:se.o[le][ue]+(ie.o[le][ue]-se.o[le][ue])*ve,te.o[le][ue]=he,he=ae?se.v[le][ue]:se.v[le][ue]+(ie.v[le][ue]-se.v[le][ue])*ve,te.v[le][ue]=he}function B(){var Q=this.comp.renderedFrame-this.offsetTime,te=this.keyframes[0].t-this.offsetTime,re=this.keyframes[this.keyframes.length-1].t-this.offsetTime,se=this._caching.lastFrame;return se!==-999999&&(se<te&&Q<te||se>re&&Q>re)||(this._caching.lastIndex=se<Q?this._caching.lastIndex:0,this.interpolateShape(Q,this.pv,this._caching)),this._caching.lastFrame=Q,this.pv}function D(){this.paths=this.localShapeCollection}function R(Q){(function(te,re){if(te._length!==re._length||te.c!==re.c)return!1;var se,ie=te._length;for(se=0;se<ie;se+=1)if(te.v[se][0]!==re.v[se][0]||te.v[se][1]!==re.v[se][1]||te.o[se][0]!==re.o[se][0]||te.o[se][1]!==re.o[se][1]||te.i[se][0]!==re.i[se][0]||te.i[se][1]!==re.i[se][1])return!1;return!0})(this.v,Q)||(this.v=shapePool.clone(Q),this.localShapeCollection.releaseShapes(),this.localShapeCollection.addShape(this.v),this._mdf=!0,this.paths=this.localShapeCollection)}function G(){if(this.elem.globalData.frameId!==this.frameId)if(this.effectsSequence.length)if(this.lock)this.setVValue(this.pv);else{var Q,te;this.lock=!0,this._mdf=!1,Q=this.kf?this.pv:this.data.ks?this.data.ks.k:this.data.pt.k;var re=this.effectsSequence.length;for(te=0;te<re;te+=1)Q=this.effectsSequence[te](Q);this.setVValue(Q),this.lock=!1,this.frameId=this.elem.globalData.frameId}else this._mdf=!1}function W(Q,te,re){this.propType="shape",this.comp=Q.comp,this.container=Q,this.elem=Q,this.data=te,this.k=!1,this.kf=!1,this._mdf=!1;var se=re===3?te.pt.k:te.ks.k;this.v=shapePool.clone(se),this.pv=shapePool.clone(this.v),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.paths.addShape(this.v),this.reset=D,this.effectsSequence=[]}function q(Q){this.effectsSequence.push(Q),this.container.addDynamicProperty(this)}function Z(Q,te,re){this.propType="shape",this.comp=Q.comp,this.elem=Q,this.container=Q,this.offsetTime=Q.data.st,this.keyframes=re===3?te.pt.k:te.ks.k,this.keyframesMetadata=[],this.k=!0,this.kf=!0;var se=this.keyframes[0].s[0].i.length;this.v=shapePool.newElement(),this.v.setPathData(this.keyframes[0].s[0].c,se),this.pv=shapePool.clone(this.v),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.paths.addShape(this.v),this.lastFrame=-999999,this.reset=D,this._caching={lastFrame:-999999,lastIndex:0},this.effectsSequence=[B.bind(this)]}W.prototype.interpolateShape=F,W.prototype.getValue=G,W.prototype.setVValue=R,W.prototype.addEffect=q,Z.prototype.getValue=G,Z.prototype.interpolateShape=F,Z.prototype.setVValue=R,Z.prototype.addEffect=q;var Y=function(){var Q=roundCorner;function te(re,se){this.v=shapePool.newElement(),this.v.setPathData(!0,4),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.localShapeCollection.addShape(this.v),this.d=se.d,this.elem=re,this.comp=re.comp,this.frameId=-1,this.initDynamicPropertyContainer(re),this.p=PropertyFactory.getProp(re,se.p,1,0,this),this.s=PropertyFactory.getProp(re,se.s,1,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertEllToPath())}return te.prototype={reset:D,getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertEllToPath())},convertEllToPath:function(){var re=this.p.v[0],se=this.p.v[1],ie=this.s.v[0]/2,ae=this.s.v[1]/2,le=this.d!==3,ue=this.v;ue.v[0][0]=re,ue.v[0][1]=se-ae,ue.v[1][0]=le?re+ie:re-ie,ue.v[1][1]=se,ue.v[2][0]=re,ue.v[2][1]=se+ae,ue.v[3][0]=le?re-ie:re+ie,ue.v[3][1]=se,ue.i[0][0]=le?re-ie*Q:re+ie*Q,ue.i[0][1]=se-ae,ue.i[1][0]=le?re+ie:re-ie,ue.i[1][1]=se-ae*Q,ue.i[2][0]=le?re+ie*Q:re-ie*Q,ue.i[2][1]=se+ae,ue.i[3][0]=le?re-ie:re+ie,ue.i[3][1]=se+ae*Q,ue.o[0][0]=le?re+ie*Q:re-ie*Q,ue.o[0][1]=se-ae,ue.o[1][0]=le?re+ie:re-ie,ue.o[1][1]=se+ae*Q,ue.o[2][0]=le?re-ie*Q:re+ie*Q,ue.o[2][1]=se+ae,ue.o[3][0]=le?re-ie:re+ie,ue.o[3][1]=se-ae*Q}},extendPrototype([DynamicPropertyContainer],te),te}(),U=function(){function Q(te,re){this.v=shapePool.newElement(),this.v.setPathData(!0,0),this.elem=te,this.comp=te.comp,this.data=re,this.frameId=-1,this.d=re.d,this.initDynamicPropertyContainer(te),re.sy===1?(this.ir=PropertyFactory.getProp(te,re.ir,0,0,this),this.is=PropertyFactory.getProp(te,re.is,0,.01,this),this.convertToPath=this.convertStarToPath):this.convertToPath=this.convertPolygonToPath,this.pt=PropertyFactory.getProp(te,re.pt,0,0,this),this.p=PropertyFactory.getProp(te,re.p,1,0,this),this.r=PropertyFactory.getProp(te,re.r,0,degToRads,this),this.or=PropertyFactory.getProp(te,re.or,0,0,this),this.os=PropertyFactory.getProp(te,re.os,0,.01,this),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.localShapeCollection.addShape(this.v),this.paths=this.localShapeCollection,this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertToPath())}return Q.prototype={reset:D,getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertToPath())},convertStarToPath:function(){var te,re,se,ie,ae=2*Math.floor(this.pt.v),le=2*Math.PI/ae,ue=!0,ce=this.or.v,de=this.ir.v,ve=this.os.v,he=this.is.v,me=2*Math.PI*ce/(2*ae),be=2*Math.PI*de/(2*ae),xe=-Math.PI/2;xe+=this.r.v;var Ae=this.data.d===3?-1:1;for(this.v._length=0,te=0;te<ae;te+=1){se=ue?ve:he,ie=ue?me:be;var Pe=(re=ue?ce:de)*Math.cos(xe),ze=re*Math.sin(xe),ge=Pe===0&&ze===0?0:ze/Math.sqrt(Pe*Pe+ze*ze),Te=Pe===0&&ze===0?0:-Pe/Math.sqrt(Pe*Pe+ze*ze);Pe+=+this.p.v[0],ze+=+this.p.v[1],this.v.setTripleAt(Pe,ze,Pe-ge*ie*se*Ae,ze-Te*ie*se*Ae,Pe+ge*ie*se*Ae,ze+Te*ie*se*Ae,te,!0),ue=!ue,xe+=le*Ae}},convertPolygonToPath:function(){var te,re=Math.floor(this.pt.v),se=2*Math.PI/re,ie=this.or.v,ae=this.os.v,le=2*Math.PI*ie/(4*re),ue=.5*-Math.PI,ce=this.data.d===3?-1:1;for(ue+=this.r.v,this.v._length=0,te=0;te<re;te+=1){var de=ie*Math.cos(ue),ve=ie*Math.sin(ue),he=de===0&&ve===0?0:ve/Math.sqrt(de*de+ve*ve),me=de===0&&ve===0?0:-de/Math.sqrt(de*de+ve*ve);de+=+this.p.v[0],ve+=+this.p.v[1],this.v.setTripleAt(de,ve,de-he*le*ae*ce,ve-me*le*ae*ce,de+he*le*ae*ce,ve+me*le*ae*ce,te,!0),ue+=se*ce}this.paths.length=0,this.paths[0]=this.v}},extendPrototype([DynamicPropertyContainer],Q),Q}(),J=function(){function Q(te,re){this.v=shapePool.newElement(),this.v.c=!0,this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.localShapeCollection.addShape(this.v),this.paths=this.localShapeCollection,this.elem=te,this.comp=te.comp,this.frameId=-1,this.d=re.d,this.initDynamicPropertyContainer(te),this.p=PropertyFactory.getProp(te,re.p,1,0,this),this.s=PropertyFactory.getProp(te,re.s,1,0,this),this.r=PropertyFactory.getProp(te,re.r,0,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertRectToPath())}return Q.prototype={convertRectToPath:function(){var te=this.p.v[0],re=this.p.v[1],se=this.s.v[0]/2,ie=this.s.v[1]/2,ae=bmMin(se,ie,this.r.v),le=ae*(1-roundCorner);this.v._length=0,this.d===2||this.d===1?(this.v.setTripleAt(te+se,re-ie+ae,te+se,re-ie+ae,te+se,re-ie+le,0,!0),this.v.setTripleAt(te+se,re+ie-ae,te+se,re+ie-le,te+se,re+ie-ae,1,!0),ae!==0?(this.v.setTripleAt(te+se-ae,re+ie,te+se-ae,re+ie,te+se-le,re+ie,2,!0),this.v.setTripleAt(te-se+ae,re+ie,te-se+le,re+ie,te-se+ae,re+ie,3,!0),this.v.setTripleAt(te-se,re+ie-ae,te-se,re+ie-ae,te-se,re+ie-le,4,!0),this.v.setTripleAt(te-se,re-ie+ae,te-se,re-ie+le,te-se,re-ie+ae,5,!0),this.v.setTripleAt(te-se+ae,re-ie,te-se+ae,re-ie,te-se+le,re-ie,6,!0),this.v.setTripleAt(te+se-ae,re-ie,te+se-le,re-ie,te+se-ae,re-ie,7,!0)):(this.v.setTripleAt(te-se,re+ie,te-se+le,re+ie,te-se,re+ie,2),this.v.setTripleAt(te-se,re-ie,te-se,re-ie+le,te-se,re-ie,3))):(this.v.setTripleAt(te+se,re-ie+ae,te+se,re-ie+le,te+se,re-ie+ae,0,!0),ae!==0?(this.v.setTripleAt(te+se-ae,re-ie,te+se-ae,re-ie,te+se-le,re-ie,1,!0),this.v.setTripleAt(te-se+ae,re-ie,te-se+le,re-ie,te-se+ae,re-ie,2,!0),this.v.setTripleAt(te-se,re-ie+ae,te-se,re-ie+ae,te-se,re-ie+le,3,!0),this.v.setTripleAt(te-se,re+ie-ae,te-se,re+ie-le,te-se,re+ie-ae,4,!0),this.v.setTripleAt(te-se+ae,re+ie,te-se+ae,re+ie,te-se+le,re+ie,5,!0),this.v.setTripleAt(te+se-ae,re+ie,te+se-le,re+ie,te+se-ae,re+ie,6,!0),this.v.setTripleAt(te+se,re+ie-ae,te+se,re+ie-ae,te+se,re+ie-le,7,!0)):(this.v.setTripleAt(te-se,re-ie,te-se+le,re-ie,te-se,re-ie,1,!0),this.v.setTripleAt(te-se,re+ie,te-se,re+ie-le,te-se,re+ie,2,!0),this.v.setTripleAt(te+se,re+ie,te+se-le,re+ie,te+se,re+ie,3,!0)))},getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertRectToPath())},reset:D},extendPrototype([DynamicPropertyContainer],Q),Q}(),K={getShapeProp:function(Q,te,re){var se;return re===3||re===4?se=(re===3?te.pt:te.ks).k.length?new Z(Q,te,re):new W(Q,te,re):re===5?se=new J(Q,te):re===6?se=new Y(Q,te):re===7&&(se=new U(Q,te)),se.k&&Q.addDynamicProperty(se),se},getConstructorFunction:function(){return W},getKeyframedConstructorFunction:function(){return Z}};return K}(),Matrix=function(){var F=Math.cos,B=Math.sin,D=Math.tan,R=Math.round;function G(){return this.props[0]=1,this.props[1]=0,this.props[2]=0,this.props[3]=0,this.props[4]=0,this.props[5]=1,this.props[6]=0,this.props[7]=0,this.props[8]=0,this.props[9]=0,this.props[10]=1,this.props[11]=0,this.props[12]=0,this.props[13]=0,this.props[14]=0,this.props[15]=1,this}function W(Se){if(Se===0)return this;var we=F(Se),Me=B(Se);return this._t(we,-Me,0,0,Me,we,0,0,0,0,1,0,0,0,0,1)}function q(Se){if(Se===0)return this;var we=F(Se),Me=B(Se);return this._t(1,0,0,0,0,we,-Me,0,0,Me,we,0,0,0,0,1)}function Z(Se){if(Se===0)return this;var we=F(Se),Me=B(Se);return this._t(we,0,Me,0,0,1,0,0,-Me,0,we,0,0,0,0,1)}function Y(Se){if(Se===0)return this;var we=F(Se),Me=B(Se);return this._t(we,-Me,0,0,Me,we,0,0,0,0,1,0,0,0,0,1)}function U(Se,we){return this._t(1,we,Se,1,0,0)}function J(Se,we){return this.shear(D(Se),D(we))}function K(Se,we){var Me=F(we),Ne=B(we);return this._t(Me,Ne,0,0,-Ne,Me,0,0,0,0,1,0,0,0,0,1)._t(1,0,0,0,D(Se),1,0,0,0,0,1,0,0,0,0,1)._t(Me,-Ne,0,0,Ne,Me,0,0,0,0,1,0,0,0,0,1)}function Q(Se,we,Me){return Me||Me===0||(Me=1),Se===1&&we===1&&Me===1?this:this._t(Se,0,0,0,0,we,0,0,0,0,Me,0,0,0,0,1)}function te(Se,we,Me,Ne,Be,Le,ke,Re,Ie,Ye,tt,$e,st,pt,ht,gt){return this.props[0]=Se,this.props[1]=we,this.props[2]=Me,this.props[3]=Ne,this.props[4]=Be,this.props[5]=Le,this.props[6]=ke,this.props[7]=Re,this.props[8]=Ie,this.props[9]=Ye,this.props[10]=tt,this.props[11]=$e,this.props[12]=st,this.props[13]=pt,this.props[14]=ht,this.props[15]=gt,this}function re(Se,we,Me){return Me=Me||0,Se!==0||we!==0||Me!==0?this._t(1,0,0,0,0,1,0,0,0,0,1,0,Se,we,Me,1):this}function se(Se,we,Me,Ne,Be,Le,ke,Re,Ie,Ye,tt,$e,st,pt,ht,gt){var De=this.props;if(Se===1&&we===0&&Me===0&&Ne===0&&Be===0&&Le===1&&ke===0&&Re===0&&Ie===0&&Ye===0&&tt===1&&$e===0)return De[12]=De[12]*Se+De[15]*st,De[13]=De[13]*Le+De[15]*pt,De[14]=De[14]*tt+De[15]*ht,De[15]*=gt,this._identityCalculated=!1,this;var Ce=De[0],Ue=De[1],_e=De[2],Fe=De[3],He=De[4],Ze=De[5],Ke=De[6],nt=De[7],Qe=De[8],ct=De[9],ft=De[10],ut=De[11],At=De[12],Pt=De[13],vt=De[14],St=De[15];return De[0]=Ce*Se+Ue*Be+_e*Ie+Fe*st,De[1]=Ce*we+Ue*Le+_e*Ye+Fe*pt,De[2]=Ce*Me+Ue*ke+_e*tt+Fe*ht,De[3]=Ce*Ne+Ue*Re+_e*$e+Fe*gt,De[4]=He*Se+Ze*Be+Ke*Ie+nt*st,De[5]=He*we+Ze*Le+Ke*Ye+nt*pt,De[6]=He*Me+Ze*ke+Ke*tt+nt*ht,De[7]=He*Ne+Ze*Re+Ke*$e+nt*gt,De[8]=Qe*Se+ct*Be+ft*Ie+ut*st,De[9]=Qe*we+ct*Le+ft*Ye+ut*pt,De[10]=Qe*Me+ct*ke+ft*tt+ut*ht,De[11]=Qe*Ne+ct*Re+ft*$e+ut*gt,De[12]=At*Se+Pt*Be+vt*Ie+St*st,De[13]=At*we+Pt*Le+vt*Ye+St*pt,De[14]=At*Me+Pt*ke+vt*tt+St*ht,De[15]=At*Ne+Pt*Re+vt*$e+St*gt,this._identityCalculated=!1,this}function ie(){return this._identityCalculated||(this._identity=!(this.props[0]!==1||this.props[1]!==0||this.props[2]!==0||this.props[3]!==0||this.props[4]!==0||this.props[5]!==1||this.props[6]!==0||this.props[7]!==0||this.props[8]!==0||this.props[9]!==0||this.props[10]!==1||this.props[11]!==0||this.props[12]!==0||this.props[13]!==0||this.props[14]!==0||this.props[15]!==1),this._identityCalculated=!0),this._identity}function ae(Se){for(var we=0;we<16;){if(Se.props[we]!==this.props[we])return!1;we+=1}return!0}function le(Se){var we;for(we=0;we<16;we+=1)Se.props[we]=this.props[we];return Se}function ue(Se){var we;for(we=0;we<16;we+=1)this.props[we]=Se[we]}function ce(Se,we,Me){return{x:Se*this.props[0]+we*this.props[4]+Me*this.props[8]+this.props[12],y:Se*this.props[1]+we*this.props[5]+Me*this.props[9]+this.props[13],z:Se*this.props[2]+we*this.props[6]+Me*this.props[10]+this.props[14]}}function de(Se,we,Me){return Se*this.props[0]+we*this.props[4]+Me*this.props[8]+this.props[12]}function ve(Se,we,Me){return Se*this.props[1]+we*this.props[5]+Me*this.props[9]+this.props[13]}function he(Se,we,Me){return Se*this.props[2]+we*this.props[6]+Me*this.props[10]+this.props[14]}function me(){var Se=this.props[0]*this.props[5]-this.props[1]*this.props[4],we=this.props[5]/Se,Me=-this.props[1]/Se,Ne=-this.props[4]/Se,Be=this.props[0]/Se,Le=(this.props[4]*this.props[13]-this.props[5]*this.props[12])/Se,ke=-(this.props[0]*this.props[13]-this.props[1]*this.props[12])/Se,Re=new Matrix;return Re.props[0]=we,Re.props[1]=Me,Re.props[4]=Ne,Re.props[5]=Be,Re.props[12]=Le,Re.props[13]=ke,Re}function be(Se){return this.getInverseMatrix().applyToPointArray(Se[0],Se[1],Se[2]||0)}function xe(Se){var we,Me=Se.length,Ne=[];for(we=0;we<Me;we+=1)Ne[we]=be(Se[we]);return Ne}function Ae(Se,we,Me){var Ne=createTypedArray("float32",6);if(this.isIdentity())Ne[0]=Se[0],Ne[1]=Se[1],Ne[2]=we[0],Ne[3]=we[1],Ne[4]=Me[0],Ne[5]=Me[1];else{var Be=this.props[0],Le=this.props[1],ke=this.props[4],Re=this.props[5],Ie=this.props[12],Ye=this.props[13];Ne[0]=Se[0]*Be+Se[1]*ke+Ie,Ne[1]=Se[0]*Le+Se[1]*Re+Ye,Ne[2]=we[0]*Be+we[1]*ke+Ie,Ne[3]=we[0]*Le+we[1]*Re+Ye,Ne[4]=Me[0]*Be+Me[1]*ke+Ie,Ne[5]=Me[0]*Le+Me[1]*Re+Ye}return Ne}function Pe(Se,we,Me){return this.isIdentity()?[Se,we,Me]:[Se*this.props[0]+we*this.props[4]+Me*this.props[8]+this.props[12],Se*this.props[1]+we*this.props[5]+Me*this.props[9]+this.props[13],Se*this.props[2]+we*this.props[6]+Me*this.props[10]+this.props[14]]}function ze(Se,we){if(this.isIdentity())return Se+","+we;var Me=this.props;return Math.round(100*(Se*Me[0]+we*Me[4]+Me[12]))/100+","+Math.round(100*(Se*Me[1]+we*Me[5]+Me[13]))/100}function ge(){for(var Se=0,we=this.props,Me="matrix3d(";Se<16;)Me+=R(1e4*we[Se])/1e4,Me+=Se===15?")":",",Se+=1;return Me}function Te(Se){return Se<1e-6&&Se>0||Se>-1e-6&&Se<0?R(1e4*Se)/1e4:Se}function Xe(){var Se=this.props;return"matrix("+Te(Se[0])+","+Te(Se[1])+","+Te(Se[4])+","+Te(Se[5])+","+Te(Se[12])+","+Te(Se[13])+")"}return function(){this.reset=G,this.rotate=W,this.rotateX=q,this.rotateY=Z,this.rotateZ=Y,this.skew=J,this.skewFromAxis=K,this.shear=U,this.scale=Q,this.setTransform=te,this.translate=re,this.transform=se,this.applyToPoint=ce,this.applyToX=de,this.applyToY=ve,this.applyToZ=he,this.applyToPointArray=Pe,this.applyToTriplePoints=Ae,this.applyToPointStringified=ze,this.toCSS=ge,this.to2dCSS=Xe,this.clone=le,this.cloneFromProps=ue,this.equals=ae,this.inversePoints=xe,this.inversePoint=be,this.getInverseMatrix=me,this._t=this.transform,this.isIdentity=ie,this._identity=!0,this._identityCalculated=!1,this.props=createTypedArray("float32",16),this.reset()}}();function _typeof$3(F){return(_typeof$3=typeof Symbol=="function"&&typeof Symbol.iterator=="symbol"?function(B){return typeof B}:function(B){return B&&typeof Symbol=="function"&&B.constructor===Symbol&&B!==Symbol.prototype?"symbol":typeof B})(F)}var lottie={},standalone="__[STANDALONE]__",queryString;function setLocation(F){setLocationHref(F)}function searchAnimations(){animationManager.searchAnimations()}function setSubframeRendering(F){setSubframeEnabled(F)}function setPrefix(F){setIdPrefix(F)}function loadAnimation(F){return animationManager.loadAnimation(F)}function setQuality(F){if(typeof F=="string")switch(F){case"high":setDefaultCurveSegments(200);break;default:case"medium":setDefaultCurveSegments(50);break;case"low":setDefaultCurveSegments(10)}else!isNaN(F)&&F>1&&setDefaultCurveSegments(F)}function inBrowser(){return typeof navigator!="undefined"}function installPlugin(F,B){F==="expressions"&&setExpressionsPlugin(B)}function getFactory(F){switch(F){case"propertyFactory":return PropertyFactory;case"shapePropertyFactory":return ShapePropertyFactory;case"matrix":return Matrix;default:return null}}function checkReady(){document.readyState==="complete"&&(clearInterval(readyStateCheckInterval),searchAnimations())}function getQueryVariable(F){for(var B=queryString.split("&"),D=0;D<B.length;D+=1){var R=B[D].split("=");if(decodeURIComponent(R[0])==F)return decodeURIComponent(R[1])}return null}if(lottie.play=animationManager.play,lottie.pause=animationManager.pause,lottie.setLocationHref=setLocation,lottie.togglePause=animationManager.togglePause,lottie.setSpeed=animationManager.setSpeed,lottie.setDirection=animationManager.setDirection,lottie.stop=animationManager.stop,lottie.searchAnimations=searchAnimations,lottie.registerAnimation=animationManager.registerAnimation,lottie.loadAnimation=loadAnimation,lottie.setSubframeRendering=setSubframeRendering,lottie.resize=animationManager.resize,lottie.goToAndStop=animationManager.goToAndStop,lottie.destroy=animationManager.destroy,lottie.setQuality=setQuality,lottie.inBrowser=inBrowser,lottie.installPlugin=installPlugin,lottie.freeze=animationManager.freeze,lottie.unfreeze=animationManager.unfreeze,lottie.setVolume=animationManager.setVolume,lottie.mute=animationManager.mute,lottie.unmute=animationManager.unmute,lottie.getRegisteredAnimations=animationManager.getRegisteredAnimations,lottie.useWebWorker=setWebWorker,lottie.setIDPrefix=setPrefix,lottie.__getFactory=getFactory,lottie.version="5.9.1",standalone){var scripts=document.getElementsByTagName("script"),index=scripts.length-1,myScript=scripts[index]||{src:""};queryString=myScript.src.replace(/^[^\?]+\??/,""),getQueryVariable("renderer")}var readyStateCheckInterval=setInterval(checkReady,100);try{_typeof$3(exports)!=="object"&&(window.bodymovin=lottie)}catch(F){}var ShapeModifiers=function(){var F={},B={};return F.registerModifier=function(D,R){B[D]||(B[D]=R)},F.getModifier=function(D,R,G){return new B[D](R,G)},F}();function ShapeModifier(){}function TrimModifier(){}function PuckerAndBloatModifier(){}ShapeModifier.prototype.initModifierProperties=function(){},ShapeModifier.prototype.addShapeToModifier=function(){},ShapeModifier.prototype.addShape=function(F){if(!this.closed){F.sh.container.addDynamicProperty(F.sh);var B={shape:F.sh,data:F,localShapeCollection:shapeCollectionPool.newShapeCollection()};this.shapes.push(B),this.addShapeToModifier(B),this._isAnimated&&F.setAsAnimated()}},ShapeModifier.prototype.init=function(F,B){this.shapes=[],this.elem=F,this.initDynamicPropertyContainer(F),this.initModifierProperties(F,B),this.frameId=initialDefaultFrame,this.closed=!1,this.k=!1,this.dynamicProperties.length?this.k=!0:this.getValue(!0)},ShapeModifier.prototype.processKeys=function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties())},extendPrototype([DynamicPropertyContainer],ShapeModifier),extendPrototype([ShapeModifier],TrimModifier),TrimModifier.prototype.initModifierProperties=function(F,B){this.s=PropertyFactory.getProp(F,B.s,0,.01,this),this.e=PropertyFactory.getProp(F,B.e,0,.01,this),this.o=PropertyFactory.getProp(F,B.o,0,0,this),this.sValue=0,this.eValue=0,this.getValue=this.processKeys,this.m=B.m,this._isAnimated=!!this.s.effectsSequence.length||!!this.e.effectsSequence.length||!!this.o.effectsSequence.length},TrimModifier.prototype.addShapeToModifier=function(F){F.pathsData=[]},TrimModifier.prototype.calculateShapeEdges=function(F,B,D,R,G){var W=[];B<=1?W.push({s:F,e:B}):F>=1?W.push({s:F-1,e:B-1}):(W.push({s:F,e:1}),W.push({s:0,e:B-1}));var q,Z,Y=[],U=W.length;for(q=0;q<U;q+=1){var J,K;(Z=W[q]).e*G<R||Z.s*G>R+D||(J=Z.s*G<=R?0:(Z.s*G-R)/D,K=Z.e*G>=R+D?1:(Z.e*G-R)/D,Y.push([J,K]))}return Y.length||Y.push([0,0]),Y},TrimModifier.prototype.releasePathsData=function(F){var B,D=F.length;for(B=0;B<D;B+=1)segmentsLengthPool.release(F[B]);return F.length=0,F},TrimModifier.prototype.processShapes=function(F){var B,D,R,G;if(this._mdf||F){var W=this.o.v%360/360;if(W<0&&(W+=1),(B=this.s.v>1?1+W:this.s.v<0?0+W:this.s.v+W)>(D=this.e.v>1?1+W:this.e.v<0?0+W:this.e.v+W)){var q=B;B=D,D=q}B=1e-4*Math.round(1e4*B),D=1e-4*Math.round(1e4*D),this.sValue=B,this.eValue=D}else B=this.sValue,D=this.eValue;var Z,Y,U,J,K,Q=this.shapes.length,te=0;if(D===B)for(G=0;G<Q;G+=1)this.shapes[G].localShapeCollection.releaseShapes(),this.shapes[G].shape._mdf=!0,this.shapes[G].shape.paths=this.shapes[G].localShapeCollection,this._mdf&&(this.shapes[G].pathsData.length=0);else if(D===1&&B===0||D===0&&B===1){if(this._mdf)for(G=0;G<Q;G+=1)this.shapes[G].pathsData.length=0,this.shapes[G].shape._mdf=!0}else{var re,se,ie=[];for(G=0;G<Q;G+=1)if((re=this.shapes[G]).shape._mdf||this._mdf||F||this.m===2){if(Y=(R=re.shape.paths)._length,K=0,!re.shape._mdf&&re.pathsData.length)K=re.totalShapeLength;else{for(U=this.releasePathsData(re.pathsData),Z=0;Z<Y;Z+=1)J=bez.getSegmentsLength(R.shapes[Z]),U.push(J),K+=J.totalLength;re.totalShapeLength=K,re.pathsData=U}te+=K,re.shape._mdf=!0}else re.shape.paths=re.localShapeCollection;var ae,le=B,ue=D,ce=0;for(G=Q-1;G>=0;G-=1)if((re=this.shapes[G]).shape._mdf){for((se=re.localShapeCollection).releaseShapes(),this.m===2&&Q>1?(ae=this.calculateShapeEdges(B,D,re.totalShapeLength,ce,te),ce+=re.totalShapeLength):ae=[[le,ue]],Y=ae.length,Z=0;Z<Y;Z+=1){le=ae[Z][0],ue=ae[Z][1],ie.length=0,ue<=1?ie.push({s:re.totalShapeLength*le,e:re.totalShapeLength*ue}):le>=1?ie.push({s:re.totalShapeLength*(le-1),e:re.totalShapeLength*(ue-1)}):(ie.push({s:re.totalShapeLength*le,e:re.totalShapeLength}),ie.push({s:0,e:re.totalShapeLength*(ue-1)}));var de=this.addShapes(re,ie[0]);if(ie[0].s!==ie[0].e){if(ie.length>1)if(re.shape.paths.shapes[re.shape.paths._length-1].c){var ve=de.pop();this.addPaths(de,se),de=this.addShapes(re,ie[1],ve)}else this.addPaths(de,se),de=this.addShapes(re,ie[1]);this.addPaths(de,se)}}re.shape.paths=se}}},TrimModifier.prototype.addPaths=function(F,B){var D,R=F.length;for(D=0;D<R;D+=1)B.addShape(F[D])},TrimModifier.prototype.addSegment=function(F,B,D,R,G,W,q){G.setXYAt(B[0],B[1],"o",W),G.setXYAt(D[0],D[1],"i",W+1),q&&G.setXYAt(F[0],F[1],"v",W),G.setXYAt(R[0],R[1],"v",W+1)},TrimModifier.prototype.addSegmentFromArray=function(F,B,D,R){B.setXYAt(F[1],F[5],"o",D),B.setXYAt(F[2],F[6],"i",D+1),R&&B.setXYAt(F[0],F[4],"v",D),B.setXYAt(F[3],F[7],"v",D+1)},TrimModifier.prototype.addShapes=function(F,B,D){var R,G,W,q,Z,Y,U,J,K=F.pathsData,Q=F.shape.paths.shapes,te=F.shape.paths._length,re=0,se=[],ie=!0;for(D?(Z=D._length,J=D._length):(D=shapePool.newElement(),Z=0,J=0),se.push(D),R=0;R<te;R+=1){for(Y=K[R].lengths,D.c=Q[R].c,W=Q[R].c?Y.length:Y.length+1,G=1;G<W;G+=1)if(re+(q=Y[G-1]).addedLength<B.s)re+=q.addedLength,D.c=!1;else{if(re>B.e){D.c=!1;break}B.s<=re&&B.e>=re+q.addedLength?(this.addSegment(Q[R].v[G-1],Q[R].o[G-1],Q[R].i[G],Q[R].v[G],D,Z,ie),ie=!1):(U=bez.getNewSegment(Q[R].v[G-1],Q[R].v[G],Q[R].o[G-1],Q[R].i[G],(B.s-re)/q.addedLength,(B.e-re)/q.addedLength,Y[G-1]),this.addSegmentFromArray(U,D,Z,ie),ie=!1,D.c=!1),re+=q.addedLength,Z+=1}if(Q[R].c&&Y.length){if(q=Y[G-1],re<=B.e){var ae=Y[G-1].addedLength;B.s<=re&&B.e>=re+ae?(this.addSegment(Q[R].v[G-1],Q[R].o[G-1],Q[R].i[0],Q[R].v[0],D,Z,ie),ie=!1):(U=bez.getNewSegment(Q[R].v[G-1],Q[R].v[0],Q[R].o[G-1],Q[R].i[0],(B.s-re)/ae,(B.e-re)/ae,Y[G-1]),this.addSegmentFromArray(U,D,Z,ie),ie=!1,D.c=!1)}else D.c=!1;re+=q.addedLength,Z+=1}if(D._length&&(D.setXYAt(D.v[J][0],D.v[J][1],"i",J),D.setXYAt(D.v[D._length-1][0],D.v[D._length-1][1],"o",D._length-1)),re>B.e)break;R<te-1&&(D=shapePool.newElement(),ie=!0,se.push(D),Z=0)}return se},extendPrototype([ShapeModifier],PuckerAndBloatModifier),PuckerAndBloatModifier.prototype.initModifierProperties=function(F,B){this.getValue=this.processKeys,this.amount=PropertyFactory.getProp(F,B.a,0,null,this),this._isAnimated=!!this.amount.effectsSequence.length},PuckerAndBloatModifier.prototype.processPath=function(F,B){var D=B/100,R=[0,0],G=F._length,W=0;for(W=0;W<G;W+=1)R[0]+=F.v[W][0],R[1]+=F.v[W][1];R[0]/=G,R[1]/=G;var q,Z,Y,U,J,K,Q=shapePool.newElement();for(Q.c=F.c,W=0;W<G;W+=1)q=F.v[W][0]+(R[0]-F.v[W][0])*D,Z=F.v[W][1]+(R[1]-F.v[W][1])*D,Y=F.o[W][0]+(R[0]-F.o[W][0])*-D,U=F.o[W][1]+(R[1]-F.o[W][1])*-D,J=F.i[W][0]+(R[0]-F.i[W][0])*-D,K=F.i[W][1]+(R[1]-F.i[W][1])*-D,Q.setTripleAt(q,Z,Y,U,J,K,W);return Q},PuckerAndBloatModifier.prototype.processShapes=function(F){var B,D,R,G,W,q,Z=this.shapes.length,Y=this.amount.v;if(Y!==0)for(D=0;D<Z;D+=1){if(q=(W=this.shapes[D]).localShapeCollection,W.shape._mdf||this._mdf||F)for(q.releaseShapes(),W.shape._mdf=!0,B=W.shape.paths.shapes,G=W.shape.paths._length,R=0;R<G;R+=1)q.addShape(this.processPath(B[R],Y));W.shape.paths=W.localShapeCollection}this.dynamicProperties.length||(this._mdf=!1)};var TransformPropertyFactory=function(){var F=[0,0];function B(D,R,G){if(this.elem=D,this.frameId=-1,this.propType="transform",this.data=R,this.v=new Matrix,this.pre=new Matrix,this.appliedTransformations=0,this.initDynamicPropertyContainer(G||D),R.p&&R.p.s?(this.px=PropertyFactory.getProp(D,R.p.x,0,0,this),this.py=PropertyFactory.getProp(D,R.p.y,0,0,this),R.p.z&&(this.pz=PropertyFactory.getProp(D,R.p.z,0,0,this))):this.p=PropertyFactory.getProp(D,R.p||{k:[0,0,0]},1,0,this),R.rx){if(this.rx=PropertyFactory.getProp(D,R.rx,0,degToRads,this),this.ry=PropertyFactory.getProp(D,R.ry,0,degToRads,this),this.rz=PropertyFactory.getProp(D,R.rz,0,degToRads,this),R.or.k[0].ti){var W,q=R.or.k.length;for(W=0;W<q;W+=1)R.or.k[W].to=null,R.or.k[W].ti=null}this.or=PropertyFactory.getProp(D,R.or,1,degToRads,this),this.or.sh=!0}else this.r=PropertyFactory.getProp(D,R.r||{k:0},0,degToRads,this);R.sk&&(this.sk=PropertyFactory.getProp(D,R.sk,0,degToRads,this),this.sa=PropertyFactory.getProp(D,R.sa,0,degToRads,this)),this.a=PropertyFactory.getProp(D,R.a||{k:[0,0,0]},1,0,this),this.s=PropertyFactory.getProp(D,R.s||{k:[100,100,100]},1,.01,this),R.o?this.o=PropertyFactory.getProp(D,R.o,0,.01,D):this.o={_mdf:!1,v:1},this._isDirty=!0,this.dynamicProperties.length||this.getValue(!0)}return B.prototype={applyToMatrix:function(D){var R=this._mdf;this.iterateDynamicProperties(),this._mdf=this._mdf||R,this.a&&D.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.s&&D.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.sk&&D.skewFromAxis(-this.sk.v,this.sa.v),this.r?D.rotate(-this.r.v):D.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.data.p.s?this.data.p.z?D.translate(this.px.v,this.py.v,-this.pz.v):D.translate(this.px.v,this.py.v,0):D.translate(this.p.v[0],this.p.v[1],-this.p.v[2])},getValue:function(D){if(this.elem.globalData.frameId!==this.frameId){if(this._isDirty&&(this.precalculateMatrix(),this._isDirty=!1),this.iterateDynamicProperties(),this._mdf||D){var R;if(this.v.cloneFromProps(this.pre.props),this.appliedTransformations<1&&this.v.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.appliedTransformations<2&&this.v.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.sk&&this.appliedTransformations<3&&this.v.skewFromAxis(-this.sk.v,this.sa.v),this.r&&this.appliedTransformations<4?this.v.rotate(-this.r.v):!this.r&&this.appliedTransformations<4&&this.v.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.autoOriented){var G,W;if(R=this.elem.globalData.frameRate,this.p&&this.p.keyframes&&this.p.getValueAtTime)this.p._caching.lastFrame+this.p.offsetTime<=this.p.keyframes[0].t?(G=this.p.getValueAtTime((this.p.keyframes[0].t+.01)/R,0),W=this.p.getValueAtTime(this.p.keyframes[0].t/R,0)):this.p._caching.lastFrame+this.p.offsetTime>=this.p.keyframes[this.p.keyframes.length-1].t?(G=this.p.getValueAtTime(this.p.keyframes[this.p.keyframes.length-1].t/R,0),W=this.p.getValueAtTime((this.p.keyframes[this.p.keyframes.length-1].t-.05)/R,0)):(G=this.p.pv,W=this.p.getValueAtTime((this.p._caching.lastFrame+this.p.offsetTime-.01)/R,this.p.offsetTime));else if(this.px&&this.px.keyframes&&this.py.keyframes&&this.px.getValueAtTime&&this.py.getValueAtTime){G=[],W=[];var q=this.px,Z=this.py;q._caching.lastFrame+q.offsetTime<=q.keyframes[0].t?(G[0]=q.getValueAtTime((q.keyframes[0].t+.01)/R,0),G[1]=Z.getValueAtTime((Z.keyframes[0].t+.01)/R,0),W[0]=q.getValueAtTime(q.keyframes[0].t/R,0),W[1]=Z.getValueAtTime(Z.keyframes[0].t/R,0)):q._caching.lastFrame+q.offsetTime>=q.keyframes[q.keyframes.length-1].t?(G[0]=q.getValueAtTime(q.keyframes[q.keyframes.length-1].t/R,0),G[1]=Z.getValueAtTime(Z.keyframes[Z.keyframes.length-1].t/R,0),W[0]=q.getValueAtTime((q.keyframes[q.keyframes.length-1].t-.01)/R,0),W[1]=Z.getValueAtTime((Z.keyframes[Z.keyframes.length-1].t-.01)/R,0)):(G=[q.pv,Z.pv],W[0]=q.getValueAtTime((q._caching.lastFrame+q.offsetTime-.01)/R,q.offsetTime),W[1]=Z.getValueAtTime((Z._caching.lastFrame+Z.offsetTime-.01)/R,Z.offsetTime))}else G=W=F;this.v.rotate(-Math.atan2(G[1]-W[1],G[0]-W[0]))}this.data.p&&this.data.p.s?this.data.p.z?this.v.translate(this.px.v,this.py.v,-this.pz.v):this.v.translate(this.px.v,this.py.v,0):this.v.translate(this.p.v[0],this.p.v[1],-this.p.v[2])}this.frameId=this.elem.globalData.frameId}},precalculateMatrix:function(){if(!this.a.k&&(this.pre.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.appliedTransformations=1,!this.s.effectsSequence.length)){if(this.pre.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.appliedTransformations=2,this.sk){if(this.sk.effectsSequence.length||this.sa.effectsSequence.length)return;this.pre.skewFromAxis(-this.sk.v,this.sa.v),this.appliedTransformations=3}this.r?this.r.effectsSequence.length||(this.pre.rotate(-this.r.v),this.appliedTransformations=4):this.rz.effectsSequence.length||this.ry.effectsSequence.length||this.rx.effectsSequence.length||this.or.effectsSequence.length||(this.pre.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.appliedTransformations=4)}},autoOrient:function(){}},extendPrototype([DynamicPropertyContainer],B),B.prototype.addDynamicProperty=function(D){this._addDynamicProperty(D),this.elem.addDynamicProperty(D),this._isDirty=!0},B.prototype._addDynamicProperty=DynamicPropertyContainer.prototype.addDynamicProperty,{getTransformProperty:function(D,R,G){return new B(D,R,G)}}}();function RepeaterModifier(){}function RoundCornersModifier(){}function getFontProperties(F){for(var B=F.fStyle?F.fStyle.split(" "):[],D="normal",R="normal",G=B.length,W=0;W<G;W+=1)switch(B[W].toLowerCase()){case"italic":R="italic";break;case"bold":D="700";break;case"black":D="900";break;case"medium":D="500";break;case"regular":case"normal":D="400";break;case"light":case"thin":D="200"}return{style:R,weight:F.fWeight||D}}extendPrototype([ShapeModifier],RepeaterModifier),RepeaterModifier.prototype.initModifierProperties=function(F,B){this.getValue=this.processKeys,this.c=PropertyFactory.getProp(F,B.c,0,null,this),this.o=PropertyFactory.getProp(F,B.o,0,null,this),this.tr=TransformPropertyFactory.getTransformProperty(F,B.tr,this),this.so=PropertyFactory.getProp(F,B.tr.so,0,.01,this),this.eo=PropertyFactory.getProp(F,B.tr.eo,0,.01,this),this.data=B,this.dynamicProperties.length||this.getValue(!0),this._isAnimated=!!this.dynamicProperties.length,this.pMatrix=new Matrix,this.rMatrix=new Matrix,this.sMatrix=new Matrix,this.tMatrix=new Matrix,this.matrix=new Matrix},RepeaterModifier.prototype.applyTransforms=function(F,B,D,R,G,W){var q=W?-1:1,Z=R.s.v[0]+(1-R.s.v[0])*(1-G),Y=R.s.v[1]+(1-R.s.v[1])*(1-G);F.translate(R.p.v[0]*q*G,R.p.v[1]*q*G,R.p.v[2]),B.translate(-R.a.v[0],-R.a.v[1],R.a.v[2]),B.rotate(-R.r.v*q*G),B.translate(R.a.v[0],R.a.v[1],R.a.v[2]),D.translate(-R.a.v[0],-R.a.v[1],R.a.v[2]),D.scale(W?1/Z:Z,W?1/Y:Y),D.translate(R.a.v[0],R.a.v[1],R.a.v[2])},RepeaterModifier.prototype.init=function(F,B,D,R){for(this.elem=F,this.arr=B,this.pos=D,this.elemsData=R,this._currentCopies=0,this._elements=[],this._groups=[],this.frameId=-1,this.initDynamicPropertyContainer(F),this.initModifierProperties(F,B[D]);D>0;)D-=1,this._elements.unshift(B[D]);this.dynamicProperties.length?this.k=!0:this.getValue(!0)},RepeaterModifier.prototype.resetElements=function(F){var B,D=F.length;for(B=0;B<D;B+=1)F[B]._processed=!1,F[B].ty==="gr"&&this.resetElements(F[B].it)},RepeaterModifier.prototype.cloneElements=function(F){var B=JSON.parse(JSON.stringify(F));return this.resetElements(B),B},RepeaterModifier.prototype.changeGroupRender=function(F,B){var D,R=F.length;for(D=0;D<R;D+=1)F[D]._render=B,F[D].ty==="gr"&&this.changeGroupRender(F[D].it,B)},RepeaterModifier.prototype.processShapes=function(F){var B,D,R,G,W,q=!1;if(this._mdf||F){var Z,Y=Math.ceil(this.c.v);if(this._groups.length<Y){for(;this._groups.length<Y;){var U={it:this.cloneElements(this._elements),ty:"gr"};U.it.push({a:{a:0,ix:1,k:[0,0]},nm:"Transform",o:{a:0,ix:7,k:100},p:{a:0,ix:2,k:[0,0]},r:{a:1,ix:6,k:[{s:0,e:0,t:0},{s:0,e:0,t:1}]},s:{a:0,ix:3,k:[100,100]},sa:{a:0,ix:5,k:0},sk:{a:0,ix:4,k:0},ty:"tr"}),this.arr.splice(0,0,U),this._groups.splice(0,0,U),this._currentCopies+=1}this.elem.reloadShapes(),q=!0}for(W=0,R=0;R<=this._groups.length-1;R+=1){if(Z=W<Y,this._groups[R]._render=Z,this.changeGroupRender(this._groups[R].it,Z),!Z){var J=this.elemsData[R].it,K=J[J.length-1];K.transform.op.v!==0?(K.transform.op._mdf=!0,K.transform.op.v=0):K.transform.op._mdf=!1}W+=1}this._currentCopies=Y;var Q=this.o.v,te=Q%1,re=Q>0?Math.floor(Q):Math.ceil(Q),se=this.pMatrix.props,ie=this.rMatrix.props,ae=this.sMatrix.props;this.pMatrix.reset(),this.rMatrix.reset(),this.sMatrix.reset(),this.tMatrix.reset(),this.matrix.reset();var le,ue,ce=0;if(Q>0){for(;ce<re;)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),ce+=1;te&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,te,!1),ce+=te)}else if(Q<0){for(;ce>re;)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!0),ce-=1;te&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,-te,!0),ce-=te)}for(R=this.data.m===1?0:this._currentCopies-1,G=this.data.m===1?1:-1,W=this._currentCopies;W;){if(ue=(D=(B=this.elemsData[R].it)[B.length-1].transform.mProps.v.props).length,B[B.length-1].transform.mProps._mdf=!0,B[B.length-1].transform.op._mdf=!0,B[B.length-1].transform.op.v=this._currentCopies===1?this.so.v:this.so.v+(this.eo.v-this.so.v)*(R/(this._currentCopies-1)),ce!==0){for((R!==0&&G===1||R!==this._currentCopies-1&&G===-1)&&this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),this.matrix.transform(ie[0],ie[1],ie[2],ie[3],ie[4],ie[5],ie[6],ie[7],ie[8],ie[9],ie[10],ie[11],ie[12],ie[13],ie[14],ie[15]),this.matrix.transform(ae[0],ae[1],ae[2],ae[3],ae[4],ae[5],ae[6],ae[7],ae[8],ae[9],ae[10],ae[11],ae[12],ae[13],ae[14],ae[15]),this.matrix.transform(se[0],se[1],se[2],se[3],se[4],se[5],se[6],se[7],se[8],se[9],se[10],se[11],se[12],se[13],se[14],se[15]),le=0;le<ue;le+=1)D[le]=this.matrix.props[le];this.matrix.reset()}else for(this.matrix.reset(),le=0;le<ue;le+=1)D[le]=this.matrix.props[le];ce+=1,W-=1,R+=G}}else for(W=this._currentCopies,R=0,G=1;W;)D=(B=this.elemsData[R].it)[B.length-1].transform.mProps.v.props,B[B.length-1].transform.mProps._mdf=!1,B[B.length-1].transform.op._mdf=!1,W-=1,R+=G;return q},RepeaterModifier.prototype.addShape=function(){},extendPrototype([ShapeModifier],RoundCornersModifier),RoundCornersModifier.prototype.initModifierProperties=function(F,B){this.getValue=this.processKeys,this.rd=PropertyFactory.getProp(F,B.r,0,null,this),this._isAnimated=!!this.rd.effectsSequence.length},RoundCornersModifier.prototype.processPath=function(F,B){var D,R=shapePool.newElement();R.c=F.c;var G,W,q,Z,Y,U,J,K,Q,te,re,se,ie=F._length,ae=0;for(D=0;D<ie;D+=1)G=F.v[D],q=F.o[D],W=F.i[D],G[0]===q[0]&&G[1]===q[1]&&G[0]===W[0]&&G[1]===W[1]?D!==0&&D!==ie-1||F.c?(Z=D===0?F.v[ie-1]:F.v[D-1],U=(Y=Math.sqrt(Math.pow(G[0]-Z[0],2)+Math.pow(G[1]-Z[1],2)))?Math.min(Y/2,B)/Y:0,J=re=G[0]+(Z[0]-G[0])*U,K=se=G[1]-(G[1]-Z[1])*U,Q=J-(J-G[0])*roundCorner,te=K-(K-G[1])*roundCorner,R.setTripleAt(J,K,Q,te,re,se,ae),ae+=1,Z=D===ie-1?F.v[0]:F.v[D+1],U=(Y=Math.sqrt(Math.pow(G[0]-Z[0],2)+Math.pow(G[1]-Z[1],2)))?Math.min(Y/2,B)/Y:0,J=Q=G[0]+(Z[0]-G[0])*U,K=te=G[1]+(Z[1]-G[1])*U,re=J-(J-G[0])*roundCorner,se=K-(K-G[1])*roundCorner,R.setTripleAt(J,K,Q,te,re,se,ae),ae+=1):(R.setTripleAt(G[0],G[1],q[0],q[1],W[0],W[1],ae),ae+=1):(R.setTripleAt(F.v[D][0],F.v[D][1],F.o[D][0],F.o[D][1],F.i[D][0],F.i[D][1],ae),ae+=1);return R},RoundCornersModifier.prototype.processShapes=function(F){var B,D,R,G,W,q,Z=this.shapes.length,Y=this.rd.v;if(Y!==0)for(D=0;D<Z;D+=1){if(q=(W=this.shapes[D]).localShapeCollection,W.shape._mdf||this._mdf||F)for(q.releaseShapes(),W.shape._mdf=!0,B=W.shape.paths.shapes,G=W.shape.paths._length,R=0;R<G;R+=1)q.addShape(this.processPath(B[R],Y));W.shape.paths=W.localShapeCollection}this.dynamicProperties.length||(this._mdf=!1)};var FontManager=function(){var F={w:0,size:0,shapes:[],data:{shapes:[]}},B=[];B=B.concat([2304,2305,2306,2307,2362,2363,2364,2364,2366,2367,2368,2369,2370,2371,2372,2373,2374,2375,2376,2377,2378,2379,2380,2381,2382,2383,2387,2388,2389,2390,2391,2402,2403]);var D=["d83cdffb","d83cdffc","d83cdffd","d83cdffe","d83cdfff"],R=[65039,8205];function G(Z,Y){var U=createTag("span");U.setAttribute("aria-hidden",!0),U.style.fontFamily=Y;var J=createTag("span");J.innerText="giItT1WQy@!-/#",U.style.position="absolute",U.style.left="-10000px",U.style.top="-10000px",U.style.fontSize="300px",U.style.fontVariant="normal",U.style.fontStyle="normal",U.style.fontWeight="normal",U.style.letterSpacing="0",U.appendChild(J),document.body.appendChild(U);var K=J.offsetWidth;return J.style.fontFamily=function(Q){var te,re=Q.split(","),se=re.length,ie=[];for(te=0;te<se;te+=1)re[te]!=="sans-serif"&&re[te]!=="monospace"&&ie.push(re[te]);return ie.join(",")}(Z)+", "+Y,{node:J,w:K,parent:U}}function W(Z,Y){var U=createNS("text");U.style.fontSize="100px";var J=getFontProperties(Y);return U.setAttribute("font-family",Y.fFamily),U.setAttribute("font-style",J.style),U.setAttribute("font-weight",J.weight),U.textContent="1",Y.fClass?(U.style.fontFamily="inherit",U.setAttribute("class",Y.fClass)):U.style.fontFamily=Y.fFamily,Z.appendChild(U),createTag("canvas").getContext("2d").font=Y.fWeight+" "+Y.fStyle+" 100px "+Y.fFamily,U}var q=function(){this.fonts=[],this.chars=null,this.typekitLoaded=0,this.isLoaded=!1,this._warned=!1,this.initTime=Date.now(),this.setIsLoadedBinded=this.setIsLoaded.bind(this),this.checkLoadedFontsBinded=this.checkLoadedFonts.bind(this)};return q.isModifier=function(Z,Y){var U=Z.toString(16)+Y.toString(16);return D.indexOf(U)!==-1},q.isZeroWidthJoiner=function(Z,Y){return Y?Z===R[0]&&Y===R[1]:Z===R[1]},q.isCombinedCharacter=function(Z){return B.indexOf(Z)!==-1},q.prototype={addChars:function(Z){if(Z){var Y;this.chars||(this.chars=[]);var U,J,K=Z.length,Q=this.chars.length;for(Y=0;Y<K;Y+=1){for(U=0,J=!1;U<Q;)this.chars[U].style===Z[Y].style&&this.chars[U].fFamily===Z[Y].fFamily&&this.chars[U].ch===Z[Y].ch&&(J=!0),U+=1;J||(this.chars.push(Z[Y]),Q+=1)}}},addFonts:function(Z,Y){if(Z){if(this.chars)return this.isLoaded=!0,void(this.fonts=Z.list);var U,J=Z.list,K=J.length,Q=K;for(U=0;U<K;U+=1){var te,re,se=!0;if(J[U].loaded=!1,J[U].monoCase=G(J[U].fFamily,"monospace"),J[U].sansCase=G(J[U].fFamily,"sans-serif"),J[U].fPath){if(J[U].fOrigin==="p"||J[U].origin===3){if((te=document.querySelectorAll('style[f-forigin="p"][f-family="'+J[U].fFamily+'"], style[f-origin="3"][f-family="'+J[U].fFamily+'"]')).length>0&&(se=!1),se){var ie=createTag("style");ie.setAttribute("f-forigin",J[U].fOrigin),ie.setAttribute("f-origin",J[U].origin),ie.setAttribute("f-family",J[U].fFamily),ie.type="text/css",ie.innerText="@font-face {font-family: "+J[U].fFamily+"; font-style: normal; src: url('"+J[U].fPath+"');}",Y.appendChild(ie)}}else if(J[U].fOrigin==="g"||J[U].origin===1){for(te=document.querySelectorAll('link[f-forigin="g"], link[f-origin="1"]'),re=0;re<te.length;re+=1)te[re].href.indexOf(J[U].fPath)!==-1&&(se=!1);if(se){var ae=createTag("link");ae.setAttribute("f-forigin",J[U].fOrigin),ae.setAttribute("f-origin",J[U].origin),ae.type="text/css",ae.rel="stylesheet",ae.href=J[U].fPath,document.body.appendChild(ae)}}else if(J[U].fOrigin==="t"||J[U].origin===2){for(te=document.querySelectorAll('script[f-forigin="t"], script[f-origin="2"]'),re=0;re<te.length;re+=1)J[U].fPath===te[re].src&&(se=!1);if(se){var le=createTag("link");le.setAttribute("f-forigin",J[U].fOrigin),le.setAttribute("f-origin",J[U].origin),le.setAttribute("rel","stylesheet"),le.setAttribute("href",J[U].fPath),Y.appendChild(le)}}}else J[U].loaded=!0,Q-=1;J[U].helper=W(Y,J[U]),J[U].cache={},this.fonts.push(J[U])}Q===0?this.isLoaded=!0:setTimeout(this.checkLoadedFonts.bind(this),100)}else this.isLoaded=!0},getCharData:function(Z,Y,U){for(var J=0,K=this.chars.length;J<K;){if(this.chars[J].ch===Z&&this.chars[J].style===Y&&this.chars[J].fFamily===U)return this.chars[J];J+=1}return(typeof Z=="string"&&Z.charCodeAt(0)!==13||!Z)&&console&&console.warn&&!this._warned&&(this._warned=!0,console.warn("Missing character from exported characters list: ",Z,Y,U)),F},getFontByName:function(Z){for(var Y=0,U=this.fonts.length;Y<U;){if(this.fonts[Y].fName===Z)return this.fonts[Y];Y+=1}return this.fonts[0]},measureText:function(Z,Y,U){var J=this.getFontByName(Y),K=Z.charCodeAt(0);if(!J.cache[K+1]){var Q=J.helper;if(Z===" "){Q.textContent="|"+Z+"|";var te=Q.getComputedTextLength();Q.textContent="||";var re=Q.getComputedTextLength();J.cache[K+1]=(te-re)/100}else Q.textContent=Z,J.cache[K+1]=Q.getComputedTextLength()/100}return J.cache[K+1]*U},checkLoadedFonts:function(){var Z,Y,U,J=this.fonts.length,K=J;for(Z=0;Z<J;Z+=1)this.fonts[Z].loaded?K-=1:this.fonts[Z].fOrigin==="n"||this.fonts[Z].origin===0?this.fonts[Z].loaded=!0:(Y=this.fonts[Z].monoCase.node,U=this.fonts[Z].monoCase.w,Y.offsetWidth!==U?(K-=1,this.fonts[Z].loaded=!0):(Y=this.fonts[Z].sansCase.node,U=this.fonts[Z].sansCase.w,Y.offsetWidth!==U&&(K-=1,this.fonts[Z].loaded=!0)),this.fonts[Z].loaded&&(this.fonts[Z].sansCase.parent.parentNode.removeChild(this.fonts[Z].sansCase.parent),this.fonts[Z].monoCase.parent.parentNode.removeChild(this.fonts[Z].monoCase.parent)));K!==0&&Date.now()-this.initTime<5e3?setTimeout(this.checkLoadedFontsBinded,20):setTimeout(this.setIsLoadedBinded,10)},setIsLoaded:function(){this.isLoaded=!0}},q}();function RenderableElement(){}RenderableElement.prototype={initRenderable:function(){this.isInRange=!1,this.hidden=!1,this.isTransparent=!1,this.renderableComponents=[]},addRenderableComponent:function(F){this.renderableComponents.indexOf(F)===-1&&this.renderableComponents.push(F)},removeRenderableComponent:function(F){this.renderableComponents.indexOf(F)!==-1&&this.renderableComponents.splice(this.renderableComponents.indexOf(F),1)},prepareRenderableFrame:function(F){this.checkLayerLimits(F)},checkTransparency:function(){this.finalTransform.mProp.o.v<=0?!this.isTransparent&&this.globalData.renderConfig.hideOnTransparent&&(this.isTransparent=!0,this.hide()):this.isTransparent&&(this.isTransparent=!1,this.show())},checkLayerLimits:function(F){this.data.ip-this.data.st<=F&&this.data.op-this.data.st>F?this.isInRange!==!0&&(this.globalData._mdf=!0,this._mdf=!0,this.isInRange=!0,this.show()):this.isInRange!==!1&&(this.globalData._mdf=!0,this.isInRange=!1,this.hide())},renderRenderable:function(){var F,B=this.renderableComponents.length;for(F=0;F<B;F+=1)this.renderableComponents[F].renderFrame(this._isFirstFrame)},sourceRectAtTime:function(){return{top:0,left:0,width:100,height:100}},getLayerSize:function(){return this.data.ty===5?{w:this.data.textData.width,h:this.data.textData.height}:{w:this.data.width,h:this.data.height}}};var MaskManagerInterface=function(){function F(B,D){this._mask=B,this._data=D}return Object.defineProperty(F.prototype,"maskPath",{get:function(){return this._mask.prop.k&&this._mask.prop.getValue(),this._mask.prop}}),Object.defineProperty(F.prototype,"maskOpacity",{get:function(){return this._mask.op.k&&this._mask.op.getValue(),100*this._mask.op.v}}),function(B){var D,R=createSizedArray(B.viewData.length),G=B.viewData.length;for(D=0;D<G;D+=1)R[D]=new F(B.viewData[D],B.masksProperties[D]);return function(W){for(D=0;D<G;){if(B.masksProperties[D].nm===W)return R[D];D+=1}return null}}}(),ExpressionPropertyInterface=function(){var F={pv:0,v:0,mult:1},B={pv:[0,0,0],v:[0,0,0],mult:1};function D(G,W,q){Object.defineProperty(G,"velocity",{get:function(){return W.getVelocityAtTime(W.comp.currentFrame)}}),G.numKeys=W.keyframes?W.keyframes.length:0,G.key=function(Z){if(!G.numKeys)return 0;var Y="";Y="s"in W.keyframes[Z-1]?W.keyframes[Z-1].s:"e"in W.keyframes[Z-2]?W.keyframes[Z-2].e:W.keyframes[Z-2].s;var U=q==="unidimensional"?new Number(Y):Object.assign({},Y);return U.time=W.keyframes[Z-1].t/W.elem.comp.globalData.frameRate,U.value=q==="unidimensional"?Y[0]:Y,U},G.valueAtTime=W.getValueAtTime,G.speedAtTime=W.getSpeedAtTime,G.velocityAtTime=W.getVelocityAtTime,G.propertyGroup=W.propertyGroup}function R(){return F}return function(G){return G?G.propType==="unidimensional"?function(W){W&&"pv"in W||(W=F);var q=1/W.mult,Z=W.pv*q,Y=new Number(Z);return Y.value=Z,D(Y,W,"unidimensional"),function(){return W.k&&W.getValue(),Z=W.v*q,Y.value!==Z&&((Y=new Number(Z)).value=Z,D(Y,W,"unidimensional")),Y}}(G):function(W){W&&"pv"in W||(W=B);var q=1/W.mult,Z=W.data&&W.data.l||W.pv.length,Y=createTypedArray("float32",Z),U=createTypedArray("float32",Z);return Y.value=U,D(Y,W,"multidimensional"),function(){W.k&&W.getValue();for(var J=0;J<Z;J+=1)U[J]=W.v[J]*q,Y[J]=U[J];return Y}}(G):R}}(),TransformExpressionInterface=function(F){function B(q){switch(q){case"scale":case"Scale":case"ADBE Scale":case 6:return B.scale;case"rotation":case"Rotation":case"ADBE Rotation":case"ADBE Rotate Z":case 10:return B.rotation;case"ADBE Rotate X":return B.xRotation;case"ADBE Rotate Y":return B.yRotation;case"position":case"Position":case"ADBE Position":case 2:return B.position;case"ADBE Position_0":return B.xPosition;case"ADBE Position_1":return B.yPosition;case"ADBE Position_2":return B.zPosition;case"anchorPoint":case"AnchorPoint":case"Anchor Point":case"ADBE AnchorPoint":case 1:return B.anchorPoint;case"opacity":case"Opacity":case 11:return B.opacity;default:return null}}var D,R,G,W;return Object.defineProperty(B,"rotation",{get:ExpressionPropertyInterface(F.r||F.rz)}),Object.defineProperty(B,"zRotation",{get:ExpressionPropertyInterface(F.rz||F.r)}),Object.defineProperty(B,"xRotation",{get:ExpressionPropertyInterface(F.rx)}),Object.defineProperty(B,"yRotation",{get:ExpressionPropertyInterface(F.ry)}),Object.defineProperty(B,"scale",{get:ExpressionPropertyInterface(F.s)}),F.p?W=ExpressionPropertyInterface(F.p):(D=ExpressionPropertyInterface(F.px),R=ExpressionPropertyInterface(F.py),F.pz&&(G=ExpressionPropertyInterface(F.pz))),Object.defineProperty(B,"position",{get:function(){return F.p?W():[D(),R(),G?G():0]}}),Object.defineProperty(B,"xPosition",{get:ExpressionPropertyInterface(F.px)}),Object.defineProperty(B,"yPosition",{get:ExpressionPropertyInterface(F.py)}),Object.defineProperty(B,"zPosition",{get:ExpressionPropertyInterface(F.pz)}),Object.defineProperty(B,"anchorPoint",{get:ExpressionPropertyInterface(F.a)}),Object.defineProperty(B,"opacity",{get:ExpressionPropertyInterface(F.o)}),Object.defineProperty(B,"skew",{get:ExpressionPropertyInterface(F.sk)}),Object.defineProperty(B,"skewAxis",{get:ExpressionPropertyInterface(F.sa)}),Object.defineProperty(B,"orientation",{get:ExpressionPropertyInterface(F.or)}),B},LayerExpressionInterface=function(){function F(U){var J=new Matrix;return U!==void 0?this._elem.finalTransform.mProp.getValueAtTime(U).clone(J):this._elem.finalTransform.mProp.applyToMatrix(J),J}function B(U,J){var K=this.getMatrix(J);return K.props[12]=0,K.props[13]=0,K.props[14]=0,this.applyPoint(K,U)}function D(U,J){var K=this.getMatrix(J);return this.applyPoint(K,U)}function R(U,J){var K=this.getMatrix(J);return K.props[12]=0,K.props[13]=0,K.props[14]=0,this.invertPoint(K,U)}function G(U,J){var K=this.getMatrix(J);return this.invertPoint(K,U)}function W(U,J){if(this._elem.hierarchy&&this._elem.hierarchy.length){var K,Q=this._elem.hierarchy.length;for(K=0;K<Q;K+=1)this._elem.hierarchy[K].finalTransform.mProp.applyToMatrix(U)}return U.applyToPointArray(J[0],J[1],J[2]||0)}function q(U,J){if(this._elem.hierarchy&&this._elem.hierarchy.length){var K,Q=this._elem.hierarchy.length;for(K=0;K<Q;K+=1)this._elem.hierarchy[K].finalTransform.mProp.applyToMatrix(U)}return U.inversePoint(J)}function Z(U){var J=new Matrix;if(J.reset(),this._elem.finalTransform.mProp.applyToMatrix(J),this._elem.hierarchy&&this._elem.hierarchy.length){var K,Q=this._elem.hierarchy.length;for(K=0;K<Q;K+=1)this._elem.hierarchy[K].finalTransform.mProp.applyToMatrix(J);return J.inversePoint(U)}return J.inversePoint(U)}function Y(){return[1,1,1,1]}return function(U){var J;function K(te){switch(te){case"ADBE Root Vectors Group":case"Contents":case 2:return K.shapeInterface;case 1:case 6:case"Transform":case"transform":case"ADBE Transform Group":return J;case 4:case"ADBE Effect Parade":case"effects":case"Effects":return K.effect;case"ADBE Text Properties":return K.textInterface;default:return null}}K.getMatrix=F,K.invertPoint=q,K.applyPoint=W,K.toWorld=D,K.toWorldVec=B,K.fromWorld=G,K.fromWorldVec=R,K.toComp=D,K.fromComp=Z,K.sampleImage=Y,K.sourceRectAtTime=U.sourceRectAtTime.bind(U),K._elem=U;var Q=getDescriptor(J=TransformExpressionInterface(U.finalTransform.mProp),"anchorPoint");return Object.defineProperties(K,{hasParent:{get:function(){return U.hierarchy.length}},parent:{get:function(){return U.hierarchy[0].layerInterface}},rotation:getDescriptor(J,"rotation"),scale:getDescriptor(J,"scale"),position:getDescriptor(J,"position"),opacity:getDescriptor(J,"opacity"),anchorPoint:Q,anchor_point:Q,transform:{get:function(){return J}},active:{get:function(){return U.isInRange}}}),K.startTime=U.data.st,K.index=U.data.ind,K.source=U.data.refId,K.height=U.data.ty===0?U.data.h:100,K.width=U.data.ty===0?U.data.w:100,K.inPoint=U.data.ip/U.comp.globalData.frameRate,K.outPoint=U.data.op/U.comp.globalData.frameRate,K._name=U.data.nm,K.registerMaskInterface=function(te){K.mask=new MaskManagerInterface(te,U)},K.registerEffectsInterface=function(te){K.effect=te},K}}(),propertyGroupFactory=function(F,B){return function(D){return(D=D===void 0?1:D)<=0?F:B(D-1)}},PropertyInterface=function(F,B){var D={_name:F};return function(R){return(R=R===void 0?1:R)<=0?D:B(R-1)}},EffectsExpressionInterface=function(){function F(D,R,G,W){function q(K){for(var Q=D.ef,te=0,re=Q.length;te<re;){if(K===Q[te].nm||K===Q[te].mn||K===Q[te].ix)return Q[te].ty===5?U[te]:U[te]();te+=1}throw new Error}var Z,Y=propertyGroupFactory(q,G),U=[],J=D.ef.length;for(Z=0;Z<J;Z+=1)D.ef[Z].ty===5?U.push(F(D.ef[Z],R.effectElements[Z],R.effectElements[Z].propertyGroup,W)):U.push(B(R.effectElements[Z],D.ef[Z].ty,W,Y));return D.mn==="ADBE Color Control"&&Object.defineProperty(q,"color",{get:function(){return U[0]()}}),Object.defineProperties(q,{numProperties:{get:function(){return D.np}},_name:{value:D.nm},propertyGroup:{value:Y}}),q.enabled=D.en!==0,q.active=q.enabled,q}function B(D,R,G,W){var q=ExpressionPropertyInterface(D.p);return D.p.setGroupProperty&&D.p.setGroupProperty(PropertyInterface("",W)),function(){return R===10?G.comp.compInterface(D.p.v):q()}}return{createEffectsInterface:function(D,R){if(D.effectsManager){var G,W=[],q=D.data.ef,Z=D.effectsManager.effectElements.length;for(G=0;G<Z;G+=1)W.push(F(q[G],D.effectsManager.effectElements[G],R,D));var Y=D.data.ef||[],U=function(J){for(G=0,Z=Y.length;G<Z;){if(J===Y[G].nm||J===Y[G].mn||J===Y[G].ix)return W[G];G+=1}return null};return Object.defineProperty(U,"numProperties",{get:function(){return Y.length}}),U}return null}}}(),CompExpressionInterface=function(F){function B(D){for(var R=0,G=F.layers.length;R<G;){if(F.layers[R].nm===D||F.layers[R].ind===D)return F.elements[R].layerInterface;R+=1}return null}return Object.defineProperty(B,"_name",{value:F.data.nm}),B.layer=B,B.pixelAspect=1,B.height=F.data.h||F.globalData.compSize.h,B.width=F.data.w||F.globalData.compSize.w,B.pixelAspect=1,B.frameDuration=1/F.globalData.frameRate,B.displayStartTime=0,B.numLayers=F.layers.length,B},ShapePathInterface=function(F,B,D){var R=B.sh;function G(q){return q==="Shape"||q==="shape"||q==="Path"||q==="path"||q==="ADBE Vector Shape"||q===2?G.path:null}var W=propertyGroupFactory(G,D);return R.setGroupProperty(PropertyInterface("Path",W)),Object.defineProperties(G,{path:{get:function(){return R.k&&R.getValue(),R}},shape:{get:function(){return R.k&&R.getValue(),R}},_name:{value:F.nm},ix:{value:F.ix},propertyIndex:{value:F.ix},mn:{value:F.mn},propertyGroup:{value:D}}),G},ShapeExpressionInterface=function(){function F(te,re,se){var ie,ae=[],le=te?te.length:0;for(ie=0;ie<le;ie+=1)te[ie].ty==="gr"?ae.push(B(te[ie],re[ie],se)):te[ie].ty==="fl"?ae.push(D(te[ie],re[ie],se)):te[ie].ty==="st"?ae.push(W(te[ie],re[ie],se)):te[ie].ty==="tm"?ae.push(q(te[ie],re[ie],se)):te[ie].ty==="tr"||(te[ie].ty==="el"?ae.push(Y(te[ie],re[ie],se)):te[ie].ty==="sr"?ae.push(U(te[ie],re[ie],se)):te[ie].ty==="sh"?ae.push(ShapePathInterface(te[ie],re[ie],se)):te[ie].ty==="rc"?ae.push(J(te[ie],re[ie],se)):te[ie].ty==="rd"?ae.push(K(te[ie],re[ie],se)):te[ie].ty==="rp"?ae.push(Q(te[ie],re[ie],se)):te[ie].ty==="gf"?ae.push(R(te[ie],re[ie],se)):ae.push(G(te[ie],re[ie])));return ae}function B(te,re,se){var ie=function(ue){switch(ue){case"ADBE Vectors Group":case"Contents":case 2:return ie.content;default:return ie.transform}};ie.propertyGroup=propertyGroupFactory(ie,se);var ae=function(ue,ce,de){var ve,he=function(be){for(var xe=0,Ae=ve.length;xe<Ae;){if(ve[xe]._name===be||ve[xe].mn===be||ve[xe].propertyIndex===be||ve[xe].ix===be||ve[xe].ind===be)return ve[xe];xe+=1}return typeof be=="number"?ve[be-1]:null};he.propertyGroup=propertyGroupFactory(he,de),ve=F(ue.it,ce.it,he.propertyGroup),he.numProperties=ve.length;var me=Z(ue.it[ue.it.length-1],ce.it[ce.it.length-1],he.propertyGroup);return he.transform=me,he.propertyIndex=ue.cix,he._name=ue.nm,he}(te,re,ie.propertyGroup),le=Z(te.it[te.it.length-1],re.it[re.it.length-1],ie.propertyGroup);return ie.content=ae,ie.transform=le,Object.defineProperty(ie,"_name",{get:function(){return te.nm}}),ie.numProperties=te.np,ie.propertyIndex=te.ix,ie.nm=te.nm,ie.mn=te.mn,ie}function D(te,re,se){function ie(ae){return ae==="Color"||ae==="color"?ie.color:ae==="Opacity"||ae==="opacity"?ie.opacity:null}return Object.defineProperties(ie,{color:{get:ExpressionPropertyInterface(re.c)},opacity:{get:ExpressionPropertyInterface(re.o)},_name:{value:te.nm},mn:{value:te.mn}}),re.c.setGroupProperty(PropertyInterface("Color",se)),re.o.setGroupProperty(PropertyInterface("Opacity",se)),ie}function R(te,re,se){function ie(ae){return ae==="Start Point"||ae==="start point"?ie.startPoint:ae==="End Point"||ae==="end point"?ie.endPoint:ae==="Opacity"||ae==="opacity"?ie.opacity:null}return Object.defineProperties(ie,{startPoint:{get:ExpressionPropertyInterface(re.s)},endPoint:{get:ExpressionPropertyInterface(re.e)},opacity:{get:ExpressionPropertyInterface(re.o)},type:{get:function(){return"a"}},_name:{value:te.nm},mn:{value:te.mn}}),re.s.setGroupProperty(PropertyInterface("Start Point",se)),re.e.setGroupProperty(PropertyInterface("End Point",se)),re.o.setGroupProperty(PropertyInterface("Opacity",se)),ie}function G(){return function(){return null}}function W(te,re,se){var ie,ae=propertyGroupFactory(ve,se),le=propertyGroupFactory(de,ae);function ue(he){Object.defineProperty(de,te.d[he].nm,{get:ExpressionPropertyInterface(re.d.dataProps[he].p)})}var ce=te.d?te.d.length:0,de={};for(ie=0;ie<ce;ie+=1)ue(ie),re.d.dataProps[ie].p.setGroupProperty(le);function ve(he){return he==="Color"||he==="color"?ve.color:he==="Opacity"||he==="opacity"?ve.opacity:he==="Stroke Width"||he==="stroke width"?ve.strokeWidth:null}return Object.defineProperties(ve,{color:{get:ExpressionPropertyInterface(re.c)},opacity:{get:ExpressionPropertyInterface(re.o)},strokeWidth:{get:ExpressionPropertyInterface(re.w)},dash:{get:function(){return de}},_name:{value:te.nm},mn:{value:te.mn}}),re.c.setGroupProperty(PropertyInterface("Color",ae)),re.o.setGroupProperty(PropertyInterface("Opacity",ae)),re.w.setGroupProperty(PropertyInterface("Stroke Width",ae)),ve}function q(te,re,se){function ie(le){return le===te.e.ix||le==="End"||le==="end"?ie.end:le===te.s.ix?ie.start:le===te.o.ix?ie.offset:null}var ae=propertyGroupFactory(ie,se);return ie.propertyIndex=te.ix,re.s.setGroupProperty(PropertyInterface("Start",ae)),re.e.setGroupProperty(PropertyInterface("End",ae)),re.o.setGroupProperty(PropertyInterface("Offset",ae)),ie.propertyIndex=te.ix,ie.propertyGroup=se,Object.defineProperties(ie,{start:{get:ExpressionPropertyInterface(re.s)},end:{get:ExpressionPropertyInterface(re.e)},offset:{get:ExpressionPropertyInterface(re.o)},_name:{value:te.nm}}),ie.mn=te.mn,ie}function Z(te,re,se){function ie(le){return te.a.ix===le||le==="Anchor Point"?ie.anchorPoint:te.o.ix===le||le==="Opacity"?ie.opacity:te.p.ix===le||le==="Position"?ie.position:te.r.ix===le||le==="Rotation"||le==="ADBE Vector Rotation"?ie.rotation:te.s.ix===le||le==="Scale"?ie.scale:te.sk&&te.sk.ix===le||le==="Skew"?ie.skew:te.sa&&te.sa.ix===le||le==="Skew Axis"?ie.skewAxis:null}var ae=propertyGroupFactory(ie,se);return re.transform.mProps.o.setGroupProperty(PropertyInterface("Opacity",ae)),re.transform.mProps.p.setGroupProperty(PropertyInterface("Position",ae)),re.transform.mProps.a.setGroupProperty(PropertyInterface("Anchor Point",ae)),re.transform.mProps.s.setGroupProperty(PropertyInterface("Scale",ae)),re.transform.mProps.r.setGroupProperty(PropertyInterface("Rotation",ae)),re.transform.mProps.sk&&(re.transform.mProps.sk.setGroupProperty(PropertyInterface("Skew",ae)),re.transform.mProps.sa.setGroupProperty(PropertyInterface("Skew Angle",ae))),re.transform.op.setGroupProperty(PropertyInterface("Opacity",ae)),Object.defineProperties(ie,{opacity:{get:ExpressionPropertyInterface(re.transform.mProps.o)},position:{get:ExpressionPropertyInterface(re.transform.mProps.p)},anchorPoint:{get:ExpressionPropertyInterface(re.transform.mProps.a)},scale:{get:ExpressionPropertyInterface(re.transform.mProps.s)},rotation:{get:ExpressionPropertyInterface(re.transform.mProps.r)},skew:{get:ExpressionPropertyInterface(re.transform.mProps.sk)},skewAxis:{get:ExpressionPropertyInterface(re.transform.mProps.sa)},_name:{value:te.nm}}),ie.ty="tr",ie.mn=te.mn,ie.propertyGroup=se,ie}function Y(te,re,se){function ie(ue){return te.p.ix===ue?ie.position:te.s.ix===ue?ie.size:null}var ae=propertyGroupFactory(ie,se);ie.propertyIndex=te.ix;var le=re.sh.ty==="tm"?re.sh.prop:re.sh;return le.s.setGroupProperty(PropertyInterface("Size",ae)),le.p.setGroupProperty(PropertyInterface("Position",ae)),Object.defineProperties(ie,{size:{get:ExpressionPropertyInterface(le.s)},position:{get:ExpressionPropertyInterface(le.p)},_name:{value:te.nm}}),ie.mn=te.mn,ie}function U(te,re,se){function ie(ue){return te.p.ix===ue?ie.position:te.r.ix===ue?ie.rotation:te.pt.ix===ue?ie.points:te.or.ix===ue||ue==="ADBE Vector Star Outer Radius"?ie.outerRadius:te.os.ix===ue?ie.outerRoundness:!te.ir||te.ir.ix!==ue&&ue!=="ADBE Vector Star Inner Radius"?te.is&&te.is.ix===ue?ie.innerRoundness:null:ie.innerRadius}var ae=propertyGroupFactory(ie,se),le=re.sh.ty==="tm"?re.sh.prop:re.sh;return ie.propertyIndex=te.ix,le.or.setGroupProperty(PropertyInterface("Outer Radius",ae)),le.os.setGroupProperty(PropertyInterface("Outer Roundness",ae)),le.pt.setGroupProperty(PropertyInterface("Points",ae)),le.p.setGroupProperty(PropertyInterface("Position",ae)),le.r.setGroupProperty(PropertyInterface("Rotation",ae)),te.ir&&(le.ir.setGroupProperty(PropertyInterface("Inner Radius",ae)),le.is.setGroupProperty(PropertyInterface("Inner Roundness",ae))),Object.defineProperties(ie,{position:{get:ExpressionPropertyInterface(le.p)},rotation:{get:ExpressionPropertyInterface(le.r)},points:{get:ExpressionPropertyInterface(le.pt)},outerRadius:{get:ExpressionPropertyInterface(le.or)},outerRoundness:{get:ExpressionPropertyInterface(le.os)},innerRadius:{get:ExpressionPropertyInterface(le.ir)},innerRoundness:{get:ExpressionPropertyInterface(le.is)},_name:{value:te.nm}}),ie.mn=te.mn,ie}function J(te,re,se){function ie(ue){return te.p.ix===ue?ie.position:te.r.ix===ue?ie.roundness:te.s.ix===ue||ue==="Size"||ue==="ADBE Vector Rect Size"?ie.size:null}var ae=propertyGroupFactory(ie,se),le=re.sh.ty==="tm"?re.sh.prop:re.sh;return ie.propertyIndex=te.ix,le.p.setGroupProperty(PropertyInterface("Position",ae)),le.s.setGroupProperty(PropertyInterface("Size",ae)),le.r.setGroupProperty(PropertyInterface("Rotation",ae)),Object.defineProperties(ie,{position:{get:ExpressionPropertyInterface(le.p)},roundness:{get:ExpressionPropertyInterface(le.r)},size:{get:ExpressionPropertyInterface(le.s)},_name:{value:te.nm}}),ie.mn=te.mn,ie}function K(te,re,se){function ie(ue){return te.r.ix===ue||ue==="Round Corners 1"?ie.radius:null}var ae=propertyGroupFactory(ie,se),le=re;return ie.propertyIndex=te.ix,le.rd.setGroupProperty(PropertyInterface("Radius",ae)),Object.defineProperties(ie,{radius:{get:ExpressionPropertyInterface(le.rd)},_name:{value:te.nm}}),ie.mn=te.mn,ie}function Q(te,re,se){function ie(ue){return te.c.ix===ue||ue==="Copies"?ie.copies:te.o.ix===ue||ue==="Offset"?ie.offset:null}var ae=propertyGroupFactory(ie,se),le=re;return ie.propertyIndex=te.ix,le.c.setGroupProperty(PropertyInterface("Copies",ae)),le.o.setGroupProperty(PropertyInterface("Offset",ae)),Object.defineProperties(ie,{copies:{get:ExpressionPropertyInterface(le.c)},offset:{get:ExpressionPropertyInterface(le.o)},_name:{value:te.nm}}),ie.mn=te.mn,ie}return function(te,re,se){var ie;function ae(le){if(typeof le=="number")return(le=le===void 0?1:le)===0?se:ie[le-1];for(var ue=0,ce=ie.length;ue<ce;){if(ie[ue]._name===le)return ie[ue];ue+=1}return null}return ae.propertyGroup=propertyGroupFactory(ae,function(){return se}),ie=F(te,re,ae.propertyGroup),ae.numProperties=ie.length,ae._name="Contents",ae}}(),TextExpressionInterface=function(F){var B;function D(R){switch(R){case"ADBE Text Document":return D.sourceText;default:return null}}return Object.defineProperty(D,"sourceText",{get:function(){F.textProperty.getValue();var R=F.textProperty.currentData.t;return R!==void 0&&(F.textProperty.currentData.t=void 0,(B=new String(R)).value=R||new String(R)),B}}),D},getBlendMode=(blendModeEnums={0:"source-over",1:"multiply",2:"screen",3:"overlay",4:"darken",5:"lighten",6:"color-dodge",7:"color-burn",8:"hard-light",9:"soft-light",10:"difference",11:"exclusion",12:"hue",13:"saturation",14:"color",15:"luminosity"},function(F){return blendModeEnums[F]||""}),blendModeEnums;function SliderEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,0,0,D)}function AngleEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,0,0,D)}function ColorEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,1,0,D)}function PointEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,1,0,D)}function LayerIndexEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,0,0,D)}function MaskIndexEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,0,0,D)}function CheckboxEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,0,0,D)}function NoValueEffect(){this.p={}}function EffectsManager(F,B){var D,R=F.ef||[];this.effectElements=[];var G,W=R.length;for(D=0;D<W;D+=1)G=new GroupEffect(R[D],B),this.effectElements.push(G)}function GroupEffect(F,B){this.init(F,B)}function BaseElement(){}function FrameElement(){}function _typeof$2(F){return(_typeof$2=typeof Symbol=="function"&&typeof Symbol.iterator=="symbol"?function(B){return typeof B}:function(B){return B&&typeof Symbol=="function"&&B.constructor===Symbol&&B!==Symbol.prototype?"symbol":typeof B})(F)}extendPrototype([DynamicPropertyContainer],GroupEffect),GroupEffect.prototype.getValue=GroupEffect.prototype.iterateDynamicProperties,GroupEffect.prototype.init=function(F,B){var D;this.data=F,this.effectElements=[],this.initDynamicPropertyContainer(B);var R,G=this.data.ef.length,W=this.data.ef;for(D=0;D<G;D+=1){switch(R=null,W[D].ty){case 0:R=new SliderEffect(W[D],B,this);break;case 1:R=new AngleEffect(W[D],B,this);break;case 2:R=new ColorEffect(W[D],B,this);break;case 3:R=new PointEffect(W[D],B,this);break;case 4:case 7:R=new CheckboxEffect(W[D],B,this);break;case 10:R=new LayerIndexEffect(W[D],B,this);break;case 11:R=new MaskIndexEffect(W[D],B,this);break;case 5:R=new EffectsManager(W[D],B);break;default:R=new NoValueEffect(W[D])}R&&this.effectElements.push(R)}},BaseElement.prototype={checkMasks:function(){if(!this.data.hasMask)return!1;for(var F=0,B=this.data.masksProperties.length;F<B;){if(this.data.masksProperties[F].mode!=="n"&&this.data.masksProperties[F].cl!==!1)return!0;F+=1}return!1},initExpressions:function(){this.layerInterface=LayerExpressionInterface(this),this.data.hasMask&&this.maskManager&&this.layerInterface.registerMaskInterface(this.maskManager);var F=EffectsExpressionInterface.createEffectsInterface(this,this.layerInterface);this.layerInterface.registerEffectsInterface(F),this.data.ty===0||this.data.xt?this.compInterface=CompExpressionInterface(this):this.data.ty===4?(this.layerInterface.shapeInterface=ShapeExpressionInterface(this.shapesData,this.itemsData,this.layerInterface),this.layerInterface.content=this.layerInterface.shapeInterface):this.data.ty===5&&(this.layerInterface.textInterface=TextExpressionInterface(this),this.layerInterface.text=this.layerInterface.textInterface)},setBlendMode:function(){var F=getBlendMode(this.data.bm);(this.baseElement||this.layerElement).style["mix-blend-mode"]=F},initBaseData:function(F,B,D){this.globalData=B,this.comp=D,this.data=F,this.layerId=createElementID(),this.data.sr||(this.data.sr=1),this.effectsManager=new EffectsManager(this.data,this,this.dynamicProperties)},getType:function(){return this.type},sourceRectAtTime:function(){}},FrameElement.prototype={initFrame:function(){this._isFirstFrame=!1,this.dynamicProperties=[],this._mdf=!1},prepareProperties:function(F,B){var D,R=this.dynamicProperties.length;for(D=0;D<R;D+=1)(B||this._isParent&&this.dynamicProperties[D].propType==="transform")&&(this.dynamicProperties[D].getValue(),this.dynamicProperties[D]._mdf&&(this.globalData._mdf=!0,this._mdf=!0))},addDynamicProperty:function(F){this.dynamicProperties.indexOf(F)===-1&&this.dynamicProperties.push(F)}};var FootageInterface=(dataInterfaceFactory=function(F){function B(D){return D==="Outline"?B.outlineInterface():null}return B._name="Outline",B.outlineInterface=function(D){var R="",G=D.getFootageData();function W(q){if(G[q])return R=q,_typeof$2(G=G[q])==="object"?W:G;var Z=q.indexOf(R);if(Z!==-1){var Y=parseInt(q.substr(Z+R.length),10);return _typeof$2(G=G[Y])==="object"?W:G}return""}return function(){return R="",G=D.getFootageData(),W}}(F),B},function(F){function B(D){return D==="Data"?B.dataInterface:null}return B._name="Data",B.dataInterface=dataInterfaceFactory(F),B}),dataInterfaceFactory;function FootageElement(F,B,D){this.initFrame(),this.initRenderable(),this.assetData=B.getAssetData(F.refId),this.footageData=B.imageLoader.getAsset(this.assetData),this.initBaseData(F,B,D)}function AudioElement(F,B,D){this.initFrame(),this.initRenderable(),this.assetData=B.getAssetData(F.refId),this.initBaseData(F,B,D),this._isPlaying=!1,this._canPlay=!1;var R=this.globalData.getAssetsPath(this.assetData);this.audio=this.globalData.audioController.createAudio(R),this._currentTime=0,this.globalData.audioController.addAudio(this),this.tm=F.tm?PropertyFactory.getProp(this,F.tm,0,B.frameRate,this):{_placeholder:!0}}function BaseRenderer(){}function TransformElement(){}function MaskElement(F,B,D){this.data=F,this.element=B,this.globalData=D,this.storedData=[],this.masksProperties=this.data.masksProperties||[],this.maskElement=null;var R,G,W=this.globalData.defs,q=this.masksProperties?this.masksProperties.length:0;this.viewData=createSizedArray(q),this.solidPath="";var Z,Y,U,J,K,Q,te=this.masksProperties,re=0,se=[],ie=createElementID(),ae="clipPath",le="clip-path";for(R=0;R<q;R+=1)if((te[R].mode!=="a"&&te[R].mode!=="n"||te[R].inv||te[R].o.k!==100||te[R].o.x)&&(ae="mask",le="mask"),te[R].mode!=="s"&&te[R].mode!=="i"||re!==0?U=null:((U=createNS("rect")).setAttribute("fill","#ffffff"),U.setAttribute("width",this.element.comp.data.w||0),U.setAttribute("height",this.element.comp.data.h||0),se.push(U)),G=createNS("path"),te[R].mode==="n")this.viewData[R]={op:PropertyFactory.getProp(this.element,te[R].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,te[R],3),elem:G,lastPath:""},W.appendChild(G);else{var ue;if(re+=1,G.setAttribute("fill",te[R].mode==="s"?"#000000":"#ffffff"),G.setAttribute("clip-rule","nonzero"),te[R].x.k!==0?(ae="mask",le="mask",Q=PropertyFactory.getProp(this.element,te[R].x,0,null,this.element),ue=createElementID(),(J=createNS("filter")).setAttribute("id",ue),(K=createNS("feMorphology")).setAttribute("operator","erode"),K.setAttribute("in","SourceGraphic"),K.setAttribute("radius","0"),J.appendChild(K),W.appendChild(J),G.setAttribute("stroke",te[R].mode==="s"?"#000000":"#ffffff")):(K=null,Q=null),this.storedData[R]={elem:G,x:Q,expan:K,lastPath:"",lastOperator:"",filterId:ue,lastRadius:0},te[R].mode==="i"){Y=se.length;var ce=createNS("g");for(Z=0;Z<Y;Z+=1)ce.appendChild(se[Z]);var de=createNS("mask");de.setAttribute("mask-type","alpha"),de.setAttribute("id",ie+"_"+re),de.appendChild(G),W.appendChild(de),ce.setAttribute("mask","url("+getLocationHref()+"#"+ie+"_"+re+")"),se.length=0,se.push(ce)}else se.push(G);te[R].inv&&!this.solidPath&&(this.solidPath=this.createLayerSolidPath()),this.viewData[R]={elem:G,lastPath:"",op:PropertyFactory.getProp(this.element,te[R].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,te[R],3),invRect:U},this.viewData[R].prop.k||this.drawPath(te[R],this.viewData[R].prop.v,this.viewData[R])}for(this.maskElement=createNS(ae),q=se.length,R=0;R<q;R+=1)this.maskElement.appendChild(se[R]);re>0&&(this.maskElement.setAttribute("id",ie),this.element.maskedElement.setAttribute(le,"url("+getLocationHref()+"#"+ie+")"),W.appendChild(this.maskElement)),this.viewData.length&&this.element.addRenderableComponent(this)}FootageElement.prototype.prepareFrame=function(){},extendPrototype([RenderableElement,BaseElement,FrameElement],FootageElement),FootageElement.prototype.getBaseElement=function(){return null},FootageElement.prototype.renderFrame=function(){},FootageElement.prototype.destroy=function(){},FootageElement.prototype.initExpressions=function(){this.layerInterface=FootageInterface(this)},FootageElement.prototype.getFootageData=function(){return this.footageData},AudioElement.prototype.prepareFrame=function(F){if(this.prepareRenderableFrame(F,!0),this.prepareProperties(F,!0),this.tm._placeholder)this._currentTime=F/this.data.sr;else{var B=this.tm.v;this._currentTime=B}},extendPrototype([RenderableElement,BaseElement,FrameElement],AudioElement),AudioElement.prototype.renderFrame=function(){this.isInRange&&this._canPlay&&(this._isPlaying?(!this.audio.playing()||Math.abs(this._currentTime/this.globalData.frameRate-this.audio.seek())>.1)&&this.audio.seek(this._currentTime/this.globalData.frameRate):(this.audio.play(),this.audio.seek(this._currentTime/this.globalData.frameRate),this._isPlaying=!0))},AudioElement.prototype.show=function(){},AudioElement.prototype.hide=function(){this.audio.pause(),this._isPlaying=!1},AudioElement.prototype.pause=function(){this.audio.pause(),this._isPlaying=!1,this._canPlay=!1},AudioElement.prototype.resume=function(){this._canPlay=!0},AudioElement.prototype.setRate=function(F){this.audio.rate(F)},AudioElement.prototype.volume=function(F){this.audio.volume(F)},AudioElement.prototype.getBaseElement=function(){return null},AudioElement.prototype.destroy=function(){},AudioElement.prototype.sourceRectAtTime=function(){},AudioElement.prototype.initExpressions=function(){},BaseRenderer.prototype.checkLayers=function(F){var B,D,R=this.layers.length;for(this.completeLayers=!0,B=R-1;B>=0;B-=1)this.elements[B]||(D=this.layers[B]).ip-D.st<=F-this.layers[B].st&&D.op-D.st>F-this.layers[B].st&&this.buildItem(B),this.completeLayers=!!this.elements[B]&&this.completeLayers;this.checkPendingElements()},BaseRenderer.prototype.createItem=function(F){switch(F.ty){case 2:return this.createImage(F);case 0:return this.createComp(F);case 1:return this.createSolid(F);case 3:return this.createNull(F);case 4:return this.createShape(F);case 5:return this.createText(F);case 6:return this.createAudio(F);case 13:return this.createCamera(F);case 15:return this.createFootage(F);default:return this.createNull(F)}},BaseRenderer.prototype.createCamera=function(){throw new Error("You're using a 3d camera. Try the html renderer.")},BaseRenderer.prototype.createAudio=function(F){return new AudioElement(F,this.globalData,this)},BaseRenderer.prototype.createFootage=function(F){return new FootageElement(F,this.globalData,this)},BaseRenderer.prototype.buildAllItems=function(){var F,B=this.layers.length;for(F=0;F<B;F+=1)this.buildItem(F);this.checkPendingElements()},BaseRenderer.prototype.includeLayers=function(F){var B;this.completeLayers=!1;var D,R=F.length,G=this.layers.length;for(B=0;B<R;B+=1)for(D=0;D<G;){if(this.layers[D].id===F[B].id){this.layers[D]=F[B];break}D+=1}},BaseRenderer.prototype.setProjectInterface=function(F){this.globalData.projectInterface=F},BaseRenderer.prototype.initItems=function(){this.globalData.progressiveLoad||this.buildAllItems()},BaseRenderer.prototype.buildElementParenting=function(F,B,D){for(var R=this.elements,G=this.layers,W=0,q=G.length;W<q;)G[W].ind==B&&(R[W]&&R[W]!==!0?(D.push(R[W]),R[W].setAsParent(),G[W].parent!==void 0?this.buildElementParenting(F,G[W].parent,D):F.setHierarchy(D)):(this.buildItem(W),this.addPendingElement(F))),W+=1},BaseRenderer.prototype.addPendingElement=function(F){this.pendingElements.push(F)},BaseRenderer.prototype.searchExtraCompositions=function(F){var B,D=F.length;for(B=0;B<D;B+=1)if(F[B].xt){var R=this.createComp(F[B]);R.initExpressions(),this.globalData.projectInterface.registerComposition(R)}},BaseRenderer.prototype.setupGlobalData=function(F,B){this.globalData.fontManager=new FontManager,this.globalData.fontManager.addChars(F.chars),this.globalData.fontManager.addFonts(F.fonts,B),this.globalData.getAssetData=this.animationItem.getAssetData.bind(this.animationItem),this.globalData.getAssetsPath=this.animationItem.getAssetsPath.bind(this.animationItem),this.globalData.imageLoader=this.animationItem.imagePreloader,this.globalData.audioController=this.animationItem.audioController,this.globalData.frameId=0,this.globalData.frameRate=F.fr,this.globalData.nm=F.nm,this.globalData.compSize={w:F.w,h:F.h}},TransformElement.prototype={initTransform:function(){this.finalTransform={mProp:this.data.ks?TransformPropertyFactory.getTransformProperty(this,this.data.ks,this):{o:0},_matMdf:!1,_opMdf:!1,mat:new Matrix},this.data.ao&&(this.finalTransform.mProp.autoOriented=!0),this.data.ty},renderTransform:function(){if(this.finalTransform._opMdf=this.finalTransform.mProp.o._mdf||this._isFirstFrame,this.finalTransform._matMdf=this.finalTransform.mProp._mdf||this._isFirstFrame,this.hierarchy){var F,B=this.finalTransform.mat,D=0,R=this.hierarchy.length;if(!this.finalTransform._matMdf)for(;D<R;){if(this.hierarchy[D].finalTransform.mProp._mdf){this.finalTransform._matMdf=!0;break}D+=1}if(this.finalTransform._matMdf)for(F=this.finalTransform.mProp.v.props,B.cloneFromProps(F),D=0;D<R;D+=1)F=this.hierarchy[D].finalTransform.mProp.v.props,B.transform(F[0],F[1],F[2],F[3],F[4],F[5],F[6],F[7],F[8],F[9],F[10],F[11],F[12],F[13],F[14],F[15])}},globalToLocal:function(F){var B=[];B.push(this.finalTransform);for(var D,R=!0,G=this.comp;R;)G.finalTransform?(G.data.hasMask&&B.splice(0,0,G.finalTransform),G=G.comp):R=!1;var W,q=B.length;for(D=0;D<q;D+=1)W=B[D].mat.applyToPointArray(0,0,0),F=[F[0]-W[0],F[1]-W[1],0];return F},mHelper:new Matrix},MaskElement.prototype.getMaskProperty=function(F){return this.viewData[F].prop},MaskElement.prototype.renderFrame=function(F){var B,D=this.element.finalTransform.mat,R=this.masksProperties.length;for(B=0;B<R;B+=1)if((this.viewData[B].prop._mdf||F)&&this.drawPath(this.masksProperties[B],this.viewData[B].prop.v,this.viewData[B]),(this.viewData[B].op._mdf||F)&&this.viewData[B].elem.setAttribute("fill-opacity",this.viewData[B].op.v),this.masksProperties[B].mode!=="n"&&(this.viewData[B].invRect&&(this.element.finalTransform.mProp._mdf||F)&&this.viewData[B].invRect.setAttribute("transform",D.getInverseMatrix().to2dCSS()),this.storedData[B].x&&(this.storedData[B].x._mdf||F))){var G=this.storedData[B].expan;this.storedData[B].x.v<0?(this.storedData[B].lastOperator!=="erode"&&(this.storedData[B].lastOperator="erode",this.storedData[B].elem.setAttribute("filter","url("+getLocationHref()+"#"+this.storedData[B].filterId+")")),G.setAttribute("radius",-this.storedData[B].x.v)):(this.storedData[B].lastOperator!=="dilate"&&(this.storedData[B].lastOperator="dilate",this.storedData[B].elem.setAttribute("filter",null)),this.storedData[B].elem.setAttribute("stroke-width",2*this.storedData[B].x.v))}},MaskElement.prototype.getMaskelement=function(){return this.maskElement},MaskElement.prototype.createLayerSolidPath=function(){var F="M0,0 ";return F+=" h"+this.globalData.compSize.w,F+=" v"+this.globalData.compSize.h,F+=" h-"+this.globalData.compSize.w,F+=" v-"+this.globalData.compSize.h+" "},MaskElement.prototype.drawPath=function(F,B,D){var R,G,W=" M"+B.v[0][0]+","+B.v[0][1];for(G=B._length,R=1;R<G;R+=1)W+=" C"+B.o[R-1][0]+","+B.o[R-1][1]+" "+B.i[R][0]+","+B.i[R][1]+" "+B.v[R][0]+","+B.v[R][1];if(B.c&&G>1&&(W+=" C"+B.o[R-1][0]+","+B.o[R-1][1]+" "+B.i[0][0]+","+B.i[0][1]+" "+B.v[0][0]+","+B.v[0][1]),D.lastPath!==W){var q="";D.elem&&(B.c&&(q=F.inv?this.solidPath+W:W),D.elem.setAttribute("d",q)),D.lastPath=W}},MaskElement.prototype.destroy=function(){this.element=null,this.globalData=null,this.maskElement=null,this.data=null,this.masksProperties=null};var filtersFactory=function(){var F={};return F.createFilter=function(B,D){var R=createNS("filter");return R.setAttribute("id",B),D!==!0&&(R.setAttribute("filterUnits","objectBoundingBox"),R.setAttribute("x","0%"),R.setAttribute("y","0%"),R.setAttribute("width","100%"),R.setAttribute("height","100%")),R},F.createAlphaToLuminanceFilter=function(){var B=createNS("feColorMatrix");return B.setAttribute("type","matrix"),B.setAttribute("color-interpolation-filters","sRGB"),B.setAttribute("values","0 0 0 1 0  0 0 0 1 0  0 0 0 1 0  0 0 0 1 1"),B},F}(),featureSupport=function(){var F={maskType:!0};return(/MSIE 10/i.test(navigator.userAgent)||/MSIE 9/i.test(navigator.userAgent)||/rv:11.0/i.test(navigator.userAgent)||/Edge\/\d./i.test(navigator.userAgent))&&(F.maskType=!1),F}();function SVGTintFilter(F,B){this.filterManager=B;var D=createNS("feColorMatrix");if(D.setAttribute("type","matrix"),D.setAttribute("color-interpolation-filters","linearRGB"),D.setAttribute("values","0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0 0 0 1 0"),D.setAttribute("result","f1"),F.appendChild(D),(D=createNS("feColorMatrix")).setAttribute("type","matrix"),D.setAttribute("color-interpolation-filters","sRGB"),D.setAttribute("values","1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"),D.setAttribute("result","f2"),F.appendChild(D),this.matrixFilter=D,B.effectElements[2].p.v!==100||B.effectElements[2].p.k){var R,G=createNS("feMerge");F.appendChild(G),(R=createNS("feMergeNode")).setAttribute("in","SourceGraphic"),G.appendChild(R),(R=createNS("feMergeNode")).setAttribute("in","f2"),G.appendChild(R)}}function SVGFillFilter(F,B){this.filterManager=B;var D=createNS("feColorMatrix");D.setAttribute("type","matrix"),D.setAttribute("color-interpolation-filters","sRGB"),D.setAttribute("values","1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"),F.appendChild(D),this.matrixFilter=D}function SVGStrokeEffect(F,B){this.initialized=!1,this.filterManager=B,this.elem=F,this.paths=[]}function SVGTritoneFilter(F,B){this.filterManager=B;var D=createNS("feColorMatrix");D.setAttribute("type","matrix"),D.setAttribute("color-interpolation-filters","linearRGB"),D.setAttribute("values","0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0 0 0 1 0"),D.setAttribute("result","f1"),F.appendChild(D);var R=createNS("feComponentTransfer");R.setAttribute("color-interpolation-filters","sRGB"),F.appendChild(R),this.matrixFilter=R;var G=createNS("feFuncR");G.setAttribute("type","table"),R.appendChild(G),this.feFuncR=G;var W=createNS("feFuncG");W.setAttribute("type","table"),R.appendChild(W),this.feFuncG=W;var q=createNS("feFuncB");q.setAttribute("type","table"),R.appendChild(q),this.feFuncB=q}function SVGProLevelsFilter(F,B){this.filterManager=B;var D=this.filterManager.effectElements,R=createNS("feComponentTransfer");(D[10].p.k||D[10].p.v!==0||D[11].p.k||D[11].p.v!==1||D[12].p.k||D[12].p.v!==1||D[13].p.k||D[13].p.v!==0||D[14].p.k||D[14].p.v!==1)&&(this.feFuncR=this.createFeFunc("feFuncR",R)),(D[17].p.k||D[17].p.v!==0||D[18].p.k||D[18].p.v!==1||D[19].p.k||D[19].p.v!==1||D[20].p.k||D[20].p.v!==0||D[21].p.k||D[21].p.v!==1)&&(this.feFuncG=this.createFeFunc("feFuncG",R)),(D[24].p.k||D[24].p.v!==0||D[25].p.k||D[25].p.v!==1||D[26].p.k||D[26].p.v!==1||D[27].p.k||D[27].p.v!==0||D[28].p.k||D[28].p.v!==1)&&(this.feFuncB=this.createFeFunc("feFuncB",R)),(D[31].p.k||D[31].p.v!==0||D[32].p.k||D[32].p.v!==1||D[33].p.k||D[33].p.v!==1||D[34].p.k||D[34].p.v!==0||D[35].p.k||D[35].p.v!==1)&&(this.feFuncA=this.createFeFunc("feFuncA",R)),(this.feFuncR||this.feFuncG||this.feFuncB||this.feFuncA)&&(R.setAttribute("color-interpolation-filters","sRGB"),F.appendChild(R),R=createNS("feComponentTransfer")),(D[3].p.k||D[3].p.v!==0||D[4].p.k||D[4].p.v!==1||D[5].p.k||D[5].p.v!==1||D[6].p.k||D[6].p.v!==0||D[7].p.k||D[7].p.v!==1)&&(R.setAttribute("color-interpolation-filters","sRGB"),F.appendChild(R),this.feFuncRComposed=this.createFeFunc("feFuncR",R),this.feFuncGComposed=this.createFeFunc("feFuncG",R),this.feFuncBComposed=this.createFeFunc("feFuncB",R))}function SVGDropShadowEffect(F,B){var D=B.container.globalData.renderConfig.filterSize;F.setAttribute("x",D.x),F.setAttribute("y",D.y),F.setAttribute("width",D.width),F.setAttribute("height",D.height),this.filterManager=B;var R=createNS("feGaussianBlur");R.setAttribute("in","SourceAlpha"),R.setAttribute("result","drop_shadow_1"),R.setAttribute("stdDeviation","0"),this.feGaussianBlur=R,F.appendChild(R);var G=createNS("feOffset");G.setAttribute("dx","25"),G.setAttribute("dy","0"),G.setAttribute("in","drop_shadow_1"),G.setAttribute("result","drop_shadow_2"),this.feOffset=G,F.appendChild(G);var W=createNS("feFlood");W.setAttribute("flood-color","#00ff00"),W.setAttribute("flood-opacity","1"),W.setAttribute("result","drop_shadow_3"),this.feFlood=W,F.appendChild(W);var q=createNS("feComposite");q.setAttribute("in","drop_shadow_3"),q.setAttribute("in2","drop_shadow_2"),q.setAttribute("operator","in"),q.setAttribute("result","drop_shadow_4"),F.appendChild(q);var Z,Y=createNS("feMerge");F.appendChild(Y),Z=createNS("feMergeNode"),Y.appendChild(Z),(Z=createNS("feMergeNode")).setAttribute("in","SourceGraphic"),this.feMergeNode=Z,this.feMerge=Y,this.originalNodeAdded=!1,Y.appendChild(Z)}SVGTintFilter.prototype.renderFrame=function(F){if(F||this.filterManager._mdf){var B=this.filterManager.effectElements[0].p.v,D=this.filterManager.effectElements[1].p.v,R=this.filterManager.effectElements[2].p.v/100;this.matrixFilter.setAttribute("values",D[0]-B[0]+" 0 0 0 "+B[0]+" "+(D[1]-B[1])+" 0 0 0 "+B[1]+" "+(D[2]-B[2])+" 0 0 0 "+B[2]+" 0 0 0 "+R+" 0")}},SVGFillFilter.prototype.renderFrame=function(F){if(F||this.filterManager._mdf){var B=this.filterManager.effectElements[2].p.v,D=this.filterManager.effectElements[6].p.v;this.matrixFilter.setAttribute("values","0 0 0 0 "+B[0]+" 0 0 0 0 "+B[1]+" 0 0 0 0 "+B[2]+" 0 0 0 "+D+" 0")}},SVGStrokeEffect.prototype.initialize=function(){var F,B,D,R,G=this.elem.layerElement.children||this.elem.layerElement.childNodes;for(this.filterManager.effectElements[1].p.v===1?(R=this.elem.maskManager.masksProperties.length,D=0):R=(D=this.filterManager.effectElements[0].p.v-1)+1,(B=createNS("g")).setAttribute("fill","none"),B.setAttribute("stroke-linecap","round"),B.setAttribute("stroke-dashoffset",1);D<R;D+=1)F=createNS("path"),B.appendChild(F),this.paths.push({p:F,m:D});if(this.filterManager.effectElements[10].p.v===3){var W=createNS("mask"),q=createElementID();W.setAttribute("id",q),W.setAttribute("mask-type","alpha"),W.appendChild(B),this.elem.globalData.defs.appendChild(W);var Z=createNS("g");for(Z.setAttribute("mask","url("+getLocationHref()+"#"+q+")");G[0];)Z.appendChild(G[0]);this.elem.layerElement.appendChild(Z),this.masker=W,B.setAttribute("stroke","#fff")}else if(this.filterManager.effectElements[10].p.v===1||this.filterManager.effectElements[10].p.v===2){if(this.filterManager.effectElements[10].p.v===2)for(G=this.elem.layerElement.children||this.elem.layerElement.childNodes;G.length;)this.elem.layerElement.removeChild(G[0]);this.elem.layerElement.appendChild(B),this.elem.layerElement.removeAttribute("mask"),B.setAttribute("stroke","#fff")}this.initialized=!0,this.pathMasker=B},SVGStrokeEffect.prototype.renderFrame=function(F){var B;this.initialized||this.initialize();var D,R,G=this.paths.length;for(B=0;B<G;B+=1)if(this.paths[B].m!==-1&&(D=this.elem.maskManager.viewData[this.paths[B].m],R=this.paths[B].p,(F||this.filterManager._mdf||D.prop._mdf)&&R.setAttribute("d",D.lastPath),F||this.filterManager.effectElements[9].p._mdf||this.filterManager.effectElements[4].p._mdf||this.filterManager.effectElements[7].p._mdf||this.filterManager.effectElements[8].p._mdf||D.prop._mdf)){var W;if(this.filterManager.effectElements[7].p.v!==0||this.filterManager.effectElements[8].p.v!==100){var q=.01*Math.min(this.filterManager.effectElements[7].p.v,this.filterManager.effectElements[8].p.v),Z=.01*Math.max(this.filterManager.effectElements[7].p.v,this.filterManager.effectElements[8].p.v),Y=R.getTotalLength();W="0 0 0 "+Y*q+" ";var U,J=Y*(Z-q),K=1+2*this.filterManager.effectElements[4].p.v*this.filterManager.effectElements[9].p.v*.01,Q=Math.floor(J/K);for(U=0;U<Q;U+=1)W+="1 "+2*this.filterManager.effectElements[4].p.v*this.filterManager.effectElements[9].p.v*.01+" ";W+="0 "+10*Y+" 0 0"}else W="1 "+2*this.filterManager.effectElements[4].p.v*this.filterManager.effectElements[9].p.v*.01;R.setAttribute("stroke-dasharray",W)}if((F||this.filterManager.effectElements[4].p._mdf)&&this.pathMasker.setAttribute("stroke-width",2*this.filterManager.effectElements[4].p.v),(F||this.filterManager.effectElements[6].p._mdf)&&this.pathMasker.setAttribute("opacity",this.filterManager.effectElements[6].p.v),(this.filterManager.effectElements[10].p.v===1||this.filterManager.effectElements[10].p.v===2)&&(F||this.filterManager.effectElements[3].p._mdf)){var te=this.filterManager.effectElements[3].p.v;this.pathMasker.setAttribute("stroke","rgb("+bmFloor(255*te[0])+","+bmFloor(255*te[1])+","+bmFloor(255*te[2])+")")}},SVGTritoneFilter.prototype.renderFrame=function(F){if(F||this.filterManager._mdf){var B=this.filterManager.effectElements[0].p.v,D=this.filterManager.effectElements[1].p.v,R=this.filterManager.effectElements[2].p.v,G=R[0]+" "+D[0]+" "+B[0],W=R[1]+" "+D[1]+" "+B[1],q=R[2]+" "+D[2]+" "+B[2];this.feFuncR.setAttribute("tableValues",G),this.feFuncG.setAttribute("tableValues",W),this.feFuncB.setAttribute("tableValues",q)}},SVGProLevelsFilter.prototype.createFeFunc=function(F,B){var D=createNS(F);return D.setAttribute("type","table"),B.appendChild(D),D},SVGProLevelsFilter.prototype.getTableValue=function(F,B,D,R,G){for(var W,q,Z=0,Y=Math.min(F,B),U=Math.max(F,B),J=Array.call(null,{length:256}),K=0,Q=G-R,te=B-F;Z<=256;)q=(W=Z/256)<=Y?te<0?G:R:W>=U?te<0?R:G:R+Q*Math.pow((W-F)/te,1/D),J[K]=q,K+=1,Z+=256/255;return J.join(" ")},SVGProLevelsFilter.prototype.renderFrame=function(F){if(F||this.filterManager._mdf){var B,D=this.filterManager.effectElements;this.feFuncRComposed&&(F||D[3].p._mdf||D[4].p._mdf||D[5].p._mdf||D[6].p._mdf||D[7].p._mdf)&&(B=this.getTableValue(D[3].p.v,D[4].p.v,D[5].p.v,D[6].p.v,D[7].p.v),this.feFuncRComposed.setAttribute("tableValues",B),this.feFuncGComposed.setAttribute("tableValues",B),this.feFuncBComposed.setAttribute("tableValues",B)),this.feFuncR&&(F||D[10].p._mdf||D[11].p._mdf||D[12].p._mdf||D[13].p._mdf||D[14].p._mdf)&&(B=this.getTableValue(D[10].p.v,D[11].p.v,D[12].p.v,D[13].p.v,D[14].p.v),this.feFuncR.setAttribute("tableValues",B)),this.feFuncG&&(F||D[17].p._mdf||D[18].p._mdf||D[19].p._mdf||D[20].p._mdf||D[21].p._mdf)&&(B=this.getTableValue(D[17].p.v,D[18].p.v,D[19].p.v,D[20].p.v,D[21].p.v),this.feFuncG.setAttribute("tableValues",B)),this.feFuncB&&(F||D[24].p._mdf||D[25].p._mdf||D[26].p._mdf||D[27].p._mdf||D[28].p._mdf)&&(B=this.getTableValue(D[24].p.v,D[25].p.v,D[26].p.v,D[27].p.v,D[28].p.v),this.feFuncB.setAttribute("tableValues",B)),this.feFuncA&&(F||D[31].p._mdf||D[32].p._mdf||D[33].p._mdf||D[34].p._mdf||D[35].p._mdf)&&(B=this.getTableValue(D[31].p.v,D[32].p.v,D[33].p.v,D[34].p.v,D[35].p.v),this.feFuncA.setAttribute("tableValues",B))}},SVGDropShadowEffect.prototype.renderFrame=function(F){if(F||this.filterManager._mdf){if((F||this.filterManager.effectElements[4].p._mdf)&&this.feGaussianBlur.setAttribute("stdDeviation",this.filterManager.effectElements[4].p.v/4),F||this.filterManager.effectElements[0].p._mdf){var B=this.filterManager.effectElements[0].p.v;this.feFlood.setAttribute("flood-color",rgbToHex(Math.round(255*B[0]),Math.round(255*B[1]),Math.round(255*B[2])))}if((F||this.filterManager.effectElements[1].p._mdf)&&this.feFlood.setAttribute("flood-opacity",this.filterManager.effectElements[1].p.v/255),F||this.filterManager.effectElements[2].p._mdf||this.filterManager.effectElements[3].p._mdf){var D=this.filterManager.effectElements[3].p.v,R=(this.filterManager.effectElements[2].p.v-90)*degToRads,G=D*Math.cos(R),W=D*Math.sin(R);this.feOffset.setAttribute("dx",G),this.feOffset.setAttribute("dy",W)}}};var _svgMatteSymbols=[];function SVGMatte3Effect(F,B,D){this.initialized=!1,this.filterManager=B,this.filterElem=F,this.elem=D,D.matteElement=createNS("g"),D.matteElement.appendChild(D.layerElement),D.matteElement.appendChild(D.transformedElement),D.baseElement=D.matteElement}function SVGGaussianBlurEffect(F,B){F.setAttribute("x","-100%"),F.setAttribute("y","-100%"),F.setAttribute("width","300%"),F.setAttribute("height","300%"),this.filterManager=B;var D=createNS("feGaussianBlur");F.appendChild(D),this.feGaussianBlur=D}SVGMatte3Effect.prototype.findSymbol=function(F){for(var B=0,D=_svgMatteSymbols.length;B<D;){if(_svgMatteSymbols[B]===F)return _svgMatteSymbols[B];B+=1}return null},SVGMatte3Effect.prototype.replaceInParent=function(F,B){var D=F.layerElement.parentNode;if(D){for(var R,G=D.children,W=0,q=G.length;W<q&&G[W]!==F.layerElement;)W+=1;W<=q-2&&(R=G[W+1]);var Z=createNS("use");Z.setAttribute("href","#"+B),R?D.insertBefore(Z,R):D.appendChild(Z)}},SVGMatte3Effect.prototype.setElementAsMask=function(F,B){if(!this.findSymbol(B)){var D=createElementID(),R=createNS("mask");R.setAttribute("id",B.layerId),R.setAttribute("mask-type","alpha"),_svgMatteSymbols.push(B);var G=F.globalData.defs;G.appendChild(R);var W=createNS("symbol");W.setAttribute("id",D),this.replaceInParent(B,D),W.appendChild(B.layerElement),G.appendChild(W);var q=createNS("use");q.setAttribute("href","#"+D),R.appendChild(q),B.data.hd=!1,B.show()}F.setMatte(B.layerId)},SVGMatte3Effect.prototype.initialize=function(){for(var F=this.filterManager.effectElements[0].p.v,B=this.elem.comp.elements,D=0,R=B.length;D<R;)B[D]&&B[D].data.ind===F&&this.setElementAsMask(this.elem,B[D]),D+=1;this.initialized=!0},SVGMatte3Effect.prototype.renderFrame=function(){this.initialized||this.initialize()},SVGGaussianBlurEffect.prototype.renderFrame=function(F){if(F||this.filterManager._mdf){var B=.3*this.filterManager.effectElements[0].p.v,D=this.filterManager.effectElements[1].p.v,R=D==3?0:B,G=D==2?0:B;this.feGaussianBlur.setAttribute("stdDeviation",R+" "+G);var W=this.filterManager.effectElements[2].p.v==1?"wrap":"duplicate";this.feGaussianBlur.setAttribute("edgeMode",W)}};var registeredEffects={};function SVGEffects(F){var B,D,R=F.data.ef?F.data.ef.length:0,G=createElementID(),W=filtersFactory.createFilter(G,!0),q=0;for(this.filters=[],B=0;B<R;B+=1){D=null;var Z=F.data.ef[B].ty;registeredEffects[Z]&&(D=new registeredEffects[Z].effect(W,F.effectsManager.effectElements[B],F),registeredEffects[Z].countsAsEffect&&(q+=1)),F.data.ef[B].ty===20?(q+=1,D=new SVGTintFilter(W,F.effectsManager.effectElements[B])):F.data.ef[B].ty===21?(q+=1,D=new SVGFillFilter(W,F.effectsManager.effectElements[B])):F.data.ef[B].ty===22?D=new SVGStrokeEffect(F,F.effectsManager.effectElements[B]):F.data.ef[B].ty===23?(q+=1,D=new SVGTritoneFilter(W,F.effectsManager.effectElements[B])):F.data.ef[B].ty===24?(q+=1,D=new SVGProLevelsFilter(W,F.effectsManager.effectElements[B])):F.data.ef[B].ty===25?(q+=1,D=new SVGDropShadowEffect(W,F.effectsManager.effectElements[B])):F.data.ef[B].ty===28?D=new SVGMatte3Effect(W,F.effectsManager.effectElements[B],F):F.data.ef[B].ty===29&&(q+=1,D=new SVGGaussianBlurEffect(W,F.effectsManager.effectElements[B])),D&&this.filters.push(D)}q&&(F.globalData.defs.appendChild(W),F.layerElement.setAttribute("filter","url("+getLocationHref()+"#"+G+")")),this.filters.length&&F.addRenderableComponent(this)}function registerEffect(F,B,D){registeredEffects[F]={effect:B,countsAsEffect:D}}function SVGBaseElement(){}function HierarchyElement(){}function RenderableDOMElement(){}function IImageElement(F,B,D){this.assetData=B.getAssetData(F.refId),this.initElement(F,B,D),this.sourceRect={top:0,left:0,width:this.assetData.w,height:this.assetData.h}}function ProcessedElement(F,B){this.elem=F,this.pos=B}function IShapeElement(){}SVGEffects.prototype.renderFrame=function(F){var B,D=this.filters.length;for(B=0;B<D;B+=1)this.filters[B].renderFrame(F)},SVGBaseElement.prototype={initRendererElement:function(){this.layerElement=createNS("g")},createContainerElements:function(){this.matteElement=createNS("g"),this.transformedElement=this.layerElement,this.maskedElement=this.layerElement,this._sizeChanged=!1;var F,B,D,R=null;if(this.data.td){if(this.data.td==3||this.data.td==1){var G=createNS("mask");G.setAttribute("id",this.layerId),G.setAttribute("mask-type",this.data.td==3?"luminance":"alpha"),G.appendChild(this.layerElement),R=G,this.globalData.defs.appendChild(G),featureSupport.maskType||this.data.td!=1||(G.setAttribute("mask-type","luminance"),F=createElementID(),B=filtersFactory.createFilter(F),this.globalData.defs.appendChild(B),B.appendChild(filtersFactory.createAlphaToLuminanceFilter()),(D=createNS("g")).appendChild(this.layerElement),R=D,G.appendChild(D),D.setAttribute("filter","url("+getLocationHref()+"#"+F+")"))}else if(this.data.td==2){var W=createNS("mask");W.setAttribute("id",this.layerId),W.setAttribute("mask-type","alpha");var q=createNS("g");W.appendChild(q),F=createElementID(),B=filtersFactory.createFilter(F);var Z=createNS("feComponentTransfer");Z.setAttribute("in","SourceGraphic"),B.appendChild(Z);var Y=createNS("feFuncA");Y.setAttribute("type","table"),Y.setAttribute("tableValues","1.0 0.0"),Z.appendChild(Y),this.globalData.defs.appendChild(B);var U=createNS("rect");U.setAttribute("width",this.comp.data.w),U.setAttribute("height",this.comp.data.h),U.setAttribute("x","0"),U.setAttribute("y","0"),U.setAttribute("fill","#ffffff"),U.setAttribute("opacity","0"),q.setAttribute("filter","url("+getLocationHref()+"#"+F+")"),q.appendChild(U),q.appendChild(this.layerElement),R=q,featureSupport.maskType||(W.setAttribute("mask-type","luminance"),B.appendChild(filtersFactory.createAlphaToLuminanceFilter()),D=createNS("g"),q.appendChild(U),D.appendChild(this.layerElement),R=D,q.appendChild(D)),this.globalData.defs.appendChild(W)}}else this.data.tt?(this.matteElement.appendChild(this.layerElement),R=this.matteElement,this.baseElement=this.matteElement):this.baseElement=this.layerElement;if(this.data.ln&&this.layerElement.setAttribute("id",this.data.ln),this.data.cl&&this.layerElement.setAttribute("class",this.data.cl),this.data.ty===0&&!this.data.hd){var J=createNS("clipPath"),K=createNS("path");K.setAttribute("d","M0,0 L"+this.data.w+",0 L"+this.data.w+","+this.data.h+" L0,"+this.data.h+"z");var Q=createElementID();if(J.setAttribute("id",Q),J.appendChild(K),this.globalData.defs.appendChild(J),this.checkMasks()){var te=createNS("g");te.setAttribute("clip-path","url("+getLocationHref()+"#"+Q+")"),te.appendChild(this.layerElement),this.transformedElement=te,R?R.appendChild(this.transformedElement):this.baseElement=this.transformedElement}else this.layerElement.setAttribute("clip-path","url("+getLocationHref()+"#"+Q+")")}this.data.bm!==0&&this.setBlendMode()},renderElement:function(){this.finalTransform._matMdf&&this.transformedElement.setAttribute("transform",this.finalTransform.mat.to2dCSS()),this.finalTransform._opMdf&&this.transformedElement.setAttribute("opacity",this.finalTransform.mProp.o.v)},destroyBaseElement:function(){this.layerElement=null,this.matteElement=null,this.maskManager.destroy()},getBaseElement:function(){return this.data.hd?null:this.baseElement},createRenderableComponents:function(){this.maskManager=new MaskElement(this.data,this,this.globalData),this.renderableEffectsManager=new SVGEffects(this)},setMatte:function(F){this.matteElement&&this.matteElement.setAttribute("mask","url("+getLocationHref()+"#"+F+")")}},HierarchyElement.prototype={initHierarchy:function(){this.hierarchy=[],this._isParent=!1,this.checkParenting()},setHierarchy:function(F){this.hierarchy=F},setAsParent:function(){this._isParent=!0},checkParenting:function(){this.data.parent!==void 0&&this.comp.buildElementParenting(this,this.data.parent,[])}},extendPrototype([RenderableElement,createProxyFunction({initElement:function(F,B,D){this.initFrame(),this.initBaseData(F,B,D),this.initTransform(F,B,D),this.initHierarchy(),this.initRenderable(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),this.createContent(),this.hide()},hide:function(){this.hidden||this.isInRange&&!this.isTransparent||((this.baseElement||this.layerElement).style.display="none",this.hidden=!0)},show:function(){this.isInRange&&!this.isTransparent&&(this.data.hd||((this.baseElement||this.layerElement).style.display="block"),this.hidden=!1,this._isFirstFrame=!0)},renderFrame:function(){this.data.hd||this.hidden||(this.renderTransform(),this.renderRenderable(),this.renderElement(),this.renderInnerContent(),this._isFirstFrame&&(this._isFirstFrame=!1))},renderInnerContent:function(){},prepareFrame:function(F){this._mdf=!1,this.prepareRenderableFrame(F),this.prepareProperties(F,this.isInRange),this.checkTransparency()},destroy:function(){this.innerElem=null,this.destroyBaseElement()}})],RenderableDOMElement),extendPrototype([BaseElement,TransformElement,SVGBaseElement,HierarchyElement,FrameElement,RenderableDOMElement],IImageElement),IImageElement.prototype.createContent=function(){var F=this.globalData.getAssetsPath(this.assetData);this.innerElem=createNS("image"),this.innerElem.setAttribute("width",this.assetData.w+"px"),this.innerElem.setAttribute("height",this.assetData.h+"px"),this.innerElem.setAttribute("preserveAspectRatio",this.assetData.pr||this.globalData.renderConfig.imagePreserveAspectRatio),this.innerElem.setAttributeNS("http://www.w3.org/1999/xlink","href",F),this.layerElement.appendChild(this.innerElem)},IImageElement.prototype.sourceRectAtTime=function(){return this.sourceRect},IShapeElement.prototype={addShapeToModifiers:function(F){var B,D=this.shapeModifiers.length;for(B=0;B<D;B+=1)this.shapeModifiers[B].addShape(F)},isShapeInAnimatedModifiers:function(F){for(var B=this.shapeModifiers.length;0<B;)if(this.shapeModifiers[0].isAnimatedWithShape(F))return!0;return!1},renderModifiers:function(){if(this.shapeModifiers.length){var F,B=this.shapes.length;for(F=0;F<B;F+=1)this.shapes[F].sh.reset();for(F=(B=this.shapeModifiers.length)-1;F>=0&&!this.shapeModifiers[F].processShapes(this._isFirstFrame);F-=1);}},searchProcessedElement:function(F){for(var B=this.processedElements,D=0,R=B.length;D<R;){if(B[D].elem===F)return B[D].pos;D+=1}return 0},addProcessedElement:function(F,B){for(var D=this.processedElements,R=D.length;R;)if(D[R-=1].elem===F)return void(D[R].pos=B);D.push(new ProcessedElement(F,B))},prepareFrame:function(F){this.prepareRenderableFrame(F),this.prepareProperties(F,this.isInRange)}};var lineCapEnum={1:"butt",2:"round",3:"square"},lineJoinEnum={1:"miter",2:"round",3:"bevel"};function SVGShapeData(F,B,D){this.caches=[],this.styles=[],this.transformers=F,this.lStr="",this.sh=D,this.lvl=B,this._isAnimated=!!D.k;for(var R=0,G=F.length;R<G;){if(F[R].mProps.dynamicProperties.length){this._isAnimated=!0;break}R+=1}}function SVGStyleData(F,B){this.data=F,this.type=F.ty,this.d="",this.lvl=B,this._mdf=!1,this.closed=F.hd===!0,this.pElem=createNS("path"),this.msElem=null}function DashProperty(F,B,D,R){var G;this.elem=F,this.frameId=-1,this.dataProps=createSizedArray(B.length),this.renderer=D,this.k=!1,this.dashStr="",this.dashArray=createTypedArray("float32",B.length?B.length-1:0),this.dashoffset=createTypedArray("float32",1),this.initDynamicPropertyContainer(R);var W,q=B.length||0;for(G=0;G<q;G+=1)W=PropertyFactory.getProp(F,B[G].v,0,0,this),this.k=W.k||this.k,this.dataProps[G]={n:B[G].n,p:W};this.k||this.getValue(!0),this._isAnimated=this.k}function SVGStrokeStyleData(F,B,D){this.initDynamicPropertyContainer(F),this.getValue=this.iterateDynamicProperties,this.o=PropertyFactory.getProp(F,B.o,0,.01,this),this.w=PropertyFactory.getProp(F,B.w,0,null,this),this.d=new DashProperty(F,B.d||{},"svg",this),this.c=PropertyFactory.getProp(F,B.c,1,255,this),this.style=D,this._isAnimated=!!this._isAnimated}function SVGFillStyleData(F,B,D){this.initDynamicPropertyContainer(F),this.getValue=this.iterateDynamicProperties,this.o=PropertyFactory.getProp(F,B.o,0,.01,this),this.c=PropertyFactory.getProp(F,B.c,1,255,this),this.style=D}function SVGNoStyleData(F,B,D){this.initDynamicPropertyContainer(F),this.getValue=this.iterateDynamicProperties,this.style=D}function GradientProperty(F,B,D){this.data=B,this.c=createTypedArray("uint8c",4*B.p);var R=B.k.k[0].s?B.k.k[0].s.length-4*B.p:B.k.k.length-4*B.p;this.o=createTypedArray("float32",R),this._cmdf=!1,this._omdf=!1,this._collapsable=this.checkCollapsable(),this._hasOpacity=R,this.initDynamicPropertyContainer(D),this.prop=PropertyFactory.getProp(F,B.k,1,null,this),this.k=this.prop.k,this.getValue(!0)}function SVGGradientFillStyleData(F,B,D){this.initDynamicPropertyContainer(F),this.getValue=this.iterateDynamicProperties,this.initGradientData(F,B,D)}function SVGGradientStrokeStyleData(F,B,D){this.initDynamicPropertyContainer(F),this.getValue=this.iterateDynamicProperties,this.w=PropertyFactory.getProp(F,B.w,0,null,this),this.d=new DashProperty(F,B.d||{},"svg",this),this.initGradientData(F,B,D),this._isAnimated=!!this._isAnimated}function ShapeGroupData(){this.it=[],this.prevViewData=[],this.gr=createNS("g")}function SVGTransformData(F,B,D){this.transform={mProps:F,op:B,container:D},this.elements=[],this._isAnimated=this.transform.mProps.dynamicProperties.length||this.transform.op.effectsSequence.length}SVGShapeData.prototype.setAsAnimated=function(){this._isAnimated=!0},SVGStyleData.prototype.reset=function(){this.d="",this._mdf=!1},DashProperty.prototype.getValue=function(F){if((this.elem.globalData.frameId!==this.frameId||F)&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf=this._mdf||F,this._mdf)){var B=0,D=this.dataProps.length;for(this.renderer==="svg"&&(this.dashStr=""),B=0;B<D;B+=1)this.dataProps[B].n!=="o"?this.renderer==="svg"?this.dashStr+=" "+this.dataProps[B].p.v:this.dashArray[B]=this.dataProps[B].p.v:this.dashoffset[0]=this.dataProps[B].p.v}},extendPrototype([DynamicPropertyContainer],DashProperty),extendPrototype([DynamicPropertyContainer],SVGStrokeStyleData),extendPrototype([DynamicPropertyContainer],SVGFillStyleData),extendPrototype([DynamicPropertyContainer],SVGNoStyleData),GradientProperty.prototype.comparePoints=function(F,B){for(var D=0,R=this.o.length/2;D<R;){if(Math.abs(F[4*D]-F[4*B+2*D])>.01)return!1;D+=1}return!0},GradientProperty.prototype.checkCollapsable=function(){if(this.o.length/2!=this.c.length/4)return!1;if(this.data.k.k[0].s)for(var F=0,B=this.data.k.k.length;F<B;){if(!this.comparePoints(this.data.k.k[F].s,this.data.p))return!1;F+=1}else if(!this.comparePoints(this.data.k.k,this.data.p))return!1;return!0},GradientProperty.prototype.getValue=function(F){if(this.prop.getValue(),this._mdf=!1,this._cmdf=!1,this._omdf=!1,this.prop._mdf||F){var B,D,R,G=4*this.data.p;for(B=0;B<G;B+=1)D=B%4==0?100:255,R=Math.round(this.prop.v[B]*D),this.c[B]!==R&&(this.c[B]=R,this._cmdf=!F);if(this.o.length)for(G=this.prop.v.length,B=4*this.data.p;B<G;B+=1)D=B%2==0?100:1,R=B%2==0?Math.round(100*this.prop.v[B]):this.prop.v[B],this.o[B-4*this.data.p]!==R&&(this.o[B-4*this.data.p]=R,this._omdf=!F);this._mdf=!F}},extendPrototype([DynamicPropertyContainer],GradientProperty),SVGGradientFillStyleData.prototype.initGradientData=function(F,B,D){this.o=PropertyFactory.getProp(F,B.o,0,.01,this),this.s=PropertyFactory.getProp(F,B.s,1,null,this),this.e=PropertyFactory.getProp(F,B.e,1,null,this),this.h=PropertyFactory.getProp(F,B.h||{k:0},0,.01,this),this.a=PropertyFactory.getProp(F,B.a||{k:0},0,degToRads,this),this.g=new GradientProperty(F,B.g,this),this.style=D,this.stops=[],this.setGradientData(D.pElem,B),this.setGradientOpacity(B,D),this._isAnimated=!!this._isAnimated},SVGGradientFillStyleData.prototype.setGradientData=function(F,B){var D=createElementID(),R=createNS(B.t===1?"linearGradient":"radialGradient");R.setAttribute("id",D),R.setAttribute("spreadMethod","pad"),R.setAttribute("gradientUnits","userSpaceOnUse");var G,W,q,Z=[];for(q=4*B.g.p,W=0;W<q;W+=4)G=createNS("stop"),R.appendChild(G),Z.push(G);F.setAttribute(B.ty==="gf"?"fill":"stroke","url("+getLocationHref()+"#"+D+")"),this.gf=R,this.cst=Z},SVGGradientFillStyleData.prototype.setGradientOpacity=function(F,B){if(this.g._hasOpacity&&!this.g._collapsable){var D,R,G,W=createNS("mask"),q=createNS("path");W.appendChild(q);var Z=createElementID(),Y=createElementID();W.setAttribute("id",Y);var U=createNS(F.t===1?"linearGradient":"radialGradient");U.setAttribute("id",Z),U.setAttribute("spreadMethod","pad"),U.setAttribute("gradientUnits","userSpaceOnUse"),G=F.g.k.k[0].s?F.g.k.k[0].s.length:F.g.k.k.length;var J=this.stops;for(R=4*F.g.p;R<G;R+=2)(D=createNS("stop")).setAttribute("stop-color","rgb(255,255,255)"),U.appendChild(D),J.push(D);q.setAttribute(F.ty==="gf"?"fill":"stroke","url("+getLocationHref()+"#"+Z+")"),F.ty==="gs"&&(q.setAttribute("stroke-linecap",lineCapEnum[F.lc||2]),q.setAttribute("stroke-linejoin",lineJoinEnum[F.lj||2]),F.lj===1&&q.setAttribute("stroke-miterlimit",F.ml)),this.of=U,this.ms=W,this.ost=J,this.maskId=Y,B.msElem=q}},extendPrototype([DynamicPropertyContainer],SVGGradientFillStyleData),extendPrototype([SVGGradientFillStyleData,DynamicPropertyContainer],SVGGradientStrokeStyleData);var buildShapeString=function(F,B,D,R){if(B===0)return"";var G,W=F.o,q=F.i,Z=F.v,Y=" M"+R.applyToPointStringified(Z[0][0],Z[0][1]);for(G=1;G<B;G+=1)Y+=" C"+R.applyToPointStringified(W[G-1][0],W[G-1][1])+" "+R.applyToPointStringified(q[G][0],q[G][1])+" "+R.applyToPointStringified(Z[G][0],Z[G][1]);return D&&B&&(Y+=" C"+R.applyToPointStringified(W[G-1][0],W[G-1][1])+" "+R.applyToPointStringified(q[0][0],q[0][1])+" "+R.applyToPointStringified(Z[0][0],Z[0][1]),Y+="z"),Y},SVGElementsRenderer=function(){var F=new Matrix,B=new Matrix;function D(U,J,K){(K||J.transform.op._mdf)&&J.transform.container.setAttribute("opacity",J.transform.op.v),(K||J.transform.mProps._mdf)&&J.transform.container.setAttribute("transform",J.transform.mProps.v.to2dCSS())}function R(){}function G(U,J,K){var Q,te,re,se,ie,ae,le,ue,ce,de,ve,he=J.styles.length,me=J.lvl;for(ae=0;ae<he;ae+=1){if(se=J.sh._mdf||K,J.styles[ae].lvl<me){for(ue=B.reset(),de=me-J.styles[ae].lvl,ve=J.transformers.length-1;!se&&de>0;)se=J.transformers[ve].mProps._mdf||se,de-=1,ve-=1;if(se)for(de=me-J.styles[ae].lvl,ve=J.transformers.length-1;de>0;)ce=J.transformers[ve].mProps.v.props,ue.transform(ce[0],ce[1],ce[2],ce[3],ce[4],ce[5],ce[6],ce[7],ce[8],ce[9],ce[10],ce[11],ce[12],ce[13],ce[14],ce[15]),de-=1,ve-=1}else ue=F;if(te=(le=J.sh.paths)._length,se){for(re="",Q=0;Q<te;Q+=1)(ie=le.shapes[Q])&&ie._length&&(re+=buildShapeString(ie,ie._length,ie.c,ue));J.caches[ae]=re}else re=J.caches[ae];J.styles[ae].d+=U.hd===!0?"":re,J.styles[ae]._mdf=se||J.styles[ae]._mdf}}function W(U,J,K){var Q=J.style;(J.c._mdf||K)&&Q.pElem.setAttribute("fill","rgb("+bmFloor(J.c.v[0])+","+bmFloor(J.c.v[1])+","+bmFloor(J.c.v[2])+")"),(J.o._mdf||K)&&Q.pElem.setAttribute("fill-opacity",J.o.v)}function q(U,J,K){Z(U,J,K),Y(U,J,K)}function Z(U,J,K){var Q,te,re,se,ie,ae=J.gf,le=J.g._hasOpacity,ue=J.s.v,ce=J.e.v;if(J.o._mdf||K){var de=U.ty==="gf"?"fill-opacity":"stroke-opacity";J.style.pElem.setAttribute(de,J.o.v)}if(J.s._mdf||K){var ve=U.t===1?"x1":"cx",he=ve==="x1"?"y1":"cy";ae.setAttribute(ve,ue[0]),ae.setAttribute(he,ue[1]),le&&!J.g._collapsable&&(J.of.setAttribute(ve,ue[0]),J.of.setAttribute(he,ue[1]))}if(J.g._cmdf||K){Q=J.cst;var me=J.g.c;for(re=Q.length,te=0;te<re;te+=1)(se=Q[te]).setAttribute("offset",me[4*te]+"%"),se.setAttribute("stop-color","rgb("+me[4*te+1]+","+me[4*te+2]+","+me[4*te+3]+")")}if(le&&(J.g._omdf||K)){var be=J.g.o;for(re=(Q=J.g._collapsable?J.cst:J.ost).length,te=0;te<re;te+=1)se=Q[te],J.g._collapsable||se.setAttribute("offset",be[2*te]+"%"),se.setAttribute("stop-opacity",be[2*te+1])}if(U.t===1)(J.e._mdf||K)&&(ae.setAttribute("x2",ce[0]),ae.setAttribute("y2",ce[1]),le&&!J.g._collapsable&&(J.of.setAttribute("x2",ce[0]),J.of.setAttribute("y2",ce[1])));else if((J.s._mdf||J.e._mdf||K)&&(ie=Math.sqrt(Math.pow(ue[0]-ce[0],2)+Math.pow(ue[1]-ce[1],2)),ae.setAttribute("r",ie),le&&!J.g._collapsable&&J.of.setAttribute("r",ie)),J.e._mdf||J.h._mdf||J.a._mdf||K){ie||(ie=Math.sqrt(Math.pow(ue[0]-ce[0],2)+Math.pow(ue[1]-ce[1],2)));var xe=Math.atan2(ce[1]-ue[1],ce[0]-ue[0]),Ae=J.h.v;Ae>=1?Ae=.99:Ae<=-1&&(Ae=-.99);var Pe=ie*Ae,ze=Math.cos(xe+J.a.v)*Pe+ue[0],ge=Math.sin(xe+J.a.v)*Pe+ue[1];ae.setAttribute("fx",ze),ae.setAttribute("fy",ge),le&&!J.g._collapsable&&(J.of.setAttribute("fx",ze),J.of.setAttribute("fy",ge))}}function Y(U,J,K){var Q=J.style,te=J.d;te&&(te._mdf||K)&&te.dashStr&&(Q.pElem.setAttribute("stroke-dasharray",te.dashStr),Q.pElem.setAttribute("stroke-dashoffset",te.dashoffset[0])),J.c&&(J.c._mdf||K)&&Q.pElem.setAttribute("stroke","rgb("+bmFloor(J.c.v[0])+","+bmFloor(J.c.v[1])+","+bmFloor(J.c.v[2])+")"),(J.o._mdf||K)&&Q.pElem.setAttribute("stroke-opacity",J.o.v),(J.w._mdf||K)&&(Q.pElem.setAttribute("stroke-width",J.w.v),Q.msElem&&Q.msElem.setAttribute("stroke-width",J.w.v))}return{createRenderFunction:function(U){switch(U.ty){case"fl":return W;case"gf":return Z;case"gs":return q;case"st":return Y;case"sh":case"el":case"rc":case"sr":return G;case"tr":return D;case"no":return R;default:return null}}}}();function SVGShapeElement(F,B,D){this.shapes=[],this.shapesData=F.shapes,this.stylesList=[],this.shapeModifiers=[],this.itemsData=[],this.processedElements=[],this.animatedContents=[],this.initElement(F,B,D),this.prevViewData=[]}function LetterProps(F,B,D,R,G,W){this.o=F,this.sw=B,this.sc=D,this.fc=R,this.m=G,this.p=W,this._mdf={o:!0,sw:!!B,sc:!!D,fc:!!R,m:!0,p:!0}}function TextProperty(F,B){this._frameId=initialDefaultFrame,this.pv="",this.v="",this.kf=!1,this._isFirstFrame=!0,this._mdf=!1,this.data=B,this.elem=F,this.comp=this.elem.comp,this.keysIndex=0,this.canResize=!1,this.minimumFontSize=1,this.effectsSequence=[],this.currentData={ascent:0,boxWidth:this.defaultBoxWidth,f:"",fStyle:"",fWeight:"",fc:"",j:"",justifyOffset:"",l:[],lh:0,lineWidths:[],ls:"",of:"",s:"",sc:"",sw:0,t:0,tr:0,sz:0,ps:null,fillColorAnim:!1,strokeColorAnim:!1,strokeWidthAnim:!1,yOffset:0,finalSize:0,finalText:[],finalLineHeight:0,__complete:!1},this.copyData(this.currentData,this.data.d.k[0].s),this.searchProperty()||this.completeTextData(this.currentData)}extendPrototype([BaseElement,TransformElement,SVGBaseElement,IShapeElement,HierarchyElement,FrameElement,RenderableDOMElement],SVGShapeElement),SVGShapeElement.prototype.initSecondaryElement=function(){},SVGShapeElement.prototype.identityMatrix=new Matrix,SVGShapeElement.prototype.buildExpressionInterface=function(){},SVGShapeElement.prototype.createContent=function(){this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.layerElement,0,[],!0),this.filterUniqueShapes()},SVGShapeElement.prototype.filterUniqueShapes=function(){var F,B,D,R,G=this.shapes.length,W=this.stylesList.length,q=[],Z=!1;for(D=0;D<W;D+=1){for(R=this.stylesList[D],Z=!1,q.length=0,F=0;F<G;F+=1)(B=this.shapes[F]).styles.indexOf(R)!==-1&&(q.push(B),Z=B._isAnimated||Z);q.length>1&&Z&&this.setShapesAsAnimated(q)}},SVGShapeElement.prototype.setShapesAsAnimated=function(F){var B,D=F.length;for(B=0;B<D;B+=1)F[B].setAsAnimated()},SVGShapeElement.prototype.createStyleElement=function(F,B){var D,R=new SVGStyleData(F,B),G=R.pElem;return F.ty==="st"?D=new SVGStrokeStyleData(this,F,R):F.ty==="fl"?D=new SVGFillStyleData(this,F,R):F.ty==="gf"||F.ty==="gs"?(D=new(F.ty==="gf"?SVGGradientFillStyleData:SVGGradientStrokeStyleData)(this,F,R),this.globalData.defs.appendChild(D.gf),D.maskId&&(this.globalData.defs.appendChild(D.ms),this.globalData.defs.appendChild(D.of),G.setAttribute("mask","url("+getLocationHref()+"#"+D.maskId+")"))):F.ty==="no"&&(D=new SVGNoStyleData(this,F,R)),F.ty!=="st"&&F.ty!=="gs"||(G.setAttribute("stroke-linecap",lineCapEnum[F.lc||2]),G.setAttribute("stroke-linejoin",lineJoinEnum[F.lj||2]),G.setAttribute("fill-opacity","0"),F.lj===1&&G.setAttribute("stroke-miterlimit",F.ml)),F.r===2&&G.setAttribute("fill-rule","evenodd"),F.ln&&G.setAttribute("id",F.ln),F.cl&&G.setAttribute("class",F.cl),F.bm&&(G.style["mix-blend-mode"]=getBlendMode(F.bm)),this.stylesList.push(R),this.addToAnimatedContents(F,D),D},SVGShapeElement.prototype.createGroupElement=function(F){var B=new ShapeGroupData;return F.ln&&B.gr.setAttribute("id",F.ln),F.cl&&B.gr.setAttribute("class",F.cl),F.bm&&(B.gr.style["mix-blend-mode"]=getBlendMode(F.bm)),B},SVGShapeElement.prototype.createTransformElement=function(F,B){var D=TransformPropertyFactory.getTransformProperty(this,F,this),R=new SVGTransformData(D,D.o,B);return this.addToAnimatedContents(F,R),R},SVGShapeElement.prototype.createShapeElement=function(F,B,D){var R=4;F.ty==="rc"?R=5:F.ty==="el"?R=6:F.ty==="sr"&&(R=7);var G=new SVGShapeData(B,D,ShapePropertyFactory.getShapeProp(this,F,R,this));return this.shapes.push(G),this.addShapeToModifiers(G),this.addToAnimatedContents(F,G),G},SVGShapeElement.prototype.addToAnimatedContents=function(F,B){for(var D=0,R=this.animatedContents.length;D<R;){if(this.animatedContents[D].element===B)return;D+=1}this.animatedContents.push({fn:SVGElementsRenderer.createRenderFunction(F),element:B,data:F})},SVGShapeElement.prototype.setElementStyles=function(F){var B,D=F.styles,R=this.stylesList.length;for(B=0;B<R;B+=1)this.stylesList[B].closed||D.push(this.stylesList[B])},SVGShapeElement.prototype.reloadShapes=function(){var F;this._isFirstFrame=!0;var B=this.itemsData.length;for(F=0;F<B;F+=1)this.prevViewData[F]=this.itemsData[F];for(this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.layerElement,0,[],!0),this.filterUniqueShapes(),B=this.dynamicProperties.length,F=0;F<B;F+=1)this.dynamicProperties[F].getValue();this.renderModifiers()},SVGShapeElement.prototype.searchShapes=function(F,B,D,R,G,W,q){var Z,Y,U,J,K,Q,te=[].concat(W),re=F.length-1,se=[],ie=[];for(Z=re;Z>=0;Z-=1){if((Q=this.searchProcessedElement(F[Z]))?B[Z]=D[Q-1]:F[Z]._render=q,F[Z].ty==="fl"||F[Z].ty==="st"||F[Z].ty==="gf"||F[Z].ty==="gs"||F[Z].ty==="no")Q?B[Z].style.closed=!1:B[Z]=this.createStyleElement(F[Z],G),F[Z]._render&&B[Z].style.pElem.parentNode!==R&&R.appendChild(B[Z].style.pElem),se.push(B[Z].style);else if(F[Z].ty==="gr"){if(Q)for(U=B[Z].it.length,Y=0;Y<U;Y+=1)B[Z].prevViewData[Y]=B[Z].it[Y];else B[Z]=this.createGroupElement(F[Z]);this.searchShapes(F[Z].it,B[Z].it,B[Z].prevViewData,B[Z].gr,G+1,te,q),F[Z]._render&&B[Z].gr.parentNode!==R&&R.appendChild(B[Z].gr)}else F[Z].ty==="tr"?(Q||(B[Z]=this.createTransformElement(F[Z],R)),J=B[Z].transform,te.push(J)):F[Z].ty==="sh"||F[Z].ty==="rc"||F[Z].ty==="el"||F[Z].ty==="sr"?(Q||(B[Z]=this.createShapeElement(F[Z],te,G)),this.setElementStyles(B[Z])):F[Z].ty==="tm"||F[Z].ty==="rd"||F[Z].ty==="ms"||F[Z].ty==="pb"?(Q?(K=B[Z]).closed=!1:((K=ShapeModifiers.getModifier(F[Z].ty)).init(this,F[Z]),B[Z]=K,this.shapeModifiers.push(K)),ie.push(K)):F[Z].ty==="rp"&&(Q?(K=B[Z]).closed=!0:(K=ShapeModifiers.getModifier(F[Z].ty),B[Z]=K,K.init(this,F,Z,B),this.shapeModifiers.push(K),q=!1),ie.push(K));this.addProcessedElement(F[Z],Z+1)}for(re=se.length,Z=0;Z<re;Z+=1)se[Z].closed=!0;for(re=ie.length,Z=0;Z<re;Z+=1)ie[Z].closed=!0},SVGShapeElement.prototype.renderInnerContent=function(){var F;this.renderModifiers();var B=this.stylesList.length;for(F=0;F<B;F+=1)this.stylesList[F].reset();for(this.renderShape(),F=0;F<B;F+=1)(this.stylesList[F]._mdf||this._isFirstFrame)&&(this.stylesList[F].msElem&&(this.stylesList[F].msElem.setAttribute("d",this.stylesList[F].d),this.stylesList[F].d="M0 0"+this.stylesList[F].d),this.stylesList[F].pElem.setAttribute("d",this.stylesList[F].d||"M0 0"))},SVGShapeElement.prototype.renderShape=function(){var F,B,D=this.animatedContents.length;for(F=0;F<D;F+=1)B=this.animatedContents[F],(this._isFirstFrame||B.element._isAnimated)&&B.data!==!0&&B.fn(B.data,B.element,this._isFirstFrame)},SVGShapeElement.prototype.destroy=function(){this.destroyBaseElement(),this.shapesData=null,this.itemsData=null},LetterProps.prototype.update=function(F,B,D,R,G,W){this._mdf.o=!1,this._mdf.sw=!1,this._mdf.sc=!1,this._mdf.fc=!1,this._mdf.m=!1,this._mdf.p=!1;var q=!1;return this.o!==F&&(this.o=F,this._mdf.o=!0,q=!0),this.sw!==B&&(this.sw=B,this._mdf.sw=!0,q=!0),this.sc!==D&&(this.sc=D,this._mdf.sc=!0,q=!0),this.fc!==R&&(this.fc=R,this._mdf.fc=!0,q=!0),this.m!==G&&(this.m=G,this._mdf.m=!0,q=!0),!W.length||this.p[0]===W[0]&&this.p[1]===W[1]&&this.p[4]===W[4]&&this.p[5]===W[5]&&this.p[12]===W[12]&&this.p[13]===W[13]||(this.p=W,this._mdf.p=!0,q=!0),q},TextProperty.prototype.defaultBoxWidth=[0,0],TextProperty.prototype.copyData=function(F,B){for(var D in B)Object.prototype.hasOwnProperty.call(B,D)&&(F[D]=B[D]);return F},TextProperty.prototype.setCurrentData=function(F){F.__complete||this.completeTextData(F),this.currentData=F,this.currentData.boxWidth=this.currentData.boxWidth||this.defaultBoxWidth,this._mdf=!0},TextProperty.prototype.searchProperty=function(){return this.searchKeyframes()},TextProperty.prototype.searchKeyframes=function(){return this.kf=this.data.d.k.length>1,this.kf&&this.addEffect(this.getKeyframeValue.bind(this)),this.kf},TextProperty.prototype.addEffect=function(F){this.effectsSequence.push(F),this.elem.addDynamicProperty(this)},TextProperty.prototype.getValue=function(F){if(this.elem.globalData.frameId!==this.frameId&&this.effectsSequence.length||F){this.currentData.t=this.data.d.k[this.keysIndex].s.t;var B=this.currentData,D=this.keysIndex;if(this.lock)this.setCurrentData(this.currentData);else{var R;this.lock=!0,this._mdf=!1;var G=this.effectsSequence.length,W=F||this.data.d.k[this.keysIndex].s;for(R=0;R<G;R+=1)W=D!==this.keysIndex?this.effectsSequence[R](W,W.t):this.effectsSequence[R](this.currentData,W.t);B!==W&&this.setCurrentData(W),this.v=this.currentData,this.pv=this.v,this.lock=!1,this.frameId=this.elem.globalData.frameId}}},TextProperty.prototype.getKeyframeValue=function(){for(var F=this.data.d.k,B=this.elem.comp.renderedFrame,D=0,R=F.length;D<=R-1&&!(D===R-1||F[D+1].t>B);)D+=1;return this.keysIndex!==D&&(this.keysIndex=D),this.data.d.k[this.keysIndex].s},TextProperty.prototype.buildFinalText=function(F){for(var B,D,R=[],G=0,W=F.length,q=!1;G<W;)B=F.charCodeAt(G),FontManager.isCombinedCharacter(B)?R[R.length-1]+=F.charAt(G):B>=55296&&B<=56319?(D=F.charCodeAt(G+1))>=56320&&D<=57343?(q||FontManager.isModifier(B,D)?(R[R.length-1]+=F.substr(G,2),q=!1):R.push(F.substr(G,2)),G+=1):R.push(F.charAt(G)):B>56319?(D=F.charCodeAt(G+1),FontManager.isZeroWidthJoiner(B,D)?(q=!0,R[R.length-1]+=F.substr(G,2),G+=1):R.push(F.charAt(G))):FontManager.isZeroWidthJoiner(B)?(R[R.length-1]+=F.charAt(G),q=!0):R.push(F.charAt(G)),G+=1;return R},TextProperty.prototype.completeTextData=function(F){F.__complete=!0;var B,D,R,G,W,q,Z,Y=this.elem.globalData.fontManager,U=this.data,J=[],K=0,Q=U.m.g,te=0,re=0,se=0,ie=[],ae=0,le=0,ue=Y.getFontByName(F.f),ce=0,de=getFontProperties(ue);F.fWeight=de.weight,F.fStyle=de.style,F.finalSize=F.s,F.finalText=this.buildFinalText(F.t),D=F.finalText.length,F.finalLineHeight=F.lh;var ve,he=F.tr/1e3*F.finalSize;if(F.sz)for(var me,be,xe=!0,Ae=F.sz[0],Pe=F.sz[1];xe;){me=0,ae=0,D=(be=this.buildFinalText(F.t)).length,he=F.tr/1e3*F.finalSize;var ze=-1;for(B=0;B<D;B+=1)ve=be[B].charCodeAt(0),R=!1,be[B]===" "?ze=B:ve!==13&&ve!==3||(ae=0,R=!0,me+=F.finalLineHeight||1.2*F.finalSize),Y.chars?(Z=Y.getCharData(be[B],ue.fStyle,ue.fFamily),ce=R?0:Z.w*F.finalSize/100):ce=Y.measureText(be[B],F.f,F.finalSize),ae+ce>Ae&&be[B]!==" "?(ze===-1?D+=1:B=ze,me+=F.finalLineHeight||1.2*F.finalSize,be.splice(B,ze===B?1:0,"\r"),ze=-1,ae=0):(ae+=ce,ae+=he);me+=ue.ascent*F.finalSize/100,this.canResize&&F.finalSize>this.minimumFontSize&&Pe<me?(F.finalSize-=1,F.finalLineHeight=F.finalSize*F.lh/F.s):(F.finalText=be,D=F.finalText.length,xe=!1)}ae=-he,ce=0;var ge,Te=0;for(B=0;B<D;B+=1)if(R=!1,(ve=(ge=F.finalText[B]).charCodeAt(0))===13||ve===3?(Te=0,ie.push(ae),le=ae>le?ae:le,ae=-2*he,G="",R=!0,se+=1):G=ge,Y.chars?(Z=Y.getCharData(ge,ue.fStyle,Y.getFontByName(F.f).fFamily),ce=R?0:Z.w*F.finalSize/100):ce=Y.measureText(G,F.f,F.finalSize),ge===" "?Te+=ce+he:(ae+=ce+he+Te,Te=0),J.push({l:ce,an:ce,add:te,n:R,anIndexes:[],val:G,line:se,animatorJustifyOffset:0}),Q==2){if(te+=ce,G===""||G===" "||B===D-1){for(G!==""&&G!==" "||(te-=ce);re<=B;)J[re].an=te,J[re].ind=K,J[re].extra=ce,re+=1;K+=1,te=0}}else if(Q==3){if(te+=ce,G===""||B===D-1){for(G===""&&(te-=ce);re<=B;)J[re].an=te,J[re].ind=K,J[re].extra=ce,re+=1;te=0,K+=1}}else J[K].ind=K,J[K].extra=0,K+=1;if(F.l=J,le=ae>le?ae:le,ie.push(ae),F.sz)F.boxWidth=F.sz[0],F.justifyOffset=0;else switch(F.boxWidth=le,F.j){case 1:F.justifyOffset=-F.boxWidth;break;case 2:F.justifyOffset=-F.boxWidth/2;break;default:F.justifyOffset=0}F.lineWidths=ie;var Xe,Se,we,Me,Ne=U.a;q=Ne.length;var Be=[];for(W=0;W<q;W+=1){for((Xe=Ne[W]).a.sc&&(F.strokeColorAnim=!0),Xe.a.sw&&(F.strokeWidthAnim=!0),(Xe.a.fc||Xe.a.fh||Xe.a.fs||Xe.a.fb)&&(F.fillColorAnim=!0),Me=0,we=Xe.s.b,B=0;B<D;B+=1)(Se=J[B]).anIndexes[W]=Me,(we==1&&Se.val!==""||we==2&&Se.val!==""&&Se.val!==" "||we==3&&(Se.n||Se.val==" "||B==D-1)||we==4&&(Se.n||B==D-1))&&(Xe.s.rn===1&&Be.push(Me),Me+=1);U.a[W].s.totalChars=Me;var Le,ke=-1;if(Xe.s.rn===1)for(B=0;B<D;B+=1)ke!=(Se=J[B]).anIndexes[W]&&(ke=Se.anIndexes[W],Le=Be.splice(Math.floor(Math.random()*Be.length),1)[0]),Se.anIndexes[W]=Le}F.yOffset=F.finalLineHeight||1.2*F.finalSize,F.ls=F.ls||0,F.ascent=ue.ascent*F.finalSize/100},TextProperty.prototype.updateDocumentData=function(F,B){B=B===void 0?this.keysIndex:B;var D=this.copyData({},this.data.d.k[B].s);D=this.copyData(D,F),this.data.d.k[B].s=D,this.recalculate(B),this.elem.addDynamicProperty(this)},TextProperty.prototype.recalculate=function(F){var B=this.data.d.k[F].s;B.__complete=!1,this.keysIndex=0,this._isFirstFrame=!0,this.getValue(B)},TextProperty.prototype.canResizeFont=function(F){this.canResize=F,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)},TextProperty.prototype.setMinimumFontSize=function(F){this.minimumFontSize=Math.floor(F)||1,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)};var TextSelectorProp=function(){var F=Math.max,B=Math.min,D=Math.floor;function R(G,W){this._currentTextLength=-1,this.k=!1,this.data=W,this.elem=G,this.comp=G.comp,this.finalS=0,this.finalE=0,this.initDynamicPropertyContainer(G),this.s=PropertyFactory.getProp(G,W.s||{k:0},0,0,this),this.e="e"in W?PropertyFactory.getProp(G,W.e,0,0,this):{v:100},this.o=PropertyFactory.getProp(G,W.o||{k:0},0,0,this),this.xe=PropertyFactory.getProp(G,W.xe||{k:0},0,0,this),this.ne=PropertyFactory.getProp(G,W.ne||{k:0},0,0,this),this.sm=PropertyFactory.getProp(G,W.sm||{k:100},0,0,this),this.a=PropertyFactory.getProp(G,W.a,0,.01,this),this.dynamicProperties.length||this.getValue()}return R.prototype={getMult:function(G){this._currentTextLength!==this.elem.textProperty.currentData.l.length&&this.getValue();var W=0,q=0,Z=1,Y=1;this.ne.v>0?W=this.ne.v/100:q=-this.ne.v/100,this.xe.v>0?Z=1-this.xe.v/100:Y=1+this.xe.v/100;var U=BezierFactory.getBezierEasing(W,q,Z,Y).get,J=0,K=this.finalS,Q=this.finalE,te=this.data.sh;if(te===2)J=U(J=Q===K?G>=Q?1:0:F(0,B(.5/(Q-K)+(G-K)/(Q-K),1)));else if(te===3)J=U(J=Q===K?G>=Q?0:1:1-F(0,B(.5/(Q-K)+(G-K)/(Q-K),1)));else if(te===4)Q===K?J=0:(J=F(0,B(.5/(Q-K)+(G-K)/(Q-K),1)))<.5?J*=2:J=1-2*(J-.5),J=U(J);else if(te===5){if(Q===K)J=0;else{var re=Q-K,se=-re/2+(G=B(F(0,G+.5-K),Q-K)),ie=re/2;J=Math.sqrt(1-se*se/(ie*ie))}J=U(J)}else te===6?(Q===K?J=0:(G=B(F(0,G+.5-K),Q-K),J=(1+Math.cos(Math.PI+2*Math.PI*G/(Q-K)))/2),J=U(J)):(G>=D(K)&&(J=F(0,B(G-K<0?B(Q,1)-(K-G):Q-G,1))),J=U(J));if(this.sm.v!==100){var ae=.01*this.sm.v;ae===0&&(ae=1e-8);var le=.5-.5*ae;J<le?J=0:(J=(J-le)/ae)>1&&(J=1)}return J*this.a.v},getValue:function(G){this.iterateDynamicProperties(),this._mdf=G||this._mdf,this._currentTextLength=this.elem.textProperty.currentData.l.length||0,G&&this.data.r===2&&(this.e.v=this._currentTextLength);var W=this.data.r===2?1:100/this.data.totalChars,q=this.o.v/W,Z=this.s.v/W+q,Y=this.e.v/W+q;if(Z>Y){var U=Z;Z=Y,Y=U}this.finalS=Z,this.finalE=Y}},extendPrototype([DynamicPropertyContainer],R),{getTextSelectorProp:function(G,W,q){return new R(G,W)}}}();function TextAnimatorDataProperty(F,B,D){var R={propType:!1},G=PropertyFactory.getProp,W=B.a;this.a={r:W.r?G(F,W.r,0,degToRads,D):R,rx:W.rx?G(F,W.rx,0,degToRads,D):R,ry:W.ry?G(F,W.ry,0,degToRads,D):R,sk:W.sk?G(F,W.sk,0,degToRads,D):R,sa:W.sa?G(F,W.sa,0,degToRads,D):R,s:W.s?G(F,W.s,1,.01,D):R,a:W.a?G(F,W.a,1,0,D):R,o:W.o?G(F,W.o,0,.01,D):R,p:W.p?G(F,W.p,1,0,D):R,sw:W.sw?G(F,W.sw,0,0,D):R,sc:W.sc?G(F,W.sc,1,0,D):R,fc:W.fc?G(F,W.fc,1,0,D):R,fh:W.fh?G(F,W.fh,0,0,D):R,fs:W.fs?G(F,W.fs,0,.01,D):R,fb:W.fb?G(F,W.fb,0,.01,D):R,t:W.t?G(F,W.t,0,0,D):R},this.s=TextSelectorProp.getTextSelectorProp(F,B.s,D),this.s.t=B.s.t}function TextAnimatorProperty(F,B,D){this._isFirstFrame=!0,this._hasMaskedPath=!1,this._frameId=-1,this._textData=F,this._renderType=B,this._elem=D,this._animatorsData=createSizedArray(this._textData.a.length),this._pathData={},this._moreOptions={alignment:{}},this.renderedLetters=[],this.lettersChangedFlag=!1,this.initDynamicPropertyContainer(D)}function ITextElement(){}TextAnimatorProperty.prototype.searchProperties=function(){var F,B,D=this._textData.a.length,R=PropertyFactory.getProp;for(F=0;F<D;F+=1)B=this._textData.a[F],this._animatorsData[F]=new TextAnimatorDataProperty(this._elem,B,this);this._textData.p&&"m"in this._textData.p?(this._pathData={a:R(this._elem,this._textData.p.a,0,0,this),f:R(this._elem,this._textData.p.f,0,0,this),l:R(this._elem,this._textData.p.l,0,0,this),r:R(this._elem,this._textData.p.r,0,0,this),p:R(this._elem,this._textData.p.p,0,0,this),m:this._elem.maskManager.getMaskProperty(this._textData.p.m)},this._hasMaskedPath=!0):this._hasMaskedPath=!1,this._moreOptions.alignment=R(this._elem,this._textData.m.a,1,0,this)},TextAnimatorProperty.prototype.getMeasures=function(F,B){if(this.lettersChangedFlag=B,this._mdf||this._isFirstFrame||B||this._hasMaskedPath&&this._pathData.m._mdf){this._isFirstFrame=!1;var D,R,G,W,q,Z,Y,U,J,K,Q,te,re,se,ie,ae,le,ue,ce,de=this._moreOptions.alignment.v,ve=this._animatorsData,he=this._textData,me=this.mHelper,be=this._renderType,xe=this.renderedLetters.length,Ae=F.l;if(this._hasMaskedPath){if(ce=this._pathData.m,!this._pathData.n||this._pathData._mdf){var Pe,ze=ce.v;for(this._pathData.r.v&&(ze=ze.reverse()),q={tLength:0,segments:[]},W=ze._length-1,ae=0,G=0;G<W;G+=1)Pe=bez.buildBezierData(ze.v[G],ze.v[G+1],[ze.o[G][0]-ze.v[G][0],ze.o[G][1]-ze.v[G][1]],[ze.i[G+1][0]-ze.v[G+1][0],ze.i[G+1][1]-ze.v[G+1][1]]),q.tLength+=Pe.segmentLength,q.segments.push(Pe),ae+=Pe.segmentLength;G=W,ce.v.c&&(Pe=bez.buildBezierData(ze.v[G],ze.v[0],[ze.o[G][0]-ze.v[G][0],ze.o[G][1]-ze.v[G][1]],[ze.i[0][0]-ze.v[0][0],ze.i[0][1]-ze.v[0][1]]),q.tLength+=Pe.segmentLength,q.segments.push(Pe),ae+=Pe.segmentLength),this._pathData.pi=q}if(q=this._pathData.pi,Z=this._pathData.f.v,Q=0,K=1,U=0,J=!0,se=q.segments,Z<0&&ce.v.c)for(q.tLength<Math.abs(Z)&&(Z=-Math.abs(Z)%q.tLength),K=(re=se[Q=se.length-1].points).length-1;Z<0;)Z+=re[K].partialLength,(K-=1)<0&&(K=(re=se[Q-=1].points).length-1);te=(re=se[Q].points)[K-1],ie=(Y=re[K]).partialLength}W=Ae.length,D=0,R=0;var ge,Te,Xe,Se,we,Me=1.2*F.finalSize*.714,Ne=!0;Xe=ve.length;var Be,Le,ke,Re,Ie,Ye,tt,$e,st,pt,ht,gt,De=-1,Ce=Z,Ue=Q,_e=K,Fe=-1,He="",Ze=this.defaultPropsArray;if(F.j===2||F.j===1){var Ke=0,nt=0,Qe=F.j===2?-.5:-1,ct=0,ft=!0;for(G=0;G<W;G+=1)if(Ae[G].n){for(Ke&&(Ke+=nt);ct<G;)Ae[ct].animatorJustifyOffset=Ke,ct+=1;Ke=0,ft=!0}else{for(Te=0;Te<Xe;Te+=1)(ge=ve[Te].a).t.propType&&(ft&&F.j===2&&(nt+=ge.t.v*Qe),(we=ve[Te].s.getMult(Ae[G].anIndexes[Te],he.a[Te].s.totalChars)).length?Ke+=ge.t.v*we[0]*Qe:Ke+=ge.t.v*we*Qe);ft=!1}for(Ke&&(Ke+=nt);ct<G;)Ae[ct].animatorJustifyOffset=Ke,ct+=1}for(G=0;G<W;G+=1){if(me.reset(),Re=1,Ae[G].n)D=0,R+=F.yOffset,R+=Ne?1:0,Z=Ce,Ne=!1,this._hasMaskedPath&&(K=_e,te=(re=se[Q=Ue].points)[K-1],ie=(Y=re[K]).partialLength,U=0),He="",ht="",st="",gt="",Ze=this.defaultPropsArray;else{if(this._hasMaskedPath){if(Fe!==Ae[G].line){switch(F.j){case 1:Z+=ae-F.lineWidths[Ae[G].line];break;case 2:Z+=(ae-F.lineWidths[Ae[G].line])/2}Fe=Ae[G].line}De!==Ae[G].ind&&(Ae[De]&&(Z+=Ae[De].extra),Z+=Ae[G].an/2,De=Ae[G].ind),Z+=de[0]*Ae[G].an*.005;var ut=0;for(Te=0;Te<Xe;Te+=1)(ge=ve[Te].a).p.propType&&((we=ve[Te].s.getMult(Ae[G].anIndexes[Te],he.a[Te].s.totalChars)).length?ut+=ge.p.v[0]*we[0]:ut+=ge.p.v[0]*we),ge.a.propType&&((we=ve[Te].s.getMult(Ae[G].anIndexes[Te],he.a[Te].s.totalChars)).length?ut+=ge.a.v[0]*we[0]:ut+=ge.a.v[0]*we);for(J=!0,this._pathData.a.v&&(Z=.5*Ae[0].an+(ae-this._pathData.f.v-.5*Ae[0].an-.5*Ae[Ae.length-1].an)*De/(W-1),Z+=this._pathData.f.v);J;)U+ie>=Z+ut||!re?(le=(Z+ut-U)/Y.partialLength,Le=te.point[0]+(Y.point[0]-te.point[0])*le,ke=te.point[1]+(Y.point[1]-te.point[1])*le,me.translate(-de[0]*Ae[G].an*.005,-de[1]*Me*.01),J=!1):re&&(U+=Y.partialLength,(K+=1)>=re.length&&(K=0,se[Q+=1]?re=se[Q].points:ce.v.c?(K=0,re=se[Q=0].points):(U-=Y.partialLength,re=null)),re&&(te=Y,ie=(Y=re[K]).partialLength));Be=Ae[G].an/2-Ae[G].add,me.translate(-Be,0,0)}else Be=Ae[G].an/2-Ae[G].add,me.translate(-Be,0,0),me.translate(-de[0]*Ae[G].an*.005,-de[1]*Me*.01,0);for(Te=0;Te<Xe;Te+=1)(ge=ve[Te].a).t.propType&&(we=ve[Te].s.getMult(Ae[G].anIndexes[Te],he.a[Te].s.totalChars),D===0&&F.j===0||(this._hasMaskedPath?we.length?Z+=ge.t.v*we[0]:Z+=ge.t.v*we:we.length?D+=ge.t.v*we[0]:D+=ge.t.v*we));for(F.strokeWidthAnim&&(Ye=F.sw||0),F.strokeColorAnim&&(Ie=F.sc?[F.sc[0],F.sc[1],F.sc[2]]:[0,0,0]),F.fillColorAnim&&F.fc&&(tt=[F.fc[0],F.fc[1],F.fc[2]]),Te=0;Te<Xe;Te+=1)(ge=ve[Te].a).a.propType&&((we=ve[Te].s.getMult(Ae[G].anIndexes[Te],he.a[Te].s.totalChars)).length?me.translate(-ge.a.v[0]*we[0],-ge.a.v[1]*we[1],ge.a.v[2]*we[2]):me.translate(-ge.a.v[0]*we,-ge.a.v[1]*we,ge.a.v[2]*we));for(Te=0;Te<Xe;Te+=1)(ge=ve[Te].a).s.propType&&((we=ve[Te].s.getMult(Ae[G].anIndexes[Te],he.a[Te].s.totalChars)).length?me.scale(1+(ge.s.v[0]-1)*we[0],1+(ge.s.v[1]-1)*we[1],1):me.scale(1+(ge.s.v[0]-1)*we,1+(ge.s.v[1]-1)*we,1));for(Te=0;Te<Xe;Te+=1){if(ge=ve[Te].a,we=ve[Te].s.getMult(Ae[G].anIndexes[Te],he.a[Te].s.totalChars),ge.sk.propType&&(we.length?me.skewFromAxis(-ge.sk.v*we[0],ge.sa.v*we[1]):me.skewFromAxis(-ge.sk.v*we,ge.sa.v*we)),ge.r.propType&&(we.length?me.rotateZ(-ge.r.v*we[2]):me.rotateZ(-ge.r.v*we)),ge.ry.propType&&(we.length?me.rotateY(ge.ry.v*we[1]):me.rotateY(ge.ry.v*we)),ge.rx.propType&&(we.length?me.rotateX(ge.rx.v*we[0]):me.rotateX(ge.rx.v*we)),ge.o.propType&&(we.length?Re+=(ge.o.v*we[0]-Re)*we[0]:Re+=(ge.o.v*we-Re)*we),F.strokeWidthAnim&&ge.sw.propType&&(we.length?Ye+=ge.sw.v*we[0]:Ye+=ge.sw.v*we),F.strokeColorAnim&&ge.sc.propType)for($e=0;$e<3;$e+=1)we.length?Ie[$e]+=(ge.sc.v[$e]-Ie[$e])*we[0]:Ie[$e]+=(ge.sc.v[$e]-Ie[$e])*we;if(F.fillColorAnim&&F.fc){if(ge.fc.propType)for($e=0;$e<3;$e+=1)we.length?tt[$e]+=(ge.fc.v[$e]-tt[$e])*we[0]:tt[$e]+=(ge.fc.v[$e]-tt[$e])*we;ge.fh.propType&&(tt=we.length?addHueToRGB(tt,ge.fh.v*we[0]):addHueToRGB(tt,ge.fh.v*we)),ge.fs.propType&&(tt=we.length?addSaturationToRGB(tt,ge.fs.v*we[0]):addSaturationToRGB(tt,ge.fs.v*we)),ge.fb.propType&&(tt=we.length?addBrightnessToRGB(tt,ge.fb.v*we[0]):addBrightnessToRGB(tt,ge.fb.v*we))}}for(Te=0;Te<Xe;Te+=1)(ge=ve[Te].a).p.propType&&(we=ve[Te].s.getMult(Ae[G].anIndexes[Te],he.a[Te].s.totalChars),this._hasMaskedPath?we.length?me.translate(0,ge.p.v[1]*we[0],-ge.p.v[2]*we[1]):me.translate(0,ge.p.v[1]*we,-ge.p.v[2]*we):we.length?me.translate(ge.p.v[0]*we[0],ge.p.v[1]*we[1],-ge.p.v[2]*we[2]):me.translate(ge.p.v[0]*we,ge.p.v[1]*we,-ge.p.v[2]*we));if(F.strokeWidthAnim&&(st=Ye<0?0:Ye),F.strokeColorAnim&&(pt="rgb("+Math.round(255*Ie[0])+","+Math.round(255*Ie[1])+","+Math.round(255*Ie[2])+")"),F.fillColorAnim&&F.fc&&(ht="rgb("+Math.round(255*tt[0])+","+Math.round(255*tt[1])+","+Math.round(255*tt[2])+")"),this._hasMaskedPath){if(me.translate(0,-F.ls),me.translate(0,de[1]*Me*.01+R,0),this._pathData.p.v){ue=(Y.point[1]-te.point[1])/(Y.point[0]-te.point[0]);var At=180*Math.atan(ue)/Math.PI;Y.point[0]<te.point[0]&&(At+=180),me.rotate(-At*Math.PI/180)}me.translate(Le,ke,0),Z-=de[0]*Ae[G].an*.005,Ae[G+1]&&De!==Ae[G+1].ind&&(Z+=Ae[G].an/2,Z+=.001*F.tr*F.finalSize)}else{switch(me.translate(D,R,0),F.ps&&me.translate(F.ps[0],F.ps[1]+F.ascent,0),F.j){case 1:me.translate(Ae[G].animatorJustifyOffset+F.justifyOffset+(F.boxWidth-F.lineWidths[Ae[G].line]),0,0);break;case 2:me.translate(Ae[G].animatorJustifyOffset+F.justifyOffset+(F.boxWidth-F.lineWidths[Ae[G].line])/2,0,0)}me.translate(0,-F.ls),me.translate(Be,0,0),me.translate(de[0]*Ae[G].an*.005,de[1]*Me*.01,0),D+=Ae[G].l+.001*F.tr*F.finalSize}be==="html"?He=me.toCSS():be==="svg"?He=me.to2dCSS():Ze=[me.props[0],me.props[1],me.props[2],me.props[3],me.props[4],me.props[5],me.props[6],me.props[7],me.props[8],me.props[9],me.props[10],me.props[11],me.props[12],me.props[13],me.props[14],me.props[15]],gt=Re}xe<=G?(Se=new LetterProps(gt,st,pt,ht,He,Ze),this.renderedLetters.push(Se),xe+=1,this.lettersChangedFlag=!0):(Se=this.renderedLetters[G],this.lettersChangedFlag=Se.update(gt,st,pt,ht,He,Ze)||this.lettersChangedFlag)}}},TextAnimatorProperty.prototype.getValue=function(){this._elem.globalData.frameId!==this._frameId&&(this._frameId=this._elem.globalData.frameId,this.iterateDynamicProperties())},TextAnimatorProperty.prototype.mHelper=new Matrix,TextAnimatorProperty.prototype.defaultPropsArray=[],extendPrototype([DynamicPropertyContainer],TextAnimatorProperty),ITextElement.prototype.initElement=function(F,B,D){this.lettersChangedFlag=!0,this.initFrame(),this.initBaseData(F,B,D),this.textProperty=new TextProperty(this,F.t,this.dynamicProperties),this.textAnimator=new TextAnimatorProperty(F.t,this.renderType,this),this.initTransform(F,B,D),this.initHierarchy(),this.initRenderable(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),this.createContent(),this.hide(),this.textAnimator.searchProperties(this.dynamicProperties)},ITextElement.prototype.prepareFrame=function(F){this._mdf=!1,this.prepareRenderableFrame(F),this.prepareProperties(F,this.isInRange),(this.textProperty._mdf||this.textProperty._isFirstFrame)&&(this.buildNewText(),this.textProperty._isFirstFrame=!1,this.textProperty._mdf=!1)},ITextElement.prototype.createPathShape=function(F,B){var D,R,G=B.length,W="";for(D=0;D<G;D+=1)B[D].ty==="sh"&&(R=B[D].ks.k,W+=buildShapeString(R,R.i.length,!0,F));return W},ITextElement.prototype.updateDocumentData=function(F,B){this.textProperty.updateDocumentData(F,B)},ITextElement.prototype.canResizeFont=function(F){this.textProperty.canResizeFont(F)},ITextElement.prototype.setMinimumFontSize=function(F){this.textProperty.setMinimumFontSize(F)},ITextElement.prototype.applyTextPropertiesToMatrix=function(F,B,D,R,G){switch(F.ps&&B.translate(F.ps[0],F.ps[1]+F.ascent,0),B.translate(0,-F.ls,0),F.j){case 1:B.translate(F.justifyOffset+(F.boxWidth-F.lineWidths[D]),0,0);break;case 2:B.translate(F.justifyOffset+(F.boxWidth-F.lineWidths[D])/2,0,0)}B.translate(R,G,0)},ITextElement.prototype.buildColor=function(F){return"rgb("+Math.round(255*F[0])+","+Math.round(255*F[1])+","+Math.round(255*F[2])+")"},ITextElement.prototype.emptyProp=new LetterProps,ITextElement.prototype.destroy=function(){};var emptyShapeData={shapes:[]};function SVGTextLottieElement(F,B,D){this.textSpans=[],this.renderType="svg",this.initElement(F,B,D)}function ISolidElement(F,B,D){this.initElement(F,B,D)}function NullElement(F,B,D){this.initFrame(),this.initBaseData(F,B,D),this.initFrame(),this.initTransform(F,B,D),this.initHierarchy()}function SVGRendererBase(){}function ICompElement(){}function SVGCompElement(F,B,D){this.layers=F.layers,this.supports3d=!0,this.completeLayers=!1,this.pendingElements=[],this.elements=this.layers?createSizedArray(this.layers.length):[],this.initElement(F,B,D),this.tm=F.tm?PropertyFactory.getProp(this,F.tm,0,B.frameRate,this):{_placeholder:!0}}function SVGRenderer(F,B){this.animationItem=F,this.layers=null,this.renderedFrame=-1,this.svgElement=createNS("svg");var D="";if(B&&B.title){var R=createNS("title"),G=createElementID();R.setAttribute("id",G),R.textContent=B.title,this.svgElement.appendChild(R),D+=G}if(B&&B.description){var W=createNS("desc"),q=createElementID();W.setAttribute("id",q),W.textContent=B.description,this.svgElement.appendChild(W),D+=" 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slice",contentVisibility:B&&B.contentVisibility||"visible",progressiveLoad:B&&B.progressiveLoad||!1,hideOnTransparent:!(B&&B.hideOnTransparent===!1),viewBoxOnly:B&&B.viewBoxOnly||!1,viewBoxSize:B&&B.viewBoxSize||!1,className:B&&B.className||"",id:B&&B.id||"",focusable:B&&B.focusable,filterSize:{width:B&&B.filterSize&&B.filterSize.width||"100%",height:B&&B.filterSize&&B.filterSize.height||"100%",x:B&&B.filterSize&&B.filterSize.x||"0%",y:B&&B.filterSize&&B.filterSize.y||"0%"}},this.globalData={_mdf:!1,frameNum:-1,defs:Z,renderConfig:this.renderConfig},this.elements=[],this.pendingElements=[],this.destroyed=!1,this.rendererType="svg"}extendPrototype([BaseElement,TransformElement,SVGBaseElement,HierarchyElement,FrameElement,RenderableDOMElement,ITextElement],SVGTextLottieElement),SVGTextLottieElement.prototype.createContent=function(){this.data.singleShape&&!this.globalData.fontManager.chars&&(this.textContainer=createNS("text"))},SVGTextLottieElement.prototype.buildTextContents=function(F){for(var B=0,D=F.length,R=[],G="";B<D;)F[B]===String.fromCharCode(13)||F[B]===String.fromCharCode(3)?(R.push(G),G=""):G+=F[B],B+=1;return R.push(G),R},SVGTextLottieElement.prototype.buildNewText=function(){var F,B;this.addDynamicProperty(this);var D=this.textProperty.currentData;this.renderedLetters=createSizedArray(D?D.l.length:0),D.fc?this.layerElement.setAttribute("fill",this.buildColor(D.fc)):this.layerElement.setAttribute("fill","rgba(0,0,0,0)"),D.sc&&(this.layerElement.setAttribute("stroke",this.buildColor(D.sc)),this.layerElement.setAttribute("stroke-width",D.sw)),this.layerElement.setAttribute("font-size",D.finalSize);var R=this.globalData.fontManager.getFontByName(D.f);if(R.fClass)this.layerElement.setAttribute("class",R.fClass);else{this.layerElement.setAttribute("font-family",R.fFamily);var G=D.fWeight,W=D.fStyle;this.layerElement.setAttribute("font-style",W),this.layerElement.setAttribute("font-weight",G)}this.layerElement.setAttribute("aria-label",D.t);var q,Z=D.l||[],Y=!!this.globalData.fontManager.chars;B=Z.length;var U=this.mHelper,J=this.data.singleShape,K=0,Q=0,te=!0,re=.001*D.tr*D.finalSize;if(!J||Y||D.sz){var se,ie=this.textSpans.length;for(F=0;F<B;F+=1){if(this.textSpans[F]||(this.textSpans[F]={span:null,childSpan:null,glyph:null}),!Y||!J||F===0){if(q=ie>F?this.textSpans[F].span:createNS(Y?"g":"text"),ie<=F){if(q.setAttribute("stroke-linecap","butt"),q.setAttribute("stroke-linejoin","round"),q.setAttribute("stroke-miterlimit","4"),this.textSpans[F].span=q,Y){var ae=createNS("g");q.appendChild(ae),this.textSpans[F].childSpan=ae}this.textSpans[F].span=q,this.layerElement.appendChild(q)}q.style.display="inherit"}if(U.reset(),U.scale(D.finalSize/100,D.finalSize/100),J&&(Z[F].n&&(K=-re,Q+=D.yOffset,Q+=te?1:0,te=!1),this.applyTextPropertiesToMatrix(D,U,Z[F].line,K,Q),K+=Z[F].l||0,K+=re),Y){var le;if((se=this.globalData.fontManager.getCharData(D.finalText[F],R.fStyle,this.globalData.fontManager.getFontByName(D.f).fFamily)).t===1)le=new SVGCompElement(se.data,this.globalData,this);else{var ue=emptyShapeData;se.data&&se.data.shapes&&(ue=se.data),le=new SVGShapeElement(ue,this.globalData,this)}this.textSpans[F].glyph=le,le._debug=!0,le.prepareFrame(0),le.renderFrame(),this.textSpans[F].childSpan.appendChild(le.layerElement),this.textSpans[F].childSpan.setAttribute("transform","scale("+D.finalSize/100+","+D.finalSize/100+")")}else J&&q.setAttribute("transform","translate("+U.props[12]+","+U.props[13]+")"),q.textContent=Z[F].val,q.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve")}J&&q&&q.setAttribute("d","")}else{var ce=this.textContainer,de="start";switch(D.j){case 1:de="end";break;case 2:de="middle";break;default:de="start"}ce.setAttribute("text-anchor",de),ce.setAttribute("letter-spacing",re);var ve=this.buildTextContents(D.finalText);for(B=ve.length,Q=D.ps?D.ps[1]+D.ascent:0,F=0;F<B;F+=1)(q=this.textSpans[F].span||createNS("tspan")).textContent=ve[F],q.setAttribute("x",0),q.setAttribute("y",Q),q.style.display="inherit",ce.appendChild(q),this.textSpans[F]||(this.textSpans[F]={span:null,glyph:null}),this.textSpans[F].span=q,Q+=D.finalLineHeight;this.layerElement.appendChild(ce)}for(;F<this.textSpans.length;)this.textSpans[F].span.style.display="none",F+=1;this._sizeChanged=!0},SVGTextLottieElement.prototype.sourceRectAtTime=function(){if(this.prepareFrame(this.comp.renderedFrame-this.data.st),this.renderInnerContent(),this._sizeChanged){this._sizeChanged=!1;var F=this.layerElement.getBBox();this.bbox={top:F.y,left:F.x,width:F.width,height:F.height}}return this.bbox},SVGTextLottieElement.prototype.getValue=function(){var F,B,D=this.textSpans.length;for(this.renderedFrame=this.comp.renderedFrame,F=0;F<D;F+=1)(B=this.textSpans[F].glyph)&&(B.prepareFrame(this.comp.renderedFrame-this.data.st),B._mdf&&(this._mdf=!0))},SVGTextLottieElement.prototype.renderInnerContent=function(){if((!this.data.singleShape||this._mdf)&&(this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag),this.lettersChangedFlag||this.textAnimator.lettersChangedFlag)){var F,B;this._sizeChanged=!0;var D,R,G,W=this.textAnimator.renderedLetters,q=this.textProperty.currentData.l;for(B=q.length,F=0;F<B;F+=1)q[F].n||(D=W[F],R=this.textSpans[F].span,(G=this.textSpans[F].glyph)&&G.renderFrame(),D._mdf.m&&R.setAttribute("transform",D.m),D._mdf.o&&R.setAttribute("opacity",D.o),D._mdf.sw&&R.setAttribute("stroke-width",D.sw),D._mdf.sc&&R.setAttribute("stroke",D.sc),D._mdf.fc&&R.setAttribute("fill",D.fc))}},extendPrototype([IImageElement],ISolidElement),ISolidElement.prototype.createContent=function(){var F=createNS("rect");F.setAttribute("width",this.data.sw),F.setAttribute("height",this.data.sh),F.setAttribute("fill",this.data.sc),this.layerElement.appendChild(F)},NullElement.prototype.prepareFrame=function(F){this.prepareProperties(F,!0)},NullElement.prototype.renderFrame=function(){},NullElement.prototype.getBaseElement=function(){return null},NullElement.prototype.destroy=function(){},NullElement.prototype.sourceRectAtTime=function(){},NullElement.prototype.hide=function(){},extendPrototype([BaseElement,TransformElement,HierarchyElement,FrameElement],NullElement),extendPrototype([BaseRenderer],SVGRendererBase),SVGRendererBase.prototype.createNull=function(F){return new NullElement(F,this.globalData,this)},SVGRendererBase.prototype.createShape=function(F){return new SVGShapeElement(F,this.globalData,this)},SVGRendererBase.prototype.createText=function(F){return new SVGTextLottieElement(F,this.globalData,this)},SVGRendererBase.prototype.createImage=function(F){return new IImageElement(F,this.globalData,this)},SVGRendererBase.prototype.createSolid=function(F){return new ISolidElement(F,this.globalData,this)},SVGRendererBase.prototype.configAnimation=function(F){this.svgElement.setAttribute("xmlns","http://www.w3.org/2000/svg"),this.renderConfig.viewBoxSize?this.svgElement.setAttribute("viewBox",this.renderConfig.viewBoxSize):this.svgElement.setAttribute("viewBox","0 0 "+F.w+" "+F.h),this.renderConfig.viewBoxOnly||(this.svgElement.setAttribute("width",F.w),this.svgElement.setAttribute("height",F.h),this.svgElement.style.width="100%",this.svgElement.style.height="100%",this.svgElement.style.transform="translate3d(0,0,0)",this.svgElement.style.contentVisibility=this.renderConfig.contentVisibility),this.renderConfig.className&&this.svgElement.setAttribute("class",this.renderConfig.className),this.renderConfig.id&&this.svgElement.setAttribute("id",this.renderConfig.id),this.renderConfig.focusable!==void 0&&this.svgElement.setAttribute("focusable",this.renderConfig.focusable),this.svgElement.setAttribute("preserveAspectRatio",this.renderConfig.preserveAspectRatio),this.animationItem.wrapper.appendChild(this.svgElement);var B=this.globalData.defs;this.setupGlobalData(F,B),this.globalData.progressiveLoad=this.renderConfig.progressiveLoad,this.data=F;var D=createNS("clipPath"),R=createNS("rect");R.setAttribute("width",F.w),R.setAttribute("height",F.h),R.setAttribute("x",0),R.setAttribute("y",0);var G=createElementID();D.setAttribute("id",G),D.appendChild(R),this.layerElement.setAttribute("clip-path","url("+getLocationHref()+"#"+G+")"),B.appendChild(D),this.layers=F.layers,this.elements=createSizedArray(F.layers.length)},SVGRendererBase.prototype.destroy=function(){var F;this.animationItem.wrapper&&(this.animationItem.wrapper.innerText=""),this.layerElement=null,this.globalData.defs=null;var B=this.layers?this.layers.length:0;for(F=0;F<B;F+=1)this.elements[F]&&this.elements[F].destroy();this.elements.length=0,this.destroyed=!0,this.animationItem=null},SVGRendererBase.prototype.updateContainerSize=function(){},SVGRendererBase.prototype.buildItem=function(F){var B=this.elements;if(!B[F]&&this.layers[F].ty!==99){B[F]=!0;var D=this.createItem(this.layers[F]);B[F]=D,getExpressionsPlugin()&&(this.layers[F].ty===0&&this.globalData.projectInterface.registerComposition(D),D.initExpressions()),this.appendElementInPos(D,F),this.layers[F].tt&&(this.elements[F-1]&&this.elements[F-1]!==!0?D.setMatte(B[F-1].layerId):(this.buildItem(F-1),this.addPendingElement(D)))}},SVGRendererBase.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){var F=this.pendingElements.pop();if(F.checkParenting(),F.data.tt)for(var 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R,G=0;G<B;)this.elements[G]&&this.elements[G]!==!0&&this.elements[G].getBaseElement()&&(R=this.elements[G].getBaseElement()),G+=1;R?this.layerElement.insertBefore(D,R):this.layerElement.appendChild(D)}},SVGRendererBase.prototype.hide=function(){this.layerElement.style.display="none"},SVGRendererBase.prototype.show=function(){this.layerElement.style.display="block"},extendPrototype([BaseElement,TransformElement,HierarchyElement,FrameElement,RenderableDOMElement],ICompElement),ICompElement.prototype.initElement=function(F,B,D){this.initFrame(),this.initBaseData(F,B,D),this.initTransform(F,B,D),this.initRenderable(),this.initHierarchy(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),!this.data.xt&&B.progressiveLoad||this.buildAllItems(),this.hide()},ICompElement.prototype.prepareFrame=function(F){if(this._mdf=!1,this.prepareRenderableFrame(F),this.prepareProperties(F,this.isInRange),this.isInRange||this.data.xt){if(this.tm._placeholder)this.renderedFrame=F/this.data.sr;else{var 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F+B;if($bm_isInstanceOfArray(F)&&isNumerable(R,B))return(F=F.slice(0))[0]+=B,F;if(isNumerable(D,F)&&$bm_isInstanceOfArray(B))return(B=B.slice(0))[0]=F+B[0],B;if($bm_isInstanceOfArray(F)&&$bm_isInstanceOfArray(B)){for(var G=0,W=F.length,q=B.length,Z=[];G<W||G<q;)(typeof F[G]=="number"||F[G]instanceof Number)&&(typeof B[G]=="number"||B[G]instanceof Number)?Z[G]=F[G]+B[G]:Z[G]=B[G]===void 0?F[G]:F[G]||B[G],G+=1;return Z}return 0}var add=sum;function sub(F,B){var D=_typeof(F),R=_typeof(B);if(isNumerable(D,F)&&isNumerable(R,B))return D==="string"&&(F=parseInt(F,10)),R==="string"&&(B=parseInt(B,10)),F-B;if($bm_isInstanceOfArray(F)&&isNumerable(R,B))return(F=F.slice(0))[0]-=B,F;if(isNumerable(D,F)&&$bm_isInstanceOfArray(B))return(B=B.slice(0))[0]=F-B[0],B;if($bm_isInstanceOfArray(F)&&$bm_isInstanceOfArray(B)){for(var G=0,W=F.length,q=B.length,Z=[];G<W||G<q;)(typeof F[G]=="number"||F[G]instanceof Number)&&(typeof B[G]=="number"||B[G]instanceof Number)?Z[G]=F[G]-B[G]:Z[G]=B[G]===void 0?F[G]:F[G]||B[G],G+=1;return Z}return 0}function mul(F,B){var D,R,G,W=_typeof(F),q=_typeof(B);if(isNumerable(W,F)&&isNumerable(q,B))return F*B;if($bm_isInstanceOfArray(F)&&isNumerable(q,B)){for(G=F.length,D=createTypedArray("float32",G),R=0;R<G;R+=1)D[R]=F[R]*B;return D}if(isNumerable(W,F)&&$bm_isInstanceOfArray(B)){for(G=B.length,D=createTypedArray("float32",G),R=0;R<G;R+=1)D[R]=F*B[R];return D}return 0}function div(F,B){var D,R,G,W=_typeof(F),q=_typeof(B);if(isNumerable(W,F)&&isNumerable(q,B))return F/B;if($bm_isInstanceOfArray(F)&&isNumerable(q,B)){for(G=F.length,D=createTypedArray("float32",G),R=0;R<G;R+=1)D[R]=F[R]/B;return D}if(isNumerable(W,F)&&$bm_isInstanceOfArray(B)){for(G=B.length,D=createTypedArray("float32",G),R=0;R<G;R+=1)D[R]=F/B[R];return D}return 0}function mod(F,B){return typeof F=="string"&&(F=parseInt(F,10)),typeof B=="string"&&(B=parseInt(B,10)),F%B}var $bm_sum=sum,$bm_sub=sub,$bm_mul=mul,$bm_div=div,$bm_mod=mod;function clamp(F,B,D){if(B>D){var R=D;D=B,B=R}return Math.min(Math.max(F,B),D)}function radiansToDegrees(F){return F/degToRads}var radians_to_degrees=radiansToDegrees;function degreesToRadians(F){return F*degToRads}var degrees_to_radians=radiansToDegrees,helperLengthArray=[0,0,0,0,0,0];function length(F,B){if(typeof F=="number"||F instanceof Number)return B=B||0,Math.abs(F-B);var D;B||(B=helperLengthArray);var R=Math.min(F.length,B.length),G=0;for(D=0;D<R;D+=1)G+=Math.pow(B[D]-F[D],2);return Math.sqrt(G)}function normalize(F){return div(F,length(F))}function rgbToHsl(F){var B,D,R=F[0],G=F[1],W=F[2],q=Math.max(R,G,W),Z=Math.min(R,G,W),Y=(q+Z)/2;if(q===Z)B=0,D=0;else{var U=q-Z;switch(D=Y>.5?U/(2-q-Z):U/(q+Z),q){case R:B=(G-W)/U+(G<W?6:0);break;case G:B=(W-R)/U+2;break;case W:B=(R-G)/U+4}B/=6}return[B,D,Y,F[3]]}function hue2rgb(F,B,D){return D<0&&(D+=1),D>1&&(D-=1),D<1/6?F+6*(B-F)*D:D<.5?B:D<2/3?F+(B-F)*(2/3-D)*6:F}function hslToRgb(F){var B,D,R,G=F[0],W=F[1],q=F[2];if(W===0)B=q,R=q,D=q;else{var Z=q<.5?q*(1+W):q+W-q*W,Y=2*q-Z;B=hue2rgb(Y,Z,G+1/3),D=hue2rgb(Y,Z,G),R=hue2rgb(Y,Z,G-1/3)}return[B,D,R,F[3]]}function linear(F,B,D,R,G){if(R!==void 0&&G!==void 0||(R=B,G=D,B=0,D=1),D<B){var W=D;D=B,B=W}if(F<=B)return R;if(F>=D)return G;var q,Z=D===B?0:(F-B)/(D-B);if(!R.length)return R+(G-R)*Z;var Y=R.length,U=createTypedArray("float32",Y);for(q=0;q<Y;q+=1)U[q]=R[q]+(G[q]-R[q])*Z;return U}function random(F,B){if(B===void 0&&(F===void 0?(F=0,B=1):(B=F,F=void 0)),B.length){var D,R=B.length;F||(F=createTypedArray("float32",R));var G=createTypedArray("float32",R),W=BMMath.random();for(D=0;D<R;D+=1)G[D]=F[D]+W*(B[D]-F[D]);return G}return F===void 0&&(F=0),F+BMMath.random()*(B-F)}function createPath(F,B,D,R){var G,W=F.length,q=shapePool.newElement();q.setPathData(!!R,W);var Z,Y,U=[0,0];for(G=0;G<W;G+=1)Z=B&&B[G]?B[G]:U,Y=D&&D[G]?D[G]:U,q.setTripleAt(F[G][0],F[G][1],Y[0]+F[G][0],Y[1]+F[G][1],Z[0]+F[G][0],Z[1]+F[G][1],G,!0);return q}function initiateExpression(elem,data,property){var val=data.x,needsVelocity=/velocity(?![\w\d])/.test(val),_needsRandom=val.indexOf("random")!==-1,elemType=elem.data.ty,transform,$bm_transform,content,effect,thisProperty=property;thisProperty.valueAtTime=thisProperty.getValueAtTime,Object.defineProperty(thisProperty,"value",{get:function(){return thisProperty.v}}),elem.comp.frameDuration=1/elem.comp.globalData.frameRate,elem.comp.displayStartTime=0;var inPoint=elem.data.ip/elem.comp.globalData.frameRate,outPoint=elem.data.op/elem.comp.globalData.frameRate,width=elem.data.sw?elem.data.sw:0,height=elem.data.sh?elem.data.sh:0,name=elem.data.nm,loopIn,loop_in,loopOut,loop_out,smooth,toWorld,fromWorld,fromComp,toComp,fromCompToSurface,position,rotation,anchorPoint,scale,thisLayer,thisComp,mask,valueAtTime,velocityAtTime,scoped_bm_rt,expression_function=eval("[function _expression_function(){"+val+";scoped_bm_rt=$bm_rt}]")[0],numKeys=property.kf?data.k.length:0,active=!this.data||this.data.hd!==!0,wiggle=function(F,B){var D,R,G=this.pv.length?this.pv.length:1,W=createTypedArray("float32",G),q=Math.floor(5*time);for(D=0,R=0;D<q;){for(R=0;R<G;R+=1)W[R]+=-B+2*B*BMMath.random();D+=1}var Z=5*time,Y=Z-Math.floor(Z),U=createTypedArray("float32",G);if(G>1){for(R=0;R<G;R+=1)U[R]=this.pv[R]+W[R]+(-B+2*B*BMMath.random())*Y;return U}return this.pv+W[0]+(-B+2*B*BMMath.random())*Y}.bind(this);function loopInDuration(F,B){return loopIn(F,B,!0)}function loopOutDuration(F,B){return loopOut(F,B,!0)}thisProperty.loopIn&&(loopIn=thisProperty.loopIn.bind(thisProperty),loop_in=loopIn),thisProperty.loopOut&&(loopOut=thisProperty.loopOut.bind(thisProperty),loop_out=loopOut),thisProperty.smooth&&(smooth=thisProperty.smooth.bind(thisProperty)),this.getValueAtTime&&(valueAtTime=this.getValueAtTime.bind(this)),this.getVelocityAtTime&&(velocityAtTime=this.getVelocityAtTime.bind(this));var comp=elem.comp.globalData.projectInterface.bind(elem.comp.globalData.projectInterface),time,velocity,value,text,textIndex,textTotal,selectorValue;function lookAt(F,B){var D=[B[0]-F[0],B[1]-F[1],B[2]-F[2]],R=Math.atan2(D[0],Math.sqrt(D[1]*D[1]+D[2]*D[2]))/degToRads;return[-Math.atan2(D[1],D[2])/degToRads,R,0]}function easeOut(F,B,D,R,G){return applyEase(easeOutBez,F,B,D,R,G)}function easeIn(F,B,D,R,G){return applyEase(easeInBez,F,B,D,R,G)}function ease(F,B,D,R,G){return applyEase(easeInOutBez,F,B,D,R,G)}function applyEase(F,B,D,R,G,W){G===void 0?(G=D,W=R):B=(B-D)/(R-D),B>1?B=1:B<0&&(B=0);var q=F(B);if($bm_isInstanceOfArray(G)){var Z,Y=G.length,U=createTypedArray("float32",Y);for(Z=0;Z<Y;Z+=1)U[Z]=(W[Z]-G[Z])*q+G[Z];return U}return(W-G)*q+G}function nearestKey(F){var B,D,R,G=data.k.length;if(data.k.length&&typeof data.k[0]!="number")if(D=-1,(F*=elem.comp.globalData.frameRate)<data.k[0].t)D=1,R=data.k[0].t;else{for(B=0;B<G-1;B+=1){if(F===data.k[B].t){D=B+1,R=data.k[B].t;break}if(F>data.k[B].t&&F<data.k[B+1].t){F-data.k[B].t>data.k[B+1].t-F?(D=B+2,R=data.k[B+1].t):(D=B+1,R=data.k[B].t);break}}D===-1&&(D=B+1,R=data.k[B].t)}else D=0,R=0;var W={};return W.index=D,W.time=R/elem.comp.globalData.frameRate,W}function key(F){var B,D,R;if(!data.k.length||typeof data.k[0]=="number")throw new Error("The property has no keyframe at index "+F);F-=1,B={time:data.k[F].t/elem.comp.globalData.frameRate,value:[]};var G=Object.prototype.hasOwnProperty.call(data.k[F],"s")?data.k[F].s:data.k[F-1].e;for(R=G.length,D=0;D<R;D+=1)B[D]=G[D],B.value[D]=G[D];return B}function framesToTime(F,B){return B||(B=elem.comp.globalData.frameRate),F/B}function timeToFrames(F,B){return F||F===0||(F=time),B||(B=elem.comp.globalData.frameRate),F*B}function seedRandom(F){BMMath.seedrandom(randSeed+F)}function sourceRectAtTime(){return elem.sourceRectAtTime()}function substring(F,B){return typeof value=="string"?B===void 0?value.substring(F):value.substring(F,B):""}function substr(F,B){return typeof value=="string"?B===void 0?value.substr(F):value.substr(F,B):""}function posterizeTime(F){time=F===0?0:Math.floor(time*F)/F,value=valueAtTime(time)}var index=elem.data.ind;!elem.hierarchy||elem.hierarchy.length;var parent,randSeed=Math.floor(1e6*Math.random()),globalData=elem.globalData;function executeExpression(F){return value=F,this.frameExpressionId===elem.globalData.frameId&&this.propType!=="textSelector"?value:(this.propType==="textSelector"&&(textIndex=this.textIndex,textTotal=this.textTotal,selectorValue=this.selectorValue),thisLayer||(text=elem.layerInterface.text,thisLayer=elem.layerInterface,thisComp=elem.comp.compInterface,toWorld=thisLayer.toWorld.bind(thisLayer),fromWorld=thisLayer.fromWorld.bind(thisLayer),fromComp=thisLayer.fromComp.bind(thisLayer),toComp=thisLayer.toComp.bind(thisLayer),mask=thisLayer.mask?thisLayer.mask.bind(thisLayer):null,fromCompToSurface=fromComp),transform||(transform=elem.layerInterface("ADBE Transform Group"),$bm_transform=transform,transform&&(anchorPoint=transform.anchorPoint)),elemType!==4||content||(content=thisLayer("ADBE Root Vectors Group")),effect||(effect=thisLayer(4)),!(!elem.hierarchy||!elem.hierarchy.length)&&!parent&&(parent=elem.hierarchy[0].layerInterface),time=this.comp.renderedFrame/this.comp.globalData.frameRate,_needsRandom&&seedRandom(randSeed+time),needsVelocity&&(velocity=velocityAtTime(time)),expression_function(),this.frameExpressionId=elem.globalData.frameId,scoped_bm_rt=scoped_bm_rt.propType===propTypes.SHAPE?scoped_bm_rt.v:scoped_bm_rt)}return executeExpression.__preventDeadCodeRemoval=[$bm_transform,anchorPoint,velocity,inPoint,outPoint,width,height,name,loop_in,loop_out,smooth,toComp,fromCompToSurface,toWorld,fromWorld,mask,position,rotation,scale,thisComp,numKeys,active,wiggle,loopInDuration,loopOutDuration,comp,lookAt,easeOut,easeIn,ease,nearestKey,key,text,textIndex,textTotal,selectorValue,framesToTime,timeToFrames,sourceRectAtTime,substring,substr,posterizeTime,index,globalData],executeExpression}return ob.initiateExpression=initiateExpression,ob.__preventDeadCodeRemoval=[window,document,XMLHttpRequest,fetch,frames,$bm_neg,add,$bm_sum,$bm_sub,$bm_mul,$bm_div,$bm_mod,clamp,radians_to_degrees,degreesToRadians,degrees_to_radians,normalize,rgbToHsl,hslToRgb,linear,random,createPath],ob}(),expressionHelpers={searchExpressions:function(F,B,D){B.x&&(D.k=!0,D.x=!0,D.initiateExpression=ExpressionManager.initiateExpression,D.effectsSequence.push(D.initiateExpression(F,B,D).bind(D)))},getSpeedAtTime:function(F){var B=this.getValueAtTime(F),D=this.getValueAtTime(F+-.01),R=0;if(B.length){var G;for(G=0;G<B.length;G+=1)R+=Math.pow(D[G]-B[G],2);R=100*Math.sqrt(R)}else R=0;return R},getVelocityAtTime:function(F){if(this.vel!==void 0)return this.vel;var B,D,R=this.getValueAtTime(F),G=this.getValueAtTime(F+-.001);if(R.length)for(B=createTypedArray("float32",R.length),D=0;D<R.length;D+=1)B[D]=(G[D]-R[D])/-.001;else B=(G-R)/-.001;return B},getValueAtTime:function(F){return F*=this.elem.globalData.frameRate,(F-=this.offsetTime)!==this._cachingAtTime.lastFrame&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastFrame<F?this._cachingAtTime.lastIndex:0,this._cachingAtTime.value=this.interpolateValue(F,this._cachingAtTime),this._cachingAtTime.lastFrame=F),this._cachingAtTime.value},getStaticValueAtTime:function(){return this.pv},setGroupProperty:function(F){this.propertyGroup=F}};function addPropertyDecorator(){function F(K,Q,te){if(!this.k||!this.keyframes)return this.pv;K=K?K.toLowerCase():"";var re,se,ie,ae,le,ue=this.comp.renderedFrame,ce=this.keyframes,de=ce[ce.length-1].t;if(ue<=de)return this.pv;if(te?se=de-(re=Q?Math.abs(de-this.elem.comp.globalData.frameRate*Q):Math.max(0,de-this.elem.data.ip)):((!Q||Q>ce.length-1)&&(Q=ce.length-1),re=de-(se=ce[ce.length-1-Q].t)),K==="pingpong"){if(Math.floor((ue-se)/re)%2!=0)return this.getValueAtTime((re-(ue-se)%re+se)/this.comp.globalData.frameRate,0)}else{if(K==="offset"){var ve=this.getValueAtTime(se/this.comp.globalData.frameRate,0),he=this.getValueAtTime(de/this.comp.globalData.frameRate,0),me=this.getValueAtTime(((ue-se)%re+se)/this.comp.globalData.frameRate,0),be=Math.floor((ue-se)/re);if(this.pv.length){for(ae=(le=new Array(ve.length)).length,ie=0;ie<ae;ie+=1)le[ie]=(he[ie]-ve[ie])*be+me[ie];return le}return(he-ve)*be+me}if(K==="continue"){var xe=this.getValueAtTime(de/this.comp.globalData.frameRate,0),Ae=this.getValueAtTime((de-.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(ae=(le=new Array(xe.length)).length,ie=0;ie<ae;ie+=1)le[ie]=xe[ie]+(xe[ie]-Ae[ie])*((ue-de)/this.comp.globalData.frameRate)/5e-4;return le}return xe+(ue-de)/.001*(xe-Ae)}}return this.getValueAtTime(((ue-se)%re+se)/this.comp.globalData.frameRate,0)}function B(K,Q,te){if(!this.k)return this.pv;K=K?K.toLowerCase():"";var re,se,ie,ae,le,ue=this.comp.renderedFrame,ce=this.keyframes,de=ce[0].t;if(ue>=de)return this.pv;if(te?se=de+(re=Q?Math.abs(this.elem.comp.globalData.frameRate*Q):Math.max(0,this.elem.data.op-de)):((!Q||Q>ce.length-1)&&(Q=ce.length-1),re=(se=ce[Q].t)-de),K==="pingpong"){if(Math.floor((de-ue)/re)%2==0)return this.getValueAtTime(((de-ue)%re+de)/this.comp.globalData.frameRate,0)}else{if(K==="offset"){var ve=this.getValueAtTime(de/this.comp.globalData.frameRate,0),he=this.getValueAtTime(se/this.comp.globalData.frameRate,0),me=this.getValueAtTime((re-(de-ue)%re+de)/this.comp.globalData.frameRate,0),be=Math.floor((de-ue)/re)+1;if(this.pv.length){for(ae=(le=new Array(ve.length)).length,ie=0;ie<ae;ie+=1)le[ie]=me[ie]-(he[ie]-ve[ie])*be;return le}return me-(he-ve)*be}if(K==="continue"){var xe=this.getValueAtTime(de/this.comp.globalData.frameRate,0),Ae=this.getValueAtTime((de+.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(ae=(le=new Array(xe.length)).length,ie=0;ie<ae;ie+=1)le[ie]=xe[ie]+(xe[ie]-Ae[ie])*(de-ue)/.001;return le}return xe+(xe-Ae)*(de-ue)/.001}}return this.getValueAtTime((re-((de-ue)%re+de))/this.comp.globalData.frameRate,0)}function D(K,Q){if(!this.k)return this.pv;if(K=.5*(K||.4),(Q=Math.floor(Q||5))<=1)return this.pv;var te,re,se=this.comp.renderedFrame/this.comp.globalData.frameRate,ie=se-K,ae=Q>1?(se+K-ie)/(Q-1):1,le=0,ue=0;for(te=this.pv.length?createTypedArray("float32",this.pv.length):0;le<Q;){if(re=this.getValueAtTime(ie+le*ae),this.pv.length)for(ue=0;ue<this.pv.length;ue+=1)te[ue]+=re[ue];else te+=re;le+=1}if(this.pv.length)for(ue=0;ue<this.pv.length;ue+=1)te[ue]/=Q;else te/=Q;return te}function R(K){this._transformCachingAtTime||(this._transformCachingAtTime={v:new Matrix});var Q=this._transformCachingAtTime.v;if(Q.cloneFromProps(this.pre.props),this.appliedTransformations<1){var te=this.a.getValueAtTime(K);Q.translate(-te[0]*this.a.mult,-te[1]*this.a.mult,te[2]*this.a.mult)}if(this.appliedTransformations<2){var re=this.s.getValueAtTime(K);Q.scale(re[0]*this.s.mult,re[1]*this.s.mult,re[2]*this.s.mult)}if(this.sk&&this.appliedTransformations<3){var se=this.sk.getValueAtTime(K),ie=this.sa.getValueAtTime(K);Q.skewFromAxis(-se*this.sk.mult,ie*this.sa.mult)}if(this.r&&this.appliedTransformations<4){var ae=this.r.getValueAtTime(K);Q.rotate(-ae*this.r.mult)}else if(!this.r&&this.appliedTransformations<4){var le=this.rz.getValueAtTime(K),ue=this.ry.getValueAtTime(K),ce=this.rx.getValueAtTime(K),de=this.or.getValueAtTime(K);Q.rotateZ(-le*this.rz.mult).rotateY(ue*this.ry.mult).rotateX(ce*this.rx.mult).rotateZ(-de[2]*this.or.mult).rotateY(de[1]*this.or.mult).rotateX(de[0]*this.or.mult)}if(this.data.p&&this.data.p.s){var ve=this.px.getValueAtTime(K),he=this.py.getValueAtTime(K);if(this.data.p.z){var me=this.pz.getValueAtTime(K);Q.translate(ve*this.px.mult,he*this.py.mult,-me*this.pz.mult)}else Q.translate(ve*this.px.mult,he*this.py.mult,0)}else{var be=this.p.getValueAtTime(K);Q.translate(be[0]*this.p.mult,be[1]*this.p.mult,-be[2]*this.p.mult)}return Q}function G(){return this.v.clone(new Matrix)}var W=TransformPropertyFactory.getTransformProperty;TransformPropertyFactory.getTransformProperty=function(K,Q,te){var re=W(K,Q,te);return re.dynamicProperties.length?re.getValueAtTime=R.bind(re):re.getValueAtTime=G.bind(re),re.setGroupProperty=expressionHelpers.setGroupProperty,re};var q=PropertyFactory.getProp;PropertyFactory.getProp=function(K,Q,te,re,se){var ie=q(K,Q,te,re,se);ie.kf?ie.getValueAtTime=expressionHelpers.getValueAtTime.bind(ie):ie.getValueAtTime=expressionHelpers.getStaticValueAtTime.bind(ie),ie.setGroupProperty=expressionHelpers.setGroupProperty,ie.loopOut=F,ie.loopIn=B,ie.smooth=D,ie.getVelocityAtTime=expressionHelpers.getVelocityAtTime.bind(ie),ie.getSpeedAtTime=expressionHelpers.getSpeedAtTime.bind(ie),ie.numKeys=Q.a===1?Q.k.length:0,ie.propertyIndex=Q.ix;var ae=0;return te!==0&&(ae=createTypedArray("float32",Q.a===1?Q.k[0].s.length:Q.k.length)),ie._cachingAtTime={lastFrame:initialDefaultFrame,lastIndex:0,value:ae},expressionHelpers.searchExpressions(K,Q,ie),ie.k&&se.addDynamicProperty(ie),ie};var Z=ShapePropertyFactory.getConstructorFunction(),Y=ShapePropertyFactory.getKeyframedConstructorFunction();function U(){}U.prototype={vertices:function(K,Q){this.k&&this.getValue();var te,re=this.v;Q!==void 0&&(re=this.getValueAtTime(Q,0));var se=re._length,ie=re[K],ae=re.v,le=createSizedArray(se);for(te=0;te<se;te+=1)le[te]=K==="i"||K==="o"?[ie[te][0]-ae[te][0],ie[te][1]-ae[te][1]]:[ie[te][0],ie[te][1]];return le},points:function(K){return this.vertices("v",K)},inTangents:function(K){return this.vertices("i",K)},outTangents:function(K){return this.vertices("o",K)},isClosed:function(){return this.v.c},pointOnPath:function(K,Q){var te=this.v;Q!==void 0&&(te=this.getValueAtTime(Q,0)),this._segmentsLength||(this._segmentsLength=bez.getSegmentsLength(te));for(var re,se=this._segmentsLength,ie=se.lengths,ae=se.totalLength*K,le=0,ue=ie.length,ce=0;le<ue;){if(ce+ie[le].addedLength>ae){var de=le,ve=te.c&&le===ue-1?0:le+1,he=(ae-ce)/ie[le].addedLength;re=bez.getPointInSegment(te.v[de],te.v[ve],te.o[de],te.i[ve],he,ie[le]);break}ce+=ie[le].addedLength,le+=1}return re||(re=te.c?[te.v[0][0],te.v[0][1]]:[te.v[te._length-1][0],te.v[te._length-1][1]]),re},vectorOnPath:function(K,Q,te){K==1?K=this.v.c:K==0&&(K=.999);var re=this.pointOnPath(K,Q),se=this.pointOnPath(K+.001,Q),ie=se[0]-re[0],ae=se[1]-re[1],le=Math.sqrt(Math.pow(ie,2)+Math.pow(ae,2));return le===0?[0,0]:te==="tangent"?[ie/le,ae/le]:[-ae/le,ie/le]},tangentOnPath:function(K,Q){return this.vectorOnPath(K,Q,"tangent")},normalOnPath:function(K,Q){return this.vectorOnPath(K,Q,"normal")},setGroupProperty:expressionHelpers.setGroupProperty,getValueAtTime:expressionHelpers.getStaticValueAtTime},extendPrototype([U],Z),extendPrototype([U],Y),Y.prototype.getValueAtTime=function(K){return this._cachingAtTime||(this._cachingAtTime={shapeValue:shapePool.clone(this.pv),lastIndex:0,lastTime:initialDefaultFrame}),K*=this.elem.globalData.frameRate,(K-=this.offsetTime)!==this._cachingAtTime.lastTime&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastTime<K?this._caching.lastIndex:0,this._cachingAtTime.lastTime=K,this.interpolateShape(K,this._cachingAtTime.shapeValue,this._cachingAtTime)),this._cachingAtTime.shapeValue},Y.prototype.initiateExpression=ExpressionManager.initiateExpression;var J=ShapePropertyFactory.getShapeProp;ShapePropertyFactory.getShapeProp=function(K,Q,te,re,se){var ie=J(K,Q,te,re,se);return ie.propertyIndex=Q.ix,ie.lock=!1,te===3?expressionHelpers.searchExpressions(K,Q.pt,ie):te===4&&expressionHelpers.searchExpressions(K,Q.ks,ie),ie.k&&K.addDynamicProperty(ie),ie}}function initialize$1(){addPropertyDecorator()}function addDecorator(){TextProperty.prototype.getExpressionValue=function(F,B){var D=this.calculateExpression(B);if(F.t!==D){var R={};return this.copyData(R,F),R.t=D.toString(),R.__complete=!1,R}return F},TextProperty.prototype.searchProperty=function(){var F=this.searchKeyframes(),B=this.searchExpressions();return this.kf=F||B,this.kf},TextProperty.prototype.searchExpressions=function(){return this.data.d.x?(this.calculateExpression=ExpressionManager.initiateExpression.bind(this)(this.elem,this.data.d,this),this.addEffect(this.getExpressionValue.bind(this)),!0):null}}function initialize(){addDecorator()}return setExpressionsPlugin(Expressions),initialize$1(),initialize(),registerEffect(20,SVGTintFilter,!0),registerEffect(21,SVGFillFilter,!0),registerEffect(22,SVGStrokeEffect,!1),registerEffect(23,SVGTritoneFilter,!0),registerEffect(24,SVGProLevelsFilter,!0),registerEffect(25,SVGDropShadowEffect,!0),registerEffect(28,SVGMatte3Effect,!1),registerEffect(29,SVGGaussianBlurEffect,!0),lottie})}),jszip=createCommonjsModule(function(F,B){/*!

JSZip v3.10.0 - A JavaScript class for generating and reading zip files
<http://stuartk.com/jszip>

(c) 2009-2016 Stuart Knightley <stuart [at] stuartk.com>
Dual licenced under the MIT license or GPLv3. See https://raw.github.com/Stuk/jszip/main/LICENSE.markdown.

JSZip uses the library pako released under the MIT license :
https://github.com/nodeca/pako/blob/main/LICENSE
*/(function(D){F.exports=D()})(function(){return function D(R,G,W){function q(U,J){if(!G[U]){if(!R[U]){var K=typeof commonjsRequire=="function"&&commonjsRequire;if(!J&&K)return K(U,!0);if(Z)return Z(U,!0);var Q=new Error("Cannot find module '"+U+"'");throw Q.code="MODULE_NOT_FOUND",Q}var te=G[U]={exports:{}};R[U][0].call(te.exports,function(re){var se=R[U][1][re];return q(se||re)},te,te.exports,D,R,G,W)}return G[U].exports}for(var Z=typeof commonjsRequire=="function"&&commonjsRequire,Y=0;Y<W.length;Y++)q(W[Y]);return q}({1:[function(D,R,G){var W=D("./utils"),q=D("./support"),Z="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=";G.encode=function(Y){for(var U,J,K,Q,te,re,se,ie=[],ae=0,le=Y.length,ue=le,ce=W.getTypeOf(Y)!=="string";ae<Y.length;)ue=le-ae,ce?(U=Y[ae++],J=ae<le?Y[ae++]:0,K=ae<le?Y[ae++]:0):(U=Y.charCodeAt(ae++),J=ae<le?Y.charCodeAt(ae++):0,K=ae<le?Y.charCodeAt(ae++):0),Q=U>>2,te=(3&U)<<4|J>>4,re=ue>1?(15&J)<<2|K>>6:64,se=ue>2?63&K:64,ie.push(Z.charAt(Q)+Z.charAt(te)+Z.charAt(re)+Z.charAt(se));return ie.join("")},G.decode=function(Y){var U,J,K,Q,te,re,se=0,ie=0;if(Y.substr(0,5)==="data:")throw new Error("Invalid base64 input, it looks like a data url.");var ae,le=3*(Y=Y.replace(/[^A-Za-z0-9\+\/\=]/g,"")).length/4;if(Y.charAt(Y.length-1)===Z.charAt(64)&&le--,Y.charAt(Y.length-2)===Z.charAt(64)&&le--,le%1!=0)throw new Error("Invalid base64 input, bad content length.");for(ae=q.uint8array?new Uint8Array(0|le):new Array(0|le);se<Y.length;)U=Z.indexOf(Y.charAt(se++))<<2|(Q=Z.indexOf(Y.charAt(se++)))>>4,J=(15&Q)<<4|(te=Z.indexOf(Y.charAt(se++)))>>2,K=(3&te)<<6|(re=Z.indexOf(Y.charAt(se++))),ae[ie++]=U,te!==64&&(ae[ie++]=J),re!==64&&(ae[ie++]=K);return ae}},{"./support":30,"./utils":32}],2:[function(D,R,G){var W=D("./external"),q=D("./stream/DataWorker"),Z=D("./stream/Crc32Probe"),Y=D("./stream/DataLengthProbe");function U(J,K,Q,te,re){this.compressedSize=J,this.uncompressedSize=K,this.crc32=Q,this.compression=te,this.compressedContent=re}U.prototype={getContentWorker:function(){var J=new q(W.Promise.resolve(this.compressedContent)).pipe(this.compression.uncompressWorker()).pipe(new Y("data_length")),K=this;return J.on("end",function(){if(this.streamInfo.data_length!==K.uncompressedSize)throw new Error("Bug : uncompressed data size mismatch")}),J},getCompressedWorker:function(){return new q(W.Promise.resolve(this.compressedContent)).withStreamInfo("compressedSize",this.compressedSize).withStreamInfo("uncompressedSize",this.uncompressedSize).withStreamInfo("crc32",this.crc32).withStreamInfo("compression",this.compression)}},U.createWorkerFrom=function(J,K,Q){return J.pipe(new Z).pipe(new Y("uncompressedSize")).pipe(K.compressWorker(Q)).pipe(new Y("compressedSize")).withStreamInfo("compression",K)},R.exports=U},{"./external":6,"./stream/Crc32Probe":25,"./stream/DataLengthProbe":26,"./stream/DataWorker":27}],3:[function(D,R,G){var W=D("./stream/GenericWorker");G.STORE={magic:"\0\0",compressWorker:function(q){return new W("STORE compression")},uncompressWorker:function(){return new W("STORE decompression")}},G.DEFLATE=D("./flate")},{"./flate":7,"./stream/GenericWorker":28}],4:[function(D,R,G){var W=D("./utils"),q=function(){for(var Z,Y=[],U=0;U<256;U++){Z=U;for(var J=0;J<8;J++)Z=1&Z?3988292384^Z>>>1:Z>>>1;Y[U]=Z}return Y}();R.exports=function(Z,Y){return Z!==void 0&&Z.length?W.getTypeOf(Z)!=="string"?function(U,J,K,Q){var te=q,re=Q+K;U^=-1;for(var se=Q;se<re;se++)U=U>>>8^te[255&(U^J[se])];return-1^U}(0|Y,Z,Z.length,0):function(U,J,K,Q){var te=q,re=Q+K;U^=-1;for(var se=Q;se<re;se++)U=U>>>8^te[255&(U^J.charCodeAt(se))];return-1^U}(0|Y,Z,Z.length,0):0}},{"./utils":32}],5:[function(D,R,G){G.base64=!1,G.binary=!1,G.dir=!1,G.createFolders=!0,G.date=null,G.compression=null,G.compressionOptions=null,G.comment=null,G.unixPermissions=null,G.dosPermissions=null},{}],6:[function(D,R,G){var W=null;W=typeof Promise!="undefined"?Promise:D("lie"),R.exports={Promise:W}},{lie:37}],7:[function(D,R,G){var W=typeof Uint8Array!="undefined"&&typeof Uint16Array!="undefined"&&typeof Uint32Array!="undefined",q=D("pako"),Z=D("./utils"),Y=D("./stream/GenericWorker"),U=W?"uint8array":"array";function J(K,Q){Y.call(this,"FlateWorker/"+K),this._pako=null,this._pakoAction=K,this._pakoOptions=Q,this.meta={}}G.magic="\b\0",Z.inherits(J,Y),J.prototype.processChunk=function(K){this.meta=K.meta,this._pako===null&&this._createPako(),this._pako.push(Z.transformTo(U,K.data),!1)},J.prototype.flush=function(){Y.prototype.flush.call(this),this._pako===null&&this._createPako(),this._pako.push([],!0)},J.prototype.cleanUp=function(){Y.prototype.cleanUp.call(this),this._pako=null},J.prototype._createPako=function(){this._pako=new q[this._pakoAction]({raw:!0,level:this._pakoOptions.level||-1});var K=this;this._pako.onData=function(Q){K.push({data:Q,meta:K.meta})}},G.compressWorker=function(K){return new J("Deflate",K)},G.uncompressWorker=function(){return new J("Inflate",{})}},{"./stream/GenericWorker":28,"./utils":32,pako:38}],8:[function(D,R,G){var W=D("../utils"),q=D("../stream/GenericWorker"),Z=D("../utf8"),Y=D("../crc32"),U=D("../signature"),J=function(re,se){var ie,ae="";for(ie=0;ie<se;ie++)ae+=String.fromCharCode(255&re),re>>>=8;return ae},K=function(re,se,ie,ae,le,ue){var ce,de,ve=re.file,he=re.compression,me=ue!==Z.utf8encode,be=W.transformTo("string",ue(ve.name)),xe=W.transformTo("string",Z.utf8encode(ve.name)),Ae=ve.comment,Pe=W.transformTo("string",ue(Ae)),ze=W.transformTo("string",Z.utf8encode(Ae)),ge=xe.length!==ve.name.length,Te=ze.length!==Ae.length,Xe="",Se="",we="",Me=ve.dir,Ne=ve.date,Be={crc32:0,compressedSize:0,uncompressedSize:0};se&&!ie||(Be.crc32=re.crc32,Be.compressedSize=re.compressedSize,Be.uncompressedSize=re.uncompressedSize);var Le=0;se&&(Le|=8),me||!ge&&!Te||(Le|=2048);var ke,Re,Ie,Ye=0,tt=0;Me&&(Ye|=16),le==="UNIX"?(tt=798,Ye|=(ke=ve.unixPermissions,Re=Me,Ie=ke,ke||(Ie=Re?16893:33204),(65535&Ie)<<16)):(tt=20,Ye|=63&(ve.dosPermissions||0)),ce=Ne.getUTCHours(),ce<<=6,ce|=Ne.getUTCMinutes(),ce<<=5,ce|=Ne.getUTCSeconds()/2,de=Ne.getUTCFullYear()-1980,de<<=4,de|=Ne.getUTCMonth()+1,de<<=5,de|=Ne.getUTCDate(),ge&&(Se=J(1,1)+J(Y(be),4)+xe,Xe+="up"+J(Se.length,2)+Se),Te&&(we=J(1,1)+J(Y(Pe),4)+ze,Xe+="uc"+J(we.length,2)+we);var $e="";return $e+=`
\0`,$e+=J(Le,2),$e+=he.magic,$e+=J(ce,2),$e+=J(de,2),$e+=J(Be.crc32,4),$e+=J(Be.compressedSize,4),$e+=J(Be.uncompressedSize,4),$e+=J(be.length,2),$e+=J(Xe.length,2),{fileRecord:U.LOCAL_FILE_HEADER+$e+be+Xe,dirRecord:U.CENTRAL_FILE_HEADER+J(tt,2)+$e+J(Pe.length,2)+"\0\0\0\0"+J(Ye,4)+J(ae,4)+be+Xe+Pe}},Q=function(re){return U.DATA_DESCRIPTOR+J(re.crc32,4)+J(re.compressedSize,4)+J(re.uncompressedSize,4)};function te(re,se,ie,ae){q.call(this,"ZipFileWorker"),this.bytesWritten=0,this.zipComment=se,this.zipPlatform=ie,this.encodeFileName=ae,this.streamFiles=re,this.accumulate=!1,this.contentBuffer=[],this.dirRecords=[],this.currentSourceOffset=0,this.entriesCount=0,this.currentFile=null,this._sources=[]}W.inherits(te,q),te.prototype.push=function(re){var se=re.meta.percent||0,ie=this.entriesCount,ae=this._sources.length;this.accumulate?this.contentBuffer.push(re):(this.bytesWritten+=re.data.length,q.prototype.push.call(this,{data:re.data,meta:{currentFile:this.currentFile,percent:ie?(se+100*(ie-ae-1))/ie:100}}))},te.prototype.openedSource=function(re){this.currentSourceOffset=this.bytesWritten,this.currentFile=re.file.name;var se=this.streamFiles&&!re.file.dir;if(se){var ie=K(re,se,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:ie.fileRecord,meta:{percent:0}})}else this.accumulate=!0},te.prototype.closedSource=function(re){this.accumulate=!1;var se=this.streamFiles&&!re.file.dir,ie=K(re,se,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(ie.dirRecord),se)this.push({data:Q(re),meta:{percent:100}});else for(this.push({data:ie.fileRecord,meta:{percent:0}});this.contentBuffer.length;)this.push(this.contentBuffer.shift());this.currentFile=null},te.prototype.flush=function(){for(var re=this.bytesWritten,se=0;se<this.dirRecords.length;se++)this.push({data:this.dirRecords[se],meta:{percent:100}});var ie=this.bytesWritten-re,ae=function(le,ue,ce,de,ve){var he=W.transformTo("string",ve(de));return U.CENTRAL_DIRECTORY_END+"\0\0\0\0"+J(le,2)+J(le,2)+J(ue,4)+J(ce,4)+J(he.length,2)+he}(this.dirRecords.length,ie,re,this.zipComment,this.encodeFileName);this.push({data:ae,meta:{percent:100}})},te.prototype.prepareNextSource=function(){this.previous=this._sources.shift(),this.openedSource(this.previous.streamInfo),this.isPaused?this.previous.pause():this.previous.resume()},te.prototype.registerPrevious=function(re){this._sources.push(re);var se=this;return re.on("data",function(ie){se.processChunk(ie)}),re.on("end",function(){se.closedSource(se.previous.streamInfo),se._sources.length?se.prepareNextSource():se.end()}),re.on("error",function(ie){se.error(ie)}),this},te.prototype.resume=function(){return!!q.prototype.resume.call(this)&&(!this.previous&&this._sources.length?(this.prepareNextSource(),!0):this.previous||this._sources.length||this.generatedError?void 0:(this.end(),!0))},te.prototype.error=function(re){var se=this._sources;if(!q.prototype.error.call(this,re))return!1;for(var ie=0;ie<se.length;ie++)try{se[ie].error(re)}catch{}return!0},te.prototype.lock=function(){q.prototype.lock.call(this);for(var re=this._sources,se=0;se<re.length;se++)re[se].lock()},R.exports=te},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(D,R,G){var W=D("../compressions"),q=D("./ZipFileWorker");G.generateWorker=function(Z,Y,U){var J=new q(Y.streamFiles,U,Y.platform,Y.encodeFileName),K=0;try{Z.forEach(function(Q,te){K++;var re=function(le,ue){var ce=le||ue,de=W[ce];if(!de)throw new Error(ce+" is not a valid compression method !");return de}(te.options.compression,Y.compression),se=te.options.compressionOptions||Y.compressionOptions||{},ie=te.dir,ae=te.date;te._compressWorker(re,se).withStreamInfo("file",{name:Q,dir:ie,date:ae,comment:te.comment||"",unixPermissions:te.unixPermissions,dosPermissions:te.dosPermissions}).pipe(J)}),J.entriesCount=K}catch(Q){J.error(Q)}return J}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(D,R,G){function W(){if(!(this instanceof W))return new W;if(arguments.length)throw new Error("The constructor with parameters has been removed in JSZip 3.0, please check the upgrade guide.");this.files=Object.create(null),this.comment=null,this.root="",this.clone=function(){var q=new W;for(var Z in this)typeof this[Z]!="function"&&(q[Z]=this[Z]);return q}}W.prototype=D("./object"),W.prototype.loadAsync=D("./load"),W.support=D("./support"),W.defaults=D("./defaults"),W.version="3.10.0",W.loadAsync=function(q,Z){return new W().loadAsync(q,Z)},W.external=D("./external"),R.exports=W},{"./defaults":5,"./external":6,"./load":11,"./object":15,"./support":30}],11:[function(D,R,G){var W=D("./utils"),q=D("./external"),Z=D("./utf8"),Y=D("./zipEntries"),U=D("./stream/Crc32Probe"),J=D("./nodejsUtils");function K(Q){return new q.Promise(function(te,re){var se=Q.decompressed.getContentWorker().pipe(new U);se.on("error",function(ie){re(ie)}).on("end",function(){se.streamInfo.crc32!==Q.decompressed.crc32?re(new Error("Corrupted zip : CRC32 mismatch")):te()}).resume()})}R.exports=function(Q,te){var re=this;return te=W.extend(te||{},{base64:!1,checkCRC32:!1,optimizedBinaryString:!1,createFolders:!1,decodeFileName:Z.utf8decode}),J.isNode&&J.isStream(Q)?q.Promise.reject(new Error("JSZip can't accept a stream when loading a zip file.")):W.prepareContent("the loaded zip file",Q,!0,te.optimizedBinaryString,te.base64).then(function(se){var ie=new Y(te);return ie.load(se),ie}).then(function(se){var ie=[q.Promise.resolve(se)],ae=se.files;if(te.checkCRC32)for(var le=0;le<ae.length;le++)ie.push(K(ae[le]));return q.Promise.all(ie)}).then(function(se){for(var ie=se.shift(),ae=ie.files,le=0;le<ae.length;le++){var ue=ae[le],ce=ue.fileNameStr,de=W.resolve(ue.fileNameStr);re.file(de,ue.decompressed,{binary:!0,optimizedBinaryString:!0,date:ue.date,dir:ue.dir,comment:ue.fileCommentStr.length?ue.fileCommentStr:null,unixPermissions:ue.unixPermissions,dosPermissions:ue.dosPermissions,createFolders:te.createFolders}),ue.dir||(re.file(de).unsafeOriginalName=ce)}return ie.zipComment.length&&(re.comment=ie.zipComment),re})}},{"./external":6,"./nodejsUtils":14,"./stream/Crc32Probe":25,"./utf8":31,"./utils":32,"./zipEntries":33}],12:[function(D,R,G){var W=D("../utils"),q=D("../stream/GenericWorker");function Z(Y,U){q.call(this,"Nodejs stream input adapter for "+Y),this._upstreamEnded=!1,this._bindStream(U)}W.inherits(Z,q),Z.prototype._bindStream=function(Y){var U=this;this._stream=Y,Y.pause(),Y.on("data",function(J){U.push({data:J,meta:{percent:0}})}).on("error",function(J){U.isPaused?this.generatedError=J:U.error(J)}).on("end",function(){U.isPaused?U._upstreamEnded=!0:U.end()})},Z.prototype.pause=function(){return!!q.prototype.pause.call(this)&&(this._stream.pause(),!0)},Z.prototype.resume=function(){return!!q.prototype.resume.call(this)&&(this._upstreamEnded?this.end():this._stream.resume(),!0)},R.exports=Z},{"../stream/GenericWorker":28,"../utils":32}],13:[function(D,R,G){var W=D("readable-stream").Readable;function q(Z,Y,U){W.call(this,Y),this._helper=Z;var J=this;Z.on("data",function(K,Q){J.push(K)||J._helper.pause(),U&&U(Q)}).on("error",function(K){J.emit("error",K)}).on("end",function(){J.push(null)})}D("../utils").inherits(q,W),q.prototype._read=function(){this._helper.resume()},R.exports=q},{"../utils":32,"readable-stream":16}],14:[function(D,R,G){R.exports={isNode:typeof Buffer!="undefined",newBufferFrom:function(W,q){if(Buffer.from&&Buffer.from!==Uint8Array.from)return Buffer.from(W,q);if(typeof W=="number")throw new Error('The "data" argument must not be a number');return new Buffer(W,q)},allocBuffer:function(W){if(Buffer.alloc)return Buffer.alloc(W);var q=new Buffer(W);return q.fill(0),q},isBuffer:function(W){return Buffer.isBuffer(W)},isStream:function(W){return W&&typeof W.on=="function"&&typeof W.pause=="function"&&typeof W.resume=="function"}}},{}],15:[function(D,R,G){var W=D("./utf8"),q=D("./utils"),Z=D("./stream/GenericWorker"),Y=D("./stream/StreamHelper"),U=D("./defaults"),J=D("./compressedObject"),K=D("./zipObject"),Q=D("./generate"),te=D("./nodejsUtils"),re=D("./nodejs/NodejsStreamInputAdapter"),se=function(de,ve,he){var me,be=q.getTypeOf(ve),xe=q.extend(he||{},U);xe.date=xe.date||new Date,xe.compression!==null&&(xe.compression=xe.compression.toUpperCase()),typeof xe.unixPermissions=="string"&&(xe.unixPermissions=parseInt(xe.unixPermissions,8)),xe.unixPermissions&&16384&xe.unixPermissions&&(xe.dir=!0),xe.dosPermissions&&16&xe.dosPermissions&&(xe.dir=!0),xe.dir&&(de=ae(de)),xe.createFolders&&(me=ie(de))&&le.call(this,me,!0);var Ae=be==="string"&&xe.binary===!1&&xe.base64===!1;he&&he.binary!==void 0||(xe.binary=!Ae),(ve instanceof J&&ve.uncompressedSize===0||xe.dir||!ve||ve.length===0)&&(xe.base64=!1,xe.binary=!0,ve="",xe.compression="STORE",be="string");var Pe=null;Pe=ve instanceof J||ve instanceof Z?ve:te.isNode&&te.isStream(ve)?new re(de,ve):q.prepareContent(de,ve,xe.binary,xe.optimizedBinaryString,xe.base64);var ze=new K(de,Pe,xe);this.files[de]=ze},ie=function(de){de.slice(-1)==="/"&&(de=de.substring(0,de.length-1));var ve=de.lastIndexOf("/");return ve>0?de.substring(0,ve):""},ae=function(de){return de.slice(-1)!=="/"&&(de+="/"),de},le=function(de,ve){return ve=ve!==void 0?ve:U.createFolders,de=ae(de),this.files[de]||se.call(this,de,null,{dir:!0,createFolders:ve}),this.files[de]};function ue(de){return Object.prototype.toString.call(de)==="[object RegExp]"}var ce={load:function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},forEach:function(de){var ve,he,me;for(ve in this.files)me=this.files[ve],(he=ve.slice(this.root.length,ve.length))&&ve.slice(0,this.root.length)===this.root&&de(he,me)},filter:function(de){var ve=[];return this.forEach(function(he,me){de(he,me)&&ve.push(me)}),ve},file:function(de,ve,he){if(arguments.length===1){if(ue(de)){var me=de;return 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re,se,ie,ae=te.index+this.extraFieldsLength;for(this.extraFields||(this.extraFields={});te.index+4<ae;)re=te.readInt(2),se=te.readInt(2),ie=te.readData(se),this.extraFields[re]={id:re,length:se,value:ie};te.setIndex(ae)},handleUTF8:function(){var te=K.uint8array?"uint8array":"array";if(this.useUTF8())this.fileNameStr=U.utf8decode(this.fileName),this.fileCommentStr=U.utf8decode(this.fileComment);else{var re=this.findExtraFieldUnicodePath();if(re!==null)this.fileNameStr=re;else{var se=q.transformTo(te,this.fileName);this.fileNameStr=this.loadOptions.decodeFileName(se)}var ie=this.findExtraFieldUnicodeComment();if(ie!==null)this.fileCommentStr=ie;else{var ae=q.transformTo(te,this.fileComment);this.fileCommentStr=this.loadOptions.decodeFileName(ae)}}},findExtraFieldUnicodePath:function(){var te=this.extraFields[28789];if(te){var re=W(te.value);return re.readInt(1)!==1||Y(this.fileName)!==re.readInt(4)?null:U.utf8decode(re.readData(te.length-5))}return 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q.Buf16(573),te(this.depth),this.l_buf=0,this.lit_bufsize=0,this.last_lit=0,this.d_buf=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}function me(Ae){var Pe;return Ae&&Ae.state?(Ae.total_in=Ae.total_out=0,Ae.data_type=2,(Pe=Ae.state).pending=0,Pe.pending_out=0,Pe.wrap<0&&(Pe.wrap=-Pe.wrap),Pe.status=Pe.wrap?42:113,Ae.adler=Pe.wrap===2?0:1,Pe.last_flush=0,Z._tr_init(Pe),0):K(Ae,-2)}function be(Ae){var Pe=me(Ae);return Pe===0&&function(ze){ze.window_size=2*ze.w_size,te(ze.head),ze.max_lazy_match=W[ze.level].max_lazy,ze.good_match=W[ze.level].good_length,ze.nice_match=W[ze.level].nice_length,ze.max_chain_length=W[ze.level].max_chain,ze.strstart=0,ze.block_start=0,ze.lookahead=0,ze.insert=0,ze.match_length=ze.prev_length=2,ze.match_available=0,ze.ins_h=0}(Ae.state),Pe}function xe(Ae,Pe,ze,ge,Te,Xe){if(!Ae)return-2;var Se=1;if(Pe===-1&&(Pe=6),ge<0?(Se=0,ge=-ge):ge>15&&(Se=2,ge-=16),Te<1||Te>9||ze!==8||ge<8||ge>15||Pe<0||Pe>9||Xe<0||Xe>4)return K(Ae,-2);ge===8&&(ge=9);var we=new he;return Ae.state=we,we.strm=Ae,we.wrap=Se,we.gzhead=null,we.w_bits=ge,we.w_size=1<<we.w_bits,we.w_mask=we.w_size-1,we.hash_bits=Te+7,we.hash_size=1<<we.hash_bits,we.hash_mask=we.hash_size-1,we.hash_shift=~~((we.hash_bits+3-1)/3),we.window=new q.Buf8(2*we.w_size),we.head=new q.Buf16(we.hash_size),we.prev=new q.Buf16(we.w_size),we.lit_bufsize=1<<Te+6,we.pending_buf_size=4*we.lit_bufsize,we.pending_buf=new q.Buf8(we.pending_buf_size),we.d_buf=1*we.lit_bufsize,we.l_buf=3*we.lit_bufsize,we.level=Pe,we.strategy=Xe,we.method=ze,be(Ae)}W=[new ve(0,0,0,0,function(Ae,Pe){var ze=65535;for(ze>Ae.pending_buf_size-5&&(ze=Ae.pending_buf_size-5);;){if(Ae.lookahead<=1){if(ue(Ae),Ae.lookahead===0&&Pe===0)return 1;if(Ae.lookahead===0)break}Ae.strstart+=Ae.lookahead,Ae.lookahead=0;var ge=Ae.block_start+ze;if((Ae.strstart===0||Ae.strstart>=ge)&&(Ae.lookahead=Ae.strstart-ge,Ae.strstart=ge,se(Ae,!1),Ae.strm.avail_out===0)||Ae.strstart-Ae.block_start>=Ae.w_size-262&&(se(Ae,!1),Ae.strm.avail_out===0))return 1}return Ae.insert=0,Pe===4?(se(Ae,!0),Ae.strm.avail_out===0?3:4):(Ae.strstart>Ae.block_start&&(se(Ae,!1),Ae.strm.avail_out),1)}),new ve(4,4,8,4,ce),new ve(4,5,16,8,ce),new ve(4,6,32,32,ce),new ve(4,4,16,16,de),new ve(8,16,32,32,de),new ve(8,16,128,128,de),new ve(8,32,128,256,de),new ve(32,128,258,1024,de),new ve(32,258,258,4096,de)],G.deflateInit=function(Ae,Pe){return xe(Ae,Pe,8,15,8,0)},G.deflateInit2=xe,G.deflateReset=be,G.deflateResetKeep=me,G.deflateSetHeader=function(Ae,Pe){return Ae&&Ae.state?Ae.state.wrap!==2?-2:(Ae.state.gzhead=Pe,0):-2},G.deflate=function(Ae,Pe){var ze,ge,Te,Xe;if(!Ae||!Ae.state||Pe>5||Pe<0)return Ae?K(Ae,-2):-2;if(ge=Ae.state,!Ae.output||!Ae.input&&Ae.avail_in!==0||ge.status===666&&Pe!==4)return K(Ae,Ae.avail_out===0?-5:-2);if(ge.strm=Ae,ze=ge.last_flush,ge.last_flush=Pe,ge.status===42)if(ge.wrap===2)Ae.adler=0,ie(ge,31),ie(ge,139),ie(ge,8),ge.gzhead?(ie(ge,(ge.gzhead.text?1:0)+(ge.gzhead.hcrc?2:0)+(ge.gzhead.extra?4:0)+(ge.gzhead.name?8:0)+(ge.gzhead.comment?16:0)),ie(ge,255&ge.gzhead.time),ie(ge,ge.gzhead.time>>8&255),ie(ge,ge.gzhead.time>>16&255),ie(ge,ge.gzhead.time>>24&255),ie(ge,ge.level===9?2:ge.strategy>=2||ge.level<2?4:0),ie(ge,255&ge.gzhead.os),ge.gzhead.extra&&ge.gzhead.extra.length&&(ie(ge,255&ge.gzhead.extra.length),ie(ge,ge.gzhead.extra.length>>8&255)),ge.gzhead.hcrc&&(Ae.adler=U(Ae.adler,ge.pending_buf,ge.pending,0)),ge.gzindex=0,ge.status=69):(ie(ge,0),ie(ge,0),ie(ge,0),ie(ge,0),ie(ge,0),ie(ge,ge.level===9?2:ge.strategy>=2||ge.level<2?4:0),ie(ge,3),ge.status=113);else{var 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ge.status=73;if(ge.status===73)if(ge.gzhead.name){Te=ge.pending;do{if(ge.pending===ge.pending_buf_size&&(ge.gzhead.hcrc&&ge.pending>Te&&(Ae.adler=U(Ae.adler,ge.pending_buf,ge.pending-Te,Te)),re(Ae),Te=ge.pending,ge.pending===ge.pending_buf_size)){Xe=1;break}Xe=ge.gzindex<ge.gzhead.name.length?255&ge.gzhead.name.charCodeAt(ge.gzindex++):0,ie(ge,Xe)}while(Xe!==0);ge.gzhead.hcrc&&ge.pending>Te&&(Ae.adler=U(Ae.adler,ge.pending_buf,ge.pending-Te,Te)),Xe===0&&(ge.gzindex=0,ge.status=91)}else ge.status=91;if(ge.status===91)if(ge.gzhead.comment){Te=ge.pending;do{if(ge.pending===ge.pending_buf_size&&(ge.gzhead.hcrc&&ge.pending>Te&&(Ae.adler=U(Ae.adler,ge.pending_buf,ge.pending-Te,Te)),re(Ae),Te=ge.pending,ge.pending===ge.pending_buf_size)){Xe=1;break}Xe=ge.gzindex<ge.gzhead.comment.length?255&ge.gzhead.comment.charCodeAt(ge.gzindex++):0,ie(ge,Xe)}while(Xe!==0);ge.gzhead.hcrc&&ge.pending>Te&&(Ae.adler=U(Ae.adler,ge.pending_buf,ge.pending-Te,Te)),Xe===0&&(ge.status=103)}else ge.status=103;if(ge.status===103&&(ge.gzhead.hcrc?(ge.pending+2>ge.pending_buf_size&&re(Ae),ge.pending+2<=ge.pending_buf_size&&(ie(ge,255&Ae.adler),ie(ge,Ae.adler>>8&255),Ae.adler=0,ge.status=113)):ge.status=113),ge.pending!==0){if(re(Ae),Ae.avail_out===0)return ge.last_flush=-1,0}else if(Ae.avail_in===0&&Q(Pe)<=Q(ze)&&Pe!==4)return K(Ae,-5);if(ge.status===666&&Ae.avail_in!==0)return K(Ae,-5);if(Ae.avail_in!==0||ge.lookahead!==0||Pe!==0&&ge.status!==666){var we=ge.strategy===2?function(Me,Ne){for(var Be;;){if(Me.lookahead===0&&(ue(Me),Me.lookahead===0)){if(Ne===0)return 1;break}if(Me.match_length=0,Be=Z._tr_tally(Me,0,Me.window[Me.strstart]),Me.lookahead--,Me.strstart++,Be&&(se(Me,!1),Me.strm.avail_out===0))return 1}return Me.insert=0,Ne===4?(se(Me,!0),Me.strm.avail_out===0?3:4):Me.last_lit&&(se(Me,!1),Me.strm.avail_out===0)?1:2}(ge,Pe):ge.strategy===3?function(Me,Ne){for(var Be,Le,ke,Re,Ie=Me.window;;){if(Me.lookahead<=258){if(ue(Me),Me.lookahead<=258&&Ne===0)return 1;if(Me.lookahead===0)break}if(Me.match_length=0,Me.lookahead>=3&&Me.strstart>0&&(Le=Ie[ke=Me.strstart-1])===Ie[++ke]&&Le===Ie[++ke]&&Le===Ie[++ke]){Re=Me.strstart+258;do;while(Le===Ie[++ke]&&Le===Ie[++ke]&&Le===Ie[++ke]&&Le===Ie[++ke]&&Le===Ie[++ke]&&Le===Ie[++ke]&&Le===Ie[++ke]&&Le===Ie[++ke]&&ke<Re);Me.match_length=258-(Re-ke),Me.match_length>Me.lookahead&&(Me.match_length=Me.lookahead)}if(Me.match_length>=3?(Be=Z._tr_tally(Me,1,Me.match_length-3),Me.lookahead-=Me.match_length,Me.strstart+=Me.match_length,Me.match_length=0):(Be=Z._tr_tally(Me,0,Me.window[Me.strstart]),Me.lookahead--,Me.strstart++),Be&&(se(Me,!1),Me.strm.avail_out===0))return 1}return Me.insert=0,Ne===4?(se(Me,!0),Me.strm.avail_out===0?3:4):Me.last_lit&&(se(Me,!1),Me.strm.avail_out===0)?1:2}(ge,Pe):W[ge.level].func(ge,Pe);if(we!==3&&we!==4||(ge.status=666),we===1||we===3)return Ae.avail_out===0&&(ge.last_flush=-1),0;if(we===2&&(Pe===1?Z._tr_align(ge):Pe!==5&&(Z._tr_stored_block(ge,0,0,!1),Pe===3&&(te(ge.head),ge.lookahead===0&&(ge.strstart=0,ge.block_start=0,ge.insert=0))),re(Ae),Ae.avail_out===0))return ge.last_flush=-1,0}return Pe!==4?0:ge.wrap<=0?1:(ge.wrap===2?(ie(ge,255&Ae.adler),ie(ge,Ae.adler>>8&255),ie(ge,Ae.adler>>16&255),ie(ge,Ae.adler>>24&255),ie(ge,255&Ae.total_in),ie(ge,Ae.total_in>>8&255),ie(ge,Ae.total_in>>16&255),ie(ge,Ae.total_in>>24&255)):(ae(ge,Ae.adler>>>16),ae(ge,65535&Ae.adler)),re(Ae),ge.wrap>0&&(ge.wrap=-ge.wrap),ge.pending!==0?0:1)},G.deflateEnd=function(Ae){var Pe;return Ae&&Ae.state?(Pe=Ae.state.status)!==42&&Pe!==69&&Pe!==73&&Pe!==91&&Pe!==103&&Pe!==113&&Pe!==666?K(Ae,-2):(Ae.state=null,Pe===113?K(Ae,-3):0):-2},G.deflateSetDictionary=function(Ae,Pe){var ze,ge,Te,Xe,Se,we,Me,Ne,Be=Pe.length;if(!Ae||!Ae.state||(Xe=(ze=Ae.state).wrap)===2||Xe===1&&ze.status!==42||ze.lookahead)return-2;for(Xe===1&&(Ae.adler=Y(Ae.adler,Pe,Be,0)),ze.wrap=0,Be>=ze.w_size&&(Xe===0&&(te(ze.head),ze.strstart=0,ze.block_start=0,ze.insert=0),Ne=new q.Buf8(ze.w_size),q.arraySet(Ne,Pe,Be-ze.w_size,ze.w_size,0),Pe=Ne,Be=ze.w_size),Se=Ae.avail_in,we=Ae.next_in,Me=Ae.input,Ae.avail_in=Be,Ae.next_in=0,Ae.input=Pe,ue(ze);ze.lookahead>=3;){ge=ze.strstart,Te=ze.lookahead-2;do ze.ins_h=(ze.ins_h<<ze.hash_shift^ze.window[ge+3-1])&ze.hash_mask,ze.prev[ge&ze.w_mask]=ze.head[ze.ins_h],ze.head[ze.ins_h]=ge,ge++;while(--Te);ze.strstart=ge,ze.lookahead=2,ue(ze)}return ze.strstart+=ze.lookahead,ze.block_start=ze.strstart,ze.insert=ze.lookahead,ze.lookahead=0,ze.match_length=ze.prev_length=2,ze.match_available=0,Ae.next_in=we,Ae.input=Me,Ae.avail_in=Se,ze.wrap=Xe,0},G.deflateInfo="pako deflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./messages":51,"./trees":52}],47:[function(D,R,G){R.exports=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1}},{}],48:[function(D,R,G){R.exports=function(W,q){var Z,Y,U,J,K,Q,te,re,se,ie,ae,le,ue,ce,de,ve,he,me,be,xe,Ae,Pe,ze,ge,Te;Z=W.state,Y=W.next_in,ge=W.input,U=Y+(W.avail_in-5),J=W.next_out,Te=W.output,K=J-(q-W.avail_out),Q=J+(W.avail_out-257),te=Z.dmax,re=Z.wsize,se=Z.whave,ie=Z.wnext,ae=Z.window,le=Z.hold,ue=Z.bits,ce=Z.lencode,de=Z.distcode,ve=(1<<Z.lenbits)-1,he=(1<<Z.distbits)-1;e:do{ue<15&&(le+=ge[Y++]<<ue,ue+=8,le+=ge[Y++]<<ue,ue+=8),me=ce[le&ve];t:for(;;){if(le>>>=be=me>>>24,ue-=be,(be=me>>>16&255)===0)Te[J++]=65535&me;else{if(!(16&be)){if((64&be)==0){me=ce[(65535&me)+(le&(1<<be)-1)];continue t}if(32&be){Z.mode=12;break e}W.msg="invalid literal/length code",Z.mode=30;break 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Te[J++]=ae[Pe++];while(--be);Pe=J-Ae,ze=Te}for(;xe>2;)Te[J++]=ze[Pe++],Te[J++]=ze[Pe++],Te[J++]=ze[Pe++],xe-=3;xe&&(Te[J++]=ze[Pe++],xe>1&&(Te[J++]=ze[Pe++]))}else{Pe=J-Ae;do Te[J++]=Te[Pe++],Te[J++]=Te[Pe++],Te[J++]=Te[Pe++],xe-=3;while(xe>2);xe&&(Te[J++]=Te[Pe++],xe>1&&(Te[J++]=Te[Pe++]))}break}}break}}while(Y<U&&J<Q);Y-=xe=ue>>3,le&=(1<<(ue-=xe<<3))-1,W.next_in=Y,W.next_out=J,W.avail_in=Y<U?U-Y+5:5-(Y-U),W.avail_out=J<Q?Q-J+257:257-(J-Q),Z.hold=le,Z.bits=ue}},{}],49:[function(D,R,G){var W=D("../utils/common"),q=D("./adler32"),Z=D("./crc32"),Y=D("./inffast"),U=D("./inftrees");function J(de){return(de>>>24&255)+(de>>>8&65280)+((65280&de)<<8)+((255&de)<<24)}function K(){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 W.Buf16(320),this.work=new W.Buf16(288),this.lendyn=null,this.distdyn=null,this.sane=0,this.back=0,this.was=0}function Q(de){var ve;return de&&de.state?(ve=de.state,de.total_in=de.total_out=ve.total=0,de.msg="",ve.wrap&&(de.adler=1&ve.wrap),ve.mode=1,ve.last=0,ve.havedict=0,ve.dmax=32768,ve.head=null,ve.hold=0,ve.bits=0,ve.lencode=ve.lendyn=new W.Buf32(852),ve.distcode=ve.distdyn=new W.Buf32(592),ve.sane=1,ve.back=-1,0):-2}function te(de){var ve;return de&&de.state?((ve=de.state).wsize=0,ve.whave=0,ve.wnext=0,Q(de)):-2}function re(de,ve){var he,me;return de&&de.state?(me=de.state,ve<0?(he=0,ve=-ve):(he=1+(ve>>4),ve<48&&(ve&=15)),ve&&(ve<8||ve>15)?-2:(me.window!==null&&me.wbits!==ve&&(me.window=null),me.wrap=he,me.wbits=ve,te(de))):-2}function se(de,ve){var he,me;return de?(me=new K,de.state=me,me.window=null,(he=re(de,ve))!==0&&(de.state=null),he):-2}var ie,ae,le=!0;function ue(de){if(le){var ve;for(ie=new W.Buf32(512),ae=new W.Buf32(32),ve=0;ve<144;)de.lens[ve++]=8;for(;ve<256;)de.lens[ve++]=9;for(;ve<280;)de.lens[ve++]=7;for(;ve<288;)de.lens[ve++]=8;for(U(1,de.lens,0,288,ie,0,de.work,{bits:9}),ve=0;ve<32;)de.lens[ve++]=5;U(2,de.lens,0,32,ae,0,de.work,{bits:5}),le=!1}de.lencode=ie,de.lenbits=9,de.distcode=ae,de.distbits=5}function ce(de,ve,he,me){var be,xe=de.state;return xe.window===null&&(xe.wsize=1<<xe.wbits,xe.wnext=0,xe.whave=0,xe.window=new W.Buf8(xe.wsize)),me>=xe.wsize?(W.arraySet(xe.window,ve,he-xe.wsize,xe.wsize,0),xe.wnext=0,xe.whave=xe.wsize):((be=xe.wsize-xe.wnext)>me&&(be=me),W.arraySet(xe.window,ve,he-me,be,xe.wnext),(me-=be)?(W.arraySet(xe.window,ve,he-me,me,0),xe.wnext=me,xe.whave=xe.wsize):(xe.wnext+=be,xe.wnext===xe.wsize&&(xe.wnext=0),xe.whave<xe.wsize&&(xe.whave+=be))),0}G.inflateReset=te,G.inflateReset2=re,G.inflateResetKeep=Q,G.inflateInit=function(de){return se(de,15)},G.inflateInit2=se,G.inflate=function(de,ve){var he,me,be,xe,Ae,Pe,ze,ge,Te,Xe,Se,we,Me,Ne,Be,Le,ke,Re,Ie,Ye,tt,$e,st,pt,ht=0,gt=new W.Buf8(4),De=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15];if(!de||!de.state||!de.output||!de.input&&de.avail_in!==0)return-2;(he=de.state).mode===12&&(he.mode=13),Ae=de.next_out,be=de.output,ze=de.avail_out,xe=de.next_in,me=de.input,Pe=de.avail_in,ge=he.hold,Te=he.bits,Xe=Pe,Se=ze,$e=0;e:for(;;)switch(he.mode){case 1:if(he.wrap===0){he.mode=13;break}for(;Te<16;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}if(2&he.wrap&&ge===35615){he.check=0,gt[0]=255&ge,gt[1]=ge>>>8&255,he.check=Z(he.check,gt,2,0),ge=0,Te=0,he.mode=2;break}if(he.flags=0,he.head&&(he.head.done=!1),!(1&he.wrap)||(((255&ge)<<8)+(ge>>8))%31){de.msg="incorrect header check",he.mode=30;break}if((15&ge)!=8){de.msg="unknown compression method",he.mode=30;break}if(Te-=4,tt=8+(15&(ge>>>=4)),he.wbits===0)he.wbits=tt;else if(tt>he.wbits){de.msg="invalid window size",he.mode=30;break}he.dmax=1<<tt,de.adler=he.check=1,he.mode=512&ge?10:12,ge=0,Te=0;break;case 2:for(;Te<16;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}if(he.flags=ge,(255&he.flags)!=8){de.msg="unknown compression method",he.mode=30;break}if(57344&he.flags){de.msg="unknown header flags set",he.mode=30;break}he.head&&(he.head.text=ge>>8&1),512&he.flags&&(gt[0]=255&ge,gt[1]=ge>>>8&255,he.check=Z(he.check,gt,2,0)),ge=0,Te=0,he.mode=3;case 3:for(;Te<32;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}he.head&&(he.head.time=ge),512&he.flags&&(gt[0]=255&ge,gt[1]=ge>>>8&255,gt[2]=ge>>>16&255,gt[3]=ge>>>24&255,he.check=Z(he.check,gt,4,0)),ge=0,Te=0,he.mode=4;case 4:for(;Te<16;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}he.head&&(he.head.xflags=255&ge,he.head.os=ge>>8),512&he.flags&&(gt[0]=255&ge,gt[1]=ge>>>8&255,he.check=Z(he.check,gt,2,0)),ge=0,Te=0,he.mode=5;case 5:if(1024&he.flags){for(;Te<16;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}he.length=ge,he.head&&(he.head.extra_len=ge),512&he.flags&&(gt[0]=255&ge,gt[1]=ge>>>8&255,he.check=Z(he.check,gt,2,0)),ge=0,Te=0}else he.head&&(he.head.extra=null);he.mode=6;case 6:if(1024&he.flags&&((we=he.length)>Pe&&(we=Pe),we&&(he.head&&(tt=he.head.extra_len-he.length,he.head.extra||(he.head.extra=new Array(he.head.extra_len)),W.arraySet(he.head.extra,me,xe,we,tt)),512&he.flags&&(he.check=Z(he.check,me,we,xe)),Pe-=we,xe+=we,he.length-=we),he.length))break e;he.length=0,he.mode=7;case 7:if(2048&he.flags){if(Pe===0)break e;we=0;do tt=me[xe+we++],he.head&&tt&&he.length<65536&&(he.head.name+=String.fromCharCode(tt));while(tt&&we<Pe);if(512&he.flags&&(he.check=Z(he.check,me,we,xe)),Pe-=we,xe+=we,tt)break e}else he.head&&(he.head.name=null);he.length=0,he.mode=8;case 8:if(4096&he.flags){if(Pe===0)break e;we=0;do tt=me[xe+we++],he.head&&tt&&he.length<65536&&(he.head.comment+=String.fromCharCode(tt));while(tt&&we<Pe);if(512&he.flags&&(he.check=Z(he.check,me,we,xe)),Pe-=we,xe+=we,tt)break e}else he.head&&(he.head.comment=null);he.mode=9;case 9:if(512&he.flags){for(;Te<16;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}if(ge!==(65535&he.check)){de.msg="header crc mismatch",he.mode=30;break}ge=0,Te=0}he.head&&(he.head.hcrc=he.flags>>9&1,he.head.done=!0),de.adler=he.check=0,he.mode=12;break;case 10:for(;Te<32;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}de.adler=he.check=J(ge),ge=0,Te=0,he.mode=11;case 11:if(he.havedict===0)return de.next_out=Ae,de.avail_out=ze,de.next_in=xe,de.avail_in=Pe,he.hold=ge,he.bits=Te,2;de.adler=he.check=1,he.mode=12;case 12:if(ve===5||ve===6)break e;case 13:if(he.last){ge>>>=7&Te,Te-=7&Te,he.mode=27;break}for(;Te<3;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}switch(he.last=1&ge,Te-=1,3&(ge>>>=1)){case 0:he.mode=14;break;case 1:if(ue(he),he.mode=20,ve===6){ge>>>=2,Te-=2;break e}break;case 2:he.mode=17;break;case 3:de.msg="invalid block type",he.mode=30}ge>>>=2,Te-=2;break;case 14:for(ge>>>=7&Te,Te-=7&Te;Te<32;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}if((65535&ge)!=(ge>>>16^65535)){de.msg="invalid stored block lengths",he.mode=30;break}if(he.length=65535&ge,ge=0,Te=0,he.mode=15,ve===6)break e;case 15:he.mode=16;case 16:if(we=he.length){if(we>Pe&&(we=Pe),we>ze&&(we=ze),we===0)break e;W.arraySet(be,me,xe,we,Ae),Pe-=we,xe+=we,ze-=we,Ae+=we,he.length-=we;break}he.mode=12;break;case 17:for(;Te<14;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}if(he.nlen=257+(31&ge),ge>>>=5,Te-=5,he.ndist=1+(31&ge),ge>>>=5,Te-=5,he.ncode=4+(15&ge),ge>>>=4,Te-=4,he.nlen>286||he.ndist>30){de.msg="too many length or distance symbols",he.mode=30;break}he.have=0,he.mode=18;case 18:for(;he.have<he.ncode;){for(;Te<3;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}he.lens[De[he.have++]]=7&ge,ge>>>=3,Te-=3}for(;he.have<19;)he.lens[De[he.have++]]=0;if(he.lencode=he.lendyn,he.lenbits=7,st={bits:he.lenbits},$e=U(0,he.lens,0,19,he.lencode,0,he.work,st),he.lenbits=st.bits,$e){de.msg="invalid code lengths set",he.mode=30;break}he.have=0,he.mode=19;case 19:for(;he.have<he.nlen+he.ndist;){for(;Le=(ht=he.lencode[ge&(1<<he.lenbits)-1])>>>16&255,ke=65535&ht,!((Be=ht>>>24)<=Te);){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}if(ke<16)ge>>>=Be,Te-=Be,he.lens[he.have++]=ke;else{if(ke===16){for(pt=Be+2;Te<pt;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}if(ge>>>=Be,Te-=Be,he.have===0){de.msg="invalid bit length repeat",he.mode=30;break}tt=he.lens[he.have-1],we=3+(3&ge),ge>>>=2,Te-=2}else if(ke===17){for(pt=Be+3;Te<pt;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}Te-=Be,tt=0,we=3+(7&(ge>>>=Be)),ge>>>=3,Te-=3}else{for(pt=Be+7;Te<pt;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}Te-=Be,tt=0,we=11+(127&(ge>>>=Be)),ge>>>=7,Te-=7}if(he.have+we>he.nlen+he.ndist){de.msg="invalid bit length repeat",he.mode=30;break}for(;we--;)he.lens[he.have++]=tt}}if(he.mode===30)break;if(he.lens[256]===0){de.msg="invalid code -- missing end-of-block",he.mode=30;break}if(he.lenbits=9,st={bits:he.lenbits},$e=U(1,he.lens,0,he.nlen,he.lencode,0,he.work,st),he.lenbits=st.bits,$e){de.msg="invalid literal/lengths set",he.mode=30;break}if(he.distbits=6,he.distcode=he.distdyn,st={bits:he.distbits},$e=U(2,he.lens,he.nlen,he.ndist,he.distcode,0,he.work,st),he.distbits=st.bits,$e){de.msg="invalid distances set",he.mode=30;break}if(he.mode=20,ve===6)break e;case 20:he.mode=21;case 21:if(Pe>=6&&ze>=258){de.next_out=Ae,de.avail_out=ze,de.next_in=xe,de.avail_in=Pe,he.hold=ge,he.bits=Te,Y(de,Se),Ae=de.next_out,be=de.output,ze=de.avail_out,xe=de.next_in,me=de.input,Pe=de.avail_in,ge=he.hold,Te=he.bits,he.mode===12&&(he.back=-1);break}for(he.back=0;Le=(ht=he.lencode[ge&(1<<he.lenbits)-1])>>>16&255,ke=65535&ht,!((Be=ht>>>24)<=Te);){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}if(Le&&(240&Le)==0){for(Re=Be,Ie=Le,Ye=ke;Le=(ht=he.lencode[Ye+((ge&(1<<Re+Ie)-1)>>Re)])>>>16&255,ke=65535&ht,!(Re+(Be=ht>>>24)<=Te);){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}ge>>>=Re,Te-=Re,he.back+=Re}if(ge>>>=Be,Te-=Be,he.back+=Be,he.length=ke,Le===0){he.mode=26;break}if(32&Le){he.back=-1,he.mode=12;break}if(64&Le){de.msg="invalid literal/length code",he.mode=30;break}he.extra=15&Le,he.mode=22;case 22:if(he.extra){for(pt=he.extra;Te<pt;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}he.length+=ge&(1<<he.extra)-1,ge>>>=he.extra,Te-=he.extra,he.back+=he.extra}he.was=he.length,he.mode=23;case 23:for(;Le=(ht=he.distcode[ge&(1<<he.distbits)-1])>>>16&255,ke=65535&ht,!((Be=ht>>>24)<=Te);){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}if((240&Le)==0){for(Re=Be,Ie=Le,Ye=ke;Le=(ht=he.distcode[Ye+((ge&(1<<Re+Ie)-1)>>Re)])>>>16&255,ke=65535&ht,!(Re+(Be=ht>>>24)<=Te);){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}ge>>>=Re,Te-=Re,he.back+=Re}if(ge>>>=Be,Te-=Be,he.back+=Be,64&Le){de.msg="invalid distance code",he.mode=30;break}he.offset=ke,he.extra=15&Le,he.mode=24;case 24:if(he.extra){for(pt=he.extra;Te<pt;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}he.offset+=ge&(1<<he.extra)-1,ge>>>=he.extra,Te-=he.extra,he.back+=he.extra}if(he.offset>he.dmax){de.msg="invalid distance too far back",he.mode=30;break}he.mode=25;case 25:if(ze===0)break e;if(we=Se-ze,he.offset>we){if((we=he.offset-we)>he.whave&&he.sane){de.msg="invalid distance too far back",he.mode=30;break}we>he.wnext?(we-=he.wnext,Me=he.wsize-we):Me=he.wnext-we,we>he.length&&(we=he.length),Ne=he.window}else Ne=be,Me=Ae-he.offset,we=he.length;we>ze&&(we=ze),ze-=we,he.length-=we;do be[Ae++]=Ne[Me++];while(--we);he.length===0&&(he.mode=21);break;case 26:if(ze===0)break e;be[Ae++]=he.length,ze--,he.mode=21;break;case 27:if(he.wrap){for(;Te<32;){if(Pe===0)break e;Pe--,ge|=me[xe++]<<Te,Te+=8}if(Se-=ze,de.total_out+=Se,he.total+=Se,Se&&(de.adler=he.check=he.flags?Z(he.check,be,Se,Ae-Se):q(he.check,be,Se,Ae-Se)),Se=ze,(he.flags?ge:J(ge))!==he.check){de.msg="incorrect data check",he.mode=30;break}ge=0,Te=0}he.mode=28;case 28:if(he.wrap&&he.flags){for(;Te<32;){if(Pe===0)break e;Pe--,ge+=me[xe++]<<Te,Te+=8}if(ge!==(4294967295&he.total)){de.msg="incorrect length check",he.mode=30;break}ge=0,Te=0}he.mode=29;case 29:$e=1;break e;case 30:$e=-3;break e;case 31:return-4;case 32:default:return-2}return de.next_out=Ae,de.avail_out=ze,de.next_in=xe,de.avail_in=Pe,he.hold=ge,he.bits=Te,(he.wsize||Se!==de.avail_out&&he.mode<30&&(he.mode<27||ve!==4))&&ce(de,de.output,de.next_out,Se-de.avail_out)?(he.mode=31,-4):(Xe-=de.avail_in,Se-=de.avail_out,de.total_in+=Xe,de.total_out+=Se,he.total+=Se,he.wrap&&Se&&(de.adler=he.check=he.flags?Z(he.check,be,Se,de.next_out-Se):q(he.check,be,Se,de.next_out-Se)),de.data_type=he.bits+(he.last?64:0)+(he.mode===12?128:0)+(he.mode===20||he.mode===15?256:0),(Xe===0&&Se===0||ve===4)&&$e===0&&($e=-5),$e)},G.inflateEnd=function(de){if(!de||!de.state)return-2;var ve=de.state;return ve.window&&(ve.window=null),de.state=null,0},G.inflateGetHeader=function(de,ve){var he;return de&&de.state?(2&(he=de.state).wrap)==0?-2:(he.head=ve,ve.done=!1,0):-2},G.inflateSetDictionary=function(de,ve){var he,me=ve.length;return de&&de.state?(he=de.state).wrap!==0&&he.mode!==11?-2:he.mode===11&&q(1,ve,me,0)!==he.check?-3:ce(de,ve,me,me)?(he.mode=31,-4):(he.havedict=1,0):-2},G.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./inffast":48,"./inftrees":50}],50:[function(D,R,G){var W=D("../utils/common"),q=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],Z=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],Y=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],U=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];R.exports=function(J,K,Q,te,re,se,ie,ae){var le,ue,ce,de,ve,he,me,be,xe,Ae=ae.bits,Pe=0,ze=0,ge=0,Te=0,Xe=0,Se=0,we=0,Me=0,Ne=0,Be=0,Le=null,ke=0,Re=new W.Buf16(16),Ie=new W.Buf16(16),Ye=null,tt=0;for(Pe=0;Pe<=15;Pe++)Re[Pe]=0;for(ze=0;ze<te;ze++)Re[K[Q+ze]]++;for(Xe=Ae,Te=15;Te>=1&&Re[Te]===0;Te--);if(Xe>Te&&(Xe=Te),Te===0)return re[se++]=20971520,re[se++]=20971520,ae.bits=1,0;for(ge=1;ge<Te&&Re[ge]===0;ge++);for(Xe<ge&&(Xe=ge),Me=1,Pe=1;Pe<=15;Pe++)if(Me<<=1,(Me-=Re[Pe])<0)return-1;if(Me>0&&(J===0||Te!==1))return-1;for(Ie[1]=0,Pe=1;Pe<15;Pe++)Ie[Pe+1]=Ie[Pe]+Re[Pe];for(ze=0;ze<te;ze++)K[Q+ze]!==0&&(ie[Ie[K[Q+ze]]++]=ze);if(J===0?(Le=Ye=ie,he=19):J===1?(Le=q,ke-=257,Ye=Z,tt-=257,he=256):(Le=Y,Ye=U,he=-1),Be=0,ze=0,Pe=ge,ve=se,Se=Xe,we=0,ce=-1,de=(Ne=1<<Xe)-1,J===1&&Ne>852||J===2&&Ne>592)return 1;for(;;){me=Pe-we,ie[ze]<he?(be=0,xe=ie[ze]):ie[ze]>he?(be=Ye[tt+ie[ze]],xe=Le[ke+ie[ze]]):(be=96,xe=0),le=1<<Pe-we,ge=ue=1<<Se;do re[ve+(Be>>we)+(ue-=le)]=me<<24|be<<16|xe|0;while(ue!==0);for(le=1<<Pe-1;Be&le;)le>>=1;if(le!==0?(Be&=le-1,Be+=le):Be=0,ze++,--Re[Pe]==0){if(Pe===Te)break;Pe=K[Q+ie[ze]]}if(Pe>Xe&&(Be&de)!==ce){for(we===0&&(we=Xe),ve+=ge,Me=1<<(Se=Pe-we);Se+we<Te&&!((Me-=Re[Se+we])<=0);)Se++,Me<<=1;if(Ne+=1<<Se,J===1&&Ne>852||J===2&&Ne>592)return 1;re[ce=Be&de]=Xe<<24|Se<<16|ve-se|0}}return Be!==0&&(re[ve+Be]=Pe-we<<24|64<<16|0),ae.bits=Xe,0}},{"../utils/common":41}],51:[function(D,R,G){R.exports={2:"need dictionary",1:"stream end",0:"","-1":"file error","-2":"stream error","-3":"data error","-4":"insufficient memory","-5":"buffer error","-6":"incompatible version"}},{}],52:[function(D,R,G){var W=D("../utils/common");function q(Le){for(var ke=Le.length;--ke>=0;)Le[ke]=0}var Z=[0,0,0,0,0,0,0,0,1,1,1,1,2,2,2,2,3,3,3,3,4,4,4,4,5,5,5,5,0],Y=[0,0,0,0,1,1,2,2,3,3,4,4,5,5,6,6,7,7,8,8,9,9,10,10,11,11,12,12,13,13],U=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,3,7],J=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15],K=new Array(576);q(K);var Q=new Array(60);q(Q);var te=new Array(512);q(te);var re=new Array(256);q(re);var se=new Array(29);q(se);var ie,ae,le,ue=new Array(30);function ce(Le,ke,Re,Ie,Ye){this.static_tree=Le,this.extra_bits=ke,this.extra_base=Re,this.elems=Ie,this.max_length=Ye,this.has_stree=Le&&Le.length}function de(Le,ke){this.dyn_tree=Le,this.max_code=0,this.stat_desc=ke}function ve(Le){return Le<256?te[Le]:te[256+(Le>>>7)]}function he(Le,ke){Le.pending_buf[Le.pending++]=255&ke,Le.pending_buf[Le.pending++]=ke>>>8&255}function me(Le,ke,Re){Le.bi_valid>16-Re?(Le.bi_buf|=ke<<Le.bi_valid&65535,he(Le,Le.bi_buf),Le.bi_buf=ke>>16-Le.bi_valid,Le.bi_valid+=Re-16):(Le.bi_buf|=ke<<Le.bi_valid&65535,Le.bi_valid+=Re)}function be(Le,ke,Re){me(Le,Re[2*ke],Re[2*ke+1])}function xe(Le,ke){var Re=0;do Re|=1&Le,Le>>>=1,Re<<=1;while(--ke>0);return Re>>>1}function Ae(Le,ke,Re){var Ie,Ye,tt=new Array(16),$e=0;for(Ie=1;Ie<=15;Ie++)tt[Ie]=$e=$e+Re[Ie-1]<<1;for(Ye=0;Ye<=ke;Ye++){var 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Ie=Le.pending_buf[Le.d_buf+2*st]<<8|Le.pending_buf[Le.d_buf+2*st+1],Ye=Le.pending_buf[Le.l_buf+st],st++,Ie===0?be(Le,Ye,ke):(be(Le,(tt=re[Ye])+256+1,ke),($e=Z[tt])!==0&&me(Le,Ye-=se[tt],$e),be(Le,tt=ve(--Ie),Re),($e=Y[tt])!==0&&me(Le,Ie-=ue[tt],$e));while(st<Le.last_lit);be(Le,256,ke)}function Se(Le,ke){var Re,Ie,Ye,tt=ke.dyn_tree,$e=ke.stat_desc.static_tree,st=ke.stat_desc.has_stree,pt=ke.stat_desc.elems,ht=-1;for(Le.heap_len=0,Le.heap_max=573,Re=0;Re<pt;Re++)tt[2*Re]!==0?(Le.heap[++Le.heap_len]=ht=Re,Le.depth[Re]=0):tt[2*Re+1]=0;for(;Le.heap_len<2;)tt[2*(Ye=Le.heap[++Le.heap_len]=ht<2?++ht:0)]=1,Le.depth[Ye]=0,Le.opt_len--,st&&(Le.static_len-=$e[2*Ye+1]);for(ke.max_code=ht,Re=Le.heap_len>>1;Re>=1;Re--)Te(Le,tt,Re);Ye=pt;do Re=Le.heap[1],Le.heap[1]=Le.heap[Le.heap_len--],Te(Le,tt,1),Ie=Le.heap[1],Le.heap[--Le.heap_max]=Re,Le.heap[--Le.heap_max]=Ie,tt[2*Ye]=tt[2*Re]+tt[2*Ie],Le.depth[Ye]=(Le.depth[Re]>=Le.depth[Ie]?Le.depth[Re]:Le.depth[Ie])+1,tt[2*Re+1]=tt[2*Ie+1]=Ye,Le.heap[1]=Ye++,Te(Le,tt,1);while(Le.heap_len>=2);Le.heap[--Le.heap_max]=Le.heap[1],function(gt,De){var Ce,Ue,_e,Fe,He,Ze,Ke=De.dyn_tree,nt=De.max_code,Qe=De.stat_desc.static_tree,ct=De.stat_desc.has_stree,ft=De.stat_desc.extra_bits,ut=De.stat_desc.extra_base,At=De.stat_desc.max_length,Pt=0;for(Fe=0;Fe<=15;Fe++)gt.bl_count[Fe]=0;for(Ke[2*gt.heap[gt.heap_max]+1]=0,Ce=gt.heap_max+1;Ce<573;Ce++)(Fe=Ke[2*Ke[2*(Ue=gt.heap[Ce])+1]+1]+1)>At&&(Fe=At,Pt++),Ke[2*Ue+1]=Fe,Ue>nt||(gt.bl_count[Fe]++,He=0,Ue>=ut&&(He=ft[Ue-ut]),Ze=Ke[2*Ue],gt.opt_len+=Ze*(Fe+He),ct&&(gt.static_len+=Ze*(Qe[2*Ue+1]+He)));if(Pt!==0){do{for(Fe=At-1;gt.bl_count[Fe]===0;)Fe--;gt.bl_count[Fe]--,gt.bl_count[Fe+1]+=2,gt.bl_count[At]--,Pt-=2}while(Pt>0);for(Fe=At;Fe!==0;Fe--)for(Ue=gt.bl_count[Fe];Ue!==0;)(_e=gt.heap[--Ce])>nt||(Ke[2*_e+1]!==Fe&&(gt.opt_len+=(Fe-Ke[2*_e+1])*Ke[2*_e],Ke[2*_e+1]=Fe),Ue--)}}(Le,ke),Ae(tt,ht,Le.bl_count)}function we(Le,ke,Re){var 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  * {
    box-sizing: border-box;
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  :host {
    --lottie-player-toolbar-height: 35px;
    --lottie-player-toolbar-background-color: transparent;
    --lottie-player-toolbar-icon-color: #999;
    --lottie-player-toolbar-icon-hover-color: #222;
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  .animation.controls {
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  .toolbar {
    display: flex;
    align-items: center;
    justify-items: center;
    background-color: var(--lottie-player-toolbar-background-color);
    margin: 0 5px;
    height: 35px;
  }

  .toolbar button {
    cursor: pointer;
    fill: var(--lottie-player-toolbar-icon-color);
    display: flex;
    background: none;
    border: 0;
    padding: 0;
    outline: none;
    height: 100%;
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  .toolbar button:hover {
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  .toolbar button:focus {
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  .toolbar button svg {
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  .seeker {
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    width: 95%;
    outline: none;
    background-color: var(--lottie-player-toolbar-background-color);
    display: var(--lottie-player-seeker-display);
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    width: 100%;
    height: 5px;
    cursor: pointer;
    background: var(--lottie-player-seeker-track-color);
    border-radius: 3px;
  }
  .seeker::-webkit-slider-thumb {
    height: 15px;
    width: 15px;
    border-radius: 50%;
    background: var(--lottie-player-seeker-thumb-color);
    cursor: pointer;
    -webkit-appearance: none;
    margin-top: -5px;
  }
  .seeker:focus::-webkit-slider-runnable-track {
    background: #999;
  }
  .seeker::-moz-range-track {
    width: 100%;
    height: 5px;
    cursor: pointer;
    background: var(--lottie-player-seeker-track-color);
    border-radius: 3px;
  }
  .seeker::-moz-range-thumb {
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    width: 15px;
    border-radius: 50%;
    background: var(--lottie-player-seeker-thumb-color);
    cursor: pointer;
  }
  .seeker::-ms-track {
    width: 100%;
    height: 5px;
    cursor: pointer;
    background: transparent;
    border-color: transparent;
    color: transparent;
  }
  .seeker::-ms-fill-lower {
    background: var(--lottie-player-seeker-track-color);
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    background: var(--lottie-player-seeker-thumb-color);
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  }
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  }
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    background: var(--lottie-player-seeker-track-color);
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`]))),_templateObject,_templateObject2,_templateObject3,_templateObject4,_templateObject5,PlayerState,PlayMode,PlayerEvents;function fetchPath(F){return new Promise((B,D)=>{const R=new XMLHttpRequest;R.open("GET",F,!0),R.responseType="arraybuffer",R.send(),R.onreadystatechange=function(){R.readyState==4&&R.status==200&&jszip.loadAsync(R.response).then(G=>{G.file("manifest.json").async("string").then(W=>{const q=JSON.parse(W);if(!("animations"in q))throw new Error("Manifest not found");if(q.animations.length===0)throw new Error("No animations listed in the manifest");const Z=q.animations[0];G.file("animations/".concat(Z.id,".json")).async("string").then(Y=>{const U=JSON.parse(Y);"assets"in U&&Promise.all(U.assets.map(J=>{if(J.p&&G.file("images/".concat(J.p))!=null)return new Promise(K=>{const 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s$4{constructor(){super(...arguments),this.mode=PlayMode.Normal,this.autoplay=!1,this.background="transparent",this.controls=!1,this.direction=1,this.hover=!1,this.loop=!1,this.renderer="svg",this.speed=1,this.currentState=PlayerState.Loading,this.intermission=1,this._counter=0}_onVisibilityChange(){document.hidden&&this.currentState===PlayerState.Playing?this.freeze():this.currentState===PlayerState.Frozen&&this.play()}_handleSeekChange(F){if(!this._lottie||isNaN(F.target.value))return;const B=F.target.value/100*this._lottie.totalFrames;this.seek(B)}async load(F){if(!this.shadowRoot)return;const B={container:this.container,loop:!1,autoplay:!1,renderer:this.renderer,rendererSettings:{scaleMode:"noScale",clearCanvas:!1,progressiveLoad:!0,hideOnTransparent:!0}};try{const D=await fetchPath(F);this._lottie&&this._lottie.destroy(),this._lottie=lottie_svg.loadAnimation(Object.assign(Object.assign({},B),{animationData:D}))}catch{return this.currentState=PlayerState.Error,void this.dispatchEvent(new CustomEvent(PlayerEvents.Error))}this._lottie&&(this._lottie.addEventListener("enterFrame",()=>{this.seeker=this._lottie.currentFrame/this._lottie.totalFrames*100,this.dispatchEvent(new CustomEvent(PlayerEvents.Frame,{detail:{frame:this._lottie.currentFrame,seeker:this.seeker}}))}),this._lottie.addEventListener("complete",()=>{this.currentState===PlayerState.Playing?!this.loop||this.count&&this._counter>=this.count?this.dispatchEvent(new CustomEvent(PlayerEvents.Complete)):this.mode===PlayMode.Bounce?(this.count&&(this._counter+=.5),setTimeout(()=>{this.dispatchEvent(new CustomEvent(PlayerEvents.Loop)),this.currentState===PlayerState.Playing&&(this._lottie.setDirection(-1*this._lottie.playDirection),this._lottie.play())},this.intermission)):(this.count&&(this._counter+=1),window.setTimeout(()=>{this.dispatchEvent(new CustomEvent(PlayerEvents.Loop)),this.currentState===PlayerState.Playing&&(this._lottie.stop(),this._lottie.play())},this.intermission)):this.dispatchEvent(new CustomEvent(PlayerEvents.Complete))}),this._lottie.addEventListener("DOMLoaded",()=>{this.dispatchEvent(new CustomEvent(PlayerEvents.Ready))}),this._lottie.addEventListener("data_ready",()=>{this.dispatchEvent(new CustomEvent(PlayerEvents.Load))}),this._lottie.addEventListener("data_failed",()=>{this.currentState=PlayerState.Error,this.dispatchEvent(new CustomEvent(PlayerEvents.Error))}),this.container.addEventListener("mouseenter",()=>{this.hover&&this.currentState!==PlayerState.Playing&&this.play()}),this.container.addEventListener("mouseleave",()=>{this.hover&&this.currentState===PlayerState.Playing&&this.stop()}),this.setSpeed(this.speed),this.setDirection(this.direction),this.autoplay&&this.play())}getLottie(){return this._lottie}play(){this._lottie&&(this._lottie.play(),this.currentState=PlayerState.Playing,this.dispatchEvent(new CustomEvent(PlayerEvents.Play)))}pause(){this._lottie&&(this._lottie.pause(),this.currentState=PlayerState.Paused,this.dispatchEvent(new CustomEvent(PlayerEvents.Pause)))}stop(){this._lottie&&(this._counter=0,this._lottie.stop(),this.currentState=PlayerState.Stopped,this.dispatchEvent(new CustomEvent(PlayerEvents.Stop)))}seek(F){if(!this._lottie)return;const B=F.toString().match(/^([0-9]+)(%?)$/);if(!B)return;const D=B[2]==="%"?this._lottie.totalFrames*Number(B[1])/100:B[1];this.seeker=D,this.currentState===PlayerState.Playing?this._lottie.goToAndPlay(D,!0):(this._lottie.goToAndStop(D,!0),this._lottie.pause())}snapshot(){let F=!(arguments.length>0&&arguments[0]!==void 0)||arguments[0];if(!this.shadowRoot)return;const B=this.shadowRoot.querySelector(".animation svg"),D=new XMLSerializer().serializeToString(B);if(F){const R=document.createElement("a");R.href="data:image/svg+xml;charset=utf-8,"+encodeURIComponent(D),R.download="download_"+this.seeker+".svg",document.body.appendChild(R),R.click(),document.body.removeChild(R)}return D}freeze(){this._lottie&&(this._lottie.pause(),this.currentState=PlayerState.Frozen,this.dispatchEvent(new CustomEvent(PlayerEvents.Freeze)))}setSpeed(){let F=arguments.length>0&&arguments[0]!==void 0?arguments[0]:1;this._lottie&&this._lottie.setSpeed(F)}setDirection(F){this._lottie&&this._lottie.setDirection(F)}setLooping(F){this._lottie&&(this.loop=F,this._lottie.loop=F)}togglePlay(){return this.currentState===PlayerState.Playing?this.pause():this.play()}toggleLooping(){this.setLooping(!this.loop)}static get styles(){return styles$p}async firstUpdated(){"IntersectionObserver"in window&&(this._io=new IntersectionObserver(F=>{F[0].isIntersecting?this.currentState===PlayerState.Frozen&&this.play():this.currentState===PlayerState.Playing&&this.freeze()}),this._io.observe(this.container)),document.hidden!==void 0&&document.addEventListener("visibilitychange",()=>this._onVisibilityChange()),this.src&&await this.load(this.src)}disconnectedCallback(){this._io&&(this._io.disconnect(),this._io=void 0),document.removeEventListener("visibilitychange",()=>this._onVisibilityChange())}renderControls(){const F=this.currentState===PlayerState.Playing,B=this.currentState===PlayerState.Paused,D=this.currentState===PlayerState.Stopped;return $(_templateObject||(_templateObject=_taggedTemplateLiteral([`
      <div id="lottie-controls" aria-label="lottie-animation-controls" class="toolbar">
        <button
          id="lottie-play-button"
          @click=`,`
          class=`,`
          style="align-items:center;"
          tabindex="0"
          aria-label="play-pause"
        >
          `,`
        </button>
        <button
          id="lottie-stop-button"
          @click=`,`
          class=`,`
          style="align-items:center;"
          tabindex="0"
          aria-label="stop"
        >
          <svg width="24" height="24" aria-hidden="true" focusable="false">
            <path d="M6 6h12v12H6V6z" />
          </svg>
        </button>
        <input
          id="lottie-seeker-input"
          class="seeker"
          type="range"
          min="0"
          step="1"
          max="100"
          .value=`,`
          @input=`,`
          @mousedown=`,`
          @mouseup=`,`
          aria-valuemin="1"
          aria-valuemax="100"
          role="slider"
          aria-valuenow=`,`
          tabindex="0"
          aria-label="lottie-seek-input"
        />
        <button
          id="lottie-loop-toggle"
          @click=`,`
          class=`,`
          style="align-items:center;"
          tabindex="0"
          aria-label="loop-toggle"
        >
          <svg width="24" height="24" aria-hidden="true" focusable="false">
            <path
              d="M17.016 17.016v-4.031h1.969v6h-12v3l-3.984-3.984 3.984-3.984v3h10.031zM6.984 6.984v4.031H5.015v-6h12v-3l3.984 3.984-3.984 3.984v-3H6.984z"
            />
          </svg>
        </button>
      </div>
    `])),this.togglePlay,F||B?"active":"",$(F?_templateObject2||(_templateObject2=_taggedTemplateLiteral([`
                <svg width="24" height="24" aria-hidden="true" focusable="false">
                  <path d="M14.016 5.016H18v13.969h-3.984V5.016zM6 18.984V5.015h3.984v13.969H6z" />
                </svg>
              `])):_templateObject3||(_templateObject3=_taggedTemplateLiteral([`
                <svg width="24" height="24" aria-hidden="true" focusable="false">
                  <path d="M8.016 5.016L18.985 12 8.016 18.984V5.015z" />
                </svg>
              `]))),this.stop,D?"active":"",this.seeker,this._handleSeekChange,()=>{this._prevState=this.currentState,this.freeze()},()=>{this._prevState===PlayerState.Playing&&this.play()},this.seeker,this.toggleLooping,this.loop?"active":"")}render(){const F=this.controls?"main controls":"main",B=this.controls?"animation controls":"animation";return $(_templateObject4||(_templateObject4=_taggedTemplateLiteral([`
      <div id="animation-container" class=`,` lang="en" role="img">
        <div id="animation" class=`,' style="background:',`;">
          `,`
        </div>
        `,`
      </div>
    `])),F,B,this.background,this.currentState===PlayerState.Error?$(_templateObject5||(_templateObject5=_taggedTemplateLiteral([`
                <div class="error">\u26A0\uFE0F</div>
              `]))):void 0,this.controls?this.renderControls():void 0)}};__decorate([i$4(".animation")],DotLottiePlayer.prototype,"container",void 0),__decorate([e$5()],DotLottiePlayer.prototype,"mode",void 0),__decorate([e$5({type:Boolean})],DotLottiePlayer.prototype,"autoplay",void 0),__decorate([e$5({type:String,reflect:!0})],DotLottiePlayer.prototype,"background",void 0),__decorate([e$5({type:Boolean})],DotLottiePlayer.prototype,"controls",void 0),__decorate([e$5({type:Number})],DotLottiePlayer.prototype,"count",void 0),__decorate([e$5({type:Number})],DotLottiePlayer.prototype,"direction",void 0),__decorate([e$5({type:Boolean})],DotLottiePlayer.prototype,"hover",void 0),__decorate([e$5({type:Boolean,reflect:!0})],DotLottiePlayer.prototype,"loop",void 0),__decorate([e$5({type:String})],DotLottiePlayer.prototype,"renderer",void 0),__decorate([e$5({type:Number})],DotLottiePlayer.prototype,"speed",void 0),__decorate([e$5({type:String})],DotLottiePlayer.prototype,"src",void 0),__decorate([e$5({type:String})],DotLottiePlayer.prototype,"currentState",void 0),__decorate([e$5()],DotLottiePlayer.prototype,"seeker",void 0),__decorate([e$5()],DotLottiePlayer.prototype,"intermission",void 0),DotLottiePlayer=__decorate([n$1("dotlottie-player")],DotLottiePlayer);var Image1$1="/orchestra-music-score/assets/5.d8bfbf51.png",Image2$1="/orchestra-music-score/assets/4.cfa387c7.png",Image3$1="/orchestra-music-score/assets/3.d02c685a.png",Image4$1="/orchestra-music-score/assets/2.5c4c2ef5.png",Image5$1="/orchestra-music-score/assets/1.a0d5037d.png",IconBad="/orchestra-music-score/assets/bad.d9395829.png",IconGood="/orchestra-music-score/assets/good.b0fbfb32.png",IconGreat="/orchestra-music-score/assets/great.55272f0a.png",IconPerfect="/orchestra-music-score/assets/perfect.ab44b0e5.png";const icons={1:{icon:IconBad,text:"bad"},2:{icon:IconGood,text:"good"},3:{icon:IconGreat,text:"great"},4:{icon:IconPerfect,text:"perfect"}};var constant={1:{img:Image1$1,tips:"\u4F60\u7684\u6F14\u594F\u4E0D\u592A\u597D\uFF0C\u518D\u7EC3\u4E00\u7EC3\u5427\uFF5E",mome:"\u6562\u4E8E\u5C1D\u8BD5"},2:{img:Image2$1,tips:"\u4F60\u7684\u6F14\u594F\u8FD8\u4E0D\u719F\u7EC3\uFF0C\u52A0\u7D27\u8BAD\u7EC3\u624D\u80FD\u6709\u597D\u6210\u7EE9\u54E6\uFF5E",mome:"\u8FD8\u8981\u52A0\u6CB9\u54E6\uFF5E"},3:{img:Image3$1,tips:"\u4F60\u7684\u6F14\u594F\u8FD8\u4E0D\u6D41\u7545\uFF0C\u79D1\u5B66\u7684\u7EC3\u4E60\u624D\u80FD\u66F4\u5B8C\u7F8E\u54E6\uFF5E",mome:"\u7A81\u7834\u81EA\u6211"},4:{img:Image4$1,tips:"\u4F60\u7684\u6F14\u594F\u8FD8\u4E0D\u9519\uFF0C\u7EE7\u7EED\u52A0\u6CB9\u5427\uFF0C\u79BB\u5B8C\u7F8E\u5C31\u5DEE\u4E00\u6B65\u5566\uFF5E",mome:"\u5D2D\u9732\u5934\u89D2"},5:{img:Image5$1,tips:"\u4F60\u7684\u6F14\u594F\u5B8C\u7F8E\u65E0\u7F3A\uFF0C\u7EE7\u7EED\u52AA\u529B\u5427\uFF5E",mome:"\u4F60\u5F88\u68D2"}};const getLeveByScoreId=F=>{if(!F&&typeof F!="number")return{};let B=1;return F>20&&F<=40?B=2:F>40&&F<=60?B=3:F>60&&F<=80?B=4:F>80&&(B=5),B},getLeveByScore=F=>{if(!F&&typeof F!="number")return{};let B=getLeveByScoreId(F);return constant[B]},getLeveByScoreMeasure=F=>{if(!F&&typeof F!="number")return{};let B=1;return F>=40&&F<70?B=2:F>=70&&F<90?B=3:F>=90&&(B=4),icons[B]},box$1="_box_1qd67_1",bg$1="_bg_1qd67_9",button$5="_button_1qd67_16",iconSound$2="_iconSound_1qd67_33",skepBtn$1="_skepBtn_1qd67_39",wrap$5="_wrap_1qd67_53",wrapContainer="_wrapContainer_1qd67_59",top$1="_top_1qd67_65",title$6="_title_1qd67_72",num$1="_num_1qd67_82",txt="_txt_1qd67_86",iconLeft="_iconLeft_1qd67_89",iconTop="_iconTop_1qd67_93",evaluatWrap="_evaluatWrap_1qd67_98",evaluatTitle="_evaluatTitle_1qd67_129",evaluatIcon="_evaluatIcon_1qd67_134",fraction$1="_fraction_1qd67_140",line="_line_1qd67_147",tips$3="_tips_1qd67_152",btns$3="_btns_1qd67_164",btnIcon="_btnIcon_1qd67_177",rigthBtns="_rigthBtns_1qd67_181",confirm="_confirm_1qd67_191",iconTitle$1="_iconTitle_1qd67_197",footer="_footer_1qd67_202",sbtn$1="_sbtn_1qd67_231",headerButton$1="_headerButton_1qd67_238",headBtn="_headBtn_1qd67_248";var evastyles={box:box$1,bg:bg$1,button:button$5,iconSound:iconSound$2,skepBtn:skepBtn$1,wrap:wrap$5,wrapContainer,top:top$1,title:title$6,num:num$1,txt,iconLeft,iconTop,evaluatWrap,evaluatTitle,evaluatIcon,fraction:fraction$1,line,tips:tips$3,btns:btns$3,btnIcon,rigthBtns,confirm,iconTitle:iconTitle$1,footer,sbtn:sbtn$1,headerButton:headerButton$1,headBtn},iconTitle="/orchestra-music-score/assets/title.bea4c09d.svg",iconCancel$1="/orchestra-music-score/assets/cancel.948b4df9.png",iconConfirm$1="/orchestra-music-score/assets/confirm.8f41729f.png",iconBack$1="/orchestra-music-score/assets/back.ad4ed6fc.png",iconLianxi="/orchestra-music-score/assets/icon-lianxi.fcc30d94.png",iconReport="/orchestra-music-score/assets/icon-report.6db8af00.png",TryIcon="/orchestra-music-score/assets/icon-try.6f9f730c.png",IntegrityIcon="/orchestra-music-score/assets/integrity.f311836f.svg",IntonationIcon="/orchestra-music-score/assets/intonation.64e00f66.svg",CadenceIcon="/orchestra-music-score/assets/cadence.18a7a60b.svg",Image1="/orchestra-music-score/assets/5.602e43c1.png",Image2="/orchestra-music-score/assets/4.7cd4aa5f.png",Image3="/orchestra-music-score/assets/3.f804efc6.png",Image4="/orchestra-music-score/assets/2.3014e96e.png",Image5="/orchestra-music-score/assets/1.916612fa.png";const scoreInfos={1:{img:Image1,tips:"\u4F60\u7684\u6F14\u594F\u4E0D\u592A\u597D\uFF0C\u518D\u7EC3\u4E00\u7EC3\u5427\uFF5E",mome:"\u6562\u4E8E\u5C1D\u8BD5"},2:{img:Image2,tips:"\u4F60\u7684\u6F14\u594F\u8FD8\u4E0D\u719F\u7EC3\uFF0C\u52A0\u7D27\u8BAD\u7EC3\u624D\u80FD\u6709\u597D\u6210\u7EE9\u54E6\uFF5E",mome:"\u8FD8\u8981\u52A0\u6CB9\u54E6"},3:{img:Image3,tips:"\u4F60\u7684\u6F14\u594F\u8FD8\u4E0D\u6D41\u7545\uFF0C\u79D1\u5B66\u7684\u7EC3\u4E60\u624D\u80FD\u66F4\u5B8C\u7F8E\u54E6\uFF5E",mome:"\u7A81\u7834\u81EA\u6211"},4:{img:Image4,tips:"\u4F60\u7684\u6F14\u594F\u8FD8\u4E0D\u9519\uFF0C\u7EE7\u7EED\u52A0\u6CB9\u5427\uFF0C\u79BB\u5B8C\u7F8E\u5C31\u5DEE\u4E00\u6B65\u5566\uFF5E",mome:"\u5D2D\u9732\u5934\u89D2"},5:{img:Image5,tips:"\u4F60\u7684\u6F14\u594F\u975E\u5E38\u4E0D\u9519\uFF0C\u5B8C\u6574\u6027\u628A\u63E1\u7684\u5F88\u597D~",mome:"\u4F60\u5F88\u68D2"}};var Content$2=defineComponent({name:"ColexiuEvaluatingContent",props:{data:{type:Object,default:()=>null}},emits:["restart","upload"],setup(F,{emit:B}){const D=useOriginSearch(),R=!!D.unitId,G=ref(!1),W=ref(""),{data:q}=toRefs(F),Z=location.pathname,Y=()=>{var te,re,se,ie,ae,le,ue,ce,de;const Q={id:(te=q.value)==null?void 0:te.recordId,musicId:D.id,name:((re=state$4.user)==null?void 0:re.username)||"",subjectName:(((se=state$4.user)==null?void 0:se.subjectName)||"").split(",")[0]||"",avatar:encodeURIComponent(((ie=state$4.user)==null?void 0:ie.avatar)||""),score:((ae=q.value)==null?void 0:ae.score)||0,examSongName:((le=state$2.activeDetail)==null?void 0:le.examSongName)||""};return state$2.isPercussion||(Q.intonation=(ue=q.value)==null?void 0:ue.intonation,Q.cadence=(ce=q.value)==null?void 0:ce.cadence,Q.integrity=(de=q.value)==null?void 0:de.integrity),`${location.origin}${Z}/share-colexiu-evaluating/index.html?${queryString.stringify(Q)}`},U=Q=>{const te=Q.target;te&&(te.contentWindow.setPng=re=>{W.value=re})},J=()=>{!W.value||postMessage$1({api:"shareAchievements",content:{title:"\u5206\u4EAB\u6211\u7684\u4E50\u5668\u7EC3\u4E60\u8FDB\u5EA6\uFF0C\u4E00\u8D77\u89C1\u8BC1\u6211\u7684\u6210\u957F\uFF01",desc:"\u6652\u4E00\u4E0B\u6211\u7684\u8BC4\u6D4B\u5206\u6570\uFF0C\u5FEB\u6765\u201C\u5C0F\u9177AI\u201D\u4E0A\u548C\u6211PK\u4E00\u4E0B\u5427\uFF01",image:W.value,video:"",type:"image",button:["copy"],url:Y()}},Q=>{var te,re,se;(te=Q==null?void 0:Q.content)!=null&&te.status&&(G.value=!1),(re=Q==null?void 0:Q.content)!=null&&re.message&&Toast((se=Q==null?void 0:Q.content)==null?void 0:se.message)})},K=()=>{var Q;postMessage$1({api:"openWebView",content:{url:`${location.origin}${Z}colexiu-report.html?source=evaluation&musicId=${D.id}&id=${(Q=q.value)==null?void 0:Q.recordIdStr}`,orientation:0,isHideTitle:!0,statusBarTextColor:!1,isOpenLight:!0}})};return()=>{var te,re;const Q=getLeveByScoreId((te=q.value)==null?void 0:te.score);return createVNode("div",null,[createVNode("div",{class:evastyles.box},[createVNode("div",{class:evastyles.wrap},[createVNode("div",{class:evastyles.wrapContainer},[createVNode("div",{class:evastyles.top},[createVNode("div",{class:evastyles.title},[createVNode("div",{style:{position:"relative",zIndex:1,"white-space":"nowrap"}},[createVNode("span",{class:evastyles.num},[(re=q.value)==null?void 0:re.score]),createVNode("span",{class:evastyles.txt},[createTextVNode("\u5206 "),scoreInfos[Q].mome])]),createVNode("div",{class:evastyles.line},null)]),createVNode("img",{class:evastyles.iconTop,src:scoreInfos[Q].img},null)]),state$2.isPercussion?null:createVNode("div",{class:evastyles.evaluatWrap},[createVNode(Grid,null,{default:()=>[createVNode(GridItem,null,{icon:()=>createVNode("div",null,[createVNode("img",{class:evastyles.evaluatIcon,src:IntonationIcon},null),createVNode("span",{class:evastyles.evaluatTitle},[createTextVNode("\u97F3\u51C6")])]),text:()=>{var se;return createVNode("span",{class:evastyles.fraction},[(se=q.value)==null?void 0:se.intonation,createVNode("span",null,[createTextVNode("\u5206")])])}}),createVNode("div",{class:evastyles.line},null),createVNode(GridItem,null,{icon:()=>createVNode("div",null,[createVNode("img",{class:evastyles.evaluatIcon,src:CadenceIcon},null),createVNode("span",{class:evastyles.evaluatTitle},[createTextVNode("\u8282\u594F")])]),text:()=>{var se;return createVNode("span",{class:evastyles.fraction},[(se=q.value)==null?void 0:se.cadence,createVNode("span",null,[createTextVNode("\u5206")])])}}),createVNode("div",{class:evastyles.line},null),createVNode(GridItem,null,{icon:()=>createVNode("div",null,[createVNode("img",{class:evastyles.evaluatIcon,src:IntegrityIcon},null),createVNode("span",{class:evastyles.evaluatTitle},[createTextVNode("\u5B8C\u6574\u6027")])]),text:()=>{var se;return createVNode("span",{class:evastyles.fraction},[(se=q.value)==null?void 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try{ve=ie(he),ce(ve)}catch(me){de&&de(me)}};try{he.open("GET",le,!0)}catch{he.open("GET",ue+"/"+le,!0)}he.send()}return{load:ae}}()),te.data.type==="loadAnimation")W.assetLoader.load(te.data.path,te.data.fullPath,function(ie){W.dataManager.completeData(ie),W.postMessage({id:te.data.id,payload:ie,status:"success"})},function(){W.postMessage({id:te.data.id,status:"error"})});else if(te.data.type==="complete"){var se=te.data.animation;W.dataManager.completeData(se),W.postMessage({id:te.data.id,payload:se,status:"success"})}else te.data.type==="loadData"&&W.assetLoader.load(te.data.path,te.data.fullPath,function(ie){W.postMessage({id:te.data.id,payload:ie,status:"success"})},function(){W.postMessage({id:te.data.id,status:"error"})})}),R.onmessage=function(Q){var te=Q.data,re=te.id,se=B[re];B[re]=null,te.status==="success"?se.onComplete(te.payload):se.onError&&se.onError()})}function Y(Q,te){F+=1;var re="processId_"+F;return B[re]={onComplete:Q,onError:te},re}function U(Q,te,re){Z();var se=Y(te,re);R.postMessage({type:"loadAnimation",path:Q,fullPath:window.location.origin+window.location.pathname,id:se})}function J(Q,te,re){Z();var se=Y(te,re);R.postMessage({type:"loadData",path:Q,fullPath:window.location.origin+window.location.pathname,id:se})}function K(Q,te,re){Z();var se=Y(te,re);R.postMessage({type:"complete",animation:Q,id:se})}return{loadAnimation:U,loadData:J,completeAnimation:K}}(),ImagePreloader=function(){var F=function(){var ae=createTag("canvas");ae.width=1,ae.height=1;var le=ae.getContext("2d");return le.fillStyle="rgba(0,0,0,0)",le.fillRect(0,0,1,1),ae}();function B(){this.loadedAssets+=1,this.loadedAssets===this.totalImages&&this.loadedFootagesCount===this.totalFootages&&this.imagesLoadedCb&&this.imagesLoadedCb(null)}function D(){this.loadedFootagesCount+=1,this.loadedAssets===this.totalImages&&this.loadedFootagesCount===this.totalFootages&&this.imagesLoadedCb&&this.imagesLoadedCb(null)}function R(ae,le,ue){var ce="";if(ae.e)ce=ae.p;else if(le){var de=ae.p;de.indexOf("images/")!==-1&&(de=de.split("/")[1]),ce=le+de}else ce=ue,ce+=ae.u?ae.u:"",ce+=ae.p;return ce}function G(ae){var le=0,ue=setInterval(function(){var ce=ae.getBBox();(ce.width||le>500)&&(this._imageLoaded(),clearInterval(ue)),le+=1}.bind(this),50)}function W(ae){var le=R(ae,this.assetsPath,this.path),ue=createNS("image");isSafari?this.testImageLoaded(ue):ue.addEventListener("load",this._imageLoaded,!1),ue.addEventListener("error",function(){ce.img=F,this._imageLoaded()}.bind(this),!1),ue.setAttributeNS("http://www.w3.org/1999/xlink","href",le),this._elementHelper.append?this._elementHelper.append(ue):this._elementHelper.appendChild(ue);var ce={img:ue,assetData:ae};return ce}function q(ae){var le=R(ae,this.assetsPath,this.path),ue=createTag("img");ue.crossOrigin="anonymous",ue.addEventListener("load",this._imageLoaded,!1),ue.addEventListener("error",function(){ce.img=F,this._imageLoaded()}.bind(this),!1),ue.src=le;var ce={img:ue,assetData:ae};return ce}function Z(ae){var le={assetData:ae},ue=R(ae,this.assetsPath,this.path);return dataManager.loadData(ue,function(ce){le.img=ce,this._footageLoaded()}.bind(this),function(){le.img={},this._footageLoaded()}.bind(this)),le}function Y(ae,le){this.imagesLoadedCb=le;var ue,ce=ae.length;for(ue=0;ue<ce;ue+=1)ae[ue].layers||(!ae[ue].t||ae[ue].t==="seq"?(this.totalImages+=1,this.images.push(this._createImageData(ae[ue]))):ae[ue].t===3&&(this.totalFootages+=1,this.images.push(this.createFootageData(ae[ue]))))}function U(ae){this.path=ae||""}function J(ae){this.assetsPath=ae||""}function K(ae){for(var le=0,ue=this.images.length;le<ue;){if(this.images[le].assetData===ae)return this.images[le].img;le+=1}return null}function Q(){this.imagesLoadedCb=null,this.images.length=0}function te(){return this.totalImages===this.loadedAssets}function re(){return this.totalFootages===this.loadedFootagesCount}function se(ae,le){ae==="svg"?(this._elementHelper=le,this._createImageData=this.createImageData.bind(this)):this._createImageData=this.createImgData.bind(this)}function ie(){this._imageLoaded=B.bind(this),this._footageLoaded=D.bind(this),this.testImageLoaded=G.bind(this),this.createFootageData=Z.bind(this),this.assetsPath="",this.path="",this.totalImages=0,this.totalFootages=0,this.loadedAssets=0,this.loadedFootagesCount=0,this.imagesLoadedCb=null,this.images=[]}return ie.prototype={loadAssets:Y,setAssetsPath:J,setPath:U,loadedImages:te,loadedFootages:re,destroy:Q,getAsset:K,createImgData:q,createImageData:W,imageLoaded:B,footageLoaded:D,setCacheType:se},ie}();function BaseEvent(){}BaseEvent.prototype={triggerEvent:function(B,D){if(this._cbs[B])for(var R=this._cbs[B],G=0;G<R.length;G+=1)R[G](D)},addEventListener:function(B,D){return this._cbs[B]||(this._cbs[B]=[]),this._cbs[B].push(D),function(){this.removeEventListener(B,D)}.bind(this)},removeEventListener:function(B,D){if(!D)this._cbs[B]=null;else if(this._cbs[B]){for(var R=0,G=this._cbs[B].length;R<G;)this._cbs[B][R]===D&&(this._cbs[B].splice(R,1),R-=1,G-=1),R+=1;this._cbs[B].length||(this._cbs[B]=null)}}};var markerParser=function(){function F(B){for(var D=B.split(`\r
`),R={},G,W=0,q=0;q<D.length;q+=1)G=D[q].split(":"),G.length===2&&(R[G[0]]=G[1].trim(),W+=1);if(W===0)throw new Error;return R}return function(B){for(var D=[],R=0;R<B.length;R+=1){var G=B[R],W={time:G.tm,duration:G.dr};try{W.payload=JSON.parse(B[R].cm)}catch{try{W.payload=F(B[R].cm)}catch{W.payload={name:B[R].cm}}}D.push(W)}return D}}(),ProjectInterface=function(){function F(B){this.compositions.push(B)}return function(){function B(D){for(var R=0,G=this.compositions.length;R<G;){if(this.compositions[R].data&&this.compositions[R].data.nm===D)return this.compositions[R].prepareFrame&&this.compositions[R].data.xt&&this.compositions[R].prepareFrame(this.currentFrame),this.compositions[R].compInterface;R+=1}return null}return B.compositions=[],B.currentFrame=0,B.registerComposition=F,B}}(),renderers={},registerRenderer=function(B,D){renderers[B]=D};function getRenderer(F){return renderers[F]}function _typeof$4(F){return typeof Symbol=="function"&&typeof Symbol.iterator=="symbol"?_typeof$4=function(D){return typeof D}:_typeof$4=function(D){return D&&typeof Symbol=="function"&&D.constructor===Symbol&&D!==Symbol.prototype?"symbol":typeof D},_typeof$4(F)}var AnimationItem=function(){this._cbs=[],this.name="",this.path="",this.isLoaded=!1,this.currentFrame=0,this.currentRawFrame=0,this.firstFrame=0,this.totalFrames=0,this.frameRate=0,this.frameMult=0,this.playSpeed=1,this.playDirection=1,this.playCount=0,this.animationData={},this.assets=[],this.isPaused=!0,this.autoplay=!1,this.loop=!0,this.renderer=null,this.animationID=createElementID(),this.assetsPath="",this.timeCompleted=0,this.segmentPos=0,this.isSubframeEnabled=getSubframeEnabled(),this.segments=[],this._idle=!0,this._completedLoop=!1,this.projectInterface=ProjectInterface(),this.imagePreloader=new ImagePreloader,this.audioController=audioControllerFactory(),this.markers=[],this.configAnimation=this.configAnimation.bind(this),this.onSetupError=this.onSetupError.bind(this),this.onSegmentComplete=this.onSegmentComplete.bind(this),this.drawnFrameEvent=new BMEnterFrameEvent("drawnFrame",0,0,0)};extendPrototype([BaseEvent],AnimationItem),AnimationItem.prototype.setParams=function(F){(F.wrapper||F.container)&&(this.wrapper=F.wrapper||F.container);var B="svg";F.animType?B=F.animType:F.renderer&&(B=F.renderer);var D=getRenderer(B);this.renderer=new D(this,F.rendererSettings),this.imagePreloader.setCacheType(B,this.renderer.globalData.defs),this.renderer.setProjectInterface(this.projectInterface),this.animType=B,F.loop===""||F.loop===null||F.loop===void 0||F.loop===!0?this.loop=!0:F.loop===!1?this.loop=!1:this.loop=parseInt(F.loop,10),this.autoplay="autoplay"in F?F.autoplay:!0,this.name=F.name?F.name:"",this.autoloadSegments=Object.prototype.hasOwnProperty.call(F,"autoloadSegments")?F.autoloadSegments:!0,this.assetsPath=F.assetsPath,this.initialSegment=F.initialSegment,F.audioFactory&&this.audioController.setAudioFactory(F.audioFactory),F.animationData?this.setupAnimation(F.animationData):F.path&&(F.path.lastIndexOf("\\")!==-1?this.path=F.path.substr(0,F.path.lastIndexOf("\\")+1):this.path=F.path.substr(0,F.path.lastIndexOf("/")+1),this.fileName=F.path.substr(F.path.lastIndexOf("/")+1),this.fileName=this.fileName.substr(0,this.fileName.lastIndexOf(".json")),dataManager.loadAnimation(F.path,this.configAnimation,this.onSetupError))},AnimationItem.prototype.onSetupError=function(){this.trigger("data_failed")},AnimationItem.prototype.setupAnimation=function(F){dataManager.completeAnimation(F,this.configAnimation)},AnimationItem.prototype.setData=function(F,B){B&&_typeof$4(B)!=="object"&&(B=JSON.parse(B));var D={wrapper:F,animationData:B},R=F.attributes;D.path=R.getNamedItem("data-animation-path")?R.getNamedItem("data-animation-path").value:R.getNamedItem("data-bm-path")?R.getNamedItem("data-bm-path").value:R.getNamedItem("bm-path")?R.getNamedItem("bm-path").value:"",D.animType=R.getNamedItem("data-anim-type")?R.getNamedItem("data-anim-type").value:R.getNamedItem("data-bm-type")?R.getNamedItem("data-bm-type").value:R.getNamedItem("bm-type")?R.getNamedItem("bm-type").value:R.getNamedItem("data-bm-renderer")?R.getNamedItem("data-bm-renderer").value:R.getNamedItem("bm-renderer")?R.getNamedItem("bm-renderer").value:"canvas";var G=R.getNamedItem("data-anim-loop")?R.getNamedItem("data-anim-loop").value:R.getNamedItem("data-bm-loop")?R.getNamedItem("data-bm-loop").value:R.getNamedItem("bm-loop")?R.getNamedItem("bm-loop").value:"";G==="false"?D.loop=!1:G==="true"?D.loop=!0:G!==""&&(D.loop=parseInt(G,10));var W=R.getNamedItem("data-anim-autoplay")?R.getNamedItem("data-anim-autoplay").value:R.getNamedItem("data-bm-autoplay")?R.getNamedItem("data-bm-autoplay").value:R.getNamedItem("bm-autoplay")?R.getNamedItem("bm-autoplay").value:!0;D.autoplay=W!=="false",D.name=R.getNamedItem("data-name")?R.getNamedItem("data-name").value:R.getNamedItem("data-bm-name")?R.getNamedItem("data-bm-name").value:R.getNamedItem("bm-name")?R.getNamedItem("bm-name").value:"";var q=R.getNamedItem("data-anim-prerender")?R.getNamedItem("data-anim-prerender").value:R.getNamedItem("data-bm-prerender")?R.getNamedItem("data-bm-prerender").value:R.getNamedItem("bm-prerender")?R.getNamedItem("bm-prerender").value:"";q==="false"&&(D.prerender=!1),this.setParams(D)},AnimationItem.prototype.includeLayers=function(F){F.op>this.animationData.op&&(this.animationData.op=F.op,this.totalFrames=Math.floor(F.op-this.animationData.ip));var B=this.animationData.layers,D,R=B.length,G=F.layers,W,q=G.length;for(W=0;W<q;W+=1)for(D=0;D<R;){if(B[D].id===G[W].id){B[D]=G[W];break}D+=1}if((F.chars||F.fonts)&&(this.renderer.globalData.fontManager.addChars(F.chars),this.renderer.globalData.fontManager.addFonts(F.fonts,this.renderer.globalData.defs)),F.assets)for(R=F.assets.length,D=0;D<R;D+=1)this.animationData.assets.push(F.assets[D]);this.animationData.__complete=!1,dataManager.completeAnimation(this.animationData,this.onSegmentComplete)},AnimationItem.prototype.onSegmentComplete=function(F){this.animationData=F;var B=getExpressionsPlugin();B&&B.initExpressions(this),this.loadNextSegment()},AnimationItem.prototype.loadNextSegment=function(){var F=this.animationData.segments;if(!F||F.length===0||!this.autoloadSegments){this.trigger("data_ready"),this.timeCompleted=this.totalFrames;return}var B=F.shift();this.timeCompleted=B.time*this.frameRate;var D=this.path+this.fileName+"_"+this.segmentPos+".json";this.segmentPos+=1,dataManager.loadData(D,this.includeLayers.bind(this),function(){this.trigger("data_failed")}.bind(this))},AnimationItem.prototype.loadSegments=function(){var F=this.animationData.segments;F||(this.timeCompleted=this.totalFrames),this.loadNextSegment()},AnimationItem.prototype.imagesLoaded=function(){this.trigger("loaded_images"),this.checkLoaded()},AnimationItem.prototype.preloadImages=function(){this.imagePreloader.setAssetsPath(this.assetsPath),this.imagePreloader.setPath(this.path),this.imagePreloader.loadAssets(this.animationData.assets,this.imagesLoaded.bind(this))},AnimationItem.prototype.configAnimation=function(F){if(!!this.renderer)try{this.animationData=F,this.initialSegment?(this.totalFrames=Math.floor(this.initialSegment[1]-this.initialSegment[0]),this.firstFrame=Math.round(this.initialSegment[0])):(this.totalFrames=Math.floor(this.animationData.op-this.animationData.ip),this.firstFrame=Math.round(this.animationData.ip)),this.renderer.configAnimation(F),F.assets||(F.assets=[]),this.assets=this.animationData.assets,this.frameRate=this.animationData.fr,this.frameMult=this.animationData.fr/1e3,this.renderer.searchExtraCompositions(F.assets),this.markers=markerParser(F.markers||[]),this.trigger("config_ready"),this.preloadImages(),this.loadSegments(),this.updaFrameModifier(),this.waitForFontsLoaded(),this.isPaused&&this.audioController.pause()}catch(B){this.triggerConfigError(B)}},AnimationItem.prototype.waitForFontsLoaded=function(){!this.renderer||(this.renderer.globalData.fontManager.isLoaded?this.checkLoaded():setTimeout(this.waitForFontsLoaded.bind(this),20))},AnimationItem.prototype.checkLoaded=function(){if(!this.isLoaded&&this.renderer.globalData.fontManager.isLoaded&&(this.imagePreloader.loadedImages()||this.renderer.rendererType!=="canvas")&&this.imagePreloader.loadedFootages()){this.isLoaded=!0;var F=getExpressionsPlugin();F&&F.initExpressions(this),this.renderer.initItems(),setTimeout(function(){this.trigger("DOMLoaded")}.bind(this),0),this.gotoFrame(),this.autoplay&&this.play()}},AnimationItem.prototype.resize=function(){this.renderer.updateContainerSize()},AnimationItem.prototype.setSubframe=function(F){this.isSubframeEnabled=!!F},AnimationItem.prototype.gotoFrame=function(){this.currentFrame=this.isSubframeEnabled?this.currentRawFrame:~~this.currentRawFrame,this.timeCompleted!==this.totalFrames&&this.currentFrame>this.timeCompleted&&(this.currentFrame=this.timeCompleted),this.trigger("enterFrame"),this.renderFrame(),this.trigger("drawnFrame")},AnimationItem.prototype.renderFrame=function(){if(!(this.isLoaded===!1||!this.renderer))try{this.renderer.renderFrame(this.currentFrame+this.firstFrame)}catch(F){this.triggerRenderFrameError(F)}},AnimationItem.prototype.play=function(F){F&&this.name!==F||this.isPaused===!0&&(this.isPaused=!1,this.trigger("_pause"),this.audioController.resume(),this._idle&&(this._idle=!1,this.trigger("_active")))},AnimationItem.prototype.pause=function(F){F&&this.name!==F||this.isPaused===!1&&(this.isPaused=!0,this.trigger("_play"),this._idle=!0,this.trigger("_idle"),this.audioController.pause())},AnimationItem.prototype.togglePause=function(F){F&&this.name!==F||(this.isPaused===!0?this.play():this.pause())},AnimationItem.prototype.stop=function(F){F&&this.name!==F||(this.pause(),this.playCount=0,this._completedLoop=!1,this.setCurrentRawFrameValue(0))},AnimationItem.prototype.getMarkerData=function(F){for(var B,D=0;D<this.markers.length;D+=1)if(B=this.markers[D],B.payload&&B.payload.name===F)return B;return null},AnimationItem.prototype.goToAndStop=function(F,B,D){if(!(D&&this.name!==D)){var R=Number(F);if(isNaN(R)){var G=this.getMarkerData(F);G&&this.goToAndStop(G.time,!0)}else B?this.setCurrentRawFrameValue(F):this.setCurrentRawFrameValue(F*this.frameModifier);this.pause()}},AnimationItem.prototype.goToAndPlay=function(F,B,D){if(!(D&&this.name!==D)){var R=Number(F);if(isNaN(R)){var G=this.getMarkerData(F);G&&(G.duration?this.playSegments([G.time,G.time+G.duration],!0):this.goToAndStop(G.time,!0))}else this.goToAndStop(R,B,D);this.play()}},AnimationItem.prototype.advanceTime=function(F){if(!(this.isPaused===!0||this.isLoaded===!1)){var B=this.currentRawFrame+F*this.frameModifier,D=!1;B>=this.totalFrames-1&&this.frameModifier>0?!this.loop||this.playCount===this.loop?this.checkSegments(B>this.totalFrames?B%this.totalFrames:0)||(D=!0,B=this.totalFrames-1):B>=this.totalFrames?(this.playCount+=1,this.checkSegments(B%this.totalFrames)||(this.setCurrentRawFrameValue(B%this.totalFrames),this._completedLoop=!0,this.trigger("loopComplete"))):this.setCurrentRawFrameValue(B):B<0?this.checkSegments(B%this.totalFrames)||(this.loop&&!(this.playCount--<=0&&this.loop!==!0)?(this.setCurrentRawFrameValue(this.totalFrames+B%this.totalFrames),this._completedLoop?this.trigger("loopComplete"):this._completedLoop=!0):(D=!0,B=0)):this.setCurrentRawFrameValue(B),D&&(this.setCurrentRawFrameValue(B),this.pause(),this.trigger("complete"))}},AnimationItem.prototype.adjustSegment=function(F,B){this.playCount=0,F[1]<F[0]?(this.frameModifier>0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(-1)),this.totalFrames=F[0]-F[1],this.timeCompleted=this.totalFrames,this.firstFrame=F[1],this.setCurrentRawFrameValue(this.totalFrames-.001-B)):F[1]>F[0]&&(this.frameModifier<0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(1)),this.totalFrames=F[1]-F[0],this.timeCompleted=this.totalFrames,this.firstFrame=F[0],this.setCurrentRawFrameValue(.001+B)),this.trigger("segmentStart")},AnimationItem.prototype.setSegment=function(F,B){var D=-1;this.isPaused&&(this.currentRawFrame+this.firstFrame<F?D=F:this.currentRawFrame+this.firstFrame>B&&(D=B-F)),this.firstFrame=F,this.totalFrames=B-F,this.timeCompleted=this.totalFrames,D!==-1&&this.goToAndStop(D,!0)},AnimationItem.prototype.playSegments=function(F,B){if(B&&(this.segments.length=0),_typeof$4(F[0])==="object"){var D,R=F.length;for(D=0;D<R;D+=1)this.segments.push(F[D])}else this.segments.push(F);this.segments.length&&B&&this.adjustSegment(this.segments.shift(),0),this.isPaused&&this.play()},AnimationItem.prototype.resetSegments=function(F){this.segments.length=0,this.segments.push([this.animationData.ip,this.animationData.op]),F&&this.checkSegments(0)},AnimationItem.prototype.checkSegments=function(F){return this.segments.length?(this.adjustSegment(this.segments.shift(),F),!0):!1},AnimationItem.prototype.destroy=function(F){F&&this.name!==F||!this.renderer||(this.renderer.destroy(),this.imagePreloader.destroy(),this.trigger("destroy"),this._cbs=null,this.onEnterFrame=null,this.onLoopComplete=null,this.onComplete=null,this.onSegmentStart=null,this.onDestroy=null,this.renderer=null,this.renderer=null,this.imagePreloader=null,this.projectInterface=null)},AnimationItem.prototype.setCurrentRawFrameValue=function(F){this.currentRawFrame=F,this.gotoFrame()},AnimationItem.prototype.setSpeed=function(F){this.playSpeed=F,this.updaFrameModifier()},AnimationItem.prototype.setDirection=function(F){this.playDirection=F<0?-1:1,this.updaFrameModifier()},AnimationItem.prototype.setVolume=function(F,B){B&&this.name!==B||this.audioController.setVolume(F)},AnimationItem.prototype.getVolume=function(){return this.audioController.getVolume()},AnimationItem.prototype.mute=function(F){F&&this.name!==F||this.audioController.mute()},AnimationItem.prototype.unmute=function(F){F&&this.name!==F||this.audioController.unmute()},AnimationItem.prototype.updaFrameModifier=function(){this.frameModifier=this.frameMult*this.playSpeed*this.playDirection,this.audioController.setRate(this.playSpeed*this.playDirection)},AnimationItem.prototype.getPath=function(){return this.path},AnimationItem.prototype.getAssetsPath=function(F){var B="";if(F.e)B=F.p;else if(this.assetsPath){var D=F.p;D.indexOf("images/")!==-1&&(D=D.split("/")[1]),B=this.assetsPath+D}else B=this.path,B+=F.u?F.u:"",B+=F.p;return B},AnimationItem.prototype.getAssetData=function(F){for(var B=0,D=this.assets.length;B<D;){if(F===this.assets[B].id)return this.assets[B];B+=1}return null},AnimationItem.prototype.hide=function(){this.renderer.hide()},AnimationItem.prototype.show=function(){this.renderer.show()},AnimationItem.prototype.getDuration=function(F){return F?this.totalFrames:this.totalFrames/this.frameRate},AnimationItem.prototype.updateDocumentData=function(F,B,D){try{var R=this.renderer.getElementByPath(F);R.updateDocumentData(B,D)}catch{}},AnimationItem.prototype.trigger=function(F){if(this._cbs&&this._cbs[F])switch(F){case"enterFrame":this.triggerEvent(F,new BMEnterFrameEvent(F,this.currentFrame,this.totalFrames,this.frameModifier));break;case"drawnFrame":this.drawnFrameEvent.currentTime=this.currentFrame,this.drawnFrameEvent.totalTime=this.totalFrames,this.drawnFrameEvent.direction=this.frameModifier,this.triggerEvent(F,this.drawnFrameEvent);break;case"loopComplete":this.triggerEvent(F,new BMCompleteLoopEvent(F,this.loop,this.playCount,this.frameMult));break;case"complete":this.triggerEvent(F,new 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re=te.percents,se=te.lengths,ie=re.length,ae=bmFloor((ie-1)*Q),le=Q*te.addedLength,ue=0;if(ae===ie-1||ae===0||le===se[ae])return re[ae];for(var ce=se[ae]>le?-1:1,de=!0;de;)if(se[ae]<=le&&se[ae+1]>le?(ue=(le-se[ae])/(se[ae+1]-se[ae]),de=!1):ae+=ce,ae<0||ae>=ie-1){if(ae===ie-1)return re[ae];de=!1}return re[ae]+(re[ae+1]-re[ae])*ue}function U(Q,te,re,se,ie,ae){var le=Y(ie,ae),ue=1-le,ce=F.round((ue*ue*ue*Q[0]+(le*ue*ue+ue*le*ue+ue*ue*le)*re[0]+(le*le*ue+ue*le*le+le*ue*le)*se[0]+le*le*le*te[0])*1e3)/1e3,de=F.round((ue*ue*ue*Q[1]+(le*ue*ue+ue*le*ue+ue*ue*le)*re[1]+(le*le*ue+ue*le*le+le*ue*le)*se[1]+le*le*le*te[1])*1e3)/1e3;return[ce,de]}var J=createTypedArray("float32",8);function K(Q,te,re,se,ie,ae,le){ie<0?ie=0:ie>1&&(ie=1);var ue=Y(ie,le);ae=ae>1?1:ae;var 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ie=this.comp.renderedFrame-this.offsetTime,ae=this.keyframes[0].t-this.offsetTime,le=this.keyframes[this.keyframes.length-1].t-this.offsetTime;if(!(ie===this._caching.lastFrame||this._caching.lastFrame!==F&&(this._caching.lastFrame>=le&&ie>=le||this._caching.lastFrame<ae&&ie<ae))){this._caching.lastFrame>=ie&&(this._caching._lastKeyframeIndex=-1,this._caching.lastIndex=0);var ue=this.interpolateValue(ie,this._caching);this.pv=ue}return this._caching.lastFrame=ie,this.pv}function Z(ie){var ae;if(this.propType==="unidimensional")ae=ie*this.mult,B(this.v-ae)>1e-5&&(this.v=ae,this._mdf=!0);else for(var le=0,ue=this.v.length;le<ue;)ae=ie[le]*this.mult,B(this.v[le]-ae)>1e-5&&(this.v[le]=ae,this._mdf=!0),le+=1}function Y(){if(!(this.elem.globalData.frameId===this.frameId||!this.effectsSequence.length)){if(this.lock){this.setVValue(this.pv);return}this.lock=!0,this._mdf=this._isFirstFrame;var ie,ae=this.effectsSequence.length,le=this.kf?this.pv:this.data.k;for(ie=0;ie<ae;ie+=1)le=this.effectsSequence[ie](le);this.setVValue(le),this._isFirstFrame=!1,this.lock=!1,this.frameId=this.elem.globalData.frameId}}function U(ie){this.effectsSequence.push(ie),this.container.addDynamicProperty(this)}function J(ie,ae,le,ue){this.propType="unidimensional",this.mult=le||1,this.data=ae,this.v=le?ae.k*le:ae.k,this.pv=ae.k,this._mdf=!1,this.elem=ie,this.container=ue,this.comp=ie.comp,this.k=!1,this.kf=!1,this.vel=0,this.effectsSequence=[],this._isFirstFrame=!0,this.getValue=Y,this.setVValue=Z,this.addEffect=U}function K(ie,ae,le,ue){this.propType="multidimensional",this.mult=le||1,this.data=ae,this._mdf=!1,this.elem=ie,this.container=ue,this.comp=ie.comp,this.k=!1,this.kf=!1,this.frameId=-1;var ce,de=ae.k.length;for(this.v=createTypedArray("float32",de),this.pv=createTypedArray("float32",de),this.vel=createTypedArray("float32",de),ce=0;ce<de;ce+=1)this.v[ce]=ae.k[ce]*this.mult,this.pv[ce]=ae.k[ce];this._isFirstFrame=!0,this.effectsSequence=[],this.getValue=Y,this.setVValue=Z,this.addEffect=U}function Q(ie,ae,le,ue){this.propType="unidimensional",this.keyframes=ae.k,this.keyframesMetadata=[],this.offsetTime=ie.data.st,this.frameId=-1,this._caching={lastFrame:F,lastIndex:0,value:0,_lastKeyframeIndex:-1},this.k=!0,this.kf=!0,this.data=ae,this.mult=le||1,this.elem=ie,this.container=ue,this.comp=ie.comp,this.v=F,this.pv=F,this._isFirstFrame=!0,this.getValue=Y,this.setVValue=Z,this.interpolateValue=D,this.effectsSequence=[q.bind(this)],this.addEffect=U}function te(ie,ae,le,ue){this.propType="multidimensional";var ce,de=ae.k.length,ve,he,me,be;for(ce=0;ce<de-1;ce+=1)ae.k[ce].to&&ae.k[ce].s&&ae.k[ce+1]&&ae.k[ce+1].s&&(ve=ae.k[ce].s,he=ae.k[ce+1].s,me=ae.k[ce].to,be=ae.k[ce].ti,(ve.length===2&&!(ve[0]===he[0]&&ve[1]===he[1])&&bez.pointOnLine2D(ve[0],ve[1],he[0],he[1],ve[0]+me[0],ve[1]+me[1])&&bez.pointOnLine2D(ve[0],ve[1],he[0],he[1],he[0]+be[0],he[1]+be[1])||ve.length===3&&!(ve[0]===he[0]&&ve[1]===he[1]&&ve[2]===he[2])&&bez.pointOnLine3D(ve[0],ve[1],ve[2],he[0],he[1],he[2],ve[0]+me[0],ve[1]+me[1],ve[2]+me[2])&&bez.pointOnLine3D(ve[0],ve[1],ve[2],he[0],he[1],he[2],he[0]+be[0],he[1]+be[1],he[2]+be[2]))&&(ae.k[ce].to=null,ae.k[ce].ti=null),ve[0]===he[0]&&ve[1]===he[1]&&me[0]===0&&me[1]===0&&be[0]===0&&be[1]===0&&(ve.length===2||ve[2]===he[2]&&me[2]===0&&be[2]===0)&&(ae.k[ce].to=null,ae.k[ce].ti=null));this.effectsSequence=[q.bind(this)],this.data=ae,this.keyframes=ae.k,this.keyframesMetadata=[],this.offsetTime=ie.data.st,this.k=!0,this.kf=!0,this._isFirstFrame=!0,this.mult=le||1,this.elem=ie,this.container=ue,this.comp=ie.comp,this.getValue=Y,this.setVValue=Z,this.interpolateValue=D,this.frameId=-1;var xe=ae.k[0].s.length;for(this.v=createTypedArray("float32",xe),this.pv=createTypedArray("float32",xe),ce=0;ce<xe;ce+=1)this.v[ce]=F,this.pv[ce]=F;this._caching={lastFrame:F,lastIndex:0,value:createTypedArray("float32",xe)},this.addEffect=U}function re(ie,ae,le,ue,ce){var de;if(!ae.k.length)de=new J(ie,ae,ue,ce);else if(typeof ae.k[0]=="number")de=new K(ie,ae,ue,ce);else switch(le){case 0:de=new Q(ie,ae,ue,ce);break;case 1:de=new te(ie,ae,ue,ce);break}return de.effectsSequence.length&&ce.addDynamicProperty(de),de}var se={getProp:re};return se}();function DynamicPropertyContainer(){}DynamicPropertyContainer.prototype={addDynamicProperty:function(B){this.dynamicProperties.indexOf(B)===-1&&(this.dynamicProperties.push(B),this.container.addDynamicProperty(this),this._isAnimated=!0)},iterateDynamicProperties:function(){this._mdf=!1;var B,D=this.dynamicProperties.length;for(B=0;B<D;B+=1)this.dynamicProperties[B].getValue(),this.dynamicProperties[B]._mdf&&(this._mdf=!0)},initDynamicPropertyContainer:function(B){this.container=B,this.dynamicProperties=[],this._mdf=!1,this._isAnimated=!1}};var pointPool=function(){function F(){return createTypedArray("float32",2)}return poolFactory(8,F)}();function ShapePath(){this.c=!1,this._length=0,this._maxLength=8,this.v=createSizedArray(this._maxLength),this.o=createSizedArray(this._maxLength),this.i=createSizedArray(this._maxLength)}ShapePath.prototype.setPathData=function(F,B){this.c=F,this.setLength(B);for(var D=0;D<B;)this.v[D]=pointPool.newElement(),this.o[D]=pointPool.newElement(),this.i[D]=pointPool.newElement(),D+=1},ShapePath.prototype.setLength=function(F){for(;this._maxLength<F;)this.doubleArrayLength();this._length=F},ShapePath.prototype.doubleArrayLength=function(){this.v=this.v.concat(createSizedArray(this._maxLength)),this.i=this.i.concat(createSizedArray(this._maxLength)),this.o=this.o.concat(createSizedArray(this._maxLength)),this._maxLength*=2},ShapePath.prototype.setXYAt=function(F,B,D,R,G){var W;switch(this._length=Math.max(this._length,R+1),this._length>=this._maxLength&&this.doubleArrayLength(),D){case"v":W=this.v;break;case"i":W=this.i;break;case"o":W=this.o;break;default:W=[];break}(!W[R]||W[R]&&!G)&&(W[R]=pointPool.newElement()),W[R][0]=F,W[R][1]=B},ShapePath.prototype.setTripleAt=function(F,B,D,R,G,W,q,Z){this.setXYAt(F,B,"v",q,Z),this.setXYAt(D,R,"o",q,Z),this.setXYAt(G,W,"i",q,Z)},ShapePath.prototype.reverse=function(){var F=new ShapePath;F.setPathData(this.c,this._length);var B=this.v,D=this.o,R=this.i,G=0;this.c&&(F.setTripleAt(B[0][0],B[0][1],R[0][0],R[0][1],D[0][0],D[0][1],0,!1),G=1);var W=this._length-1,q=this._length,Z;for(Z=G;Z<q;Z+=1)F.setTripleAt(B[W][0],B[W][1],R[W][0],R[W][1],D[W][0],D[W][1],Z,!1),W-=1;return F};var shapePool=function(){function F(){return new ShapePath}function B(G){var W=G._length,q;for(q=0;q<W;q+=1)pointPool.release(G.v[q]),pointPool.release(G.i[q]),pointPool.release(G.o[q]),G.v[q]=null,G.i[q]=null,G.o[q]=null;G._length=0,G.c=!1}function D(G){var W=R.newElement(),q,Z=G._length===void 0?G.v.length:G._length;for(W.setLength(Z),W.c=G.c,q=0;q<Z;q+=1)W.setTripleAt(G.v[q][0],G.v[q][1],G.o[q][0],G.o[q][1],G.i[q][0],G.i[q][1],q);return W}var R=poolFactory(4,F,B);return R.clone=D,R}();function ShapeCollection(){this._length=0,this._maxLength=4,this.shapes=createSizedArray(this._maxLength)}ShapeCollection.prototype.addShape=function(F){this._length===this._maxLength&&(this.shapes=this.shapes.concat(createSizedArray(this._maxLength)),this._maxLength*=2),this.shapes[this._length]=F,this._length+=1},ShapeCollection.prototype.releaseShapes=function(){var F;for(F=0;F<this._length;F+=1)shapePool.release(this.shapes[F]);this._length=0};var shapeCollectionPool=function(){var F={newShapeCollection:G,release:W},B=0,D=4,R=createSizedArray(D);function G(){var q;return B?(B-=1,q=R[B]):q=new ShapeCollection,q}function W(q){var Z,Y=q._length;for(Z=0;Z<Y;Z+=1)shapePool.release(q.shapes[Z]);q._length=0,B===D&&(R=pooling.double(R),D*=2),R[B]=q,B+=1}return F}(),ShapePropertyFactory=function(){var F=-999999;function B(ae,le,ue){var ce=ue.lastIndex,de,ve,he,me,be,xe,Ae,Pe,ze,ge=this.keyframes;if(ae<ge[0].t-this.offsetTime)de=ge[0].s[0],he=!0,ce=0;else if(ae>=ge[ge.length-1].t-this.offsetTime)de=ge[ge.length-1].s?ge[ge.length-1].s[0]:ge[ge.length-2].e[0],he=!0;else{for(var Te=ce,Xe=ge.length-1,Se=!0,we,Me,Ne;Se&&(we=ge[Te],Me=ge[Te+1],!(Me.t-this.offsetTime>ae));)Te<Xe-1?Te+=1:Se=!1;if(Ne=this.keyframesMetadata[Te]||{},he=we.h===1,ce=Te,!he){if(ae>=Me.t-this.offsetTime)Pe=1;else if(ae<we.t-this.offsetTime)Pe=0;else{var Be;Ne.__fnct?Be=Ne.__fnct:(Be=BezierFactory.getBezierEasing(we.o.x,we.o.y,we.i.x,we.i.y).get,Ne.__fnct=Be),Pe=Be((ae-(we.t-this.offsetTime))/(Me.t-this.offsetTime-(we.t-this.offsetTime)))}ve=Me.s?Me.s[0]:we.e[0]}de=we.s[0]}for(xe=le._length,Ae=de.i[0].length,ue.lastIndex=ce,me=0;me<xe;me+=1)for(be=0;be<Ae;be+=1)ze=he?de.i[me][be]:de.i[me][be]+(ve.i[me][be]-de.i[me][be])*Pe,le.i[me][be]=ze,ze=he?de.o[me][be]:de.o[me][be]+(ve.o[me][be]-de.o[me][be])*Pe,le.o[me][be]=ze,ze=he?de.v[me][be]:de.v[me][be]+(ve.v[me][be]-de.v[me][be])*Pe,le.v[me][be]=ze}function D(){var ae=this.comp.renderedFrame-this.offsetTime,le=this.keyframes[0].t-this.offsetTime,ue=this.keyframes[this.keyframes.length-1].t-this.offsetTime,ce=this._caching.lastFrame;return ce!==F&&(ce<le&&ae<le||ce>ue&&ae>ue)||(this._caching.lastIndex=ce<ae?this._caching.lastIndex:0,this.interpolateShape(ae,this.pv,this._caching)),this._caching.lastFrame=ae,this.pv}function R(){this.paths=this.localShapeCollection}function G(ae,le){if(ae._length!==le._length||ae.c!==le.c)return!1;var ue,ce=ae._length;for(ue=0;ue<ce;ue+=1)if(ae.v[ue][0]!==le.v[ue][0]||ae.v[ue][1]!==le.v[ue][1]||ae.o[ue][0]!==le.o[ue][0]||ae.o[ue][1]!==le.o[ue][1]||ae.i[ue][0]!==le.i[ue][0]||ae.i[ue][1]!==le.i[ue][1])return!1;return!0}function W(ae){G(this.v,ae)||(this.v=shapePool.clone(ae),this.localShapeCollection.releaseShapes(),this.localShapeCollection.addShape(this.v),this._mdf=!0,this.paths=this.localShapeCollection)}function q(){if(this.elem.globalData.frameId!==this.frameId){if(!this.effectsSequence.length){this._mdf=!1;return}if(this.lock){this.setVValue(this.pv);return}this.lock=!0,this._mdf=!1;var ae;this.kf?ae=this.pv:this.data.ks?ae=this.data.ks.k:ae=this.data.pt.k;var le,ue=this.effectsSequence.length;for(le=0;le<ue;le+=1)ae=this.effectsSequence[le](ae);this.setVValue(ae),this.lock=!1,this.frameId=this.elem.globalData.frameId}}function Z(ae,le,ue){this.propType="shape",this.comp=ae.comp,this.container=ae,this.elem=ae,this.data=le,this.k=!1,this.kf=!1,this._mdf=!1;var ce=ue===3?le.pt.k:le.ks.k;this.v=shapePool.clone(ce),this.pv=shapePool.clone(this.v),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.paths.addShape(this.v),this.reset=R,this.effectsSequence=[]}function Y(ae){this.effectsSequence.push(ae),this.container.addDynamicProperty(this)}Z.prototype.interpolateShape=B,Z.prototype.getValue=q,Z.prototype.setVValue=W,Z.prototype.addEffect=Y;function U(ae,le,ue){this.propType="shape",this.comp=ae.comp,this.elem=ae,this.container=ae,this.offsetTime=ae.data.st,this.keyframes=ue===3?le.pt.k:le.ks.k,this.keyframesMetadata=[],this.k=!0,this.kf=!0;var ce=this.keyframes[0].s[0].i.length;this.v=shapePool.newElement(),this.v.setPathData(this.keyframes[0].s[0].c,ce),this.pv=shapePool.clone(this.v),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.paths.addShape(this.v),this.lastFrame=F,this.reset=R,this._caching={lastFrame:F,lastIndex:0},this.effectsSequence=[D.bind(this)]}U.prototype.getValue=q,U.prototype.interpolateShape=B,U.prototype.setVValue=W,U.prototype.addEffect=Y;var J=function(){var ae=roundCorner;function le(ue,ce){this.v=shapePool.newElement(),this.v.setPathData(!0,4),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.localShapeCollection.addShape(this.v),this.d=ce.d,this.elem=ue,this.comp=ue.comp,this.frameId=-1,this.initDynamicPropertyContainer(ue),this.p=PropertyFactory.getProp(ue,ce.p,1,0,this),this.s=PropertyFactory.getProp(ue,ce.s,1,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertEllToPath())}return le.prototype={reset:R,getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertEllToPath())},convertEllToPath:function(){var ce=this.p.v[0],de=this.p.v[1],ve=this.s.v[0]/2,he=this.s.v[1]/2,me=this.d!==3,be=this.v;be.v[0][0]=ce,be.v[0][1]=de-he,be.v[1][0]=me?ce+ve:ce-ve,be.v[1][1]=de,be.v[2][0]=ce,be.v[2][1]=de+he,be.v[3][0]=me?ce-ve:ce+ve,be.v[3][1]=de,be.i[0][0]=me?ce-ve*ae:ce+ve*ae,be.i[0][1]=de-he,be.i[1][0]=me?ce+ve:ce-ve,be.i[1][1]=de-he*ae,be.i[2][0]=me?ce+ve*ae:ce-ve*ae,be.i[2][1]=de+he,be.i[3][0]=me?ce-ve:ce+ve,be.i[3][1]=de+he*ae,be.o[0][0]=me?ce+ve*ae:ce-ve*ae,be.o[0][1]=de-he,be.o[1][0]=me?ce+ve:ce-ve,be.o[1][1]=de+he*ae,be.o[2][0]=me?ce-ve*ae:ce+ve*ae,be.o[2][1]=de+he,be.o[3][0]=me?ce-ve:ce+ve,be.o[3][1]=de-he*ae}},extendPrototype([DynamicPropertyContainer],le),le}(),K=function(){function ae(le,ue){this.v=shapePool.newElement(),this.v.setPathData(!0,0),this.elem=le,this.comp=le.comp,this.data=ue,this.frameId=-1,this.d=ue.d,this.initDynamicPropertyContainer(le),ue.sy===1?(this.ir=PropertyFactory.getProp(le,ue.ir,0,0,this),this.is=PropertyFactory.getProp(le,ue.is,0,.01,this),this.convertToPath=this.convertStarToPath):this.convertToPath=this.convertPolygonToPath,this.pt=PropertyFactory.getProp(le,ue.pt,0,0,this),this.p=PropertyFactory.getProp(le,ue.p,1,0,this),this.r=PropertyFactory.getProp(le,ue.r,0,degToRads,this),this.or=PropertyFactory.getProp(le,ue.or,0,0,this),this.os=PropertyFactory.getProp(le,ue.os,0,.01,this),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.localShapeCollection.addShape(this.v),this.paths=this.localShapeCollection,this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertToPath())}return ae.prototype={reset:R,getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertToPath())},convertStarToPath:function(){var ue=Math.floor(this.pt.v)*2,ce=Math.PI*2/ue,de=!0,ve=this.or.v,he=this.ir.v,me=this.os.v,be=this.is.v,xe=2*Math.PI*ve/(ue*2),Ae=2*Math.PI*he/(ue*2),Pe,ze,ge,Te,Xe=-Math.PI/2;Xe+=this.r.v;var Se=this.data.d===3?-1:1;for(this.v._length=0,Pe=0;Pe<ue;Pe+=1){ze=de?ve:he,ge=de?me:be,Te=de?xe:Ae;var we=ze*Math.cos(Xe),Me=ze*Math.sin(Xe),Ne=we===0&&Me===0?0:Me/Math.sqrt(we*we+Me*Me),Be=we===0&&Me===0?0:-we/Math.sqrt(we*we+Me*Me);we+=+this.p.v[0],Me+=+this.p.v[1],this.v.setTripleAt(we,Me,we-Ne*Te*ge*Se,Me-Be*Te*ge*Se,we+Ne*Te*ge*Se,Me+Be*Te*ge*Se,Pe,!0),de=!de,Xe+=ce*Se}},convertPolygonToPath:function(){var ue=Math.floor(this.pt.v),ce=Math.PI*2/ue,de=this.or.v,ve=this.os.v,he=2*Math.PI*de/(ue*4),me,be=-Math.PI*.5,xe=this.data.d===3?-1:1;for(be+=this.r.v,this.v._length=0,me=0;me<ue;me+=1){var Ae=de*Math.cos(be),Pe=de*Math.sin(be),ze=Ae===0&&Pe===0?0:Pe/Math.sqrt(Ae*Ae+Pe*Pe),ge=Ae===0&&Pe===0?0:-Ae/Math.sqrt(Ae*Ae+Pe*Pe);Ae+=+this.p.v[0],Pe+=+this.p.v[1],this.v.setTripleAt(Ae,Pe,Ae-ze*he*ve*xe,Pe-ge*he*ve*xe,Ae+ze*he*ve*xe,Pe+ge*he*ve*xe,me,!0),be+=ce*xe}this.paths.length=0,this.paths[0]=this.v}},extendPrototype([DynamicPropertyContainer],ae),ae}(),Q=function(){function ae(le,ue){this.v=shapePool.newElement(),this.v.c=!0,this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.localShapeCollection.addShape(this.v),this.paths=this.localShapeCollection,this.elem=le,this.comp=le.comp,this.frameId=-1,this.d=ue.d,this.initDynamicPropertyContainer(le),this.p=PropertyFactory.getProp(le,ue.p,1,0,this),this.s=PropertyFactory.getProp(le,ue.s,1,0,this),this.r=PropertyFactory.getProp(le,ue.r,0,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertRectToPath())}return ae.prototype={convertRectToPath:function(){var ue=this.p.v[0],ce=this.p.v[1],de=this.s.v[0]/2,ve=this.s.v[1]/2,he=bmMin(de,ve,this.r.v),me=he*(1-roundCorner);this.v._length=0,this.d===2||this.d===1?(this.v.setTripleAt(ue+de,ce-ve+he,ue+de,ce-ve+he,ue+de,ce-ve+me,0,!0),this.v.setTripleAt(ue+de,ce+ve-he,ue+de,ce+ve-me,ue+de,ce+ve-he,1,!0),he!==0?(this.v.setTripleAt(ue+de-he,ce+ve,ue+de-he,ce+ve,ue+de-me,ce+ve,2,!0),this.v.setTripleAt(ue-de+he,ce+ve,ue-de+me,ce+ve,ue-de+he,ce+ve,3,!0),this.v.setTripleAt(ue-de,ce+ve-he,ue-de,ce+ve-he,ue-de,ce+ve-me,4,!0),this.v.setTripleAt(ue-de,ce-ve+he,ue-de,ce-ve+me,ue-de,ce-ve+he,5,!0),this.v.setTripleAt(ue-de+he,ce-ve,ue-de+he,ce-ve,ue-de+me,ce-ve,6,!0),this.v.setTripleAt(ue+de-he,ce-ve,ue+de-me,ce-ve,ue+de-he,ce-ve,7,!0)):(this.v.setTripleAt(ue-de,ce+ve,ue-de+me,ce+ve,ue-de,ce+ve,2),this.v.setTripleAt(ue-de,ce-ve,ue-de,ce-ve+me,ue-de,ce-ve,3))):(this.v.setTripleAt(ue+de,ce-ve+he,ue+de,ce-ve+me,ue+de,ce-ve+he,0,!0),he!==0?(this.v.setTripleAt(ue+de-he,ce-ve,ue+de-he,ce-ve,ue+de-me,ce-ve,1,!0),this.v.setTripleAt(ue-de+he,ce-ve,ue-de+me,ce-ve,ue-de+he,ce-ve,2,!0),this.v.setTripleAt(ue-de,ce-ve+he,ue-de,ce-ve+he,ue-de,ce-ve+me,3,!0),this.v.setTripleAt(ue-de,ce+ve-he,ue-de,ce+ve-me,ue-de,ce+ve-he,4,!0),this.v.setTripleAt(ue-de+he,ce+ve,ue-de+he,ce+ve,ue-de+me,ce+ve,5,!0),this.v.setTripleAt(ue+de-he,ce+ve,ue+de-me,ce+ve,ue+de-he,ce+ve,6,!0),this.v.setTripleAt(ue+de,ce+ve-he,ue+de,ce+ve-he,ue+de,ce+ve-me,7,!0)):(this.v.setTripleAt(ue-de,ce-ve,ue-de+me,ce-ve,ue-de,ce-ve,1,!0),this.v.setTripleAt(ue-de,ce+ve,ue-de,ce+ve-me,ue-de,ce+ve,2,!0),this.v.setTripleAt(ue+de,ce+ve,ue+de-me,ce+ve,ue+de,ce+ve,3,!0)))},getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertRectToPath())},reset:R},extendPrototype([DynamicPropertyContainer],ae),ae}();function te(ae,le,ue){var ce;if(ue===3||ue===4){var de=ue===3?le.pt:le.ks,ve=de.k;ve.length?ce=new U(ae,le,ue):ce=new Z(ae,le,ue)}else ue===5?ce=new Q(ae,le):ue===6?ce=new J(ae,le):ue===7&&(ce=new K(ae,le));return ce.k&&ae.addDynamicProperty(ce),ce}function re(){return Z}function se(){return U}var ie={};return ie.getShapeProp=te,ie.getConstructorFunction=re,ie.getKeyframedConstructorFunction=se,ie}();/*!
 Transformation Matrix v2.0
 (c) Epistemex 2014-2015
 www.epistemex.com
 By Ken Fyrstenberg
 Contributions by leeoniya.
 License: MIT, header required.
 */var Matrix=function(){var F=Math.cos,B=Math.sin,D=Math.tan,R=Math.round;function G(){return this.props[0]=1,this.props[1]=0,this.props[2]=0,this.props[3]=0,this.props[4]=0,this.props[5]=1,this.props[6]=0,this.props[7]=0,this.props[8]=0,this.props[9]=0,this.props[10]=1,this.props[11]=0,this.props[12]=0,this.props[13]=0,this.props[14]=0,this.props[15]=1,this}function W(Se){if(Se===0)return this;var we=F(Se),Me=B(Se);return this._t(we,-Me,0,0,Me,we,0,0,0,0,1,0,0,0,0,1)}function q(Se){if(Se===0)return this;var we=F(Se),Me=B(Se);return this._t(1,0,0,0,0,we,-Me,0,0,Me,we,0,0,0,0,1)}function Z(Se){if(Se===0)return this;var we=F(Se),Me=B(Se);return this._t(we,0,Me,0,0,1,0,0,-Me,0,we,0,0,0,0,1)}function Y(Se){if(Se===0)return this;var we=F(Se),Me=B(Se);return this._t(we,-Me,0,0,Me,we,0,0,0,0,1,0,0,0,0,1)}function U(Se,we){return this._t(1,we,Se,1,0,0)}function J(Se,we){return this.shear(D(Se),D(we))}function K(Se,we){var Me=F(we),Ne=B(we);return this._t(Me,Ne,0,0,-Ne,Me,0,0,0,0,1,0,0,0,0,1)._t(1,0,0,0,D(Se),1,0,0,0,0,1,0,0,0,0,1)._t(Me,-Ne,0,0,Ne,Me,0,0,0,0,1,0,0,0,0,1)}function Q(Se,we,Me){return!Me&&Me!==0&&(Me=1),Se===1&&we===1&&Me===1?this:this._t(Se,0,0,0,0,we,0,0,0,0,Me,0,0,0,0,1)}function te(Se,we,Me,Ne,Be,Le,ke,Re,Ie,Ye,tt,$e,st,pt,ht,gt){return this.props[0]=Se,this.props[1]=we,this.props[2]=Me,this.props[3]=Ne,this.props[4]=Be,this.props[5]=Le,this.props[6]=ke,this.props[7]=Re,this.props[8]=Ie,this.props[9]=Ye,this.props[10]=tt,this.props[11]=$e,this.props[12]=st,this.props[13]=pt,this.props[14]=ht,this.props[15]=gt,this}function re(Se,we,Me){return Me=Me||0,Se!==0||we!==0||Me!==0?this._t(1,0,0,0,0,1,0,0,0,0,1,0,Se,we,Me,1):this}function se(Se,we,Me,Ne,Be,Le,ke,Re,Ie,Ye,tt,$e,st,pt,ht,gt){var De=this.props;if(Se===1&&we===0&&Me===0&&Ne===0&&Be===0&&Le===1&&ke===0&&Re===0&&Ie===0&&Ye===0&&tt===1&&$e===0)return De[12]=De[12]*Se+De[15]*st,De[13]=De[13]*Le+De[15]*pt,De[14]=De[14]*tt+De[15]*ht,De[15]*=gt,this._identityCalculated=!1,this;var Ce=De[0],Ue=De[1],_e=De[2],Fe=De[3],He=De[4],Ze=De[5],Ke=De[6],nt=De[7],Qe=De[8],ct=De[9],ft=De[10],ut=De[11],At=De[12],Pt=De[13],vt=De[14],St=De[15];return De[0]=Ce*Se+Ue*Be+_e*Ie+Fe*st,De[1]=Ce*we+Ue*Le+_e*Ye+Fe*pt,De[2]=Ce*Me+Ue*ke+_e*tt+Fe*ht,De[3]=Ce*Ne+Ue*Re+_e*$e+Fe*gt,De[4]=He*Se+Ze*Be+Ke*Ie+nt*st,De[5]=He*we+Ze*Le+Ke*Ye+nt*pt,De[6]=He*Me+Ze*ke+Ke*tt+nt*ht,De[7]=He*Ne+Ze*Re+Ke*$e+nt*gt,De[8]=Qe*Se+ct*Be+ft*Ie+ut*st,De[9]=Qe*we+ct*Le+ft*Ye+ut*pt,De[10]=Qe*Me+ct*ke+ft*tt+ut*ht,De[11]=Qe*Ne+ct*Re+ft*$e+ut*gt,De[12]=At*Se+Pt*Be+vt*Ie+St*st,De[13]=At*we+Pt*Le+vt*Ye+St*pt,De[14]=At*Me+Pt*ke+vt*tt+St*ht,De[15]=At*Ne+Pt*Re+vt*$e+St*gt,this._identityCalculated=!1,this}function ie(){return this._identityCalculated||(this._identity=!(this.props[0]!==1||this.props[1]!==0||this.props[2]!==0||this.props[3]!==0||this.props[4]!==0||this.props[5]!==1||this.props[6]!==0||this.props[7]!==0||this.props[8]!==0||this.props[9]!==0||this.props[10]!==1||this.props[11]!==0||this.props[12]!==0||this.props[13]!==0||this.props[14]!==0||this.props[15]!==1),this._identityCalculated=!0),this._identity}function ae(Se){for(var we=0;we<16;){if(Se.props[we]!==this.props[we])return!1;we+=1}return!0}function le(Se){var we;for(we=0;we<16;we+=1)Se.props[we]=this.props[we];return Se}function ue(Se){var we;for(we=0;we<16;we+=1)this.props[we]=Se[we]}function ce(Se,we,Me){return{x:Se*this.props[0]+we*this.props[4]+Me*this.props[8]+this.props[12],y:Se*this.props[1]+we*this.props[5]+Me*this.props[9]+this.props[13],z:Se*this.props[2]+we*this.props[6]+Me*this.props[10]+this.props[14]}}function de(Se,we,Me){return Se*this.props[0]+we*this.props[4]+Me*this.props[8]+this.props[12]}function ve(Se,we,Me){return Se*this.props[1]+we*this.props[5]+Me*this.props[9]+this.props[13]}function he(Se,we,Me){return Se*this.props[2]+we*this.props[6]+Me*this.props[10]+this.props[14]}function me(){var Se=this.props[0]*this.props[5]-this.props[1]*this.props[4],we=this.props[5]/Se,Me=-this.props[1]/Se,Ne=-this.props[4]/Se,Be=this.props[0]/Se,Le=(this.props[4]*this.props[13]-this.props[5]*this.props[12])/Se,ke=-(this.props[0]*this.props[13]-this.props[1]*this.props[12])/Se,Re=new Matrix;return Re.props[0]=we,Re.props[1]=Me,Re.props[4]=Ne,Re.props[5]=Be,Re.props[12]=Le,Re.props[13]=ke,Re}function be(Se){var we=this.getInverseMatrix();return we.applyToPointArray(Se[0],Se[1],Se[2]||0)}function xe(Se){var we,Me=Se.length,Ne=[];for(we=0;we<Me;we+=1)Ne[we]=be(Se[we]);return Ne}function Ae(Se,we,Me){var Ne=createTypedArray("float32",6);if(this.isIdentity())Ne[0]=Se[0],Ne[1]=Se[1],Ne[2]=we[0],Ne[3]=we[1],Ne[4]=Me[0],Ne[5]=Me[1];else{var Be=this.props[0],Le=this.props[1],ke=this.props[4],Re=this.props[5],Ie=this.props[12],Ye=this.props[13];Ne[0]=Se[0]*Be+Se[1]*ke+Ie,Ne[1]=Se[0]*Le+Se[1]*Re+Ye,Ne[2]=we[0]*Be+we[1]*ke+Ie,Ne[3]=we[0]*Le+we[1]*Re+Ye,Ne[4]=Me[0]*Be+Me[1]*ke+Ie,Ne[5]=Me[0]*Le+Me[1]*Re+Ye}return Ne}function Pe(Se,we,Me){var Ne;return this.isIdentity()?Ne=[Se,we,Me]:Ne=[Se*this.props[0]+we*this.props[4]+Me*this.props[8]+this.props[12],Se*this.props[1]+we*this.props[5]+Me*this.props[9]+this.props[13],Se*this.props[2]+we*this.props[6]+Me*this.props[10]+this.props[14]],Ne}function ze(Se,we){if(this.isIdentity())return Se+","+we;var Me=this.props;return Math.round((Se*Me[0]+we*Me[4]+Me[12])*100)/100+","+Math.round((Se*Me[1]+we*Me[5]+Me[13])*100)/100}function ge(){for(var Se=0,we=this.props,Me="matrix3d(",Ne=1e4;Se<16;)Me+=R(we[Se]*Ne)/Ne,Me+=Se===15?")":",",Se+=1;return Me}function Te(Se){var we=1e4;return Se<1e-6&&Se>0||Se>-1e-6&&Se<0?R(Se*we)/we:Se}function Xe(){var Se=this.props,we=Te(Se[0]),Me=Te(Se[1]),Ne=Te(Se[4]),Be=Te(Se[5]),Le=Te(Se[12]),ke=Te(Se[13]);return"matrix("+we+","+Me+","+Ne+","+Be+","+Le+","+ke+")"}return function(){this.reset=G,this.rotate=W,this.rotateX=q,this.rotateY=Z,this.rotateZ=Y,this.skew=J,this.skewFromAxis=K,this.shear=U,this.scale=Q,this.setTransform=te,this.translate=re,this.transform=se,this.applyToPoint=ce,this.applyToX=de,this.applyToY=ve,this.applyToZ=he,this.applyToPointArray=Pe,this.applyToTriplePoints=Ae,this.applyToPointStringified=ze,this.toCSS=ge,this.to2dCSS=Xe,this.clone=le,this.cloneFromProps=ue,this.equals=ae,this.inversePoints=xe,this.inversePoint=be,this.getInverseMatrix=me,this._t=this.transform,this.isIdentity=ie,this._identity=!0,this._identityCalculated=!1,this.props=createTypedArray("float32",16),this.reset()}}();function _typeof$3(F){return typeof Symbol=="function"&&typeof Symbol.iterator=="symbol"?_typeof$3=function(D){return typeof D}:_typeof$3=function(D){return D&&typeof Symbol=="function"&&D.constructor===Symbol&&D!==Symbol.prototype?"symbol":typeof D},_typeof$3(F)}var lottie={};function setLocation(F){setLocationHref(F)}function searchAnimations(){animationManager.searchAnimations()}function setSubframeRendering(F){setSubframeEnabled(F)}function setPrefix(F){setIdPrefix(F)}function loadAnimation(F){return animationManager.loadAnimation(F)}function setQuality(F){if(typeof F=="string")switch(F){case"high":setDefaultCurveSegments(200);break;default:case"medium":setDefaultCurveSegments(50);break;case"low":setDefaultCurveSegments(10);break}else!isNaN(F)&&F>1&&setDefaultCurveSegments(F)}function inBrowser(){return typeof navigator!="undefined"}function installPlugin(F,B){F==="expressions"&&setExpressionsPlugin(B)}function getFactory(F){switch(F){case"propertyFactory":return PropertyFactory;case"shapePropertyFactory":return ShapePropertyFactory;case"matrix":return Matrix;default:return null}}lottie.play=animationManager.play,lottie.pause=animationManager.pause,lottie.setLocationHref=setLocation,lottie.togglePause=animationManager.togglePause,lottie.setSpeed=animationManager.setSpeed,lottie.setDirection=animationManager.setDirection,lottie.stop=animationManager.stop,lottie.searchAnimations=searchAnimations,lottie.registerAnimation=animationManager.registerAnimation,lottie.loadAnimation=loadAnimation,lottie.setSubframeRendering=setSubframeRendering,lottie.resize=animationManager.resize,lottie.goToAndStop=animationManager.goToAndStop,lottie.destroy=animationManager.destroy,lottie.setQuality=setQuality,lottie.inBrowser=inBrowser,lottie.installPlugin=installPlugin,lottie.freeze=animationManager.freeze,lottie.unfreeze=animationManager.unfreeze,lottie.setVolume=animationManager.setVolume,lottie.mute=animationManager.mute,lottie.unmute=animationManager.unmute,lottie.getRegisteredAnimations=animationManager.getRegisteredAnimations,lottie.useWebWorker=setWebWorker,lottie.setIDPrefix=setPrefix,lottie.__getFactory=getFactory,lottie.version="5.9.6";function checkReady(){document.readyState==="complete"&&(clearInterval(readyStateCheckInterval),searchAnimations())}function getQueryVariable(F){for(var B=queryString.split("&"),D=0;D<B.length;D+=1){var R=B[D].split("=");if(decodeURIComponent(R[0])==F)return decodeURIComponent(R[1])}return null}var queryString="";{var scripts=document.getElementsByTagName("script"),index=scripts.length-1,myScript=scripts[index]||{src:""};queryString=myScript.src?myScript.src.replace(/^[^\?]+\??/,""):"",getQueryVariable("renderer")}var readyStateCheckInterval=setInterval(checkReady,100);try{_typeof$3(exports)!=="object"&&(window.bodymovin=lottie)}catch(F){}var ShapeModifiers=function(){var F={},B={};F.registerModifier=D,F.getModifier=R;function D(G,W){B[G]||(B[G]=W)}function R(G,W,q){return new B[G](W,q)}return F}();function ShapeModifier(){}ShapeModifier.prototype.initModifierProperties=function(){},ShapeModifier.prototype.addShapeToModifier=function(){},ShapeModifier.prototype.addShape=function(F){if(!this.closed){F.sh.container.addDynamicProperty(F.sh);var B={shape:F.sh,data:F,localShapeCollection:shapeCollectionPool.newShapeCollection()};this.shapes.push(B),this.addShapeToModifier(B),this._isAnimated&&F.setAsAnimated()}},ShapeModifier.prototype.init=function(F,B){this.shapes=[],this.elem=F,this.initDynamicPropertyContainer(F),this.initModifierProperties(F,B),this.frameId=initialDefaultFrame,this.closed=!1,this.k=!1,this.dynamicProperties.length?this.k=!0:this.getValue(!0)},ShapeModifier.prototype.processKeys=function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties())},extendPrototype([DynamicPropertyContainer],ShapeModifier);function TrimModifier(){}extendPrototype([ShapeModifier],TrimModifier),TrimModifier.prototype.initModifierProperties=function(F,B){this.s=PropertyFactory.getProp(F,B.s,0,.01,this),this.e=PropertyFactory.getProp(F,B.e,0,.01,this),this.o=PropertyFactory.getProp(F,B.o,0,0,this),this.sValue=0,this.eValue=0,this.getValue=this.processKeys,this.m=B.m,this._isAnimated=!!this.s.effectsSequence.length||!!this.e.effectsSequence.length||!!this.o.effectsSequence.length},TrimModifier.prototype.addShapeToModifier=function(F){F.pathsData=[]},TrimModifier.prototype.calculateShapeEdges=function(F,B,D,R,G){var W=[];B<=1?W.push({s:F,e:B}):F>=1?W.push({s:F-1,e:B-1}):(W.push({s:F,e:1}),W.push({s:0,e:B-1}));var q=[],Z,Y=W.length,U;for(Z=0;Z<Y;Z+=1)if(U=W[Z],!(U.e*G<R||U.s*G>R+D)){var J,K;U.s*G<=R?J=0:J=(U.s*G-R)/D,U.e*G>=R+D?K=1:K=(U.e*G-R)/D,q.push([J,K])}return q.length||q.push([0,0]),q},TrimModifier.prototype.releasePathsData=function(F){var B,D=F.length;for(B=0;B<D;B+=1)segmentsLengthPool.release(F[B]);return F.length=0,F},TrimModifier.prototype.processShapes=function(F){var B,D;if(this._mdf||F){var R=this.o.v%360/360;if(R<0&&(R+=1),this.s.v>1?B=1+R:this.s.v<0?B=0+R:B=this.s.v+R,this.e.v>1?D=1+R:this.e.v<0?D=0+R:D=this.e.v+R,B>D){var G=B;B=D,D=G}B=Math.round(B*1e4)*1e-4,D=Math.round(D*1e4)*1e-4,this.sValue=B,this.eValue=D}else B=this.sValue,D=this.eValue;var W,q,Z=this.shapes.length,Y,U,J,K,Q,te=0;if(D===B)for(q=0;q<Z;q+=1)this.shapes[q].localShapeCollection.releaseShapes(),this.shapes[q].shape._mdf=!0,this.shapes[q].shape.paths=this.shapes[q].localShapeCollection,this._mdf&&(this.shapes[q].pathsData.length=0);else if(D===1&&B===0||D===0&&B===1){if(this._mdf)for(q=0;q<Z;q+=1)this.shapes[q].pathsData.length=0,this.shapes[q].shape._mdf=!0}else{var re=[],se,ie;for(q=0;q<Z;q+=1)if(se=this.shapes[q],!se.shape._mdf&&!this._mdf&&!F&&this.m!==2)se.shape.paths=se.localShapeCollection;else{if(W=se.shape.paths,U=W._length,Q=0,!se.shape._mdf&&se.pathsData.length)Q=se.totalShapeLength;else{for(J=this.releasePathsData(se.pathsData),Y=0;Y<U;Y+=1)K=bez.getSegmentsLength(W.shapes[Y]),J.push(K),Q+=K.totalLength;se.totalShapeLength=Q,se.pathsData=J}te+=Q,se.shape._mdf=!0}var ae=B,le=D,ue=0,ce;for(q=Z-1;q>=0;q-=1)if(se=this.shapes[q],se.shape._mdf){for(ie=se.localShapeCollection,ie.releaseShapes(),this.m===2&&Z>1?(ce=this.calculateShapeEdges(B,D,se.totalShapeLength,ue,te),ue+=se.totalShapeLength):ce=[[ae,le]],U=ce.length,Y=0;Y<U;Y+=1){ae=ce[Y][0],le=ce[Y][1],re.length=0,le<=1?re.push({s:se.totalShapeLength*ae,e:se.totalShapeLength*le}):ae>=1?re.push({s:se.totalShapeLength*(ae-1),e:se.totalShapeLength*(le-1)}):(re.push({s:se.totalShapeLength*ae,e:se.totalShapeLength}),re.push({s:0,e:se.totalShapeLength*(le-1)}));var de=this.addShapes(se,re[0]);if(re[0].s!==re[0].e){if(re.length>1){var ve=se.shape.paths.shapes[se.shape.paths._length-1];if(ve.c){var he=de.pop();this.addPaths(de,ie),de=this.addShapes(se,re[1],he)}else this.addPaths(de,ie),de=this.addShapes(se,re[1])}this.addPaths(de,ie)}}se.shape.paths=ie}}},TrimModifier.prototype.addPaths=function(F,B){var D,R=F.length;for(D=0;D<R;D+=1)B.addShape(F[D])},TrimModifier.prototype.addSegment=function(F,B,D,R,G,W,q){G.setXYAt(B[0],B[1],"o",W),G.setXYAt(D[0],D[1],"i",W+1),q&&G.setXYAt(F[0],F[1],"v",W),G.setXYAt(R[0],R[1],"v",W+1)},TrimModifier.prototype.addSegmentFromArray=function(F,B,D,R){B.setXYAt(F[1],F[5],"o",D),B.setXYAt(F[2],F[6],"i",D+1),R&&B.setXYAt(F[0],F[4],"v",D),B.setXYAt(F[3],F[7],"v",D+1)},TrimModifier.prototype.addShapes=function(F,B,D){var R=F.pathsData,G=F.shape.paths.shapes,W,q=F.shape.paths._length,Z,Y,U=0,J,K,Q,te,re=[],se,ie=!0;for(D?(K=D._length,se=D._length):(D=shapePool.newElement(),K=0,se=0),re.push(D),W=0;W<q;W+=1){for(Q=R[W].lengths,D.c=G[W].c,Y=G[W].c?Q.length:Q.length+1,Z=1;Z<Y;Z+=1)if(J=Q[Z-1],U+J.addedLength<B.s)U+=J.addedLength,D.c=!1;else if(U>B.e){D.c=!1;break}else B.s<=U&&B.e>=U+J.addedLength?(this.addSegment(G[W].v[Z-1],G[W].o[Z-1],G[W].i[Z],G[W].v[Z],D,K,ie),ie=!1):(te=bez.getNewSegment(G[W].v[Z-1],G[W].v[Z],G[W].o[Z-1],G[W].i[Z],(B.s-U)/J.addedLength,(B.e-U)/J.addedLength,Q[Z-1]),this.addSegmentFromArray(te,D,K,ie),ie=!1,D.c=!1),U+=J.addedLength,K+=1;if(G[W].c&&Q.length){if(J=Q[Z-1],U<=B.e){var ae=Q[Z-1].addedLength;B.s<=U&&B.e>=U+ae?(this.addSegment(G[W].v[Z-1],G[W].o[Z-1],G[W].i[0],G[W].v[0],D,K,ie),ie=!1):(te=bez.getNewSegment(G[W].v[Z-1],G[W].v[0],G[W].o[Z-1],G[W].i[0],(B.s-U)/ae,(B.e-U)/ae,Q[Z-1]),this.addSegmentFromArray(te,D,K,ie),ie=!1,D.c=!1)}else D.c=!1;U+=J.addedLength,K+=1}if(D._length&&(D.setXYAt(D.v[se][0],D.v[se][1],"i",se),D.setXYAt(D.v[D._length-1][0],D.v[D._length-1][1],"o",D._length-1)),U>B.e)break;W<q-1&&(D=shapePool.newElement(),ie=!0,re.push(D),K=0)}return re};function PuckerAndBloatModifier(){}extendPrototype([ShapeModifier],PuckerAndBloatModifier),PuckerAndBloatModifier.prototype.initModifierProperties=function(F,B){this.getValue=this.processKeys,this.amount=PropertyFactory.getProp(F,B.a,0,null,this),this._isAnimated=!!this.amount.effectsSequence.length},PuckerAndBloatModifier.prototype.processPath=function(F,B){var D=B/100,R=[0,0],G=F._length,W=0;for(W=0;W<G;W+=1)R[0]+=F.v[W][0],R[1]+=F.v[W][1];R[0]/=G,R[1]/=G;var q=shapePool.newElement();q.c=F.c;var Z,Y,U,J,K,Q;for(W=0;W<G;W+=1)Z=F.v[W][0]+(R[0]-F.v[W][0])*D,Y=F.v[W][1]+(R[1]-F.v[W][1])*D,U=F.o[W][0]+(R[0]-F.o[W][0])*-D,J=F.o[W][1]+(R[1]-F.o[W][1])*-D,K=F.i[W][0]+(R[0]-F.i[W][0])*-D,Q=F.i[W][1]+(R[1]-F.i[W][1])*-D,q.setTripleAt(Z,Y,U,J,K,Q,W);return q},PuckerAndBloatModifier.prototype.processShapes=function(F){var B,D,R=this.shapes.length,G,W,q=this.amount.v;if(q!==0){var Z,Y;for(D=0;D<R;D+=1){if(Z=this.shapes[D],Y=Z.localShapeCollection,!(!Z.shape._mdf&&!this._mdf&&!F))for(Y.releaseShapes(),Z.shape._mdf=!0,B=Z.shape.paths.shapes,W=Z.shape.paths._length,G=0;G<W;G+=1)Y.addShape(this.processPath(B[G],q));Z.shape.paths=Z.localShapeCollection}}this.dynamicProperties.length||(this._mdf=!1)};var TransformPropertyFactory=function(){var F=[0,0];function B(Y){var U=this._mdf;this.iterateDynamicProperties(),this._mdf=this._mdf||U,this.a&&Y.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.s&&Y.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.sk&&Y.skewFromAxis(-this.sk.v,this.sa.v),this.r?Y.rotate(-this.r.v):Y.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.data.p.s?this.data.p.z?Y.translate(this.px.v,this.py.v,-this.pz.v):Y.translate(this.px.v,this.py.v,0):Y.translate(this.p.v[0],this.p.v[1],-this.p.v[2])}function D(Y){if(this.elem.globalData.frameId!==this.frameId){if(this._isDirty&&(this.precalculateMatrix(),this._isDirty=!1),this.iterateDynamicProperties(),this._mdf||Y){var U;if(this.v.cloneFromProps(this.pre.props),this.appliedTransformations<1&&this.v.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.appliedTransformations<2&&this.v.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.sk&&this.appliedTransformations<3&&this.v.skewFromAxis(-this.sk.v,this.sa.v),this.r&&this.appliedTransformations<4?this.v.rotate(-this.r.v):!this.r&&this.appliedTransformations<4&&this.v.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.autoOriented){var J,K;if(U=this.elem.globalData.frameRate,this.p&&this.p.keyframes&&this.p.getValueAtTime)this.p._caching.lastFrame+this.p.offsetTime<=this.p.keyframes[0].t?(J=this.p.getValueAtTime((this.p.keyframes[0].t+.01)/U,0),K=this.p.getValueAtTime(this.p.keyframes[0].t/U,0)):this.p._caching.lastFrame+this.p.offsetTime>=this.p.keyframes[this.p.keyframes.length-1].t?(J=this.p.getValueAtTime(this.p.keyframes[this.p.keyframes.length-1].t/U,0),K=this.p.getValueAtTime((this.p.keyframes[this.p.keyframes.length-1].t-.05)/U,0)):(J=this.p.pv,K=this.p.getValueAtTime((this.p._caching.lastFrame+this.p.offsetTime-.01)/U,this.p.offsetTime));else if(this.px&&this.px.keyframes&&this.py.keyframes&&this.px.getValueAtTime&&this.py.getValueAtTime){J=[],K=[];var Q=this.px,te=this.py;Q._caching.lastFrame+Q.offsetTime<=Q.keyframes[0].t?(J[0]=Q.getValueAtTime((Q.keyframes[0].t+.01)/U,0),J[1]=te.getValueAtTime((te.keyframes[0].t+.01)/U,0),K[0]=Q.getValueAtTime(Q.keyframes[0].t/U,0),K[1]=te.getValueAtTime(te.keyframes[0].t/U,0)):Q._caching.lastFrame+Q.offsetTime>=Q.keyframes[Q.keyframes.length-1].t?(J[0]=Q.getValueAtTime(Q.keyframes[Q.keyframes.length-1].t/U,0),J[1]=te.getValueAtTime(te.keyframes[te.keyframes.length-1].t/U,0),K[0]=Q.getValueAtTime((Q.keyframes[Q.keyframes.length-1].t-.01)/U,0),K[1]=te.getValueAtTime((te.keyframes[te.keyframes.length-1].t-.01)/U,0)):(J=[Q.pv,te.pv],K[0]=Q.getValueAtTime((Q._caching.lastFrame+Q.offsetTime-.01)/U,Q.offsetTime),K[1]=te.getValueAtTime((te._caching.lastFrame+te.offsetTime-.01)/U,te.offsetTime))}else K=F,J=K;this.v.rotate(-Math.atan2(J[1]-K[1],J[0]-K[0]))}this.data.p&&this.data.p.s?this.data.p.z?this.v.translate(this.px.v,this.py.v,-this.pz.v):this.v.translate(this.px.v,this.py.v,0):this.v.translate(this.p.v[0],this.p.v[1],-this.p.v[2])}this.frameId=this.elem.globalData.frameId}}function R(){if(!this.a.k)this.pre.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.appliedTransformations=1;else return;if(!this.s.effectsSequence.length)this.pre.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.appliedTransformations=2;else return;if(this.sk)if(!this.sk.effectsSequence.length&&!this.sa.effectsSequence.length)this.pre.skewFromAxis(-this.sk.v,this.sa.v),this.appliedTransformations=3;else return;this.r?this.r.effectsSequence.length||(this.pre.rotate(-this.r.v),this.appliedTransformations=4):!this.rz.effectsSequence.length&&!this.ry.effectsSequence.length&&!this.rx.effectsSequence.length&&!this.or.effectsSequence.length&&(this.pre.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.appliedTransformations=4)}function G(){}function W(Y){this._addDynamicProperty(Y),this.elem.addDynamicProperty(Y),this._isDirty=!0}function q(Y,U,J){if(this.elem=Y,this.frameId=-1,this.propType="transform",this.data=U,this.v=new Matrix,this.pre=new Matrix,this.appliedTransformations=0,this.initDynamicPropertyContainer(J||Y),U.p&&U.p.s?(this.px=PropertyFactory.getProp(Y,U.p.x,0,0,this),this.py=PropertyFactory.getProp(Y,U.p.y,0,0,this),U.p.z&&(this.pz=PropertyFactory.getProp(Y,U.p.z,0,0,this))):this.p=PropertyFactory.getProp(Y,U.p||{k:[0,0,0]},1,0,this),U.rx){if(this.rx=PropertyFactory.getProp(Y,U.rx,0,degToRads,this),this.ry=PropertyFactory.getProp(Y,U.ry,0,degToRads,this),this.rz=PropertyFactory.getProp(Y,U.rz,0,degToRads,this),U.or.k[0].ti){var K,Q=U.or.k.length;for(K=0;K<Q;K+=1)U.or.k[K].to=null,U.or.k[K].ti=null}this.or=PropertyFactory.getProp(Y,U.or,1,degToRads,this),this.or.sh=!0}else this.r=PropertyFactory.getProp(Y,U.r||{k:0},0,degToRads,this);U.sk&&(this.sk=PropertyFactory.getProp(Y,U.sk,0,degToRads,this),this.sa=PropertyFactory.getProp(Y,U.sa,0,degToRads,this)),this.a=PropertyFactory.getProp(Y,U.a||{k:[0,0,0]},1,0,this),this.s=PropertyFactory.getProp(Y,U.s||{k:[100,100,100]},1,.01,this),U.o?this.o=PropertyFactory.getProp(Y,U.o,0,.01,Y):this.o={_mdf:!1,v:1},this._isDirty=!0,this.dynamicProperties.length||this.getValue(!0)}q.prototype={applyToMatrix:B,getValue:D,precalculateMatrix:R,autoOrient:G},extendPrototype([DynamicPropertyContainer],q),q.prototype.addDynamicProperty=W,q.prototype._addDynamicProperty=DynamicPropertyContainer.prototype.addDynamicProperty;function Z(Y,U,J){return new q(Y,U,J)}return{getTransformProperty:Z}}();function RepeaterModifier(){}extendPrototype([ShapeModifier],RepeaterModifier),RepeaterModifier.prototype.initModifierProperties=function(F,B){this.getValue=this.processKeys,this.c=PropertyFactory.getProp(F,B.c,0,null,this),this.o=PropertyFactory.getProp(F,B.o,0,null,this),this.tr=TransformPropertyFactory.getTransformProperty(F,B.tr,this),this.so=PropertyFactory.getProp(F,B.tr.so,0,.01,this),this.eo=PropertyFactory.getProp(F,B.tr.eo,0,.01,this),this.data=B,this.dynamicProperties.length||this.getValue(!0),this._isAnimated=!!this.dynamicProperties.length,this.pMatrix=new Matrix,this.rMatrix=new Matrix,this.sMatrix=new Matrix,this.tMatrix=new Matrix,this.matrix=new Matrix},RepeaterModifier.prototype.applyTransforms=function(F,B,D,R,G,W){var q=W?-1:1,Z=R.s.v[0]+(1-R.s.v[0])*(1-G),Y=R.s.v[1]+(1-R.s.v[1])*(1-G);F.translate(R.p.v[0]*q*G,R.p.v[1]*q*G,R.p.v[2]),B.translate(-R.a.v[0],-R.a.v[1],R.a.v[2]),B.rotate(-R.r.v*q*G),B.translate(R.a.v[0],R.a.v[1],R.a.v[2]),D.translate(-R.a.v[0],-R.a.v[1],R.a.v[2]),D.scale(W?1/Z:Z,W?1/Y:Y),D.translate(R.a.v[0],R.a.v[1],R.a.v[2])},RepeaterModifier.prototype.init=function(F,B,D,R){for(this.elem=F,this.arr=B,this.pos=D,this.elemsData=R,this._currentCopies=0,this._elements=[],this._groups=[],this.frameId=-1,this.initDynamicPropertyContainer(F),this.initModifierProperties(F,B[D]);D>0;)D-=1,this._elements.unshift(B[D]);this.dynamicProperties.length?this.k=!0:this.getValue(!0)},RepeaterModifier.prototype.resetElements=function(F){var B,D=F.length;for(B=0;B<D;B+=1)F[B]._processed=!1,F[B].ty==="gr"&&this.resetElements(F[B].it)},RepeaterModifier.prototype.cloneElements=function(F){var B=JSON.parse(JSON.stringify(F));return this.resetElements(B),B},RepeaterModifier.prototype.changeGroupRender=function(F,B){var D,R=F.length;for(D=0;D<R;D+=1)F[D]._render=B,F[D].ty==="gr"&&this.changeGroupRender(F[D].it,B)},RepeaterModifier.prototype.processShapes=function(F){var B,D,R,G,W,q=!1;if(this._mdf||F){var Z=Math.ceil(this.c.v);if(this._groups.length<Z){for(;this._groups.length<Z;){var Y={it:this.cloneElements(this._elements),ty:"gr"};Y.it.push({a:{a:0,ix:1,k:[0,0]},nm:"Transform",o:{a:0,ix:7,k:100},p:{a:0,ix:2,k:[0,0]},r:{a:1,ix:6,k:[{s:0,e:0,t:0},{s:0,e:0,t:1}]},s:{a:0,ix:3,k:[100,100]},sa:{a:0,ix:5,k:0},sk:{a:0,ix:4,k:0},ty:"tr"}),this.arr.splice(0,0,Y),this._groups.splice(0,0,Y),this._currentCopies+=1}this.elem.reloadShapes(),q=!0}W=0;var U;for(R=0;R<=this._groups.length-1;R+=1){if(U=W<Z,this._groups[R]._render=U,this.changeGroupRender(this._groups[R].it,U),!U){var J=this.elemsData[R].it,K=J[J.length-1];K.transform.op.v!==0?(K.transform.op._mdf=!0,K.transform.op.v=0):K.transform.op._mdf=!1}W+=1}this._currentCopies=Z;var Q=this.o.v,te=Q%1,re=Q>0?Math.floor(Q):Math.ceil(Q),se=this.pMatrix.props,ie=this.rMatrix.props,ae=this.sMatrix.props;this.pMatrix.reset(),this.rMatrix.reset(),this.sMatrix.reset(),this.tMatrix.reset(),this.matrix.reset();var le=0;if(Q>0){for(;le<re;)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),le+=1;te&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,te,!1),le+=te)}else if(Q<0){for(;le>re;)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!0),le-=1;te&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,-te,!0),le-=te)}R=this.data.m===1?0:this._currentCopies-1,G=this.data.m===1?1:-1,W=this._currentCopies;for(var ue,ce;W;){if(B=this.elemsData[R].it,D=B[B.length-1].transform.mProps.v.props,ce=D.length,B[B.length-1].transform.mProps._mdf=!0,B[B.length-1].transform.op._mdf=!0,B[B.length-1].transform.op.v=this._currentCopies===1?this.so.v:this.so.v+(this.eo.v-this.so.v)*(R/(this._currentCopies-1)),le!==0){for((R!==0&&G===1||R!==this._currentCopies-1&&G===-1)&&this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),this.matrix.transform(ie[0],ie[1],ie[2],ie[3],ie[4],ie[5],ie[6],ie[7],ie[8],ie[9],ie[10],ie[11],ie[12],ie[13],ie[14],ie[15]),this.matrix.transform(ae[0],ae[1],ae[2],ae[3],ae[4],ae[5],ae[6],ae[7],ae[8],ae[9],ae[10],ae[11],ae[12],ae[13],ae[14],ae[15]),this.matrix.transform(se[0],se[1],se[2],se[3],se[4],se[5],se[6],se[7],se[8],se[9],se[10],se[11],se[12],se[13],se[14],se[15]),ue=0;ue<ce;ue+=1)D[ue]=this.matrix.props[ue];this.matrix.reset()}else for(this.matrix.reset(),ue=0;ue<ce;ue+=1)D[ue]=this.matrix.props[ue];le+=1,W-=1,R+=G}}else for(W=this._currentCopies,R=0,G=1;W;)B=this.elemsData[R].it,D=B[B.length-1].transform.mProps.v.props,B[B.length-1].transform.mProps._mdf=!1,B[B.length-1].transform.op._mdf=!1,W-=1,R+=G;return q},RepeaterModifier.prototype.addShape=function(){};function RoundCornersModifier(){}extendPrototype([ShapeModifier],RoundCornersModifier),RoundCornersModifier.prototype.initModifierProperties=function(F,B){this.getValue=this.processKeys,this.rd=PropertyFactory.getProp(F,B.r,0,null,this),this._isAnimated=!!this.rd.effectsSequence.length},RoundCornersModifier.prototype.processPath=function(F,B){var D=shapePool.newElement();D.c=F.c;var R,G=F._length,W,q,Z,Y,U,J,K=0,Q,te,re,se,ie,ae;for(R=0;R<G;R+=1)W=F.v[R],Z=F.o[R],q=F.i[R],W[0]===Z[0]&&W[1]===Z[1]&&W[0]===q[0]&&W[1]===q[1]?(R===0||R===G-1)&&!F.c?(D.setTripleAt(W[0],W[1],Z[0],Z[1],q[0],q[1],K),K+=1):(R===0?Y=F.v[G-1]:Y=F.v[R-1],U=Math.sqrt(Math.pow(W[0]-Y[0],2)+Math.pow(W[1]-Y[1],2)),J=U?Math.min(U/2,B)/U:0,ie=W[0]+(Y[0]-W[0])*J,Q=ie,ae=W[1]-(W[1]-Y[1])*J,te=ae,re=Q-(Q-W[0])*roundCorner,se=te-(te-W[1])*roundCorner,D.setTripleAt(Q,te,re,se,ie,ae,K),K+=1,R===G-1?Y=F.v[0]:Y=F.v[R+1],U=Math.sqrt(Math.pow(W[0]-Y[0],2)+Math.pow(W[1]-Y[1],2)),J=U?Math.min(U/2,B)/U:0,re=W[0]+(Y[0]-W[0])*J,Q=re,se=W[1]+(Y[1]-W[1])*J,te=se,ie=Q-(Q-W[0])*roundCorner,ae=te-(te-W[1])*roundCorner,D.setTripleAt(Q,te,re,se,ie,ae,K),K+=1):(D.setTripleAt(F.v[R][0],F.v[R][1],F.o[R][0],F.o[R][1],F.i[R][0],F.i[R][1],K),K+=1);return D},RoundCornersModifier.prototype.processShapes=function(F){var B,D,R=this.shapes.length,G,W,q=this.rd.v;if(q!==0){var Z,Y;for(D=0;D<R;D+=1){if(Z=this.shapes[D],Y=Z.localShapeCollection,!(!Z.shape._mdf&&!this._mdf&&!F))for(Y.releaseShapes(),Z.shape._mdf=!0,B=Z.shape.paths.shapes,W=Z.shape.paths._length,G=0;G<W;G+=1)Y.addShape(this.processPath(B[G],q));Z.shape.paths=Z.localShapeCollection}}this.dynamicProperties.length||(this._mdf=!1)};function getFontProperties(F){for(var B=F.fStyle?F.fStyle.split(" "):[],D="normal",R="normal",G=B.length,W,q=0;q<G;q+=1)switch(W=B[q].toLowerCase(),W){case"italic":R="italic";break;case"bold":D="700";break;case"black":D="900";break;case"medium":D="500";break;case"regular":case"normal":D="400";break;case"light":case"thin":D="200";break}return{style:R,weight:F.fWeight||D}}var FontManager=function(){var F=5e3,B={w:0,size:0,shapes:[],data:{shapes:[]}},D=[];D=D.concat([2304,2305,2306,2307,2362,2363,2364,2364,2366,2367,2368,2369,2370,2371,2372,2373,2374,2375,2376,2377,2378,2379,2380,2381,2382,2383,2387,2388,2389,2390,2391,2402,2403]);var R=["d83cdffb","d83cdffc","d83cdffd","d83cdffe","d83cdfff"],G=[65039,8205];function W(ce){var de=ce.split(","),ve,he=de.length,me=[];for(ve=0;ve<he;ve+=1)de[ve]!=="sans-serif"&&de[ve]!=="monospace"&&me.push(de[ve]);return me.join(",")}function q(ce,de){var ve=createTag("span");ve.setAttribute("aria-hidden",!0),ve.style.fontFamily=de;var he=createTag("span");he.innerText="giItT1WQy@!-/#",ve.style.position="absolute",ve.style.left="-10000px",ve.style.top="-10000px",ve.style.fontSize="300px",ve.style.fontVariant="normal",ve.style.fontStyle="normal",ve.style.fontWeight="normal",ve.style.letterSpacing="0",ve.appendChild(he),document.body.appendChild(ve);var me=he.offsetWidth;return he.style.fontFamily=W(ce)+", "+de,{node:he,w:me,parent:ve}}function Z(){var ce,de=this.fonts.length,ve,he,me=de;for(ce=0;ce<de;ce+=1)this.fonts[ce].loaded?me-=1:this.fonts[ce].fOrigin==="n"||this.fonts[ce].origin===0?this.fonts[ce].loaded=!0:(ve=this.fonts[ce].monoCase.node,he=this.fonts[ce].monoCase.w,ve.offsetWidth!==he?(me-=1,this.fonts[ce].loaded=!0):(ve=this.fonts[ce].sansCase.node,he=this.fonts[ce].sansCase.w,ve.offsetWidth!==he&&(me-=1,this.fonts[ce].loaded=!0)),this.fonts[ce].loaded&&(this.fonts[ce].sansCase.parent.parentNode.removeChild(this.fonts[ce].sansCase.parent),this.fonts[ce].monoCase.parent.parentNode.removeChild(this.fonts[ce].monoCase.parent)));me!==0&&Date.now()-this.initTime<F?setTimeout(this.checkLoadedFontsBinded,20):setTimeout(this.setIsLoadedBinded,10)}function Y(ce,de){var ve=document.body&&de?"svg":"canvas",he,me=getFontProperties(ce);if(ve==="svg"){var be=createNS("text");be.style.fontSize="100px",be.setAttribute("font-family",ce.fFamily),be.setAttribute("font-style",me.style),be.setAttribute("font-weight",me.weight),be.textContent="1",ce.fClass?(be.style.fontFamily="inherit",be.setAttribute("class",ce.fClass)):be.style.fontFamily=ce.fFamily,de.appendChild(be),he=be}else{var xe=new OffscreenCanvas(500,500).getContext("2d");xe.font=me.style+" "+me.weight+" 100px "+ce.fFamily,he=xe}function Ae(Pe){return ve==="svg"?(he.textContent=Pe,he.getComputedTextLength()):he.measureText(Pe).width}return{measureText:Ae}}function U(ce,de){if(!ce){this.isLoaded=!0;return}if(this.chars){this.isLoaded=!0,this.fonts=ce.list;return}if(!document.body){this.isLoaded=!0,ce.list.forEach(function(Xe){Xe.helper=Y(Xe),Xe.cache={}}),this.fonts=ce.list;return}var ve=ce.list,he,me=ve.length,be=me;for(he=0;he<me;he+=1){var xe=!0,Ae,Pe;if(ve[he].loaded=!1,ve[he].monoCase=q(ve[he].fFamily,"monospace"),ve[he].sansCase=q(ve[he].fFamily,"sans-serif"),!ve[he].fPath)ve[he].loaded=!0,be-=1;else if(ve[he].fOrigin==="p"||ve[he].origin===3){if(Ae=document.querySelectorAll('style[f-forigin="p"][f-family="'+ve[he].fFamily+'"], style[f-origin="3"][f-family="'+ve[he].fFamily+'"]'),Ae.length>0&&(xe=!1),xe){var ze=createTag("style");ze.setAttribute("f-forigin",ve[he].fOrigin),ze.setAttribute("f-origin",ve[he].origin),ze.setAttribute("f-family",ve[he].fFamily),ze.type="text/css",ze.innerText="@font-face {font-family: "+ve[he].fFamily+"; font-style: normal; src: url('"+ve[he].fPath+"');}",de.appendChild(ze)}}else if(ve[he].fOrigin==="g"||ve[he].origin===1){for(Ae=document.querySelectorAll('link[f-forigin="g"], link[f-origin="1"]'),Pe=0;Pe<Ae.length;Pe+=1)Ae[Pe].href.indexOf(ve[he].fPath)!==-1&&(xe=!1);if(xe){var ge=createTag("link");ge.setAttribute("f-forigin",ve[he].fOrigin),ge.setAttribute("f-origin",ve[he].origin),ge.type="text/css",ge.rel="stylesheet",ge.href=ve[he].fPath,document.body.appendChild(ge)}}else if(ve[he].fOrigin==="t"||ve[he].origin===2){for(Ae=document.querySelectorAll('script[f-forigin="t"], script[f-origin="2"]'),Pe=0;Pe<Ae.length;Pe+=1)ve[he].fPath===Ae[Pe].src&&(xe=!1);if(xe){var Te=createTag("link");Te.setAttribute("f-forigin",ve[he].fOrigin),Te.setAttribute("f-origin",ve[he].origin),Te.setAttribute("rel","stylesheet"),Te.setAttribute("href",ve[he].fPath),de.appendChild(Te)}}ve[he].helper=Y(ve[he],de),ve[he].cache={},this.fonts.push(ve[he])}be===0?this.isLoaded=!0:setTimeout(this.checkLoadedFonts.bind(this),100)}function J(ce){if(!!ce){this.chars||(this.chars=[]);var de,ve=ce.length,he,me=this.chars.length,be;for(de=0;de<ve;de+=1){for(he=0,be=!1;he<me;)this.chars[he].style===ce[de].style&&this.chars[he].fFamily===ce[de].fFamily&&this.chars[he].ch===ce[de].ch&&(be=!0),he+=1;be||(this.chars.push(ce[de]),me+=1)}}}function K(ce,de,ve){for(var he=0,me=this.chars.length;he<me;){if(this.chars[he].ch===ce&&this.chars[he].style===de&&this.chars[he].fFamily===ve)return this.chars[he];he+=1}return(typeof ce=="string"&&ce.charCodeAt(0)!==13||!ce)&&console&&console.warn&&!this._warned&&(this._warned=!0,console.warn("Missing character from exported characters list: ",ce,de,ve)),B}function Q(ce,de,ve){var he=this.getFontByName(de),me=ce.charCodeAt(0);if(!he.cache[me+1]){var be=he.helper;if(ce===" "){var xe=be.measureText("|"+ce+"|"),Ae=be.measureText("||");he.cache[me+1]=(xe-Ae)/100}else he.cache[me+1]=be.measureText(ce)/100}return he.cache[me+1]*ve}function te(ce){for(var de=0,ve=this.fonts.length;de<ve;){if(this.fonts[de].fName===ce)return this.fonts[de];de+=1}return this.fonts[0]}function re(ce,de){var ve=ce.toString(16)+de.toString(16);return R.indexOf(ve)!==-1}function se(ce,de){return de?ce===G[0]&&de===G[1]:ce===G[1]}function ie(ce){return D.indexOf(ce)!==-1}function ae(){this.isLoaded=!0}var le=function(){this.fonts=[],this.chars=null,this.typekitLoaded=0,this.isLoaded=!1,this._warned=!1,this.initTime=Date.now(),this.setIsLoadedBinded=this.setIsLoaded.bind(this),this.checkLoadedFontsBinded=this.checkLoadedFonts.bind(this)};le.isModifier=re,le.isZeroWidthJoiner=se,le.isCombinedCharacter=ie;var ue={addChars:J,addFonts:U,getCharData:K,getFontByName:te,measureText:Q,checkLoadedFonts:Z,setIsLoaded:ae};return le.prototype=ue,le}();function RenderableElement(){}RenderableElement.prototype={initRenderable:function(){this.isInRange=!1,this.hidden=!1,this.isTransparent=!1,this.renderableComponents=[]},addRenderableComponent:function(B){this.renderableComponents.indexOf(B)===-1&&this.renderableComponents.push(B)},removeRenderableComponent:function(B){this.renderableComponents.indexOf(B)!==-1&&this.renderableComponents.splice(this.renderableComponents.indexOf(B),1)},prepareRenderableFrame:function(B){this.checkLayerLimits(B)},checkTransparency:function(){this.finalTransform.mProp.o.v<=0?!this.isTransparent&&this.globalData.renderConfig.hideOnTransparent&&(this.isTransparent=!0,this.hide()):this.isTransparent&&(this.isTransparent=!1,this.show())},checkLayerLimits:function(B){this.data.ip-this.data.st<=B&&this.data.op-this.data.st>B?this.isInRange!==!0&&(this.globalData._mdf=!0,this._mdf=!0,this.isInRange=!0,this.show()):this.isInRange!==!1&&(this.globalData._mdf=!0,this.isInRange=!1,this.hide())},renderRenderable:function(){var B,D=this.renderableComponents.length;for(B=0;B<D;B+=1)this.renderableComponents[B].renderFrame(this._isFirstFrame)},sourceRectAtTime:function(){return{top:0,left:0,width:100,height:100}},getLayerSize:function(){return this.data.ty===5?{w:this.data.textData.width,h:this.data.textData.height}:{w:this.data.width,h:this.data.height}}};var MaskManagerInterface=function(){function F(D,R){this._mask=D,this._data=R}Object.defineProperty(F.prototype,"maskPath",{get:function(){return this._mask.prop.k&&this._mask.prop.getValue(),this._mask.prop}}),Object.defineProperty(F.prototype,"maskOpacity",{get:function(){return this._mask.op.k&&this._mask.op.getValue(),this._mask.op.v*100}});var B=function(R){var G=createSizedArray(R.viewData.length),W,q=R.viewData.length;for(W=0;W<q;W+=1)G[W]=new F(R.viewData[W],R.masksProperties[W]);var Z=function(U){for(W=0;W<q;){if(R.masksProperties[W].nm===U)return G[W];W+=1}return null};return Z};return B}(),ExpressionPropertyInterface=function(){var F={pv:0,v:0,mult:1},B={pv:[0,0,0],v:[0,0,0],mult:1};function D(q,Z,Y){Object.defineProperty(q,"velocity",{get:function(){return Z.getVelocityAtTime(Z.comp.currentFrame)}}),q.numKeys=Z.keyframes?Z.keyframes.length:0,q.key=function(U){if(!q.numKeys)return 0;var J="";"s"in Z.keyframes[U-1]?J=Z.keyframes[U-1].s:"e"in Z.keyframes[U-2]?J=Z.keyframes[U-2].e:J=Z.keyframes[U-2].s;var K=Y==="unidimensional"?new Number(J):Object.assign({},J);return K.time=Z.keyframes[U-1].t/Z.elem.comp.globalData.frameRate,K.value=Y==="unidimensional"?J[0]:J,K},q.valueAtTime=Z.getValueAtTime,q.speedAtTime=Z.getSpeedAtTime,q.velocityAtTime=Z.getVelocityAtTime,q.propertyGroup=Z.propertyGroup}function R(q){(!q||!("pv"in q))&&(q=F);var Z=1/q.mult,Y=q.pv*Z,U=new Number(Y);return U.value=Y,D(U,q,"unidimensional"),function(){return q.k&&q.getValue(),Y=q.v*Z,U.value!==Y&&(U=new Number(Y),U.value=Y,D(U,q,"unidimensional")),U}}function G(q){(!q||!("pv"in q))&&(q=B);var Z=1/q.mult,Y=q.data&&q.data.l||q.pv.length,U=createTypedArray("float32",Y),J=createTypedArray("float32",Y);return U.value=J,D(U,q,"multidimensional"),function(){q.k&&q.getValue();for(var K=0;K<Y;K+=1)J[K]=q.v[K]*Z,U[K]=J[K];return U}}function W(){return F}return function(q){return q?q.propType==="unidimensional"?R(q):G(q):W}}(),TransformExpressionInterface=function(){return function(F){function B(q){switch(q){case"scale":case"Scale":case"ADBE Scale":case 6:return B.scale;case"rotation":case"Rotation":case"ADBE Rotation":case"ADBE Rotate Z":case 10:return B.rotation;case"ADBE Rotate X":return B.xRotation;case"ADBE Rotate Y":return B.yRotation;case"position":case"Position":case"ADBE Position":case 2:return B.position;case"ADBE Position_0":return B.xPosition;case"ADBE Position_1":return B.yPosition;case"ADBE Position_2":return B.zPosition;case"anchorPoint":case"AnchorPoint":case"Anchor Point":case"ADBE AnchorPoint":case 1:return B.anchorPoint;case"opacity":case"Opacity":case 11:return B.opacity;default:return null}}Object.defineProperty(B,"rotation",{get:ExpressionPropertyInterface(F.r||F.rz)}),Object.defineProperty(B,"zRotation",{get:ExpressionPropertyInterface(F.rz||F.r)}),Object.defineProperty(B,"xRotation",{get:ExpressionPropertyInterface(F.rx)}),Object.defineProperty(B,"yRotation",{get:ExpressionPropertyInterface(F.ry)}),Object.defineProperty(B,"scale",{get:ExpressionPropertyInterface(F.s)});var D,R,G,W;return F.p?W=ExpressionPropertyInterface(F.p):(D=ExpressionPropertyInterface(F.px),R=ExpressionPropertyInterface(F.py),F.pz&&(G=ExpressionPropertyInterface(F.pz))),Object.defineProperty(B,"position",{get:function(){return F.p?W():[D(),R(),G?G():0]}}),Object.defineProperty(B,"xPosition",{get:ExpressionPropertyInterface(F.px)}),Object.defineProperty(B,"yPosition",{get:ExpressionPropertyInterface(F.py)}),Object.defineProperty(B,"zPosition",{get:ExpressionPropertyInterface(F.pz)}),Object.defineProperty(B,"anchorPoint",{get:ExpressionPropertyInterface(F.a)}),Object.defineProperty(B,"opacity",{get:ExpressionPropertyInterface(F.o)}),Object.defineProperty(B,"skew",{get:ExpressionPropertyInterface(F.sk)}),Object.defineProperty(B,"skewAxis",{get:ExpressionPropertyInterface(F.sa)}),Object.defineProperty(B,"orientation",{get:ExpressionPropertyInterface(F.or)}),B}}(),LayerExpressionInterface=function(){function F(U){var J=new Matrix;if(U!==void 0){var K=this._elem.finalTransform.mProp.getValueAtTime(U);K.clone(J)}else{var Q=this._elem.finalTransform.mProp;Q.applyToMatrix(J)}return J}function B(U,J){var K=this.getMatrix(J);return K.props[12]=0,K.props[13]=0,K.props[14]=0,this.applyPoint(K,U)}function D(U,J){var K=this.getMatrix(J);return this.applyPoint(K,U)}function R(U,J){var K=this.getMatrix(J);return K.props[12]=0,K.props[13]=0,K.props[14]=0,this.invertPoint(K,U)}function G(U,J){var K=this.getMatrix(J);return this.invertPoint(K,U)}function W(U,J){if(this._elem.hierarchy&&this._elem.hierarchy.length){var K,Q=this._elem.hierarchy.length;for(K=0;K<Q;K+=1)this._elem.hierarchy[K].finalTransform.mProp.applyToMatrix(U)}return U.applyToPointArray(J[0],J[1],J[2]||0)}function q(U,J){if(this._elem.hierarchy&&this._elem.hierarchy.length){var K,Q=this._elem.hierarchy.length;for(K=0;K<Q;K+=1)this._elem.hierarchy[K].finalTransform.mProp.applyToMatrix(U)}return U.inversePoint(J)}function Z(U){var J=new Matrix;if(J.reset(),this._elem.finalTransform.mProp.applyToMatrix(J),this._elem.hierarchy&&this._elem.hierarchy.length){var K,Q=this._elem.hierarchy.length;for(K=0;K<Q;K+=1)this._elem.hierarchy[K].finalTransform.mProp.applyToMatrix(J);return J.inversePoint(U)}return J.inversePoint(U)}function Y(){return[1,1,1,1]}return function(U){var J;function K(se){te.mask=new MaskManagerInterface(se,U)}function Q(se){te.effect=se}function te(se){switch(se){case"ADBE Root Vectors Group":case"Contents":case 2:return te.shapeInterface;case 1:case 6:case"Transform":case"transform":case"ADBE Transform Group":return J;case 4:case"ADBE Effect Parade":case"effects":case"Effects":return te.effect;case"ADBE Text Properties":return te.textInterface;default:return null}}te.getMatrix=F,te.invertPoint=q,te.applyPoint=W,te.toWorld=D,te.toWorldVec=B,te.fromWorld=G,te.fromWorldVec=R,te.toComp=D,te.fromComp=Z,te.sampleImage=Y,te.sourceRectAtTime=U.sourceRectAtTime.bind(U),te._elem=U,J=TransformExpressionInterface(U.finalTransform.mProp);var re=getDescriptor(J,"anchorPoint");return Object.defineProperties(te,{hasParent:{get:function(){return U.hierarchy.length}},parent:{get:function(){return U.hierarchy[0].layerInterface}},rotation:getDescriptor(J,"rotation"),scale:getDescriptor(J,"scale"),position:getDescriptor(J,"position"),opacity:getDescriptor(J,"opacity"),anchorPoint:re,anchor_point:re,transform:{get:function(){return J}},active:{get:function(){return U.isInRange}}}),te.startTime=U.data.st,te.index=U.data.ind,te.source=U.data.refId,te.height=U.data.ty===0?U.data.h:100,te.width=U.data.ty===0?U.data.w:100,te.inPoint=U.data.ip/U.comp.globalData.frameRate,te.outPoint=U.data.op/U.comp.globalData.frameRate,te._name=U.data.nm,te.registerMaskInterface=K,te.registerEffectsInterface=Q,te}}(),propertyGroupFactory=function(){return function(F,B){return function(D){return D=D===void 0?1:D,D<=0?F:B(D-1)}}}(),PropertyInterface=function(){return function(F,B){var D={_name:F};function R(G){return G=G===void 0?1:G,G<=0?D:B(G-1)}return R}}(),EffectsExpressionInterface=function(){var F={createEffectsInterface:B};function B(G,W){if(G.effectsManager){var q=[],Z=G.data.ef,Y,U=G.effectsManager.effectElements.length;for(Y=0;Y<U;Y+=1)q.push(D(Z[Y],G.effectsManager.effectElements[Y],W,G));var J=G.data.ef||[],K=function(te){for(Y=0,U=J.length;Y<U;){if(te===J[Y].nm||te===J[Y].mn||te===J[Y].ix)return q[Y];Y+=1}return null};return Object.defineProperty(K,"numProperties",{get:function(){return J.length}}),K}return null}function D(G,W,q,Z){function Y(te){for(var re=G.ef,se=0,ie=re.length;se<ie;){if(te===re[se].nm||te===re[se].mn||te===re[se].ix)return re[se].ty===5?J[se]:J[se]();se+=1}throw new Error}var U=propertyGroupFactory(Y,q),J=[],K,Q=G.ef.length;for(K=0;K<Q;K+=1)G.ef[K].ty===5?J.push(D(G.ef[K],W.effectElements[K],W.effectElements[K].propertyGroup,Z)):J.push(R(W.effectElements[K],G.ef[K].ty,Z,U));return G.mn==="ADBE Color Control"&&Object.defineProperty(Y,"color",{get:function(){return J[0]()}}),Object.defineProperties(Y,{numProperties:{get:function(){return G.np}},_name:{value:G.nm},propertyGroup:{value:U}}),Y.enabled=G.en!==0,Y.active=Y.enabled,Y}function R(G,W,q,Z){var Y=ExpressionPropertyInterface(G.p);function U(){return W===10?q.comp.compInterface(G.p.v):Y()}return G.p.setGroupProperty&&G.p.setGroupProperty(PropertyInterface("",Z)),U}return F}(),CompExpressionInterface=function(){return function(F){function B(D){for(var R=0,G=F.layers.length;R<G;){if(F.layers[R].nm===D||F.layers[R].ind===D)return F.elements[R].layerInterface;R+=1}return null}return Object.defineProperty(B,"_name",{value:F.data.nm}),B.layer=B,B.pixelAspect=1,B.height=F.data.h||F.globalData.compSize.h,B.width=F.data.w||F.globalData.compSize.w,B.pixelAspect=1,B.frameDuration=1/F.globalData.frameRate,B.displayStartTime=0,B.numLayers=F.layers.length,B}}(),ShapePathInterface=function(){return function(B,D,R){var G=D.sh;function W(Z){return Z==="Shape"||Z==="shape"||Z==="Path"||Z==="path"||Z==="ADBE Vector Shape"||Z===2?W.path:null}var q=propertyGroupFactory(W,R);return G.setGroupProperty(PropertyInterface("Path",q)),Object.defineProperties(W,{path:{get:function(){return G.k&&G.getValue(),G}},shape:{get:function(){return G.k&&G.getValue(),G}},_name:{value:B.nm},ix:{value:B.ix},propertyIndex:{value:B.ix},mn:{value:B.mn},propertyGroup:{value:R}}),W}}(),ShapeExpressionInterface=function(){function F(re,se,ie){var ae=[],le,ue=re?re.length:0;for(le=0;le<ue;le+=1)re[le].ty==="gr"?ae.push(D(re[le],se[le],ie)):re[le].ty==="fl"?ae.push(R(re[le],se[le],ie)):re[le].ty==="st"?ae.push(q(re[le],se[le],ie)):re[le].ty==="tm"?ae.push(Z(re[le],se[le],ie)):re[le].ty==="tr"||(re[le].ty==="el"?ae.push(U(re[le],se[le],ie)):re[le].ty==="sr"?ae.push(J(re[le],se[le],ie)):re[le].ty==="sh"?ae.push(ShapePathInterface(re[le],se[le],ie)):re[le].ty==="rc"?ae.push(K(re[le],se[le],ie)):re[le].ty==="rd"?ae.push(Q(re[le],se[le],ie)):re[le].ty==="rp"?ae.push(te(re[le],se[le],ie)):re[le].ty==="gf"?ae.push(G(re[le],se[le],ie)):ae.push(W(re[le],se[le])));return ae}function B(re,se,ie){var ae,le=function(de){for(var ve=0,he=ae.length;ve<he;){if(ae[ve]._name===de||ae[ve].mn===de||ae[ve].propertyIndex===de||ae[ve].ix===de||ae[ve].ind===de)return ae[ve];ve+=1}return typeof de=="number"?ae[de-1]:null};le.propertyGroup=propertyGroupFactory(le,ie),ae=F(re.it,se.it,le.propertyGroup),le.numProperties=ae.length;var ue=Y(re.it[re.it.length-1],se.it[se.it.length-1],le.propertyGroup);return le.transform=ue,le.propertyIndex=re.cix,le._name=re.nm,le}function D(re,se,ie){var ae=function(de){switch(de){case"ADBE Vectors Group":case"Contents":case 2:return ae.content;default:return ae.transform}};ae.propertyGroup=propertyGroupFactory(ae,ie);var le=B(re,se,ae.propertyGroup),ue=Y(re.it[re.it.length-1],se.it[se.it.length-1],ae.propertyGroup);return ae.content=le,ae.transform=ue,Object.defineProperty(ae,"_name",{get:function(){return re.nm}}),ae.numProperties=re.np,ae.propertyIndex=re.ix,ae.nm=re.nm,ae.mn=re.mn,ae}function R(re,se,ie){function ae(le){return le==="Color"||le==="color"?ae.color:le==="Opacity"||le==="opacity"?ae.opacity:null}return Object.defineProperties(ae,{color:{get:ExpressionPropertyInterface(se.c)},opacity:{get:ExpressionPropertyInterface(se.o)},_name:{value:re.nm},mn:{value:re.mn}}),se.c.setGroupProperty(PropertyInterface("Color",ie)),se.o.setGroupProperty(PropertyInterface("Opacity",ie)),ae}function G(re,se,ie){function ae(le){return le==="Start Point"||le==="start point"?ae.startPoint:le==="End Point"||le==="end point"?ae.endPoint:le==="Opacity"||le==="opacity"?ae.opacity:null}return Object.defineProperties(ae,{startPoint:{get:ExpressionPropertyInterface(se.s)},endPoint:{get:ExpressionPropertyInterface(se.e)},opacity:{get:ExpressionPropertyInterface(se.o)},type:{get:function(){return"a"}},_name:{value:re.nm},mn:{value:re.mn}}),se.s.setGroupProperty(PropertyInterface("Start Point",ie)),se.e.setGroupProperty(PropertyInterface("End Point",ie)),se.o.setGroupProperty(PropertyInterface("Opacity",ie)),ae}function W(){function re(){return null}return re}function q(re,se,ie){var ae=propertyGroupFactory(he,ie),le=propertyGroupFactory(ve,ae);function ue(me){Object.defineProperty(ve,re.d[me].nm,{get:ExpressionPropertyInterface(se.d.dataProps[me].p)})}var ce,de=re.d?re.d.length:0,ve={};for(ce=0;ce<de;ce+=1)ue(ce),se.d.dataProps[ce].p.setGroupProperty(le);function he(me){return me==="Color"||me==="color"?he.color:me==="Opacity"||me==="opacity"?he.opacity:me==="Stroke Width"||me==="stroke width"?he.strokeWidth:null}return Object.defineProperties(he,{color:{get:ExpressionPropertyInterface(se.c)},opacity:{get:ExpressionPropertyInterface(se.o)},strokeWidth:{get:ExpressionPropertyInterface(se.w)},dash:{get:function(){return ve}},_name:{value:re.nm},mn:{value:re.mn}}),se.c.setGroupProperty(PropertyInterface("Color",ae)),se.o.setGroupProperty(PropertyInterface("Opacity",ae)),se.w.setGroupProperty(PropertyInterface("Stroke Width",ae)),he}function Z(re,se,ie){function ae(ue){return ue===re.e.ix||ue==="End"||ue==="end"?ae.end:ue===re.s.ix?ae.start:ue===re.o.ix?ae.offset:null}var le=propertyGroupFactory(ae,ie);return ae.propertyIndex=re.ix,se.s.setGroupProperty(PropertyInterface("Start",le)),se.e.setGroupProperty(PropertyInterface("End",le)),se.o.setGroupProperty(PropertyInterface("Offset",le)),ae.propertyIndex=re.ix,ae.propertyGroup=ie,Object.defineProperties(ae,{start:{get:ExpressionPropertyInterface(se.s)},end:{get:ExpressionPropertyInterface(se.e)},offset:{get:ExpressionPropertyInterface(se.o)},_name:{value:re.nm}}),ae.mn=re.mn,ae}function Y(re,se,ie){function ae(ue){return re.a.ix===ue||ue==="Anchor Point"?ae.anchorPoint:re.o.ix===ue||ue==="Opacity"?ae.opacity:re.p.ix===ue||ue==="Position"?ae.position:re.r.ix===ue||ue==="Rotation"||ue==="ADBE Vector Rotation"?ae.rotation:re.s.ix===ue||ue==="Scale"?ae.scale:re.sk&&re.sk.ix===ue||ue==="Skew"?ae.skew:re.sa&&re.sa.ix===ue||ue==="Skew Axis"?ae.skewAxis:null}var le=propertyGroupFactory(ae,ie);return se.transform.mProps.o.setGroupProperty(PropertyInterface("Opacity",le)),se.transform.mProps.p.setGroupProperty(PropertyInterface("Position",le)),se.transform.mProps.a.setGroupProperty(PropertyInterface("Anchor Point",le)),se.transform.mProps.s.setGroupProperty(PropertyInterface("Scale",le)),se.transform.mProps.r.setGroupProperty(PropertyInterface("Rotation",le)),se.transform.mProps.sk&&(se.transform.mProps.sk.setGroupProperty(PropertyInterface("Skew",le)),se.transform.mProps.sa.setGroupProperty(PropertyInterface("Skew Angle",le))),se.transform.op.setGroupProperty(PropertyInterface("Opacity",le)),Object.defineProperties(ae,{opacity:{get:ExpressionPropertyInterface(se.transform.mProps.o)},position:{get:ExpressionPropertyInterface(se.transform.mProps.p)},anchorPoint:{get:ExpressionPropertyInterface(se.transform.mProps.a)},scale:{get:ExpressionPropertyInterface(se.transform.mProps.s)},rotation:{get:ExpressionPropertyInterface(se.transform.mProps.r)},skew:{get:ExpressionPropertyInterface(se.transform.mProps.sk)},skewAxis:{get:ExpressionPropertyInterface(se.transform.mProps.sa)},_name:{value:re.nm}}),ae.ty="tr",ae.mn=re.mn,ae.propertyGroup=ie,ae}function U(re,se,ie){function ae(ce){return re.p.ix===ce?ae.position:re.s.ix===ce?ae.size:null}var le=propertyGroupFactory(ae,ie);ae.propertyIndex=re.ix;var ue=se.sh.ty==="tm"?se.sh.prop:se.sh;return ue.s.setGroupProperty(PropertyInterface("Size",le)),ue.p.setGroupProperty(PropertyInterface("Position",le)),Object.defineProperties(ae,{size:{get:ExpressionPropertyInterface(ue.s)},position:{get:ExpressionPropertyInterface(ue.p)},_name:{value:re.nm}}),ae.mn=re.mn,ae}function J(re,se,ie){function ae(ce){return re.p.ix===ce?ae.position:re.r.ix===ce?ae.rotation:re.pt.ix===ce?ae.points:re.or.ix===ce||ce==="ADBE Vector Star Outer Radius"?ae.outerRadius:re.os.ix===ce?ae.outerRoundness:re.ir&&(re.ir.ix===ce||ce==="ADBE Vector Star Inner Radius")?ae.innerRadius:re.is&&re.is.ix===ce?ae.innerRoundness:null}var le=propertyGroupFactory(ae,ie),ue=se.sh.ty==="tm"?se.sh.prop:se.sh;return ae.propertyIndex=re.ix,ue.or.setGroupProperty(PropertyInterface("Outer Radius",le)),ue.os.setGroupProperty(PropertyInterface("Outer Roundness",le)),ue.pt.setGroupProperty(PropertyInterface("Points",le)),ue.p.setGroupProperty(PropertyInterface("Position",le)),ue.r.setGroupProperty(PropertyInterface("Rotation",le)),re.ir&&(ue.ir.setGroupProperty(PropertyInterface("Inner Radius",le)),ue.is.setGroupProperty(PropertyInterface("Inner Roundness",le))),Object.defineProperties(ae,{position:{get:ExpressionPropertyInterface(ue.p)},rotation:{get:ExpressionPropertyInterface(ue.r)},points:{get:ExpressionPropertyInterface(ue.pt)},outerRadius:{get:ExpressionPropertyInterface(ue.or)},outerRoundness:{get:ExpressionPropertyInterface(ue.os)},innerRadius:{get:ExpressionPropertyInterface(ue.ir)},innerRoundness:{get:ExpressionPropertyInterface(ue.is)},_name:{value:re.nm}}),ae.mn=re.mn,ae}function K(re,se,ie){function ae(ce){return re.p.ix===ce?ae.position:re.r.ix===ce?ae.roundness:re.s.ix===ce||ce==="Size"||ce==="ADBE Vector Rect Size"?ae.size:null}var le=propertyGroupFactory(ae,ie),ue=se.sh.ty==="tm"?se.sh.prop:se.sh;return ae.propertyIndex=re.ix,ue.p.setGroupProperty(PropertyInterface("Position",le)),ue.s.setGroupProperty(PropertyInterface("Size",le)),ue.r.setGroupProperty(PropertyInterface("Rotation",le)),Object.defineProperties(ae,{position:{get:ExpressionPropertyInterface(ue.p)},roundness:{get:ExpressionPropertyInterface(ue.r)},size:{get:ExpressionPropertyInterface(ue.s)},_name:{value:re.nm}}),ae.mn=re.mn,ae}function Q(re,se,ie){function ae(ce){return re.r.ix===ce||ce==="Round Corners 1"?ae.radius:null}var le=propertyGroupFactory(ae,ie),ue=se;return ae.propertyIndex=re.ix,ue.rd.setGroupProperty(PropertyInterface("Radius",le)),Object.defineProperties(ae,{radius:{get:ExpressionPropertyInterface(ue.rd)},_name:{value:re.nm}}),ae.mn=re.mn,ae}function te(re,se,ie){function ae(ce){return re.c.ix===ce||ce==="Copies"?ae.copies:re.o.ix===ce||ce==="Offset"?ae.offset:null}var le=propertyGroupFactory(ae,ie),ue=se;return ae.propertyIndex=re.ix,ue.c.setGroupProperty(PropertyInterface("Copies",le)),ue.o.setGroupProperty(PropertyInterface("Offset",le)),Object.defineProperties(ae,{copies:{get:ExpressionPropertyInterface(ue.c)},offset:{get:ExpressionPropertyInterface(ue.o)},_name:{value:re.nm}}),ae.mn=re.mn,ae}return function(re,se,ie){var ae;function le(ce){if(typeof ce=="number")return ce=ce===void 0?1:ce,ce===0?ie:ae[ce-1];for(var de=0,ve=ae.length;de<ve;){if(ae[de]._name===ce)return ae[de];de+=1}return null}function ue(){return ie}return le.propertyGroup=propertyGroupFactory(le,ue),ae=F(re,se,le.propertyGroup),le.numProperties=ae.length,le._name="Contents",le}}(),TextExpressionInterface=function(){return function(F){var B,D;function R(G){switch(G){case"ADBE Text Document":return R.sourceText;default:return null}}return Object.defineProperty(R,"sourceText",{get:function(){F.textProperty.getValue();var W=F.textProperty.currentData.t;return W!==B&&(F.textProperty.currentData.t=B,D=new String(W),D.value=W||new String(W)),D}}),R}}(),getBlendMode=function(){var F={0:"source-over",1:"multiply",2:"screen",3:"overlay",4:"darken",5:"lighten",6:"color-dodge",7:"color-burn",8:"hard-light",9:"soft-light",10:"difference",11:"exclusion",12:"hue",13:"saturation",14:"color",15:"luminosity"};return function(B){return F[B]||""}}();function SliderEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,0,0,D)}function AngleEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,0,0,D)}function ColorEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,1,0,D)}function PointEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,1,0,D)}function LayerIndexEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,0,0,D)}function MaskIndexEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,0,0,D)}function CheckboxEffect(F,B,D){this.p=PropertyFactory.getProp(B,F.v,0,0,D)}function NoValueEffect(){this.p={}}function EffectsManager(F,B){var D=F.ef||[];this.effectElements=[];var R,G=D.length,W;for(R=0;R<G;R+=1)W=new GroupEffect(D[R],B),this.effectElements.push(W)}function GroupEffect(F,B){this.init(F,B)}extendPrototype([DynamicPropertyContainer],GroupEffect),GroupEffect.prototype.getValue=GroupEffect.prototype.iterateDynamicProperties,GroupEffect.prototype.init=function(F,B){this.data=F,this.effectElements=[],this.initDynamicPropertyContainer(B);var D,R=this.data.ef.length,G,W=this.data.ef;for(D=0;D<R;D+=1){switch(G=null,W[D].ty){case 0:G=new SliderEffect(W[D],B,this);break;case 1:G=new AngleEffect(W[D],B,this);break;case 2:G=new ColorEffect(W[D],B,this);break;case 3:G=new PointEffect(W[D],B,this);break;case 4:case 7:G=new CheckboxEffect(W[D],B,this);break;case 10:G=new LayerIndexEffect(W[D],B,this);break;case 11:G=new MaskIndexEffect(W[D],B,this);break;case 5:G=new EffectsManager(W[D],B);break;default:G=new NoValueEffect(W[D]);break}G&&this.effectElements.push(G)}};function BaseElement(){}BaseElement.prototype={checkMasks:function(){if(!this.data.hasMask)return!1;for(var B=0,D=this.data.masksProperties.length;B<D;){if(this.data.masksProperties[B].mode!=="n"&&this.data.masksProperties[B].cl!==!1)return!0;B+=1}return!1},initExpressions:function(){this.layerInterface=LayerExpressionInterface(this),this.data.hasMask&&this.maskManager&&this.layerInterface.registerMaskInterface(this.maskManager);var B=EffectsExpressionInterface.createEffectsInterface(this,this.layerInterface);this.layerInterface.registerEffectsInterface(B),this.data.ty===0||this.data.xt?this.compInterface=CompExpressionInterface(this):this.data.ty===4?(this.layerInterface.shapeInterface=ShapeExpressionInterface(this.shapesData,this.itemsData,this.layerInterface),this.layerInterface.content=this.layerInterface.shapeInterface):this.data.ty===5&&(this.layerInterface.textInterface=TextExpressionInterface(this),this.layerInterface.text=this.layerInterface.textInterface)},setBlendMode:function(){var B=getBlendMode(this.data.bm),D=this.baseElement||this.layerElement;D.style["mix-blend-mode"]=B},initBaseData:function(B,D,R){this.globalData=D,this.comp=R,this.data=B,this.layerId=createElementID(),this.data.sr||(this.data.sr=1),this.effectsManager=new EffectsManager(this.data,this,this.dynamicProperties)},getType:function(){return this.type},sourceRectAtTime:function(){}};function FrameElement(){}FrameElement.prototype={initFrame:function(){this._isFirstFrame=!1,this.dynamicProperties=[],this._mdf=!1},prepareProperties:function(B,D){var R,G=this.dynamicProperties.length;for(R=0;R<G;R+=1)(D||this._isParent&&this.dynamicProperties[R].propType==="transform")&&(this.dynamicProperties[R].getValue(),this.dynamicProperties[R]._mdf&&(this.globalData._mdf=!0,this._mdf=!0))},addDynamicProperty:function(B){this.dynamicProperties.indexOf(B)===-1&&this.dynamicProperties.push(B)}};function _typeof$2(F){return typeof Symbol=="function"&&typeof Symbol.iterator=="symbol"?_typeof$2=function(D){return typeof D}:_typeof$2=function(D){return D&&typeof Symbol=="function"&&D.constructor===Symbol&&D!==Symbol.prototype?"symbol":typeof D},_typeof$2(F)}var FootageInterface=function(){var F=function(R){var G="",W=R.getFootageData();function q(){return G="",W=R.getFootageData(),Z}function Z(Y){if(W[Y])return G=Y,W=W[Y],_typeof$2(W)==="object"?Z:W;var U=Y.indexOf(G);if(U!==-1){var J=parseInt(Y.substr(U+G.length),10);return W=W[J],_typeof$2(W)==="object"?Z:W}return""}return q},B=function(R){function G(W){return W==="Outline"?G.outlineInterface():null}return G._name="Outline",G.outlineInterface=F(R),G};return function(D){function R(G){return G==="Data"?R.dataInterface:null}return R._name="Data",R.dataInterface=B(D),R}}();function FootageElement(F,B,D){this.initFrame(),this.initRenderable(),this.assetData=B.getAssetData(F.refId),this.footageData=B.imageLoader.getAsset(this.assetData),this.initBaseData(F,B,D)}FootageElement.prototype.prepareFrame=function(){},extendPrototype([RenderableElement,BaseElement,FrameElement],FootageElement),FootageElement.prototype.getBaseElement=function(){return null},FootageElement.prototype.renderFrame=function(){},FootageElement.prototype.destroy=function(){},FootageElement.prototype.initExpressions=function(){this.layerInterface=FootageInterface(this)},FootageElement.prototype.getFootageData=function(){return this.footageData};function AudioElement(F,B,D){this.initFrame(),this.initRenderable(),this.assetData=B.getAssetData(F.refId),this.initBaseData(F,B,D),this._isPlaying=!1,this._canPlay=!1;var R=this.globalData.getAssetsPath(this.assetData);this.audio=this.globalData.audioController.createAudio(R),this._currentTime=0,this.globalData.audioController.addAudio(this),this._volumeMultiplier=1,this._volume=1,this._previousVolume=null,this.tm=F.tm?PropertyFactory.getProp(this,F.tm,0,B.frameRate,this):{_placeholder:!0},this.lv=PropertyFactory.getProp(this,F.au&&F.au.lv?F.au.lv:{k:[100]},1,.01,this)}AudioElement.prototype.prepareFrame=function(F){if(this.prepareRenderableFrame(F,!0),this.prepareProperties(F,!0),this.tm._placeholder)this._currentTime=F/this.data.sr;else{var B=this.tm.v;this._currentTime=B}this._volume=this.lv.v[0];var D=this._volume*this._volumeMultiplier;this._previousVolume!==D&&(this._previousVolume=D,this.audio.volume(D))},extendPrototype([RenderableElement,BaseElement,FrameElement],AudioElement),AudioElement.prototype.renderFrame=function(){this.isInRange&&this._canPlay&&(this._isPlaying?(!this.audio.playing()||Math.abs(this._currentTime/this.globalData.frameRate-this.audio.seek())>.1)&&this.audio.seek(this._currentTime/this.globalData.frameRate):(this.audio.play(),this.audio.seek(this._currentTime/this.globalData.frameRate),this._isPlaying=!0))},AudioElement.prototype.show=function(){},AudioElement.prototype.hide=function(){this.audio.pause(),this._isPlaying=!1},AudioElement.prototype.pause=function(){this.audio.pause(),this._isPlaying=!1,this._canPlay=!1},AudioElement.prototype.resume=function(){this._canPlay=!0},AudioElement.prototype.setRate=function(F){this.audio.rate(F)},AudioElement.prototype.volume=function(F){this._volumeMultiplier=F,this._previousVolume=F*this._volume,this.audio.volume(this._previousVolume)},AudioElement.prototype.getBaseElement=function(){return null},AudioElement.prototype.destroy=function(){},AudioElement.prototype.sourceRectAtTime=function(){},AudioElement.prototype.initExpressions=function(){};function BaseRenderer(){}BaseRenderer.prototype.checkLayers=function(F){var B,D=this.layers.length,R;for(this.completeLayers=!0,B=D-1;B>=0;B-=1)this.elements[B]||(R=this.layers[B],R.ip-R.st<=F-this.layers[B].st&&R.op-R.st>F-this.layers[B].st&&this.buildItem(B)),this.completeLayers=this.elements[B]?this.completeLayers:!1;this.checkPendingElements()},BaseRenderer.prototype.createItem=function(F){switch(F.ty){case 2:return this.createImage(F);case 0:return this.createComp(F);case 1:return this.createSolid(F);case 3:return this.createNull(F);case 4:return this.createShape(F);case 5:return this.createText(F);case 6:return this.createAudio(F);case 13:return this.createCamera(F);case 15:return this.createFootage(F);default:return this.createNull(F)}},BaseRenderer.prototype.createCamera=function(){throw new Error("You're using a 3d camera. Try the html renderer.")},BaseRenderer.prototype.createAudio=function(F){return new AudioElement(F,this.globalData,this)},BaseRenderer.prototype.createFootage=function(F){return new FootageElement(F,this.globalData,this)},BaseRenderer.prototype.buildAllItems=function(){var F,B=this.layers.length;for(F=0;F<B;F+=1)this.buildItem(F);this.checkPendingElements()},BaseRenderer.prototype.includeLayers=function(F){this.completeLayers=!1;var B,D=F.length,R,G=this.layers.length;for(B=0;B<D;B+=1)for(R=0;R<G;){if(this.layers[R].id===F[B].id){this.layers[R]=F[B];break}R+=1}},BaseRenderer.prototype.setProjectInterface=function(F){this.globalData.projectInterface=F},BaseRenderer.prototype.initItems=function(){this.globalData.progressiveLoad||this.buildAllItems()},BaseRenderer.prototype.buildElementParenting=function(F,B,D){for(var R=this.elements,G=this.layers,W=0,q=G.length;W<q;)G[W].ind==B&&(!R[W]||R[W]===!0?(this.buildItem(W),this.addPendingElement(F)):(D.push(R[W]),R[W].setAsParent(),G[W].parent!==void 0?this.buildElementParenting(F,G[W].parent,D):F.setHierarchy(D))),W+=1},BaseRenderer.prototype.addPendingElement=function(F){this.pendingElements.push(F)},BaseRenderer.prototype.searchExtraCompositions=function(F){var B,D=F.length;for(B=0;B<D;B+=1)if(F[B].xt){var R=this.createComp(F[B]);R.initExpressions(),this.globalData.projectInterface.registerComposition(R)}},BaseRenderer.prototype.getElementByPath=function(F){var B=F.shift(),D;if(typeof B=="number")D=this.elements[B];else{var R,G=this.elements.length;for(R=0;R<G;R+=1)if(this.elements[R].data.nm===B){D=this.elements[R];break}}return F.length===0?D:D.getElementByPath(F)},BaseRenderer.prototype.setupGlobalData=function(F,B){this.globalData.fontManager=new FontManager,this.globalData.fontManager.addChars(F.chars),this.globalData.fontManager.addFonts(F.fonts,B),this.globalData.getAssetData=this.animationItem.getAssetData.bind(this.animationItem),this.globalData.getAssetsPath=this.animationItem.getAssetsPath.bind(this.animationItem),this.globalData.imageLoader=this.animationItem.imagePreloader,this.globalData.audioController=this.animationItem.audioController,this.globalData.frameId=0,this.globalData.frameRate=F.fr,this.globalData.nm=F.nm,this.globalData.compSize={w:F.w,h:F.h}};function TransformElement(){}TransformElement.prototype={initTransform:function(){this.finalTransform={mProp:this.data.ks?TransformPropertyFactory.getTransformProperty(this,this.data.ks,this):{o:0},_matMdf:!1,_opMdf:!1,mat:new Matrix},this.data.ao&&(this.finalTransform.mProp.autoOriented=!0),this.data.ty},renderTransform:function(){if(this.finalTransform._opMdf=this.finalTransform.mProp.o._mdf||this._isFirstFrame,this.finalTransform._matMdf=this.finalTransform.mProp._mdf||this._isFirstFrame,this.hierarchy){var B,D=this.finalTransform.mat,R=0,G=this.hierarchy.length;if(!this.finalTransform._matMdf)for(;R<G;){if(this.hierarchy[R].finalTransform.mProp._mdf){this.finalTransform._matMdf=!0;break}R+=1}if(this.finalTransform._matMdf)for(B=this.finalTransform.mProp.v.props,D.cloneFromProps(B),R=0;R<G;R+=1)B=this.hierarchy[R].finalTransform.mProp.v.props,D.transform(B[0],B[1],B[2],B[3],B[4],B[5],B[6],B[7],B[8],B[9],B[10],B[11],B[12],B[13],B[14],B[15])}},globalToLocal:function(B){var D=[];D.push(this.finalTransform);for(var R=!0,G=this.comp;R;)G.finalTransform?(G.data.hasMask&&D.splice(0,0,G.finalTransform),G=G.comp):R=!1;var W,q=D.length,Z;for(W=0;W<q;W+=1)Z=D[W].mat.applyToPointArray(0,0,0),B=[B[0]-Z[0],B[1]-Z[1],0];return B},mHelper:new Matrix};function MaskElement(F,B,D){this.data=F,this.element=B,this.globalData=D,this.storedData=[],this.masksProperties=this.data.masksProperties||[],this.maskElement=null;var R=this.globalData.defs,G,W=this.masksProperties?this.masksProperties.length:0;this.viewData=createSizedArray(W),this.solidPath="";var q,Z=this.masksProperties,Y=0,U=[],J,K,Q=createElementID(),te,re,se,ie,ae="clipPath",le="clip-path";for(G=0;G<W;G+=1)if((Z[G].mode!=="a"&&Z[G].mode!=="n"||Z[G].inv||Z[G].o.k!==100||Z[G].o.x)&&(ae="mask",le="mask"),(Z[G].mode==="s"||Z[G].mode==="i")&&Y===0?(te=createNS("rect"),te.setAttribute("fill","#ffffff"),te.setAttribute("width",this.element.comp.data.w||0),te.setAttribute("height",this.element.comp.data.h||0),U.push(te)):te=null,q=createNS("path"),Z[G].mode==="n")this.viewData[G]={op:PropertyFactory.getProp(this.element,Z[G].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,Z[G],3),elem:q,lastPath:""},R.appendChild(q);else{Y+=1,q.setAttribute("fill",Z[G].mode==="s"?"#000000":"#ffffff"),q.setAttribute("clip-rule","nonzero");var ue;if(Z[G].x.k!==0?(ae="mask",le="mask",ie=PropertyFactory.getProp(this.element,Z[G].x,0,null,this.element),ue=createElementID(),re=createNS("filter"),re.setAttribute("id",ue),se=createNS("feMorphology"),se.setAttribute("operator","erode"),se.setAttribute("in","SourceGraphic"),se.setAttribute("radius","0"),re.appendChild(se),R.appendChild(re),q.setAttribute("stroke",Z[G].mode==="s"?"#000000":"#ffffff")):(se=null,ie=null),this.storedData[G]={elem:q,x:ie,expan:se,lastPath:"",lastOperator:"",filterId:ue,lastRadius:0},Z[G].mode==="i"){K=U.length;var ce=createNS("g");for(J=0;J<K;J+=1)ce.appendChild(U[J]);var de=createNS("mask");de.setAttribute("mask-type","alpha"),de.setAttribute("id",Q+"_"+Y),de.appendChild(q),R.appendChild(de),ce.setAttribute("mask","url("+getLocationHref()+"#"+Q+"_"+Y+")"),U.length=0,U.push(ce)}else U.push(q);Z[G].inv&&!this.solidPath&&(this.solidPath=this.createLayerSolidPath()),this.viewData[G]={elem:q,lastPath:"",op:PropertyFactory.getProp(this.element,Z[G].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,Z[G],3),invRect:te},this.viewData[G].prop.k||this.drawPath(Z[G],this.viewData[G].prop.v,this.viewData[G])}for(this.maskElement=createNS(ae),W=U.length,G=0;G<W;G+=1)this.maskElement.appendChild(U[G]);Y>0&&(this.maskElement.setAttribute("id",Q),this.element.maskedElement.setAttribute(le,"url("+getLocationHref()+"#"+Q+")"),R.appendChild(this.maskElement)),this.viewData.length&&this.element.addRenderableComponent(this)}MaskElement.prototype.getMaskProperty=function(F){return this.viewData[F].prop},MaskElement.prototype.renderFrame=function(F){var B=this.element.finalTransform.mat,D,R=this.masksProperties.length;for(D=0;D<R;D+=1)if((this.viewData[D].prop._mdf||F)&&this.drawPath(this.masksProperties[D],this.viewData[D].prop.v,this.viewData[D]),(this.viewData[D].op._mdf||F)&&this.viewData[D].elem.setAttribute("fill-opacity",this.viewData[D].op.v),this.masksProperties[D].mode!=="n"&&(this.viewData[D].invRect&&(this.element.finalTransform.mProp._mdf||F)&&this.viewData[D].invRect.setAttribute("transform",B.getInverseMatrix().to2dCSS()),this.storedData[D].x&&(this.storedData[D].x._mdf||F))){var G=this.storedData[D].expan;this.storedData[D].x.v<0?(this.storedData[D].lastOperator!=="erode"&&(this.storedData[D].lastOperator="erode",this.storedData[D].elem.setAttribute("filter","url("+getLocationHref()+"#"+this.storedData[D].filterId+")")),G.setAttribute("radius",-this.storedData[D].x.v)):(this.storedData[D].lastOperator!=="dilate"&&(this.storedData[D].lastOperator="dilate",this.storedData[D].elem.setAttribute("filter",null)),this.storedData[D].elem.setAttribute("stroke-width",this.storedData[D].x.v*2))}},MaskElement.prototype.getMaskelement=function(){return this.maskElement},MaskElement.prototype.createLayerSolidPath=function(){var F="M0,0 ";return F+=" h"+this.globalData.compSize.w,F+=" v"+this.globalData.compSize.h,F+=" h-"+this.globalData.compSize.w,F+=" v-"+this.globalData.compSize.h+" ",F},MaskElement.prototype.drawPath=function(F,B,D){var R=" M"+B.v[0][0]+","+B.v[0][1],G,W;for(W=B._length,G=1;G<W;G+=1)R+=" C"+B.o[G-1][0]+","+B.o[G-1][1]+" "+B.i[G][0]+","+B.i[G][1]+" "+B.v[G][0]+","+B.v[G][1];if(B.c&&W>1&&(R+=" C"+B.o[G-1][0]+","+B.o[G-1][1]+" "+B.i[0][0]+","+B.i[0][1]+" "+B.v[0][0]+","+B.v[0][1]),D.lastPath!==R){var q="";D.elem&&(B.c&&(q=F.inv?this.solidPath+R:R),D.elem.setAttribute("d",q)),D.lastPath=R}},MaskElement.prototype.destroy=function(){this.element=null,this.globalData=null,this.maskElement=null,this.data=null,this.masksProperties=null};var filtersFactory=function(){var F={};F.createFilter=B,F.createAlphaToLuminanceFilter=D;function B(R,G){var W=createNS("filter");return W.setAttribute("id",R),G!==!0&&(W.setAttribute("filterUnits","objectBoundingBox"),W.setAttribute("x","0%"),W.setAttribute("y","0%"),W.setAttribute("width","100%"),W.setAttribute("height","100%")),W}function D(){var R=createNS("feColorMatrix");return R.setAttribute("type","matrix"),R.setAttribute("color-interpolation-filters","sRGB"),R.setAttribute("values","0 0 0 1 0  0 0 0 1 0  0 0 0 1 0  0 0 0 1 1"),R}return F}(),featureSupport=function(){var F={maskType:!0};return(/MSIE 10/i.test(navigator.userAgent)||/MSIE 9/i.test(navigator.userAgent)||/rv:11.0/i.test(navigator.userAgent)||/Edge\/\d./i.test(navigator.userAgent))&&(F.maskType=!1),F}(),registeredEffects={},idPrefix="filter_result_";function SVGEffects(F){var B,D="SourceGraphic",R=F.data.ef?F.data.ef.length:0,G=createElementID(),W=filtersFactory.createFilter(G,!0),q=0;this.filters=[];var Z;for(B=0;B<R;B+=1){Z=null;var Y=F.data.ef[B].ty;if(registeredEffects[Y]){var U=registeredEffects[Y].effect;Z=new U(W,F.effectsManager.effectElements[B],F,idPrefix+q,D),D=idPrefix+q,registeredEffects[Y].countsAsEffect&&(q+=1)}Z&&this.filters.push(Z)}q&&(F.globalData.defs.appendChild(W),F.layerElement.setAttribute("filter","url("+getLocationHref()+"#"+G+")")),this.filters.length&&F.addRenderableComponent(this)}SVGEffects.prototype.renderFrame=function(F){var B,D=this.filters.length;for(B=0;B<D;B+=1)this.filters[B].renderFrame(F)};function registerEffect(F,B,D){registeredEffects[F]={effect:B,countsAsEffect:D}}function SVGBaseElement(){}SVGBaseElement.prototype={initRendererElement:function(){this.layerElement=createNS("g")},createContainerElements:function(){this.matteElement=createNS("g"),this.transformedElement=this.layerElement,this.maskedElement=this.layerElement,this._sizeChanged=!1;var B=null,D,R,G;if(this.data.td){if(this.data.td==3||this.data.td==1){var W=createNS("mask");W.setAttribute("id",this.layerId),W.setAttribute("mask-type",this.data.td==3?"luminance":"alpha"),W.appendChild(this.layerElement),B=W,this.globalData.defs.appendChild(W),!featureSupport.maskType&&this.data.td==1&&(W.setAttribute("mask-type","luminance"),D=createElementID(),R=filtersFactory.createFilter(D),this.globalData.defs.appendChild(R),R.appendChild(filtersFactory.createAlphaToLuminanceFilter()),G=createNS("g"),G.appendChild(this.layerElement),B=G,W.appendChild(G),G.setAttribute("filter","url("+getLocationHref()+"#"+D+")"))}else if(this.data.td==2){var q=createNS("mask");q.setAttribute("id",this.layerId),q.setAttribute("mask-type","alpha");var Z=createNS("g");q.appendChild(Z),D=createElementID(),R=filtersFactory.createFilter(D);var Y=createNS("feComponentTransfer");Y.setAttribute("in","SourceGraphic"),R.appendChild(Y);var U=createNS("feFuncA");U.setAttribute("type","table"),U.setAttribute("tableValues","1.0 0.0"),Y.appendChild(U),this.globalData.defs.appendChild(R);var J=createNS("rect");J.setAttribute("width",this.comp.data.w),J.setAttribute("height",this.comp.data.h),J.setAttribute("x","0"),J.setAttribute("y","0"),J.setAttribute("fill","#ffffff"),J.setAttribute("opacity","0"),Z.setAttribute("filter","url("+getLocationHref()+"#"+D+")"),Z.appendChild(J),Z.appendChild(this.layerElement),B=Z,featureSupport.maskType||(q.setAttribute("mask-type","luminance"),R.appendChild(filtersFactory.createAlphaToLuminanceFilter()),G=createNS("g"),Z.appendChild(J),G.appendChild(this.layerElement),B=G,Z.appendChild(G)),this.globalData.defs.appendChild(q)}}else this.data.tt?(this.matteElement.appendChild(this.layerElement),B=this.matteElement,this.baseElement=this.matteElement):this.baseElement=this.layerElement;if(this.data.ln&&this.layerElement.setAttribute("id",this.data.ln),this.data.cl&&this.layerElement.setAttribute("class",this.data.cl),this.data.ty===0&&!this.data.hd){var K=createNS("clipPath"),Q=createNS("path");Q.setAttribute("d","M0,0 L"+this.data.w+",0 L"+this.data.w+","+this.data.h+" L0,"+this.data.h+"z");var te=createElementID();if(K.setAttribute("id",te),K.appendChild(Q),this.globalData.defs.appendChild(K),this.checkMasks()){var re=createNS("g");re.setAttribute("clip-path","url("+getLocationHref()+"#"+te+")"),re.appendChild(this.layerElement),this.transformedElement=re,B?B.appendChild(this.transformedElement):this.baseElement=this.transformedElement}else this.layerElement.setAttribute("clip-path","url("+getLocationHref()+"#"+te+")")}this.data.bm!==0&&this.setBlendMode()},renderElement:function(){this.finalTransform._matMdf&&this.transformedElement.setAttribute("transform",this.finalTransform.mat.to2dCSS()),this.finalTransform._opMdf&&this.transformedElement.setAttribute("opacity",this.finalTransform.mProp.o.v)},destroyBaseElement:function(){this.layerElement=null,this.matteElement=null,this.maskManager.destroy()},getBaseElement:function(){return this.data.hd?null:this.baseElement},createRenderableComponents:function(){this.maskManager=new MaskElement(this.data,this,this.globalData),this.renderableEffectsManager=new SVGEffects(this)},setMatte:function(B){!this.matteElement||this.matteElement.setAttribute("mask","url("+getLocationHref()+"#"+B+")")}};function HierarchyElement(){}HierarchyElement.prototype={initHierarchy:function(){this.hierarchy=[],this._isParent=!1,this.checkParenting()},setHierarchy:function(B){this.hierarchy=B},setAsParent:function(){this._isParent=!0},checkParenting:function(){this.data.parent!==void 0&&this.comp.buildElementParenting(this,this.data.parent,[])}};function RenderableDOMElement(){}(function(){var F={initElement:function(D,R,G){this.initFrame(),this.initBaseData(D,R,G),this.initTransform(D,R,G),this.initHierarchy(),this.initRenderable(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),this.createContent(),this.hide()},hide:function(){if(!this.hidden&&(!this.isInRange||this.isTransparent)){var D=this.baseElement||this.layerElement;D.style.display="none",this.hidden=!0}},show:function(){if(this.isInRange&&!this.isTransparent){if(!this.data.hd){var D=this.baseElement||this.layerElement;D.style.display="block"}this.hidden=!1,this._isFirstFrame=!0}},renderFrame:function(){this.data.hd||this.hidden||(this.renderTransform(),this.renderRenderable(),this.renderElement(),this.renderInnerContent(),this._isFirstFrame&&(this._isFirstFrame=!1))},renderInnerContent:function(){},prepareFrame:function(D){this._mdf=!1,this.prepareRenderableFrame(D),this.prepareProperties(D,this.isInRange),this.checkTransparency()},destroy:function(){this.innerElem=null,this.destroyBaseElement()}};extendPrototype([RenderableElement,createProxyFunction(F)],RenderableDOMElement)})();function IImageElement(F,B,D){this.assetData=B.getAssetData(F.refId),this.initElement(F,B,D),this.sourceRect={top:0,left:0,width:this.assetData.w,height:this.assetData.h}}extendPrototype([BaseElement,TransformElement,SVGBaseElement,HierarchyElement,FrameElement,RenderableDOMElement],IImageElement),IImageElement.prototype.createContent=function(){var F=this.globalData.getAssetsPath(this.assetData);this.innerElem=createNS("image"),this.innerElem.setAttribute("width",this.assetData.w+"px"),this.innerElem.setAttribute("height",this.assetData.h+"px"),this.innerElem.setAttribute("preserveAspectRatio",this.assetData.pr||this.globalData.renderConfig.imagePreserveAspectRatio),this.innerElem.setAttributeNS("http://www.w3.org/1999/xlink","href",F),this.layerElement.appendChild(this.innerElem)},IImageElement.prototype.sourceRectAtTime=function(){return this.sourceRect};function ProcessedElement(F,B){this.elem=F,this.pos=B}function IShapeElement(){}IShapeElement.prototype={addShapeToModifiers:function(B){var D,R=this.shapeModifiers.length;for(D=0;D<R;D+=1)this.shapeModifiers[D].addShape(B)},isShapeInAnimatedModifiers:function(B){for(var D=0,R=this.shapeModifiers.length;D<R;)if(this.shapeModifiers[D].isAnimatedWithShape(B))return!0;return!1},renderModifiers:function(){if(!!this.shapeModifiers.length){var B,D=this.shapes.length;for(B=0;B<D;B+=1)this.shapes[B].sh.reset();D=this.shapeModifiers.length;var R;for(B=D-1;B>=0&&(R=this.shapeModifiers[B].processShapes(this._isFirstFrame),!R);B-=1);}},searchProcessedElement:function(B){for(var D=this.processedElements,R=0,G=D.length;R<G;){if(D[R].elem===B)return D[R].pos;R+=1}return 0},addProcessedElement:function(B,D){for(var R=this.processedElements,G=R.length;G;)if(G-=1,R[G].elem===B){R[G].pos=D;return}R.push(new ProcessedElement(B,D))},prepareFrame:function(B){this.prepareRenderableFrame(B),this.prepareProperties(B,this.isInRange)}};var lineCapEnum={1:"butt",2:"round",3:"square"},lineJoinEnum={1:"miter",2:"round",3:"bevel"};function SVGShapeData(F,B,D){this.caches=[],this.styles=[],this.transformers=F,this.lStr="",this.sh=D,this.lvl=B,this._isAnimated=!!D.k;for(var R=0,G=F.length;R<G;){if(F[R].mProps.dynamicProperties.length){this._isAnimated=!0;break}R+=1}}SVGShapeData.prototype.setAsAnimated=function(){this._isAnimated=!0};function SVGStyleData(F,B){this.data=F,this.type=F.ty,this.d="",this.lvl=B,this._mdf=!1,this.closed=F.hd===!0,this.pElem=createNS("path"),this.msElem=null}SVGStyleData.prototype.reset=function(){this.d="",this._mdf=!1};function DashProperty(F,B,D,R){this.elem=F,this.frameId=-1,this.dataProps=createSizedArray(B.length),this.renderer=D,this.k=!1,this.dashStr="",this.dashArray=createTypedArray("float32",B.length?B.length-1:0),this.dashoffset=createTypedArray("float32",1),this.initDynamicPropertyContainer(R);var G,W=B.length||0,q;for(G=0;G<W;G+=1)q=PropertyFactory.getProp(F,B[G].v,0,0,this),this.k=q.k||this.k,this.dataProps[G]={n:B[G].n,p:q};this.k||this.getValue(!0),this._isAnimated=this.k}DashProperty.prototype.getValue=function(F){if(!(this.elem.globalData.frameId===this.frameId&&!F)&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf=this._mdf||F,this._mdf)){var B=0,D=this.dataProps.length;for(this.renderer==="svg"&&(this.dashStr=""),B=0;B<D;B+=1)this.dataProps[B].n!=="o"?this.renderer==="svg"?this.dashStr+=" "+this.dataProps[B].p.v:this.dashArray[B]=this.dataProps[B].p.v:this.dashoffset[0]=this.dataProps[B].p.v}},extendPrototype([DynamicPropertyContainer],DashProperty);function SVGStrokeStyleData(F,B,D){this.initDynamicPropertyContainer(F),this.getValue=this.iterateDynamicProperties,this.o=PropertyFactory.getProp(F,B.o,0,.01,this),this.w=PropertyFactory.getProp(F,B.w,0,null,this),this.d=new DashProperty(F,B.d||{},"svg",this),this.c=PropertyFactory.getProp(F,B.c,1,255,this),this.style=D,this._isAnimated=!!this._isAnimated}extendPrototype([DynamicPropertyContainer],SVGStrokeStyleData);function SVGFillStyleData(F,B,D){this.initDynamicPropertyContainer(F),this.getValue=this.iterateDynamicProperties,this.o=PropertyFactory.getProp(F,B.o,0,.01,this),this.c=PropertyFactory.getProp(F,B.c,1,255,this),this.style=D}extendPrototype([DynamicPropertyContainer],SVGFillStyleData);function SVGNoStyleData(F,B,D){this.initDynamicPropertyContainer(F),this.getValue=this.iterateDynamicProperties,this.style=D}extendPrototype([DynamicPropertyContainer],SVGNoStyleData);function GradientProperty(F,B,D){this.data=B,this.c=createTypedArray("uint8c",B.p*4);var R=B.k.k[0].s?B.k.k[0].s.length-B.p*4:B.k.k.length-B.p*4;this.o=createTypedArray("float32",R),this._cmdf=!1,this._omdf=!1,this._collapsable=this.checkCollapsable(),this._hasOpacity=R,this.initDynamicPropertyContainer(D),this.prop=PropertyFactory.getProp(F,B.k,1,null,this),this.k=this.prop.k,this.getValue(!0)}GradientProperty.prototype.comparePoints=function(F,B){for(var D=0,R=this.o.length/2,G;D<R;){if(G=Math.abs(F[D*4]-F[B*4+D*2]),G>.01)return!1;D+=1}return!0},GradientProperty.prototype.checkCollapsable=function(){if(this.o.length/2!==this.c.length/4)return!1;if(this.data.k.k[0].s)for(var F=0,B=this.data.k.k.length;F<B;){if(!this.comparePoints(this.data.k.k[F].s,this.data.p))return!1;F+=1}else if(!this.comparePoints(this.data.k.k,this.data.p))return!1;return!0},GradientProperty.prototype.getValue=function(F){if(this.prop.getValue(),this._mdf=!1,this._cmdf=!1,this._omdf=!1,this.prop._mdf||F){var B,D=this.data.p*4,R,G;for(B=0;B<D;B+=1)R=B%4===0?100:255,G=Math.round(this.prop.v[B]*R),this.c[B]!==G&&(this.c[B]=G,this._cmdf=!F);if(this.o.length)for(D=this.prop.v.length,B=this.data.p*4;B<D;B+=1)R=B%2===0?100:1,G=B%2===0?Math.round(this.prop.v[B]*100):this.prop.v[B],this.o[B-this.data.p*4]!==G&&(this.o[B-this.data.p*4]=G,this._omdf=!F);this._mdf=!F}},extendPrototype([DynamicPropertyContainer],GradientProperty);function SVGGradientFillStyleData(F,B,D){this.initDynamicPropertyContainer(F),this.getValue=this.iterateDynamicProperties,this.initGradientData(F,B,D)}SVGGradientFillStyleData.prototype.initGradientData=function(F,B,D){this.o=PropertyFactory.getProp(F,B.o,0,.01,this),this.s=PropertyFactory.getProp(F,B.s,1,null,this),this.e=PropertyFactory.getProp(F,B.e,1,null,this),this.h=PropertyFactory.getProp(F,B.h||{k:0},0,.01,this),this.a=PropertyFactory.getProp(F,B.a||{k:0},0,degToRads,this),this.g=new GradientProperty(F,B.g,this),this.style=D,this.stops=[],this.setGradientData(D.pElem,B),this.setGradientOpacity(B,D),this._isAnimated=!!this._isAnimated},SVGGradientFillStyleData.prototype.setGradientData=function(F,B){var D=createElementID(),R=createNS(B.t===1?"linearGradient":"radialGradient");R.setAttribute("id",D),R.setAttribute("spreadMethod","pad"),R.setAttribute("gradientUnits","userSpaceOnUse");var G=[],W,q,Z;for(Z=B.g.p*4,q=0;q<Z;q+=4)W=createNS("stop"),R.appendChild(W),G.push(W);F.setAttribute(B.ty==="gf"?"fill":"stroke","url("+getLocationHref()+"#"+D+")"),this.gf=R,this.cst=G},SVGGradientFillStyleData.prototype.setGradientOpacity=function(F,B){if(this.g._hasOpacity&&!this.g._collapsable){var D,R,G,W=createNS("mask"),q=createNS("path");W.appendChild(q);var Z=createElementID(),Y=createElementID();W.setAttribute("id",Y);var U=createNS(F.t===1?"linearGradient":"radialGradient");U.setAttribute("id",Z),U.setAttribute("spreadMethod","pad"),U.setAttribute("gradientUnits","userSpaceOnUse"),G=F.g.k.k[0].s?F.g.k.k[0].s.length:F.g.k.k.length;var J=this.stops;for(R=F.g.p*4;R<G;R+=2)D=createNS("stop"),D.setAttribute("stop-color","rgb(255,255,255)"),U.appendChild(D),J.push(D);q.setAttribute(F.ty==="gf"?"fill":"stroke","url("+getLocationHref()+"#"+Z+")"),F.ty==="gs"&&(q.setAttribute("stroke-linecap",lineCapEnum[F.lc||2]),q.setAttribute("stroke-linejoin",lineJoinEnum[F.lj||2]),F.lj===1&&q.setAttribute("stroke-miterlimit",F.ml)),this.of=U,this.ms=W,this.ost=J,this.maskId=Y,B.msElem=q}},extendPrototype([DynamicPropertyContainer],SVGGradientFillStyleData);function SVGGradientStrokeStyleData(F,B,D){this.initDynamicPropertyContainer(F),this.getValue=this.iterateDynamicProperties,this.w=PropertyFactory.getProp(F,B.w,0,null,this),this.d=new DashProperty(F,B.d||{},"svg",this),this.initGradientData(F,B,D),this._isAnimated=!!this._isAnimated}extendPrototype([SVGGradientFillStyleData,DynamicPropertyContainer],SVGGradientStrokeStyleData);function ShapeGroupData(){this.it=[],this.prevViewData=[],this.gr=createNS("g")}function SVGTransformData(F,B,D){this.transform={mProps:F,op:B,container:D},this.elements=[],this._isAnimated=this.transform.mProps.dynamicProperties.length||this.transform.op.effectsSequence.length}var buildShapeString=function(B,D,R,G){if(D===0)return"";var W=B.o,q=B.i,Z=B.v,Y,U=" M"+G.applyToPointStringified(Z[0][0],Z[0][1]);for(Y=1;Y<D;Y+=1)U+=" C"+G.applyToPointStringified(W[Y-1][0],W[Y-1][1])+" "+G.applyToPointStringified(q[Y][0],q[Y][1])+" "+G.applyToPointStringified(Z[Y][0],Z[Y][1]);return R&&D&&(U+=" C"+G.applyToPointStringified(W[Y-1][0],W[Y-1][1])+" "+G.applyToPointStringified(q[0][0],q[0][1])+" "+G.applyToPointStringified(Z[0][0],Z[0][1]),U+="z"),U},SVGElementsRenderer=function(){var F=new Matrix,B=new Matrix,D={createRenderFunction:R};function R(K){switch(K.ty){case"fl":return Z;case"gf":return U;case"gs":return Y;case"st":return J;case"sh":case"el":case"rc":case"sr":return q;case"tr":return G;case"no":return W;default:return null}}function G(K,Q,te){(te||Q.transform.op._mdf)&&Q.transform.container.setAttribute("opacity",Q.transform.op.v),(te||Q.transform.mProps._mdf)&&Q.transform.container.setAttribute("transform",Q.transform.mProps.v.to2dCSS())}function W(){}function q(K,Q,te){var re,se,ie,ae,le,ue,ce=Q.styles.length,de=Q.lvl,ve,he,me,be,xe;for(ue=0;ue<ce;ue+=1){if(ae=Q.sh._mdf||te,Q.styles[ue].lvl<de){for(he=B.reset(),be=de-Q.styles[ue].lvl,xe=Q.transformers.length-1;!ae&&be>0;)ae=Q.transformers[xe].mProps._mdf||ae,be-=1,xe-=1;if(ae)for(be=de-Q.styles[ue].lvl,xe=Q.transformers.length-1;be>0;)me=Q.transformers[xe].mProps.v.props,he.transform(me[0],me[1],me[2],me[3],me[4],me[5],me[6],me[7],me[8],me[9],me[10],me[11],me[12],me[13],me[14],me[15]),be-=1,xe-=1}else he=F;if(ve=Q.sh.paths,se=ve._length,ae){for(ie="",re=0;re<se;re+=1)le=ve.shapes[re],le&&le._length&&(ie+=buildShapeString(le,le._length,le.c,he));Q.caches[ue]=ie}else ie=Q.caches[ue];Q.styles[ue].d+=K.hd===!0?"":ie,Q.styles[ue]._mdf=ae||Q.styles[ue]._mdf}}function Z(K,Q,te){var re=Q.style;(Q.c._mdf||te)&&re.pElem.setAttribute("fill","rgb("+bmFloor(Q.c.v[0])+","+bmFloor(Q.c.v[1])+","+bmFloor(Q.c.v[2])+")"),(Q.o._mdf||te)&&re.pElem.setAttribute("fill-opacity",Q.o.v)}function Y(K,Q,te){U(K,Q,te),J(K,Q,te)}function U(K,Q,te){var re=Q.gf,se=Q.g._hasOpacity,ie=Q.s.v,ae=Q.e.v;if(Q.o._mdf||te){var le=K.ty==="gf"?"fill-opacity":"stroke-opacity";Q.style.pElem.setAttribute(le,Q.o.v)}if(Q.s._mdf||te){var ue=K.t===1?"x1":"cx",ce=ue==="x1"?"y1":"cy";re.setAttribute(ue,ie[0]),re.setAttribute(ce,ie[1]),se&&!Q.g._collapsable&&(Q.of.setAttribute(ue,ie[0]),Q.of.setAttribute(ce,ie[1]))}var de,ve,he,me;if(Q.g._cmdf||te){de=Q.cst;var be=Q.g.c;for(he=de.length,ve=0;ve<he;ve+=1)me=de[ve],me.setAttribute("offset",be[ve*4]+"%"),me.setAttribute("stop-color","rgb("+be[ve*4+1]+","+be[ve*4+2]+","+be[ve*4+3]+")")}if(se&&(Q.g._omdf||te)){var xe=Q.g.o;for(Q.g._collapsable?de=Q.cst:de=Q.ost,he=de.length,ve=0;ve<he;ve+=1)me=de[ve],Q.g._collapsable||me.setAttribute("offset",xe[ve*2]+"%"),me.setAttribute("stop-opacity",xe[ve*2+1])}if(K.t===1)(Q.e._mdf||te)&&(re.setAttribute("x2",ae[0]),re.setAttribute("y2",ae[1]),se&&!Q.g._collapsable&&(Q.of.setAttribute("x2",ae[0]),Q.of.setAttribute("y2",ae[1])));else{var Ae;if((Q.s._mdf||Q.e._mdf||te)&&(Ae=Math.sqrt(Math.pow(ie[0]-ae[0],2)+Math.pow(ie[1]-ae[1],2)),re.setAttribute("r",Ae),se&&!Q.g._collapsable&&Q.of.setAttribute("r",Ae)),Q.e._mdf||Q.h._mdf||Q.a._mdf||te){Ae||(Ae=Math.sqrt(Math.pow(ie[0]-ae[0],2)+Math.pow(ie[1]-ae[1],2)));var Pe=Math.atan2(ae[1]-ie[1],ae[0]-ie[0]),ze=Q.h.v;ze>=1?ze=.99:ze<=-1&&(ze=-.99);var ge=Ae*ze,Te=Math.cos(Pe+Q.a.v)*ge+ie[0],Xe=Math.sin(Pe+Q.a.v)*ge+ie[1];re.setAttribute("fx",Te),re.setAttribute("fy",Xe),se&&!Q.g._collapsable&&(Q.of.setAttribute("fx",Te),Q.of.setAttribute("fy",Xe))}}}function J(K,Q,te){var re=Q.style,se=Q.d;se&&(se._mdf||te)&&se.dashStr&&(re.pElem.setAttribute("stroke-dasharray",se.dashStr),re.pElem.setAttribute("stroke-dashoffset",se.dashoffset[0])),Q.c&&(Q.c._mdf||te)&&re.pElem.setAttribute("stroke","rgb("+bmFloor(Q.c.v[0])+","+bmFloor(Q.c.v[1])+","+bmFloor(Q.c.v[2])+")"),(Q.o._mdf||te)&&re.pElem.setAttribute("stroke-opacity",Q.o.v),(Q.w._mdf||te)&&(re.pElem.setAttribute("stroke-width",Q.w.v),re.msElem&&re.msElem.setAttribute("stroke-width",Q.w.v))}return D}();function SVGShapeElement(F,B,D){this.shapes=[],this.shapesData=F.shapes,this.stylesList=[],this.shapeModifiers=[],this.itemsData=[],this.processedElements=[],this.animatedContents=[],this.initElement(F,B,D),this.prevViewData=[]}extendPrototype([BaseElement,TransformElement,SVGBaseElement,IShapeElement,HierarchyElement,FrameElement,RenderableDOMElement],SVGShapeElement),SVGShapeElement.prototype.initSecondaryElement=function(){},SVGShapeElement.prototype.identityMatrix=new Matrix,SVGShapeElement.prototype.buildExpressionInterface=function(){},SVGShapeElement.prototype.createContent=function(){this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.layerElement,0,[],!0),this.filterUniqueShapes()},SVGShapeElement.prototype.filterUniqueShapes=function(){var F,B=this.shapes.length,D,R,G=this.stylesList.length,W,q=[],Z=!1;for(R=0;R<G;R+=1){for(W=this.stylesList[R],Z=!1,q.length=0,F=0;F<B;F+=1)D=this.shapes[F],D.styles.indexOf(W)!==-1&&(q.push(D),Z=D._isAnimated||Z);q.length>1&&Z&&this.setShapesAsAnimated(q)}},SVGShapeElement.prototype.setShapesAsAnimated=function(F){var B,D=F.length;for(B=0;B<D;B+=1)F[B].setAsAnimated()},SVGShapeElement.prototype.createStyleElement=function(F,B){var D,R=new SVGStyleData(F,B),G=R.pElem;if(F.ty==="st")D=new SVGStrokeStyleData(this,F,R);else if(F.ty==="fl")D=new SVGFillStyleData(this,F,R);else if(F.ty==="gf"||F.ty==="gs"){var W=F.ty==="gf"?SVGGradientFillStyleData:SVGGradientStrokeStyleData;D=new W(this,F,R),this.globalData.defs.appendChild(D.gf),D.maskId&&(this.globalData.defs.appendChild(D.ms),this.globalData.defs.appendChild(D.of),G.setAttribute("mask","url("+getLocationHref()+"#"+D.maskId+")"))}else F.ty==="no"&&(D=new SVGNoStyleData(this,F,R));return(F.ty==="st"||F.ty==="gs")&&(G.setAttribute("stroke-linecap",lineCapEnum[F.lc||2]),G.setAttribute("stroke-linejoin",lineJoinEnum[F.lj||2]),G.setAttribute("fill-opacity","0"),F.lj===1&&G.setAttribute("stroke-miterlimit",F.ml)),F.r===2&&G.setAttribute("fill-rule","evenodd"),F.ln&&G.setAttribute("id",F.ln),F.cl&&G.setAttribute("class",F.cl),F.bm&&(G.style["mix-blend-mode"]=getBlendMode(F.bm)),this.stylesList.push(R),this.addToAnimatedContents(F,D),D},SVGShapeElement.prototype.createGroupElement=function(F){var B=new ShapeGroupData;return F.ln&&B.gr.setAttribute("id",F.ln),F.cl&&B.gr.setAttribute("class",F.cl),F.bm&&(B.gr.style["mix-blend-mode"]=getBlendMode(F.bm)),B},SVGShapeElement.prototype.createTransformElement=function(F,B){var D=TransformPropertyFactory.getTransformProperty(this,F,this),R=new SVGTransformData(D,D.o,B);return this.addToAnimatedContents(F,R),R},SVGShapeElement.prototype.createShapeElement=function(F,B,D){var R=4;F.ty==="rc"?R=5:F.ty==="el"?R=6:F.ty==="sr"&&(R=7);var G=ShapePropertyFactory.getShapeProp(this,F,R,this),W=new SVGShapeData(B,D,G);return this.shapes.push(W),this.addShapeToModifiers(W),this.addToAnimatedContents(F,W),W},SVGShapeElement.prototype.addToAnimatedContents=function(F,B){for(var D=0,R=this.animatedContents.length;D<R;){if(this.animatedContents[D].element===B)return;D+=1}this.animatedContents.push({fn:SVGElementsRenderer.createRenderFunction(F),element:B,data:F})},SVGShapeElement.prototype.setElementStyles=function(F){var B=F.styles,D,R=this.stylesList.length;for(D=0;D<R;D+=1)this.stylesList[D].closed||B.push(this.stylesList[D])},SVGShapeElement.prototype.reloadShapes=function(){this._isFirstFrame=!0;var F,B=this.itemsData.length;for(F=0;F<B;F+=1)this.prevViewData[F]=this.itemsData[F];for(this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.layerElement,0,[],!0),this.filterUniqueShapes(),B=this.dynamicProperties.length,F=0;F<B;F+=1)this.dynamicProperties[F].getValue();this.renderModifiers()},SVGShapeElement.prototype.searchShapes=function(F,B,D,R,G,W,q){var Z=[].concat(W),Y,U=F.length-1,J,K,Q=[],te=[],re,se,ie;for(Y=U;Y>=0;Y-=1){if(ie=this.searchProcessedElement(F[Y]),ie?B[Y]=D[ie-1]:F[Y]._render=q,F[Y].ty==="fl"||F[Y].ty==="st"||F[Y].ty==="gf"||F[Y].ty==="gs"||F[Y].ty==="no")ie?B[Y].style.closed=!1:B[Y]=this.createStyleElement(F[Y],G),F[Y]._render&&B[Y].style.pElem.parentNode!==R&&R.appendChild(B[Y].style.pElem),Q.push(B[Y].style);else if(F[Y].ty==="gr"){if(!ie)B[Y]=this.createGroupElement(F[Y]);else for(K=B[Y].it.length,J=0;J<K;J+=1)B[Y].prevViewData[J]=B[Y].it[J];this.searchShapes(F[Y].it,B[Y].it,B[Y].prevViewData,B[Y].gr,G+1,Z,q),F[Y]._render&&B[Y].gr.parentNode!==R&&R.appendChild(B[Y].gr)}else F[Y].ty==="tr"?(ie||(B[Y]=this.createTransformElement(F[Y],R)),re=B[Y].transform,Z.push(re)):F[Y].ty==="sh"||F[Y].ty==="rc"||F[Y].ty==="el"||F[Y].ty==="sr"?(ie||(B[Y]=this.createShapeElement(F[Y],Z,G)),this.setElementStyles(B[Y])):F[Y].ty==="tm"||F[Y].ty==="rd"||F[Y].ty==="ms"||F[Y].ty==="pb"?(ie?(se=B[Y],se.closed=!1):(se=ShapeModifiers.getModifier(F[Y].ty),se.init(this,F[Y]),B[Y]=se,this.shapeModifiers.push(se)),te.push(se)):F[Y].ty==="rp"&&(ie?(se=B[Y],se.closed=!0):(se=ShapeModifiers.getModifier(F[Y].ty),B[Y]=se,se.init(this,F,Y,B),this.shapeModifiers.push(se),q=!1),te.push(se));this.addProcessedElement(F[Y],Y+1)}for(U=Q.length,Y=0;Y<U;Y+=1)Q[Y].closed=!0;for(U=te.length,Y=0;Y<U;Y+=1)te[Y].closed=!0},SVGShapeElement.prototype.renderInnerContent=function(){this.renderModifiers();var F,B=this.stylesList.length;for(F=0;F<B;F+=1)this.stylesList[F].reset();for(this.renderShape(),F=0;F<B;F+=1)(this.stylesList[F]._mdf||this._isFirstFrame)&&(this.stylesList[F].msElem&&(this.stylesList[F].msElem.setAttribute("d",this.stylesList[F].d),this.stylesList[F].d="M0 0"+this.stylesList[F].d),this.stylesList[F].pElem.setAttribute("d",this.stylesList[F].d||"M0 0"))},SVGShapeElement.prototype.renderShape=function(){var F,B=this.animatedContents.length,D;for(F=0;F<B;F+=1)D=this.animatedContents[F],(this._isFirstFrame||D.element._isAnimated)&&D.data!==!0&&D.fn(D.data,D.element,this._isFirstFrame)},SVGShapeElement.prototype.destroy=function(){this.destroyBaseElement(),this.shapesData=null,this.itemsData=null};function LetterProps(F,B,D,R,G,W){this.o=F,this.sw=B,this.sc=D,this.fc=R,this.m=G,this.p=W,this._mdf={o:!0,sw:!!B,sc:!!D,fc:!!R,m:!0,p:!0}}LetterProps.prototype.update=function(F,B,D,R,G,W){this._mdf.o=!1,this._mdf.sw=!1,this._mdf.sc=!1,this._mdf.fc=!1,this._mdf.m=!1,this._mdf.p=!1;var q=!1;return this.o!==F&&(this.o=F,this._mdf.o=!0,q=!0),this.sw!==B&&(this.sw=B,this._mdf.sw=!0,q=!0),this.sc!==D&&(this.sc=D,this._mdf.sc=!0,q=!0),this.fc!==R&&(this.fc=R,this._mdf.fc=!0,q=!0),this.m!==G&&(this.m=G,this._mdf.m=!0,q=!0),W.length&&(this.p[0]!==W[0]||this.p[1]!==W[1]||this.p[4]!==W[4]||this.p[5]!==W[5]||this.p[12]!==W[12]||this.p[13]!==W[13])&&(this.p=W,this._mdf.p=!0,q=!0),q};function TextProperty(F,B){this._frameId=initialDefaultFrame,this.pv="",this.v="",this.kf=!1,this._isFirstFrame=!0,this._mdf=!1,this.data=B,this.elem=F,this.comp=this.elem.comp,this.keysIndex=0,this.canResize=!1,this.minimumFontSize=1,this.effectsSequence=[],this.currentData={ascent:0,boxWidth:this.defaultBoxWidth,f:"",fStyle:"",fWeight:"",fc:"",j:"",justifyOffset:"",l:[],lh:0,lineWidths:[],ls:"",of:"",s:"",sc:"",sw:0,t:0,tr:0,sz:0,ps:null,fillColorAnim:!1,strokeColorAnim:!1,strokeWidthAnim:!1,yOffset:0,finalSize:0,finalText:[],finalLineHeight:0,__complete:!1},this.copyData(this.currentData,this.data.d.k[0].s),this.searchProperty()||this.completeTextData(this.currentData)}TextProperty.prototype.defaultBoxWidth=[0,0],TextProperty.prototype.copyData=function(F,B){for(var D in B)Object.prototype.hasOwnProperty.call(B,D)&&(F[D]=B[D]);return F},TextProperty.prototype.setCurrentData=function(F){F.__complete||this.completeTextData(F),this.currentData=F,this.currentData.boxWidth=this.currentData.boxWidth||this.defaultBoxWidth,this._mdf=!0},TextProperty.prototype.searchProperty=function(){return this.searchKeyframes()},TextProperty.prototype.searchKeyframes=function(){return this.kf=this.data.d.k.length>1,this.kf&&this.addEffect(this.getKeyframeValue.bind(this)),this.kf},TextProperty.prototype.addEffect=function(F){this.effectsSequence.push(F),this.elem.addDynamicProperty(this)},TextProperty.prototype.getValue=function(F){if(!((this.elem.globalData.frameId===this.frameId||!this.effectsSequence.length)&&!F)){this.currentData.t=this.data.d.k[this.keysIndex].s.t;var B=this.currentData,D=this.keysIndex;if(this.lock){this.setCurrentData(this.currentData);return}this.lock=!0,this._mdf=!1;var R,G=this.effectsSequence.length,W=F||this.data.d.k[this.keysIndex].s;for(R=0;R<G;R+=1)D!==this.keysIndex?W=this.effectsSequence[R](W,W.t):W=this.effectsSequence[R](this.currentData,W.t);B!==W&&this.setCurrentData(W),this.v=this.currentData,this.pv=this.v,this.lock=!1,this.frameId=this.elem.globalData.frameId}},TextProperty.prototype.getKeyframeValue=function(){for(var F=this.data.d.k,B=this.elem.comp.renderedFrame,D=0,R=F.length;D<=R-1&&!(D===R-1||F[D+1].t>B);)D+=1;return this.keysIndex!==D&&(this.keysIndex=D),this.data.d.k[this.keysIndex].s},TextProperty.prototype.buildFinalText=function(F){for(var B=[],D=0,R=F.length,G,W,q=!1;D<R;)G=F.charCodeAt(D),FontManager.isCombinedCharacter(G)?B[B.length-1]+=F.charAt(D):G>=55296&&G<=56319?(W=F.charCodeAt(D+1),W>=56320&&W<=57343?(q||FontManager.isModifier(G,W)?(B[B.length-1]+=F.substr(D,2),q=!1):B.push(F.substr(D,2)),D+=1):B.push(F.charAt(D))):G>56319?(W=F.charCodeAt(D+1),FontManager.isZeroWidthJoiner(G,W)?(q=!0,B[B.length-1]+=F.substr(D,2),D+=1):B.push(F.charAt(D))):FontManager.isZeroWidthJoiner(G)?(B[B.length-1]+=F.charAt(D),q=!0):B.push(F.charAt(D)),D+=1;return B},TextProperty.prototype.completeTextData=function(F){F.__complete=!0;var B=this.elem.globalData.fontManager,D=this.data,R=[],G,W,q,Z=0,Y,U=D.m.g,J=0,K=0,Q=0,te=[],re=0,se=0,ie,ae,le=B.getFontByName(F.f),ue,ce=0,de=getFontProperties(le);F.fWeight=de.weight,F.fStyle=de.style,F.finalSize=F.s,F.finalText=this.buildFinalText(F.t),W=F.finalText.length,F.finalLineHeight=F.lh;var ve=F.tr/1e3*F.finalSize,he;if(F.sz)for(var me=!0,be=F.sz[0],xe=F.sz[1],Ae,Pe;me;){Pe=this.buildFinalText(F.t),Ae=0,re=0,W=Pe.length,ve=F.tr/1e3*F.finalSize;var ze=-1;for(G=0;G<W;G+=1)he=Pe[G].charCodeAt(0),q=!1,Pe[G]===" "?ze=G:(he===13||he===3)&&(re=0,q=!0,Ae+=F.finalLineHeight||F.finalSize*1.2),B.chars?(ue=B.getCharData(Pe[G],le.fStyle,le.fFamily),ce=q?0:ue.w*F.finalSize/100):ce=B.measureText(Pe[G],F.f,F.finalSize),re+ce>be&&Pe[G]!==" "?(ze===-1?W+=1:G=ze,Ae+=F.finalLineHeight||F.finalSize*1.2,Pe.splice(G,ze===G?1:0,"\r"),ze=-1,re=0):(re+=ce,re+=ve);Ae+=le.ascent*F.finalSize/100,this.canResize&&F.finalSize>this.minimumFontSize&&xe<Ae?(F.finalSize-=1,F.finalLineHeight=F.finalSize*F.lh/F.s):(F.finalText=Pe,W=F.finalText.length,me=!1)}re=-ve,ce=0;var ge=0,Te;for(G=0;G<W;G+=1)if(q=!1,Te=F.finalText[G],he=Te.charCodeAt(0),he===13||he===3?(ge=0,te.push(re),se=re>se?re:se,re=-2*ve,Y="",q=!0,Q+=1):Y=Te,B.chars?(ue=B.getCharData(Te,le.fStyle,B.getFontByName(F.f).fFamily),ce=q?0:ue.w*F.finalSize/100):ce=B.measureText(Y,F.f,F.finalSize),Te===" "?ge+=ce+ve:(re+=ce+ve+ge,ge=0),R.push({l:ce,an:ce,add:J,n:q,anIndexes:[],val:Y,line:Q,animatorJustifyOffset:0}),U==2){if(J+=ce,Y===""||Y===" "||G===W-1){for((Y===""||Y===" ")&&(J-=ce);K<=G;)R[K].an=J,R[K].ind=Z,R[K].extra=ce,K+=1;Z+=1,J=0}}else if(U==3){if(J+=ce,Y===""||G===W-1){for(Y===""&&(J-=ce);K<=G;)R[K].an=J,R[K].ind=Z,R[K].extra=ce,K+=1;J=0,Z+=1}}else R[Z].ind=Z,R[Z].extra=0,Z+=1;if(F.l=R,se=re>se?re:se,te.push(re),F.sz)F.boxWidth=F.sz[0],F.justifyOffset=0;else switch(F.boxWidth=se,F.j){case 1:F.justifyOffset=-F.boxWidth;break;case 2:F.justifyOffset=-F.boxWidth/2;break;default:F.justifyOffset=0}F.lineWidths=te;var Xe=D.a,Se,we;ae=Xe.length;var Me,Ne,Be=[];for(ie=0;ie<ae;ie+=1){for(Se=Xe[ie],Se.a.sc&&(F.strokeColorAnim=!0),Se.a.sw&&(F.strokeWidthAnim=!0),(Se.a.fc||Se.a.fh||Se.a.fs||Se.a.fb)&&(F.fillColorAnim=!0),Ne=0,Me=Se.s.b,G=0;G<W;G+=1)we=R[G],we.anIndexes[ie]=Ne,(Me==1&&we.val!==""||Me==2&&we.val!==""&&we.val!==" "||Me==3&&(we.n||we.val==" "||G==W-1)||Me==4&&(we.n||G==W-1))&&(Se.s.rn===1&&Be.push(Ne),Ne+=1);D.a[ie].s.totalChars=Ne;var Le=-1,ke;if(Se.s.rn===1)for(G=0;G<W;G+=1)we=R[G],Le!=we.anIndexes[ie]&&(Le=we.anIndexes[ie],ke=Be.splice(Math.floor(Math.random()*Be.length),1)[0]),we.anIndexes[ie]=ke}F.yOffset=F.finalLineHeight||F.finalSize*1.2,F.ls=F.ls||0,F.ascent=le.ascent*F.finalSize/100},TextProperty.prototype.updateDocumentData=function(F,B){B=B===void 0?this.keysIndex:B;var D=this.copyData({},this.data.d.k[B].s);D=this.copyData(D,F),this.data.d.k[B].s=D,this.recalculate(B),this.elem.addDynamicProperty(this)},TextProperty.prototype.recalculate=function(F){var B=this.data.d.k[F].s;B.__complete=!1,this.keysIndex=0,this._isFirstFrame=!0,this.getValue(B)},TextProperty.prototype.canResizeFont=function(F){this.canResize=F,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)},TextProperty.prototype.setMinimumFontSize=function(F){this.minimumFontSize=Math.floor(F)||1,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)};var TextSelectorProp=function(){var F=Math.max,B=Math.min,D=Math.floor;function R(W,q){this._currentTextLength=-1,this.k=!1,this.data=q,this.elem=W,this.comp=W.comp,this.finalS=0,this.finalE=0,this.initDynamicPropertyContainer(W),this.s=PropertyFactory.getProp(W,q.s||{k:0},0,0,this),"e"in q?this.e=PropertyFactory.getProp(W,q.e,0,0,this):this.e={v:100},this.o=PropertyFactory.getProp(W,q.o||{k:0},0,0,this),this.xe=PropertyFactory.getProp(W,q.xe||{k:0},0,0,this),this.ne=PropertyFactory.getProp(W,q.ne||{k:0},0,0,this),this.sm=PropertyFactory.getProp(W,q.sm||{k:100},0,0,this),this.a=PropertyFactory.getProp(W,q.a,0,.01,this),this.dynamicProperties.length||this.getValue()}R.prototype={getMult:function(q){this._currentTextLength!==this.elem.textProperty.currentData.l.length&&this.getValue();var Z=0,Y=0,U=1,J=1;this.ne.v>0?Z=this.ne.v/100:Y=-this.ne.v/100,this.xe.v>0?U=1-this.xe.v/100:J=1+this.xe.v/100;var K=BezierFactory.getBezierEasing(Z,Y,U,J).get,Q=0,te=this.finalS,re=this.finalE,se=this.data.sh;if(se===2)re===te?Q=q>=re?1:0:Q=F(0,B(.5/(re-te)+(q-te)/(re-te),1)),Q=K(Q);else if(se===3)re===te?Q=q>=re?0:1:Q=1-F(0,B(.5/(re-te)+(q-te)/(re-te),1)),Q=K(Q);else if(se===4)re===te?Q=0:(Q=F(0,B(.5/(re-te)+(q-te)/(re-te),1)),Q<.5?Q*=2:Q=1-2*(Q-.5)),Q=K(Q);else if(se===5){if(re===te)Q=0;else{var ie=re-te;q=B(F(0,q+.5-te),re-te);var ae=-ie/2+q,le=ie/2;Q=Math.sqrt(1-ae*ae/(le*le))}Q=K(Q)}else se===6?(re===te?Q=0:(q=B(F(0,q+.5-te),re-te),Q=(1+Math.cos(Math.PI+Math.PI*2*q/(re-te)))/2),Q=K(Q)):(q>=D(te)&&(q-te<0?Q=F(0,B(B(re,1)-(te-q),1)):Q=F(0,B(re-q,1))),Q=K(Q));if(this.sm.v!==100){var ue=this.sm.v*.01;ue===0&&(ue=1e-8);var ce=.5-ue*.5;Q<ce?Q=0:(Q=(Q-ce)/ue,Q>1&&(Q=1))}return Q*this.a.v},getValue:function(q){this.iterateDynamicProperties(),this._mdf=q||this._mdf,this._currentTextLength=this.elem.textProperty.currentData.l.length||0,q&&this.data.r===2&&(this.e.v=this._currentTextLength);var Z=this.data.r===2?1:100/this.data.totalChars,Y=this.o.v/Z,U=this.s.v/Z+Y,J=this.e.v/Z+Y;if(U>J){var K=U;U=J,J=K}this.finalS=U,this.finalE=J}},extendPrototype([DynamicPropertyContainer],R);function G(W,q,Z){return new R(W,q)}return{getTextSelectorProp:G}}();function TextAnimatorDataProperty(F,B,D){var R={propType:!1},G=PropertyFactory.getProp,W=B.a;this.a={r:W.r?G(F,W.r,0,degToRads,D):R,rx:W.rx?G(F,W.rx,0,degToRads,D):R,ry:W.ry?G(F,W.ry,0,degToRads,D):R,sk:W.sk?G(F,W.sk,0,degToRads,D):R,sa:W.sa?G(F,W.sa,0,degToRads,D):R,s:W.s?G(F,W.s,1,.01,D):R,a:W.a?G(F,W.a,1,0,D):R,o:W.o?G(F,W.o,0,.01,D):R,p:W.p?G(F,W.p,1,0,D):R,sw:W.sw?G(F,W.sw,0,0,D):R,sc:W.sc?G(F,W.sc,1,0,D):R,fc:W.fc?G(F,W.fc,1,0,D):R,fh:W.fh?G(F,W.fh,0,0,D):R,fs:W.fs?G(F,W.fs,0,.01,D):R,fb:W.fb?G(F,W.fb,0,.01,D):R,t:W.t?G(F,W.t,0,0,D):R},this.s=TextSelectorProp.getTextSelectorProp(F,B.s,D),this.s.t=B.s.t}function TextAnimatorProperty(F,B,D){this._isFirstFrame=!0,this._hasMaskedPath=!1,this._frameId=-1,this._textData=F,this._renderType=B,this._elem=D,this._animatorsData=createSizedArray(this._textData.a.length),this._pathData={},this._moreOptions={alignment:{}},this.renderedLetters=[],this.lettersChangedFlag=!1,this.initDynamicPropertyContainer(D)}TextAnimatorProperty.prototype.searchProperties=function(){var F,B=this._textData.a.length,D,R=PropertyFactory.getProp;for(F=0;F<B;F+=1)D=this._textData.a[F],this._animatorsData[F]=new TextAnimatorDataProperty(this._elem,D,this);this._textData.p&&"m"in this._textData.p?(this._pathData={a:R(this._elem,this._textData.p.a,0,0,this),f:R(this._elem,this._textData.p.f,0,0,this),l:R(this._elem,this._textData.p.l,0,0,this),r:R(this._elem,this._textData.p.r,0,0,this),p:R(this._elem,this._textData.p.p,0,0,this),m:this._elem.maskManager.getMaskProperty(this._textData.p.m)},this._hasMaskedPath=!0):this._hasMaskedPath=!1,this._moreOptions.alignment=R(this._elem,this._textData.m.a,1,0,this)},TextAnimatorProperty.prototype.getMeasures=function(F,B){if(this.lettersChangedFlag=B,!(!this._mdf&&!this._isFirstFrame&&!B&&(!this._hasMaskedPath||!this._pathData.m._mdf))){this._isFirstFrame=!1;var D=this._moreOptions.alignment.v,R=this._animatorsData,G=this._textData,W=this.mHelper,q=this._renderType,Z=this.renderedLetters.length,Y,U,J,K,Q=F.l,te,re,se,ie,ae,le,ue,ce,de,ve,he,me,be,xe,Ae;if(this._hasMaskedPath){if(Ae=this._pathData.m,!this._pathData.n||this._pathData._mdf){var Pe=Ae.v;this._pathData.r.v&&(Pe=Pe.reverse()),te={tLength:0,segments:[]},K=Pe._length-1;var ze;for(me=0,J=0;J<K;J+=1)ze=bez.buildBezierData(Pe.v[J],Pe.v[J+1],[Pe.o[J][0]-Pe.v[J][0],Pe.o[J][1]-Pe.v[J][1]],[Pe.i[J+1][0]-Pe.v[J+1][0],Pe.i[J+1][1]-Pe.v[J+1][1]]),te.tLength+=ze.segmentLength,te.segments.push(ze),me+=ze.segmentLength;J=K,Ae.v.c&&(ze=bez.buildBezierData(Pe.v[J],Pe.v[0],[Pe.o[J][0]-Pe.v[J][0],Pe.o[J][1]-Pe.v[J][1]],[Pe.i[0][0]-Pe.v[0][0],Pe.i[0][1]-Pe.v[0][1]]),te.tLength+=ze.segmentLength,te.segments.push(ze),me+=ze.segmentLength),this._pathData.pi=te}if(te=this._pathData.pi,re=this._pathData.f.v,ue=0,le=1,ie=0,ae=!0,ve=te.segments,re<0&&Ae.v.c)for(te.tLength<Math.abs(re)&&(re=-Math.abs(re)%te.tLength),ue=ve.length-1,de=ve[ue].points,le=de.length-1;re<0;)re+=de[le].partialLength,le-=1,le<0&&(ue-=1,de=ve[ue].points,le=de.length-1);de=ve[ue].points,ce=de[le-1],se=de[le],he=se.partialLength}K=Q.length,Y=0,U=0;var ge=F.finalSize*1.2*.714,Te=!0,Xe,Se,we,Me,Ne;Me=R.length;var Be,Le=-1,ke,Re,Ie,Ye=re,tt=ue,$e=le,st=-1,pt,ht,gt,De,Ce,Ue,_e,Fe,He="",Ze=this.defaultPropsArray,Ke;if(F.j===2||F.j===1){var nt=0,Qe=0,ct=F.j===2?-.5:-1,ft=0,ut=!0;for(J=0;J<K;J+=1)if(Q[J].n){for(nt&&(nt+=Qe);ft<J;)Q[ft].animatorJustifyOffset=nt,ft+=1;nt=0,ut=!0}else{for(we=0;we<Me;we+=1)Xe=R[we].a,Xe.t.propType&&(ut&&F.j===2&&(Qe+=Xe.t.v*ct),Se=R[we].s,Be=Se.getMult(Q[J].anIndexes[we],G.a[we].s.totalChars),Be.length?nt+=Xe.t.v*Be[0]*ct:nt+=Xe.t.v*Be*ct);ut=!1}for(nt&&(nt+=Qe);ft<J;)Q[ft].animatorJustifyOffset=nt,ft+=1}for(J=0;J<K;J+=1){if(W.reset(),pt=1,Q[J].n)Y=0,U+=F.yOffset,U+=Te?1:0,re=Ye,Te=!1,this._hasMaskedPath&&(ue=tt,le=$e,de=ve[ue].points,ce=de[le-1],se=de[le],he=se.partialLength,ie=0),He="",Fe="",Ue="",Ke="",Ze=this.defaultPropsArray;else{if(this._hasMaskedPath){if(st!==Q[J].line){switch(F.j){case 1:re+=me-F.lineWidths[Q[J].line];break;case 2:re+=(me-F.lineWidths[Q[J].line])/2;break}st=Q[J].line}Le!==Q[J].ind&&(Q[Le]&&(re+=Q[Le].extra),re+=Q[J].an/2,Le=Q[J].ind),re+=D[0]*Q[J].an*.005;var At=0;for(we=0;we<Me;we+=1)Xe=R[we].a,Xe.p.propType&&(Se=R[we].s,Be=Se.getMult(Q[J].anIndexes[we],G.a[we].s.totalChars),Be.length?At+=Xe.p.v[0]*Be[0]:At+=Xe.p.v[0]*Be),Xe.a.propType&&(Se=R[we].s,Be=Se.getMult(Q[J].anIndexes[we],G.a[we].s.totalChars),Be.length?At+=Xe.a.v[0]*Be[0]:At+=Xe.a.v[0]*Be);for(ae=!0,this._pathData.a.v&&(re=Q[0].an*.5+(me-this._pathData.f.v-Q[0].an*.5-Q[Q.length-1].an*.5)*Le/(K-1),re+=this._pathData.f.v);ae;)ie+he>=re+At||!de?(be=(re+At-ie)/se.partialLength,Re=ce.point[0]+(se.point[0]-ce.point[0])*be,Ie=ce.point[1]+(se.point[1]-ce.point[1])*be,W.translate(-D[0]*Q[J].an*.005,-(D[1]*ge)*.01),ae=!1):de&&(ie+=se.partialLength,le+=1,le>=de.length&&(le=0,ue+=1,ve[ue]?de=ve[ue].points:Ae.v.c?(le=0,ue=0,de=ve[ue].points):(ie-=se.partialLength,de=null)),de&&(ce=se,se=de[le],he=se.partialLength));ke=Q[J].an/2-Q[J].add,W.translate(-ke,0,0)}else ke=Q[J].an/2-Q[J].add,W.translate(-ke,0,0),W.translate(-D[0]*Q[J].an*.005,-D[1]*ge*.01,0);for(we=0;we<Me;we+=1)Xe=R[we].a,Xe.t.propType&&(Se=R[we].s,Be=Se.getMult(Q[J].anIndexes[we],G.a[we].s.totalChars),(Y!==0||F.j!==0)&&(this._hasMaskedPath?Be.length?re+=Xe.t.v*Be[0]:re+=Xe.t.v*Be:Be.length?Y+=Xe.t.v*Be[0]:Y+=Xe.t.v*Be));for(F.strokeWidthAnim&&(gt=F.sw||0),F.strokeColorAnim&&(F.sc?ht=[F.sc[0],F.sc[1],F.sc[2]]:ht=[0,0,0]),F.fillColorAnim&&F.fc&&(De=[F.fc[0],F.fc[1],F.fc[2]]),we=0;we<Me;we+=1)Xe=R[we].a,Xe.a.propType&&(Se=R[we].s,Be=Se.getMult(Q[J].anIndexes[we],G.a[we].s.totalChars),Be.length?W.translate(-Xe.a.v[0]*Be[0],-Xe.a.v[1]*Be[1],Xe.a.v[2]*Be[2]):W.translate(-Xe.a.v[0]*Be,-Xe.a.v[1]*Be,Xe.a.v[2]*Be));for(we=0;we<Me;we+=1)Xe=R[we].a,Xe.s.propType&&(Se=R[we].s,Be=Se.getMult(Q[J].anIndexes[we],G.a[we].s.totalChars),Be.length?W.scale(1+(Xe.s.v[0]-1)*Be[0],1+(Xe.s.v[1]-1)*Be[1],1):W.scale(1+(Xe.s.v[0]-1)*Be,1+(Xe.s.v[1]-1)*Be,1));for(we=0;we<Me;we+=1){if(Xe=R[we].a,Se=R[we].s,Be=Se.getMult(Q[J].anIndexes[we],G.a[we].s.totalChars),Xe.sk.propType&&(Be.length?W.skewFromAxis(-Xe.sk.v*Be[0],Xe.sa.v*Be[1]):W.skewFromAxis(-Xe.sk.v*Be,Xe.sa.v*Be)),Xe.r.propType&&(Be.length?W.rotateZ(-Xe.r.v*Be[2]):W.rotateZ(-Xe.r.v*Be)),Xe.ry.propType&&(Be.length?W.rotateY(Xe.ry.v*Be[1]):W.rotateY(Xe.ry.v*Be)),Xe.rx.propType&&(Be.length?W.rotateX(Xe.rx.v*Be[0]):W.rotateX(Xe.rx.v*Be)),Xe.o.propType&&(Be.length?pt+=(Xe.o.v*Be[0]-pt)*Be[0]:pt+=(Xe.o.v*Be-pt)*Be),F.strokeWidthAnim&&Xe.sw.propType&&(Be.length?gt+=Xe.sw.v*Be[0]:gt+=Xe.sw.v*Be),F.strokeColorAnim&&Xe.sc.propType)for(Ce=0;Ce<3;Ce+=1)Be.length?ht[Ce]+=(Xe.sc.v[Ce]-ht[Ce])*Be[0]:ht[Ce]+=(Xe.sc.v[Ce]-ht[Ce])*Be;if(F.fillColorAnim&&F.fc){if(Xe.fc.propType)for(Ce=0;Ce<3;Ce+=1)Be.length?De[Ce]+=(Xe.fc.v[Ce]-De[Ce])*Be[0]:De[Ce]+=(Xe.fc.v[Ce]-De[Ce])*Be;Xe.fh.propType&&(Be.length?De=addHueToRGB(De,Xe.fh.v*Be[0]):De=addHueToRGB(De,Xe.fh.v*Be)),Xe.fs.propType&&(Be.length?De=addSaturationToRGB(De,Xe.fs.v*Be[0]):De=addSaturationToRGB(De,Xe.fs.v*Be)),Xe.fb.propType&&(Be.length?De=addBrightnessToRGB(De,Xe.fb.v*Be[0]):De=addBrightnessToRGB(De,Xe.fb.v*Be))}}for(we=0;we<Me;we+=1)Xe=R[we].a,Xe.p.propType&&(Se=R[we].s,Be=Se.getMult(Q[J].anIndexes[we],G.a[we].s.totalChars),this._hasMaskedPath?Be.length?W.translate(0,Xe.p.v[1]*Be[0],-Xe.p.v[2]*Be[1]):W.translate(0,Xe.p.v[1]*Be,-Xe.p.v[2]*Be):Be.length?W.translate(Xe.p.v[0]*Be[0],Xe.p.v[1]*Be[1],-Xe.p.v[2]*Be[2]):W.translate(Xe.p.v[0]*Be,Xe.p.v[1]*Be,-Xe.p.v[2]*Be));if(F.strokeWidthAnim&&(Ue=gt<0?0:gt),F.strokeColorAnim&&(_e="rgb("+Math.round(ht[0]*255)+","+Math.round(ht[1]*255)+","+Math.round(ht[2]*255)+")"),F.fillColorAnim&&F.fc&&(Fe="rgb("+Math.round(De[0]*255)+","+Math.round(De[1]*255)+","+Math.round(De[2]*255)+")"),this._hasMaskedPath){if(W.translate(0,-F.ls),W.translate(0,D[1]*ge*.01+U,0),this._pathData.p.v){xe=(se.point[1]-ce.point[1])/(se.point[0]-ce.point[0]);var Pt=Math.atan(xe)*180/Math.PI;se.point[0]<ce.point[0]&&(Pt+=180),W.rotate(-Pt*Math.PI/180)}W.translate(Re,Ie,0),re-=D[0]*Q[J].an*.005,Q[J+1]&&Le!==Q[J+1].ind&&(re+=Q[J].an/2,re+=F.tr*.001*F.finalSize)}else{switch(W.translate(Y,U,0),F.ps&&W.translate(F.ps[0],F.ps[1]+F.ascent,0),F.j){case 1:W.translate(Q[J].animatorJustifyOffset+F.justifyOffset+(F.boxWidth-F.lineWidths[Q[J].line]),0,0);break;case 2:W.translate(Q[J].animatorJustifyOffset+F.justifyOffset+(F.boxWidth-F.lineWidths[Q[J].line])/2,0,0);break}W.translate(0,-F.ls),W.translate(ke,0,0),W.translate(D[0]*Q[J].an*.005,D[1]*ge*.01,0),Y+=Q[J].l+F.tr*.001*F.finalSize}q==="html"?He=W.toCSS():q==="svg"?He=W.to2dCSS():Ze=[W.props[0],W.props[1],W.props[2],W.props[3],W.props[4],W.props[5],W.props[6],W.props[7],W.props[8],W.props[9],W.props[10],W.props[11],W.props[12],W.props[13],W.props[14],W.props[15]],Ke=pt}Z<=J?(Ne=new LetterProps(Ke,Ue,_e,Fe,He,Ze),this.renderedLetters.push(Ne),Z+=1,this.lettersChangedFlag=!0):(Ne=this.renderedLetters[J],this.lettersChangedFlag=Ne.update(Ke,Ue,_e,Fe,He,Ze)||this.lettersChangedFlag)}}},TextAnimatorProperty.prototype.getValue=function(){this._elem.globalData.frameId!==this._frameId&&(this._frameId=this._elem.globalData.frameId,this.iterateDynamicProperties())},TextAnimatorProperty.prototype.mHelper=new Matrix,TextAnimatorProperty.prototype.defaultPropsArray=[],extendPrototype([DynamicPropertyContainer],TextAnimatorProperty);function ITextElement(){}ITextElement.prototype.initElement=function(F,B,D){this.lettersChangedFlag=!0,this.initFrame(),this.initBaseData(F,B,D),this.textProperty=new TextProperty(this,F.t,this.dynamicProperties),this.textAnimator=new TextAnimatorProperty(F.t,this.renderType,this),this.initTransform(F,B,D),this.initHierarchy(),this.initRenderable(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),this.createContent(),this.hide(),this.textAnimator.searchProperties(this.dynamicProperties)},ITextElement.prototype.prepareFrame=function(F){this._mdf=!1,this.prepareRenderableFrame(F),this.prepareProperties(F,this.isInRange),(this.textProperty._mdf||this.textProperty._isFirstFrame)&&(this.buildNewText(),this.textProperty._isFirstFrame=!1,this.textProperty._mdf=!1)},ITextElement.prototype.createPathShape=function(F,B){var D,R=B.length,G,W="";for(D=0;D<R;D+=1)B[D].ty==="sh"&&(G=B[D].ks.k,W+=buildShapeString(G,G.i.length,!0,F));return W},ITextElement.prototype.updateDocumentData=function(F,B){this.textProperty.updateDocumentData(F,B)},ITextElement.prototype.canResizeFont=function(F){this.textProperty.canResizeFont(F)},ITextElement.prototype.setMinimumFontSize=function(F){this.textProperty.setMinimumFontSize(F)},ITextElement.prototype.applyTextPropertiesToMatrix=function(F,B,D,R,G){switch(F.ps&&B.translate(F.ps[0],F.ps[1]+F.ascent,0),B.translate(0,-F.ls,0),F.j){case 1:B.translate(F.justifyOffset+(F.boxWidth-F.lineWidths[D]),0,0);break;case 2:B.translate(F.justifyOffset+(F.boxWidth-F.lineWidths[D])/2,0,0);break}B.translate(R,G,0)},ITextElement.prototype.buildColor=function(F){return"rgb("+Math.round(F[0]*255)+","+Math.round(F[1]*255)+","+Math.round(F[2]*255)+")"},ITextElement.prototype.emptyProp=new LetterProps,ITextElement.prototype.destroy=function(){};var emptyShapeData={shapes:[]};function SVGTextLottieElement(F,B,D){this.textSpans=[],this.renderType="svg",this.initElement(F,B,D)}extendPrototype([BaseElement,TransformElement,SVGBaseElement,HierarchyElement,FrameElement,RenderableDOMElement,ITextElement],SVGTextLottieElement),SVGTextLottieElement.prototype.createContent=function(){this.data.singleShape&&!this.globalData.fontManager.chars&&(this.textContainer=createNS("text"))},SVGTextLottieElement.prototype.buildTextContents=function(F){for(var B=0,D=F.length,R=[],G="";B<D;)F[B]===String.fromCharCode(13)||F[B]===String.fromCharCode(3)?(R.push(G),G=""):G+=F[B],B+=1;return R.push(G),R},SVGTextLottieElement.prototype.buildShapeData=function(F,B){if(F.shapes&&F.shapes.length){var D=F.shapes[0];if(D.it){var R=D.it[D.it.length-1];R.s&&(R.s.k[0]=B,R.s.k[1]=B)}}return F},SVGTextLottieElement.prototype.buildNewText=function(){this.addDynamicProperty(this);var F,B,D=this.textProperty.currentData;this.renderedLetters=createSizedArray(D?D.l.length:0),D.fc?this.layerElement.setAttribute("fill",this.buildColor(D.fc)):this.layerElement.setAttribute("fill","rgba(0,0,0,0)"),D.sc&&(this.layerElement.setAttribute("stroke",this.buildColor(D.sc)),this.layerElement.setAttribute("stroke-width",D.sw)),this.layerElement.setAttribute("font-size",D.finalSize);var R=this.globalData.fontManager.getFontByName(D.f);if(R.fClass)this.layerElement.setAttribute("class",R.fClass);else{this.layerElement.setAttribute("font-family",R.fFamily);var G=D.fWeight,W=D.fStyle;this.layerElement.setAttribute("font-style",W),this.layerElement.setAttribute("font-weight",G)}this.layerElement.setAttribute("aria-label",D.t);var q=D.l||[],Z=!!this.globalData.fontManager.chars;B=q.length;var Y,U=this.mHelper,J="",K=this.data.singleShape,Q=0,te=0,re=!0,se=D.tr*.001*D.finalSize;if(K&&!Z&&!D.sz){var ie=this.textContainer,ae="start";switch(D.j){case 1:ae="end";break;case 2:ae="middle";break;default:ae="start";break}ie.setAttribute("text-anchor",ae),ie.setAttribute("letter-spacing",se);var le=this.buildTextContents(D.finalText);for(B=le.length,te=D.ps?D.ps[1]+D.ascent:0,F=0;F<B;F+=1)Y=this.textSpans[F].span||createNS("tspan"),Y.textContent=le[F],Y.setAttribute("x",0),Y.setAttribute("y",te),Y.style.display="inherit",ie.appendChild(Y),this.textSpans[F]||(this.textSpans[F]={span:null,glyph:null}),this.textSpans[F].span=Y,te+=D.finalLineHeight;this.layerElement.appendChild(ie)}else{var ue=this.textSpans.length,ce;for(F=0;F<B;F+=1){if(this.textSpans[F]||(this.textSpans[F]={span:null,childSpan:null,glyph:null}),!Z||!K||F===0){if(Y=ue>F?this.textSpans[F].span:createNS(Z?"g":"text"),ue<=F){if(Y.setAttribute("stroke-linecap","butt"),Y.setAttribute("stroke-linejoin","round"),Y.setAttribute("stroke-miterlimit","4"),this.textSpans[F].span=Y,Z){var de=createNS("g");Y.appendChild(de),this.textSpans[F].childSpan=de}this.textSpans[F].span=Y,this.layerElement.appendChild(Y)}Y.style.display="inherit"}if(U.reset(),K&&(q[F].n&&(Q=-se,te+=D.yOffset,te+=re?1:0,re=!1),this.applyTextPropertiesToMatrix(D,U,q[F].line,Q,te),Q+=q[F].l||0,Q+=se),Z){ce=this.globalData.fontManager.getCharData(D.finalText[F],R.fStyle,this.globalData.fontManager.getFontByName(D.f).fFamily);var ve;if(ce.t===1)ve=new SVGCompElement(ce.data,this.globalData,this);else{var he=emptyShapeData;ce.data&&ce.data.shapes&&(he=this.buildShapeData(ce.data,D.finalSize)),ve=new SVGShapeElement(he,this.globalData,this)}if(this.textSpans[F].glyph){var me=this.textSpans[F].glyph;this.textSpans[F].childSpan.removeChild(me.layerElement),me.destroy()}this.textSpans[F].glyph=ve,ve._debug=!0,ve.prepareFrame(0),ve.renderFrame(),this.textSpans[F].childSpan.appendChild(ve.layerElement),ce.t===1&&this.textSpans[F].childSpan.setAttribute("transform","scale("+D.finalSize/100+","+D.finalSize/100+")")}else K&&Y.setAttribute("transform","translate("+U.props[12]+","+U.props[13]+")"),Y.textContent=q[F].val,Y.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve")}K&&Y&&Y.setAttribute("d",J)}for(;F<this.textSpans.length;)this.textSpans[F].span.style.display="none",F+=1;this._sizeChanged=!0},SVGTextLottieElement.prototype.sourceRectAtTime=function(){if(this.prepareFrame(this.comp.renderedFrame-this.data.st),this.renderInnerContent(),this._sizeChanged){this._sizeChanged=!1;var F=this.layerElement.getBBox();this.bbox={top:F.y,left:F.x,width:F.width,height:F.height}}return this.bbox},SVGTextLottieElement.prototype.getValue=function(){var F,B=this.textSpans.length,D;for(this.renderedFrame=this.comp.renderedFrame,F=0;F<B;F+=1)D=this.textSpans[F].glyph,D&&(D.prepareFrame(this.comp.renderedFrame-this.data.st),D._mdf&&(this._mdf=!0))},SVGTextLottieElement.prototype.renderInnerContent=function(){if((!this.data.singleShape||this._mdf)&&(this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag),this.lettersChangedFlag||this.textAnimator.lettersChangedFlag)){this._sizeChanged=!0;var F,B,D=this.textAnimator.renderedLetters,R=this.textProperty.currentData.l;B=R.length;var G,W,q;for(F=0;F<B;F+=1)R[F].n||(G=D[F],W=this.textSpans[F].span,q=this.textSpans[F].glyph,q&&q.renderFrame(),G._mdf.m&&W.setAttribute("transform",G.m),G._mdf.o&&W.setAttribute("opacity",G.o),G._mdf.sw&&W.setAttribute("stroke-width",G.sw),G._mdf.sc&&W.setAttribute("stroke",G.sc),G._mdf.fc&&W.setAttribute("fill",G.fc))}};function ISolidElement(F,B,D){this.initElement(F,B,D)}extendPrototype([IImageElement],ISolidElement),ISolidElement.prototype.createContent=function(){var F=createNS("rect");F.setAttribute("width",this.data.sw),F.setAttribute("height",this.data.sh),F.setAttribute("fill",this.data.sc),this.layerElement.appendChild(F)};function NullElement(F,B,D){this.initFrame(),this.initBaseData(F,B,D),this.initFrame(),this.initTransform(F,B,D),this.initHierarchy()}NullElement.prototype.prepareFrame=function(F){this.prepareProperties(F,!0)},NullElement.prototype.renderFrame=function(){},NullElement.prototype.getBaseElement=function(){return null},NullElement.prototype.destroy=function(){},NullElement.prototype.sourceRectAtTime=function(){},NullElement.prototype.hide=function(){},extendPrototype([BaseElement,TransformElement,HierarchyElement,FrameElement],NullElement);function SVGRendererBase(){}extendPrototype([BaseRenderer],SVGRendererBase),SVGRendererBase.prototype.createNull=function(F){return new NullElement(F,this.globalData,this)},SVGRendererBase.prototype.createShape=function(F){return new SVGShapeElement(F,this.globalData,this)},SVGRendererBase.prototype.createText=function(F){return new SVGTextLottieElement(F,this.globalData,this)},SVGRendererBase.prototype.createImage=function(F){return new IImageElement(F,this.globalData,this)},SVGRendererBase.prototype.createSolid=function(F){return new ISolidElement(F,this.globalData,this)},SVGRendererBase.prototype.configAnimation=function(F){this.svgElement.setAttribute("xmlns","http://www.w3.org/2000/svg"),this.renderConfig.viewBoxSize?this.svgElement.setAttribute("viewBox",this.renderConfig.viewBoxSize):this.svgElement.setAttribute("viewBox","0 0 "+F.w+" "+F.h),this.renderConfig.viewBoxOnly||(this.svgElement.setAttribute("width",F.w),this.svgElement.setAttribute("height",F.h),this.svgElement.style.width="100%",this.svgElement.style.height="100%",this.svgElement.style.transform="translate3d(0,0,0)",this.svgElement.style.contentVisibility=this.renderConfig.contentVisibility),this.renderConfig.width&&this.svgElement.setAttribute("width",this.renderConfig.width),this.renderConfig.height&&this.svgElement.setAttribute("height",this.renderConfig.height),this.renderConfig.className&&this.svgElement.setAttribute("class",this.renderConfig.className),this.renderConfig.id&&this.svgElement.setAttribute("id",this.renderConfig.id),this.renderConfig.focusable!==void 0&&this.svgElement.setAttribute("focusable",this.renderConfig.focusable),this.svgElement.setAttribute("preserveAspectRatio",this.renderConfig.preserveAspectRatio),this.animationItem.wrapper.appendChild(this.svgElement);var B=this.globalData.defs;this.setupGlobalData(F,B),this.globalData.progressiveLoad=this.renderConfig.progressiveLoad,this.data=F;var D=createNS("clipPath"),R=createNS("rect");R.setAttribute("width",F.w),R.setAttribute("height",F.h),R.setAttribute("x",0),R.setAttribute("y",0);var G=createElementID();D.setAttribute("id",G),D.appendChild(R),this.layerElement.setAttribute("clip-path","url("+getLocationHref()+"#"+G+")"),B.appendChild(D),this.layers=F.layers,this.elements=createSizedArray(F.layers.length)},SVGRendererBase.prototype.destroy=function(){this.animationItem.wrapper&&(this.animationItem.wrapper.innerText=""),this.layerElement=null,this.globalData.defs=null;var F,B=this.layers?this.layers.length:0;for(F=0;F<B;F+=1)this.elements[F]&&this.elements[F].destroy();this.elements.length=0,this.destroyed=!0,this.animationItem=null},SVGRendererBase.prototype.updateContainerSize=function(){},SVGRendererBase.prototype.buildItem=function(F){var B=this.elements;if(!(B[F]||this.layers[F].ty===99)){B[F]=!0;var D=this.createItem(this.layers[F]);B[F]=D,getExpressionsPlugin()&&(this.layers[F].ty===0&&this.globalData.projectInterface.registerComposition(D),D.initExpressions()),this.appendElementInPos(D,F),this.layers[F].tt&&(!this.elements[F-1]||this.elements[F-1]===!0?(this.buildItem(F-1),this.addPendingElement(D)):D.setMatte(B[F-1].layerId))}},SVGRendererBase.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){var F=this.pendingElements.pop();if(F.checkParenting(),F.data.tt)for(var B=0,D=this.elements.length;B<D;){if(this.elements[B]===F){F.setMatte(this.elements[B-1].layerId);break}B+=1}}},SVGRendererBase.prototype.renderFrame=function(F){if(!(this.renderedFrame===F||this.destroyed)){F===null?F=this.renderedFrame:this.renderedFrame=F,this.globalData.frameNum=F,this.globalData.frameId+=1,this.globalData.projectInterface.currentFrame=F,this.globalData._mdf=!1;var B,D=this.layers.length;for(this.completeLayers||this.checkLayers(F),B=D-1;B>=0;B-=1)(this.completeLayers||this.elements[B])&&this.elements[B].prepareFrame(F-this.layers[B].st);if(this.globalData._mdf)for(B=0;B<D;B+=1)(this.completeLayers||this.elements[B])&&this.elements[B].renderFrame()}},SVGRendererBase.prototype.appendElementInPos=function(F,B){var D=F.getBaseElement();if(!!D){for(var R=0,G;R<B;)this.elements[R]&&this.elements[R]!==!0&&this.elements[R].getBaseElement()&&(G=this.elements[R].getBaseElement()),R+=1;G?this.layerElement.insertBefore(D,G):this.layerElement.appendChild(D)}},SVGRendererBase.prototype.hide=function(){this.layerElement.style.display="none"},SVGRendererBase.prototype.show=function(){this.layerElement.style.display="block"};function ICompElement(){}extendPrototype([BaseElement,TransformElement,HierarchyElement,FrameElement,RenderableDOMElement],ICompElement),ICompElement.prototype.initElement=function(F,B,D){this.initFrame(),this.initBaseData(F,B,D),this.initTransform(F,B,D),this.initRenderable(),this.initHierarchy(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),(this.data.xt||!B.progressiveLoad)&&this.buildAllItems(),this.hide()},ICompElement.prototype.prepareFrame=function(F){if(this._mdf=!1,this.prepareRenderableFrame(F),this.prepareProperties(F,this.isInRange),!(!this.isInRange&&!this.data.xt)){if(this.tm._placeholder)this.renderedFrame=F/this.data.sr;else{var B=this.tm.v;B===this.data.op&&(B=this.data.op-1),this.renderedFrame=B}var D,R=this.elements.length;for(this.completeLayers||this.checkLayers(this.renderedFrame),D=R-1;D>=0;D-=1)(this.completeLayers||this.elements[D])&&(this.elements[D].prepareFrame(this.renderedFrame-this.layers[D].st),this.elements[D]._mdf&&(this._mdf=!0))}},ICompElement.prototype.renderInnerContent=function(){var F,B=this.layers.length;for(F=0;F<B;F+=1)(this.completeLayers||this.elements[F])&&this.elements[F].renderFrame()},ICompElement.prototype.setElements=function(F){this.elements=F},ICompElement.prototype.getElements=function(){return this.elements},ICompElement.prototype.destroyElements=function(){var F,B=this.layers.length;for(F=0;F<B;F+=1)this.elements[F]&&this.elements[F].destroy()},ICompElement.prototype.destroy=function(){this.destroyElements(),this.destroyBaseElement()};function SVGCompElement(F,B,D){this.layers=F.layers,this.supports3d=!0,this.completeLayers=!1,this.pendingElements=[],this.elements=this.layers?createSizedArray(this.layers.length):[],this.initElement(F,B,D),this.tm=F.tm?PropertyFactory.getProp(this,F.tm,0,B.frameRate,this):{_placeholder:!0}}extendPrototype([SVGRendererBase,ICompElement,SVGBaseElement],SVGCompElement),SVGCompElement.prototype.createComp=function(F){return new SVGCompElement(F,this.globalData,this)};function SVGRenderer(F,B){this.animationItem=F,this.layers=null,this.renderedFrame=-1,this.svgElement=createNS("svg");var D="";if(B&&B.title){var R=createNS("title"),G=createElementID();R.setAttribute("id",G),R.textContent=B.title,this.svgElement.appendChild(R),D+=G}if(B&&B.description){var W=createNS("desc"),q=createElementID();W.setAttribute("id",q),W.textContent=B.description,this.svgElement.appendChild(W),D+=" "+q}D&&this.svgElement.setAttribute("aria-labelledby",D);var Z=createNS("defs");this.svgElement.appendChild(Z);var Y=createNS("g");this.svgElement.appendChild(Y),this.layerElement=Y,this.renderConfig={preserveAspectRatio:B&&B.preserveAspectRatio||"xMidYMid meet",imagePreserveAspectRatio:B&&B.imagePreserveAspectRatio||"xMidYMid slice",contentVisibility:B&&B.contentVisibility||"visible",progressiveLoad:B&&B.progressiveLoad||!1,hideOnTransparent:!(B&&B.hideOnTransparent===!1),viewBoxOnly:B&&B.viewBoxOnly||!1,viewBoxSize:B&&B.viewBoxSize||!1,className:B&&B.className||"",id:B&&B.id||"",focusable:B&&B.focusable,filterSize:{width:B&&B.filterSize&&B.filterSize.width||"100%",height:B&&B.filterSize&&B.filterSize.height||"100%",x:B&&B.filterSize&&B.filterSize.x||"0%",y:B&&B.filterSize&&B.filterSize.y||"0%"},width:B&&B.width,height:B&&B.height},this.globalData={_mdf:!1,frameNum:-1,defs:Z,renderConfig:this.renderConfig},this.elements=[],this.pendingElements=[],this.destroyed=!1,this.rendererType="svg"}extendPrototype([SVGRendererBase],SVGRenderer),SVGRenderer.prototype.createComp=function(F){return new SVGCompElement(F,this.globalData,this)};function CVContextData(){this.saved=[],this.cArrPos=0,this.cTr=new Matrix,this.cO=1;var F,B=15;for(this.savedOp=createTypedArray("float32",B),F=0;F<B;F+=1)this.saved[F]=createTypedArray("float32",16);this._length=B}CVContextData.prototype.duplicate=function(){var F=this._length*2,B=this.savedOp;this.savedOp=createTypedArray("float32",F),this.savedOp.set(B);var D=0;for(D=this._length;D<F;D+=1)this.saved[D]=createTypedArray("float32",16);this._length=F},CVContextData.prototype.reset=function(){this.cArrPos=0,this.cTr.reset(),this.cO=1};function ShapeTransformManager(){this.sequences={},this.sequenceList=[],this.transform_key_count=0}ShapeTransformManager.prototype={addTransformSequence:function(B){var D,R=B.length,G="_";for(D=0;D<R;D+=1)G+=B[D].transform.key+"_";var W=this.sequences[G];return W||(W={transforms:[].concat(B),finalTransform:new Matrix,_mdf:!1},this.sequences[G]=W,this.sequenceList.push(W)),W},processSequence:function(B,D){for(var R=0,G=B.transforms.length,W=D;R<G&&!D;){if(B.transforms[R].transform.mProps._mdf){W=!0;break}R+=1}if(W){var q;for(B.finalTransform.reset(),R=G-1;R>=0;R-=1)q=B.transforms[R].transform.mProps.v.props,B.finalTransform.transform(q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],q[9],q[10],q[11],q[12],q[13],q[14],q[15])}B._mdf=W},processSequences:function(B){var D,R=this.sequenceList.length;for(D=0;D<R;D+=1)this.processSequence(this.sequenceList[D],B)},getNewKey:function(){return this.transform_key_count+=1,"_"+this.transform_key_count}};function CVEffects(){}CVEffects.prototype.renderFrame=function(){};function CVMaskElement(F,B){this.data=F,this.element=B,this.masksProperties=this.data.masksProperties||[],this.viewData=createSizedArray(this.masksProperties.length);var D,R=this.masksProperties.length,G=!1;for(D=0;D<R;D+=1)this.masksProperties[D].mode!=="n"&&(G=!0),this.viewData[D]=ShapePropertyFactory.getShapeProp(this.element,this.masksProperties[D],3);this.hasMasks=G,G&&this.element.addRenderableComponent(this)}CVMaskElement.prototype.renderFrame=function(){if(!!this.hasMasks){var F=this.element.finalTransform.mat,B=this.element.canvasContext,D,R=this.masksProperties.length,G,W,q;for(B.beginPath(),D=0;D<R;D+=1)if(this.masksProperties[D].mode!=="n"){this.masksProperties[D].inv&&(B.moveTo(0,0),B.lineTo(this.element.globalData.compSize.w,0),B.lineTo(this.element.globalData.compSize.w,this.element.globalData.compSize.h),B.lineTo(0,this.element.globalData.compSize.h),B.lineTo(0,0)),q=this.viewData[D].v,G=F.applyToPointArray(q.v[0][0],q.v[0][1],0),B.moveTo(G[0],G[1]);var Z,Y=q._length;for(Z=1;Z<Y;Z+=1)W=F.applyToTriplePoints(q.o[Z-1],q.i[Z],q.v[Z]),B.bezierCurveTo(W[0],W[1],W[2],W[3],W[4],W[5]);W=F.applyToTriplePoints(q.o[Z-1],q.i[0],q.v[0]),B.bezierCurveTo(W[0],W[1],W[2],W[3],W[4],W[5])}this.element.globalData.renderer.save(!0),B.clip()}},CVMaskElement.prototype.getMaskProperty=MaskElement.prototype.getMaskProperty,CVMaskElement.prototype.destroy=function(){this.element=null};function CVBaseElement(){}CVBaseElement.prototype={createElements:function(){},initRendererElement:function(){},createContainerElements:function(){this.canvasContext=this.globalData.canvasContext,this.renderableEffectsManager=new CVEffects},createContent:function(){},setBlendMode:function(){var B=this.globalData;if(B.blendMode!==this.data.bm){B.blendMode=this.data.bm;var D=getBlendMode(this.data.bm);B.canvasContext.globalCompositeOperation=D}},createRenderableComponents:function(){this.maskManager=new CVMaskElement(this.data,this)},hideElement:function(){!this.hidden&&(!this.isInRange||this.isTransparent)&&(this.hidden=!0)},showElement:function(){this.isInRange&&!this.isTransparent&&(this.hidden=!1,this._isFirstFrame=!0,this.maskManager._isFirstFrame=!0)},renderFrame:function(){if(!(this.hidden||this.data.hd)){this.renderTransform(),this.renderRenderable(),this.setBlendMode();var B=this.data.ty===0;this.globalData.renderer.save(B),this.globalData.renderer.ctxTransform(this.finalTransform.mat.props),this.globalData.renderer.ctxOpacity(this.finalTransform.mProp.o.v),this.renderInnerContent(),this.globalData.renderer.restore(B),this.maskManager.hasMasks&&this.globalData.renderer.restore(!0),this._isFirstFrame&&(this._isFirstFrame=!1)}},destroy:function(){this.canvasContext=null,this.data=null,this.globalData=null,this.maskManager.destroy()},mHelper:new Matrix},CVBaseElement.prototype.hide=CVBaseElement.prototype.hideElement,CVBaseElement.prototype.show=CVBaseElement.prototype.showElement;function CVShapeData(F,B,D,R){this.styledShapes=[],this.tr=[0,0,0,0,0,0];var G=4;B.ty==="rc"?G=5:B.ty==="el"?G=6:B.ty==="sr"&&(G=7),this.sh=ShapePropertyFactory.getShapeProp(F,B,G,F);var W,q=D.length,Z;for(W=0;W<q;W+=1)D[W].closed||(Z={transforms:R.addTransformSequence(D[W].transforms),trNodes:[]},this.styledShapes.push(Z),D[W].elements.push(Z))}CVShapeData.prototype.setAsAnimated=SVGShapeData.prototype.setAsAnimated;function CVShapeElement(F,B,D){this.shapes=[],this.shapesData=F.shapes,this.stylesList=[],this.itemsData=[],this.prevViewData=[],this.shapeModifiers=[],this.processedElements=[],this.transformsManager=new ShapeTransformManager,this.initElement(F,B,D)}extendPrototype([BaseElement,TransformElement,CVBaseElement,IShapeElement,HierarchyElement,FrameElement,RenderableElement],CVShapeElement),CVShapeElement.prototype.initElement=RenderableDOMElement.prototype.initElement,CVShapeElement.prototype.transformHelper={opacity:1,_opMdf:!1},CVShapeElement.prototype.dashResetter=[],CVShapeElement.prototype.createContent=function(){this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,!0,[])},CVShapeElement.prototype.createStyleElement=function(F,B){var D={data:F,type:F.ty,preTransforms:this.transformsManager.addTransformSequence(B),transforms:[],elements:[],closed:F.hd===!0},R={};if(F.ty==="fl"||F.ty==="st"?(R.c=PropertyFactory.getProp(this,F.c,1,255,this),R.c.k||(D.co="rgb("+bmFloor(R.c.v[0])+","+bmFloor(R.c.v[1])+","+bmFloor(R.c.v[2])+")")):(F.ty==="gf"||F.ty==="gs")&&(R.s=PropertyFactory.getProp(this,F.s,1,null,this),R.e=PropertyFactory.getProp(this,F.e,1,null,this),R.h=PropertyFactory.getProp(this,F.h||{k:0},0,.01,this),R.a=PropertyFactory.getProp(this,F.a||{k:0},0,degToRads,this),R.g=new GradientProperty(this,F.g,this)),R.o=PropertyFactory.getProp(this,F.o,0,.01,this),F.ty==="st"||F.ty==="gs"){if(D.lc=lineCapEnum[F.lc||2],D.lj=lineJoinEnum[F.lj||2],F.lj==1&&(D.ml=F.ml),R.w=PropertyFactory.getProp(this,F.w,0,null,this),R.w.k||(D.wi=R.w.v),F.d){var G=new DashProperty(this,F.d,"canvas",this);R.d=G,R.d.k||(D.da=R.d.dashArray,D.do=R.d.dashoffset[0])}}else D.r=F.r===2?"evenodd":"nonzero";return this.stylesList.push(D),R.style=D,R},CVShapeElement.prototype.createGroupElement=function(){var F={it:[],prevViewData:[]};return F},CVShapeElement.prototype.createTransformElement=function(F){var B={transform:{opacity:1,_opMdf:!1,key:this.transformsManager.getNewKey(),op:PropertyFactory.getProp(this,F.o,0,.01,this),mProps:TransformPropertyFactory.getTransformProperty(this,F,this)}};return B},CVShapeElement.prototype.createShapeElement=function(F){var B=new CVShapeData(this,F,this.stylesList,this.transformsManager);return this.shapes.push(B),this.addShapeToModifiers(B),B},CVShapeElement.prototype.reloadShapes=function(){this._isFirstFrame=!0;var F,B=this.itemsData.length;for(F=0;F<B;F+=1)this.prevViewData[F]=this.itemsData[F];for(this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,!0,[]),B=this.dynamicProperties.length,F=0;F<B;F+=1)this.dynamicProperties[F].getValue();this.renderModifiers(),this.transformsManager.processSequences(this._isFirstFrame)},CVShapeElement.prototype.addTransformToStyleList=function(F){var B,D=this.stylesList.length;for(B=0;B<D;B+=1)this.stylesList[B].closed||this.stylesList[B].transforms.push(F)},CVShapeElement.prototype.removeTransformFromStyleList=function(){var F,B=this.stylesList.length;for(F=0;F<B;F+=1)this.stylesList[F].closed||this.stylesList[F].transforms.pop()},CVShapeElement.prototype.closeStyles=function(F){var B,D=F.length;for(B=0;B<D;B+=1)F[B].closed=!0},CVShapeElement.prototype.searchShapes=function(F,B,D,R,G){var W,q=F.length-1,Z,Y,U=[],J=[],K,Q,te,re=[].concat(G);for(W=q;W>=0;W-=1){if(K=this.searchProcessedElement(F[W]),K?B[W]=D[K-1]:F[W]._shouldRender=R,F[W].ty==="fl"||F[W].ty==="st"||F[W].ty==="gf"||F[W].ty==="gs")K?B[W].style.closed=!1:B[W]=this.createStyleElement(F[W],re),U.push(B[W].style);else if(F[W].ty==="gr"){if(!K)B[W]=this.createGroupElement(F[W]);else for(Y=B[W].it.length,Z=0;Z<Y;Z+=1)B[W].prevViewData[Z]=B[W].it[Z];this.searchShapes(F[W].it,B[W].it,B[W].prevViewData,R,re)}else F[W].ty==="tr"?(K||(te=this.createTransformElement(F[W]),B[W]=te),re.push(B[W]),this.addTransformToStyleList(B[W])):F[W].ty==="sh"||F[W].ty==="rc"||F[W].ty==="el"||F[W].ty==="sr"?K||(B[W]=this.createShapeElement(F[W])):F[W].ty==="tm"||F[W].ty==="rd"||F[W].ty==="pb"?(K?(Q=B[W],Q.closed=!1):(Q=ShapeModifiers.getModifier(F[W].ty),Q.init(this,F[W]),B[W]=Q,this.shapeModifiers.push(Q)),J.push(Q)):F[W].ty==="rp"&&(K?(Q=B[W],Q.closed=!0):(Q=ShapeModifiers.getModifier(F[W].ty),B[W]=Q,Q.init(this,F,W,B),this.shapeModifiers.push(Q),R=!1),J.push(Q));this.addProcessedElement(F[W],W+1)}for(this.removeTransformFromStyleList(),this.closeStyles(U),q=J.length,W=0;W<q;W+=1)J[W].closed=!0},CVShapeElement.prototype.renderInnerContent=function(){this.transformHelper.opacity=1,this.transformHelper._opMdf=!1,this.renderModifiers(),this.transformsManager.processSequences(this._isFirstFrame),this.renderShape(this.transformHelper,this.shapesData,this.itemsData,!0)},CVShapeElement.prototype.renderShapeTransform=function(F,B){(F._opMdf||B.op._mdf||this._isFirstFrame)&&(B.opacity=F.opacity,B.opacity*=B.op.v,B._opMdf=!0)},CVShapeElement.prototype.drawLayer=function(){var F,B=this.stylesList.length,D,R,G,W,q,Z,Y=this.globalData.renderer,U=this.globalData.canvasContext,J,K;for(F=0;F<B;F+=1)if(K=this.stylesList[F],J=K.type,!((J==="st"||J==="gs")&&K.wi===0||!K.data._shouldRender||K.coOp===0||this.globalData.currentGlobalAlpha===0)){for(Y.save(),q=K.elements,J==="st"||J==="gs"?(U.strokeStyle=J==="st"?K.co:K.grd,U.lineWidth=K.wi,U.lineCap=K.lc,U.lineJoin=K.lj,U.miterLimit=K.ml||0):U.fillStyle=J==="fl"?K.co:K.grd,Y.ctxOpacity(K.coOp),J!=="st"&&J!=="gs"&&U.beginPath(),Y.ctxTransform(K.preTransforms.finalTransform.props),R=q.length,D=0;D<R;D+=1){for((J==="st"||J==="gs")&&(U.beginPath(),K.da&&(U.setLineDash(K.da),U.lineDashOffset=K.do)),Z=q[D].trNodes,W=Z.length,G=0;G<W;G+=1)Z[G].t==="m"?U.moveTo(Z[G].p[0],Z[G].p[1]):Z[G].t==="c"?U.bezierCurveTo(Z[G].pts[0],Z[G].pts[1],Z[G].pts[2],Z[G].pts[3],Z[G].pts[4],Z[G].pts[5]):U.closePath();(J==="st"||J==="gs")&&(U.stroke(),K.da&&U.setLineDash(this.dashResetter))}J!=="st"&&J!=="gs"&&U.fill(K.r),Y.restore()}},CVShapeElement.prototype.renderShape=function(F,B,D,R){var G,W=B.length-1,q;for(q=F,G=W;G>=0;G-=1)B[G].ty==="tr"?(q=D[G].transform,this.renderShapeTransform(F,q)):B[G].ty==="sh"||B[G].ty==="el"||B[G].ty==="rc"||B[G].ty==="sr"?this.renderPath(B[G],D[G]):B[G].ty==="fl"?this.renderFill(B[G],D[G],q):B[G].ty==="st"?this.renderStroke(B[G],D[G],q):B[G].ty==="gf"||B[G].ty==="gs"?this.renderGradientFill(B[G],D[G],q):B[G].ty==="gr"?this.renderShape(q,B[G].it,D[G].it):B[G].ty;R&&this.drawLayer()},CVShapeElement.prototype.renderStyledShape=function(F,B){if(this._isFirstFrame||B._mdf||F.transforms._mdf){var D=F.trNodes,R=B.paths,G,W,q,Z=R._length;D.length=0;var Y=F.transforms.finalTransform;for(q=0;q<Z;q+=1){var U=R.shapes[q];if(U&&U.v){for(W=U._length,G=1;G<W;G+=1)G===1&&D.push({t:"m",p:Y.applyToPointArray(U.v[0][0],U.v[0][1],0)}),D.push({t:"c",pts:Y.applyToTriplePoints(U.o[G-1],U.i[G],U.v[G])});W===1&&D.push({t:"m",p:Y.applyToPointArray(U.v[0][0],U.v[0][1],0)}),U.c&&W&&(D.push({t:"c",pts:Y.applyToTriplePoints(U.o[G-1],U.i[0],U.v[0])}),D.push({t:"z"}))}}F.trNodes=D}},CVShapeElement.prototype.renderPath=function(F,B){if(F.hd!==!0&&F._shouldRender){var D,R=B.styledShapes.length;for(D=0;D<R;D+=1)this.renderStyledShape(B.styledShapes[D],B.sh)}},CVShapeElement.prototype.renderFill=function(F,B,D){var R=B.style;(B.c._mdf||this._isFirstFrame)&&(R.co="rgb("+bmFloor(B.c.v[0])+","+bmFloor(B.c.v[1])+","+bmFloor(B.c.v[2])+")"),(B.o._mdf||D._opMdf||this._isFirstFrame)&&(R.coOp=B.o.v*D.opacity)},CVShapeElement.prototype.renderGradientFill=function(F,B,D){var R=B.style,G;if(!R.grd||B.g._mdf||B.s._mdf||B.e._mdf||F.t!==1&&(B.h._mdf||B.a._mdf)){var W=this.globalData.canvasContext,q=B.s.v,Z=B.e.v;if(F.t===1)G=W.createLinearGradient(q[0],q[1],Z[0],Z[1]);else{var Y=Math.sqrt(Math.pow(q[0]-Z[0],2)+Math.pow(q[1]-Z[1],2)),U=Math.atan2(Z[1]-q[1],Z[0]-q[0]),J=B.h.v;J>=1?J=.99:J<=-1&&(J=-.99);var K=Y*J,Q=Math.cos(U+B.a.v)*K+q[0],te=Math.sin(U+B.a.v)*K+q[1];G=W.createRadialGradient(Q,te,0,q[0],q[1],Y)}var re,se=F.g.p,ie=B.g.c,ae=1;for(re=0;re<se;re+=1)B.g._hasOpacity&&B.g._collapsable&&(ae=B.g.o[re*2+1]),G.addColorStop(ie[re*4]/100,"rgba("+ie[re*4+1]+","+ie[re*4+2]+","+ie[re*4+3]+","+ae+")");R.grd=G}R.coOp=B.o.v*D.opacity},CVShapeElement.prototype.renderStroke=function(F,B,D){var R=B.style,G=B.d;G&&(G._mdf||this._isFirstFrame)&&(R.da=G.dashArray,R.do=G.dashoffset[0]),(B.c._mdf||this._isFirstFrame)&&(R.co="rgb("+bmFloor(B.c.v[0])+","+bmFloor(B.c.v[1])+","+bmFloor(B.c.v[2])+")"),(B.o._mdf||D._opMdf||this._isFirstFrame)&&(R.coOp=B.o.v*D.opacity),(B.w._mdf||this._isFirstFrame)&&(R.wi=B.w.v)},CVShapeElement.prototype.destroy=function(){this.shapesData=null,this.globalData=null,this.canvasContext=null,this.stylesList.length=0,this.itemsData.length=0};function CVTextElement(F,B,D){this.textSpans=[],this.yOffset=0,this.fillColorAnim=!1,this.strokeColorAnim=!1,this.strokeWidthAnim=!1,this.stroke=!1,this.fill=!1,this.justifyOffset=0,this.currentRender=null,this.renderType="canvas",this.values={fill:"rgba(0,0,0,0)",stroke:"rgba(0,0,0,0)",sWidth:0,fValue:""},this.initElement(F,B,D)}extendPrototype([BaseElement,TransformElement,CVBaseElement,HierarchyElement,FrameElement,RenderableElement,ITextElement],CVTextElement),CVTextElement.prototype.tHelper=createTag("canvas").getContext("2d"),CVTextElement.prototype.buildNewText=function(){var F=this.textProperty.currentData;this.renderedLetters=createSizedArray(F.l?F.l.length:0);var B=!1;F.fc?(B=!0,this.values.fill=this.buildColor(F.fc)):this.values.fill="rgba(0,0,0,0)",this.fill=B;var D=!1;F.sc&&(D=!0,this.values.stroke=this.buildColor(F.sc),this.values.sWidth=F.sw);var R=this.globalData.fontManager.getFontByName(F.f),G,W,q=F.l,Z=this.mHelper;this.stroke=D,this.values.fValue=F.finalSize+"px "+this.globalData.fontManager.getFontByName(F.f).fFamily,W=F.finalText.length;var Y,U,J,K,Q,te,re,se,ie,ae,le=this.data.singleShape,ue=F.tr*.001*F.finalSize,ce=0,de=0,ve=!0,he=0;for(G=0;G<W;G+=1){Y=this.globalData.fontManager.getCharData(F.finalText[G],R.fStyle,this.globalData.fontManager.getFontByName(F.f).fFamily),U=Y&&Y.data||{},Z.reset(),le&&q[G].n&&(ce=-ue,de+=F.yOffset,de+=ve?1:0,ve=!1),Q=U.shapes?U.shapes[0].it:[],re=Q.length,Z.scale(F.finalSize/100,F.finalSize/100),le&&this.applyTextPropertiesToMatrix(F,Z,q[G].line,ce,de),ie=createSizedArray(re-1);var me=0;for(te=0;te<re;te+=1)if(Q[te].ty==="sh"){for(K=Q[te].ks.k.i.length,se=Q[te].ks.k,ae=[],J=1;J<K;J+=1)J===1&&ae.push(Z.applyToX(se.v[0][0],se.v[0][1],0),Z.applyToY(se.v[0][0],se.v[0][1],0)),ae.push(Z.applyToX(se.o[J-1][0],se.o[J-1][1],0),Z.applyToY(se.o[J-1][0],se.o[J-1][1],0),Z.applyToX(se.i[J][0],se.i[J][1],0),Z.applyToY(se.i[J][0],se.i[J][1],0),Z.applyToX(se.v[J][0],se.v[J][1],0),Z.applyToY(se.v[J][0],se.v[J][1],0));ae.push(Z.applyToX(se.o[J-1][0],se.o[J-1][1],0),Z.applyToY(se.o[J-1][0],se.o[J-1][1],0),Z.applyToX(se.i[0][0],se.i[0][1],0),Z.applyToY(se.i[0][0],se.i[0][1],0),Z.applyToX(se.v[0][0],se.v[0][1],0),Z.applyToY(se.v[0][0],se.v[0][1],0)),ie[me]=ae,me+=1}le&&(ce+=q[G].l,ce+=ue),this.textSpans[he]?this.textSpans[he].elem=ie:this.textSpans[he]={elem:ie},he+=1}},CVTextElement.prototype.renderInnerContent=function(){var F=this.canvasContext;F.font=this.values.fValue,F.lineCap="butt",F.lineJoin="miter",F.miterLimit=4,this.data.singleShape||this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag);var B,D,R,G,W,q,Z=this.textAnimator.renderedLetters,Y=this.textProperty.currentData.l;D=Y.length;var U,J=null,K=null,Q=null,te,re;for(B=0;B<D;B+=1)if(!Y[B].n){if(U=Z[B],U&&(this.globalData.renderer.save(),this.globalData.renderer.ctxTransform(U.p),this.globalData.renderer.ctxOpacity(U.o)),this.fill){for(U&&U.fc?J!==U.fc&&(J=U.fc,F.fillStyle=U.fc):J!==this.values.fill&&(J=this.values.fill,F.fillStyle=this.values.fill),te=this.textSpans[B].elem,G=te.length,this.globalData.canvasContext.beginPath(),R=0;R<G;R+=1)for(re=te[R],q=re.length,this.globalData.canvasContext.moveTo(re[0],re[1]),W=2;W<q;W+=6)this.globalData.canvasContext.bezierCurveTo(re[W],re[W+1],re[W+2],re[W+3],re[W+4],re[W+5]);this.globalData.canvasContext.closePath(),this.globalData.canvasContext.fill()}if(this.stroke){for(U&&U.sw?Q!==U.sw&&(Q=U.sw,F.lineWidth=U.sw):Q!==this.values.sWidth&&(Q=this.values.sWidth,F.lineWidth=this.values.sWidth),U&&U.sc?K!==U.sc&&(K=U.sc,F.strokeStyle=U.sc):K!==this.values.stroke&&(K=this.values.stroke,F.strokeStyle=this.values.stroke),te=this.textSpans[B].elem,G=te.length,this.globalData.canvasContext.beginPath(),R=0;R<G;R+=1)for(re=te[R],q=re.length,this.globalData.canvasContext.moveTo(re[0],re[1]),W=2;W<q;W+=6)this.globalData.canvasContext.bezierCurveTo(re[W],re[W+1],re[W+2],re[W+3],re[W+4],re[W+5]);this.globalData.canvasContext.closePath(),this.globalData.canvasContext.stroke()}U&&this.globalData.renderer.restore()}};function CVImageElement(F,B,D){this.assetData=B.getAssetData(F.refId),this.img=B.imageLoader.getAsset(this.assetData),this.initElement(F,B,D)}extendPrototype([BaseElement,TransformElement,CVBaseElement,HierarchyElement,FrameElement,RenderableElement],CVImageElement),CVImageElement.prototype.initElement=SVGShapeElement.prototype.initElement,CVImageElement.prototype.prepareFrame=IImageElement.prototype.prepareFrame,CVImageElement.prototype.createContent=function(){if(this.img.width&&(this.assetData.w!==this.img.width||this.assetData.h!==this.img.height)){var F=createTag("canvas");F.width=this.assetData.w,F.height=this.assetData.h;var B=F.getContext("2d"),D=this.img.width,R=this.img.height,G=D/R,W=this.assetData.w/this.assetData.h,q,Z,Y=this.assetData.pr||this.globalData.renderConfig.imagePreserveAspectRatio;G>W&&Y==="xMidYMid slice"||G<W&&Y!=="xMidYMid slice"?(Z=R,q=Z*W):(q=D,Z=q/W),B.drawImage(this.img,(D-q)/2,(R-Z)/2,q,Z,0,0,this.assetData.w,this.assetData.h),this.img=F}},CVImageElement.prototype.renderInnerContent=function(){this.canvasContext.drawImage(this.img,0,0)},CVImageElement.prototype.destroy=function(){this.img=null};function CVSolidElement(F,B,D){this.initElement(F,B,D)}extendPrototype([BaseElement,TransformElement,CVBaseElement,HierarchyElement,FrameElement,RenderableElement],CVSolidElement),CVSolidElement.prototype.initElement=SVGShapeElement.prototype.initElement,CVSolidElement.prototype.prepareFrame=IImageElement.prototype.prepareFrame,CVSolidElement.prototype.renderInnerContent=function(){var F=this.canvasContext;F.fillStyle=this.data.sc,F.fillRect(0,0,this.data.sw,this.data.sh)};function CanvasRendererBase(F,B){this.animationItem=F,this.renderConfig={clearCanvas:B&&B.clearCanvas!==void 0?B.clearCanvas:!0,context:B&&B.context||null,progressiveLoad:B&&B.progressiveLoad||!1,preserveAspectRatio:B&&B.preserveAspectRatio||"xMidYMid meet",imagePreserveAspectRatio:B&&B.imagePreserveAspectRatio||"xMidYMid slice",contentVisibility:B&&B.contentVisibility||"visible",className:B&&B.className||"",id:B&&B.id||""},this.renderConfig.dpr=B&&B.dpr||1,this.animationItem.wrapper&&(this.renderConfig.dpr=B&&B.dpr||window.devicePixelRatio||1),this.renderedFrame=-1,this.globalData={frameNum:-1,_mdf:!1,renderConfig:this.renderConfig,currentGlobalAlpha:-1},this.contextData=new CVContextData,this.elements=[],this.pendingElements=[],this.transformMat=new Matrix,this.completeLayers=!1,this.rendererType="canvas"}extendPrototype([BaseRenderer],CanvasRendererBase),CanvasRendererBase.prototype.createShape=function(F){return new CVShapeElement(F,this.globalData,this)},CanvasRendererBase.prototype.createText=function(F){return new CVTextElement(F,this.globalData,this)},CanvasRendererBase.prototype.createImage=function(F){return new CVImageElement(F,this.globalData,this)},CanvasRendererBase.prototype.createSolid=function(F){return new CVSolidElement(F,this.globalData,this)},CanvasRendererBase.prototype.createNull=SVGRenderer.prototype.createNull,CanvasRendererBase.prototype.ctxTransform=function(F){if(!(F[0]===1&&F[1]===0&&F[4]===0&&F[5]===1&&F[12]===0&&F[13]===0)){if(!this.renderConfig.clearCanvas){this.canvasContext.transform(F[0],F[1],F[4],F[5],F[12],F[13]);return}this.transformMat.cloneFromProps(F);var B=this.contextData.cTr.props;this.transformMat.transform(B[0],B[1],B[2],B[3],B[4],B[5],B[6],B[7],B[8],B[9],B[10],B[11],B[12],B[13],B[14],B[15]),this.contextData.cTr.cloneFromProps(this.transformMat.props);var D=this.contextData.cTr.props;this.canvasContext.setTransform(D[0],D[1],D[4],D[5],D[12],D[13])}},CanvasRendererBase.prototype.ctxOpacity=function(F){if(!this.renderConfig.clearCanvas){this.canvasContext.globalAlpha*=F<0?0:F,this.globalData.currentGlobalAlpha=this.contextData.cO;return}this.contextData.cO*=F<0?0:F,this.globalData.currentGlobalAlpha!==this.contextData.cO&&(this.canvasContext.globalAlpha=this.contextData.cO,this.globalData.currentGlobalAlpha=this.contextData.cO)},CanvasRendererBase.prototype.reset=function(){if(!this.renderConfig.clearCanvas){this.canvasContext.restore();return}this.contextData.reset()},CanvasRendererBase.prototype.save=function(F){if(!this.renderConfig.clearCanvas){this.canvasContext.save();return}F&&this.canvasContext.save();var B=this.contextData.cTr.props;this.contextData._length<=this.contextData.cArrPos&&this.contextData.duplicate();var D,R=this.contextData.saved[this.contextData.cArrPos];for(D=0;D<16;D+=1)R[D]=B[D];this.contextData.savedOp[this.contextData.cArrPos]=this.contextData.cO,this.contextData.cArrPos+=1},CanvasRendererBase.prototype.restore=function(F){if(!this.renderConfig.clearCanvas){this.canvasContext.restore();return}F&&(this.canvasContext.restore(),this.globalData.blendMode="source-over"),this.contextData.cArrPos-=1;var B=this.contextData.saved[this.contextData.cArrPos],D,R=this.contextData.cTr.props;for(D=0;D<16;D+=1)R[D]=B[D];this.canvasContext.setTransform(B[0],B[1],B[4],B[5],B[12],B[13]),B=this.contextData.savedOp[this.contextData.cArrPos],this.contextData.cO=B,this.globalData.currentGlobalAlpha!==B&&(this.canvasContext.globalAlpha=B,this.globalData.currentGlobalAlpha=B)},CanvasRendererBase.prototype.configAnimation=function(F){if(this.animationItem.wrapper){this.animationItem.container=createTag("canvas");var B=this.animationItem.container.style;B.width="100%",B.height="100%";var D="0px 0px 0px";B.transformOrigin=D,B.mozTransformOrigin=D,B.webkitTransformOrigin=D,B["-webkit-transform"]=D,B.contentVisibility=this.renderConfig.contentVisibility,this.animationItem.wrapper.appendChild(this.animationItem.container),this.canvasContext=this.animationItem.container.getContext("2d"),this.renderConfig.className&&this.animationItem.container.setAttribute("class",this.renderConfig.className),this.renderConfig.id&&this.animationItem.container.setAttribute("id",this.renderConfig.id)}else this.canvasContext=this.renderConfig.context;this.data=F,this.layers=F.layers,this.transformCanvas={w:F.w,h:F.h,sx:0,sy:0,tx:0,ty:0},this.setupGlobalData(F,document.body),this.globalData.canvasContext=this.canvasContext,this.globalData.renderer=this,this.globalData.isDashed=!1,this.globalData.progressiveLoad=this.renderConfig.progressiveLoad,this.globalData.transformCanvas=this.transformCanvas,this.elements=createSizedArray(F.layers.length),this.updateContainerSize()},CanvasRendererBase.prototype.updateContainerSize=function(){this.reset();var F,B;this.animationItem.wrapper&&this.animationItem.container?(F=this.animationItem.wrapper.offsetWidth,B=this.animationItem.wrapper.offsetHeight,this.animationItem.container.setAttribute("width",F*this.renderConfig.dpr),this.animationItem.container.setAttribute("height",B*this.renderConfig.dpr)):(F=this.canvasContext.canvas.width*this.renderConfig.dpr,B=this.canvasContext.canvas.height*this.renderConfig.dpr);var D,R;if(this.renderConfig.preserveAspectRatio.indexOf("meet")!==-1||this.renderConfig.preserveAspectRatio.indexOf("slice")!==-1){var G=this.renderConfig.preserveAspectRatio.split(" "),W=G[1]||"meet",q=G[0]||"xMidYMid",Z=q.substr(0,4),Y=q.substr(4);D=F/B,R=this.transformCanvas.w/this.transformCanvas.h,R>D&&W==="meet"||R<D&&W==="slice"?(this.transformCanvas.sx=F/(this.transformCanvas.w/this.renderConfig.dpr),this.transformCanvas.sy=F/(this.transformCanvas.w/this.renderConfig.dpr)):(this.transformCanvas.sx=B/(this.transformCanvas.h/this.renderConfig.dpr),this.transformCanvas.sy=B/(this.transformCanvas.h/this.renderConfig.dpr)),Z==="xMid"&&(R<D&&W==="meet"||R>D&&W==="slice")?this.transformCanvas.tx=(F-this.transformCanvas.w*(B/this.transformCanvas.h))/2*this.renderConfig.dpr:Z==="xMax"&&(R<D&&W==="meet"||R>D&&W==="slice")?this.transformCanvas.tx=(F-this.transformCanvas.w*(B/this.transformCanvas.h))*this.renderConfig.dpr:this.transformCanvas.tx=0,Y==="YMid"&&(R>D&&W==="meet"||R<D&&W==="slice")?this.transformCanvas.ty=(B-this.transformCanvas.h*(F/this.transformCanvas.w))/2*this.renderConfig.dpr:Y==="YMax"&&(R>D&&W==="meet"||R<D&&W==="slice")?this.transformCanvas.ty=(B-this.transformCanvas.h*(F/this.transformCanvas.w))*this.renderConfig.dpr:this.transformCanvas.ty=0}else this.renderConfig.preserveAspectRatio==="none"?(this.transformCanvas.sx=F/(this.transformCanvas.w/this.renderConfig.dpr),this.transformCanvas.sy=B/(this.transformCanvas.h/this.renderConfig.dpr),this.transformCanvas.tx=0,this.transformCanvas.ty=0):(this.transformCanvas.sx=this.renderConfig.dpr,this.transformCanvas.sy=this.renderConfig.dpr,this.transformCanvas.tx=0,this.transformCanvas.ty=0);this.transformCanvas.props=[this.transformCanvas.sx,0,0,0,0,this.transformCanvas.sy,0,0,0,0,1,0,this.transformCanvas.tx,this.transformCanvas.ty,0,1],this.ctxTransform(this.transformCanvas.props),this.canvasContext.beginPath(),this.canvasContext.rect(0,0,this.transformCanvas.w,this.transformCanvas.h),this.canvasContext.closePath(),this.canvasContext.clip(),this.renderFrame(this.renderedFrame,!0)},CanvasRendererBase.prototype.destroy=function(){this.renderConfig.clearCanvas&&this.animationItem.wrapper&&(this.animationItem.wrapper.innerText="");var F,B=this.layers?this.layers.length:0;for(F=B-1;F>=0;F-=1)this.elements[F]&&this.elements[F].destroy();this.elements.length=0,this.globalData.canvasContext=null,this.animationItem.container=null,this.destroyed=!0},CanvasRendererBase.prototype.renderFrame=function(F,B){if(!(this.renderedFrame===F&&this.renderConfig.clearCanvas===!0&&!B||this.destroyed||F===-1)){this.renderedFrame=F,this.globalData.frameNum=F-this.animationItem._isFirstFrame,this.globalData.frameId+=1,this.globalData._mdf=!this.renderConfig.clearCanvas||B,this.globalData.projectInterface.currentFrame=F;var D,R=this.layers.length;for(this.completeLayers||this.checkLayers(F),D=0;D<R;D+=1)(this.completeLayers||this.elements[D])&&this.elements[D].prepareFrame(F-this.layers[D].st);if(this.globalData._mdf){for(this.renderConfig.clearCanvas===!0?this.canvasContext.clearRect(0,0,this.transformCanvas.w,this.transformCanvas.h):this.save(),D=R-1;D>=0;D-=1)(this.completeLayers||this.elements[D])&&this.elements[D].renderFrame();this.renderConfig.clearCanvas!==!0&&this.restore()}}},CanvasRendererBase.prototype.buildItem=function(F){var B=this.elements;if(!(B[F]||this.layers[F].ty===99)){var D=this.createItem(this.layers[F],this,this.globalData);B[F]=D,D.initExpressions()}},CanvasRendererBase.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){var F=this.pendingElements.pop();F.checkParenting()}},CanvasRendererBase.prototype.hide=function(){this.animationItem.container.style.display="none"},CanvasRendererBase.prototype.show=function(){this.animationItem.container.style.display="block"};function CVCompElement(F,B,D){this.completeLayers=!1,this.layers=F.layers,this.pendingElements=[],this.elements=createSizedArray(this.layers.length),this.initElement(F,B,D),this.tm=F.tm?PropertyFactory.getProp(this,F.tm,0,B.frameRate,this):{_placeholder:!0}}extendPrototype([CanvasRendererBase,ICompElement,CVBaseElement],CVCompElement),CVCompElement.prototype.renderInnerContent=function(){var F=this.canvasContext;F.beginPath(),F.moveTo(0,0),F.lineTo(this.data.w,0),F.lineTo(this.data.w,this.data.h),F.lineTo(0,this.data.h),F.lineTo(0,0),F.clip();var B,D=this.layers.length;for(B=D-1;B>=0;B-=1)(this.completeLayers||this.elements[B])&&this.elements[B].renderFrame()},CVCompElement.prototype.destroy=function(){var F,B=this.layers.length;for(F=B-1;F>=0;F-=1)this.elements[F]&&this.elements[F].destroy();this.layers=null,this.elements=null},CVCompElement.prototype.createComp=function(F){return new CVCompElement(F,this.globalData,this)};function CanvasRenderer(F,B){this.animationItem=F,this.renderConfig={clearCanvas:B&&B.clearCanvas!==void 0?B.clearCanvas:!0,context:B&&B.context||null,progressiveLoad:B&&B.progressiveLoad||!1,preserveAspectRatio:B&&B.preserveAspectRatio||"xMidYMid meet",imagePreserveAspectRatio:B&&B.imagePreserveAspectRatio||"xMidYMid slice",contentVisibility:B&&B.contentVisibility||"visible",className:B&&B.className||"",id:B&&B.id||""},this.renderConfig.dpr=B&&B.dpr||1,this.animationItem.wrapper&&(this.renderConfig.dpr=B&&B.dpr||window.devicePixelRatio||1),this.renderedFrame=-1,this.globalData={frameNum:-1,_mdf:!1,renderConfig:this.renderConfig,currentGlobalAlpha:-1},this.contextData=new CVContextData,this.elements=[],this.pendingElements=[],this.transformMat=new Matrix,this.completeLayers=!1,this.rendererType="canvas"}extendPrototype([CanvasRendererBase],CanvasRenderer),CanvasRenderer.prototype.createComp=function(F){return new CVCompElement(F,this.globalData,this)};function HBaseElement(){}HBaseElement.prototype={checkBlendMode:function(){},initRendererElement:function(){this.baseElement=createTag(this.data.tg||"div"),this.data.hasMask?(this.svgElement=createNS("svg"),this.layerElement=createNS("g"),this.maskedElement=this.layerElement,this.svgElement.appendChild(this.layerElement),this.baseElement.appendChild(this.svgElement)):this.layerElement=this.baseElement,styleDiv(this.baseElement)},createContainerElements:function(){this.renderableEffectsManager=new CVEffects,this.transformedElement=this.baseElement,this.maskedElement=this.layerElement,this.data.ln&&this.layerElement.setAttribute("id",this.data.ln),this.data.cl&&this.layerElement.setAttribute("class",this.data.cl),this.data.bm!==0&&this.setBlendMode()},renderElement:function(){var B=this.transformedElement?this.transformedElement.style:{};if(this.finalTransform._matMdf){var D=this.finalTransform.mat.toCSS();B.transform=D,B.webkitTransform=D}this.finalTransform._opMdf&&(B.opacity=this.finalTransform.mProp.o.v)},renderFrame:function(){this.data.hd||this.hidden||(this.renderTransform(),this.renderRenderable(),this.renderElement(),this.renderInnerContent(),this._isFirstFrame&&(this._isFirstFrame=!1))},destroy:function(){this.layerElement=null,this.transformedElement=null,this.matteElement&&(this.matteElement=null),this.maskManager&&(this.maskManager.destroy(),this.maskManager=null)},createRenderableComponents:function(){this.maskManager=new MaskElement(this.data,this,this.globalData)},addEffects:function(){},setMatte:function(){}},HBaseElement.prototype.getBaseElement=SVGBaseElement.prototype.getBaseElement,HBaseElement.prototype.destroyBaseElement=HBaseElement.prototype.destroy,HBaseElement.prototype.buildElementParenting=BaseRenderer.prototype.buildElementParenting;function HSolidElement(F,B,D){this.initElement(F,B,D)}extendPrototype([BaseElement,TransformElement,HBaseElement,HierarchyElement,FrameElement,RenderableDOMElement],HSolidElement),HSolidElement.prototype.createContent=function(){var F;this.data.hasMask?(F=createNS("rect"),F.setAttribute("width",this.data.sw),F.setAttribute("height",this.data.sh),F.setAttribute("fill",this.data.sc),this.svgElement.setAttribute("width",this.data.sw),this.svgElement.setAttribute("height",this.data.sh)):(F=createTag("div"),F.style.width=this.data.sw+"px",F.style.height=this.data.sh+"px",F.style.backgroundColor=this.data.sc),this.layerElement.appendChild(F)};function HShapeElement(F,B,D){this.shapes=[],this.shapesData=F.shapes,this.stylesList=[],this.shapeModifiers=[],this.itemsData=[],this.processedElements=[],this.animatedContents=[],this.shapesContainer=createNS("g"),this.initElement(F,B,D),this.prevViewData=[],this.currentBBox={x:999999,y:-999999,h:0,w:0}}extendPrototype([BaseElement,TransformElement,HSolidElement,SVGShapeElement,HBaseElement,HierarchyElement,FrameElement,RenderableElement],HShapeElement),HShapeElement.prototype._renderShapeFrame=HShapeElement.prototype.renderInnerContent,HShapeElement.prototype.createContent=function(){var F;if(this.baseElement.style.fontSize=0,this.data.hasMask)this.layerElement.appendChild(this.shapesContainer),F=this.svgElement;else{F=createNS("svg");var B=this.comp.data?this.comp.data:this.globalData.compSize;F.setAttribute("width",B.w),F.setAttribute("height",B.h),F.appendChild(this.shapesContainer),this.layerElement.appendChild(F)}this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.shapesContainer,0,[],!0),this.filterUniqueShapes(),this.shapeCont=F},HShapeElement.prototype.getTransformedPoint=function(F,B){var D,R=F.length;for(D=0;D<R;D+=1)B=F[D].mProps.v.applyToPointArray(B[0],B[1],0);return B},HShapeElement.prototype.calculateShapeBoundingBox=function(F,B){var D=F.sh.v,R=F.transformers,G,W=D._length,q,Z,Y,U;if(!(W<=1)){for(G=0;G<W-1;G+=1)q=this.getTransformedPoint(R,D.v[G]),Z=this.getTransformedPoint(R,D.o[G]),Y=this.getTransformedPoint(R,D.i[G+1]),U=this.getTransformedPoint(R,D.v[G+1]),this.checkBounds(q,Z,Y,U,B);D.c&&(q=this.getTransformedPoint(R,D.v[G]),Z=this.getTransformedPoint(R,D.o[G]),Y=this.getTransformedPoint(R,D.i[0]),U=this.getTransformedPoint(R,D.v[0]),this.checkBounds(q,Z,Y,U,B))}},HShapeElement.prototype.checkBounds=function(F,B,D,R,G){this.getBoundsOfCurve(F,B,D,R);var W=this.shapeBoundingBox;G.x=bmMin(W.left,G.x),G.xMax=bmMax(W.right,G.xMax),G.y=bmMin(W.top,G.y),G.yMax=bmMax(W.bottom,G.yMax)},HShapeElement.prototype.shapeBoundingBox={left:0,right:0,top:0,bottom:0},HShapeElement.prototype.tempBoundingBox={x:0,xMax:0,y:0,yMax:0,width:0,height:0},HShapeElement.prototype.getBoundsOfCurve=function(F,B,D,R){for(var G=[[F[0],R[0]],[F[1],R[1]]],W,q,Z,Y,U,J,K,Q=0;Q<2;++Q)q=6*F[Q]-12*B[Q]+6*D[Q],W=-3*F[Q]+9*B[Q]-9*D[Q]+3*R[Q],Z=3*B[Q]-3*F[Q],q|=0,W|=0,Z|=0,W===0&&q===0||(W===0?(Y=-Z/q,Y>0&&Y<1&&G[Q].push(this.calculateF(Y,F,B,D,R,Q))):(U=q*q-4*Z*W,U>=0&&(J=(-q+bmSqrt(U))/(2*W),J>0&&J<1&&G[Q].push(this.calculateF(J,F,B,D,R,Q)),K=(-q-bmSqrt(U))/(2*W),K>0&&K<1&&G[Q].push(this.calculateF(K,F,B,D,R,Q)))));this.shapeBoundingBox.left=bmMin.apply(null,G[0]),this.shapeBoundingBox.top=bmMin.apply(null,G[1]),this.shapeBoundingBox.right=bmMax.apply(null,G[0]),this.shapeBoundingBox.bottom=bmMax.apply(null,G[1])},HShapeElement.prototype.calculateF=function(F,B,D,R,G,W){return bmPow(1-F,3)*B[W]+3*bmPow(1-F,2)*F*D[W]+3*(1-F)*bmPow(F,2)*R[W]+bmPow(F,3)*G[W]},HShapeElement.prototype.calculateBoundingBox=function(F,B){var D,R=F.length;for(D=0;D<R;D+=1)F[D]&&F[D].sh?this.calculateShapeBoundingBox(F[D],B):F[D]&&F[D].it?this.calculateBoundingBox(F[D].it,B):F[D]&&F[D].style&&F[D].w&&this.expandStrokeBoundingBox(F[D].w,B)},HShapeElement.prototype.expandStrokeBoundingBox=function(F,B){var D=0;if(F.keyframes){for(var R=0;R<F.keyframes.length;R+=1){var G=F.keyframes[R].s;G>D&&(D=G)}D*=F.mult}else D=F.v*F.mult;B.x-=D,B.xMax+=D,B.y-=D,B.yMax+=D},HShapeElement.prototype.currentBoxContains=function(F){return this.currentBBox.x<=F.x&&this.currentBBox.y<=F.y&&this.currentBBox.width+this.currentBBox.x>=F.x+F.width&&this.currentBBox.height+this.currentBBox.y>=F.y+F.height},HShapeElement.prototype.renderInnerContent=function(){if(this._renderShapeFrame(),!this.hidden&&(this._isFirstFrame||this._mdf)){var F=this.tempBoundingBox,B=999999;if(F.x=B,F.xMax=-B,F.y=B,F.yMax=-B,this.calculateBoundingBox(this.itemsData,F),F.width=F.xMax<F.x?0:F.xMax-F.x,F.height=F.yMax<F.y?0:F.yMax-F.y,this.currentBoxContains(F))return;var D=!1;if(this.currentBBox.w!==F.width&&(this.currentBBox.w=F.width,this.shapeCont.setAttribute("width",F.width),D=!0),this.currentBBox.h!==F.height&&(this.currentBBox.h=F.height,this.shapeCont.setAttribute("height",F.height),D=!0),D||this.currentBBox.x!==F.x||this.currentBBox.y!==F.y){this.currentBBox.w=F.width,this.currentBBox.h=F.height,this.currentBBox.x=F.x,this.currentBBox.y=F.y,this.shapeCont.setAttribute("viewBox",this.currentBBox.x+" "+this.currentBBox.y+" "+this.currentBBox.w+" "+this.currentBBox.h);var R=this.shapeCont.style,G="translate("+this.currentBBox.x+"px,"+this.currentBBox.y+"px)";R.transform=G,R.webkitTransform=G}}};function HTextElement(F,B,D){this.textSpans=[],this.textPaths=[],this.currentBBox={x:999999,y:-999999,h:0,w:0},this.renderType="svg",this.isMasked=!1,this.initElement(F,B,D)}extendPrototype([BaseElement,TransformElement,HBaseElement,HierarchyElement,FrameElement,RenderableDOMElement,ITextElement],HTextElement),HTextElement.prototype.createContent=function(){if(this.isMasked=this.checkMasks(),this.isMasked){this.renderType="svg",this.compW=this.comp.data.w,this.compH=this.comp.data.h,this.svgElement.setAttribute("width",this.compW),this.svgElement.setAttribute("height",this.compH);var F=createNS("g");this.maskedElement.appendChild(F),this.innerElem=F}else this.renderType="html",this.innerElem=this.layerElement;this.checkParenting()},HTextElement.prototype.buildNewText=function(){var F=this.textProperty.currentData;this.renderedLetters=createSizedArray(F.l?F.l.length:0);var B=this.innerElem.style,D=F.fc?this.buildColor(F.fc):"rgba(0,0,0,0)";B.fill=D,B.color=D,F.sc&&(B.stroke=this.buildColor(F.sc),B.strokeWidth=F.sw+"px");var R=this.globalData.fontManager.getFontByName(F.f);if(!this.globalData.fontManager.chars)if(B.fontSize=F.finalSize+"px",B.lineHeight=F.finalSize+"px",R.fClass)this.innerElem.className=R.fClass;else{B.fontFamily=R.fFamily;var G=F.fWeight,W=F.fStyle;B.fontStyle=W,B.fontWeight=G}var q,Z,Y=F.l;Z=Y.length;var U,J,K,Q=this.mHelper,te,re="",se=0;for(q=0;q<Z;q+=1){if(this.globalData.fontManager.chars?(this.textPaths[se]?U=this.textPaths[se]:(U=createNS("path"),U.setAttribute("stroke-linecap",lineCapEnum[1]),U.setAttribute("stroke-linejoin",lineJoinEnum[2]),U.setAttribute("stroke-miterlimit","4")),this.isMasked||(this.textSpans[se]?(J=this.textSpans[se],K=J.children[0]):(J=createTag("div"),J.style.lineHeight=0,K=createNS("svg"),K.appendChild(U),styleDiv(J)))):this.isMasked?U=this.textPaths[se]?this.textPaths[se]:createNS("text"):this.textSpans[se]?(J=this.textSpans[se],U=this.textPaths[se]):(J=createTag("span"),styleDiv(J),U=createTag("span"),styleDiv(U),J.appendChild(U)),this.globalData.fontManager.chars){var ie=this.globalData.fontManager.getCharData(F.finalText[q],R.fStyle,this.globalData.fontManager.getFontByName(F.f).fFamily),ae;if(ie?ae=ie.data:ae=null,Q.reset(),ae&&ae.shapes&&ae.shapes.length&&(te=ae.shapes[0].it,Q.scale(F.finalSize/100,F.finalSize/100),re=this.createPathShape(Q,te),U.setAttribute("d",re)),this.isMasked)this.innerElem.appendChild(U);else{if(this.innerElem.appendChild(J),ae&&ae.shapes){document.body.appendChild(K);var le=K.getBBox();K.setAttribute("width",le.width+2),K.setAttribute("height",le.height+2),K.setAttribute("viewBox",le.x-1+" "+(le.y-1)+" "+(le.width+2)+" "+(le.height+2));var ue=K.style,ce="translate("+(le.x-1)+"px,"+(le.y-1)+"px)";ue.transform=ce,ue.webkitTransform=ce,Y[q].yOffset=le.y-1}else K.setAttribute("width",1),K.setAttribute("height",1);J.appendChild(K)}}else if(U.textContent=Y[q].val,U.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve"),this.isMasked)this.innerElem.appendChild(U);else{this.innerElem.appendChild(J);var de=U.style,ve="translate3d(0,"+-F.finalSize/1.2+"px,0)";de.transform=ve,de.webkitTransform=ve}this.isMasked?this.textSpans[se]=U:this.textSpans[se]=J,this.textSpans[se].style.display="block",this.textPaths[se]=U,se+=1}for(;se<this.textSpans.length;)this.textSpans[se].style.display="none",se+=1},HTextElement.prototype.renderInnerContent=function(){var F;if(this.data.singleShape){if(!this._isFirstFrame&&!this.lettersChangedFlag)return;if(this.isMasked&&this.finalTransform._matMdf){this.svgElement.setAttribute("viewBox",-this.finalTransform.mProp.p.v[0]+" "+-this.finalTransform.mProp.p.v[1]+" "+this.compW+" "+this.compH),F=this.svgElement.style;var B="translate("+-this.finalTransform.mProp.p.v[0]+"px,"+-this.finalTransform.mProp.p.v[1]+"px)";F.transform=B,F.webkitTransform=B}}if(this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag),!(!this.lettersChangedFlag&&!this.textAnimator.lettersChangedFlag)){var D,R,G=0,W=this.textAnimator.renderedLetters,q=this.textProperty.currentData.l;R=q.length;var Z,Y,U;for(D=0;D<R;D+=1)q[D].n?G+=1:(Y=this.textSpans[D],U=this.textPaths[D],Z=W[G],G+=1,Z._mdf.m&&(this.isMasked?Y.setAttribute("transform",Z.m):(Y.style.webkitTransform=Z.m,Y.style.transform=Z.m)),Y.style.opacity=Z.o,Z.sw&&Z._mdf.sw&&U.setAttribute("stroke-width",Z.sw),Z.sc&&Z._mdf.sc&&U.setAttribute("stroke",Z.sc),Z.fc&&Z._mdf.fc&&(U.setAttribute("fill",Z.fc),U.style.color=Z.fc));if(this.innerElem.getBBox&&!this.hidden&&(this._isFirstFrame||this._mdf)){var J=this.innerElem.getBBox();this.currentBBox.w!==J.width&&(this.currentBBox.w=J.width,this.svgElement.setAttribute("width",J.width)),this.currentBBox.h!==J.height&&(this.currentBBox.h=J.height,this.svgElement.setAttribute("height",J.height));var K=1;if(this.currentBBox.w!==J.width+K*2||this.currentBBox.h!==J.height+K*2||this.currentBBox.x!==J.x-K||this.currentBBox.y!==J.y-K){this.currentBBox.w=J.width+K*2,this.currentBBox.h=J.height+K*2,this.currentBBox.x=J.x-K,this.currentBBox.y=J.y-K,this.svgElement.setAttribute("viewBox",this.currentBBox.x+" "+this.currentBBox.y+" "+this.currentBBox.w+" "+this.currentBBox.h),F=this.svgElement.style;var Q="translate("+this.currentBBox.x+"px,"+this.currentBBox.y+"px)";F.transform=Q,F.webkitTransform=Q}}}};function HCameraElement(F,B,D){this.initFrame(),this.initBaseData(F,B,D),this.initHierarchy();var R=PropertyFactory.getProp;if(this.pe=R(this,F.pe,0,0,this),F.ks.p.s?(this.px=R(this,F.ks.p.x,1,0,this),this.py=R(this,F.ks.p.y,1,0,this),this.pz=R(this,F.ks.p.z,1,0,this)):this.p=R(this,F.ks.p,1,0,this),F.ks.a&&(this.a=R(this,F.ks.a,1,0,this)),F.ks.or.k.length&&F.ks.or.k[0].to){var G,W=F.ks.or.k.length;for(G=0;G<W;G+=1)F.ks.or.k[G].to=null,F.ks.or.k[G].ti=null}this.or=R(this,F.ks.or,1,degToRads,this),this.or.sh=!0,this.rx=R(this,F.ks.rx,0,degToRads,this),this.ry=R(this,F.ks.ry,0,degToRads,this),this.rz=R(this,F.ks.rz,0,degToRads,this),this.mat=new Matrix,this._prevMat=new Matrix,this._isFirstFrame=!0,this.finalTransform={mProp:this}}extendPrototype([BaseElement,FrameElement,HierarchyElement],HCameraElement),HCameraElement.prototype.setup=function(){var F,B=this.comp.threeDElements.length,D,R,G;for(F=0;F<B;F+=1)if(D=this.comp.threeDElements[F],D.type==="3d"){R=D.perspectiveElem.style,G=D.container.style;var W=this.pe.v+"px",q="0px 0px 0px",Z="matrix3d(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1)";R.perspective=W,R.webkitPerspective=W,G.transformOrigin=q,G.mozTransformOrigin=q,G.webkitTransformOrigin=q,R.transform=Z,R.webkitTransform=Z}},HCameraElement.prototype.createElements=function(){},HCameraElement.prototype.hide=function(){},HCameraElement.prototype.renderFrame=function(){var F=this._isFirstFrame,B,D;if(this.hierarchy)for(D=this.hierarchy.length,B=0;B<D;B+=1)F=this.hierarchy[B].finalTransform.mProp._mdf||F;if(F||this.pe._mdf||this.p&&this.p._mdf||this.px&&(this.px._mdf||this.py._mdf||this.pz._mdf)||this.rx._mdf||this.ry._mdf||this.rz._mdf||this.or._mdf||this.a&&this.a._mdf){if(this.mat.reset(),this.hierarchy)for(D=this.hierarchy.length-1,B=D;B>=0;B-=1){var R=this.hierarchy[B].finalTransform.mProp;this.mat.translate(-R.p.v[0],-R.p.v[1],R.p.v[2]),this.mat.rotateX(-R.or.v[0]).rotateY(-R.or.v[1]).rotateZ(R.or.v[2]),this.mat.rotateX(-R.rx.v).rotateY(-R.ry.v).rotateZ(R.rz.v),this.mat.scale(1/R.s.v[0],1/R.s.v[1],1/R.s.v[2]),this.mat.translate(R.a.v[0],R.a.v[1],R.a.v[2])}if(this.p?this.mat.translate(-this.p.v[0],-this.p.v[1],this.p.v[2]):this.mat.translate(-this.px.v,-this.py.v,this.pz.v),this.a){var G;this.p?G=[this.p.v[0]-this.a.v[0],this.p.v[1]-this.a.v[1],this.p.v[2]-this.a.v[2]]:G=[this.px.v-this.a.v[0],this.py.v-this.a.v[1],this.pz.v-this.a.v[2]];var W=Math.sqrt(Math.pow(G[0],2)+Math.pow(G[1],2)+Math.pow(G[2],2)),q=[G[0]/W,G[1]/W,G[2]/W],Z=Math.sqrt(q[2]*q[2]+q[0]*q[0]),Y=Math.atan2(q[1],Z),U=Math.atan2(q[0],-q[2]);this.mat.rotateY(U).rotateX(-Y)}this.mat.rotateX(-this.rx.v).rotateY(-this.ry.v).rotateZ(this.rz.v),this.mat.rotateX(-this.or.v[0]).rotateY(-this.or.v[1]).rotateZ(this.or.v[2]),this.mat.translate(this.globalData.compSize.w/2,this.globalData.compSize.h/2,0),this.mat.translate(0,0,this.pe.v);var J=!this._prevMat.equals(this.mat);if((J||this.pe._mdf)&&this.comp.threeDElements){D=this.comp.threeDElements.length;var K,Q,te;for(B=0;B<D;B+=1)if(K=this.comp.threeDElements[B],K.type==="3d"){if(J){var re=this.mat.toCSS();te=K.container.style,te.transform=re,te.webkitTransform=re}this.pe._mdf&&(Q=K.perspectiveElem.style,Q.perspective=this.pe.v+"px",Q.webkitPerspective=this.pe.v+"px")}this.mat.clone(this._prevMat)}}this._isFirstFrame=!1},HCameraElement.prototype.prepareFrame=function(F){this.prepareProperties(F,!0)},HCameraElement.prototype.destroy=function(){},HCameraElement.prototype.getBaseElement=function(){return null};function HImageElement(F,B,D){this.assetData=B.getAssetData(F.refId),this.initElement(F,B,D)}extendPrototype([BaseElement,TransformElement,HBaseElement,HSolidElement,HierarchyElement,FrameElement,RenderableElement],HImageElement),HImageElement.prototype.createContent=function(){var F=this.globalData.getAssetsPath(this.assetData),B=new Image;this.data.hasMask?(this.imageElem=createNS("image"),this.imageElem.setAttribute("width",this.assetData.w+"px"),this.imageElem.setAttribute("height",this.assetData.h+"px"),this.imageElem.setAttributeNS("http://www.w3.org/1999/xlink","href",F),this.layerElement.appendChild(this.imageElem),this.baseElement.setAttribute("width",this.assetData.w),this.baseElement.setAttribute("height",this.assetData.h)):this.layerElement.appendChild(B),B.crossOrigin="anonymous",B.src=F,this.data.ln&&this.baseElement.setAttribute("id",this.data.ln)};function HybridRendererBase(F,B){this.animationItem=F,this.layers=null,this.renderedFrame=-1,this.renderConfig={className:B&&B.className||"",imagePreserveAspectRatio:B&&B.imagePreserveAspectRatio||"xMidYMid slice",hideOnTransparent:!(B&&B.hideOnTransparent===!1),filterSize:{width:B&&B.filterSize&&B.filterSize.width||"400%",height:B&&B.filterSize&&B.filterSize.height||"400%",x:B&&B.filterSize&&B.filterSize.x||"-100%",y:B&&B.filterSize&&B.filterSize.y||"-100%"}},this.globalData={_mdf:!1,frameNum:-1,renderConfig:this.renderConfig},this.pendingElements=[],this.elements=[],this.threeDElements=[],this.destroyed=!1,this.camera=null,this.supports3d=!0,this.rendererType="html"}extendPrototype([BaseRenderer],HybridRendererBase),HybridRendererBase.prototype.buildItem=SVGRenderer.prototype.buildItem,HybridRendererBase.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){var F=this.pendingElements.pop();F.checkParenting()}},HybridRendererBase.prototype.appendElementInPos=function(F,B){var D=F.getBaseElement();if(!!D){var R=this.layers[B];if(!R.ddd||!this.supports3d)if(this.threeDElements)this.addTo3dContainer(D,B);else{for(var G=0,W,q,Z;G<B;)this.elements[G]&&this.elements[G]!==!0&&this.elements[G].getBaseElement&&(q=this.elements[G],Z=this.layers[G].ddd?this.getThreeDContainerByPos(G):q.getBaseElement(),W=Z||W),G+=1;W?(!R.ddd||!this.supports3d)&&this.layerElement.insertBefore(D,W):(!R.ddd||!this.supports3d)&&this.layerElement.appendChild(D)}else this.addTo3dContainer(D,B)}},HybridRendererBase.prototype.createShape=function(F){return this.supports3d?new HShapeElement(F,this.globalData,this):new SVGShapeElement(F,this.globalData,this)},HybridRendererBase.prototype.createText=function(F){return this.supports3d?new HTextElement(F,this.globalData,this):new SVGTextLottieElement(F,this.globalData,this)},HybridRendererBase.prototype.createCamera=function(F){return this.camera=new HCameraElement(F,this.globalData,this),this.camera},HybridRendererBase.prototype.createImage=function(F){return this.supports3d?new HImageElement(F,this.globalData,this):new IImageElement(F,this.globalData,this)},HybridRendererBase.prototype.createSolid=function(F){return this.supports3d?new HSolidElement(F,this.globalData,this):new ISolidElement(F,this.globalData,this)},HybridRendererBase.prototype.createNull=SVGRenderer.prototype.createNull,HybridRendererBase.prototype.getThreeDContainerByPos=function(F){for(var B=0,D=this.threeDElements.length;B<D;){if(this.threeDElements[B].startPos<=F&&this.threeDElements[B].endPos>=F)return this.threeDElements[B].perspectiveElem;B+=1}return null},HybridRendererBase.prototype.createThreeDContainer=function(F,B){var D=createTag("div"),R,G;styleDiv(D);var W=createTag("div");if(styleDiv(W),B==="3d"){R=D.style,R.width=this.globalData.compSize.w+"px",R.height=this.globalData.compSize.h+"px";var q="50% 50%";R.webkitTransformOrigin=q,R.mozTransformOrigin=q,R.transformOrigin=q,G=W.style;var Z="matrix3d(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1)";G.transform=Z,G.webkitTransform=Z}D.appendChild(W);var Y={container:W,perspectiveElem:D,startPos:F,endPos:F,type:B};return this.threeDElements.push(Y),Y},HybridRendererBase.prototype.build3dContainers=function(){var F,B=this.layers.length,D,R="";for(F=0;F<B;F+=1)this.layers[F].ddd&&this.layers[F].ty!==3?(R!=="3d"&&(R="3d",D=this.createThreeDContainer(F,"3d")),D.endPos=Math.max(D.endPos,F)):(R!=="2d"&&(R="2d",D=this.createThreeDContainer(F,"2d")),D.endPos=Math.max(D.endPos,F));for(B=this.threeDElements.length,F=B-1;F>=0;F-=1)this.resizerElem.appendChild(this.threeDElements[F].perspectiveElem)},HybridRendererBase.prototype.addTo3dContainer=function(F,B){for(var D=0,R=this.threeDElements.length;D<R;){if(B<=this.threeDElements[D].endPos){for(var G=this.threeDElements[D].startPos,W;G<B;)this.elements[G]&&this.elements[G].getBaseElement&&(W=this.elements[G].getBaseElement()),G+=1;W?this.threeDElements[D].container.insertBefore(F,W):this.threeDElements[D].container.appendChild(F);break}D+=1}},HybridRendererBase.prototype.configAnimation=function(F){var B=createTag("div"),D=this.animationItem.wrapper,R=B.style;R.width=F.w+"px",R.height=F.h+"px",this.resizerElem=B,styleDiv(B),R.transformStyle="flat",R.mozTransformStyle="flat",R.webkitTransformStyle="flat",this.renderConfig.className&&B.setAttribute("class",this.renderConfig.className),D.appendChild(B),R.overflow="hidden";var G=createNS("svg");G.setAttribute("width","1"),G.setAttribute("height","1"),styleDiv(G),this.resizerElem.appendChild(G);var W=createNS("defs");G.appendChild(W),this.data=F,this.setupGlobalData(F,G),this.globalData.defs=W,this.layers=F.layers,this.layerElement=this.resizerElem,this.build3dContainers(),this.updateContainerSize()},HybridRendererBase.prototype.destroy=function(){this.animationItem.wrapper&&(this.animationItem.wrapper.innerText=""),this.animationItem.container=null,this.globalData.defs=null;var F,B=this.layers?this.layers.length:0;for(F=0;F<B;F+=1)this.elements[F].destroy();this.elements.length=0,this.destroyed=!0,this.animationItem=null},HybridRendererBase.prototype.updateContainerSize=function(){var F=this.animationItem.wrapper.offsetWidth,B=this.animationItem.wrapper.offsetHeight,D=F/B,R=this.globalData.compSize.w/this.globalData.compSize.h,G,W,q,Z;R>D?(G=F/this.globalData.compSize.w,W=F/this.globalData.compSize.w,q=0,Z=(B-this.globalData.compSize.h*(F/this.globalData.compSize.w))/2):(G=B/this.globalData.compSize.h,W=B/this.globalData.compSize.h,q=(F-this.globalData.compSize.w*(B/this.globalData.compSize.h))/2,Z=0);var Y=this.resizerElem.style;Y.webkitTransform="matrix3d("+G+",0,0,0,0,"+W+",0,0,0,0,1,0,"+q+","+Z+",0,1)",Y.transform=Y.webkitTransform},HybridRendererBase.prototype.renderFrame=SVGRenderer.prototype.renderFrame,HybridRendererBase.prototype.hide=function(){this.resizerElem.style.display="none"},HybridRendererBase.prototype.show=function(){this.resizerElem.style.display="block"},HybridRendererBase.prototype.initItems=function(){if(this.buildAllItems(),this.camera)this.camera.setup();else{var F=this.globalData.compSize.w,B=this.globalData.compSize.h,D,R=this.threeDElements.length;for(D=0;D<R;D+=1){var G=this.threeDElements[D].perspectiveElem.style;G.webkitPerspective=Math.sqrt(Math.pow(F,2)+Math.pow(B,2))+"px",G.perspective=G.webkitPerspective}}},HybridRendererBase.prototype.searchExtraCompositions=function(F){var B,D=F.length,R=createTag("div");for(B=0;B<D;B+=1)if(F[B].xt){var G=this.createComp(F[B],R,this.globalData.comp,null);G.initExpressions(),this.globalData.projectInterface.registerComposition(G)}};function HCompElement(F,B,D){this.layers=F.layers,this.supports3d=!F.hasMask,this.completeLayers=!1,this.pendingElements=[],this.elements=this.layers?createSizedArray(this.layers.length):[],this.initElement(F,B,D),this.tm=F.tm?PropertyFactory.getProp(this,F.tm,0,B.frameRate,this):{_placeholder:!0}}extendPrototype([HybridRendererBase,ICompElement,HBaseElement],HCompElement),HCompElement.prototype._createBaseContainerElements=HCompElement.prototype.createContainerElements,HCompElement.prototype.createContainerElements=function(){this._createBaseContainerElements(),this.data.hasMask?(this.svgElement.setAttribute("width",this.data.w),this.svgElement.setAttribute("height",this.data.h),this.transformedElement=this.baseElement):this.transformedElement=this.layerElement},HCompElement.prototype.addTo3dContainer=function(F,B){for(var D=0,R;D<B;)this.elements[D]&&this.elements[D].getBaseElement&&(R=this.elements[D].getBaseElement()),D+=1;R?this.layerElement.insertBefore(F,R):this.layerElement.appendChild(F)},HCompElement.prototype.createComp=function(F){return this.supports3d?new HCompElement(F,this.globalData,this):new SVGCompElement(F,this.globalData,this)};function HybridRenderer(F,B){this.animationItem=F,this.layers=null,this.renderedFrame=-1,this.renderConfig={className:B&&B.className||"",imagePreserveAspectRatio:B&&B.imagePreserveAspectRatio||"xMidYMid slice",hideOnTransparent:!(B&&B.hideOnTransparent===!1),filterSize:{width:B&&B.filterSize&&B.filterSize.width||"400%",height:B&&B.filterSize&&B.filterSize.height||"400%",x:B&&B.filterSize&&B.filterSize.x||"-100%",y:B&&B.filterSize&&B.filterSize.y||"-100%"}},this.globalData={_mdf:!1,frameNum:-1,renderConfig:this.renderConfig},this.pendingElements=[],this.elements=[],this.threeDElements=[],this.destroyed=!1,this.camera=null,this.supports3d=!0,this.rendererType="html"}extendPrototype([HybridRendererBase],HybridRenderer),HybridRenderer.prototype.createComp=function(F){return this.supports3d?new HCompElement(F,this.globalData,this):new SVGCompElement(F,this.globalData,this)};var Expressions=function(){var F={};F.initExpressions=B;function B(D){var R=0,G=[];function W(){R+=1}function q(){R-=1,R===0&&Y()}function Z(U){G.indexOf(U)===-1&&G.push(U)}function Y(){var U,J=G.length;for(U=0;U<J;U+=1)G[U].release();G.length=0}D.renderer.compInterface=CompExpressionInterface(D.renderer),D.renderer.globalData.projectInterface.registerComposition(D.renderer),D.renderer.globalData.pushExpression=W,D.renderer.globalData.popExpression=q,D.renderer.globalData.registerExpressionProperty=Z}return F}();function _typeof$1(F){return typeof Symbol=="function"&&typeof Symbol.iterator=="symbol"?_typeof$1=function(D){return typeof D}:_typeof$1=function(D){return D&&typeof Symbol=="function"&&D.constructor===Symbol&&D!==Symbol.prototype?"symbol":typeof D},_typeof$1(F)}function seedRandom(F,B){var D=this,R=256,G=6,W=52,q="random",Z=B.pow(R,G),Y=B.pow(2,W),U=Y*2,J=R-1,K;function Q(ue,ce,de){var ve=[];ce=ce===!0?{entropy:!0}:ce||{};var he=ie(se(ce.entropy?[ue,le(F)]:ue===null?ae():ue,3),ve),me=new te(ve),be=function(){for(var Ae=me.g(G),Pe=Z,ze=0;Ae<Y;)Ae=(Ae+ze)*R,Pe*=R,ze=me.g(1);for(;Ae>=U;)Ae/=2,Pe/=2,ze>>>=1;return(Ae+ze)/Pe};return be.int32=function(){return me.g(4)|0},be.quick=function(){return me.g(4)/4294967296},be.double=be,ie(le(me.S),F),(ce.pass||de||function(xe,Ae,Pe,ze){return ze&&(ze.S&&re(ze,me),xe.state=function(){return re(me,{})}),Pe?(B[q]=xe,Ae):xe})(be,he,"global"in ce?ce.global:this==B,ce.state)}B["seed"+q]=Q;function te(ue){var ce,de=ue.length,ve=this,he=0,me=ve.i=ve.j=0,be=ve.S=[];for(de||(ue=[de++]);he<R;)be[he]=he++;for(he=0;he<R;he++)be[he]=be[me=J&me+ue[he%de]+(ce=be[he])],be[me]=ce;ve.g=function(xe){for(var Ae,Pe=0,ze=ve.i,ge=ve.j,Te=ve.S;xe--;)Ae=Te[ze=J&ze+1],Pe=Pe*R+Te[J&(Te[ze]=Te[ge=J&ge+Ae])+(Te[ge]=Ae)];return ve.i=ze,ve.j=ge,Pe}}function re(ue,ce){return ce.i=ue.i,ce.j=ue.j,ce.S=ue.S.slice(),ce}function se(ue,ce){var de=[],ve=_typeof$1(ue),he;if(ce&&ve=="object")for(he in ue)try{de.push(se(ue[he],ce-1))}catch{}return de.length?de:ve=="string"?ue:ue+"\0"}function ie(ue,ce){for(var de=ue+"",ve,he=0;he<de.length;)ce[J&he]=J&(ve^=ce[J&he]*19)+de.charCodeAt(he++);return le(ce)}function ae(){try{var ue=new Uint8Array(R);return(D.crypto||D.msCrypto).getRandomValues(ue),le(ue)}catch{var ce=D.navigator,de=ce&&ce.plugins;return[+new Date,D,de,D.screen,le(F)]}}function le(ue){return String.fromCharCode.apply(0,ue)}ie(B.random(),F)}function initialize$2(F){seedRandom([],F)}var propTypes={SHAPE:"shape"};function _typeof(F){return typeof Symbol=="function"&&typeof Symbol.iterator=="symbol"?_typeof=function(D){return typeof D}:_typeof=function(D){return D&&typeof Symbol=="function"&&D.constructor===Symbol&&D!==Symbol.prototype?"symbol":typeof D},_typeof(F)}var ExpressionManager=function(){var ob={},Math=BMMath,window=null,document=null,XMLHttpRequest=null,fetch=null,frames=null;initialize$2(BMMath);function $bm_isInstanceOfArray(F){return F.constructor===Array||F.constructor===Float32Array}function isNumerable(F,B){return F==="number"||F==="boolean"||F==="string"||B instanceof Number}function $bm_neg(F){var B=_typeof(F);if(B==="number"||B==="boolean"||F instanceof Number)return-F;if($bm_isInstanceOfArray(F)){var D,R=F.length,G=[];for(D=0;D<R;D+=1)G[D]=-F[D];return G}return F.propType?F.v:-F}var easeInBez=BezierFactory.getBezierEasing(.333,0,.833,.833,"easeIn").get,easeOutBez=BezierFactory.getBezierEasing(.167,.167,.667,1,"easeOut").get,easeInOutBez=BezierFactory.getBezierEasing(.33,0,.667,1,"easeInOut").get;function sum(F,B){var D=_typeof(F),R=_typeof(B);if(D==="string"||R==="string"||isNumerable(D,F)&&isNumerable(R,B))return F+B;if($bm_isInstanceOfArray(F)&&isNumerable(R,B))return F=F.slice(0),F[0]+=B,F;if(isNumerable(D,F)&&$bm_isInstanceOfArray(B))return B=B.slice(0),B[0]=F+B[0],B;if($bm_isInstanceOfArray(F)&&$bm_isInstanceOfArray(B)){for(var G=0,W=F.length,q=B.length,Z=[];G<W||G<q;)(typeof F[G]=="number"||F[G]instanceof Number)&&(typeof B[G]=="number"||B[G]instanceof Number)?Z[G]=F[G]+B[G]:Z[G]=B[G]===void 0?F[G]:F[G]||B[G],G+=1;return Z}return 0}var add=sum;function sub(F,B){var D=_typeof(F),R=_typeof(B);if(isNumerable(D,F)&&isNumerable(R,B))return D==="string"&&(F=parseInt(F,10)),R==="string"&&(B=parseInt(B,10)),F-B;if($bm_isInstanceOfArray(F)&&isNumerable(R,B))return F=F.slice(0),F[0]-=B,F;if(isNumerable(D,F)&&$bm_isInstanceOfArray(B))return B=B.slice(0),B[0]=F-B[0],B;if($bm_isInstanceOfArray(F)&&$bm_isInstanceOfArray(B)){for(var G=0,W=F.length,q=B.length,Z=[];G<W||G<q;)(typeof F[G]=="number"||F[G]instanceof Number)&&(typeof B[G]=="number"||B[G]instanceof Number)?Z[G]=F[G]-B[G]:Z[G]=B[G]===void 0?F[G]:F[G]||B[G],G+=1;return Z}return 0}function mul(F,B){var D=_typeof(F),R=_typeof(B),G;if(isNumerable(D,F)&&isNumerable(R,B))return F*B;var W,q;if($bm_isInstanceOfArray(F)&&isNumerable(R,B)){for(q=F.length,G=createTypedArray("float32",q),W=0;W<q;W+=1)G[W]=F[W]*B;return G}if(isNumerable(D,F)&&$bm_isInstanceOfArray(B)){for(q=B.length,G=createTypedArray("float32",q),W=0;W<q;W+=1)G[W]=F*B[W];return G}return 0}function div(F,B){var D=_typeof(F),R=_typeof(B),G;if(isNumerable(D,F)&&isNumerable(R,B))return F/B;var W,q;if($bm_isInstanceOfArray(F)&&isNumerable(R,B)){for(q=F.length,G=createTypedArray("float32",q),W=0;W<q;W+=1)G[W]=F[W]/B;return G}if(isNumerable(D,F)&&$bm_isInstanceOfArray(B)){for(q=B.length,G=createTypedArray("float32",q),W=0;W<q;W+=1)G[W]=F/B[W];return G}return 0}function mod(F,B){return typeof F=="string"&&(F=parseInt(F,10)),typeof B=="string"&&(B=parseInt(B,10)),F%B}var $bm_sum=sum,$bm_sub=sub,$bm_mul=mul,$bm_div=div,$bm_mod=mod;function clamp(F,B,D){if(B>D){var R=D;D=B,B=R}return Math.min(Math.max(F,B),D)}function radiansToDegrees(F){return F/degToRads}var radians_to_degrees=radiansToDegrees;function degreesToRadians(F){return F*degToRads}var degrees_to_radians=radiansToDegrees,helperLengthArray=[0,0,0,0,0,0];function length(F,B){if(typeof F=="number"||F instanceof Number)return B=B||0,Math.abs(F-B);B||(B=helperLengthArray);var D,R=Math.min(F.length,B.length),G=0;for(D=0;D<R;D+=1)G+=Math.pow(B[D]-F[D],2);return Math.sqrt(G)}function normalize(F){return div(F,length(F))}function rgbToHsl(F){var B=F[0],D=F[1],R=F[2],G=Math.max(B,D,R),W=Math.min(B,D,R),q,Z,Y=(G+W)/2;if(G===W)q=0,Z=0;else{var U=G-W;switch(Z=Y>.5?U/(2-G-W):U/(G+W),G){case B:q=(D-R)/U+(D<R?6:0);break;case D:q=(R-B)/U+2;break;case R:q=(B-D)/U+4;break}q/=6}return[q,Z,Y,F[3]]}function hue2rgb(F,B,D){return D<0&&(D+=1),D>1&&(D-=1),D<1/6?F+(B-F)*6*D:D<1/2?B:D<2/3?F+(B-F)*(2/3-D)*6:F}function hslToRgb(F){var B=F[0],D=F[1],R=F[2],G,W,q;if(D===0)G=R,q=R,W=R;else{var Z=R<.5?R*(1+D):R+D-R*D,Y=2*R-Z;G=hue2rgb(Y,Z,B+1/3),W=hue2rgb(Y,Z,B),q=hue2rgb(Y,Z,B-1/3)}return[G,W,q,F[3]]}function linear(F,B,D,R,G){if((R===void 0||G===void 0)&&(R=B,G=D,B=0,D=1),D<B){var W=D;D=B,B=W}if(F<=B)return R;if(F>=D)return G;var q=D===B?0:(F-B)/(D-B);if(!R.length)return R+(G-R)*q;var Z,Y=R.length,U=createTypedArray("float32",Y);for(Z=0;Z<Y;Z+=1)U[Z]=R[Z]+(G[Z]-R[Z])*q;return U}function random(F,B){if(B===void 0&&(F===void 0?(F=0,B=1):(B=F,F=void 0)),B.length){var D,R=B.length;F||(F=createTypedArray("float32",R));var G=createTypedArray("float32",R),W=BMMath.random();for(D=0;D<R;D+=1)G[D]=F[D]+W*(B[D]-F[D]);return G}F===void 0&&(F=0);var q=BMMath.random();return F+q*(B-F)}function createPath(F,B,D,R){var G,W=F.length,q=shapePool.newElement();q.setPathData(!!R,W);var Z=[0,0],Y,U;for(G=0;G<W;G+=1)Y=B&&B[G]?B[G]:Z,U=D&&D[G]?D[G]:Z,q.setTripleAt(F[G][0],F[G][1],U[0]+F[G][0],U[1]+F[G][1],Y[0]+F[G][0],Y[1]+F[G][1],G,!0);return q}function initiateExpression(elem,data,property){var val=data.x,needsVelocity=/velocity(?![\w\d])/.test(val),_needsRandom=val.indexOf("random")!==-1,elemType=elem.data.ty,transform,$bm_transform,content,effect,thisProperty=property;thisProperty.valueAtTime=thisProperty.getValueAtTime,Object.defineProperty(thisProperty,"value",{get:function(){return thisProperty.v}}),elem.comp.frameDuration=1/elem.comp.globalData.frameRate,elem.comp.displayStartTime=0;var inPoint=elem.data.ip/elem.comp.globalData.frameRate,outPoint=elem.data.op/elem.comp.globalData.frameRate,width=elem.data.sw?elem.data.sw:0,height=elem.data.sh?elem.data.sh:0,name=elem.data.nm,loopIn,loop_in,loopOut,loop_out,smooth,toWorld,fromWorld,fromComp,toComp,fromCompToSurface,position,rotation,anchorPoint,scale,thisLayer,thisComp,mask,valueAtTime,velocityAtTime,scoped_bm_rt,expression_function=eval("[function _expression_function(){"+val+";scoped_bm_rt=$bm_rt}]")[0],numKeys=property.kf?data.k.length:0,active=!this.data||this.data.hd!==!0,wiggle=function F(B,D){var R,G,W=this.pv.length?this.pv.length:1,q=createTypedArray("float32",W);B=5;var Z=Math.floor(time*B);for(R=0,G=0;R<Z;){for(G=0;G<W;G+=1)q[G]+=-D+D*2*BMMath.random();R+=1}var Y=time*B,U=Y-Math.floor(Y),J=createTypedArray("float32",W);if(W>1){for(G=0;G<W;G+=1)J[G]=this.pv[G]+q[G]+(-D+D*2*BMMath.random())*U;return J}return this.pv+q[0]+(-D+D*2*BMMath.random())*U}.bind(this);thisProperty.loopIn&&(loopIn=thisProperty.loopIn.bind(thisProperty),loop_in=loopIn),thisProperty.loopOut&&(loopOut=thisProperty.loopOut.bind(thisProperty),loop_out=loopOut),thisProperty.smooth&&(smooth=thisProperty.smooth.bind(thisProperty));function loopInDuration(F,B){return loopIn(F,B,!0)}function loopOutDuration(F,B){return loopOut(F,B,!0)}this.getValueAtTime&&(valueAtTime=this.getValueAtTime.bind(this)),this.getVelocityAtTime&&(velocityAtTime=this.getVelocityAtTime.bind(this));var comp=elem.comp.globalData.projectInterface.bind(elem.comp.globalData.projectInterface);function lookAt(F,B){var D=[B[0]-F[0],B[1]-F[1],B[2]-F[2]],R=Math.atan2(D[0],Math.sqrt(D[1]*D[1]+D[2]*D[2]))/degToRads,G=-Math.atan2(D[1],D[2])/degToRads;return[G,R,0]}function easeOut(F,B,D,R,G){return applyEase(easeOutBez,F,B,D,R,G)}function easeIn(F,B,D,R,G){return applyEase(easeInBez,F,B,D,R,G)}function ease(F,B,D,R,G){return applyEase(easeInOutBez,F,B,D,R,G)}function applyEase(F,B,D,R,G,W){G===void 0?(G=D,W=R):B=(B-D)/(R-D),B>1?B=1:B<0&&(B=0);var q=F(B);if($bm_isInstanceOfArray(G)){var Z,Y=G.length,U=createTypedArray("float32",Y);for(Z=0;Z<Y;Z+=1)U[Z]=(W[Z]-G[Z])*q+G[Z];return U}return(W-G)*q+G}function nearestKey(F){var B,D=data.k.length,R,G;if(!data.k.length||typeof data.k[0]=="number")R=0,G=0;else if(R=-1,F*=elem.comp.globalData.frameRate,F<data.k[0].t)R=1,G=data.k[0].t;else{for(B=0;B<D-1;B+=1)if(F===data.k[B].t){R=B+1,G=data.k[B].t;break}else if(F>data.k[B].t&&F<data.k[B+1].t){F-data.k[B].t>data.k[B+1].t-F?(R=B+2,G=data.k[B+1].t):(R=B+1,G=data.k[B].t);break}R===-1&&(R=B+1,G=data.k[B].t)}var W={};return W.index=R,W.time=G/elem.comp.globalData.frameRate,W}function key(F){var B,D,R;if(!data.k.length||typeof data.k[0]=="number")throw new Error("The property has no keyframe at index "+F);F-=1,B={time:data.k[F].t/elem.comp.globalData.frameRate,value:[]};var G=Object.prototype.hasOwnProperty.call(data.k[F],"s")?data.k[F].s:data.k[F-1].e;for(R=G.length,D=0;D<R;D+=1)B[D]=G[D],B.value[D]=G[D];return B}function framesToTime(F,B){return B||(B=elem.comp.globalData.frameRate),F/B}function timeToFrames(F,B){return!F&&F!==0&&(F=time),B||(B=elem.comp.globalData.frameRate),F*B}function seedRandom(F){BMMath.seedrandom(randSeed+F)}function sourceRectAtTime(){return elem.sourceRectAtTime()}function substring(F,B){return typeof value=="string"?B===void 0?value.substring(F):value.substring(F,B):""}function substr(F,B){return typeof value=="string"?B===void 0?value.substr(F):value.substr(F,B):""}function posterizeTime(F){time=F===0?0:Math.floor(time*F)/F,value=valueAtTime(time)}var time,velocity,value,text,textIndex,textTotal,selectorValue,index=elem.data.ind,hasParent=!!(elem.hierarchy&&elem.hierarchy.length),parent,randSeed=Math.floor(Math.random()*1e6),globalData=elem.globalData;function executeExpression(F){return value=F,this.frameExpressionId===elem.globalData.frameId&&this.propType!=="textSelector"?value:(this.propType==="textSelector"&&(textIndex=this.textIndex,textTotal=this.textTotal,selectorValue=this.selectorValue),thisLayer||(text=elem.layerInterface.text,thisLayer=elem.layerInterface,thisComp=elem.comp.compInterface,toWorld=thisLayer.toWorld.bind(thisLayer),fromWorld=thisLayer.fromWorld.bind(thisLayer),fromComp=thisLayer.fromComp.bind(thisLayer),toComp=thisLayer.toComp.bind(thisLayer),mask=thisLayer.mask?thisLayer.mask.bind(thisLayer):null,fromCompToSurface=fromComp),transform||(transform=elem.layerInterface("ADBE Transform Group"),$bm_transform=transform,transform&&(anchorPoint=transform.anchorPoint)),elemType===4&&!content&&(content=thisLayer("ADBE Root Vectors Group")),effect||(effect=thisLayer(4)),hasParent=!!(elem.hierarchy&&elem.hierarchy.length),hasParent&&!parent&&(parent=elem.hierarchy[0].layerInterface),time=this.comp.renderedFrame/this.comp.globalData.frameRate,_needsRandom&&seedRandom(randSeed+time),needsVelocity&&(velocity=velocityAtTime(time)),expression_function(),this.frameExpressionId=elem.globalData.frameId,scoped_bm_rt=scoped_bm_rt.propType===propTypes.SHAPE?scoped_bm_rt.v:scoped_bm_rt,scoped_bm_rt)}return executeExpression.__preventDeadCodeRemoval=[$bm_transform,anchorPoint,time,velocity,inPoint,outPoint,width,height,name,loop_in,loop_out,smooth,toComp,fromCompToSurface,toWorld,fromWorld,mask,position,rotation,scale,thisComp,numKeys,active,wiggle,loopInDuration,loopOutDuration,comp,lookAt,easeOut,easeIn,ease,nearestKey,key,text,textIndex,textTotal,selectorValue,framesToTime,timeToFrames,sourceRectAtTime,substring,substr,posterizeTime,index,globalData],executeExpression}return ob.initiateExpression=initiateExpression,ob.__preventDeadCodeRemoval=[window,document,XMLHttpRequest,fetch,frames,$bm_neg,add,$bm_sum,$bm_sub,$bm_mul,$bm_div,$bm_mod,clamp,radians_to_degrees,degreesToRadians,degrees_to_radians,normalize,rgbToHsl,hslToRgb,linear,random,createPath],ob}(),expressionHelpers=function(){function F(q,Z,Y){Z.x&&(Y.k=!0,Y.x=!0,Y.initiateExpression=ExpressionManager.initiateExpression,Y.effectsSequence.push(Y.initiateExpression(q,Z,Y).bind(Y)))}function B(q){return q*=this.elem.globalData.frameRate,q-=this.offsetTime,q!==this._cachingAtTime.lastFrame&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastFrame<q?this._cachingAtTime.lastIndex:0,this._cachingAtTime.value=this.interpolateValue(q,this._cachingAtTime),this._cachingAtTime.lastFrame=q),this._cachingAtTime.value}function D(q){var Z=-.01,Y=this.getValueAtTime(q),U=this.getValueAtTime(q+Z),J=0;if(Y.length){var K;for(K=0;K<Y.length;K+=1)J+=Math.pow(U[K]-Y[K],2);J=Math.sqrt(J)*100}else J=0;return J}function R(q){if(this.vel!==void 0)return this.vel;var Z=-.001,Y=this.getValueAtTime(q),U=this.getValueAtTime(q+Z),J;if(Y.length){J=createTypedArray("float32",Y.length);var K;for(K=0;K<Y.length;K+=1)J[K]=(U[K]-Y[K])/Z}else J=(U-Y)/Z;return J}function G(){return this.pv}function W(q){this.propertyGroup=q}return{searchExpressions:F,getSpeedAtTime:D,getVelocityAtTime:R,getValueAtTime:B,getStaticValueAtTime:G,setGroupProperty:W}}();function addPropertyDecorator(){function F(Q,te,re){if(!this.k||!this.keyframes)return this.pv;Q=Q?Q.toLowerCase():"";var se=this.comp.renderedFrame,ie=this.keyframes,ae=ie[ie.length-1].t;if(se<=ae)return this.pv;var le,ue;re?(te?le=Math.abs(ae-this.elem.comp.globalData.frameRate*te):le=Math.max(0,ae-this.elem.data.ip),ue=ae-le):((!te||te>ie.length-1)&&(te=ie.length-1),ue=ie[ie.length-1-te].t,le=ae-ue);var ce,de,ve;if(Q==="pingpong"){var he=Math.floor((se-ue)/le);if(he%2!==0)return this.getValueAtTime((le-(se-ue)%le+ue)/this.comp.globalData.frameRate,0)}else if(Q==="offset"){var me=this.getValueAtTime(ue/this.comp.globalData.frameRate,0),be=this.getValueAtTime(ae/this.comp.globalData.frameRate,0),xe=this.getValueAtTime(((se-ue)%le+ue)/this.comp.globalData.frameRate,0),Ae=Math.floor((se-ue)/le);if(this.pv.length){for(ve=new Array(me.length),de=ve.length,ce=0;ce<de;ce+=1)ve[ce]=(be[ce]-me[ce])*Ae+xe[ce];return ve}return(be-me)*Ae+xe}else if(Q==="continue"){var Pe=this.getValueAtTime(ae/this.comp.globalData.frameRate,0),ze=this.getValueAtTime((ae-.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(ve=new Array(Pe.length),de=ve.length,ce=0;ce<de;ce+=1)ve[ce]=Pe[ce]+(Pe[ce]-ze[ce])*((se-ae)/this.comp.globalData.frameRate)/5e-4;return ve}return Pe+(Pe-ze)*((se-ae)/.001)}return this.getValueAtTime(((se-ue)%le+ue)/this.comp.globalData.frameRate,0)}function B(Q,te,re){if(!this.k)return this.pv;Q=Q?Q.toLowerCase():"";var se=this.comp.renderedFrame,ie=this.keyframes,ae=ie[0].t;if(se>=ae)return this.pv;var le,ue;re?(te?le=Math.abs(this.elem.comp.globalData.frameRate*te):le=Math.max(0,this.elem.data.op-ae),ue=ae+le):((!te||te>ie.length-1)&&(te=ie.length-1),ue=ie[te].t,le=ue-ae);var ce,de,ve;if(Q==="pingpong"){var he=Math.floor((ae-se)/le);if(he%2===0)return this.getValueAtTime(((ae-se)%le+ae)/this.comp.globalData.frameRate,0)}else if(Q==="offset"){var me=this.getValueAtTime(ae/this.comp.globalData.frameRate,0),be=this.getValueAtTime(ue/this.comp.globalData.frameRate,0),xe=this.getValueAtTime((le-(ae-se)%le+ae)/this.comp.globalData.frameRate,0),Ae=Math.floor((ae-se)/le)+1;if(this.pv.length){for(ve=new Array(me.length),de=ve.length,ce=0;ce<de;ce+=1)ve[ce]=xe[ce]-(be[ce]-me[ce])*Ae;return ve}return xe-(be-me)*Ae}else if(Q==="continue"){var Pe=this.getValueAtTime(ae/this.comp.globalData.frameRate,0),ze=this.getValueAtTime((ae+.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(ve=new Array(Pe.length),de=ve.length,ce=0;ce<de;ce+=1)ve[ce]=Pe[ce]+(Pe[ce]-ze[ce])*(ae-se)/.001;return ve}return Pe+(Pe-ze)*(ae-se)/.001}return this.getValueAtTime((le-((ae-se)%le+ae))/this.comp.globalData.frameRate,0)}function D(Q,te){if(!this.k)return this.pv;if(Q=(Q||.4)*.5,te=Math.floor(te||5),te<=1)return this.pv;var re=this.comp.renderedFrame/this.comp.globalData.frameRate,se=re-Q,ie=re+Q,ae=te>1?(ie-se)/(te-1):1,le=0,ue=0,ce;this.pv.length?ce=createTypedArray("float32",this.pv.length):ce=0;for(var de;le<te;){if(de=this.getValueAtTime(se+le*ae),this.pv.length)for(ue=0;ue<this.pv.length;ue+=1)ce[ue]+=de[ue];else ce+=de;le+=1}if(this.pv.length)for(ue=0;ue<this.pv.length;ue+=1)ce[ue]/=te;else ce/=te;return ce}function R(Q){this._transformCachingAtTime||(this._transformCachingAtTime={v:new Matrix});var te=this._transformCachingAtTime.v;if(te.cloneFromProps(this.pre.props),this.appliedTransformations<1){var re=this.a.getValueAtTime(Q);te.translate(-re[0]*this.a.mult,-re[1]*this.a.mult,re[2]*this.a.mult)}if(this.appliedTransformations<2){var se=this.s.getValueAtTime(Q);te.scale(se[0]*this.s.mult,se[1]*this.s.mult,se[2]*this.s.mult)}if(this.sk&&this.appliedTransformations<3){var ie=this.sk.getValueAtTime(Q),ae=this.sa.getValueAtTime(Q);te.skewFromAxis(-ie*this.sk.mult,ae*this.sa.mult)}if(this.r&&this.appliedTransformations<4){var le=this.r.getValueAtTime(Q);te.rotate(-le*this.r.mult)}else if(!this.r&&this.appliedTransformations<4){var ue=this.rz.getValueAtTime(Q),ce=this.ry.getValueAtTime(Q),de=this.rx.getValueAtTime(Q),ve=this.or.getValueAtTime(Q);te.rotateZ(-ue*this.rz.mult).rotateY(ce*this.ry.mult).rotateX(de*this.rx.mult).rotateZ(-ve[2]*this.or.mult).rotateY(ve[1]*this.or.mult).rotateX(ve[0]*this.or.mult)}if(this.data.p&&this.data.p.s){var he=this.px.getValueAtTime(Q),me=this.py.getValueAtTime(Q);if(this.data.p.z){var be=this.pz.getValueAtTime(Q);te.translate(he*this.px.mult,me*this.py.mult,-be*this.pz.mult)}else te.translate(he*this.px.mult,me*this.py.mult,0)}else{var xe=this.p.getValueAtTime(Q);te.translate(xe[0]*this.p.mult,xe[1]*this.p.mult,-xe[2]*this.p.mult)}return te}function G(){return this.v.clone(new Matrix)}var W=TransformPropertyFactory.getTransformProperty;TransformPropertyFactory.getTransformProperty=function(Q,te,re){var se=W(Q,te,re);return se.dynamicProperties.length?se.getValueAtTime=R.bind(se):se.getValueAtTime=G.bind(se),se.setGroupProperty=expressionHelpers.setGroupProperty,se};var q=PropertyFactory.getProp;PropertyFactory.getProp=function(Q,te,re,se,ie){var ae=q(Q,te,re,se,ie);ae.kf?ae.getValueAtTime=expressionHelpers.getValueAtTime.bind(ae):ae.getValueAtTime=expressionHelpers.getStaticValueAtTime.bind(ae),ae.setGroupProperty=expressionHelpers.setGroupProperty,ae.loopOut=F,ae.loopIn=B,ae.smooth=D,ae.getVelocityAtTime=expressionHelpers.getVelocityAtTime.bind(ae),ae.getSpeedAtTime=expressionHelpers.getSpeedAtTime.bind(ae),ae.numKeys=te.a===1?te.k.length:0,ae.propertyIndex=te.ix;var le=0;return re!==0&&(le=createTypedArray("float32",te.a===1?te.k[0].s.length:te.k.length)),ae._cachingAtTime={lastFrame:initialDefaultFrame,lastIndex:0,value:le},expressionHelpers.searchExpressions(Q,te,ae),ae.k&&ie.addDynamicProperty(ae),ae};function Z(Q){return this._cachingAtTime||(this._cachingAtTime={shapeValue:shapePool.clone(this.pv),lastIndex:0,lastTime:initialDefaultFrame}),Q*=this.elem.globalData.frameRate,Q-=this.offsetTime,Q!==this._cachingAtTime.lastTime&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastTime<Q?this._caching.lastIndex:0,this._cachingAtTime.lastTime=Q,this.interpolateShape(Q,this._cachingAtTime.shapeValue,this._cachingAtTime)),this._cachingAtTime.shapeValue}var Y=ShapePropertyFactory.getConstructorFunction(),U=ShapePropertyFactory.getKeyframedConstructorFunction();function J(){}J.prototype={vertices:function(te,re){this.k&&this.getValue();var se=this.v;re!==void 0&&(se=this.getValueAtTime(re,0));var ie,ae=se._length,le=se[te],ue=se.v,ce=createSizedArray(ae);for(ie=0;ie<ae;ie+=1)te==="i"||te==="o"?ce[ie]=[le[ie][0]-ue[ie][0],le[ie][1]-ue[ie][1]]:ce[ie]=[le[ie][0],le[ie][1]];return ce},points:function(te){return this.vertices("v",te)},inTangents:function(te){return this.vertices("i",te)},outTangents:function(te){return this.vertices("o",te)},isClosed:function(){return this.v.c},pointOnPath:function(te,re){var se=this.v;re!==void 0&&(se=this.getValueAtTime(re,0)),this._segmentsLength||(this._segmentsLength=bez.getSegmentsLength(se));for(var ie=this._segmentsLength,ae=ie.lengths,le=ie.totalLength*te,ue=0,ce=ae.length,de=0,ve;ue<ce;){if(de+ae[ue].addedLength>le){var he=ue,me=se.c&&ue===ce-1?0:ue+1,be=(le-de)/ae[ue].addedLength;ve=bez.getPointInSegment(se.v[he],se.v[me],se.o[he],se.i[me],be,ae[ue]);break}else de+=ae[ue].addedLength;ue+=1}return ve||(ve=se.c?[se.v[0][0],se.v[0][1]]:[se.v[se._length-1][0],se.v[se._length-1][1]]),ve},vectorOnPath:function(te,re,se){te==1?te=this.v.c:te==0&&(te=.999);var ie=this.pointOnPath(te,re),ae=this.pointOnPath(te+.001,re),le=ae[0]-ie[0],ue=ae[1]-ie[1],ce=Math.sqrt(Math.pow(le,2)+Math.pow(ue,2));if(ce===0)return[0,0];var de=se==="tangent"?[le/ce,ue/ce]:[-ue/ce,le/ce];return de},tangentOnPath:function(te,re){return this.vectorOnPath(te,re,"tangent")},normalOnPath:function(te,re){return this.vectorOnPath(te,re,"normal")},setGroupProperty:expressionHelpers.setGroupProperty,getValueAtTime:expressionHelpers.getStaticValueAtTime},extendPrototype([J],Y),extendPrototype([J],U),U.prototype.getValueAtTime=Z,U.prototype.initiateExpression=ExpressionManager.initiateExpression;var K=ShapePropertyFactory.getShapeProp;ShapePropertyFactory.getShapeProp=function(Q,te,re,se,ie){var ae=K(Q,te,re,se,ie);return ae.propertyIndex=te.ix,ae.lock=!1,re===3?expressionHelpers.searchExpressions(Q,te.pt,ae):re===4&&expressionHelpers.searchExpressions(Q,te.ks,ae),ae.k&&Q.addDynamicProperty(ae),ae}}function initialize$1(){addPropertyDecorator()}function addDecorator(){function F(){return this.data.d.x?(this.calculateExpression=ExpressionManager.initiateExpression.bind(this)(this.elem,this.data.d,this),this.addEffect(this.getExpressionValue.bind(this)),!0):null}TextProperty.prototype.getExpressionValue=function(B,D){var R=this.calculateExpression(D);if(B.t!==R){var G={};return this.copyData(G,B),G.t=R.toString(),G.__complete=!1,G}return B},TextProperty.prototype.searchProperty=function(){var B=this.searchKeyframes(),D=this.searchExpressions();return this.kf=B||D,this.kf},TextProperty.prototype.searchExpressions=F}function initialize(){addDecorator()}function SVGComposableEffect(){}SVGComposableEffect.prototype={createMergeNode:function F(B,D){var R=createNS("feMerge");R.setAttribute("result",B);var G,W;for(W=0;W<D.length;W+=1)G=createNS("feMergeNode"),G.setAttribute("in",D[W]),R.appendChild(G),R.appendChild(G);return R}};function SVGTintFilter(F,B,D,R,G){this.filterManager=B;var W=createNS("feColorMatrix");W.setAttribute("type","matrix"),W.setAttribute("color-interpolation-filters","linearRGB"),W.setAttribute("values","0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0 0 0 1 0"),W.setAttribute("result",R+"_tint_1"),F.appendChild(W),W=createNS("feColorMatrix"),W.setAttribute("type","matrix"),W.setAttribute("color-interpolation-filters","sRGB"),W.setAttribute("values","1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"),W.setAttribute("result",R+"_tint_2"),F.appendChild(W),this.matrixFilter=W;var q=this.createMergeNode(R,[G,R+"_tint_1",R+"_tint_2"]);F.appendChild(q)}extendPrototype([SVGComposableEffect],SVGTintFilter),SVGTintFilter.prototype.renderFrame=function(F){if(F||this.filterManager._mdf){var B=this.filterManager.effectElements[0].p.v,D=this.filterManager.effectElements[1].p.v,R=this.filterManager.effectElements[2].p.v/100;this.matrixFilter.setAttribute("values",D[0]-B[0]+" 0 0 0 "+B[0]+" "+(D[1]-B[1])+" 0 0 0 "+B[1]+" "+(D[2]-B[2])+" 0 0 0 "+B[2]+" 0 0 0 "+R+" 0")}};function SVGFillFilter(F,B,D,R){this.filterManager=B;var G=createNS("feColorMatrix");G.setAttribute("type","matrix"),G.setAttribute("color-interpolation-filters","sRGB"),G.setAttribute("values","1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"),G.setAttribute("result",R),F.appendChild(G),this.matrixFilter=G}SVGFillFilter.prototype.renderFrame=function(F){if(F||this.filterManager._mdf){var B=this.filterManager.effectElements[2].p.v,D=this.filterManager.effectElements[6].p.v;this.matrixFilter.setAttribute("values","0 0 0 0 "+B[0]+" 0 0 0 0 "+B[1]+" 0 0 0 0 "+B[2]+" 0 0 0 "+D+" 0")}};function SVGStrokeEffect(F,B,D){this.initialized=!1,this.filterManager=B,this.elem=D,this.paths=[]}SVGStrokeEffect.prototype.initialize=function(){var F=this.elem.layerElement.children||this.elem.layerElement.childNodes,B,D,R,G;for(this.filterManager.effectElements[1].p.v===1?(G=this.elem.maskManager.masksProperties.length,R=0):(R=this.filterManager.effectElements[0].p.v-1,G=R+1),D=createNS("g"),D.setAttribute("fill","none"),D.setAttribute("stroke-linecap","round"),D.setAttribute("stroke-dashoffset",1),R;R<G;R+=1)B=createNS("path"),D.appendChild(B),this.paths.push({p:B,m:R});if(this.filterManager.effectElements[10].p.v===3){var W=createNS("mask"),q=createElementID();W.setAttribute("id",q),W.setAttribute("mask-type","alpha"),W.appendChild(D),this.elem.globalData.defs.appendChild(W);var Z=createNS("g");for(Z.setAttribute("mask","url("+getLocationHref()+"#"+q+")");F[0];)Z.appendChild(F[0]);this.elem.layerElement.appendChild(Z),this.masker=W,D.setAttribute("stroke","#fff")}else if(this.filterManager.effectElements[10].p.v===1||this.filterManager.effectElements[10].p.v===2){if(this.filterManager.effectElements[10].p.v===2)for(F=this.elem.layerElement.children||this.elem.layerElement.childNodes;F.length;)this.elem.layerElement.removeChild(F[0]);this.elem.layerElement.appendChild(D),this.elem.layerElement.removeAttribute("mask"),D.setAttribute("stroke","#fff")}this.initialized=!0,this.pathMasker=D},SVGStrokeEffect.prototype.renderFrame=function(F){this.initialized||this.initialize();var B,D=this.paths.length,R,G;for(B=0;B<D;B+=1)if(this.paths[B].m!==-1&&(R=this.elem.maskManager.viewData[this.paths[B].m],G=this.paths[B].p,(F||this.filterManager._mdf||R.prop._mdf)&&G.setAttribute("d",R.lastPath),F||this.filterManager.effectElements[9].p._mdf||this.filterManager.effectElements[4].p._mdf||this.filterManager.effectElements[7].p._mdf||this.filterManager.effectElements[8].p._mdf||R.prop._mdf)){var W;if(this.filterManager.effectElements[7].p.v!==0||this.filterManager.effectElements[8].p.v!==100){var q=Math.min(this.filterManager.effectElements[7].p.v,this.filterManager.effectElements[8].p.v)*.01,Z=Math.max(this.filterManager.effectElements[7].p.v,this.filterManager.effectElements[8].p.v)*.01,Y=G.getTotalLength();W="0 0 0 "+Y*q+" ";var U=Y*(Z-q),J=1+this.filterManager.effectElements[4].p.v*2*this.filterManager.effectElements[9].p.v*.01,K=Math.floor(U/J),Q;for(Q=0;Q<K;Q+=1)W+="1 "+this.filterManager.effectElements[4].p.v*2*this.filterManager.effectElements[9].p.v*.01+" ";W+="0 "+Y*10+" 0 0"}else W="1 "+this.filterManager.effectElements[4].p.v*2*this.filterManager.effectElements[9].p.v*.01;G.setAttribute("stroke-dasharray",W)}if((F||this.filterManager.effectElements[4].p._mdf)&&this.pathMasker.setAttribute("stroke-width",this.filterManager.effectElements[4].p.v*2),(F||this.filterManager.effectElements[6].p._mdf)&&this.pathMasker.setAttribute("opacity",this.filterManager.effectElements[6].p.v),(this.filterManager.effectElements[10].p.v===1||this.filterManager.effectElements[10].p.v===2)&&(F||this.filterManager.effectElements[3].p._mdf)){var te=this.filterManager.effectElements[3].p.v;this.pathMasker.setAttribute("stroke","rgb("+bmFloor(te[0]*255)+","+bmFloor(te[1]*255)+","+bmFloor(te[2]*255)+")")}};function SVGTritoneFilter(F,B,D,R){this.filterManager=B;var G=createNS("feColorMatrix");G.setAttribute("type","matrix"),G.setAttribute("color-interpolation-filters","linearRGB"),G.setAttribute("values","0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0 0 0 1 0"),F.appendChild(G);var W=createNS("feComponentTransfer");W.setAttribute("color-interpolation-filters","sRGB"),W.setAttribute("result",R),this.matrixFilter=W;var q=createNS("feFuncR");q.setAttribute("type","table"),W.appendChild(q),this.feFuncR=q;var Z=createNS("feFuncG");Z.setAttribute("type","table"),W.appendChild(Z),this.feFuncG=Z;var Y=createNS("feFuncB");Y.setAttribute("type","table"),W.appendChild(Y),this.feFuncB=Y,F.appendChild(W)}SVGTritoneFilter.prototype.renderFrame=function(F){if(F||this.filterManager._mdf){var B=this.filterManager.effectElements[0].p.v,D=this.filterManager.effectElements[1].p.v,R=this.filterManager.effectElements[2].p.v,G=R[0]+" "+D[0]+" "+B[0],W=R[1]+" "+D[1]+" "+B[1],q=R[2]+" "+D[2]+" "+B[2];this.feFuncR.setAttribute("tableValues",G),this.feFuncG.setAttribute("tableValues",W),this.feFuncB.setAttribute("tableValues",q)}};function SVGProLevelsFilter(F,B,D,R){this.filterManager=B;var G=this.filterManager.effectElements,W=createNS("feComponentTransfer");(G[10].p.k||G[10].p.v!==0||G[11].p.k||G[11].p.v!==1||G[12].p.k||G[12].p.v!==1||G[13].p.k||G[13].p.v!==0||G[14].p.k||G[14].p.v!==1)&&(this.feFuncR=this.createFeFunc("feFuncR",W)),(G[17].p.k||G[17].p.v!==0||G[18].p.k||G[18].p.v!==1||G[19].p.k||G[19].p.v!==1||G[20].p.k||G[20].p.v!==0||G[21].p.k||G[21].p.v!==1)&&(this.feFuncG=this.createFeFunc("feFuncG",W)),(G[24].p.k||G[24].p.v!==0||G[25].p.k||G[25].p.v!==1||G[26].p.k||G[26].p.v!==1||G[27].p.k||G[27].p.v!==0||G[28].p.k||G[28].p.v!==1)&&(this.feFuncB=this.createFeFunc("feFuncB",W)),(G[31].p.k||G[31].p.v!==0||G[32].p.k||G[32].p.v!==1||G[33].p.k||G[33].p.v!==1||G[34].p.k||G[34].p.v!==0||G[35].p.k||G[35].p.v!==1)&&(this.feFuncA=this.createFeFunc("feFuncA",W)),(this.feFuncR||this.feFuncG||this.feFuncB||this.feFuncA)&&(W.setAttribute("color-interpolation-filters","sRGB"),F.appendChild(W)),(G[3].p.k||G[3].p.v!==0||G[4].p.k||G[4].p.v!==1||G[5].p.k||G[5].p.v!==1||G[6].p.k||G[6].p.v!==0||G[7].p.k||G[7].p.v!==1)&&(W=createNS("feComponentTransfer"),W.setAttribute("color-interpolation-filters","sRGB"),W.setAttribute("result",R),F.appendChild(W),this.feFuncRComposed=this.createFeFunc("feFuncR",W),this.feFuncGComposed=this.createFeFunc("feFuncG",W),this.feFuncBComposed=this.createFeFunc("feFuncB",W))}SVGProLevelsFilter.prototype.createFeFunc=function(F,B){var D=createNS(F);return D.setAttribute("type","table"),B.appendChild(D),D},SVGProLevelsFilter.prototype.getTableValue=function(F,B,D,R,G){for(var W=0,q=256,Z,Y=Math.min(F,B),U=Math.max(F,B),J=Array.call(null,{length:q}),K,Q=0,te=G-R,re=B-F;W<=256;)Z=W/256,Z<=Y?K=re<0?G:R:Z>=U?K=re<0?R:G:K=R+te*Math.pow((Z-F)/re,1/D),J[Q]=K,Q+=1,W+=256/(q-1);return J.join(" ")},SVGProLevelsFilter.prototype.renderFrame=function(F){if(F||this.filterManager._mdf){var B,D=this.filterManager.effectElements;this.feFuncRComposed&&(F||D[3].p._mdf||D[4].p._mdf||D[5].p._mdf||D[6].p._mdf||D[7].p._mdf)&&(B=this.getTableValue(D[3].p.v,D[4].p.v,D[5].p.v,D[6].p.v,D[7].p.v),this.feFuncRComposed.setAttribute("tableValues",B),this.feFuncGComposed.setAttribute("tableValues",B),this.feFuncBComposed.setAttribute("tableValues",B)),this.feFuncR&&(F||D[10].p._mdf||D[11].p._mdf||D[12].p._mdf||D[13].p._mdf||D[14].p._mdf)&&(B=this.getTableValue(D[10].p.v,D[11].p.v,D[12].p.v,D[13].p.v,D[14].p.v),this.feFuncR.setAttribute("tableValues",B)),this.feFuncG&&(F||D[17].p._mdf||D[18].p._mdf||D[19].p._mdf||D[20].p._mdf||D[21].p._mdf)&&(B=this.getTableValue(D[17].p.v,D[18].p.v,D[19].p.v,D[20].p.v,D[21].p.v),this.feFuncG.setAttribute("tableValues",B)),this.feFuncB&&(F||D[24].p._mdf||D[25].p._mdf||D[26].p._mdf||D[27].p._mdf||D[28].p._mdf)&&(B=this.getTableValue(D[24].p.v,D[25].p.v,D[26].p.v,D[27].p.v,D[28].p.v),this.feFuncB.setAttribute("tableValues",B)),this.feFuncA&&(F||D[31].p._mdf||D[32].p._mdf||D[33].p._mdf||D[34].p._mdf||D[35].p._mdf)&&(B=this.getTableValue(D[31].p.v,D[32].p.v,D[33].p.v,D[34].p.v,D[35].p.v),this.feFuncA.setAttribute("tableValues",B))}};function 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B=this.filterManager.effectElements[0].p.v;this.feFlood.setAttribute("flood-color",rgbToHex(Math.round(B[0]*255),Math.round(B[1]*255),Math.round(B[2]*255)))}if((F||this.filterManager.effectElements[1].p._mdf)&&this.feFlood.setAttribute("flood-opacity",this.filterManager.effectElements[1].p.v/255),F||this.filterManager.effectElements[2].p._mdf||this.filterManager.effectElements[3].p._mdf){var D=this.filterManager.effectElements[3].p.v,R=(this.filterManager.effectElements[2].p.v-90)*degToRads,G=D*Math.cos(R),W=D*Math.sin(R);this.feOffset.setAttribute("dx",G),this.feOffset.setAttribute("dy",W)}}};var _svgMatteSymbols=[];function SVGMatte3Effect(F,B,D){this.initialized=!1,this.filterManager=B,this.filterElem=F,this.elem=D,D.matteElement=createNS("g"),D.matteElement.appendChild(D.layerElement),D.matteElement.appendChild(D.transformedElement),D.baseElement=D.matteElement}SVGMatte3Effect.prototype.findSymbol=function(F){for(var 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global!="undefined"?global:typeof self!="undefined"?self:{},lodash={exports:{}};/**
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 * Copyright Jeremy Ashkenas, DocumentCloud and Investigative Reporters & Editors
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xe={};if(lodash.exports.isEqual(F.animationData,{})===!1&&(xe=lodash.exports.cloneDeep(F.animationData)),F.animationLink!="")try{xe=await(await fetch(F.animationLink)).json()}catch(ze){console.error(ze);return}let Ae=F.loop;typeof Ae=="number"&&Ae>0&&(Ae=Ae-1),F.delay>0&&(be=!1);const 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F.height=="number"&&(be=`${F.height}px`),{"--lottie-animation-container-width":me,"--lottie-animation-container-height":be,"--lottie-animation-container-background-color":F.backgroundColor}}),Y=()=>{D&&F.pauseOnHover&&D.pause(),D&&F.playOnHover&&D.play()},U=()=>{D&&F.pauseOnHover&&D.play(),D&&F.playOnHover&&D.pause()};watch(()=>F.pauseAnimation,()=>{if((F.pauseOnHover||F.playOnHover)&&F.pauseAnimation){console.error("If you are using pauseAnimation prop for Vue3-Lottie, please remove the props pauseOnHover and playOnHover");return}D&&(F.pauseAnimation?D.pause():D.play())});const J=()=>{D&&D.play()},K=()=>{D&&D.pause()},Q=()=>{D&&D.stop()},te=()=>{D&&D.destroy()},re=(me=1)=>{if(me<=0)throw new Error("Speed must be greater than 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xe=document.querySelector(`[data-id="${me}" ]`);xe&&q(xe)}},0)};return onMounted(async()=>{R.value=ve(20),he(R.value)}),{elementid:R,hoverEnded:U,hoverStarted:Y,getCurrentStyle:Z,play:J,pause:K,stop:Q,destroy:te,setSpeed:re,setDirection:se,goToAndStop:ie,goToAndPlay:ae,playSegments:le,setSubFrame:ue,getDuration:ce,updateDocumentData:de}}}),_hoisted_1=["data-id"];function _sfc_render(F,B,D,R,G,W){return openBlock(),createElementBlock("div",{"data-id":F.elementid,class:"lottie-animation-container",style:normalizeStyle(F.getCurrentStyle),onMouseenter:B[0]||(B[0]=(...q)=>F.hoverStarted&&F.hoverStarted(...q)),onMouseleave:B[1]||(B[1]=(...q)=>F.hoverEnded&&F.hoverEnded(...q))},null,44,_hoisted_1)}var Vue3Lottie=_export_sfc(_sfc_main,[["render",_sfc_render]]);const v$a="5.7.1",fr$9=60,ip$9=0,op$9=240,w$9=450,h$a=500,nm$9="\u8BC4\u6D4B\u524D 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",e:1},{id:"image_2",w:214,h:86,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANYAAABWCAYAAACzU2j2AAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nOy9ebRl91Xf+fkNZ7rjm1+9qlJVqWRN5XnEBhvJtDHGMWEUgwlp6O4FJg14scgihE4jlIRAAu1OVrtDB0IIDaTdiA6YYBs7TpAdjOVBeFRJKmsq1fzm++5w7hl+v1//8TvnvvuqSkOVJCwJ77XuOrdu3fvuuXvv797fvX+T4Ksozjmx54U77hCP89ZL5fbb3cUvCSEuee1r8vySF4pPPPWbfpqyR2G1sm6v/n3nMcFt1fO7jk/d0y1Tf+Fju09vPeaVdWf179uOO+6onk8p92tAe27LC9knnlVgXaK4i5V213FBe8W/Jzkn4Jj//5PnBddf5g9+pboe3ufgOKQrXkn9Gxx8zCv3TrxSAe7ga0B7jsnEJ6aBNO0P3ALtE8+OT1wEtGfTH54VYD2u8hanFJecE5ycEyRtQbTl3xc2BcGOgGX/hzb7e+9vru3gAhQdr5B86FiZdZR9x1eAw5uOdMXtUSpfA9lXW54UTJPgOisIzwtOP0M+kU+BrX/OXQKyZxFg+pn8Y3sUeDtwrFbeouDoCUFyTBB+SaDbgo0VyYEdgVYC1RWooaCHwC4I1MD/nSjbVWIrdjAAs+BQ22AaDqkdZ6yjUI4DIw+q+dDS/ZIjP+a4Z8vRv8WD7NgxB3dQRy3nvC6/BrBnT57UH46fE6RzAsIaSIJyRrDUf3yfmBcwGPvnT+QT7RlLseXIO44sdKRzjnu2LIs3OO5CTPvDs+ELzwiwLolIx4756+Ki4J4TgvS85EhbsLElKWcE/UISI7ELgt6WZNYJ+kgCK5ClIHUCqQVhc/dLciApHeMRWOFIrIPI0k0dW7nDLljIHZm1ZLVSh46DX7LkONpbjrtw3F5lsepevwawZ14uC6i7jgsWF5n4A21B3hEcyCRaCfpaAgIxkBAJBqVEtgRBttcngIlf1D4hSsdQQBhYNA6ROkRmQVmkdiyNLGlkyYfyEn94lgD2tKngJUrkmOCuRUH7hGA1k9zcFmzkkqSUhEaSakVqJUFDEhhJZiVBphgNNU0ko1KRZBIiGGWSEK/AQDsC5Rgbh1IGE1tUaNChoZSWMrWEHUsyshTSkitLS1uywDJct2SzjqWmJd3yVPHWtQpg/LVw7r8Jcokv1PS/veKpfzgnWCslYVNM/GHQrvzCSAIr0bbyiVxROIlNNSUSlUnCJ/AJg0U1Dcp4nwgi7xeFtORDS9g0e/xhUVvyunQ451g75p5Jivi0MpZzTlwSldpbgiUEjVACktFIglb0MkXYlERSEfU1aT8gHwaURUiWBdgiYjMLMSZgXCgcCuEEWfVlpXAMMOTKEukCpwt0UODCAt3IcbogLQukLMkjgw4MvZEllIZFbTk9sqS5pR9altasp4nPXsT6mySXzVDgGcsSkjATrHUkzUwyNycZlHLiD2VPYRJJNNBYqxn1QvJxwNgGmCxEFAFlGeBKBVajgaz6vlI4es5itCGWJXmYo4MCHeeIOEM0C2xYELZKAmvopYZQGua6hlFgGZaWxczCioVF4BjcXrGZ2293zjlxtb5wVRnrcbPU0sfkJCplkaKtFflQEWtFpBRpP6QcRGTDGDlsQJ4wHjehaOLyBmWZIG2EtSHSapyQOCcQwuGsA1UiRI4QOTocY8QYHY2QUYqMRuhWiojHqCQjjHJcKyc3Bp0YQmNISsNpZWnrCmB1Brs0Yn0NXE9NnpSxzJSSppFEc5J0R5EHilgpCqmIBppsFFJkIW4Uk/YTTJ7g0gbSJNgiQZQJ1kQ4F4LRWOEDbvXlSFniRAEiR+oUoVPCeIgJhwTJkCBOCVspQSPDNXNEUhAaw7gwJB3DoDTMh5bRRb5w/Lh7OpnrioF1WUXesyVJZgWNoWRnXRHNSfJMkytFUmqyrQhZRow2mrhRm3G/i0lnMNkslB1M2UWYFpYGwsY4GwIBDglCgHMILEKWOAqEGINMEXKE0gOs6iNUnyDeQSc9SAYE7QEEKaI1pjk3JlMlUpd7ABZlPpv1Ivs1enjlsscXjk3TvsoXNnLJWCuaU4ByaYDLAuQwYjhqUI4aiEGbdNxGZh2KrIMtO7iyBa6JsAnGJUgb4AiwTiNE5bfOIkWJpQCRoeQI1BChdhCqjwu2ieJtXHObqLtD1BogZlKCKEMkBTooSY2hX5q9vvD0wXVFwHpcUNWRqc5SptC4UiNNSNhPGG00SbdnKYdzmHQRxovYcgFn5sDM4GwLRwNcDISARqABgUPg+0UWh8GJEkEBZB5gYgSyj5A7CNVD602INlHBJrK1RdjaoWgMaMyMUPGYaD4jswYVliT20oj16ln7NXA9uewpA+48JlisslQ3k3sYS6IUZaFxaUCRRZidmHzQotxpY0ez2PEM5XgeilkoZzG2i7MdsE2EiLEmRogQ6wIQCukkrvJbgQMMCB9wIUOSghyA3AG5jVAbyGgNGa0RNNdwM9vEMzu0WyOKpTFQ7PGFfmhZOmlZvcWytuZZDFfuB1cOrFqZdyFpr+ym+26kyBsak2tkHmIGMen5Fmoww2BrCTdcxo73Y4t9OLMMdhbnukADRwzCAwqhAN8hkkJMfTmA9Q9ngRJHCeTgxsAIKQc42QO5gdTr6GAN2VhFN9ZQrS1se4doZkBzbgxBfknE2taWpWcmYr2QZY8fTJcBq4cl7VzS0mrCWCCg2IwQOw2KnTbF1gzFYAGXLWLzRSgWKMsFnJtFuI7PUi7BighBACgQyrMX5CU+4QOu9wmHAQpwGZDiRB8pthFyHcILKH0WlZwn7FxAzG4ws9Qjb6dEjYxhWrKoS0aZobNgGD09cD1lYF0WVN1M0osUY63oZJoy1uRrEXHaoH92lvHOAmXvAGZ8ELJrcOUK1i4CMyBaSCJrVdAPXxQMghfJUXhAFGpWGNXC6hZOhAghcM4inEGaAcoMUKbnkuKCaxSP2bZ5yETFlkE4H7EcKeAVilzH6VWC8BwyOUfQuoBobhDObdPqDvdErKE1xKWhm5lnig68EOUSUNVlQO+0orkgKVI9yVLZKCLsJ/Q32+Qb87j+Inm6D5ut4Mp9WLOEcLM410HQBB9grVN6EB7Vg+CwTMODIpdzwsg2VjexMkFIT2GcNUgzRJkhyuwQFxdss3zUdooHTFRul2C9PwixgxCbCHUeoU+j4lNEzdNE8+dhdhPdHSLmUpwrUEFJkJR0zNMC11MC1mWVWYOqjk5OBJiNhHzYZHxuHru9QjY4jBkfwRWHMXYfws6DaJeiEW80XhtuRy9TaXyD0HFLRFFEEARorVFKIaVECFEBy+Gcw1qLtZayLCnLkjzPyfMcmV1wjfFDrpPdZ+bSewolinwKYFsgV3H6HDo4jWyeJmqfI5hfp7WwM4lYwhWMSoOOSvqhpZ2br4Frr1zWD6bLgJlcYxqapNSUmwm99TZqMMN4cxkz2k+eXoMtDyLMMtbMA10QTRDRIDwUbIWv0oP4RTKLDhPETREEwSU+UftFdT9YazHGYIyhKAqKoiDLMtTotGuP77Pz6d1lyz42xroRgm2EWEUEpyF8lKD5CGHnDGpulca+HnImxYY5UFwWXFfgB08KrN35fneIPcpcqkC12QuQMiAsYwanuhSbC5Sb11CMroPsKLY8jLP7EMyM5VLzbOtbw53mq2TcmhNJkhBFEWEYopS6RHliT9Z3ewBWK7Msy4kyx+Mx2bDnGum9biH9TDmXfS4Dl2JdHyXXQZxDRo8ho5OErVOo+fPo+U0aiwNyPabdKghHng5sLhjPtbFfA9eTgKouA1w/QJYh480G5XaXYmOBrHcQmx7C5YexxUGcWwJmQTTGci5aa3xjtB2/XNK6Zo8/BEGwxyeEEEgpAfYA64mCbpqmjEYj1OBBuzj8WLmUfTIF1wexDvIMInwYHT9EOPMIwewFgqVNwuXh5cG11w+eGWBNuj6LgvRLiplSYruaTp2phgnDszNkq0sUG9fihtdTZtfjzCGEW8rFTOdk5/sbo84rZas9IxqNBnEc74lGNZBqpU2Daupe9lyttTjn9kSsGmCj0Yiif9bND//SrPQ/PFayGOLcNogLyOAkRI8StR4mmD2NXlijM7tDVtGBOVtMwHWZzPU3DViPG1yn/aCMNeVWjFxvsr05i9tYwe4cpkiPYosjYA6AmwfZ3glvbJxtfnOQtV8iGo2WaDQaE0BdjrE8kU9U97fHJ+rAW5YlWZaRpimDwYBy55Rb2fnTfHF89wDhNhHyDC58CB2fQHUfprFyivbiFnZ+sAuunXKPH9yKfSpDMk84QLwXVMcFS8ckvSpCmSlQDU51KdaXKbeOUvZvguIGXHkYIRZPN/92d6P7lqDZXRL72m3iOJ4o8HLKeyK5+D1KKZxzaK1xzhFFEUmSTBQ67nbFcHhIf3nnm5ozO5+Irxn8cSJd2cQVLTAdirKJKRqEWcBOqZFsE8wN2ZQwF0GRO/ohtFcMHIfbcdxxh3DO/Y3JWpe21Bf9BICZ03v9oNyKUFst0rUFyrVrcP2jlOmLsOW1CFbAzfbCl7TOdN4R2vaNstVqMVcBqg6wNVsBnrJP1O+tpfaJOotFUUSj0aDZbDJqt8Vq+2C0vvWG4HD//w0a5ZkQ8ojS+sZZ7gR9ICgd4TIUwtGNHEXu6GbODyTPCm4//qS2f1xgTRR6O7szkFeHkrkFSb6hcV1NuRVRnG9jtpYwW9dS7NyMy2/C2cO5mF16cO5HO2LuJWqx26XZbBJF0SWAeroy/XeklCilCIKAMAxJksQrtNUS/fai/vL2a9or/feHi+ndIZgEmyc4l1CYAJwmxPcj7dyQvOEoR9CmvJxSn86o/PNO9oDqY5JeR+3SP+f9IF/tUFxYJFs/hB3cgM2u96By+3JmZk7O/EBjPPMa2el0Re0L04B6pvwB2BOspZRorQmCYBJ4d5LXyxOb17ZXencGy8OPa0SpsKkkw8/maBSgI4uYs+QNR0s41oaO7j7HXYuCtWNw/A6eKMA+8ZSmO+4Q3H7MT1PqZr7dWaChodHbIWqrxWh1kXzjMGX/RshvxNkj2/FL9p3s/t12e/Gw6HQ6NBqNCWd+JhV4sTwZyIbNpljt/Vi8sfV1wXVbvxUGth8ibESBxqEwVTCJtcMuOGwJraajB6xmcNeiq5V6udWqLzTZ2wmugmvjsKRUVXA1AWURY9fbjM8tUW4eody5EZvdhLNHEG75fOPW2fPd7wzbs8tiud0mSZJJTf1MA+piuZhGSimpGyJRFIm1+H+IB5vXLx7t/TbCFvi2PSWZKCEu6WDptx2N0GeuxtCxdBzAPhl7uSyw9lDAu6rUv3ZaMtdUGKcg0/Q3G2QXZsm3D1D0r8flN2DtkY3m61ZOz/5wa3ZhWXQ6HZIk2ROV/rpECLGnGaK1JgxDoihiJ369ui880L1m+3f17PgLCpdLCieRwpFJi3IWWzpke0SeORLnmCkd3Y85wHLsGNzxxBHrBSN1s6IOrjs7iqJTBddhiFxvUqwuYLYPYXduxGU3gzlqZLT8UPeHZ4u5N+jFmRlardazwlieqkw3QGp/0FqLLf3m8H41s3zj+r9EysJgKSh1jlob0xMFcaOkLC15ZCnXHY05RzsSMCsma/0uI4+fserVvvecEKyGEiJFKhVyrGEzodjpkG+uUA6PYvMX4cyhteQbDpyb/6HmfAWqOI7RWv+1K3FaaoDVSp3KYuKx8H9uptt/rPb3PyRwhaMYGCyGTJYoaWgEhrJjMT1Hc8GxOuto545beWGDics0rZYQ9LYUJQpRaFQQkO00Ga/PUaxdg+ndQJndBOboWM6vnJj7ydlk4Qa5NDNDo9GYZKmvti/U3x1F0cQfNuWr9f3i7y/ftPGeUtoipximCD0iCjJkI4f9hmZh6UWOInIks54SPkHWugRYl3YBz0uWkHSNpJdrZBGyvdnCri1i+4cw4+tw5vBG/NpDZxd+qLmwuG8CqjpjPBfk4oillEJrLTaD74tz0V0+svM+iysNJs0Z9zJCnSPaBTI0lE1Ha9tSRI7VzE1Twhdi1rqkvl5C0jgsoZQYrRjlGtdPyM7PUGzsJx9eh8lvAHPtIDy88vDc35ttL1wru90ujUbjksbEV1sulzE3ebm+n5/ef2zjVwtsMSLv97FBH9Ue0e3klAuGRmHZKC3zQ0l7y8Gxx21kXD5jTWerI23BaCRZKzVdpRlsNnD9GbL+CmZ8BJsfGYaHDpye/zud+cXl5ySoaqmVWWfRythiQ3xr/BDR/ut6v2Mgy5ByhFEjBvGYiBIZGdZKi206Zoa7lPD2F3DmqoPr0S1BmAl21hVFRyEzjR5HpGttsu1Fip0jmPRFmPLaQXx0/4NzPzE3u3RIdLvdr1oZ8FSktn8YhpPX1u3LgofLH77m6M6/T3HlDm64TbbeZ5SkyLBAtgxtLBu5fbIAuwdYl81W4NdTxYlf9mF2mqTbizA6hCsOF7K98uDsjy115/eLdtVOfy6Calrqe4uiaGLwdffm6DE3OnCof2dGmQ1hMEBtDwjiFNcsaM5Y7I5FGks4Z2lHgjtnxQs1a02yVXKsqq/nJONUI0UAvQZmfY5y5yAuvQ5XXpvqpZWH5/7e3OzSITEzMzMB1VeT+j2ZXAwuay2r5S3ROXP+0Mrww33caIsy2iTb2iFujUnigl5msV3LzaFl44Tg1tndTWqm5PIZ6zZ8topKybipmHWKtNAEawm9rVlUf4VsfAhbHnh47kcONeaOqDpCPddBVUsdRcMwpN1u45xj3X1rfM70Dq0M//MIm/XIetvIpE+nO8ZFBXlo6HYMaz1Jd9OxeE680LLWnuB6dGt3iCU1ftlHvh2TbnXI+suUgyPY4kghk/0nFn5qubNwSE5nqucyqGqZ7hY2m03m5uZYzb+t0xnfd7BpTm/hhmuY3ga2PSCdHRPPGGxh2EBOstZlfOBSYN2O3+wjPS9ZagooJVmgKNYi0p0WdmeBMt8P5sBa602Hi5lXREtToHq2FHn2kYe4+8Mf4MzDD7F65jTpaECWjrHWEkYhUZwwu7TM8sFD3Pzq1/G6t7wVIdUT/s26sVGDy1orVvPvaLXyR65plw/twHgTs73JqN0nbmbESUEqFc0FS6hfuFlrOlvlpwWpVnSlIssD3HaC6c1h+gdxxWGkPfDQ3I8dbM4fVVeTqc499gh3f+gDnH7kQdZOn2Y06JNlY6wxhFFEGMXMLS6zfM1hbnz1a3jdW74FpZ7RPZD2ZK5Wq0U+tyQezX9o5cXr/2wNkR2kGJzH9bZZWBtSxAX50NCNDDe3fdbimLi4Szz55btjFtWUlflQMRppellI2IwITnVYP3OA8vyLKXdeU4j4FffO/8KLF/YfVbOzs0RR9IwD64F7PsNffPBPuPfTf8nq2TMooZBSIERVfE79AmsdTjissThnCeOE61/6cl795rfwxnd8B3Gj+bjfU0+BSdOUra0teue/Yo6t/uIDWrgvoRv3kCx/mcbBxwiXt4nCMT1bYMuC7o5hFcutWHj+T3W6KFv5idajGY0YhIzyEN1vMXxsmfGF68m3X4Ubv+JU69tf0V/+js7i4iLtdpsgCJ60pjrx+Xv4xAfez5c+9UnWzp5GIvfaVQAOEGCdwznrr9YSxjHXvfjlvOabvF2TZusZ+/3WWoqiYDAYsLq6Smv1/VvX9P/404j4HuKlz9E88DDBtetIkWIjP+UpmS1ZPX6JD+yF/qQLdMzvqIRWxEZhxwHDUQM3mMOM92HMysmZ7zvanF1RrVaLMAyf0QL1Ux/5EO977//G2ulTaOXnjjXCBCkFUsjJsoHdhaQORzXbWVuctZjScP9ffYZ7P303v/eeX+FNb/923vkzP3dZQ9TUNY5jOp0OeX5YPVr+yJEXbfzGBja/QNZfRe9sEc+k5ElB1DTIdUk4Z+GlcOea4LYXECW8DTh+zu9TIbcVXSmJraa32SDvz1IO9yPyg0N96JrN7lvbizMzNJvNJwXVZ//rR3jfv/pVzp8+hZYSpTRJEO/aVQgQj2NXZ3HWzws98bnPct89n+L33/MrfP3bvo0f/Jmfo9npPu2fXTe2kiSh2+2yOrq1uzz685XQDFYwg9O43hpma0CymGOMZMNJ+kNJe8XVzAUfEi4C1p11F+i8YFVJ5oVkrBRuLcb12tjhAq5YGevl/cPmK5rL7fZkPOCZqKtOfP4efu9Xf4lH7j9OoBVJlKCkREmFkn6N22S6ChKHq5aV+MWk1vnB88nkXGswymejj//J/8enPvpnfMv3/xDf9a6fuIQm1rSwBteF0auSXvriQ93x/Rcw6RnKnVXG233CKCM3hmLOMOxJ2iesL2BfIHMIJ6XAnN+azApJHihkFlGMWtjRAi7fj7P7TnbfeaAzOy9ardYTgurBL32e3/vVX+Khe7+EVpokjFBSe9tWNGzXrtWiceH8dic4n60AZw3Gaayy3rbG8IkPvJ/P/vlHeOv3/SDf+a6felo0sb6HIAhoNBq0ugvyVPo911639e/OYMb7GA3PEe1sU86NKKKSJDPYLUGyI7httt6QSAghnIQpClDvlb1WSlZiQWAlkdGYNKIYdSnGyxi7/Fj3uw+3un7ZR63QpyPOGt77s+/mn/xPP8ipE/eTBCGRjoiDgDgIiXVAGASEKiDQAYEK0EoR6oBAKkKl/L+VIpCaUAeE2n820iFREJJEMWac8f7f+nV+6u238uCXPn+JUusittFo0J2ZE4+1v2c/zvmFeWV/jvGoicsCgoYkrrfxmvW7U93+OD/u+SR33CG485hfYn9zW9Cfk4RtSSEVo50YtdPFpcs4s+9C65uPus4NYbsKrpcrA5yz/Po/+vv84x/+Pk7ef5wkCL09g9DbtrJrEAQESnu7au3tqIIpu2oCqQh0QFTZNQ5CojAiCSNslvMn/+43ePfbbuHE5+95WiqoxzijKKLVajFovLyVqYX9WLNMPpwj7zcpehFlqoiM3yjn5JyoBox3/87k2aRgnRWETb9hYq4U4yzADBoUo1lEuTCK9u9Pk2PNeorK06WA/a1N/tE7v4tP/5cPEylNHEZEoQdVqENCqdFKEVRZS4v6KlBCTKJendUCpdCVIbTShFoT6YBIBcRBQBKEDDY2+OUf/SE+8ad/tOdepovYZrOJbB0OVpu3HoVyGZstMN5pI7KQKFWERtIvJatDv5r6zmPP7fbXk8hkUHix8oGN3AePbKRgHFAME/LxDGW2hDBLFxrftDA9Ze1iHxju9PjFv/M9fPJD/4lQ7wIhDkJC5YNkbVct1JRd5V67imq2jJTerkqja5Cpyrba23W4vcWvvOuH+fP/+AdPSxd11kqShGZnTjzW+a6jCLOIzBcQwzZFFqITH3R0w2+T3j6xxwcuSjW3wOrQO0xo/OaJsheSDlrYbB5nl84333pts90V09OVrlYePf5l/uH3voMzDz5AHAREQUikA0KlK3BIlJITGiilQEpQgoqX4x9SoKhew/NbJQUaSaA82AJdZbLAZzBKy7/5xZ/jff/yVy5Ras2zO50OF5pvXgS3iMkWMMMuW9sNSuP3c1iJd/cYv40rO3LmuSi3A9wC4XlBkAhCIwkSSbkTIYdNxGgeaRfPN972oqC9ouu66uIO4JkHH+Af3va3OPnAcQ+oIJiyqyJQCiU9eKSU3oZKeLvWtsV5u1Y2ldLvLqQAXQFw2q5RZVdhLb/9S/8rv/sv/slVq+HiADtqHGuWRItYs4jJurhRTFRqUuNxEm35DUmnfGAXWDUFiLbEhAaWRpOOI2TaxpTzzjHXj4+1ms3m025YPPjFz/GP/8cfYLC1WUWdsKIDCi3VJHLJ+lHdrHD48vDiR/V/Vf1bKQekkCghCapsFipNpCqQSc0Hfue3+L/+l5/Zo9Rpni1bB4LV5E1HsXYRPe5CFjPOAgLrN56cpoNc5nyn55PUPqDbfhvw1EqKscL0IkbDNtbOY+3CauMbFmvGcvG45aPHv8wv/N3b6G+se6o+AZS8Ors6qk26vF3rgKqk2GPXoLJrDeCPvO//5r0/+1NXrYrpABs3Z+T55tuux5l5ynSWctQg2wwpU8XAeB84ObfHB7xG6voqObdLA9OGxOSKMk1wWQdhZs+3vuX6sDGnnm626m2s8b//9LtwRUFcpfJQeqfXQlUUoAIHDuGs/7ET5UqkkiitUIFGB4F/rqvZ7EJW2zxVW/sIMQGYrqJcVEc6HfCJD76fD/7735jc3zTPbjabbDRfvw/n5inLWYpRE4YBmZVVRPfNHm7heV1nTfvAuS3B8lCgAoG1GptHkHZxdn4revm1srkS1PX1tA8Me9v82rt/FJvnvhbSAXFN3aSu7Orb6R5QrgqAyjOTypY6CFCBntizDpQ4B84iqs96YHpG4+lhRf2VD9Sf+s8f5I/+zf9xVeq4eOB4K375PNg5hOlS9JsEaHQiSZ1neEl7jw/shpq7jnvUBTsCFQoCI8nTkGgcYfMu1s5uxS9fqtdWXW22ctbwL378RxhubfnMIX09pJSqqIDY7f5VgxlCSK9MP3GWIAyIkoQoSYgbTeJmk7jRJGo0COMYHQaoIEApjajoo8D5KAdoISbNjjqD/cH/+R6++Jcf36NYrTWNRoM8PJRkwcISzsygR03KQYi2PqL3C8npimM/3+Wu4wKO+aNzBtVe6uwEiHGCMx1cObPWeNPBeqHixd3gf/6u/57BxjrhtF2FRCuJdFR2rWwsFUqH6DD0A8FJgzhJiBsNb88kIYwTwjgmCEKUquYc1gOXziGEQ0hPD5UU3q5SEWhFKBWRCnj/b76Xz33so1eljtoH4jjGJfuCXnTzIYSbRWQtdrZigkwxG3qGdwSm6yzpnBMTbp20BZsNQbrlN6Z3maYYN8F1SxnPFdH+qN6r4mqz1Xt/9ic59ZX7iXRAoDWB1r7xIDxtC+OIa26+me7iYqU8n/6DMCKMY+JWm+bMLO3ZWcI4wRYlaa8PpSFOGrTn5ml2Z0haTcIkQVdBQEo/6lgbVktv8LDKXHvQ5f8AACAASURBVNI63vuz72bt9GMTpdazMpJmW5xP3nw9wnYxpoUsQ4JcoQKBHu7WWc/nBsbF9ZWKBHriAzHWdJxw3WF0baP2gWlQ/frP/zSP3n+v7+BpTaDV7jAJEMYxh26+mbl9KyilCaKAqBHTaLdpzc7S6HaQMmA8TBn3B0ipaXa6tGa6JJ0OUSMhiGOUDiqASu8fzoKo2IkQaFkFzSp7KQf/+ud/hnMnH75ildTMJQxDGo0GG/FrD2LKGQrTxhURg9wf8KGGPstP1Vm+6X/nMX9e0XwIWSxwTpBninQUYosGzrXXm9/4oihuyqdTW33hL+7i0x/9MFEQoqtaSla10PLhI7z9x9/NwRtv9nwPSPs73P1Hf8gX/suHCWIfwdZOnmb99Fl6q2uYovCZrd5IBAiiiJl9yyxcs5+5A/sYD4cU4zEmz8GVOGew+FSthMRJ56OcUoyHfX7zF/8BP/9v/589VCCOY/rRdV1GdDBlkyyNkFYTW3/kDFGl1Nm6eH1+jmW1T/hD35b6/jdlqSQfB9hxgjPtjegNL4qSjrq4vX7fZz7JJz/4fsIgJNAaLSRSKqSEhWuu4R0//m4O3nwMIT3zyEYj/urDH+RzH/4QZx98hM2z5xlsbnnATNkS52jMzTC/ssLydYdpJAl5mpKPU2xZYozf0l9MqVvi6SZSYqXCKk06GvKbv/AP+IXfufPS3/wkUi+KjOOY7ehIB0kHUbSQWUiUanItGThfZ3GwPtbV7R1NO7clWNSCXiRgLBF5gCsbSNvpBTcuTkeqqwHW+97zy2hZFZxVy1wLwQ2v/jq+9cd/CqUVw9725P1CCF7/nd/N4Ze+jDt/+Zd46HN/QTYYVjxdENQbj0jp98cXAlcUbDx2itWTj9GcneG6V72MVrfDeDSkSFNM6aOctQ5c1YZSEuc01lnu/+ynuO/Tn+Tm171hQgWiKGIrWI6N1B3lyhYqizBDRRoIIicwDSZHej5fxU8OgCP44DooJVoL8lLjZAMh2lvRS5cv5wO//6v/FCV963xiW+C6l7+ad/zET6OCgNFOr2oM+c+9+E1vRumYX3/Xu8Baggp0orJpPeMi6/U5tb3DY/c9wPLRIxx92c0opchHI3BZNeXJISp24zck8cAKlMShsFbz4Bfu4YufuIuXfcOtV6SWmrlEUYQNFsMxC0sx/SZ5FhFlGjnnkSwTwcnzgsR/zv+K6cZFL/IdQZMrTBYiZQNDK9UrjaczH/Av3v+HnHn4RKX8iiJIQaPb4eu/+3sZ93cYbm9NHqPeNml/h3QwIGy06C4fJBuOUFL6yFc9fAEl/L+ra839h9s9/uqjH+PRex+g2ekQNhKU1p6n1zQTUPjWb1AVwr//a/90otTJPglRIjfiN1yHVA2ciWiWinbgKVNQKXXPIdTPUzm35U9SlJmgzBWhCxAmAdscByvti33gUx/+U04+cLwaN5QTuyatFm+87fsZD/sMe1ukvR7jfp/h9jYXHj3J+pkzLB46xDe+850Tm9W2rB81eFV1PffQI9z9gY+SpWPidosgipBqKsjXxzDhfLxEVLZVaCn5D7/2z65YHTWwgiAgimOx1njDUZBNMDHKKKQWDMaCzX51RrJvYMjdsZcq4qqRIM0EZqgQZUBZNEZ6eUGGLT29IcyVyh/+6/f4gUApUNL/aOng5q/7BorxmMHWJoPNTQZbmxNQjft9zpx4kPVTp3nt29+O0qpSOjgcpXNYASX+YXGY6jXftPDjYCcfeJDP/7e7SZotwjhB1oWwA0G1olgIlFYEQnHy/nu5+0N/smdhZBiGDPXhRRAxRgSMkKSXV+rzUi4OrioQSCUoRwHWJkYGTRvMBBf7wB/8q39OoGQ1tlS1z53gxte9nrLIqyDZIx302V5b5/SJr7B94QI7a2vsrK/zire8BRkGl9pSMHnNCSa2NEXBX/3Xv2Dz3Bpxs0kQhJ5Cgm/NO3+KhnCV/SfsSHHm4a/w8T+68sHjaR9IwwNdqLbDHhQamVfNvtgPU1RNLJ+x7jruI26wI2AGZCBQSKwKsSLeSV56oN4L8GrW2Nz9oT9h49zZSvkKhfIDgQga3S7Drc1LMlU2GnHygQdYP3OG7bU1Br0e3X0rGBwlghKBFYLSTU5KqAwiMK4CGOAqzr1x9gLHP/sFomYDHdZUxvNz4bwidF38Ssmf/e6/nSi1LmDHarGNI0HKEDtWyFzQ7cAScLr9/M9WF9PZIpVoqZEi6oWvuEYHkZxeEfxXf/4RVk8/hkZVA7l+SEPiaHRnGW55UI0HffqbWzx2/wNsr66ytbbK9toaW6ur7Gxu0l3Zf6ktnfO2hD32FELgrOXLn7qH4WBE2EiQlV8651c2+JrL+k4kVSCXEi0FH/4Pv33FWpn2gVzONXAk4CKCUiO1D0ILUx+485i4aMbiMqiBIARKJcidQspoqA/O15HqauYFfuYjH5xMU6m7c9JPrwTnGGxveWomJUprgiji3COPsb2xubuBIxA0mxghdk9eZLK6gN0X3KT5gXVVdvPU4swjJ2nPdNl3cBlbljhT4oSbjPb7KOebKo/cfy/j0YAwbkwK2EJ2IpQIUU5jrZ/FOxgLisR/4Quh5Q4VaxECVQowGkU4VIeWpnctBrj7z/6Tb0BVg7XVxFOQvq0+6vWqoY+Qxx58BFOW1XjU7riUA4JGg7J6fqktYbd48uIqEH3uv93NG9/2TYRRRGYMzhp/PqHw45dVqYV0u2Ndpx98gNFOj8YVzIavSwKtNaVqhwgihAmxuUJoARa2hwJbTs7NrlByC1wPbPardpwWlJkEAoQMcznbrCPV1ch999ztlwlUA79K+q+RAjZOP8Zgc2OSrcaDPv2tLR65/wEf1dZ8hNtcW2XjwgXKKnoZ5yjZvfrnTK7GQSn81VBTCsGJL9+HDkKCMPCUEH+mnXR+qpTCX11Z8sk//aM9SrUyUlgCjApQSKQWdKofeeSqVPPck5q1NJsglIBQ41SQBzPNi/evuO8zn0RVWV7VTuyZOltnT5Hu9MiGQx65/wFWz5xha3XVP9ZW2VxdZXNtja21NdbPn39yW+IwCH8VnpmMs4z7vngvYZKg9N5ayz+zk5kduqq5KA0ff/+VdwfrrCV1rIbB4SXQETaQZLmvR+f3vv9SpAzG/p6EEb5QEdqIKLjaTUEe+Ozd9Lc2feMEPP8FJBbhHJtnTjPc2mC4vekNMRpy3+e+6A2wvsbmqlf+2tmz7Oz0PDUQ1cNNXR0Uzk6uk+eVcWxFHfO84L4v3ecL36nfU1NCVU+DkpLPfPTPJkqVUiJUpPJgrgEo73QvDHHOiUk5MC3CCCwSJ2Qpm/F0tnr4y19ge221squ3aj2bQuLYPn+O8WCHwfY2D997P721dbbX1iswrbNVgWrt3Fl621tPzZbOYhBY54EFgtOPnqLICnQQetaB2zNDo6b5ojpuTSnJ5/78ygaM6/Kn2tmLVK/MIJzCOlV3AS+Wx1+8UmoBgQapnIz01bbYP/nBP57MpPA/3Cu/JnIbp04SxjFh0iCIIowxPHL/iWp1cLWaFMGZhx6itBcNDwk8Id/LH3ZfmNDCatP8ilGcPnmKF7/8ZpTWlDneCHX1SzUXDTjxhXsmSq07jSNxYCZUq+KFBKyJHN7nKE/u/luWAqWh1MqIKJj2gU/86X/cY1eJ8+qrQvX2hXPMLK2wur7N+vlzSCFxopoTOOVHZx95hMLYp25L5yYUUgDGWh78ysPcdPNRilRioKqz6j/oqn6Xq4Km4MEvXvnSkmk/KNRMC6ckUl2690NyTsDsEwCrUFXGCoQhUFe7e+mpBx/YnWhpHVJWBhB+HMk5w9qjD9Pdt0Kj0+HUY2fZXF0F6UtQKQSDnR166+vVIrj67FQ/ziHYrbm87D73dnATO7qK/6fjjI2NLRqhz8L1YKTybNlHYCEYDwasnTrJzL79gO9M2SAOQDu09F+0c0XqeE6KEMI59weO40DRcahtoAVWO7SCQuNQctoHTp+4v5o866oJtBX9cg4hfQbbvnCWh048Rr8/8Dxx+jsRDPs79NbW8R+7AltWDQwhBc7AhXMXeMnLbkLWG4JWn/VBvLKpqGpoB6NxypmHHuDAdTdeqZ48sHQ3oZTisnkpXbnMCmKAVuzIgUA6rIICEFpc7Y47G2fPVPP/qE65rM7pdpI6IpV5xs7qBYRzPHjfA6yvriKkxJiSMi8w1gBVJKoK1/qH1q9Vb9gtemHXLtO2sh6ap0+d5abrD0+imZ04h6sm73ojPnLvF3jlvv2T7zAkChTo2GFL/4WzY8ejDeAGB+euWEfPSRkOQZeOUgMSd1GGXj93Ckk9Q91VDm0RrmIlUlCWJfd97gvoJEGHgQ+IUmDKkiLPscbsNqKu0pYIwc7OgGyc+3FNV52a6sCvQvYBvbarqLLmo1/+4lUBSwhBKeIAEQq09McbXgZf1Usfg6/MwYG2gwEkpT8qORUOGTo/Xnd1zGfY297N7tRRDZhMLLLV0gCHNSVb6+sM+n1c1eDg4u+dimgXdwXrbOaou4aXyXBCgLOMRmM/SZe6S+W8AeqlJ9Wn1k6f2vv9MnCUyqBDyzh0mKGDCA72HaevSkXPITkOrIBpOBLrpzOUQ4sKzcXvHGxtTwbYwWcu3K4lpJAMhyNKZynGKWTjS205JVdsy/ozVTDsD4a0Qk/Xbel27YqfrIt1k7FnKWDt7NUZq8qIDqEtSjrC0FFYx0a2530XYe0CmAXHeAQqsojIIFTpvFzVjeTZmFCIijJUD2ylIjtRkKhuephmmL3d1ccVZ+1kXGP3xYuB53aNVdEV4SAdj30Hq/pyZ2z1Hr9pia/LIB3uTD7rnCOQ2YAwLnGx/6JW7ChbjrCainXHVanpqy93Ai8G8qFjUTv6LUcytgTNEtJCCldO+0CRj1HO60lUzu3PXK+aQQKGgxH1qNKT2fOKbUlNQf3/jdIx7ahRfcbtZjym5hNW9RlAOuhflZoqymoIohKVWFzpaBqHaDoi6djI4bbj1VzBW485juNItzy/tsIRYSkDg9SlT62OqwGXKQpEGFSTK3dVXCvI+3VlIBzG+q2uLFNR6Yl/6RP9555rbRwFGFN9Q6VsUTU4/HSYCoDCkY3SPQeZBXa8Q5iUWGGJpKUMHfICfCWC5GNXrJ/nlKQrDoawAejCYaVFKIOIc2GtqTfpcc5R5jlK1XS+tp+X2p5labBVgDI8O7as6/eiKHbvZQ993AWVqO5R4MjS0RUqZze4+nHrqCRslOSlY0f4kqkA2v69cvecp+P+YhqOsGOxsUVHJTLKhTN2WqlXIlIr77vTEeNxHn7fuGgyTmXwI/AG9jwvndvz/HH/f+pqnKNwfscfgyOIw8luTs76gWpX38fU8zCOgfoITuMihuuEUU4cl9jSYXJH0XEc3ue49djVpfXngtxWbe6/Musomw5TOMqGJWgW6CiT0o5rfQEorS+135QdnXU0mgnWucmMimfaltOvNRpJZUd7WTu6i+4zqux6JVIHVyXtEBUWjJXBhpUPjB0H+47+DQ5qinwnPlrlQ0eZOWzhUIGBOEcnqRJlPq3UK5EwinBVNphcLwMoZwymLAnDYEq51s8dc5bS2clrT9k4U9f6uZ8iA1Ec4coS6ikwU1mrHgfBOaIkmWzoKVxZai37GFlQqhJT+CM086GbBKbn84F0/RscZd87ickdLnSIpEBFaci4V5blJBgFYVj5w65tJza1DmdK2kk8GaAvnK3s9AzZsvo/i2c3zUaIM8ZTyj0Zqs5ge33vSjf63HP8qhmsI6OMVuSDayt2zLUdXwH4GNxx8QDxdLRSqqTVyFGNVGHSaaVeiTRa7ap+qQDkqudTV2cN1hpMkTM/P4O1dTSqFQ2lqw0wBZCLHhcbZ8/D2t05Z86xtDCLMX5DW6zxv80apvcltNYxv3LQU5+yRJFnqEaKbI8JpCWRFtN0rMw60hXHlQ/oP3fkDvBNLGBu5EhmLaG0oHJkMo5I16Z9oNnp4Kx3NHATG4PDVvYMNDSajUrnz6Atpx7GOcIwpNtsYE3ps1Z1T1iDMxbrjM9klf9Z55hdWnnKqqlBVR8Y3lSbjyJ1jpIlkbTkylKke1hLtWzkuNsTrRJZKTXKUVGqZdEvyxIz1R59qjK/bz8OO6Fb9Q+kKnbroteZElvkXHvNCuBnSzhqSugfPsLtRr3C7l4L66NffX28h3UOrSRHDixh8rxStqu2/2QqizoclsPHXjLZelhT9NGNAbqRUeiSQlrOjb3e+je4CZ16vsqtxxyHNz21NbmjcIYoKtCdUVtunSiKYuIDC/sOeLvWVJpdx8UZbFlQZmNW9i3ioLIhmCkbXrUt3W4NDrC0PE+Zj7FFUTVQmNRZdQ/RVf5U2/vIi1/2lNUyDSxTFqYhRhcIuiOKdkEh7SWshRpYdbTK9zna2mIyRxEbRJKTdIZN+qfyPL8qYO0/ch3W+i2CbZUFql9Z0S2vIVuWlHlONw7odtpQ04SaV7M30l0u6j1ulKuyla1As7S0gCtyTD72Ua6aFe2moppxljCK2Xft9ZRlSZ7nNER6mqA9QMsMFZSYzOurpgDPZ7n9djcpCeZDS0tb4tQiRUEQj9p68LAzeVEUBdZa9h25DmO9Tq2zVZKoqaCtgJXzosMrVFsUV/UtT8+WF9VazjpedM0ByizDlLmfWD0Zy6qzlc+izlosDhUEHLrpyhamGmMoioJAFGNEc4ATGdL4cuDCRazl9tudnGyJfOsxj7h86Ggpi1EWEeTYZDQrLtxTFLm7Gjr42m95BxaLqVJy7bTUf6dWgjWYPCNPh7zqJTdMikwzrUwu4t2X8PLd694IubvUWwrB6192A8VohCkLMOVucVt1JE1llOte+vJJthqPx3TV9ufRzQFhNKZwhkxZ8qGP8rcec9zhZzFckcWeSzLNXM6NHZkxSFkQhiNUZycQWb8OsK9727dV+6kbjLU4jNebdf61oqQcj1hsJxxYWazsXtnT2quzJbvLR2zV5l9amOWapS7lOPU1lrNVB9ru1nvOQh3creXosZc+6Uk001JnqzzPiUS6QdTuE3VTTGxIpKUd2ItZi89Y09FqZdaRK0uIgSAjaA2T0J2jzLI8z68YWK9487eQNNrYiirYSSG5SwdrimiLgmKccmSxy77FOUS17KM2Rmntnqg1vRhu+vluVLPVcoTdNuzRQ/tpBZIySzF5UWUqH/lsRRWstRhreeUtb50oFJONu/HoBDYeUkQ5Wd/QVpZsb6R6yop5zsoUc8mVpQxLCFJUo99U2aNpmlKWJTd93RtpdroeVM5iTWVX6oBZYvKcbDDg9S+9YbII0k6B64psif+Mb1Z4W2oBr3vpDYwHfcpsjCmLSZlRUz6HZ0kWb1NjLK9681ufsjbqhkVZlmRZRkMNH0Y1+mg5RqhiUl/l+1zduIDp5kUdre7rO8qRI9s2FLbEkaLbvUhl61mWUWetK5HrX/VaSuN/mLVmMpWlLnyZOHRJOR4zHuzwzV/3MlpxjLRuMp1yuu1aOt9yra9FFfHqa/0+VylHWMd8p82tr7yJfOgN4TeXqWq8qmlhqozqhOAN334bZVkyGo1oheNT6HaPZnOI1AWhMZQjR/oCqa/AO8Wtx/x4Zj50tLRFZQVEKWG7t0+f+ug4Hdksy7DWctNrXu/1Zbz+jPHNAuec3+ylLCjGI9qB4A2veAmymnEOuxT/KdkSKlAxofPSOV714htYbIaU6dCPl07V7HXQ9nSw8j1ncRLe+J3f/5RVMp2tsnFq59X63YhwgNAZxdDQ0p61pFuTxsXkUIRdpa55WjNUllFpkLpAxUOC5s6s7H12NBpxNVnrNd/89urHGX+OlfMRRNTjW+xmLVMW5KMRuhjztq9/JbGSSOfT/qSZ4WoA1PSgXrMDxu7SxvoepXV04pB3fMMrKQY7FNUuP5OoZl11b5bSGEprOHD0Bpozc2RZRpqmbkmtf5yw1cOJEXnpI9VQWU8D1y57XObzSYQQbsJc+jc4FrUlCywFBhFlyGAQRc1zocy2xuMxZVny2m/+W5TWVODytczEnoCzBWWekQ36vPiaeV5y9DDa7s7UqOsz4yzGuktt6XaDaX3iiHAObR03XLOfVx9dYdzvUeYZzpa7PumqZkXVtTQVXS2sYd+Ro8wuX1lHsCxLxuMxocx7cZScRXf6iDAjdIYssCxqS/+GPaxFTpQKu+NZ2awjVT5ahTJFN3tLzcHdphhntVKvJGu98Tu+j+bMHEXlwMYaf0BcVVD6esvgzG43KRsOmA0c3/NNb2C2kaCdX8pRj947fP1kp4FmbEXnfIaSgLaOfTMdvve/ez1hOSaraIOz5WRAsaappqaBxnLLbe+cKFSYdNhucB826SF0isoK+qVhUdvpNvvzur6q5bbjbkIHi9Sh+wV5mSObfWSyNRMMvjQcDsnznNe+/TvozC36NrSzkza7qw7/c8ZgC183p9tbvOnF1/KGl95ISL02b1dMBbRpW+7WbJ61KOsIHbz6pqO89VU3MtrepkhHvrtrjG+zW+PBbQ0Wn6Ws2aWBb/7uH3zKqqhZVVEUjEYj2np8L0FjGxUMyWVOOC730MAp1jJ12sjtns70zzmWmpa2tqRFSU6GavbR3c2Gzk+PRiPqztBTzVo6jPjbP/qTlNb4wrUuJOtxrHogb9J6LyhHI7LBDi2X8wNvfh03HlwhcqCdQ1UZTHqeB65a0CZAOb9aNAAaQvKK6w7zvbe8CjUe8v+3d+7Bdl31ff+stR9nn9c993WudK+uZCHLr2uc2CbBgDOWiAnUKRDcwc4YmjFgJg3NEGhLMkwS4nFS2oEwcUubuk0bMh0KSSOX8GqBNkychsTF2HQY1wo2Qpatq8d9nffZ77VW/9h7n3uurmxfCZsW27+Zo63RSLpn/96/72/9fisc9DKjSjPYGG1QKotSymgSpUi0YnbfJdz8zvcSxzGDwYC6Gz2BrLWxrD6RCbGHSVaD7M74ddtR8+Kor8gyl7U8Hey7mjO2RoYxWg5x6+1dbufrUegnYRiiDbz1lz5InEesVBfgwmZ9Y7TCpElmXN0W113S5K2vu565WhV3TJZWLkuRy1II8u254AhwjGG2VuGWG67ltQf3MGy3iIMBOk0yoxqr143K1tulSmUfo0lUysyeRW557/t3zIoiWgVBQBgE6bzT+nPsiQ6O9LGShDBV9F1N0DasLW3JWrY2iMdz7BlX44YpURxjmT5urb1Q7XzRHw50UcBeSDp4y13vZ2ZhkURnypvm3k0XwEFR6+ReQquEJAgI+130sMct1x7knW94LVcs7KZhO5QMuMbgkD3HP5Ouwyv3LfCuN93IoSsWiTptwn4eqVTxvc3oGk5jCmBEkRjN7R/8zRFD/eFA7SoNvoJV28Cye4gw4pTeZOjhpR/5NLCgUTo47mC9VBFECZgAUe5Ib2q1bKWnh8MhURTx0++4i7l9lxDnMi3SruIGRmMMKk1QcUzs+/jtNvMVyZ0338DN1y6xONXAQ2SyIzMgJ5djyRg8bZifqHPox67kPW+4gUsaLn6nTeIPUXGMTtPsy+f9qwz1z0GOPPqlKpPr23/lwzvmxXhtNRwOqTnJ03a1fhYpe8Q6IIgSAltvqbHvPs9VqdmwmwHugf4hw+qjhrmSoi5jEgIcp1N1Kt8v28np4XC4eDE3o7/9Ax/mvl/7h1lkyediHFMMkOWb2rMRU7Q2SBISrVAqRcURtZLHm687iFNa4ntn26x3B/TCiChOqHgu1VKJPTMN9k1PkIQhSTTAz7fgKpXkcLrOofexAlpl+XeqFPuvvIbr3/hmfN+n1+vRKKtjnlc+iet0CJIAexjjpYqpKc3qUwbObGHoi4LuAe5eMjySO9iVOKUehNilHqrW2lfv3f941/1AtVq1Xdfltg/+Bv/6H70XS6hsFitPPoTI9/BLsgMAmMz4kpgkClhq1vjxvdcSasPjp9fpBxHDMEQDdc+jVna5bNc0NdcmDgOG7fWsXxUnWeummEhAIRAodN5KyxvQyowc+d7LruLGW+/YMQsKJND3fYaDgbpiovNnWBMtjOgjkwg3Tqm4GfL/qrzGvnvz328f0boHuHvN8EhJM+MKdJAgJgIsr0vZ3lhg8IVjG877KpXKaN30Tsf2b7z1Dh448p944lt/g2VMtrZK5xOnSo428hQDaUYJEJkxxGmKjCNSf4i0bfZ4Lnsrk9l0tBCjek2lCb21sxkqlSSjXL8YjjT5LwUEm46YrxGuy52//QnSNGU4HBL6g/jqmeGf4E5tkER9RBhyKk4JXA1FtDr6o7tL8FnpqKF/yFBe09jtFDmIiBs+ntsuy/r3J8Pk8V6vd3W5XOb6N76FV772Jv72wf+Z3VOWoVKZgQmBNDLzoqlBCwUqxaQZAhwPB1i2w1XTZaSsbW7CzetdHQzo9+IcZUwxumj4FkORBWps8o5KNiGhTC5XpTGOw3t+594dv7nOf3YURQwGAyquWi7X68fB6ZDoAZYf4WvFqb6hfI3hyNq2/+P8o/lHgOblGVPTMKUyDKHaR3qtmsff1lx1vNfrHfQ8b7QOa6dR65/8+z/h1//ujbROnUSoFCMkmOzKCKGz/W/k0SzjlMgMg2xdmS5uVw8shAQhskbfyHC0HkP7Nk+KZE+Rw68FhKtItCHW2cKSu37r4+y96scYDAZ0u11mq+lDtlc7i7TaaDlAmBB7mDI3Fq1eZDTKXO65R2QONq+1Gl5C2fgYuojaxr6Jjf/8f1btXx8MBp7jOPzKv/k0H3nrIVrLJzLHaAyIbJcf5DWwJKuJVW40SqCSON9gbLE5UFvsCMzlafK1ZsXJ9XyWDyNG7RRD5iyLxnKSqhy617z7N/4ZB69/9Y7evyhFivp6OOwnVzaDz2JPbGBMhyTyOR0k9JVirpRHq6PbspYtNdaWHPvwWlZrtZTCd2Li0MeoDlZ1ff9k+Jko9MN+v0/R09hpveVV6/zqtSgSKgAAEipJREFUp+7HqVSJVabQqc6Agwx+VaN+UsZchTEqjzIKnSpUkiGHSRCSBH72CQOSICCJQtIkRqcJWqtRL8Pk/76AcFOdEitNrFNilXLzHe/hdbfeQRRF9Ho9dBL090yZL2NX1zCig1FDgrMJjUhtqa1ebGngFhqrtbonU2QQgtXHlRuyVF9tTqhvdDodfN9H2i4f+sMj2JU6sdbERUO/aGWQ186mqL9StEpQSYyKY5LQJw3DTIZB9vs0DFBxlGUeSm3qmVH5+T09GlFRRcNZa+I0q6nCNOX1t/8Cr3/HXTt+4wKw8H2fbrfLTFk95Hm1k1hWCyN7GQ/aCXPVDGLn/P3L8y8KvGecqU9p2scThjrAiC6WtW6XG2d21dTXO52OKaDXCzGu+QOX875P/FuUEMSpIsrRwkSr0fmz7CjK5kFLjNps/o19shRQjaDz0adApkwB4yoUmlSnpColSjWxVoSp5sobfop3fuRjIy/V7XTMfEN+Cae2hjYbGNVD+CGemxC3Mr7wIkICz6GRgx1HCFcjRa8XEQVDEtHGLq/ON5yvoeJ2t9slCAJm9uzjl+/9dygpiZUi1opEqawXpTaBKkzR6cqHIk1Wm23KUuUpXyHP7O+MZM4m4KXQmWyNyp1lpk9hqrj8J17Duz/6yR2/d1FXhWFIr9fDpFFn77T9JURpjcRpE0c+vV606VzXntG5bjOsbUxdPaRZjRQMcqaqNqK+smvK+4uKo461220uBoK//mfezAfv+zRWpUqsFVEOdScFRJojTMWMzchDFUuIzdjT6Dw1yI+z5MdYTNEXyXtUico+hdBDpXj1m97Cr/3Hz5MkCYPBgHa7baar4pGZuvNNTGkVy2kh1IBuK6KHYvWQHodWX7zRis0WzKumNHMlTStKMdpH+13wNnDrq5c21R8OB72o1+sRBAFX/9Qb+Mf3fRa7WifK+RynaZaZFHI1CpOqzbQdk2UlzyLb8Xm+LUeUdCHTLFJFShErxXU3/x1+84//245ftZi5K4xq0O8mr5jVf4RTWkW665igS6/nU41SuiU9cq7PQOctjMzoHt17BCwJHmlLZlwLe76Cu2cKp7qApS5BxfseW44/VCrXpqanp6lWq1zoYs/T33+cj9/5NtpnTuFIgZvn5ZLsEudRT0MKhCZfrbX1y5tzn8aMtmmo/OS1FuSjCYZEaZSUvO2Xf5W3vv/DI6NaX1/HMuGJyxZK9yFKJ0E/ie6fodPtwomQjVjxqimdMfTFnAJmZIwR3HOPYGlJ0DwqmEPCksvsvipOYw7LWcSY/Z3e4DVPtXjHzMys3Wg08DyPtZNP8rvv/ntsnHyKkiWxEThWvg2ZYmNXJluLzVV38OxyNSKrpYwApczoYG4mW0iF4C3/4AO8/UM774EURhVFEd1ul/X1Nb04yedmpmp/Ac4JVHCStL/G2okBELPa1KytGY5ur60KOi94kRewIgtzRw19DGU0MwsRRvcxagPjetiWd3DB/MF3n+p+QErpCSGoVCoXZFwLl17BP//qN/n4u97GsW8/hJEGZbJ7szQGK9+XJLVBGpEdzKXYpLTJ+KKozf1fDqczOgaVaPJ00+BUa7zvY7/P9W/6OZIkYTgc0m630WnUunKx9ClkeQ0tV0nDDsnAZ2MQQ6wyL3VmG7T6YqUxIAOWloCmhhMpbiugWu9SFR6IymS98p1Yh82zrdabpJRSCEFz7yv46Jf/mt977208/q2/wRESjcnWUSOw5Ob2XJM7T23MNrlmaWMhWz3KDIuTGokxpDpzmnalyi999JO89udu3/E7jhtVr9ej1WqZmZr9zZlp70G0s0Iab2CZHv1uwOowpR4bDmOey7k+q+Zv9VhNweKjFpPXu0T1BtVKE8tdRIjFYTC88vung1+s1Rve5OQkF3tP8TeOfJr7/8U/pXX6FLYUOHkfxMq9WrZuK+N8sdlp863yZY8iG//RGJRmzKMZcBxe87O38s6PfIzyxOToqEq73WY47PtX76/ca1vlp9FyGZUso8I1zEqf7qMJyy3F2tKzeqkXI503e4mnbPYulqk3p9ByHkvuxai9T68Hb+8M9U/Mzs6Ker1OqVTCtm0e/Pwfc/+9H2Vj+ensNhchsCnuhhbYAsjlO56NFEfXhBFooTFGbM50FT1IYzDS4tU/+zZ+4bd+l/pMc6fvNWoCh2FIv99nY2PDNMrikX1N735sb5kkOUkSniHutzBP+ay001HG8hzA1XMbFrDFuPZjAx7e7kkq3i5kaQ8ki8HQv/R7Z4NfrFTrI+Ma73PtlIzRfOGTH+Mrf/SvCHrd0U3rFmJ09U9hq+Ic16ZNHrGM2Tygqw1GCK6+8fXc+Tu/x9y+S0dwahGpwmA4PLir+qlKrfxdjLWMTk/hD9Yo9Tu0HopYvkaNh/7sZ780DAvGHOzdMDKuhQUHua+GXZ7BducR9h6EWjhxtndHL9DXTE9Py3q9jud5owzmv973Cb70B/+SoNcek2t+2Tebuyu3ypV8a1cGwSuyVDDN5b30upu487fvZeEClm+Oj4IURtVqtcxUzX54b7P2OeAMmlOo+DSJvw5nh2x0E1aPag6jd4IGP2c42eaxHmgKDpYchFXBmWpQru5GyD2IdCGKkn3fO917j22XJicnJ6nVariuO7r+50KiVxz6/PXnPsu3vvIFnvjfDxEP+wiy6CXGvNv4mxUnoLNbUAULBy7nmkNv4PDtd7Jw+dKWsJ8DFVhSnb5sof4fpO2uIsRpEnUKna5Cp0OnE3KClLW1fCzkpWdUBW0xrgeQzC1Jmk0X5mqUazMIewHMHjC7VjZ6N51txW9sTE7aExMTlMvlUQajkphv/JfP8PBXv8jj3/5fRMP+lmxk5DTZlO25cp1/xWVcc9PNHLr9TvZedc2FvMOWg7VBENDr9eh02mpXw/ur+bn6V8FeAXMa1BmC/jpmpc/aWszqUX0hGcuONH2bx3qgKbii7gIVqrsmEdZuhJjHErtRycyxU52/H8TmQKPREONe60KbyZs/X/PwVz7PI//jy5x98hgbZ04R+n3iMMJohe2WKJXKNGabNBcv4dLrfpJDt7+Lqfk925hZeKhOp6MbZevRS+Ybf4a019HmLEafRqdnEcMuvccCjjWTl41qk7aDGUuSuYUSzNaxqrO41jyIBUjn+oPh5U+eDe4oV6rlRqMxymDGnawxmm//9y/y8Ne+NJJrMOgRxxFGZXJ1vTKN6Sazi/s4eO1Pcujn72R6Ye8Ff/cCsS7WLBR9qjAYhvvnyn86MVE7CvYqmDMk+gxquI5Z69HpxSw/tKUMgOfWgx1r+PZ04IBkAYdavYKxpxDeHELsRlq7IJk+s9Y/tNoJbyqXK27htYqc+2IvWLgQGjeogpmFhxr0++niXO1rzen6gyBaCHmWNDmLDlYZpB3Moz4rB1KOH9fc9tz59EuFtpcGRwWLr7ZgusTUVB2vMgPW7uyjm2mazn7vZPuu1NCcnJykWq1y7uXgF3vn2g6/75ZaqnCs+cka47ni9P5d9c+4rreKJddQnIX4LKG/Qbvdh1Z0MUYFF2BY+RfdNK4jS4IDByQLZxxqB8vo6iTCbWKzC6xdmHQqTdOpJ890f94Pk0tq9bqo1Wp4njfyXOMR7PkwsnFGFmlfHMeEYchwOKTf75uSw5n985N/WnLcMwi7BWqF1Kxg4nXEoEOvG7DivmxUz0BbjKtwssdqNpMHXISYoNSYwjZNlNiNZBajps6s9X96te2/zitXnFqtNopehYE9n452XAfGDSqKInzfp9/vk6aJv2em9tWZqep3EE4Hna5jcZaUVaJuG2N6dI7HHByk40AF7DxjueA32VJzHVkSHGhLdl1jQ6NMvdrAqU5jmSZGzmHMNELXez3/4OmNwRujWM1Vq1VZqVRGnqtIEc9l7nMxevwM4LmMTNN0CzMHg4GxLNGZny5/fbox8SjC7qLTNjYrKLFKPGjRG/SQg5CVR1OOT+mXKlCxEzqvcR292mKuXcLsqeK5DXDmsM0cUjYxZjKNksbTq91be4PwUq9ctsed7Pg1vBeqA+fTgyJLSZJklKkMBgOUSoPpRvk7i836nyOsPkZ2EXqdVKxCukYYdRCnhqxORSw9pi7WqOAiDOv8jD0kOYHN5H4P7dRw7UlsaxYjZzF6GkEDoSv+wJ8/te7fMgzjecdxnEqlQqlUorg4vIhi4wx+JsaOM7GITkXKl4/TE0WhLjn2+q6Z2ten6pUnEI6PpIs2Gwi9RpquE6Ud5MqAbj9iPyn8pb5YZr7UaFsGczUWM1c4aK9MtTKJU57GmCZSzGLEFMJU0ySZWF7t3NIbRJcLKUuFkx03sJ3oQGFQRe2k8rOE4041DEOCIDC2JfszU5WHd0/VHkTaPoI+RrYRbKCjDZK0hR92Eb7PxuMJj6F+0GzlomPvNuN64JBkMbBoXOJgylUatQmUnMQSMxgxjWACTR2jyqBKqx3/+nYv+PEwSmaFEI7ruiPmni+KFcw916DSNB0ZVBzHpEmiLUv2GzXvid0z1b9ybKePsAIMA6TsoGkh4hZStugOeohgyNpj8bnMhJeNaie0re66rSlYLjnUax56to5rTWHkNK6cRjONoIYxVbQutXr9qza6wQ1BlM6BcEqlknAcZ5sOjC54F2JLhCocapHuFREqSRJtW8KvVUpP7p6uf8Mrl9bACjHGR8geRnUQcp00bmOlHeLWkHY9YP+JlCPPT1vlB05qt0evN1ss77KppSW0U6Pm1VFiCikaCCYxcgJMBaPKaOOCcQZhMtfpDl/px/FikuiG1rpkDLYBeW56MG5UgLKkjG1b+q5rtxoV9/HZyeqjSCcBESNMBGKIoY+gg6aNirvEqovdGdKbCFhcSTly/OXU7wegZ3SykwdcylMVlJjAlpNY9iRaTSKYwFBDiDKYElq5fhLPbrT96/wo2aNSXU+V8rQ2dnaQYyvIUeiAMcYIIVIpZWxJQs+1VuuV0rHpRu2oFDJGygQpIgw+RvQx9BBpB206WKZL0h8QpgGd4zHLZcXh5y9beV5gufMy9vCcZGXGoZJ6KFnDLlWxmEDSQFt1bFNFmwraeFjCRWsHhAXYYCQGGUVRNVamkWpd0ql2tRG27Vi+Y8m+51hd27YSDNmxZ2mnYFKEiMBEGOEjxRAj+mjVxaKHH/WxB0OCRkBzLeaBVf18MvOlTud3srFNbb6EW6ugqGOJCSQTSKuOoI42VRAewrho7Z6rA0EYTSSJnkiUqhpjLCllLG0rtJFBrWq3MLI4sauQtsp0QMa5DgRIMSRVA6TooZMeFn3S4YBYBwxXYlbclFd9WT3fOvC84t3nN7BFi7XYwWuUsCmTlqp4ThVlaghTRcsKlvAQuoQWLggHtIM2FpaUaJ1dyz5OGoOUOj8SrcAkGBmDiZEiwEgfo4YYNcQSA7QYkEYBoR0y24l5pKtfCGa+TOfoAMDdSwKutjgT2FSaJRxRJvWqWE4Vy9QQVhWtq1jSQ2jvGXRAbpnDKIbBt+pAjJFJrgNhpgM60wMlBthyiIp8Yidk+N3coI7rYkgRnl8deEEaSduZe0hybNHiYNWiU3Zx4hKWLpM4Hp5VAllG6RJCeqBchOOglIMlLPRoU9b4QReNzAdxLBljTGZURodoGaBVgGOFqCQgdSOi5Zimm8Cy4p6/zMTyskG9oLSJHpM72hw5XJqwaFczHbC1R+KU8Wwv1wEPIUugSwjbQSkbS9hkez63mpbMNuChTIplEoxMMCYCHaFliK0CjBWi0zBbbtiLmC0lPLKhXkiDKuiF69ByHuYuLQluOyA5MWOxv2zRCRzsWQcrchGWg7BcksRGSAdXWKQiu1naEVsNKzEGg8LRKbFJcZwUEyRoK8rGUksxE3HCcpiyuJLCVkbCywb1w6TzAhwn9tsjHbBmbOy4NKYDDiVpg7AzHRASZ4uuZjP3xigckxIbhWMnmQ7Y8UgH0tUU30sIQ83BZcWRNcNtt40WYr6QOvCCGta5tMXQjhyR3HZAQlmwPGFRKlk0LUnPtxGWRNRz1CLIusijU2RFw6KcbYgxXU29qiBVnEkU80MFXc0DfZMdR/rhMPJl2hlt14GmgDm5qQO2RW9ojemARARyUwdG8h+7bK2rqVdSUPr/Fx34oRrWuTTG5Oz5wAOSel1QLguWAFxBPlSw+UzN6Hk0NgSBod/P/uzw4dG1SS8b0Y8GXbgOjMkf2KIDhw8Xkyb/z3Xg/wKN5qiu1cEDCQAAAABJRU5ErkJggg==",e:1},{id:"image_3",w:194,h:14,u:"",p:"data:image/png;base64,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",e:1},{id:"image_4",w:65,h:65,u:"",p:"data:image/png;base64,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",e:1},{id:"image_5",w:295,h:269,u:"",p:"data:image/png;base64,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",e:1},{id:"image_6",w:383,h:214,u:"",p:"data:image/png;base64,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",e:1},{id:"image_7",w:114,h:135,u:"",p:"data:image/png;base64,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",e:1},{id:"image_8",w:88,h:106,u:"",p:"data:image/png;base64,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2tKngJUrkmOCuRUH7hGA1k9zcFmzkkqSUhEaSakVqJUFDEhhJZiVBphgNNU0ko1KRZBIiGGWSEK/AQDsC5Rgbh1IGE1tUaNChoZSWMrWEHUsyshTSkitLS1uywDJct2SzjqWmJd3yVPHWtQpg/LVw7r8Jcokv1PS/veKpfzgnWCslYVNM/GHQrvzCSAIr0bbyiVxROIlNNSUSlUnCJ/AJg0U1Dcp4nwgi7xeFtORDS9g0e/xhUVvyunQ451g75p5Jivi0MpZzTlwSldpbgiUEjVACktFIglb0MkXYlERSEfU1aT8gHwaURUiWBdgiYjMLMSZgXCgcCuEEWfVlpXAMMOTKEukCpwt0UODCAt3IcbogLQukLMkjgw4MvZEllIZFbTk9sqS5pR9altasp4nPXsT6mySXzVDgGcsSkjATrHUkzUwyNycZlHLiD2VPYRJJNNBYqxn1QvJxwNgGmCxEFAFlGeBKBVajgaz6vlI4es5itCGWJXmYo4MCHeeIOEM0C2xYELZKAmvopYZQGua6hlFgGZaWxczCioVF4BjcXrGZ2293zjlxtb5wVRnrcbPU0sfkJCplkaKtFflQEWtFpBRpP6QcRGTDGDlsQJ4wHjehaOLyBmWZIG2EtSHSapyQOCcQwuGsA1UiRI4QOTocY8QYHY2QUYqMRuhWiojHqCQjjHJcKyc3Bp0YQmNISsNpZWnrCmB1Brs0Yn0NXE9NnpSxzJSSppFEc5J0R5EHilgpCqmIBppsFFJkIW4Uk/YTTJ7g0gbSJNgiQZQJ1kQ4F4LRWOEDbvXlSFniRAEiR+oUoVPCeIgJhwTJkCBOCVspQSPDNXNEUhAaw7gwJB3DoDTMh5bRRb5w/Lh7OpnrioF1WUXesyVJZgWNoWRnXRHNSfJMkytFUmqyrQhZRow2mrhRm3G/i0lnMNkslB1M2UWYFpYGwsY4GwIBDglCgHMILEKWOAqEGINMEXKE0gOs6iNUnyDeQSc9SAYE7QEEKaI1pjk3JlMlUpd7ABZlPpv1Ivs1enjlsscXjk3TvsoXNnLJWCuaU4ByaYDLAuQwYjhqUI4aiEGbdNxGZh2KrIMtO7iyBa6JsAnGJUgb4AiwTiNE5bfOIkWJpQCRoeQI1BChdhCqjwu2ieJtXHObqLtD1BogZlKCKEMkBTooSY2hX5q9vvD0wXVFwHpcUNWRqc5SptC4UiNNSNhPGG00SbdnKYdzmHQRxovYcgFn5sDM4GwLRwNcDISARqABgUPg+0UWh8GJEkEBZB5gYgSyj5A7CNVD602INlHBJrK1RdjaoWgMaMyMUPGYaD4jswYVliT20oj16ln7NXA9uewpA+48JlisslQ3k3sYS6IUZaFxaUCRRZidmHzQotxpY0ez2PEM5XgeilkoZzG2i7MdsE2EiLEmRogQ6wIQCukkrvJbgQMMCB9wIUOSghyA3AG5jVAbyGgNGa0RNNdwM9vEMzu0WyOKpTFQ7PGFfmhZOmlZvcWytuZZDFfuB1cOrFqZdyFpr+ym+26kyBsak2tkHmIGMen5Fmoww2BrCTdcxo73Y4t9OLMMdhbnukADRwzCAwqhAN8hkkJMfTmA9Q9ngRJHCeTgxsAIKQc42QO5gdTr6GAN2VhFN9ZQrS1se4doZkBzbgxBfknE2taWpWcmYr2QZY8fTJcBq4cl7VzS0mrCWCCg2IwQOw2KnTbF1gzFYAGXLWLzRSgWKMsFnJtFuI7PUi7BighBACgQyrMX5CU+4QOu9wmHAQpwGZDiRB8pthFyHcILKH0WlZwn7FxAzG4ws9Qjb6dEjYxhWrKoS0aZobNgGD09cD1lYF0WVN1M0osUY63oZJoy1uRrEXHaoH92lvHOAmXvAGZ8ELJrcOUK1i4CMyBaSCJrVdAPXxQMghfJUXhAFGpWGNXC6hZOhAghcM4inEGaAcoMUKbnkuKCaxSP2bZ5yETFlkE4H7EcKeAVilzH6VWC8BwyOUfQuoBobhDObdPqDvdErKE1xKWhm5lnig68EOUSUNVlQO+0orkgKVI9yVLZKCLsJ/Q32+Qb87j+Inm6D5ut4Mp9WLOEcLM410HQBB9grVN6EB7Vg+CwTMODIpdzwsg2VjexMkFIT2GcNUgzRJkhyuwQFxdss3zUdooHTFRul2C9PwixgxCbCHUeoU+j4lNEzdNE8+dhdhPdHSLmUpwrUEFJkJR0zNMC11MC1mWVWYOqjk5OBJiNhHzYZHxuHru9QjY4jBkfwRWHMXYfws6DaJeiEW80XhtuRy9TaXyD0HFLRFFEEARorVFKIaVECFEBy+Gcw1qLtZayLCnLkjzPyfMcmV1wjfFDrpPdZ+bSewolinwKYFsgV3H6HDo4jWyeJmqfI5hfp7WwM4lYwhWMSoOOSvqhpZ2br4Frr1zWD6bLgJlcYxqapNSUmwm99TZqMMN4cxkz2k+eXoMtDyLMMtbMA10QTRDRIDwUbIWv0oP4RTKLDhPETREEwSU+UftFdT9YazHGYIyhKAqKoiDLMtTotGuP77Pz6d1lyz42xroRgm2EWEUEpyF8lKD5CGHnDGpulca+HnImxYY5UFwWXFfgB08KrN35fneIPcpcqkC12QuQMiAsYwanuhSbC5Sb11CMroPsKLY8jLP7EMyM5VLzbOtbw53mq2TcmhNJkhBFEWEYopS6RHliT9Z3ewBWK7Msy4kyx+Mx2bDnGum9biH9TDmXfS4Dl2JdHyXXQZxDRo8ho5OErVOo+fPo+U0aiwNyPabdKghHng5sLhjPtbFfA9eTgKouA1w/QJYh480G5XaXYmOBrHcQmx7C5YexxUGcWwJmQTTGci5aa3xjtB2/XNK6Zo8/BEGwxyeEEEgpAfYA64mCbpqmjEYj1OBBuzj8WLmUfTIF1wexDvIMInwYHT9EOPMIwewFgqVNwuXh5cG11w+eGWBNuj6LgvRLiplSYruaTp2phgnDszNkq0sUG9fihtdTZtfjzCGEW8rFTOdk5/sbo84rZas9IxqNBnEc74lGNZBqpU2Daupe9lyttTjn9kSsGmCj0Yiif9bND//SrPQ/PFayGOLcNogLyOAkRI8StR4mmD2NXlijM7tDVtGBOVtMwHWZzPU3DViPG1yn/aCMNeVWjFxvsr05i9tYwe4cpkiPYosjYA6AmwfZ3glvbJxtfnOQtV8iGo2WaDQaE0BdjrE8kU9U97fHJ+rAW5YlWZaRpimDwYBy55Rb2fnTfHF89wDhNhHyDC58CB2fQHUfprFyivbiFnZ+sAuunXKPH9yKfSpDMk84QLwXVMcFS8ckvSpCmSlQDU51KdaXKbeOUvZvguIGXHkYIRZPN/92d6P7lqDZXRL72m3iOJ4o8HLKeyK5+D1KKZxzaK1xzhFFEUmSTBQ67nbFcHhIf3nnm5ozO5+Irxn8cSJd2cQVLTAdirKJKRqEWcBOqZFsE8wN2ZQwF0GRO/ohtFcMHIfbcdxxh3DO/Y3JWpe21Bf9BICZ03v9oNyKUFst0rUFyrVrcP2jlOmLsOW1CFbAzfbCl7TOdN4R2vaNstVqMVcBqg6wNVsBnrJP1O+tpfaJOotFUUSj0aDZbDJqt8Vq+2C0vvWG4HD//w0a5ZkQ8ojS+sZZ7gR9ICgd4TIUwtGNHEXu6GbODyTPCm4//qS2f1xgTRR6O7szkFeHkrkFSb6hcV1NuRVRnG9jtpYwW9dS7NyMy2/C2cO5mF16cO5HO2LuJWqx26XZbBJF0SWAeroy/XeklCilCIKAMAxJksQrtNUS/fai/vL2a9or/feHi+ndIZgEmyc4l1CYAJwmxPcj7dyQvOEoR9CmvJxSn86o/PNO9oDqY5JeR+3SP+f9IF/tUFxYJFs/hB3cgM2u96By+3JmZk7O/EBjPPMa2el0Re0L04B6pvwB2BOspZRorQmCYBJ4d5LXyxOb17ZXencGy8OPa0SpsKkkw8/maBSgI4uYs+QNR0s41oaO7j7HXYuCtWNw/A6eKMA+8ZSmO+4Q3H7MT1PqZr7dWaChodHbIWqrxWh1kXzjMGX/RshvxNkj2/FL9p3s/t12e/Gw6HQ6NBqNCWd+JhV4sTwZyIbNpljt/Vi8sfV1wXVbvxUGth8ibESBxqEwVTCJtcMuOGwJraajB6xmcNeiq5V6udWqLzTZ2wmugmvjsKRUVXA1AWURY9fbjM8tUW4eody5EZvdhLNHEG75fOPW2fPd7wzbs8tiud0mSZJJTf1MA+piuZhGSimpGyJRFIm1+H+IB5vXLx7t/TbCFvi2PSWZKCEu6WDptx2N0GeuxtCxdBzAPhl7uSyw9lDAu6rUv3ZaMtdUGKcg0/Q3G2QXZsm3D1D0r8flN2DtkY3m61ZOz/5wa3ZhWXQ6HZIk2ROV/rpECLGnGaK1JgxDoihiJ369ui880L1m+3f17PgLCpdLCieRwpFJi3IWWzpke0SeORLnmCkd3Y85wHLsGNzxxBHrBSN1s6IOrjs7iqJTBddhiFxvUqwuYLYPYXduxGU3gzlqZLT8UPeHZ4u5N+jFmRlardazwlieqkw3QGp/0FqLLf3m8H41s3zj+r9EysJgKSh1jlob0xMFcaOkLC15ZCnXHY05RzsSMCsma/0uI4+fserVvvecEKyGEiJFKhVyrGEzodjpkG+uUA6PYvMX4cyhteQbDpyb/6HmfAWqOI7RWv+1K3FaaoDVSp3KYuKx8H9uptt/rPb3PyRwhaMYGCyGTJYoaWgEhrJjMT1Hc8GxOuto545beWGDics0rZYQ9LYUJQpRaFQQkO00Ga/PUaxdg+ndQJndBOboWM6vnJj7ydlk4Qa5NDNDo9GYZKmvti/U3x1F0cQfNuWr9f3i7y/ftPGeUtoipximCD0iCjJkI4f9hmZh6UWOInIks54SPkHWugRYl3YBz0uWkHSNpJdrZBGyvdnCri1i+4cw4+tw5vBG/NpDZxd+qLmwuG8CqjpjPBfk4oillEJrLTaD74tz0V0+svM+iysNJs0Z9zJCnSPaBTI0lE1Ha9tSRI7VzE1Twhdi1rqkvl5C0jgsoZQYrRjlGtdPyM7PUGzsJx9eh8lvAHPtIDy88vDc35ttL1wru90ujUbjksbEV1sulzE3ebm+n5/ef2zjVwtsMSLv97FBH9Ue0e3klAuGRmHZKC3zQ0l7y8Gxx21kXD5jTWerI23BaCRZKzVdpRlsNnD9GbL+CmZ8BJsfGYaHDpye/zud+cXl5ySoaqmVWWfRythiQ3xr/BDR/ut6v2Mgy5ByhFEjBvGYiBIZGdZKi206Zoa7lPD2F3DmqoPr0S1BmAl21hVFRyEzjR5HpGttsu1Fip0jmPRFmPLaQXx0/4NzPzE3u3RIdLvdr1oZ8FSktn8YhpPX1u3LgofLH77m6M6/T3HlDm64TbbeZ5SkyLBAtgxtLBu5fbIAuwdYl81W4NdTxYlf9mF2mqTbizA6hCsOF7K98uDsjy115/eLdtVOfy6Calrqe4uiaGLwdffm6DE3OnCof2dGmQ1hMEBtDwjiFNcsaM5Y7I5FGks4Z2lHgjtnxQs1a02yVXKsqq/nJONUI0UAvQZmfY5y5yAuvQ5XXpvqpZWH5/7e3OzSITEzMzMB1VeT+j2ZXAwuay2r5S3ROXP+0Mrww33caIsy2iTb2iFujUnigl5msV3LzaFl44Tg1tndTWqm5PIZ6zZ8topKybipmHWKtNAEawm9rVlUf4VsfAhbHnh47kcONeaOqDpCPddBVUsdRcMwpN1u45xj3X1rfM70Dq0M//MIm/XIetvIpE+nO8ZFBXlo6HYMaz1Jd9OxeE680LLWnuB6dGt3iCU1ftlHvh2TbnXI+suUgyPY4kghk/0nFn5qubNwSE5nqucyqGqZ7hY2m03m5uZYzb+t0xnfd7BpTm/hhmuY3ga2PSCdHRPPGGxh2EBOstZlfOBSYN2O3+wjPS9ZagooJVmgKNYi0p0WdmeBMt8P5sBa602Hi5lXREtToHq2FHn2kYe4+8Mf4MzDD7F65jTpaECWjrHWEkYhUZwwu7TM8sFD3Pzq1/G6t7wVIdUT/s26sVGDy1orVvPvaLXyR65plw/twHgTs73JqN0nbmbESUEqFc0FS6hfuFlrOlvlpwWpVnSlIssD3HaC6c1h+gdxxWGkPfDQ3I8dbM4fVVeTqc499gh3f+gDnH7kQdZOn2Y06JNlY6wxhFFEGMXMLS6zfM1hbnz1a3jdW74FpZ7RPZD2ZK5Wq0U+tyQezX9o5cXr/2wNkR2kGJzH9bZZWBtSxAX50NCNDDe3fdbimLi4Szz55btjFtWUlflQMRppellI2IwITnVYP3OA8vyLKXdeU4j4FffO/8KLF/YfVbOzs0RR9IwD64F7PsNffPBPuPfTf8nq2TMooZBSIERVfE79AmsdTjissThnCeOE61/6cl795rfwxnd8B3Gj+bjfU0+BSdOUra0teue/Yo6t/uIDWrgvoRv3kCx/mcbBxwiXt4nCMT1bYMuC7o5hFcutWHj+T3W6KFv5idajGY0YhIzyEN1vMXxsmfGF68m3X4Ubv+JU69tf0V/+js7i4iLtdpsgCJ60pjrx+Xv4xAfez5c+9UnWzp5GIvfaVQAOEGCdwznrr9YSxjHXvfjlvOabvF2TZusZ+/3WWoqiYDAYsLq6Smv1/VvX9P/404j4HuKlz9E88DDBtetIkWIjP+UpmS1ZPX6JD+yF/qQLdMzvqIRWxEZhxwHDUQM3mMOM92HMysmZ7zvanF1RrVaLMAyf0QL1Ux/5EO977//G2ulTaOXnjjXCBCkFUsjJsoHdhaQORzXbWVuctZjScP9ffYZ7P303v/eeX+FNb/923vkzP3dZQ9TUNY5jOp0OeX5YPVr+yJEXbfzGBja/QNZfRe9sEc+k5ElB1DTIdUk4Z+GlcOea4LYXECW8DTh+zu9TIbcVXSmJraa32SDvz1IO9yPyg0N96JrN7lvbizMzNJvNJwXVZ//rR3jfv/pVzp8+hZYSpTRJEO/aVQgQj2NXZ3HWzws98bnPct89n+L33/MrfP3bvo0f/Jmfo9npPu2fXTe2kiSh2+2yOrq1uzz685XQDFYwg9O43hpma0CymGOMZMNJ+kNJe8XVzAUfEi4C1p11F+i8YFVJ5oVkrBRuLcb12tjhAq5YGevl/cPmK5rL7fZkPOCZqKtOfP4efu9Xf4lH7j9OoBVJlKCkREmFkn6N22S6ChKHq5aV+MWk1vnB88nkXGswymejj//J/8enPvpnfMv3/xDf9a6fuIQm1rSwBteF0auSXvriQ93x/Rcw6RnKnVXG233CKCM3hmLOMOxJ2iesL2BfIHMIJ6XAnN+azApJHihkFlGMWtjRAi7fj7P7TnbfeaAzOy9ardYTgurBL32e3/vVX+Khe7+EVpokjFBSe9tWNGzXrtWiceH8dic4n60AZw3Gaayy3rbG8IkPvJ/P/vlHeOv3/SDf+a6felo0sb6HIAhoNBq0ugvyVPo911639e/OYMb7GA3PEe1sU86NKKKSJDPYLUGyI7httt6QSAghnIQpClDvlb1WSlZiQWAlkdGYNKIYdSnGyxi7/Fj3uw+3un7ZR63QpyPOGt77s+/mn/xPP8ipE/eTBCGRjoiDgDgIiXVAGASEKiDQAYEK0EoR6oBAKkKl/L+VIpCaUAeE2n820iFREJJEMWac8f7f+nV+6u238uCXPn+JUusittFo0J2ZE4+1v2c/zvmFeWV/jvGoicsCgoYkrrfxmvW7U93+OD/u+SR33CG485hfYn9zW9Cfk4RtSSEVo50YtdPFpcs4s+9C65uPus4NYbsKrpcrA5yz/Po/+vv84x/+Pk7ef5wkCL09g9DbtrJrEAQESnu7au3tqIIpu2oCqQh0QFTZNQ5CojAiCSNslvMn/+43ePfbbuHE5+95WiqoxzijKKLVajFovLyVqYX9WLNMPpwj7zcpehFlqoiM3yjn5JyoBox3/87k2aRgnRWETb9hYq4U4yzADBoUo1lEuTCK9u9Pk2PNeorK06WA/a1N/tE7v4tP/5cPEylNHEZEoQdVqENCqdFKEVRZS4v6KlBCTKJendUCpdCVIbTShFoT6YBIBcRBQBKEDDY2+OUf/SE+8ad/tOdepovYZrOJbB0OVpu3HoVyGZstMN5pI7KQKFWERtIvJatDv5r6zmPP7fbXk8hkUHix8oGN3AePbKRgHFAME/LxDGW2hDBLFxrftDA9Ze1iHxju9PjFv/M9fPJD/4lQ7wIhDkJC5YNkbVct1JRd5V67imq2jJTerkqja5Cpyrba23W4vcWvvOuH+fP/+AdPSxd11kqShGZnTjzW+a6jCLOIzBcQwzZFFqITH3R0w2+T3j6xxwcuSjW3wOrQO0xo/OaJsheSDlrYbB5nl84333pts90V09OVrlYePf5l/uH3voMzDz5AHAREQUikA0KlK3BIlJITGiilQEpQgoqX4x9SoKhew/NbJQUaSaA82AJdZbLAZzBKy7/5xZ/jff/yVy5Ras2zO50OF5pvXgS3iMkWMMMuW9sNSuP3c1iJd/cYv40rO3LmuSi3A9wC4XlBkAhCIwkSSbkTIYdNxGgeaRfPN972oqC9ouu66uIO4JkHH+Af3va3OPnAcQ+oIJiyqyJQCiU9eKSU3oZKeLvWtsV5u1Y2ldLvLqQAXQFw2q5RZVdhLb/9S/8rv/sv/slVq+HiADtqHGuWRItYs4jJurhRTFRqUuNxEm35DUmnfGAXWDUFiLbEhAaWRpOOI2TaxpTzzjHXj4+1ms3m025YPPjFz/GP/8cfYLC1WUWdsKIDCi3VJHLJ+lHdrHD48vDiR/V/Vf1bKQekkCghCapsFipNpCqQSc0Hfue3+L/+l5/Zo9Rpni1bB4LV5E1HsXYRPe5CFjPOAgLrN56cpoNc5nyn55PUPqDbfhvw1EqKscL0IkbDNtbOY+3CauMbFmvGcvG45aPHv8wv/N3b6G+se6o+AZS8Ors6qk26vF3rgKqk2GPXoLJrDeCPvO//5r0/+1NXrYrpABs3Z+T55tuux5l5ynSWctQg2wwpU8XAeB84ObfHB7xG6voqObdLA9OGxOSKMk1wWQdhZs+3vuX6sDGnnm626m2s8b//9LtwRUFcpfJQeqfXQlUUoAIHDuGs/7ET5UqkkiitUIFGB4F/rqvZ7EJW2zxVW/sIMQGYrqJcVEc6HfCJD76fD/7735jc3zTPbjabbDRfvw/n5inLWYpRE4YBmZVVRPfNHm7heV1nTfvAuS3B8lCgAoG1GptHkHZxdn4revm1srkS1PX1tA8Me9v82rt/FJvnvhbSAXFN3aSu7Orb6R5QrgqAyjOTypY6CFCBntizDpQ4B84iqs96YHpG4+lhRf2VD9Sf+s8f5I/+zf9xVeq4eOB4K375PNg5hOlS9JsEaHQiSZ1neEl7jw/shpq7jnvUBTsCFQoCI8nTkGgcYfMu1s5uxS9fqtdWXW22ctbwL378RxhubfnMIX09pJSqqIDY7f5VgxlCSK9MP3GWIAyIkoQoSYgbTeJmk7jRJGo0COMYHQaoIEApjajoo8D5KAdoISbNjjqD/cH/+R6++Jcf36NYrTWNRoM8PJRkwcISzsygR03KQYi2PqL3C8npimM/3+Wu4wKO+aNzBtVe6uwEiHGCMx1cObPWeNPBeqHixd3gf/6u/57BxjrhtF2FRCuJdFR2rWwsFUqH6DD0A8FJgzhJiBsNb88kIYwTwjgmCEKUquYc1gOXziGEQ0hPD5UU3q5SEWhFKBWRCnj/b76Xz33so1eljtoH4jjGJfuCXnTzIYSbRWQtdrZigkwxG3qGdwSm6yzpnBMTbp20BZsNQbrlN6Z3maYYN8F1SxnPFdH+qN6r4mqz1Xt/9ic59ZX7iXRAoDWB1r7xIDxtC+OIa26+me7iYqU8n/6DMCKMY+JWm+bMLO3ZWcI4wRYlaa8PpSFOGrTn5ml2Z0haTcIkQVdBQEo/6lgbVktv8LDKXHvQ5f8AACAASURBVNI63vuz72bt9GMTpdazMpJmW5xP3nw9wnYxpoUsQ4JcoQKBHu7WWc/nBsbF9ZWKBHriAzHWdJxw3WF0baP2gWlQ/frP/zSP3n+v7+BpTaDV7jAJEMYxh26+mbl9KyilCaKAqBHTaLdpzc7S6HaQMmA8TBn3B0ipaXa6tGa6JJ0OUSMhiGOUDiqASu8fzoKo2IkQaFkFzSp7KQf/+ud/hnMnH75ildTMJQxDGo0GG/FrD2LKGQrTxhURg9wf8KGGPstP1Vm+6X/nMX9e0XwIWSxwTpBninQUYosGzrXXm9/4oihuyqdTW33hL+7i0x/9MFEQoqtaSla10PLhI7z9x9/NwRtv9nwPSPs73P1Hf8gX/suHCWIfwdZOnmb99Fl6q2uYovCZrd5IBAiiiJl9yyxcs5+5A/sYD4cU4zEmz8GVOGew+FSthMRJ56OcUoyHfX7zF/8BP/9v/589VCCOY/rRdV1GdDBlkyyNkFYTW3/kDFGl1Nm6eH1+jmW1T/hD35b6/jdlqSQfB9hxgjPtjegNL4qSjrq4vX7fZz7JJz/4fsIgJNAaLSRSKqSEhWuu4R0//m4O3nwMIT3zyEYj/urDH+RzH/4QZx98hM2z5xlsbnnATNkS52jMzTC/ssLydYdpJAl5mpKPU2xZYozf0l9MqVvi6SZSYqXCKk06GvKbv/AP+IXfufPS3/wkUi+KjOOY7ehIB0kHUbSQWUiUanItGThfZ3GwPtbV7R1NO7clWNSCXiRgLBF5gCsbSNvpBTcuTkeqqwHW+97zy2hZFZxVy1wLwQ2v/jq+9cd/CqUVw9725P1CCF7/nd/N4Ze+jDt/+Zd46HN/QTYYVjxdENQbj0jp98cXAlcUbDx2itWTj9GcneG6V72MVrfDeDSkSFNM6aOctQ5c1YZSEuc01lnu/+ynuO/Tn+Tm171hQgWiKGIrWI6N1B3lyhYqizBDRRoIIicwDSZHej5fxU8OgCP44DooJVoL8lLjZAMh2lvRS5cv5wO//6v/FCV963xiW+C6l7+ad/zET6OCgNFOr2oM+c+9+E1vRumYX3/Xu8Baggp0orJpPeMi6/U5tb3DY/c9wPLRIxx92c0opchHI3BZNeXJISp24zck8cAKlMShsFbz4Bfu4YufuIuXfcOtV6SWmrlEUYQNFsMxC0sx/SZ5FhFlGjnnkSwTwcnzgsR/zv+K6cZFL/IdQZMrTBYiZQNDK9UrjaczH/Av3v+HnHn4RKX8iiJIQaPb4eu/+3sZ93cYbm9NHqPeNml/h3QwIGy06C4fJBuOUFL6yFc9fAEl/L+ra839h9s9/uqjH+PRex+g2ekQNhKU1p6n1zQTUPjWb1AVwr//a/90otTJPglRIjfiN1yHVA2ciWiWinbgKVNQKXXPIdTPUzm35U9SlJmgzBWhCxAmAdscByvti33gUx/+U04+cLwaN5QTuyatFm+87fsZD/sMe1ukvR7jfp/h9jYXHj3J+pkzLB46xDe+850Tm9W2rB81eFV1PffQI9z9gY+SpWPidosgipBqKsjXxzDhfLxEVLZVaCn5D7/2z65YHTWwgiAgimOx1njDUZBNMDHKKKQWDMaCzX51RrJvYMjdsZcq4qqRIM0EZqgQZUBZNEZ6eUGGLT29IcyVyh/+6/f4gUApUNL/aOng5q/7BorxmMHWJoPNTQZbmxNQjft9zpx4kPVTp3nt29+O0qpSOjgcpXNYASX+YXGY6jXftPDjYCcfeJDP/7e7SZotwjhB1oWwA0G1olgIlFYEQnHy/nu5+0N/smdhZBiGDPXhRRAxRgSMkKSXV+rzUi4OrioQSCUoRwHWJkYGTRvMBBf7wB/8q39OoGQ1tlS1z53gxte9nrLIqyDZIx302V5b5/SJr7B94QI7a2vsrK/zire8BRkGl9pSMHnNCSa2NEXBX/3Xv2Dz3Bpxs0kQhJ5Cgm/NO3+KhnCV/SfsSHHm4a/w8T+68sHjaR9IwwNdqLbDHhQamVfNvtgPU1RNLJ+x7jruI26wI2AGZCBQSKwKsSLeSV56oN4L8GrW2Nz9oT9h49zZSvkKhfIDgQga3S7Drc1LMlU2GnHygQdYP3OG7bU1Br0e3X0rGBwlghKBFYLSTU5KqAwiMK4CGOAqzr1x9gLHP/sFomYDHdZUxvNz4bwidF38Ssmf/e6/nSi1LmDHarGNI0HKEDtWyFzQ7cAScLr9/M9WF9PZIpVoqZEi6oWvuEYHkZxeEfxXf/4RVk8/hkZVA7l+SEPiaHRnGW55UI0HffqbWzx2/wNsr66ytbbK9toaW6ur7Gxu0l3Zf6ktnfO2hD32FELgrOXLn7qH4WBE2EiQlV8651c2+JrL+k4kVSCXEi0FH/4Pv33FWpn2gVzONXAk4CKCUiO1D0ILUx+485i4aMbiMqiBIARKJcidQspoqA/O15HqauYFfuYjH5xMU6m7c9JPrwTnGGxveWomJUprgiji3COPsb2xubuBIxA0mxghdk9eZLK6gN0X3KT5gXVVdvPU4swjJ2nPdNl3cBlbljhT4oSbjPb7KOebKo/cfy/j0YAwbkwK2EJ2IpQIUU5jrZ/FOxgLisR/4Quh5Q4VaxECVQowGkU4VIeWpnctBrj7z/6Tb0BVg7XVxFOQvq0+6vWqoY+Qxx58BFOW1XjU7riUA4JGg7J6fqktYbd48uIqEH3uv93NG9/2TYRRRGYMzhp/PqHw45dVqYV0u2Ndpx98gNFOj8YVzIavSwKtNaVqhwgihAmxuUJoARa2hwJbTs7NrlByC1wPbPardpwWlJkEAoQMcznbrCPV1ch999ztlwlUA79K+q+RAjZOP8Zgc2OSrcaDPv2tLR65/wEf1dZ8hNtcW2XjwgXKKnoZ5yjZvfrnTK7GQSn81VBTCsGJL9+HDkKCMPCUEH+mnXR+qpTCX11Z8sk//aM9SrUyUlgCjApQSKQWdKofeeSqVPPck5q1NJsglIBQ41SQBzPNi/evuO8zn0RVWV7VTuyZOltnT5Hu9MiGQx65/wFWz5xha3XVP9ZW2VxdZXNtja21NdbPn39yW+IwCH8VnpmMs4z7vngvYZKg9N5ayz+zk5kduqq5KA0ff/+VdwfrrCV1rIbB4SXQETaQZLmvR+f3vv9SpAzG/p6EEb5QEdqIKLjaTUEe+Ozd9Lc2feMEPP8FJBbhHJtnTjPc2mC4vekNMRpy3+e+6A2wvsbmqlf+2tmz7Oz0PDUQ1cNNXR0Uzk6uk+eVcWxFHfO84L4v3ecL36nfU1NCVU+DkpLPfPTPJkqVUiJUpPJgrgEo73QvDHHOiUk5MC3CCCwSJ2Qpm/F0tnr4y19ge221squ3aj2bQuLYPn+O8WCHwfY2D997P721dbbX1iswrbNVgWrt3Fl621tPzZbOYhBY54EFgtOPnqLICnQQetaB2zNDo6b5ojpuTSnJ5/78ygaM6/Kn2tmLVK/MIJzCOlV3AS+Wx1+8UmoBgQapnIz01bbYP/nBP57MpPA/3Cu/JnIbp04SxjFh0iCIIowxPHL/iWp1cLWaFMGZhx6itBcNDwk8Id/LH3ZfmNDCatP8ilGcPnmKF7/8ZpTWlDneCHX1SzUXDTjxhXsmSq07jSNxYCZUq+KFBKyJHN7nKE/u/luWAqWh1MqIKJj2gU/86X/cY1eJ8+qrQvX2hXPMLK2wur7N+vlzSCFxopoTOOVHZx95hMLYp25L5yYUUgDGWh78ysPcdPNRilRioKqz6j/oqn6Xq4Km4MEvXvnSkmk/KNRMC6ckUl2690NyTsDsEwCrUFXGCoQhUFe7e+mpBx/YnWhpHVJWBhB+HMk5w9qjD9Pdt0Kj0+HUY2fZXF0F6UtQKQSDnR166+vVIrj67FQ/ziHYrbm87D73dnATO7qK/6fjjI2NLRqhz8L1YKTybNlHYCEYDwasnTrJzL79gO9M2SAOQDu09F+0c0XqeE6KEMI59weO40DRcahtoAVWO7SCQuNQctoHTp+4v5o866oJtBX9cg4hfQbbvnCWh048Rr8/8Dxx+jsRDPs79NbW8R+7AltWDQwhBc7AhXMXeMnLbkLWG4JWn/VBvLKpqGpoB6NxypmHHuDAdTdeqZ48sHQ3oZTisnkpXbnMCmKAVuzIgUA6rIICEFpc7Y47G2fPVPP/qE65rM7pdpI6IpV5xs7qBYRzPHjfA6yvriKkxJiSMi8w1gBVJKoK1/qH1q9Vb9gtemHXLtO2sh6ap0+d5abrD0+imZ04h6sm73ojPnLvF3jlvv2T7zAkChTo2GFL/4WzY8ejDeAGB+euWEfPSRkOQZeOUgMSd1GGXj93Ckk9Q91VDm0RrmIlUlCWJfd97gvoJEGHgQ+IUmDKkiLPscbsNqKu0pYIwc7OgGyc+3FNV52a6sCvQvYBvbarqLLmo1/+4lUBSwhBKeIAEQq09McbXgZf1Usfg6/MwYG2gwEkpT8qORUOGTo/Xnd1zGfY297N7tRRDZhMLLLV0gCHNSVb6+sM+n1c1eDg4u+dimgXdwXrbOaou4aXyXBCgLOMRmM/SZe6S+W8AeqlJ9Wn1k6f2vv9MnCUyqBDyzh0mKGDCA72HaevSkXPITkOrIBpOBLrpzOUQ4sKzcXvHGxtTwbYwWcu3K4lpJAMhyNKZynGKWTjS205JVdsy/ozVTDsD4a0Qk/Xbel27YqfrIt1k7FnKWDt7NUZq8qIDqEtSjrC0FFYx0a2530XYe0CmAXHeAQqsojIIFTpvFzVjeTZmFCIijJUD2ylIjtRkKhuephmmL3d1ccVZ+1kXGP3xYuB53aNVdEV4SAdj30Hq/pyZ2z1Hr9pia/LIB3uTD7rnCOQ2YAwLnGx/6JW7ChbjrCainXHVanpqy93Ai8G8qFjUTv6LUcytgTNEtJCCldO+0CRj1HO60lUzu3PXK+aQQKGgxH1qNKT2fOKbUlNQf3/jdIx7ahRfcbtZjym5hNW9RlAOuhflZoqymoIohKVWFzpaBqHaDoi6djI4bbj1VzBW485juNItzy/tsIRYSkDg9SlT62OqwGXKQpEGFSTK3dVXCvI+3VlIBzG+q2uLFNR6Yl/6RP9555rbRwFGFN9Q6VsUTU4/HSYCoDCkY3SPQeZBXa8Q5iUWGGJpKUMHfICfCWC5GNXrJ/nlKQrDoawAejCYaVFKIOIc2GtqTfpcc5R5jlK1XS+tp+X2p5labBVgDI8O7as6/eiKHbvZQ993AWVqO5R4MjS0RUqZze4+nHrqCRslOSlY0f4kqkA2v69cvecp+P+YhqOsGOxsUVHJTLKhTN2WqlXIlIr77vTEeNxHn7fuGgyTmXwI/AG9jwvndvz/HH/f+pqnKNwfscfgyOIw8luTs76gWpX38fU8zCOgfoITuMihuuEUU4cl9jSYXJH0XEc3ue49djVpfXngtxWbe6/Musomw5TOMqGJWgW6CiT0o5rfQEorS+135QdnXU0mgnWucmMimfaltOvNRpJZUd7WTu6i+4zqux6JVIHVyXtEBUWjJXBhpUPjB0H+47+DQ5qinwnPlrlQ0eZOWzhUIGBOEcnqRJlPq3UK5EwinBVNphcLwMoZwymLAnDYEq51s8dc5bS2clrT9k4U9f6uZ8iA1Ec4coS6ikwU1mrHgfBOaIkmWzoKVxZai37GFlQqhJT+CM086GbBKbn84F0/RscZd87ickdLnSIpEBFaci4V5blJBgFYVj5w65tJza1DmdK2kk8GaAvnK3s9AzZsvo/i2c3zUaIM8ZTyj0Zqs5ge33vSjf63HP8qhmsI6OMVuSDayt2zLUdXwH4GNxx8QDxdLRSqqTVyFGNVGHSaaVeiTRa7ap+qQDkqudTV2cN1hpMkTM/P4O1dTSqFQ2lqw0wBZCLHhcbZ8/D2t05Z86xtDCLMX5DW6zxv80apvcltNYxv3LQU5+yRJFnqEaKbI8JpCWRFtN0rMw60hXHlQ/oP3fkDvBNLGBu5EhmLaG0oHJkMo5I16Z9oNnp4Kx3NHATG4PDVvYMNDSajUrnz6Atpx7GOcIwpNtsYE3ps1Z1T1iDMxbrjM9klf9Z55hdWnnKqqlBVR8Y3lSbjyJ1jpIlkbTkylKke1hLtWzkuNsTrRJZKTXKUVGqZdEvyxIz1R59qjK/bz8OO6Fb9Q+kKnbroteZElvkXHvNCuBnSzhqSugfPsLtRr3C7l4L66NffX28h3UOrSRHDixh8rxStqu2/2QqizoclsPHXjLZelhT9NGNAbqRUeiSQlrOjb3e+je4CZ16vsqtxxyHNz21NbmjcIYoKtCdUVtunSiKYuIDC/sOeLvWVJpdx8UZbFlQZmNW9i3ioLIhmCkbXrUt3W4NDrC0PE+Zj7FFUTVQmNRZdQ/RVf5U2/vIi1/2lNUyDSxTFqYhRhcIuiOKdkEh7SWshRpYdbTK9zna2mIyRxEbRJKTdIZN+qfyPL8qYO0/ch3W+i2CbZUFql9Z0S2vIVuWlHlONw7odtpQ04SaV7M30l0u6j1ulKuyla1As7S0gCtyTD72Ua6aFe2moppxljCK2Xft9ZRlSZ7nNER6mqA9QMsMFZSYzOurpgDPZ7n9djcpCeZDS0tb4tQiRUEQj9p68LAzeVEUBdZa9h25DmO9Tq2zVZKoqaCtgJXzosMrVFsUV/UtT8+WF9VazjpedM0ByizDlLmfWD0Zy6qzlc+izlosDhUEHLrpyhamGmMoioJAFGNEc4ATGdL4cuDCRazl9tudnGyJfOsxj7h86Ggpi1EWEeTYZDQrLtxTFLm7Gjr42m95BxaLqVJy7bTUf6dWgjWYPCNPh7zqJTdMikwzrUwu4t2X8PLd694IubvUWwrB6192A8VohCkLMOVucVt1JE1llOte+vJJthqPx3TV9ufRzQFhNKZwhkxZ8qGP8rcec9zhZzFckcWeSzLNXM6NHZkxSFkQhiNUZycQWb8OsK9727dV+6kbjLU4jNebdf61oqQcj1hsJxxYWazsXtnT2quzJbvLR2zV5l9amOWapS7lOPU1lrNVB9ru1nvOQh3creXosZc+6Uk001JnqzzPiUS6QdTuE3VTTGxIpKUd2ItZi89Y09FqZdaRK0uIgSAjaA2T0J2jzLI8z68YWK9487eQNNrYiirYSSG5SwdrimiLgmKccmSxy77FOUS17KM2Rmntnqg1vRhu+vluVLPVcoTdNuzRQ/tpBZIySzF5UWUqH/lsRRWstRhreeUtb50oFJONu/HoBDYeUkQ5Wd/QVpZsb6R6yop5zsoUc8mVpQxLCFJUo99U2aNpmlKWJTd93RtpdroeVM5iTWVX6oBZYvKcbDDg9S+9YbII0k6B64psif+Mb1Z4W2oBr3vpDYwHfcpsjCmLSZlRUz6HZ0kWb1NjLK9681ufsjbqhkVZlmRZRkMNH0Y1+mg5RqhiUl/l+1zduIDp5kUdre7rO8qRI9s2FLbEkaLbvUhl61mWUWetK5HrX/VaSuN/mLVmMpWlLnyZOHRJOR4zHuzwzV/3MlpxjLRuMp1yuu1aOt9yra9FFfHqa/0+VylHWMd8p82tr7yJfOgN4TeXqWq8qmlhqozqhOAN334bZVkyGo1oheNT6HaPZnOI1AWhMZQjR/oCqa/AO8Wtx/x4Zj50tLRFZQVEKWG7t0+f+ug4Hdksy7DWctNrXu/1Zbz+jPHNAuec3+ylLCjGI9qB4A2veAmymnEOuxT/KdkSKlAxofPSOV714htYbIaU6dCPl07V7HXQ9nSw8j1ncRLe+J3f/5RVMp2tsnFq59X63YhwgNAZxdDQ0p61pFuTxsXkUIRdpa55WjNUllFpkLpAxUOC5s6s7H12NBpxNVnrNd/89urHGX+OlfMRRNTjW+xmLVMW5KMRuhjztq9/JbGSSOfT/qSZ4WoA1PSgXrMDxu7SxvoepXV04pB3fMMrKQY7FNUuP5OoZl11b5bSGEprOHD0Bpozc2RZRpqmbkmtf5yw1cOJEXnpI9VQWU8D1y57XObzSYQQbsJc+jc4FrUlCywFBhFlyGAQRc1zocy2xuMxZVny2m/+W5TWVODytczEnoCzBWWekQ36vPiaeV5y9DDa7s7UqOsz4yzGuktt6XaDaX3iiHAObR03XLOfVx9dYdzvUeYZzpa7PumqZkXVtTQVXS2sYd+Ro8wuX1lHsCxLxuMxocx7cZScRXf6iDAjdIYssCxqS/+GPaxFTpQKu+NZ2awjVT5ahTJFN3tLzcHdphhntVKvJGu98Tu+j+bMHEXlwMYaf0BcVVD6esvgzG43KRsOmA0c3/NNb2C2kaCdX8pRj947fP1kp4FmbEXnfIaSgLaOfTMdvve/ez1hOSaraIOz5WRAsaappqaBxnLLbe+cKFSYdNhucB826SF0isoK+qVhUdvpNvvzur6q5bbjbkIHi9Sh+wV5mSObfWSyNRMMvjQcDsnznNe+/TvozC36NrSzkza7qw7/c8ZgC183p9tbvOnF1/KGl95ISL02b1dMBbRpW+7WbJ61KOsIHbz6pqO89VU3MtrepkhHvrtrjG+zW+PBbQ0Wn6Ws2aWBb/7uH3zKqqhZVVEUjEYj2np8L0FjGxUMyWVOOC730MAp1jJ12sjtns70zzmWmpa2tqRFSU6GavbR3c2Gzk+PRiPqztBTzVo6jPjbP/qTlNb4wrUuJOtxrHogb9J6LyhHI7LBDi2X8wNvfh03HlwhcqCdQ1UZTHqeB65a0CZAOb9aNAAaQvKK6w7zvbe8CjUe8v+3d+7Bdl31ff+stR9nn9c993WudK+uZCHLr2uc2CbBgDOWiAnUKRDcwc4YmjFgJg3NEGhLMkwS4nFS2oEwcUubuk0bMh0KSSOX8GqBNkychsTF2HQY1wo2Qpatq8d9nffZ77VW/9h7n3uurmxfCZsW27+Zo63RSLpn/96/72/9fisc9DKjSjPYGG1QKotSymgSpUi0YnbfJdz8zvcSxzGDwYC6Gz2BrLWxrD6RCbGHSVaD7M74ddtR8+Kor8gyl7U8Hey7mjO2RoYxWg5x6+1dbufrUegnYRiiDbz1lz5InEesVBfgwmZ9Y7TCpElmXN0W113S5K2vu565WhV3TJZWLkuRy1II8u254AhwjGG2VuGWG67ltQf3MGy3iIMBOk0yoxqr143K1tulSmUfo0lUysyeRW557/t3zIoiWgVBQBgE6bzT+nPsiQ6O9LGShDBV9F1N0DasLW3JWrY2iMdz7BlX44YpURxjmT5urb1Q7XzRHw50UcBeSDp4y13vZ2ZhkURnypvm3k0XwEFR6+ReQquEJAgI+130sMct1x7knW94LVcs7KZhO5QMuMbgkD3HP5Ouwyv3LfCuN93IoSsWiTptwn4eqVTxvc3oGk5jCmBEkRjN7R/8zRFD/eFA7SoNvoJV28Cye4gw4pTeZOjhpR/5NLCgUTo47mC9VBFECZgAUe5Ib2q1bKWnh8MhURTx0++4i7l9lxDnMi3SruIGRmMMKk1QcUzs+/jtNvMVyZ0338DN1y6xONXAQ2SyIzMgJ5djyRg8bZifqHPox67kPW+4gUsaLn6nTeIPUXGMTtPsy+f9qwz1z0GOPPqlKpPr23/lwzvmxXhtNRwOqTnJ03a1fhYpe8Q6IIgSAltvqbHvPs9VqdmwmwHugf4hw+qjhrmSoi5jEgIcp1N1Kt8v28np4XC4eDE3o7/9Ax/mvl/7h1lkyediHFMMkOWb2rMRU7Q2SBISrVAqRcURtZLHm687iFNa4ntn26x3B/TCiChOqHgu1VKJPTMN9k1PkIQhSTTAz7fgKpXkcLrOofexAlpl+XeqFPuvvIbr3/hmfN+n1+vRKKtjnlc+iet0CJIAexjjpYqpKc3qUwbObGHoi4LuAe5eMjySO9iVOKUehNilHqrW2lfv3f941/1AtVq1Xdfltg/+Bv/6H70XS6hsFitPPoTI9/BLsgMAmMz4kpgkClhq1vjxvdcSasPjp9fpBxHDMEQDdc+jVna5bNc0NdcmDgOG7fWsXxUnWeummEhAIRAodN5KyxvQyowc+d7LruLGW+/YMQsKJND3fYaDgbpiovNnWBMtjOgjkwg3Tqm4GfL/qrzGvnvz328f0boHuHvN8EhJM+MKdJAgJgIsr0vZ3lhg8IVjG877KpXKaN30Tsf2b7z1Dh448p944lt/g2VMtrZK5xOnSo428hQDaUYJEJkxxGmKjCNSf4i0bfZ4Lnsrk9l0tBCjek2lCb21sxkqlSSjXL8YjjT5LwUEm46YrxGuy52//QnSNGU4HBL6g/jqmeGf4E5tkER9RBhyKk4JXA1FtDr6o7tL8FnpqKF/yFBe09jtFDmIiBs+ntsuy/r3J8Pk8V6vd3W5XOb6N76FV772Jv72wf+Z3VOWoVKZgQmBNDLzoqlBCwUqxaQZAhwPB1i2w1XTZaSsbW7CzetdHQzo9+IcZUwxumj4FkORBWps8o5KNiGhTC5XpTGOw3t+594dv7nOf3YURQwGAyquWi7X68fB6ZDoAZYf4WvFqb6hfI3hyNq2/+P8o/lHgOblGVPTMKUyDKHaR3qtmsff1lx1vNfrHfQ8b7QOa6dR65/8+z/h1//ujbROnUSoFCMkmOzKCKGz/W/k0SzjlMgMg2xdmS5uVw8shAQhskbfyHC0HkP7Nk+KZE+Rw68FhKtItCHW2cKSu37r4+y96scYDAZ0u11mq+lDtlc7i7TaaDlAmBB7mDI3Fq1eZDTKXO65R2QONq+1Gl5C2fgYuojaxr6Jjf/8f1btXx8MBp7jOPzKv/k0H3nrIVrLJzLHaAyIbJcf5DWwJKuJVW40SqCSON9gbLE5UFvsCMzlafK1ZsXJ9XyWDyNG7RRD5iyLxnKSqhy617z7N/4ZB69/9Y7evyhFivp6OOwnVzaDz2JPbGBMhyTyOR0k9JVirpRHq6PbspYtNdaWHPvwWlZrtZTCd2Li0MeoDlZ1ff9k+Jko9MN+v0/R09hpveVV6/zqtSgSKgAAEipJREFUp+7HqVSJVabQqc6Agwx+VaN+UsZchTEqjzIKnSpUkiGHSRCSBH72CQOSICCJQtIkRqcJWqtRL8Pk/76AcFOdEitNrFNilXLzHe/hdbfeQRRF9Ho9dBL090yZL2NX1zCig1FDgrMJjUhtqa1ebGngFhqrtbonU2QQgtXHlRuyVF9tTqhvdDodfN9H2i4f+sMj2JU6sdbERUO/aGWQ186mqL9StEpQSYyKY5LQJw3DTIZB9vs0DFBxlGUeSm3qmVH5+T09GlFRRcNZa+I0q6nCNOX1t/8Cr3/HXTt+4wKw8H2fbrfLTFk95Hm1k1hWCyN7GQ/aCXPVDGLn/P3L8y8KvGecqU9p2scThjrAiC6WtW6XG2d21dTXO52OKaDXCzGu+QOX875P/FuUEMSpIsrRwkSr0fmz7CjK5kFLjNps/o19shRQjaDz0adApkwB4yoUmlSnpColSjWxVoSp5sobfop3fuRjIy/V7XTMfEN+Cae2hjYbGNVD+CGemxC3Mr7wIkICz6GRgx1HCFcjRa8XEQVDEtHGLq/ON5yvoeJ2t9slCAJm9uzjl+/9dygpiZUi1opEqawXpTaBKkzR6cqHIk1Wm23KUuUpXyHP7O+MZM4m4KXQmWyNyp1lpk9hqrj8J17Duz/6yR2/d1FXhWFIr9fDpFFn77T9JURpjcRpE0c+vV606VzXntG5bjOsbUxdPaRZjRQMcqaqNqK+smvK+4uKo461220uBoK//mfezAfv+zRWpUqsFVEOdScFRJojTMWMzchDFUuIzdjT6Dw1yI+z5MdYTNEXyXtUico+hdBDpXj1m97Cr/3Hz5MkCYPBgHa7baar4pGZuvNNTGkVy2kh1IBuK6KHYvWQHodWX7zRis0WzKumNHMlTStKMdpH+13wNnDrq5c21R8OB72o1+sRBAFX/9Qb+Mf3fRa7WifK+RynaZaZFHI1CpOqzbQdk2UlzyLb8Xm+LUeUdCHTLFJFShErxXU3/x1+84//245ftZi5K4xq0O8mr5jVf4RTWkW665igS6/nU41SuiU9cq7PQOctjMzoHt17BCwJHmlLZlwLe76Cu2cKp7qApS5BxfseW44/VCrXpqanp6lWq1zoYs/T33+cj9/5NtpnTuFIgZvn5ZLsEudRT0MKhCZfrbX1y5tzn8aMtmmo/OS1FuSjCYZEaZSUvO2Xf5W3vv/DI6NaX1/HMuGJyxZK9yFKJ0E/ie6fodPtwomQjVjxqimdMfTFnAJmZIwR3HOPYGlJ0DwqmEPCksvsvipOYw7LWcSY/Z3e4DVPtXjHzMys3Wg08DyPtZNP8rvv/ntsnHyKkiWxEThWvg2ZYmNXJluLzVV38OxyNSKrpYwApczoYG4mW0iF4C3/4AO8/UM774EURhVFEd1ul/X1Nb04yedmpmp/Ac4JVHCStL/G2okBELPa1KytGY5ur60KOi94kRewIgtzRw19DGU0MwsRRvcxagPjetiWd3DB/MF3n+p+QErpCSGoVCoXZFwLl17BP//qN/n4u97GsW8/hJEGZbJ7szQGK9+XJLVBGpEdzKXYpLTJ+KKozf1fDqczOgaVaPJ00+BUa7zvY7/P9W/6OZIkYTgc0m630WnUunKx9ClkeQ0tV0nDDsnAZ2MQQ6wyL3VmG7T6YqUxIAOWloCmhhMpbiugWu9SFR6IymS98p1Yh82zrdabpJRSCEFz7yv46Jf/mt977208/q2/wRESjcnWUSOw5Ob2XJM7T23MNrlmaWMhWz3KDIuTGokxpDpzmnalyi999JO89udu3/E7jhtVr9ej1WqZmZr9zZlp70G0s0Iab2CZHv1uwOowpR4bDmOey7k+q+Zv9VhNweKjFpPXu0T1BtVKE8tdRIjFYTC88vung1+s1Rve5OQkF3tP8TeOfJr7/8U/pXX6FLYUOHkfxMq9WrZuK+N8sdlp863yZY8iG//RGJRmzKMZcBxe87O38s6PfIzyxOToqEq73WY47PtX76/ca1vlp9FyGZUso8I1zEqf7qMJyy3F2tKzeqkXI503e4mnbPYulqk3p9ByHkvuxai9T68Hb+8M9U/Mzs6Ker1OqVTCtm0e/Pwfc/+9H2Vj+ensNhchsCnuhhbYAsjlO56NFEfXhBFooTFGbM50FT1IYzDS4tU/+zZ+4bd+l/pMc6fvNWoCh2FIv99nY2PDNMrikX1N735sb5kkOUkSniHutzBP+ay001HG8hzA1XMbFrDFuPZjAx7e7kkq3i5kaQ8ki8HQv/R7Z4NfrFTrI+Ma73PtlIzRfOGTH+Mrf/SvCHrd0U3rFmJ09U9hq+Ic16ZNHrGM2Tygqw1GCK6+8fXc+Tu/x9y+S0dwahGpwmA4PLir+qlKrfxdjLWMTk/hD9Yo9Tu0HopYvkaNh/7sZ780DAvGHOzdMDKuhQUHua+GXZ7BducR9h6EWjhxtndHL9DXTE9Py3q9jud5owzmv973Cb70B/+SoNcek2t+2Tebuyu3ypV8a1cGwSuyVDDN5b30upu487fvZeEClm+Oj4IURtVqtcxUzX54b7P2OeAMmlOo+DSJvw5nh2x0E1aPag6jd4IGP2c42eaxHmgKDpYchFXBmWpQru5GyD2IdCGKkn3fO917j22XJicnJ6nVariuO7r+50KiVxz6/PXnPsu3vvIFnvjfDxEP+wiy6CXGvNv4mxUnoLNbUAULBy7nmkNv4PDtd7Jw+dKWsJ8DFVhSnb5sof4fpO2uIsRpEnUKna5Cp0OnE3KClLW1fCzkpWdUBW0xrgeQzC1Jmk0X5mqUazMIewHMHjC7VjZ6N51txW9sTE7aExMTlMvlUQajkphv/JfP8PBXv8jj3/5fRMP+lmxk5DTZlO25cp1/xWVcc9PNHLr9TvZedc2FvMOWg7VBENDr9eh02mpXw/ur+bn6V8FeAXMa1BmC/jpmpc/aWszqUX0hGcuONH2bx3qgKbii7gIVqrsmEdZuhJjHErtRycyxU52/H8TmQKPREONe60KbyZs/X/PwVz7PI//jy5x98hgbZ04R+n3iMMJohe2WKJXKNGabNBcv4dLrfpJDt7+Lqfk925hZeKhOp6MbZevRS+Ybf4a019HmLEafRqdnEcMuvccCjjWTl41qk7aDGUuSuYUSzNaxqrO41jyIBUjn+oPh5U+eDe4oV6rlRqMxymDGnawxmm//9y/y8Ne+NJJrMOgRxxFGZXJ1vTKN6Sazi/s4eO1Pcujn72R6Ye8Ff/cCsS7WLBR9qjAYhvvnyn86MVE7CvYqmDMk+gxquI5Z69HpxSw/tKUMgOfWgx1r+PZ04IBkAYdavYKxpxDeHELsRlq7IJk+s9Y/tNoJbyqXK27htYqc+2IvWLgQGjeogpmFhxr0++niXO1rzen6gyBaCHmWNDmLDlYZpB3Moz4rB1KOH9fc9tz59EuFtpcGRwWLr7ZgusTUVB2vMgPW7uyjm2mazn7vZPuu1NCcnJykWq1y7uXgF3vn2g6/75ZaqnCs+cka47ni9P5d9c+4rreKJddQnIX4LKG/Qbvdh1Z0MUYFF2BY+RfdNK4jS4IDByQLZxxqB8vo6iTCbWKzC6xdmHQqTdOpJ890f94Pk0tq9bqo1Wp4njfyXOMR7PkwsnFGFmlfHMeEYchwOKTf75uSw5n985N/WnLcMwi7BWqF1Kxg4nXEoEOvG7DivmxUz0BbjKtwssdqNpMHXISYoNSYwjZNlNiNZBajps6s9X96te2/zitXnFqtNopehYE9n452XAfGDSqKInzfp9/vk6aJv2em9tWZqep3EE4Hna5jcZaUVaJuG2N6dI7HHByk40AF7DxjueA32VJzHVkSHGhLdl1jQ6NMvdrAqU5jmSZGzmHMNELXez3/4OmNwRujWM1Vq1VZqVRGnqtIEc9l7nMxevwM4LmMTNN0CzMHg4GxLNGZny5/fbox8SjC7qLTNjYrKLFKPGjRG/SQg5CVR1OOT+mXKlCxEzqvcR292mKuXcLsqeK5DXDmsM0cUjYxZjKNksbTq91be4PwUq9ctsed7Pg1vBeqA+fTgyJLSZJklKkMBgOUSoPpRvk7i836nyOsPkZ2EXqdVKxCukYYdRCnhqxORSw9pi7WqOAiDOv8jD0kOYHN5H4P7dRw7UlsaxYjZzF6GkEDoSv+wJ8/te7fMgzjecdxnEqlQqlUorg4vIhi4wx+JsaOM7GITkXKl4/TE0WhLjn2+q6Z2ten6pUnEI6PpIs2Gwi9RpquE6Ud5MqAbj9iPyn8pb5YZr7UaFsGczUWM1c4aK9MtTKJU57GmCZSzGLEFMJU0ySZWF7t3NIbRJcLKUuFkx03sJ3oQGFQRe2k8rOE4041DEOCIDC2JfszU5WHd0/VHkTaPoI+RrYRbKCjDZK0hR92Eb7PxuMJj6F+0GzlomPvNuN64JBkMbBoXOJgylUatQmUnMQSMxgxjWACTR2jyqBKqx3/+nYv+PEwSmaFEI7ruiPmni+KFcw916DSNB0ZVBzHpEmiLUv2GzXvid0z1b9ybKePsAIMA6TsoGkh4hZStugOeohgyNpj8bnMhJeNaie0re66rSlYLjnUax56to5rTWHkNK6cRjONoIYxVbQutXr9qza6wQ1BlM6BcEqlknAcZ5sOjC54F2JLhCocapHuFREqSRJtW8KvVUpP7p6uf8Mrl9bACjHGR8geRnUQcp00bmOlHeLWkHY9YP+JlCPPT1vlB05qt0evN1ss77KppSW0U6Pm1VFiCikaCCYxcgJMBaPKaOOCcQZhMtfpDl/px/FikuiG1rpkDLYBeW56MG5UgLKkjG1b+q5rtxoV9/HZyeqjSCcBESNMBGKIoY+gg6aNirvEqovdGdKbCFhcSTly/OXU7wegZ3SykwdcylMVlJjAlpNY9iRaTSKYwFBDiDKYElq5fhLPbrT96/wo2aNSXU+V8rQ2dnaQYyvIUeiAMcYIIVIpZWxJQs+1VuuV0rHpRu2oFDJGygQpIgw+RvQx9BBpB206WKZL0h8QpgGd4zHLZcXh5y9beV5gufMy9vCcZGXGoZJ6KFnDLlWxmEDSQFt1bFNFmwraeFjCRWsHhAXYYCQGGUVRNVamkWpd0ql2tRG27Vi+Y8m+51hd27YSDNmxZ2mnYFKEiMBEGOEjxRAj+mjVxaKHH/WxB0OCRkBzLeaBVf18MvOlTud3srFNbb6EW6ugqGOJCSQTSKuOoI42VRAewrho7Z6rA0EYTSSJnkiUqhpjLCllLG0rtJFBrWq3MLI4sauQtsp0QMa5DgRIMSRVA6TooZMeFn3S4YBYBwxXYlbclFd9WT3fOvC84t3nN7BFi7XYwWuUsCmTlqp4ThVlaghTRcsKlvAQuoQWLggHtIM2FpaUaJ1dyz5OGoOUOj8SrcAkGBmDiZEiwEgfo4YYNcQSA7QYkEYBoR0y24l5pKtfCGa+TOfoAMDdSwKutjgT2FSaJRxRJvWqWE4Vy9QQVhWtq1jSQ2jvGXRAbpnDKIbBt+pAjJFJrgNhpgM60wMlBthyiIp8Yidk+N3coI7rYkgRnl8deEEaSduZe0hybNHiYNWiU3Zx4hKWLpM4Hp5VAllG6RJCeqBchOOglIMlLPRoU9b4QReNzAdxLBljTGZURodoGaBVgGOFqCQgdSOi5Zimm8Cy4p6/zMTyskG9oLSJHpM72hw5XJqwaFczHbC1R+KU8Wwv1wEPIUugSwjbQSkbS9hkez63mpbMNuChTIplEoxMMCYCHaFliK0CjBWi0zBbbtiLmC0lPLKhXkiDKuiF69ByHuYuLQluOyA5MWOxv2zRCRzsWQcrchGWg7BcksRGSAdXWKQiu1naEVsNKzEGg8LRKbFJcZwUEyRoK8rGUksxE3HCcpiyuJLCVkbCywb1w6TzAhwn9tsjHbBmbOy4NKYDDiVpg7AzHRASZ4uuZjP3xigckxIbhWMnmQ7Y8UgH0tUU30sIQ83BZcWRNcNtt40WYr6QOvCCGta5tMXQjhyR3HZAQlmwPGFRKlk0LUnPtxGWRNRz1CLIusijU2RFw6KcbYgxXU29qiBVnEkU80MFXc0DfZMdR/rhMPJl2hlt14GmgDm5qQO2RW9ojemARARyUwdG8h+7bK2rqVdSUPr/Fx34oRrWuTTG5Oz5wAOSel1QLguWAFxBPlSw+UzN6Hk0NgSBod/P/uzw4dG1SS8b0Y8GXbgOjMkf2KIDhw8Xkyb/z3Xg/wKN5qiu1cEDCQAAAABJRU5ErkJggg==",e:1},{id:"image_3",w:194,h:14,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMIAAAAOCAYAAAB9y8P+AAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAADaUlEQVRoge2YT2gcVQDGv+/t7mx202iwmxrXBDbV9iI9RVPFHlY9JGl2S2lZCmKttFAU9CqKIoN48yDiQSh6skFhD1ZjUmvBv61ab4JasDRLoKbtZkvRuEln/8znxWhMa03WzU6ys7/jvDfv/R583wwzGNrY9kj69rY++BDbts3QJmvP7kRnp9cuXtLKgLUHtm2bwZg1OhyzXnoikWjzWqxRpLojA4Ox0Bep7siA1y5e08pAZIAAkOnpiczOX/4UYK8MX70l3HUke+HCvNeiq8FILNRfAV+ElCLN3o8LzodeO60F/J4BLgym4x2xknNtHMAAiDzF10Lh8Ftj07MFD53rgiSmuiLJCtxnIQ0BKAM4dOJK+R2v3dYSfs4AF09Ox+PRcqnwnqT0n4MlgWPG8O0NyV2fZLPZauOPUDvDd0Z6UKoekHBQ0mYAIDFrjNk7kXdOeu23FvFrBrj0xkwmE/jts2NvQHhq8XWSlwCOw2i8Q7eezM7M/L76x1g5g93WPaaMlKgRCA8KMH8NktMho50f5cvfe6i45vFjBq4rwgLDm0KPu1W8DuC6PyoESiC+gviNyG8tyzrjxeszk8kEip8f2+bKbJe0ncBDghI3mkvyA8PQkxMzxUsN1ly3+CkD/1oEANgVi8ZLqByRNPKfRmSOwE+CzhmZn90gz4VcTUU6ovns5NVfl3uwpRzu7w9NTZ2NAeU7QN5NYKtcbCG0VcQ2CO031QKuknzmeKE0WquDn/FLBm5ahAWGNlqPiXgZUk3/mgmURBYA5AkVATgCHQAOgZKEAIgwBQtUWEIbyNsgdeEGT6Nl7lkFeFQMPn+iMHexljVa/E2zZ2BZRQAAO5kMfvfj6f2u+IKku2oRaxAVgkcZ4CvH8855r2WaiWbOwLKLsICdTAbP/PD1Plc6QOBhAYGVe9Yfgr+AeDcQMG+OX7426bVPM9OMGVhxERazs6u9u4rKPrjuowTu/cfXeWO4Qpr3AY7e//RzX9q27TZ4f9/TLBn4X0VYzO5EZ6dTnH8Arna41A4C90mI1Gt9ACA5CeA0oVMI8tTERecsSdVzjxa1s54zULciLEUS073ReMVBn9xKH8nNAHsFbSAQBRSF0C4yAqgCoAhwjsIciCKgAmlyFHLVoHKWieXGpqfnVsu3Rf1ZTxn4AyaTUIFwF6KQAAAAAElFTkSuQmCC",e:1},{id:"image_4",w:62,h:19,u:"",p:"data:image/png;base64,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",e:1},{id:"image_5",w:295,h:269,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAScAAAENCAYAAABNbaMRAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nOy9e7RuWVUf+Fv7O+fce+sWVQVlVYHFo16AiMhDgpRA09ogoB3RTuwm6EAggrxEQd6RQI1uAdFoEKJIoqaTkYRW7HSPxNdgJKJijA8SaR5lUU/eZQH1vq9zzrdm/7HXb67fnHt/933r3irOGuOcb397r8dcc835m3PNtfb6CnbSKU8GFF4gXuykMzKV/LEzYKchldNNwH0p7YDQfT1F0GqXO4N8itJwugnYSTtpJ+2kubTjOZ1A6p7SfcV4XrXAZ9cvwNrBC1EXF8FwIerybMB2wbCBoewCygas7MKADZjtArDhzwsGoBwCsAnDJgo2Af88hNquKzYx2AHY4qsouAWL7a9g79m34P5vvPP09v8EUhlFYceTOnlpB5xOIN2rwOnLVz0EW/XhWNbLMJSLALsQVi5CwYUALgRwEQoeAEMJ6mVovSzpO3BY8TEAxUbeFMlnNi3G71Y2UXALYF+BlVtQ6i2owy1Y4Csw+zwGXAs76zo89E23Hx8TTmHaAaeTnnbA6RjSmQ9GVxXchEcAy8cBeCyAR6LawzGUK2DYjYJGe0Ef+jIqVgCN0yEWdfywMjZfMYIbMNI2NLJG8r8Gw3Uwuw7FPgmUv0bZ83E87C03nwbCV6QGVmUHrI437YDTMaQzDpy+9NZH4BCeioJvA/B4lPKtMJzlSmy046Ureormjp/iFR0xHa/IzFRe5LZ6WTaTvbAO9qn2e6WMfYXdAsPHMdhfA8OfYdfuj+KBb/7qcRJ8gmkHnE407YDTihQmH2cEGP3WgM994nGoeBqAp6HaU1HKhd3L4EqSeERIl6Y3ZH5Gr6nI/UmXT6aopMoL25wBUOZVkk3u89oE6YbavUErn0HBRwH7KNbW/gQPftv1J7Ejx5B2wOpY0w44rUhnBDjd/M5vwIG7n4MyfA+AZ8FwHoYygpG1qVkRkCHABHKb0hoi+EwQS++L4pcEZOmr5/FpoVxP8rXntQqIKrEFE+DqbqACTpzy5aqKpe9VCb8BVn8XQ/k9LB7wh3jwaw7iHkk74HSsaQecWjpjpmw3/uNvRdl+LmzxvRjKE7G0oQekGR8iUMg0CC2PGTDQCxkgGoqg+Cw346TEZEd4Lm3njLPSFeZyMd9Kxyk3nFAv8CB5Wl7e+vXgmQ8C+AiK/Q5gv42H/cw9F7PaCaAfMe2AU0unFZy+cNXl2Dr0PJTF82H2qEnAWr0OBargNSQvCgJOc8qbk4koZAeGYGczwHK4pDNMD8TLpwNHmS83AdZMo03vs5zG2nRMGVxn26U23pUKLP8IKB/E+t7fxsVvvvXIHTyBtANOR0xf9+BkZqeHB7f8owuxf3g+rP4DWPk7HXi4L3bAJIgdpjMlKTE1bmaKxfyet3lghd/nUprizU65cv6j1TPNW+UeOqhoUhAuMyBH3jFQ7rTXzjMFKzZUvUG4RzXyawtWPoy18u9QFx/CJW87dJQdO/60A1aTtANO9zQ43fTWp8Pqy4HyAwDWRx0qHWyGBk5Wkg62Lx7f0SkbEoYw7wBUxn8sPnfnTDyPlbGkgglGeb6Z51qXfs6Wr3LvMKpJgNHpqHpeRQvOEcGvGo+y9Ay9nK8e4lbA/k/Y8Ku49H//zArqTjztgNMkfd2B02mZvt101bnA1guwxMtQ8Kju1QzwIDYwP7UKis3pXO1Kqs9U+crQgSPLewACSwovKKLSoZspHZBSfGcWhFI7OXG6l/EkXAswQb57+1o+oWTJBFn0QEM7zdNS2RiqtGN/CFu8H5c++N8DL92eduYkpB2Q8rQDTqcy3XTVw2Cbr0fBC2E4Cxj6sn8pCFMxYDozUjCYxGVKVFCWdyUV78mygrL8Kh5onUPKd6x8y65SqseBcYae0P9UlxnGvU5F8uqzlr80MAeaN5SALKw0moATp3msVi0BvgzYL+J+574f3/CGu4+RIYdPO+Dk6esGnMxCUOPUps+95VFY4k2w4R/A6hoWawJKgG8DABC8BCB5J7xf+mexmM/LGiLYiddkJt3O0x+LUjAHjic1zXhxK5N6b3PgnN0syPQP0bP0uiSfx+fUCyTPhECdAhaOiwHA7QDehz31l/DAd5ySzZ6llMNy6L6cdsDpZKYb3vxEYHgzBnw/qhVgaJixaBlk+pZCRsHBqHLTlaUCGFo5i3VxFNVLgNQHJIBCHPk5cCKIahxGp2lz07BJecyUR5oiSt65lFca1dPKgS7fBxUABBHkeG/oNA0mniZ6TJ1VVwE0gh9X/caY3n6g/gvYrn+Cy972+RU9Oa60A0734XSPBLw/95ZHYWnvQh3+7jgdWIgCyZ/vQcLqmY41QCoMFLO8xkiSFwCIAqW6s4elz9VbCFOqhDYOmkJ/Bqc5UMoAVPM0agbVcuwM8j2rqbaTcGq8Hjool8x0LSD951Qu80T7aBV9i4L1+go2Ueo/w3r5GVz8jpO/FeHrbMq3A04nkj5/1YOwffAqoLwIVhZdkQZRzPZJTyl4OpCV9DSdcPAZ0pSvmfWwbwiigDJVmUVAIChj8EBauVqn+U+mPoTpYgIoB5oMYvpisHW+BhCugKU43kwTHQj5T4FQnmVvlveq7Dgv1kCbHpsBZncA9i5sXPSek7oDfQec7t2J4nxKA95ffffZuOv2NwDltah21ris3yR3AkpFvJrSPYiJcvEfAaZ9p8VnfnoCA5oiDP3+ZDRFwdXKu+7KVCZg3YxHo/cy5mUv7ojqM+M6zuJoSXwBRrDOwBpQft6zC/UJ6LtHRV424OFWjcxXlimle4KcdlcDFgpS+CJg/xiX7f6XwNtOnkB+nYDUDjgda7rxjS+GLd6JggtGOR5kKlYQ9yOxUOmekzol4b045j8c3XlqY619JIAR66/TPfCZgBJFfBBawhTNMDs11OtVJM85b3Mg5CCB7l0G4Bg6sK8CsbytQQG4ND6hjnvK/L501t/ZS3QnzO31twyMO7k3Vhu+VSlsn8BaeTke+o7/soJTx5Z2wOnelU45KH3uLY/Cdv1VoDzVpdSGHoNxzwldcNVTqk2QCVyqUHOJVpkxEAUOBRpeh6lG0mK19lq+kk50WlQpB/HWSIJvANX7qS8ZRCYB8CIKPpPftwdAyrS8ywQqZUggovxVmtH5yHHwwPfQywLT6wLxXNHPlvId5spDOcpFvdXBDLX+Ojb2vAEPftttOBnpPg5SO+B0pPSFX9yNzVveCuB1QFnv1rUAtkC37IieEpWJBnSgNNP8rujFxGInV8Gftfumb9xTUahBuXz2vCD8IiAkpZxNRT5t5vooxsBBinl1P5V4dXPNkm49pWCQKVl2fTxfqySAYKZf7jlpRQBOoMBZLP0dLC1O1G6gxheOv4KyfD0u+dl/dWQmHSHtgNOZnU6px3TTm5+FJf4ZgMsANI+BZpNJlEGnBbWB0VC61Q3ejHo9qoxZScTjAToYWW1TxSJlbVJ0Mi/hG/kTD2iGRqZZ3q4qM1NeUzlCGR5vMgFRBU/hUWiqjUEApqHn093ohthvtRkEztxX35zZMnOKTpCq1j1UjoVuAIX8mX0Ei+HluOQd16xm1lGm+yhI7YDTXPrqG8/GXcN7YfgRlAIsgVGxC3ogtXSLyP1HQPeUFqULpp+9RKJ1miH3gG7l/diTVo8CDT03rk4VKe8OVGtgQOJN8nqCh5ZTAgKkr9nDM8kwtx/KH88Bk4CsBvEnq5jCn0B2Bv6heS1D6gLvl9g9r5OeZ6Z/xoMlzTxSmIBW2W6LP+lUj9O90UM9BNhbcNm7fnGG+UefdsDpzEqnzGO64U1PAfCvUXGJB2I5bQP6tYmSEDiWGJ8NssEPEM/H0v3emTDFoMXVrQOz77/1Kh2EnM4S80xdkU4b8vOjFIsjOElHLrzia+BX6TSST125E1AmwCEghOmf5ik9D4Yet+O9YZiyzaeibRwJaE6LTccb+brGPsD+M3bZj+Din/3iUbNvLt3HQGoHnDx9YA03XH8VSnkjrAz96NsCFN1UaXLdvnMFyNCmJau2fyu9Agpz+MBYRcjLZ9Qu2crs1p55q+QResKZT2x0bnoXTo+c9mOyuih5g3eUP2ssTw8k0JNpQS+vmzT9PTjx6qDdlbyBVDE2Xr50nutpDhP6SEq6x3xcyAjgqdsclsJGWdEr9XbAXoHL3v1BHG/aAaczI51UcLrpLY9EXf4bWHnCuH+FoNSkqMjrJxNdKz3YrfuZhNDO5fZcYxWB/GZd9fUJrWSl0rOyOl9m1sWxrsChjNxzby63xZQ7kLwZnaJlWvMm0pwcPDgFy/STxga+NddT+qqcTvfUyDDm5rxFNB76qlBJPCfvfAuJeTEAzSaoh6veXpMXjo1ZC6RXoODfYTjrFbjkbXfMM+YwaQecTl8ypfdkeUw3vOFFAN4HK3t8Gmca9G6C6xaxRA+dVGVvKr9Qalpe0EfPMzKTKSE9IdavAAVE4ABccRwUIHQzmwlwNuvudPJ2ESWGtN+LTcGnxOdOjtaTy4vozWFUyCOFw8mWDbS8KnosnKIZwoKBT7nap2+lEO9J+8U0JJ6G/gvPdJVUh4d7yDyGxmNYdOwM/VRO+xyK/SAu/dm/xPGk+whIfR2D03s3cP0Xfgmwl46WvKQ9S2JV+aJuI6IDVgtUc0eBvjxK6wh0T8iPu23fGegmYBVphMDiHlFJiqGCLV6T7jwPgWG2QxpLf03FwSGhxAQb2g19Rw5yrZ8KQgqMBOGJ5JVOMzCdmgVgzfwbYvtYdC+F0z++FwipSz1dQ48xKW1qFDLwZ0B3TyqysbcJGX/59D5VWfGzQzC8Gpf/7D/PNR0x7YDTPZ9O2ntyX/rpB+Pg5odg5Ulj3KIAC9npHZQK6F6OU9Ju631awuQZOUgkxQw7r+fKWQcas7SnpohQS5656UVEtJ5834/0KXs/DmirZDwPx0y+VeVzW8FbESXPBXJVvgep9D5oHj8xlMaixPcZCfQlB8SFDnpgHDuClPdP+hH6JR3wA+50nApgbRWlGHyqxx3npQJl+HUMe155XEcF38tB6usPnK5//XcCwwdhuKDvJG6fQ8G4NG/xNYdg+anEtZ0+YN0KAtF70umZegb84xQOqbye2RQUWwHQxNMDwtREk7/EK+bcPa/gIqAjoBYxREVTtyGXnxuedN/yfZtm1+Z8albigxzk1r65ceFD7Rcz0HtCZ5uPc87PyyYXrLKgG5DQx1aHy0BJLJO+G+AB8yLlPVhuAOrHMNjfw6U//zkcS9oBp1OfTprHdP3rXwfgnbBh0SVymAo+hdsJEMX0l20tClv2QvSSSq5TvmISGNfyyQTrnhs+diCbseScqmTQmpzBrWAl3kEILCfvJeOSpfLq/ShIHLa8dQ8mTLXIkxK/+z6nQbBa+pI9Rw9+F2Bp8/0PBdDze5xRX65OwKyxRO8kDRx52MBK+120vIz/wKmdPBsR9GsY7Pm49N0fxjGme+uZUF8n4HTVOq7b92sAfrhrcwInj8+IAAPwuIAHsockXPrrsnofnbuVrnurS9/TwgqBd+8LHdA0OJ2XsmuNo+m6UtI9aT9MPetM3tYWp5UTcFH6IjmTaY7G8+aC7Fou/2hm0/dQ3ukpyUvKRAgvdXsIk0k+PpqslrINiKy0/MvSwTX3nfVWAItFlx+Spe9N1mUHaI8fop9hbgDKcolir8ZlP/8rM51dmXbA6RQkOxmnV97wpnNgy/8bhu8Cp3B6xInHFVozDCBnoxoC1iNxfWewEi3C1TVzvOfKSE8FHTBUaR2wkFaUSExpYJS1W7SYltdKv5fRgCzQWNdKpBEQnfx+XUKt2Z8XX4VsmsRA5MmIvtbihkI8KC8v4DO7E12AjbQFz7hM2NRPv6SBYZs6To0uBVGmoTSvDR3I1Nh4uwTk2mNpgABU86IKfg6X/9wbZxh42HRvA6n7Njjd8KaHwLZ/F1YePcaSWF0ZLVl4Z1ZACuIFzXkrkzgQuuwDcRXMgad3KkzFDHDgchwx+DlNYW8M85ZYtwJG8KhUwRWwEGmApdUsJnGXJnqebujXw4KRKqWAjJenwUj1KBDTKJCfXg9kx7YhrH7CgMo4ELdvCCA7iYE50q7kJ8hYLsfqmG+YPlPwdo9M+FGXcO/J2Ut6aWAMKPabuPyhLwB+fBNHmXbA6SQk90VOZLvAdT/1OJTyO7DyIFd0PxeoYBrIbIq9bNcabJ4oNpUhWWU9vzuvtgHd83CBrl2QHWRYXdD2Xk9Q4ho9jdCX1p9wLIq0GbYcpKaCwyPlSUPJeebKqzcgwB9AXtrIIODPqvBNAIHlB+tBat7M/FPQJW35fHRddfOTB9oN7nOaeI2InpsfCyxekieVhdJpCiuspdfPneTedPOUna4KFPsodtXn4sG/cHRHsNzLAuT3TXC6/rXPgpXfQhnOHlfdSvdEhgHxZVkVOoiiiAV2wubosf5ZRShV8ShQA4GkCbCfK7RA38ukFnhAODLXaZZ6OJXwmeSMp5G7o0oQ6mURtebyTPcxzd2flE8Kqe0ftry8nAug72dCnz6R5qF997OVAH85mzu0wz4z9PHNWwccVBf9ht/TY3FojOQ+vwePjX2TtjWAHkCcYGWRN/7OpPX6ndgKFFyD9bXvwUPfeSOOlHbA6cTTCQXAr/upHwLKbwBlbRTAJjy+4jLIvkYBpkqwyMSIAFcFELXGFEog/CijewUtL4PWQ2u3JoH0+vIXQz8bO033SIavsuU6tVOGCAK5s3Pu02xGqTu7UDlZ+sztpbX8nC2sggHT+JC+GC28DmX4r7XDHdtuPIbkufFfO1mAxoDAGjyaRhPHNEzH1eND+iStJdbl8tWeLyX+5AF03WZgQMEtKMtn4LJf+OQMk6fpXgJS9y1wuv6nfgRWfg08w8TkeJNhaO87le5leKAzvZdGSwjr7836xjh9vYQEL1u5Id6fLIfLLm5a8LxS57raQNNEeVXglR73wpoFniyTaxLLPDvVmvGM5sRkshw+cz3XrnpjkyV6IL7wzAJz7esqKfOpwouCa1XBeJTukczGh6SgjwdJSqDJjU+B1GTEXA6KeNm+YUqeoXvV9LbcNnFhhbLk7+h9DWvDM3DJuz8+04HUnR1wOuZ0QgHwG1/7YiyHD8DaWi1PqRwW8GFQnaUV8xMKxU3nlIbPOGVQDwiYvmLhgkKrrNOG2q2q12XdE6BieKzKukUOSmMCQNlrQDeo+tLrZMrE/jdBD7us56y79fb1vm6f4KZQpOcBQITvAaRUWSF9aR2ZxKTQNrCi82AmBNgB0D2M2Ja16SNP0WT/eR6Tx+ekLrKdzPZzpdQDLAjncVGWdNvDoGCooMb6ymjMggGp7UVzns1Dg+qftwKLZ+KKd/93HEU60wPk9w1wuv51L4HZ+2H0uelByIu8LuxA8HCyZ5KXv8Mple1ZNfTflWvPKIBeDzooeUwE8hpKkbYJItwHE7S3tSnlPZhbMb7YB0xiFZOhFQuv7B2E1lz0cJ6Tpzng1/ZS+5NpmtSfy2e+GTD1RidEi3ckQB523QsQ6a5vbxftDYG0xSKANvo4pC512sSAUCY9hkQPnCDXxtG3rBh8uukxMuvl+VNUwWhVYKi3owzfjct+/q9whLQDTkeRqP7HFQC/4bUvR8X7YINISoEHNSmc/oOQ1u/ns4VCrEhfiiVQyXK1B5SpLAIoCkoqP+5pqXeUwFCXvyfsKF1Q0ZRHA8Eh9tEazMfadm7HtklnAA/mb7xSehSMViWdslqmY6LRiJ6I3NPyNBQ5QByW+YVA90w5V1KQlKm8/x7eED1plA7gCj7eRtvawfJhD1uTQQKK1zmIkWnf+cKve4RCP/sUQgnWA/6+1YB7v+odWNRn4ZJ/+hczo9LTGT69u3eD0/WveRVq+aXujnD+jlEwJtMjqd/3IikYiBUS4vp0SfeeQKx4Th7UGtteCBixbNDVpLiVdZQu7KSTSulAomCUaFYw0s2CIU8CR6ZJDCk99/Znymv7uuoXgEmVVYCdfRkw/uMigu4aJx+8fgUdAWZ2mLQsFZhIT2tssm9LvBavb4kgYyjjPXrnIfYn2bxN6+9sckwMPaOffkGgbHmtBebDVJr5NDiOBlAVKPVOlOE5uPyf/BlWpR1wOnI6rgD4Da95GZbll33KhoLwnpz/2CTg8QP1VgrglpTeTJ6f8L4u23P65copUzOfWkncSpWIZazFnxYW4xcBVDjFa1+pWAqyVFrPz76i16dtavkifQ/L3Oj0aiyKvMh7l8Jz0s92pU/O49KfMfl+LPK0D0GMP7X+Tcoj8gRCL/sHIE6xE8/VS9KtCDq90zEnz3zVV4jREwicZvWABJyD5MvYeLCe4yeGxrO3GJSDKIG4kh93YWHfhct+4WM4TDpTp3f3TnC6/rXfD8OHYGWIXhMgZikZ5CYIPIMp/yabglRyEvoUj9aPTYmV9+kihby1qW0EJW3WkMId9icVqV9YU6RO96BKp8uVh3SLAjjoAQ6o7KOCExsKq4gCHArUNd0vM3l1D1MZZHEB/blga/Qic//FuChfJ8cQD7F+H1cxFM6jofPS41Ertps4SAlwu6yxTxwf5XcalwCMRZ4JbZzeqWx4lUor2yQYJoAqdgsKnoLLf+F6rEg74DST3A4cy3Tuhp98CuriwzDsDu607/9hrMmiYIUVqyyg9H64p6X2wZ8QnayXutT6w5nuqqNNTUpXGH+jXq19o9MPpEsgNLTVR75Zz7onIIveVqC5KVGV8p7H+scE3FrG44kHhpSULrehABuUWsubVxMekq+6raBANmjKFg5AYjVCw2TqmsGenkzKE15oLpKPhoFyVHreWTAqkXbH3bz5TuTCk8ovPw397PJ6Pcrad+Dyn/sKZtNYZyln1vTu3gVO173uUUD9KAz379KH8dPP2RkQgEk9k+BJ8bp2QVJPgTT55kx6F7XXTaVgH/SXONiGn2yo+6NaXb6XpYiwybRMpyckT625rtyJER+LZ2UT65qtMYFyAnTSvv8CTeaVdjaJk9Ou93U/WenkuefjD/v9VdPGSTkZ5zwVL6EQIoiwKgV1BaIivFW5AsKRNu7FxGZiPQp2AlxF72Ga39uWT19NNMRxAfx1F8r3YH+Fc8/7Tlzwtn2YpB1wmqRjms595rXfiKH+GerwkHHAhi4Ivm0AcYyClVqix6EaYKgQdKoQDmjzjZoQALEgB71dUQ4A7olx2ufvgNV2r60M6aZMA3qAFmnaB1lST8AFoE+bpC+l5dXplP5aDJCmKBlMWgdd2clvoWmyKmeh6CyYOe+1f1qnfgpfaXwGVWwtn71drZNt1Vgmb3hU78XBJbVFOnxqmsAs//gDPTjKaY7jTVQxAZFfynQPgMdSi44PAZ2bg92T+gNccf//GXjbEjPpTJveZZ/xzEw3vOkcDPZ7qOUhACLweKBRQMH1gwLIDZD0kgQQWMDqOJjhXTaxQl6pgIaXheSD1Fukbqkz7LGxSBMVzGycwhnSay/MI55BSffoYvHAs6VYVt30yeq4wqNeh9MkQs+26IWE77TmNBRDm5JIe7lO5b27hZB6ClCbV8zv5A1jhw5y1kFHp3UDFZP9knIsq9+DgeH4qc4mmaDcTYwCZYHlxeOurUyQ2TlQB3yK5veVWAKp0Ms+wNo4yEBXPAvX3v4vcC9Jp8VzMrZ7NNO56169AZQ/QC1P91UPDX77awclCldrKP68tfVyVYSWmd1LNpfLbtlYp1hKcbAAyC5liw+44ZK6Sprzi6c1WWQDsDZ0etVDyvzzKYJs4AvJIjAqGI4uiXTAep2kP7ik6nYd7hl6HveAchuyqkoaAyCU2P4kYK6sbgrpK7PCGyxls2WTkbDHCPB9Rn6aqHi+sFbe4K9AKT99NVTKh9hS9vLQ40nsktOGXq+eXGHthxsKx6R49W5ktG8eHxWDZRUY7J244j3/CJPUeXYmTPHOfM/Jyq/AhqfPur66T2SygoO+eS5bP1uKBRJrRk8peeRuvUIdpKFde2xKgNFIj/XgrJXxZU4FOdJd0EFzKMBakTroESQPiUBWFZDIp2bBSxU+lb6Unr2uSSBdQF3BXadzPizuAkgFQkeVfrCvDvpLuKEwtH4M6LvfhdEGuPdk0gfuzrfaQcQ9NYyKPTAvvRF6GAY/CTQYgQJfUXUwwjh+avS0P0txoYIn6zf7Jb0/Agv4KbQD4jzNeIt+Kbx1QBf15viXAajlzbjuNT+MMzydHs/paGNN1736ZajDL/cYE+BKVdsADEO3cL0B+EDqu3LuYiMaegcEjSN4ZSJPTRlrqz94MAo0vWi0rhnR0BWrGfFuORHLMPhdLY2aeEpuVT1a2/90CpH3NTlflX+Jd525wFGJjSi/T0WBsHNeWaGnLATaMv0EcQUW9L6DXg3r5HN6H0K+HnHjctDapG5nbEGr173hFudbtLZN22v5uKASeIvOd6BP2U3acM+ooJ9KQXp1DDh22UCIF+VywTiUHUCpT8EVv/TXmElnQvzpzAWn63/iSiztI7DFOgCMWwQ4wEMUALXQDA7qIWtq+d3qMB/3MPUqXAGY1IV3KyXf0Z670aTACU1+v6Z6EOkk+KpgAZhMU8LrLxJA94YVFHX+mej2+ix+z3zV8jQU4X01i9km5WeuLZXPz1XhdEVT+efZ6R1an3aFl3Kl+rwqGd7XSyDuoCVj4guqImO6GZKei26PYJtqN9QjZj26rYHTTo4ZPV7fVCoGpaO6jF+77SBMHnmM77PYu/fbcPE7bkVKZwI43aPTOsHww6fPvuaBWOJDwNCAqZFZEef9Of7AuEl1ie0CbLyPrlh5ZchBx3o5nkxQrE/HgoJbaxNwIRusTyk1cF6XvX3dB+NKN4iitoD2sjQvEV2mTCouwoe8fUBXk3rHkydAwOrk9/t6TUBQ4FBrz76kfLN1ofMwWPyU18eu5eF1bbGToJw0Xoz52PjpsiB0k4cOGAUeq1JeVGuLCVST6vYl7DIHZLx1h76Aaa0iSyqj1v+4Hw5An55y+lgrwrYAACAASURBVKh06cKOgLpJ/yl3/rKw8NHHangY9t/9QeC3JjhghmIWBu4eT2dgzOkDazi0/BCsPAhAByYmjhdM4hjoA+mD0PK4IlMJ219YJYOs0nHgSwQzf02G7dkoQFYjHR6f8oKAAgk3hOpzVWTu+iUgaccVY1jewQCYeERQusQ6F6kkvB8oQJOBJ8tpiL+tuA6Il/5ym0pXSeUnjnZJ/CWYs46hy43qf3dZogJTTkxeMwnZ+VwGIDRNXrZn9LR1dXjCnwwsM7Em9wYZ4JdGQzwt34fIQvO4+DKzdLnx9hm49k/eiTMwnXngdO0n3wPDd/QpCUQRAW4d6rEI9IFTUOLKhO9TqlHQghZzqiXBULVUZqPXE1YBeV3akrWAkO8jsmip2Za1/PQ+/CSBOioId6FoPd1tGp9pjIJL9hpbI53hPCilv3lptV27RzRIeYIflROxvF47BurqqdSj8T4z+CFrq8orUHE6QjCZlJe2SJRvy2B/rMf2yBfe0xWuktrx+vSzjR/BoEC2a7C/ARXbPcoHAQQ93ulTT4P/so4CEJYdBPW+b2VoZdgn9KZHgBJ+ULB9EaG8Htf8xA/iDEv3qNt2xFjTtT/+QtTy611YOc3RVSgKYouzhMCogg4VPn8HQnwC6MBET6QWecXBJlVGJZ/pksZgeAyHl6fC+W7KTpd/HWRkZAkaRfpceoHs/ciHECW0ofeN96Rb0z6JMs1XPp9f8WJuWgXIyqglfgpQFCDEhRQ0aJzyqqfunPd8BCKJwTFWqPGh8M4ky5fUH+2nGBHq/pJGh17zQsAZbf9VGRtRo6Kgz20J7g0KUb7HTw20LNLA+uZaH67MI/6IggGwfVjgybj8PZ8Ko3YaY09nDjjd+JOPwVb9C5Syq5+PU9B/zqf0v+CReO1dsIDuWlMRXPiE1/oqCq1tjmO54EobaPTk1TmUvuN7IrjMWLrXo5bbH/OZTAUhQEby+A5gVsbAK0VVRN6pkueVrAxOQUFNaNTOl8hnKB9KzE5FXNVGzIjw0m0GPlW+gmn9k75aypP5KnVyPAoQfmQhgCinXKy7SIyH/RY+M2Tgh/w1WffFD77pIGOge5/4LM8eFPw1Hhp4Avghdd5XbjWpAHAtztv1eFz0c/t706cPnO6RaV1j+2pguumqXdhc/hsYOjDx9RQONAOQLqPKM+uD4cvtVBCxsjql4w8XuuAMCAfIu9wmofb81av1QDCP9PXdywJACkxmPagZXsEpPZblrnfrK3lAYWdwnUDBPTy+5YJKVyIPFFjcGxMLLF3se6IAdwl0OpX/wqZN5pN7DgBUntS2giJpqPynopoU0Y0WeWMI/NNd/5Sv8NfK0ZBpGzQACrBFjEcA3jbefm4UaUGvO9iNguCx89hg34flBfu4m9SrO/sVtH36iLQIBPRfI9Jucl8ZHo47Dv1TYfSRdfcUpjMj5nTolncB5VsATC1EBfoxu7UPrI+fBg3FKjBQ7YMmA+4HmBGwgOCFhKkDrTdBDQgve0LK676ZYIqLlKNgAb78XFl+Gfc6aXCWfXRa5AEF31cS0QFDPR7nBfvR6q8ES/R6NS7CMlxEyIsJhun9Ku3lpDvja039IctK70veqqDTIwhf05D5DR1rL8g6xED50TgDpgov7eriiYuV8H4o8BXFIvXoIgor5n6pEF8q8XuI2VHGZSycjzSYpbdNGWP/3LMXGXPQLIDZj+L6H3/uZMxOQ7pHENEOdzb4da98Jmr5fWBRwn4gBu4mGxghgWIKuQyibwMQoQP6wHmPGyh4MFok2wyTo1n56XEIAYfJPh9tu/TvFAR3yaU9/8oYBD8T0OU2NJjsHbT+qbEtj7e0a/05qYB3bJf0U8kFkDUIrdMVrLhnes8QrHcgn7Qijrl7glq+jVv4AdQ2zWL50Cdl5Yq6CsuXWNZ5Tfos8RLieUeSfVjC9LI99+0MwnOGFwzw43VWbroc0r0hyozna3l10yr75lO91qeCr2LX4lvxsF+82Vs8DdO70+s5ffFVD8By+JewUjoQlC5cBA0KBAFg8Mzd8k8suay8QS2V5PM20ipK2Lck9QeFERp8Z7Hk0T1HfDUiWGtM6wmelvSZ7RMYPBHYRNC0b7rNgKtFtPSuDK1NffXGj2Onkrd8um/IAVqu9TPsNSNAJ7qkG5EdHCepz0GRPOeYyOoi86u3EvjONgxdJgRwaBQpF2EvErp8FHrZlI8WWNatCaS1QOjh+Ej/2C8/ZaHVXy3Ww/FTA6zypVZUPTM0uhgwd6dPxp3gZ0Z+fAMObv0GTnMqR85y4mllIPwzr/ptWPmBDkgFjpc29GA0DQTjSQO6cLibrEJIoeU0CAinGLpXAVF6N5PtGQPOrV3dFeyB4XaPv9Sj1lat1nLE3pu+vIVrbjqEW25b4sDBJfYfqjh4sKKUAXv3FJx91gJnn7XAeecscNmDd+FhF65hba3xJHPQSvQYwku90h+fwumrNsyf3r2aW3l0T0HqC4HxxJfZ8om9btgFwBhQywsE1CYntXSDNPGuvJD0PdHVvIPlpuGGL2/hxi8ewu37Ku7et8TdByr27V8CBuzeU7B31wJ79gx44PlreOSlu/HQi/RHMyy12fjJUEL2lMiD0rMHD0c3SrrRLH1MaSSKllU6spxwhdh6vQve59YZpV3BcDn2Y2E/gYe/773A6fGcTh84feZV/xAV/3wEgaEzS88EpxUd2jKsu85t4AD0TUHozA6uN+ABxCLlNE4RzieSfL6yovWjlw9BXkQBguHQJvAn//0A/vyT+/HZLx3E3fs2sb29jeVyibpcoooFLS0wvBgGDIsFFosF9uxax8UP3I2HPmg3HvuIs/Ckbz4LhVscwt4k9hfCF/a1gVh+Jy8ERaUfLrAyBnNgNDety/uNJs+lDW7IBq9Zvyw0aFv6W4GVwCqB7tCmAsI4xttbhr/49AH8f9fux+duPogv/e1BHDzUx2LZYl8mNA+l+Fisra3hnLM3cMnFu/Htj96Dpz1+L9YWTVb0N+gywCjTzYBF6fLrPBk6b2rtxtBah6kPPiaNV/6aDtsRY5O3qpDhg4x12FaRAGoEqYMYyhNxxfs+fZ8DJ1eHbN2uf+Xl2C5/DcNef2fOGjmMoXBgWJPzuSt0sL61dsE19FUxusLhQDVuIUC/l+MKTg/BakCPR7RnugqHrrw337rEH/yX/fiLT+3HHXcexKFDh7BsoLRcLlFrhdWKajZ+1qhkpSnFMAxYLBZYX1/Hrt27ceH5Z+HpTzwX33PlOdizZ+gCFgSXLGt0Bu+k8cUPvdNnhkn8ak46HMDyvdTOqhQ8B3QFndTJMZbMCpzqMWjMkWPZjNi+fUv8zkfvxB/9tzvx1Vv3Y/PQIWxvb2N7awvLNg7WQKm08RuGAWUYMJSC0saAY7G2vo6NjQ2cd84uPPkxe/GsK8/CBQ9Y6zIzcGXRYjBaQSVsdxHjAcQfvVDvXVdl3RBQ7lp7PuYSryXe68o0+UljphuIOS0kUBX7OB5xwZNQ3r7FXhx5kE9OOj3gdM0r/xgoTw1LzpzaqXn1M7kRLVNB35FLQHJgksEnOGkvQ5CUTYkAgfWJZfONcg0Y+SY67zXBWW4v8R/+9BA+/OcHcPe+g9ja3EStFcvlsjXdwcjMsL29jVrr6EW1fGY2ghU9qqYUi7U1bGxsYNfu3bjg/LPx3P/xAXj2leeMtDiN6P13WSxTz8enw/JdpwgToBgi3zzAj9SOAn2oAP29MYvloXWFCuMghd374mHRUOj4GGDV8B8/ejv+wx/dhltv34eDBw5ga2vLjYT5C99lBKNSOgitrTkYFT5veQCM49GA6n5n78azn3wWvvepu/x5AP0gY9xAKff0BWH30gWglA9lEdQjfNG9UDoNV0Bjfdq+Ltb4iZnoAGUVKMufwTe9/63kNO6hdGrBaW6V7tpXvATL4VedQ2URg7MmRei2UnB1oHVbARC9mGCR22f4QczaV/zC7mrENnS6QxoH9JkkcdUGXPf5Q/i3H97El76yhe2tLVQz7N1lePD5wLl7gI1Fxa41w1Aq7tpvuPNAwR37DV+5s+L2fRXbW1uuPFmJrDFzaF7Uxq5dOPt+98PjH/UAvPIHz8fZe9dGz47WUb2pEKdA7xMgAkzeZtETBmfHiFZXxzd9XVnerwVIPWxIvst2A/dqWV0DVvccWOcoLHfcuYX3/l9fxSc+cxv27xuBaXt7G3U5/sbc6FwMPl1bW1/H2vo61tfXsVhbwwP2Djj/nILz9g44Z4/h7N0F1QYc2i7YXBbcfqDgC18D9m+OU7+19XU85KIN/NB3b+CSb1yL/fZQgjBAZYliCxPvhp4QeVSm33U1lDNcP61gZuOy6o8/EkMSDJoAPSpQ6hYWy8fhivdffU9O7+5ZcLrxJy/E5ubfAMN5Pc7jGg7oDxUES4rOtFaxjypZlZdo+6gnoFIBSQNGu8Dp26xCMl8FYwV/+akt/NYfAwcPbuJhF1Q88fIlHvWNS1y4dxPY3oIf/7ts7+e5ZzQC5s13FHzmlt247pYFrr1lwI1fWWLr0CFsbm5ia3NzBKsGVKUpw8auXbjfOefg0Vecj7e84Hys7Vob6RmEYH+vTBRBASrEkWZEweSRGoK5wHcot0J+tX1OYwbEsWPyY0rU4AB9mi30GMCdzpuHlvg/fuNr+Jvrv4q77rwTm21KbQ3ch2HA+vo61jc2sLFrFzY2NnD5RQMuv7Diigu28U0XbeGCs5edl4Yx5okCLAZgsQCGNWBtDTffuY6rv7zAX167wBduXcNZe9bxvO8qeNzDF/Dpm24IpcJz6wHQpnEEWe7ns45RbkQ5xSt9w63HETm+4jExHxnrcbvS415qfNGzoh+7gPFHQw2A/Ske+ctPuw+BUwqEf+YV/xYVz/PjLQwI0zogWofJEjwHt41c2Fhp097oOT46ZTGk10xMQNGigqtS6haH5jn8p49t4w8/voZHP/gAvvMxFQ/cuwUsN9tfBZbbnZbwgrIsFxOo2vL4zXcM+K+f24OPfXaB626uOHTw4AhUzaMyM6ytr+Oss87C/c8/H89/5nl4xpP2jkrjLwEDcfVQ6U9CKfrj+TyWoXzU97p8sBKT5Lvn60AejwWxmSoIRpJPXxGptU1lTTxuA+o2sFziP370bvz2R+7AbbfeigP792N7a2ucsq2tjbG7Xbuwa/cuPOJBCzzhIZu48pJDuOCcprQD4PEaDLLrvhHoYDWMf4sFsLYOrO/Cl25bx3/+xALX3LwH3/1tW3jaty7E40lG1vncZJlxQI9JsUn2rfTxMfRx4c754CXJGLiHVXq9weircWJx2RYzmIx9BRb2Y+URv/IB3EPpngOna175LFj9vX7uTvOaCtD3mkhgz78LwIT9RLREskWAVgcY956we26dDf5DB7qC5F6S9bqADpA54NhI+/0/N1z7xQX+lysP4uLztoCtbWB7cwSkut3b941xTGJVzUbPiq8t1DrS3nb83nJnwX+6Zjf++LoN3HbXFrY2N7G9XGIoBbt278b9zj0X33flHvzdp+wBFhvAsB4F3IDJKYvsWxytqRdFIM8gtqqOVR6TPteD3sj72bLteX5tKGQr8Hn/cglsHcSH/ugA/uAvD+CuO+/EwYMHRyBvwHTBeRt46mWbeMYjD+D8+7VxHYYR1Es7xncxA06UFf1j1xcDsFgbeb9Yx01fXcf/+1d78JhLtvBdT9CtGk3mPEhuXa5Ct0vvN/s4uyo79HqCfKn8LrohB9Cn+zQW5K0YrXEaJ8DKOJQBsNuxsf5N5bL3/O38AJ/cdM+A05d/bA/uXHwSVi71gdeXe2kNfLtAI83d9fa9LjtDGcDzfSW0rMv+nYBDBdWDt6oIiE8xOLDtvsY93I0e83z8OsMtdwDPfOwWsL0EllsjKC23uxAMi2blpc+L7DXUdu60jUH+ujUC2/ZyrMuWQF1ie6vi41/YwNV/u46b7xxw24E1nLt3wKUXLvD9TypYP+ccYGMPsL7elK10flLBmNwrJd95H51X7i0Kb3OMSssEAFPAEYXic69XrvXUygLE42IgytraqvJ9uT3ybfMADt15J/79fzXcdIvhrv1LnL93iYvOWeKbLzqEx168iWFtMSrt2gJYNF6hAGtrI8iUgjg9Tn1hvJNH6Lj307yoYQNYW+D3/9s6HnpBxTdfVrpsMzlbEuOKtOcGsQFJeLmYPC4dn90gqUeUQQldLugpOk9ZjmNEPZB+lyUA+yAe9f7nJ1N3StI9A07XvPxdAN7gB9eHVblGhumnuJ3OAhWODhLRYyod6X2OzybE86FXRWDifD0EMdqnCka7/9XbDbfcBnzzw7aBrRE8RgVpFmdYtD9Os1r9+uvppJV0892oWtsUZbt7YFsCfLrptBRgbRew++z2txfY2NViJNJmiOk4AjV+ln7Ll56tC2sWkVkwEpaVdM8/RanCNMdi3jxdoyfAfHxvTdtcbgFbm8DmPuDAXcDBfaMH6zuu25gsxlgRyvoI4mvNY3KvqcXtSgMEhr0oh3zZmyvFVrsBMRt/kAJrLSa1wCc/u4aLLyy4//3Um1HjCgTPnM8nUzTyoXT+FXTDQvn3n+Ii4YPItoBXmD7SA2M72jzlrMnlYKOHiu3nlEf/2u/jFKdTAk5uE82Aa17xGBg+BpQ1Z5gLZuOCGYAFpj80oIw2scTtmcaUgDEvPZKig4/uThP8fEVo8OqDNQc6bWkpfd+BJfbuagO1bEJKOodhtMjcXEovEMMY/PS34NmEArKhn2hQOyBtbY8KWLfHAHvd7gq+vg6s7xnBaWM3sLa7e04+GmoEil9OsSeLwwqAOqLYrDKqaplZlXnXJ6tHXheVs30PYIfRa9raAg7uBw7dDWweGPlFWSqLEYjW1ru3tLY+3l/QaNBQiSJ715uc8XnVsVo2z3c5NU5rC+zbb9i7d9G90RzMBzqwhFVJ8XR0KDzUIeCiY2wQz5feUHMKvD4Zh0FWSkhfCHkY+utiNvaz1Btxjn1L+cYP+NEqpyKtncrKAQBW3w8Ma8GK+qArE2XfigOMTNvUc4IMor49n3XCXXG/IRZeAIqWjHnQvnvQHMHC792VrH8pDXvbdKEoW619F4soWDFO9dglG603mvewWBvBb7Fs072leFDswzB6T4t1abcgxiygDXZADFMEoXfysyNibX1BQoBEk08hLH02hapSHpBpPNC9CHT+cuWUdMteQZeV0ozC2jpguxvQtJjfYhj54tO25kENpRsPjys1Q0ZPJogEgQ7NyJCe0vCiAsM23HACQDXs3dP4pMfnaHDaf2tODW3p9YS9Z42Phi6b/qMFebxZZxE+sT9NbvI7eiEY3z59FZBhAAOAS3HH4qcBvGUqACcvnRrPidO5z7zsf8WyfLBvGQDcc/IpFrpy8DrMzzn1SejmAUb2hNYsMZLK50eTWOx1sFBVxrgpGb0rCgPB0H+swLp35LEeLW89sLosjk+BCAWH/FKwH3TfLPTSML77xIB/s9KLNk2hp8Bq/AXP0qewzn/r4wDeF9KC95DQn30Mz5V/rM/kGr0O55EqpT4Ta86b6k1VaZNeTN0aPabt7S4fQOPPYlTIQXjjU0cFI/KYfKFBa2Mw4Y+JJ2XAwON0C3zatcA4JoE5OiNI9ZFmWDNOyksF7wYwXJEjceS3g9Ki30NJxoi3qXcioxwvD+CTBxUY7CDW6yPL5R/4HE5ROnWe03Wv3kDFO7uLKkrrS+qNSXl1LFsEd3cpsGKFwTyIikBFcSW1DjQ+XdTVErEiGSD5jBg5UCDQld09hmSRgrVC54MKkjblfEB/PjSa1wxYL33qB8Cnj4tGQ1n0/qpFpMcSjmIh/5mP90m/rp42Zc8xIx9Hie+we3NGRb0wjlsO0qpiGDqwalVF2qZy0TisbbQfvmwkMhbjCwOUt0Qn20piMeuhK3AFWVjA3//U/KxwaCBW5B7Q5YueSl12T80kj3rgaIbLj/cxTPdA6RhZ5LV7ZWJEdDHD+0qdXUrbthubwzsAnLIf5xyOnOU40/ahV8HKpT0YJwLpFrIivGTrCldDtsg02U6gA1AtDqIKj296pJDSatGNF2FSJXIhFoHQqR4aGDDwzRU+WnUfRw5uVgzSLPUFbwMIwVpO3QYuXa91j2mx1q2ttXKukGxiAf8xUt1kKjgV+kWwpRdAYOVfRe8X69RxKFJO69A4GwGbY8zwHfnCVTM+N60rtTOs97/1Fl9a22g8HLqys7xuBFVD4cFqkc0hrZpRVIrQhgJf9OGxMwQLBUBdAZNhBxAdSb4vGoDHOt/0QD+WN+vldFbC6biuMPIXaLxLpS/MqFfsU2np+7hx9Pn2Nz/2RJyidGrA6QuvvT9q+el+w+CbzPxXIFrzGtjmYAVrZv1aB0OPzNB5sxl8RzYr85U8apSaI72UfCZtBS9KLBC9FZZzj4YCAGk33Xfri9h/liHAGaLVBtoUpTSgEqVaKnDSErJeua9Wk7zUQP3MIRIh0bvwOKt1j2c4TFkHtiK8af3Xfo6NCPBpBa2d8FPe6BfcBuDbOHQBRpRReZKVkCDi4Cn1+z3KhgCPgxTQd3tLndmAzhrBxg/KSiVak0+UcVmx9L1IEgKpUkfQHwnuO2nMK96mvN8ZgNSgBqfA7OdxitKpAad9+96KUs6LZrnIoCqYIFltVeDamQwiPzryy4ue4/KvMJ+rEK7wwngFNJM63WKqVLX7VWkjKHGPkDxH+04rGxYUaUUFnF1xEBlB0AG6Z0BllZXioMB+SJy0VUmnAAIVkbFABy7xbPxTaNd4Ib0m9kW/++oQwQfCMw695KUXpPT7u14mvBqElsxL9tu690WD4R4cOk0ueEP/rkajtDbde2qAroAGIA0wYgxo6P3nOBKc3UuWKTorLtInfyWlosdtG3DosSizIQkBshBwTyAb3sIQJhTMGAyOiZHHT7e/ecn34RSkI5jIY0927UsvxyauRhnWHWX5i6phasOBISAoYDWG1AQoAZwggov+jIDnJwu2ga0S1NaYRxhMpYW3GIBk3VQgX2KCK6zGTdRX9y7LPYJR0fsqZFImBMyHrrxV7vuPSJqAkgCSkOr8cZe+9DoDSJZet8m4kOYQKxReBmWT6kif0uF5eVO9SJWVlnEB+DtiwbtlnVXoUeNn0dsO9Lfn6mXocjqA/mu9ncSwj4ptTc7NSnWTlwv0mYB6WX5awtD74kaojgxwDydNbZ2VAlz+81KUo6G36SBUeh2M9+rBdbqyHUBtSSNyDb7pQd9Sytu3cRLTSfWcDCjYrO9CKeug9wCIkDHGJEIV9n3MCLa6zH5MrORzd1MGh0FH9yoaMDmV1hmuAJjfIA8/HKlEDQhKlQOKulLn/eQ9tMqax1KkHr5W44BBUG/986VlQ/8tvNKFu2C8z1/YUGBCqtcBSbIwHhVuQoLRJfbDvZ5236R+/VMPinXTs1GHaERNobGzzx232vro/FcQhtDR8rHtiuaZDTEvr5V23tR4j4+zAj3zW88X5IR5yS/AvZ5JwFrk3PvbgGzJPBx/1qXgnLwj0pcBPJzbhHidNzAj9Q1AP+2TNBQA9khc/cWX4iSncuQsR5/sEy/6DgyLPx3NAq0BdysDrtTUf7coXOHiPcA3NpLJzFuBcJC8My2BnTPQG4NbPVoGRUIGY91CiJBOBLgJDcpIy7JVR8AJAFsQztOhUmu7mjeXd4BsilybNWQePSaDQX+3bED4gc4ideoeGPfaME1kn7W2FKgzaOvY0piE7gkfsldT0AyFTMe1PhPgViVTWrxPukzPuiHAjt6eb34E+p6qZQcC91iEGKVBwdNfUBaDmY2gvjZUBEw0cJ075lPy9sxFd5AyNDYlfucnp4c63u4pWf/u4ycDJ04WaNypZB5iqV/B2u4rysPfeydOUjq5MafF2rvAn7nuplwsCoWDgT2gM0/vWWe0ApNZ94rQ8g2NOR4oFKbqfagFEppJg4JdAIhUt4MX+jRRBy8EvFXAJA/7J3HFGHBk39Oatk4LvByBRQDYrR+FEZGfPoVu5avQjUaXrzIV9PcD+5D2tqhU8szrGXqbHOfwW4Htsrax0RW00trltXo83ggXVEz4behHxShN7J88U5B32asd0BVc1KN27730/lUaBhohKr0m6gT7oHFEQ5CBIM8UHkjeoesMx5zl8jix/5byuEeo7emzVhF10vO2/pnqOi7A9sGfwklM5chZji7Z1S95OgwfCb/FDv4EMwWJAydxgcBARDBBAyLqqP+GPLogsrA6OxrwZi9tgM+RsUDw1IIGU+g4SFRwztXZCAOUkpd7jNivYZjWb0D/xd9Wr58NpaCoIFtiHUJqV4ih84SAq2V0isL4X1Ae9lPatfRswi/NKEAY8vGZSVEB0+CJyHU4wVT7xTxav9YtSqjnJ7k3A/Q9dC3PZIqFXi9aW5xSQuRRDZcD8FJk0WRbidIv9welXcrovYnnVDp5Xs6FH+5BD1I2vOAtstFEuRsgGbNQXtpn3zyux5ft7Xas737YyfKeTp7nZPbWsNtYN+aNN+AeEoVTf9JprAN9OkcFR7fsDDSHeX6rnsxaqtsMEWQd8eokeVlvn9/F2mtMST0+sD/te60xPuOJwtRoDytctecNQWehIfST9Ql9vlmyxvtF6MiAFfAlrWT5Cpi20eoqqW73akqsH/os80GEHK09l4Ei/KOhS/m9nRQjUaOk4N1RFv04kCLjLbzX8de+8pQE8tJBCX3xhXvcMqj4wk/iv9W0GmZdzpWd/sYD+dNAwadVReg3xMWa1iduI4hHoIzPFpp3KSAPRI+r3ef+KAdI7onDeVge+HGcpHRSwMk+/aNPBvA/jV+SgJL3KpSO7mSqCBeE0YrObtEQp3X0dIAueAQ5A3xXuO6qVqF0kGFvCJwEMLFa+rt2HKgBHQDCJ5UNvV9hIyoEPJJCAwg/HOqAJPR7MeW1IA6vJfzitGnfHTykfn/GcgKSmu9oyZyMcgAAIABJREFU0gQUpY8K8t2SdMA1xDZV8dHyOJFD4gdmxqHxhR6QGpDJz2ShGxpdiAAQZQVwT8VpRwQLAqlO1dSzd/BgnRlUWj+oC9y2AWnLwbr0aWeV/hOYHFils3mbDGWbeSn/IC/aWOnZXGjGxMpP2s2v24uTkE6S52Q/HTfxoctM+FQERr+gF0UJDCBiEkxMoOXz4/a+jw8sOkihIE4RUt0UGkj7APorE+1P31aHZFfB4qASdHTTXWhXeODCojeEfo/7UBAENFhW4zQGAQCCfrLa0kwQwLzixngak+NImbu54tpSVgVRzZPLW4x75dXHHBMJ0zypS8eNfZzIQv4ivFe6A8kmedENT56SoT0LFkLuG9DflJijpX2GOgxxk7F8ujFv9QJw0CKdLrPSPsHJZy9CdwAz9LzLRO+oPt+A225/GU5COmFwsk/9w8cD+F4ASXgoNE0qwi5nYahbm4o+OGScCCAPZPOBUHQgMbzg9Eq8Jw1UA0m4klKgP+oKVUU2ktCGJdt0PVP1RDuCu196ZgIN0MG3zJQZpA8ajzBDj4OhC1nJ7Q9dqRYpmDwrIgVh53XwQIob0dhWQvUQZB/6fZ1i+gZKdJo8m+wN8lUr1kWvV40Gugwy3qM0B4DXcSwIizWUP3+dR7x1IPLfeWPCe9IlXl9JZQR3/Lt780VkgfojupID3zSQVQGHZSD0Q5I8C7Mdoau0uvJ2mxGgX2c3vn03TjCduOdU8NOOyuryk1h1McJuXhPAYOYqDKFgjXDcFWGGWbN58zKx5OP3YBGKWCO55y42l9+ByTRT4xx5dScES9H5VLQNCAg5saLYFsurMAegMVE8VSz0+iZgUbqyA33DHnI9iTV2hGv99D7JHqYqvPHnc6Bp/Zplaey03Qn/DO7JAOjxPgUsUeQhlSdtanC1HTWe9KwJAm7EmEdlgcUrAgiStmWK0/pn6W05cKCX46cH92szEG0ABtIsn0q305hmIEHPJFYbZF9WN0eaHoj9n/9RnGA6IXCyT73k0Sj4gbgDHAiWP3SCwmCdIQGh2yAMks/L0HNqXhE3UvrhbBj/ESD8nT0FLkjb+r1VMDkDiaAgiqQBbw6+SX8pmNxX40CSB7nItfQTQhsBPYM+5XewHn8Ix5+IMCNeBjAOAi9BV1CpyUeWkU2N+upK+BMQygCo3fU9YSIkAciUdvFifPqvnodFWhTcM+Ypa5xWm2m70aS/t+cefDYezK5gg26kNOCvBtCNWRuDvFCjX1x+6U0qSBn8COsCCTNI3SY8AsTA5k8th3hPZxBKnh/rQ3kFALzB7O0bOIF0gp5TfQtqKcEjgF6L8Ielf0SwADqzJxvbpMM6aAQIflGZUgHwOJUqmaUBaO0GRSANjfFp0ScR2S4pjFo+0QeIRUtVZIHQVUlaptBkkTxFhFz6Prc/ic+Ch1D69NCsr4w64JcOsKpUpMGBQMBG77PNSRC1xHr8mbJZaPVTCgS4SeqQeKDjzXFQb8J5JG04SsnmV/9u8zTqWDjY8M9i3WGaLmVdZ2QK6e3oPE9kwjueaJmEGJhV+qwvEbtxJF+t0+CHA6Ln0T+OnW5CHvH7Ibj68y/ACaTjBie79qWXo9j/Rpq7UAhKTLylMGroTLbIKPdEZBrFXyMNwipLo74toWCMs4g3pvNsVSx6B6zXrXoSILc+/gXdS7DelgNtE1JdcVqKkLhcNuWqg3hAA/qep0aHHg2rfOYvyVAx1GuhspLm4NW2PwU9xjU8xsP+CQBoO3kBJOfX1SQHIQJJiZsx6yCK0Hjg+CHtc4e8Tx+s0x+AU+ir6PUh9yfzpn0PUyAm6SzHSkFQnPQONtJc4JUCR5H7ml9AIeiW9FO3Iiig6YrbyOAIRpbrbffCFoEWpFfA9B/44DOWsS4/2gnDm8zeftwYc/ye0+b2y2FYCCHdugJ9wHXKwxFwQ+ASKAwHRHsFvAT0FFAUMADEkwxU6JjSamCQS2lD9xk5/aULDBCD/Bq4nVhjfswIpJfntQhPeIm19PIadyEQkf8O9LyXltsyS3yTHUFBANaNgOQLhEu9vB8EHxFIHNBSx1k8nCQhhHqZ0oHfPbkENsxL+kuBvyDt19bBkXXp+PmeJoKnXJfWF2drCd0/7KeLqUlIQHlJXtferi8smJSXenMoIIdD2GcXZ9E3P6pHKqSnpgBHdQyLBQR1ynrpZXyFFZfj6s8/B8eZjguc7POv2QPgxa4gLoTCIN3wlTtPFHZAovejqyI6cBQSfc4lf6DP1WU1wwr6UbqNvirtLpGUOVlCdbv15EKdImoQtkD2pEibrizCQB/M9mly5G9F9OBCzIcdpvVqNDjY17j8zl35zAepl/f8FzvQLWN4ARgCnuy3vJai3hAIcAI6ju/kdUE/+oPPdCwIwo1+59vQeaHHnzho6L0S+8xxUeCt6bnbMwIE+ST0cExZRo1AiCkS9Nq9ybJ96ePCcfNypd9rauT1M65Ej8WNh8bFWj0TXVT9qgi/6+ix2VTe40sW73m9gHRCZJb5C2D2ShxnOj7P6a47ng/g/v5ujQE9yKtEK9Ki/4WXdAWMOBolMcMVvPRnrDuUl0F3hZJBmsQLMhBqX8SKM7mCKlpoOQESX1K2Xi4ANYUvlQ9J+Ke0q/KrQgQeC2j4kChw8pkIZbd4jd+QNhJtmQf63fFOxt0BudXrU6MiVcuufmFZ8Mh13HU8dHrjfJJ+BPkpUz45jWxXgY20Cy+yx6ZTzMioWK/TJkodgGFafCyrbekFdUXnlcoDXXzRelXWMdUJrUPlUNtU/cr0+qkZ9my79qWXz3fu8On4wMnwyrhUDvQBp5XhM5fErgj62sqsW9vuqTvtyF8QgnZC1PhRZf4biXZPKg9iWNWRwVLFCvEpDvZcUJO06wDOAIR7X2xflHRQwZW8DhIi8FrHoLEV0m0Yd8ijjxXzu0KLsqkQ0ovLMSDGxrzcMP75AXulTyVCXuFFAErhD+kORojgLPQGZU3an3WdoKEeVNiO0YtOZYPPauefpWX6UDbJpgKzeuDsTjjrXZr3M+9ZtdZJ2jg7kdVR/oYe9cj5JnRZ7WXdOBlibFf7wXbFw4fBt62EFWUxOGN8sGBz+xU4jnTM4GRXv/hKmD2+ewPKUTJNlSdZCR9si4wh+GSlywG8IHVJCLhKFwKaanW1eEb83I5cTGJTM/XpEcIAggUlaIkcuiUuUj4LH/Po8SBaRr2OHMwP83908NNgNmlRMNDVPYKm19v+wgKD/EE+WXEG4ZwCrlgHtwA4FnlGngbvQ/kGGQqCUQIBLaNTMAUrByMFRaE1y6OvOEseGuPgmiVaSfBkalgEQLRc65M6RR5r5fi18qviryEW3Or1M9BEj3VWEVLp9Go+511pxnIAgBe1UNAxpWP3nCpeGT2JZjU1AG7oToV7SBLxdytB5syAlv8VucfnmG4XKBaFyqSuIEQCZkqr/gS3ekkAK+1TEUg5VXRALLIqjFgTBTPVY8aKctOGxN9Gj5+CSUESUCoY9+NQLgfth9DqHkgZ2+DpmUqvAtfcdM2Tghg6zx24ENsiDwhgujOcfKKXrPR6ftLWPDbyj/GwcJa5eJRKo3uIMqaW8hgiwLunI3UEuVEjoH223i9v2zofgmfINtNqsXeJsk4aNdZKfhNUWlmeyOHeXgqfeHcIilLe66AeC+BnQM6yO9J+/xYKOqZ0TOBk173sQsB+EFWWupXh1lArGAqhVFec3EsRsAmdUyYjCrlXqYJLZTfEc5CkvlxO/8K+k5ZUvtWrUg/NXwAn/UIT9wqZ9GOQtrx+UQiX/RKFkR88uE7BMNTDZ2Vah7vhqe+sW/urTdOD8hdKISDNqVyrW6159t5UFvLUTD0RlwEhMAd8ga4keWw9iRKpmxj6Wnq5gPfWy0dmxOf+SADGPVoFnJSX5XnbQS+FCpxfUlbl2buWFoWArj8kN7EvGlpZIQz9E1AKfIDkL/JXe51eTQGwPObA+LF5TocO/igqNgJamnTCGU4hlviPM3QpiG+IXGPSe5wDK6gJalcTd7bE8j7VqDLmYsnUk1PhccAE+hETgwjBEIEza7t6jeyG7h/ykwCEd0o++xDAxITNFOKKcY+UCmORkznJ89b+IG25UMo9/4EBjp/mKXAPbijiqUDKFtnIWbrwh1/caXUPiOBUWzuyeDi2LUBGi+70KEgJnzl2zoIi/GZ77Ld1On0MRB4KOnB5G0AEG78pYySgkO+HGKLojZbRPz+hgnWJPrickAZpJxhs9Py89tiTiSEzocP6n261oExVwL0x/mS5bkchPbUANjzern7xlTiGdNTgZPabC1h52fzA0NVDZwgVwH9oQBSVXFfQAuC/mRVGhs+590KATZXfIO2IECqQSlNje6n9SZAdM1ZfpJTKq7dD3EosYwZAS/lhbaNmol2TCrc2GqYEErcDZFwQxyUrhvZfFVO3WxQpHxoRMTKgn+8UGBPvZZ5SyAnI/kFh17xSdTaI2h80Wpz3ijBaXvqeDQZp1fhWlmO9P4kXlv4s0J3ryjSwqE3LK+0OOE3PcozIvffc/fZFf/RB9U+BzMFM9YN0tX66ByUNBd0oQK3H5D0dvef06d99Joo9pE/lxBp6bECU3VGbezDataGDAlc8iMAuRKkeWhWTfR5UgmgiO4NocTUuxDwcTP5IocYwwCqtCwB3aIdzpIAo3O1Rnu9rPf6GuCqB8JNgoHEPFw7S2Prne43Qv+vKmCqxx9PIE9I/dG8J5BP/hljeLTuNzZybb2l8tHxbMcznNHm5oa82+k5xGavJCqyJB8WphPTTx1L4r8UJfJ3I/oBGwV9OZpNSlx5DggpfOjcgzBy6oHe++yshijb6VXSJ4MJZguuPzBZU9txQUdc0NiuGfwIyrCMZAwc88bB0iufAJNUBXV6D3uHv2/UvPRdHmY4enKr90OQoB7XiBAFd9SAT9A1yHuqeVybCQW4WZK7vlG6Ms8RgMk9fiRiEicHb0DJST65T99aE8kjl5Vr7NEj5LmWt7sYrCmE+P9rzKJ95k3xFBDpdkha2Oh/TRvE+NpDxQqdDw3YexhDTnz0yS/edFAEq9ZxK6rMCh9OfeO5AnuoOP1ap5YVmfRfQEMcvrL7Kdegz5H3DVJ5xLUvlnQZph3Xqj1ZqnswHSzdVjIMuUUfqtFxJ7Xj/yQ8ZRAewJjgsEzYsy5/+rqQbfu0A+TUAwC4c3Px7OMp0VOBkn3/NHgz4/n5DlYUdYcf1ukm1KgOZQYvvB22Rkexj7fkBjHuUGHSuUqfwQD2bDBaTl4GRBlLqcWtgooTCdN8YKqOgwWfS4uPFPmuG9plXoJxGdL6o52dISl7gZyPp1MsFv/T++MNkcXUatxj6GCipWfnn9hlZugbg07I8XQlnpksj7AtlfuGNdFoH9HxKc0F8n7A1PwKYgqklmtuFgippo5HR/XPGitnFoYODH1IoPM2yCMP4i8StrQE9bsptMMEjFHkGIgC6IW9lslEFuqflY1j7wkxtJ8bpczR6GGbgrCXIgAmvhGaD6JrIIMAZyVGv2h2d53TX174PhrNFAgR9GxNdIWQgHMkTaEDyKVipG03BUNeYbXpdJNBdLAE0k4FS5EcCS0l5Tq0Dncv7gChoZQUUAGCd+jnXfkbKlKXjYYnxggweGVWKlk1Z5vZtqZcxl4Lrn5QlZpQKSyKLCqxCrPxGXP3TKb+2k5f3fWzm+iQyF8qnvJTtmujRjOR7ePnWUvsWPrqxVc9JaMrAYhbLBc8Nffx1Uy1yPUkXlFYaSAVhSJ3KPAOCroexpjwSH4gNEJ0pAIbvtE+98IE4inR04GToaDcRPs5t9XnLE94pIlNqymd9xa0I4magcG9JvBavV0FMyufjc10AWvmgfBavwycQpk1898wAj2t5PEGUyoAeO4F4Qgpo4r2FVyKoaLSGnsk/XEjcouvYJFAQdkeELVKX8NNZQECh4JFO2d/m8UcCUAYJteZKDxsWksP2FBFu5Znmp8jo2/HafaU7zok6X7Mhyft4lGUeD9N+8jr1h20WoK8AL/uj4FFRBzguMmBa5XI7lV8FFojfKWc8HcOdAK76iv6sAs1SU53tM/xQiYKhsIRjazag4Hk4inREcLLPvvz+QHl2/8knTRzQEm4FRUJB954UfLSHAhhzSlblWlfrtK4i3ZlMJ6UpL1M7vakLYYpJoZrs/q1Bv3vgMpUn/WqE3FtUa2+Jd3LN9hUAXGjbd+650s2wrosUlqRAwcKX3hf1Pr39InFF1il9V53SFTcFWU2Kw9q2jmeBgLzQ6t1IQDGZUgo/lGbKZADixH/fkxe7EXg6SaXTj5yPYzbE+1qvxnVCeY39aPmkC+rpuwxp8Fp1RvMRrPlMQi1h9bd04A5WIIG9g1mJvHD5WB7V1O7IntNdd/99VNvoyCgMIRrqezoUZGcCO2Xj/hsPXuZlf0Ff9QQCoIjSKgAS0cNz+e4rSGmZXSujpeRKFSxuNTBMV+sUeC3dd1CLzUTvCIhTGj4SEPEm2ddsrZk/GQjW47dTefeYqIQkljEnFbjSV1QJ2L64JTzhfRfyIn2WfmhbAYiF+LCNgveEbu2zrhbrLnZW7Lok8uBgRz6rgjK/zilLH8+8BcVXcgVwgifB70IP+tf+PIFMwI8MJqmubNQnh8Ql/QIQvfakv8xLXdUTaH38VO94LfKkwMw+jGPzd+xTP3wFjpCOZlr3fB+0YJVFILKQzwFDozEIvubNu7+DpcujybxcodAy6p4igkMB3AoFi6T5LJb3ZtWyJIsVkg5eEphs/Wtq3LQOJdo6/3VaqPN6JTbUY0EHp8qCDnTki+l3iDILaKJ0T8oBSJG/AQ/lxNna8lChV8VyvK2ZTX1zybHAYv/VM9XXgByQch0yPpOH/BD+81rrNPm+0jNToiVNtkzkNqXquWm8ofNVeZIr1EWorF9BNlR+5JmOZ5CdFCN2WSYvCmXliN7TYcHJrnnBxUD5H7xSZbR3uqDvYBWwYfTflUyeg50AgivqLmhN8SphjP5ckzJGwcyFJtEZvCuWR49VNJ72KZwA7pBjZa1fud0ifdLjUDgovrO9yP6h2uml0k9cYgEwBzbmqc42z2OA7wMqUl+QU70nkk8gUrxx41NijM3kr4UvJvu0ggID454macekfgU+N4AK3tblgQ0TENh25hmvPaapfYaMqYCZyrh/CvCQZp7YMLdKxk9OcyfTNdKQZFL1RA3VqtM8Jh69Dkimp/05f7WY6qnMCFT/vE751GONfLXR+tgF8pzuEwMnbNvzYHJeRpizG8Z9R61Brhy5QHPgq3SWSajNWwn04C1+V+9LP301Dwk0tKk8YHKvQOJZKeX5v8ttMqkUcm2a820x0v6pg620ePmkyAGg0g3SpP1gu3l1Rqcs7k0IvWEpWumywDovd7g/rVsP4NP2lB/ZJShyq6TG89YIzzs39pjyQJ/5BY0vs2k+my0+a3ixIt9c8joVAOYK2Pz1hG8CPKQnTA9n6PR8AkaeuLM+1envzwqIRwHszwxwgwxEA1TxSPv0i54ww5lAwWGSPTdqABukICd05rPsHTnRNfCvM25Guf0zt5s+M7P1tMywxCxz4oklQaxPLYwCUpUB8DKIwky33MfaROh030rqv3oRoXLWK0qiFj4HhcNSMOsunSYvVyJ9PsRJyENgOOXNwWi/nwFBxYyyQSGW79pnB0zSYJE3pN9BqqSTCHQsE/8q4oZdBW0zxI2FwOzYEBB9B7rUk+VI34RwPhbxhLQN8gPxmQKYzyokLMH84bRYtgVMdYU0JpmudH9rL6tG2p2UBFxMcyeE1oYV6uGVAajbz8Vh0kpwshtfeB6s9Bf1yBjXC2GiDxSnFyqYXBXRg95cqmQwpNORkghyijfhvqy+uLAQ2FKdQRjR8wRBkfITIRZB11cdVHmB9NpHqGD6XQda6fP6Sq+fdOtUQy18Trn5IFNy0wGjN5dtUyivSqibTidd1Ge5spkxCmxS/q3IM/E+maf0MdSxKzmvxWfObzGMKuuZ3rmpltatcqV0ZKZm8CChOZSQ258t35KvuqW22Sd+BKMsaGti1JHpy+AovCjWjQXDGABSeOiw54uv9pz2L58Jw1qIH+hvrwu4dgsnnwb42S+a3N3ktXQmA4UySwXATyPQgRLrHl6tMIRpowqn81qU3vtWuxXQl1LdI7HUhvSRK0PeB7WSMvhzNCHxVL1HLeO8zvdKXDkKiqsAJ/wGEH91F+jv+km7mUa9zs9YJgC+jrX11R/fJkH+CWG+0VR4xs2RhuixTfpssf+Zr0qnEm7puSo+5Vfb46XSHepNNOXxnwMaAJOTMCd5U19M7rmuEOBmvEGTdrKOBK8KcOdCPXM/dYJxJ40jA2GqmOUHBpTyRLv2RRdgRTrMtM6eM5E4rngsVZmzZfKeo3tOwggAqEsZJAGVfIJAbn9O6PlspUWZ65p10pNzNGvBJ7JjvXsKdDplBND3LrUM+VUYXwVLbYjh6m48ujK6FU/W3d9ra/fDNgFpd+IhIrAw9pV5ynS/FmXA75UOag4cQl/YxIk23Rlipc7XVFZBwelX0JYOFalosr9K33Hks3T+Fyvh7VWeXKjL+qsrbgSyeqmMWqI/g1d6HpysufBCAtjcpibHnFxex6p9n1RbEAPwqreUc3TwCgAvsjEurBQc3H72lMAxrQYnw7PDgJMwvpfjcQWJ1puiqGHcf0RulJ7fha728qlx3zFuFsuHX5ogwitwod8PFoPPE2Pn5s2h3jkQLKlsUna2Y5DpXkn5LBQNFaighuN/eV8QbQX5/kyrdg9E6A+g1jI6CGTFTt9dCPlchFOfs6wCVNgLJ9dzQGmI51NFAiS/8CfzqCB+B2nnOGZFVRlCByq9lz0loINn4I0hzhaE3ixjwaORejy4bdLGTHlD1z+XHyDEuBgA1z1JAMIijUHiV1XaVC9LeBH8COu0EMyKBthbW1aAxeqp3Sw42aee/zhUPMgtezjqodPUQSW/3KkIDC0QideO+RQxA1VJnVVCE2Mmrigi0yYdFUH1QF7t5bQ8Ga1WjYrttBncLKmiT+bruYwTFGkK9NvUkiqwOp/5mV2yxIS8mzcDrY9RiXlW8XKmiVBe6zUtwO+qKGJxJ7u+88BIXaqM2n42KIFXLK584Di39ot1+zgHjtq+15/q9usa+28p3xzgZaX2z/ZHWcvnjQdArpF+bp7W1W6X/1bvYAJY2vekvzCJOYqclOZg6Lj6OLfxqPjuVT+8ucJzKs9xGgz9TW9aU9dBsfS6QjOH3KoAPoild0Tfxg6Wo3lK+qJkbQNcGqoFwSkz7Wj76G1OvBn08j72Ksy5vPJMlFnb9nHM/MnltbjmxRRIlObJ5sd2b2IohK+TPvOagsMsyrPDofxh0qxhSbTNLYKIoz2pC5bKZIXk+GT5K13mJu0nPmbPQMefMcVgAILrkMqSJqGFZcqK/gfgE5nCDP0hCeMs3fNdOlpvblqscSAjAZ+hyxR5rf33ty20btHLAsr1+bj62ifNdGQFOFl5TtigNZnaIDYKUTYyMGydn20Ek4CZCoSDldTpVoLlbf4aiMBDIAyEs31p22kuycpo+Zn286B5+3IzewAZuHjtoJ/ARPdNAbI0rkLBvKn/nsQLCiuqUkcGdFUi9fjmxnSVriD1ne24AljPS6H3YqsasmleBSaVu8y7QIP2M9FS5btWoLwhL5P4TelVGiHyjs4DHzIFSak0y2SW30y/GkM/Zlru6dYWH1TWOaRn6Hm87RxIZ70ivw5cxBPFlVZnxezUbgJOdv1Lz0W1K93SAB0BFS0ZD6q1n2AIIO61EVcyAxE5qF5KpCQJc1q2VGbFm515yrS5t65zOeTbufwMXaGAzQsfkAKlmFcWFcJsTcOerdnCCDGDOSvulWsZ+ZydtqkkrUCljPshr1p9rb8Ij8UDzx5ISd+DJ1diGcM0f/CahfZJoL7lyaCu3r3ydzbQL/k9n7RvqXyRPMqKufL5p8Mm5W2+vA+HxHa9Xkfg3obTr/llbHRYA80apFfZL62JZaSPXuxY0dGBEw7ueyYK1qIsltjpIvfQAAolAoJO2zwlpeGUrVR0HWB5tQo1DoaXb51kr93ql/6ZvQJNplxGzBNcaEw9Me8PGSLtM5VUXgUxeJdaXWpDtwxocsuoVjZ7SyV9TfRmoFHgmCJObDsoQXoeAtIzMUT/EDoCsMnn3Bj585yndJaokQg06vc0xiH/ir6FNufkKpWbyJzc57OV5zBp+Rk5zbKKXKcJnavKk2dS3kMAWX90O8KK9mHwo37NRlBCQTjGWGkdq5jdUjAFJ7OnT/siSs8VON/LVDoRyocANEJIcCFbh40dZzB5ZtD9Ogu7eDSzgp3KZ2DJgKLPZi32DMBlqzyhmfzj9VGU11vBGbAYNM3lg1LMKU1qn/SsAofg1RgCv7JXMlHY3FbumLad6J0bp8kz1pFpznkk3xxf5sqvkqWVsjJD11y+WQO5qsxM+UnAXD36w5Sfi93SQSAdHAc9/jfTmRes9K0PD4pztb6gHfPZaXeHgl5YAQwFBw89LZM8A054cq+AqUT3FpDnFNShf6/iKtJFDPtzWjHvfDoQSK1lAA+ha7L9gHQKTcjXmLm/ClTE/M5Vwbn1rECI8uY+hzbm2s3l0YFtIsgF2SDO0jI5kRBiXFq2yesniS6fBmQPVpL30SJd2fvJ5d2LIr1Ib7yYjGuZ8jK35VMGiJyJF8n2y0z5YGHlXvZ850AlTAGVHtKd+DJJyfvxdkQuZh1aaf+oy7OMweNGBYjhEIKXjpXqJXq/YP3Tf6qt6b63k3S8YFwRHN+/+/bMjQBOduMLdwN47Mr9LLzWkwFcaGpnhO9pYVmd8liy/ICvuAXwI1Otfw8WGoAyPYBYkbz5eR4872AsDy2vNGF1eU8TtzVeY1V5m5bPbQMxb+BFBhWsSDOKdSTvcabI5J6SP2k/KYl/kC9ibCbUh2aYAAAgAElEQVTGK7c1U94kU5iNzPDHUp+0rbkpoV/n8hbLUx8UpOc6cCTvW/c0afkJ31PfTMrDpjQH3WKdJfWnIP4Ci8qyJQCTPY2eXR0EQz8AsuXx4Hib+vuWgvJkpBQ9p7sPPgGGdS9gaMSJ6wY20Ih0HhFRaWEsfrqbp8xcsSdJhY73VGiY8hRFpxlaTp/n8pP2dUDRGa3Xq8r7vSOUnwhJqCC24ffk+kTLH47+LmUz9RxlWlnsKOs8nDe6Mp8MdgDswwjAZIqHefZpXYcDHdY5AQ+5DuVXNLZqepZBb1b+Mg1YTY96T4Ek6nWaOfjmTYguZzBSvRVPkqcTkD7NCwClPNHsN/3nLIAMTkN5ckBMV9bSmQMTJSudAM5li0zpIJ2HxflujpsomGl5HwwBOffShMYwVUjtq2WYWIn0POdbWb6PTXheDldeykHKez7Jr/lCWC23Lwof6NS2ZtqXFd/pMTVKg/ZlpeamDsz0Z65fyM9XVJU9FKaSMs/mW6GELser6NTxk4uJ157K+efM89ny2XPR8um7Ha79LNsz8h/0YmZMJuWTLhtk39hMrMvlrt1jeCef/ZWvRyE8C5/+fx4DSRGcKr69H72RKyAhcr8AYzRemJXLTLyTLJ3sOLcKzD2XtidF8wCuan9G8ueAKTcQFDdZ3rDxNJefmZrluueAbdL+nDJK+5ONdTmv8CV7puEgMPGO3UgAU56v4uecMqf8wXHW+mfGVvOFfss2lVm62NYcndqWTbugn37axFxsM7eXvquDOAtyep35nPq7Sn4m5Vlupnw+EwuQWTT5INt+VEerxIxmPS3VWwFa9WL5U+Uadwvq5DSEqV0KiNuTu+CIAs8hsCM5psxg+XAGUS822SaQhVlPxJR+doGW5xMhSdsZwjObfq4sv+KZd2RVeen/pPNJsebKB0uU7vsZOzqdnlEejmEQFP2+gj8zpHr5Was9I/QqG5D2LRWLSNkf2OHKa965uIy0n89Kcg9BNGNVn9QD0PJqCPK7bqFLFuvOXc0edihvhylvhy+PVHbulIQQ/EYsT900YNr/1O7kmF/FBBNQ41iRPuUfi/n0MQTF++uUn3rhA1Hx0P5IkC8MbOmV6Ql3vnwohPp93R/BFN5LaB2tkdFBqeaUWL9a77R3QcrrG/xaxxHLY6oAqzycCVinOTuEj7aCfgNCA1koJ6SbfLTy/z93bxuzXXbV9/33uZ/xjF8wxpNAwktS1x1DwW9N1DapAnXcxlGVSP0QIaWNitKqqpTS9ANp1aRCKWr7AaklUdVWFNJEiZpKVESNBJEHXIwNQW2JCcE4NgRICAUKU2Ne/Dbjmec6qx+u/V/7t9Y51zPP+HXMke77Otc5e+291tpr/ffarxfP0eH4YaFpeYZ0aAyOhVVeCz3LOKuvnle3iROQTafhYPmJ7SUfdhDpMKnTu4CMFLJeTmysN1IEmJ6Wddp/XKBfh2cnDe2D7P/AUy8n++xSr4+M2LlkgHXqf9YtA4h5s7coiUUUsB3Iv60el1YkJUkxbkROl0/8gWMfXBNgvKMYjJY9OFyfZIEmMJWzXXSiADw7VACUsuPZUMM2aobOArA4rI6FIZVK7fRI33m9yTd5iurs3ZnJE9PQYErL1tNQJugoeWgGSMVF4++Q94NApslyWHB7SFxbW6YdUu6aJ18B2+pA0aOeUqfR3utY7t6enXbFTuqY9tvlPQPsw7uu/7O8H5D2gfS4T7880ektfosPtfo/yM0ext5oXb7tDWh10FlpqL8yfv5Pv8qvFjht+79c9zSdLG4MF7DrOtaEXuFh/dGJ4x4WV8Ij88D+QJFnob+O4SrzPG3RbqQdJ+lOW6mWb3esnvcJC3X7DXR0GNvp5cd5FyXre6w0KcfAu9k4lPGIM6NGXgUoC3OVrss9bqXFIrzkH7YWqsDEyLNERvPeG795mH4GYsy72yS7w2o8dKCa+ZRdBtGO92WEu09+sKavbDL2H56Vrk2XP1A2rtHos3zwnUUNkEN/Z/53qL/u9+DvzH9COoxtuUvHvBgolDSS9hj66NO5CXihS+j3ZeqYrzJPMmzlA0i4VN7pS+sHhylOjjUS2XpbuQ9A44H7Hl30UDj553M/i/ZMN97BkLhH7oyWvNEwTvdvkb9+tfLLc+R1Ft4P6PUM3JMehMUAVT8PD89C7BPez8oujxo9e9522IOMjBxUxzULW80GehcxHZn0zQGp+6wy8nLDBs78gnxRvkI/GsDgk/x2/bCxLnLhrw+99PfU6eGdbdZjnmfym1fonvzxoEViC3U6hrQpf/SA4PS6Q6hsaZ1JnwHJw9CbMnlxaQArhIZZjvUNldkCKrtHKWalnMR3Y+3UGQAwX1bKGb3B0q11kcdFh46g2g2QsrdyaYjpFPC4iBkln9WTVh6KOUNCmZrDdCAa81053P/E6A6ANA2XBl/SjaNceeB/1Iiv/OyXjmXFzM8glrKM1mq38jNvfO/13X/6KHU6lt4LWIXqj7mC9yx6CAbYZHL5nJLnZI559TvQlLyg19IgqaY7bUR3reN3T8pnVJ/P2xhDYcc8DJ0HI43nIP+ynl/n5FdX+9k/+6jG+D211XIlwlipoDS2gXsqicqygbTxjwI8vdJgQPvcn+OKzPOjwe/ATUHy7qRaeZfd5HGDvstF+qWaErmVaIdygn+RhvyDZ99Tt1mpoz5nfuljeL6TXidXLKfvcqvdR2tBTxuakyLKsgeUxyyKHXSenT/s73CKgAmbIHSM7hSLcJEcGlPf81kzQD/iYsOzqCfzGI1fCG5+cxCZ9LHoyVdRXLR0zf4pc7k6IDothyVAT19JPVwmcLO34EBm1LT5PY3vCXNyT5L07K++VrFtyVgOTs7v24YQlQqBsAybD31lGK2Z4s8lOxrwkvYSoXUjOrH6rHiWa4/0Uvx2TOjBUEBmRZVzlIeqLQZ4hRFq6LrP0BUDnQ5UTHdgl5FOt7X3ne9YfJTTD0KHLmSMuYdJMBjybnYdSO84D1s6jItZD3t/3uq9H6ORt1Flc/TNQw0dReU53lHLL2Wzq7Y33Jh0W0w7GwAep9uVPwzrfMbKtrzrjZ5wv+l6vn6aW69k5CHIU/wnVvnptNFkOqEhUHXAzzydj3UQaOzm8zKAnZUBhgww07e4Va3sP5x0aVtn4IsxQC/e3reMnO5NrT5RKt4FW8segGTrwlk4nuFUZm2aI1EZpwocKB8GXSp5rLRy+WrPzsppjpKO1CuC9Grl8CD8UckSCCCUjdSVmZuje4trACMYTuPJnrd5Qmtblj2ANWedIoXyp3lGo+PF8nl+VBrvTHf3CumRL5TuvUraXiJtj0jjJTPtc9L+nBTPSs99RHruN6X7H9YxanRjMeu66Dvw14RJ/SJd2YsGZyb94UTWUfNN8BwL4FLnzY5ZZoLqLMMO7kYgiwEYjRP+s8GwL41afol2uq1bftA3LFj2NGCXsz7cKBRbRn1Ql9lY4PA6y6+xQNkLhL2shTP3ydsQq2gC6BfHz/6pV44n/tcPX8Fp31+3fkceArhV6eEfW6htky6XK7NceOVoqHdhCEZUfhrFWC3jtq1nqQBoPI15V2kRXZbpJWm7w2wR6beTPLdVfv58UQNFxVVePo8ps6O13pLwBxi7QtIJtqWLPG5iW3wOkKYzTF0yQmTIbJoOnGEda/GerZ5lmUZ/95j02JdLj/3uKxjdvO5Jdy+93r7kd5hR6RMflJ7+JenZ35x598mQSFFTFjZ6XLqSOoPcKdsJoJ1dOZTQaGmfh94B8jt09+b9zvVTYCX5JSijLOsps4JvlIyGDttwQut5ka/JzAYsAdg6vlt5Bey3GBCvaPQeehlavRX6BPKyXxjI3ICb/2cur5P0Y1dwivHEctgNCoChl02+yKysX+oVDI2wAspxFg4TQ4fuQwmdEU5m9KBV/rIA0HTHd/rtmEZdiX5H5IfSD02T9SUdDnW3MZWz2JnFBIDDBf6z4ufjTaoREGUlT2xNh9bGbDQCBqR0CgD93Uullz8hPfo7msyd1eemoT1ykm6THv2S699zH5E+/o+lZz8EA568Ehgpk6b8aSfUWwOItIsGbiU9KiG08szoQzVfNjJn4zuHnkLLk3wftt30fB4EppN+tOf0sbMTRdgOxi6Nub92aDWwBszSO2hgXIZ7QsuObeP2S/a8BJ5G1RXHq0qbuj+hBCfF6w4teSK8K5jvexTjwqTjmcKhsho3Kx8DbHlNaVncPv8VBJYOBpFn+Ji+VVI/xD4r0pGJlacmm0FnaxVtozXbAA62EAYVhu7SjBz4u2cor9dWOspSUdK4u9Z/OolAGwjBbUx5uihBzQA1Ty986e+VXv7PLmOWpP0Tq6v23G9Kl09cgYmVOe6u3b17r5QeedW1+3fv5dd3j3yB9IVvlp75f6WP/qy0P6ti6L1Lddgg7qI8UTMfbKhXAqy0ZC02Q375OHQEon1F7jlOyjSo75j253OKTO+0trOMerVsg126DsB9DdoZEJWxJNr5LDNCGYEzsknhqSPQb1IZO01AHzVt0qjy2QG3/FyatA6wtP6vM3YrcuoZlX65xLo8RktzQDEBakxEhhGw39x8PyuAvzJbWrjGj8vIe628rSRWSraQEImtmvvHmR6GmEc9OK1OKh+VzDVg5kVCGagod3szr6FiSEkL+fIIVL82yEXNowPZWSvIZ7tbzSHpTnrVm6VHXr1on/2Q9PQvXz/HSWNFxNzvX8ed7n9ceuZXrs8eeYX06JdLj32JNO5Jj32p9JLHpd/4Men+x8jo0g2jvDIOsmPGH2DGFr8AkZ3ej+iYTDu/pzhRRTMPh5XsUuGfs3UPOtX1tDs6an2TZpzQM59se4eK/wTza0DAfIaWLeZCV+wOEegYYZVoSKpbdm1zHXTtl/axElE+IUlb/Oq/83KN+NKFZEOl22TdjX0p3coMMO3H0hyvWbrJd4cfQGWl4Fl2RaRu98e0OuGhGZXl3vr7OOapOeXp1qKMgbfCyhiSwQxpdtLpKhOPlCnjcaBn6L4hv4z0Ju82oNixRmhvSzYmIzEL8smHqb+W95D0qn9hAdNzvyH9+o9Kv/kT0id+beY/2bjECmDCqoPBESye/bD00Z+Sfu3vSk//4vXZ9qj0Rf/SFbgC/DvaLF1x6DlBgfbnZzvAw2OgAcdlVpR/r/oqp1aaLwBa6nfaKtMegNt5mNT1Q+Vp5V1kqqJXoInKT/LU7N9XqZKTwIM/ZMJCacdnIHsKUpO3Psua/s3n4OMq3+skadMHP/7aosO0shPJuiLyeeYKw1H9zI8uiFs1aoX5qeZNw6SSHEXY0c9WmEfnb1T6s/5wfkdZ/ByNPvnt5aPC6FRuiUMV7LggLmdLA7LObPtPaB0aFXzhivyyxw4zma/6/dIjXyTFRfrw+6+RzXMfqXIwoqN+JURkkJE/yro/K33kp6QP/ah0+eh1jOqL/kXp3mO1bhK8u8HDlqzzPuxoXfjTMnuRbHFw1TzFtE2fuaN/OtfW6QE6B58YNa0BxP5DnminRa5YZRxATasclp3Pm//cpFctmwlMb1/LSAh2n7bF/AHsXPs0xT8Col4rSZtCX3xQQFKBYb4uLdbZQGUXtF29xSutWi/vhJ7lnqH2gX9WWBFECWL9QKz88dD5oJxDtS++CaxDMOB5v+9VZ6EWgZGeBjSjLPLF1dtp7zuiVFaAI12HOa3cNKb5bL9IL/1nrsC0P3ONlp75ZZRHA991XWgHHZY/KHJv8hlQ7v+W9Bt/b3YTH5G+4I1ae9nIa4B/1G/+1P1A3SCKKaBsfT1I76p0njzIhkFVB3sDoP0MIaXVIJz4UUayWjYT0JPLTH1q6cf0BHPr6swP8yI9bhitM9I8REco08/3E7nPwNh5U44SzdpX9eqIb7m3aejVh0TpTFB4SKW1dcHl3BbToRIz330p/hBpoOA0flUnp6BsqQ6VHvWvv+OnbqTpLU+hH3WQNn9xotOr5Q0n4/um0pIZyUvo666hYBgw0r6S/sygyndJj7xcesU/J91/ekY1H2m8uf60jDe7cFrOzVaZrWOXRyFdnpV+4z3SM09JL3m19LKvWI1BiXzHkiczcoPjbiBBgxGiVtpSL62PlyCNbndOGkB+0hcbg/5LQ2ZbRxmHCAnK6f5T9Ifnm472P0DPfEr55lH1fbIL3ZXocrG46Dl+9Xz0sEva9wE8Z53+3Pu/aJO2x5diLWSvOGR4+A4k7gUVZZ0wWxwx6vtsUS6rwpn92UFaBMNhOSiYUBGt8gt9HFuvE5HXanhdjZrrqCKWYTNdZIEn8hfFHZ2dhia8S926oZhRn5cbUP8J9v6bNC99zfX7b/34NXIKYbwLspClxu7qyUKXdAICovkJSR/+Sen+R6SXvQb1Mo7yD+RNUBTLIF90UNQh5Wekmgt6oSuWxdaeM8eK1UicsNGEnl/34+sjIfRxYu+n6YoCHkzf6+fQmJ7Q94amRHYn9Gmbk/gQlIxKIkkxpKfvPb5pxONH5fRCToy5O1anj2gAwrRx8qwrRMdpZH/2LmAHD2m16pm0Ry06gk/Ps7Q8GE/oCibIOc8SAQjdgL3l7zJDx25Sly+ug9DZkiOvHNANjK3EtVxupeB6tYxOhvTSL72OMd3/yOLTfGQr2cqkg/exr4gjPfNM2ffrONRv/P3rAPlLHq/l29z22ZVMvc/8yhlRLepJG4haXrJKgLA8Q4my5rPv4s/8TnRMXe2NB0ebLp+bsHsjQjmKDXSetfLufnA6Q/kAv+1rGYtf7DUNGxr1cv2e9O1dwQ8Sz2s89+pNe7z6mLFvAJOniwSJemd9bjTzB6Uwfx1D9k7Pi0hMds2HQWIYDLoybAQnoUCoRjk0Fqc5dMUKA+05+t4JXO7f2whr9odV3waSXOx2MgbjstnlI1jxaN8cB5rlPPrF1+n8p3+x0WuVXQxpX0BKQLW+E6TxjvJJyl39Luv+R6WP/VPpsS9bUbL1cHE5ZjkW+wf94/k2W+qdjjXgPNYnAQJ1k1tsmjOzuzxUdy8wSi5rq4QJD8rn76izs90IqTNEMyMVvcCHkyo8e0pNf2L+vVzU0aG3I52DDunaZ01YweiGu2hsj2+KePxgOVYStw6Ufisd5mzch+miMg6fKGkGOMuy6WTTcEpLtjf6mUdp4VAoW7AyThFVkRn1tcrxAHcK0qOAxhdbYI3lyBsNXsplGqQP5JdGiUgi+ce9Ha9sy5jvSZPP9mvd3r1M+ujPnMjlumA9tL+zZwV0QZ/lzvfsBg5JH/vH0t2j0MPURW5alkokkTy1KJNRYoIFbDYdg/qED2QVwz4oa3Zxm2y9rctIKha49iidM3vsZtHuBdrDeGezv6SnTqYO2JsI67/bOOus0dOXS3SM8g91A/0Ueiiq2Md8vt9//J401oB4oAC1xNHRxc+jMp6FT2c69DGbEny/SzoLSR6K3q2hIwrs6O/lQKSUpbRm0eghe28RbDzeAueIKBdK2immgN6zxL63pq5YXsozUD4ip5yeC+QvrW0zavJryejyqLNxT3r6V1ZLTCcZ0Au3M53aSb8ACge78WesFn7/hPTcby15NUXNGVPIkKup4RiMzjN9i4bMlsFRlnEHaaDcqfO0nX3Va9Y3ohnrqo8pFfHj5AUc+rAxe9ZxytD1yEZda7V8oUe6wpifTz3t44TePN+in+9cp2cRU5w9P7Gj1St69b3rmNNZoaMlZovTLL+3Bv7MimIoKhjCpvXTUjZIVIJXnZ+tBk/nZbl0IC16p9tjRS2xYWe25r7HaQQ90rOB7hMYYteBOH8SHjz17ue+z422lgWRTtnSZMCZDwmWIUn3pbirAFJWqbN6bDhwtB16jnHdinJonAyMLB+Njcg/eOuNAfeqcRtUBCIiCPfch1UjvNChzlPmM6Aci7aPWVrXjr62sWb3CDBJG4vPvuZKsbpzBEnKX2y2gV+xL9i40zr/3XpG+dFk5+D8mPVE1eSeOPA3bF+oE2nxQV327mWS0Gj9/mAM6xnto+fZ9TLi8U2OnJiwgVmdGu2gpaXg/rznyzwKza2yQ8eHNppeJp0Qlc3WiYrv4SynkFNOlMN9UpLqIslY5dqwevkE5lWoymmKBXRHLYuyxXy2h067lgXQma/lmHy6W/70U43XfeVLmYreoato96k+59P0EJfrfRo5upHPPKWMXJj3aPIVnaGLe2vVNR0wprNyGQz1xLVHqPJ09C5z6kWtLsbBP5cIbdiibInRoksgXFmu8rXoS12gHPN0Fn88qP7Kffc/ynCSV/JpQIae85NltnwlaR+vnmNOo5Z/ykhjgMjHgbPDBksIf6tFKy3jiaDdebvxOiqyEZQKG0uRpE/2d0QIUobkNJh00FHLZORTWsbplGezlaVMrYC0LPZsOg1dHZr6SV55wZly8WVzpgRP6ulZraNhqDOk4VhbsLw2Bkfw4JaaYhPTaX06Yv4Cxy7Fc4g08M7d/tKVczqBnjzuq27KeijrxXVNmmarqwJqBJj+QL3AAAN64Pim6zYj3Zj712aa7OKinnl8sbui2dOwL05+t+Z/BF6CYYpmX7APWD+kp/3gOVlx3gnq8Kn0P+uNetWyedr90OObhh5rFGC6gVbZj0Pn6UrQErAgqSoN6Q70eCap7l+CAjizwUpIxbICi4CLTo3+LM8S7sLhcoaq1ZZpeM5114U01yKptsiU34P1bomSHs5QZvc4zkcDbnJ3hyQglJXUzWhSZhtxrDICTsh0bOQMgDnVz/JDBbglSZdm/GN9Nx31WSKsKVPpFrX3o9N0R9nr+9NoqThJew/Ziy76vWlalNEb+h51HOhbnoU3sgm7JNj1RqSk42UAGzWfUu6oct6UC/kvnT52TwGPSaPtZ7qYmZMIK6MRNRo7R2e69XEZ3fg7d+k7vw56OSY8f6LqTInFZlplZcOJVtRgzEPchvkA39lfX6JeZ9zmgX3lPKf5zoe+W967btxDp/3wUsZY8luIuFQ9b6i7jLB4DpVJ9ylS1LE9Or7Z2KhfrfIC+iSzffGrT6ngrJsvRmQGqB15b02WneDbFQR+eveqNHao8+ySo97Ml6MYdwO9Ktt2NkDfD0OMWMf2brPetnYgIwHU/tMjku6GcVk8Uv/ZyI8b9AONNa6YdmtdEDzK5vuozwu99WTWDmHVuk+99iRg+GpesSnQHJcWiM7VCM0kr9L6F+krk2zB1dPNz9NWodGcdplsWGrpeg0zXzgQHeSsxQMGlH48RTSOSStyMAiIaS7IN5BJKMdkuj6Sl8ljl4EtFWnKOEwsvXBPGcvKqNA63Bv5dHBHQWOCCKMiGrPrgI2ty7M+vIgzgY1gtmMhqfm0LlE3qT8AgB0y1/w4z1h/roOwrHBM68qzd2nn0E/ZD7jrCAAzvxyUZiMDZ+d0/9nJEcUvmoyZbyxg7Loq4NX9r9HTzzmpcaDHp3VWXJM8q507FtWmWYfSfk9SZILdKSZDvRAKmQUAnoni2Tc+YZLGFFIds4KSSouI4nzusXnemHdTpA24R1w2kLPjGw6L0RglOEKZQgbeezZOWgYtQZegZyX3+yL/UP7YgJcRuLWz3nLW6OQ969TyOzKMFhHtmmWNyisR9+YMHe7ZkpaGIZC38Fx1cNz1wOgoLsoILKZMpRFpA8zke4wrPQ+I6wBTur+2SwCAAeMmWAR4n7f8EQ/qwrZofg7rqKSynCIbNuoUNtqPwj4caa3Gc7PxHhX12cGsS+oG91xcmlu2IPMgc1LxrY4Rm2Qj3TSmhwUKyD+PG00HpiCMMBhxnYFYMtkMtvdHs3gCQ3t2oD9mUfijLxz84qxs5uvKV62QTNsGZzkwbqO5BcKuVKrbZTIqHNJh4afvnYzrgNgip3O0cheh0qAkAPe+8ip1BBAsIDDz5OJY6tHlZ5cXthTSWvkOOXI8yvXQHW5f/CU/qCfOdgrldMeiE/njYJeMPHH1BjS7uqMCrbT8h/wUHTFf8FPKOkvT6ffzPE+d5EbZp/RnJLfotey9J7vVE+oZRMzIKZ0WzWHqexoVC75VYA+7T98zgxmTHkJEto5dIK2oR1r0h2UCYxljb2mSF8vliCe0xpLclE+HCvxYQh7mflfLyyz3a4Tgg9uzXy8EI41n/9CABnSO+hhDdQxOKx0dcTAasn739Rmx0riI3N7h77HKPGuZS521+jk0Ss53yrpHow/l3rRSf1PGu3lPfDYQyjqI+u7gyA0s87iVSc/zprjokxNA2UgFZHSEGOv9NaPqmCGtn6ZCZjk8OKO70huEDGVDuSD7/JeD/v6EbEljXseiT/u3La5Hq2s56vv0IfsGIyKrBPZuPtKupy7WmEHld0W7sSlyegd/uDhmw1mcgwHC8XndQuFoNweAer58+w0+CwD56uMAUg2lbvF58r4YHp1EwAQDq8emYMwZAgsVHaAboJnvDTjJDyK0dObOS6iOf1DXGEcqdW9gcjGxgDRfR+Xn8Ge2afC0rdD6kUUAAyMgj1/R/tKRBQChbLHqJi/Iv+kITNQhdc6xrw6+/KP9U8fJEv1HJ1ez/0MadKdPr+6PyOfEnTvZ+t78Z/SE3S97+fhOVtmI9PIIel1v0n5PQ3Ho/kjH7zS63pqUjOlETAejz5ZmGihRthi3SvCgjCBg0HRujWOXiC1JafUQYZSBvDkb4i7I5hk4G/K2Wn87Cnn0eNjYr1l5ZmLEdRB8eEwIvPpIYK/epkwx73OmyFEPfmKIs4f7nHovW2hm+T52mC28i5LgkADDtIPLAs10aNxn/eGesmSEw2hQbWJDS2YPhrP1TjlAw1X/0hE4R9OtoBNHuCkTZs36JIZpc2hiRiod1AgWabNdTryzTrqcKePkb592mfY/y5eWg7M835s+69P20+wrP8CbfaPnF7FmIMeo9H3Y58Ab6f0MWLHkj02DgyQNgIrjz8s7vQ8tFBVaHoJ8PCBtHJ/l7EElPaWPRm+l9da80FN5bfxosyH0sqB8ythU4VgAACAASURBVOZ0rMgM1btc/oylR68x2pCffxWG0U+OITU9ZEuE4mg40nK+sm5nX/Q83bE3aIx+zhpx2FfW5aamp8kcIzvm7a7EhvsQorfm8JlXrPKp6o3hjfWE7+XI2BZZ09EOwxVOj+es55u2Cj76WrIzO6Euz9bp9TRq6fqRuKc89Tx4kf7E3x5Ib14aPe0g68HPSKv9nvYRS2e0RCAbGeOAa6FpjB4ehUrUUwQ8+3TLMM7pD4sitVqf8mymdV4YqprTU00pYzlqX17ADcBs8XbsLSgAgcgh8Cx/6tutkseEhjQcufG4jiFd9lXekK6RjK78l6733eLfCuh7tDaU6Rkw69Q8sgodLab9QPdD9ZPvUteOMgR9wFjNU3FS6zJmKzv3YGb0N5dblF/WBdBKi2eOKynWuBK7yNZD2gr5E8oI6IzlDGV9R0B2jPdt27UeHXVYXyX6oq6mDdteUg9odHNGWi06g813oC0/9EE/83dVGsodSNPBMItmoINGXqrjTTaVvgj2+jo2jf259WLURGqEdhSu1/BVgKYBx0q0FJvc9Yt8tFavlMV0vXxmT3TuaUHff7GD/NiBbrBzzqOWfhKoZgaXk7R9zCX1f1InZy2ZwH/yiZaLUUfZlhM1KjmNMt0d0u005COrx7pH95H0EXN9FOXnu0mw78pFrMk/eE+dqDo6B+HTEdTslw3EmW5j/e2gp+N1+tPB5bFAjMBE0Cv0+FTLpzTQrCPh+S163aAn+GjJ1SuaWZ75f7S0+Z7Pon1no5uJn7sn6dck/Z6FjnPWKMc3mqD9KNrTirRTAhhSqDi5B6elopgOLXxBfuc/8GnDldZv4bFSWWaojqWczHaZiDN4BWS1+JKureNQ/sLztYxN2vrgJoz0zjpj7e/SZZ6ekOCxXQvKPUix+KbOXU75hV/O1mnpJx3a/E2d+MruIWZRtYo5XByXSdCc9L3xSp8ai9bAs1vHA43kpfEQ4Mtq28GDn8X5KQheC1ZaccoK+81V9U4faNRaWX1HRebV/KXhR4Kg80lQa+9SdhTucRz6ndMdBp7b+7OGPqsq6tqpntVA/rmq3u8mT+7iFx2HDqBm24v44KYxfvUIMJODEnlAQckhwSnadwsBZg9I3NKXLQfUF+lVecl705+NHXDgN+p9iYhiDSgXdXSjol7wyId/EXyz1zhly8pp9Dvok78BUKJCMNPm/AJ/p3WSiVWcslr74ilbUOe7q3RrKcNhhXsvPrTWTlU2rng11ngXNyZzQWzu30PllK0nQoZjlTFUu70Jllq85iA76ihVcsvOm357BMeyyj3tPY5RbG/wyecZPeU5o8+8H0CfLDT/O6X3IzY8MGIvki0R1r7e++KY9aFbF5L01D3t+1M5A8QfMiyIPkvLPMwUvXhk3rWinF+ghYpFU6yV5U1Zyt6drgxHSaqtWc58DJWWMI14V/kpcNkJ5sxhwMAV17Scdva5TodWAkp2kW422JLnbF87Dyfl9MxYCjVnlWK1UOafOs9Wx3wbiGZd7dL6pdaBLSEzT/+0uRdFmv8E/8sq86z6ugEbMMrEwFhOmSCnug4ozWYCRj9wzscOZ2seyzk78GfENNbsYa7eNyBo2Y/lzNk66y/WEGVICyxjjaMEnpVdB1pnv/fdECVK5yD7wHvbgHmZcqT9oQ5NwzopDfTU2dCyBcre/TMj7Vj0svw8fFCrHm17o8kWY0WveU05c3HuJukibdtTmzY9VQBEWgqikVuxG5SShheNBhe/FwW0QcfSAnTinqkq8B3yykKOchWAO7nPlgyObQX3Jf9lnGDmweUNma+BgnJOx0ueIIPpz+Qu/Lr7QgdFhHFwEuYJ/pOtmSc3orq8mHpMfUSTD/e2E9OVYDbA414el8h2I59QRz80regDZZXGYSzbC9CWY2CiykyQpEkI6fy8HNfTdaoFunxe0jVborxOS3rSxPPQ+3ogPSKmYv6oA/pul6HfE+0NfLktRqibmZa7AXIj/uWpewo9dS10GvSI2YLaOQcKNwLO5wP3jjY2rKRmhRWltXxJny3jUDU+po26s9llpgLslFEVYdTfUT4BdkD+XDsz8+OaDs+8JP9zNmvbwTdOr0wwHkvWLB9Rip0/dNXtJa7jVn7YT2kYwgzTpM/WDqcVDAPBprISmbNB0fTTLZsD6mdXgovOnS9tqZWZa75a17t0r/YF+l6nxY3Lq9AaOSjWDBedPLKgZn8eeKdTgr6PRyUoTvvbtfzCewij8bYzX97v1e+CPoExNZ5sYV0dTld1Fxy2bZGzO7aBL5SZjQrosw6l0hux+Kx3nmCR5Tnd7Jl4xtr+RuAcs77Hvac2CZETw01Oi+YFBylofdICdSTuV0d7pz0DpMMFwHAaDoT3fNjN5Lom0h1aPQIN6PJyazMrcZsAdZhW1hrHYv7sMtlWtKvo3VPIyTfkM+CU5Q5SiUY8hb5PnWV0Bt6ysbBO9ra6AsZT9Nv+xO+tbscs/3A2Vau/UsbMzFFcdhemXAP31ov1b9pNiI6sEzN6WSDtbtLe6sjvOm3m0RRg/VuvB5tqyjrYurs2Q8Wn8IHM8O4kT78ri5Jpw50e9jWkY97d/jtvnV5KAPSznAE0mM5ysx61bGXce+qeNCOnLGXUrwJhKnGiX0YcoTrLROIHVLbfE/AOKNryK5ECeC7n6iB9Px+dDq1QOR9nhHJ8yRESZ7x4Detl8t833Eoq5wP18axc/8LzmDrvsyCfhSQpF2bm+Iz5Z3/mslrhjDac56Uaf0wdcYtKn/0ikJuor1krupnvuH4q64/5dmTzZ4tefC6SZaO8BpQSdYLnXmZOWozVIBQw3ZQ/Az8aMYF34CEjjRSlN5wtwk3xOuhyFS70wAbE9Zq82CZ2FZDnkoYsb6/PMgoLLZ+S8ocOip/ZfjcADZWjlj609piifPdw2MDwc9Our9YHN93TU2XgL9F+nKA/nbgB2SmyQinZTZz3Z3ZN0Eh6fyf9fN7z6APnhd7MzAz6tomO/n596OLEAuVT55LqanODkNPAGNnVFT5zgZ8dCdmVAV8Ybok2NMPmSV+ih2nwZfCWY0BNf85PrBukPfvLd9Z1U+Ghhae8UumGKJY+Euyb3P077dW3m8thfQCEy3KJXk9SiaJdFlWSkR2c1PXVtyvl0EStllU30eijNgY9IlPLt/hmgFf7efNVfy1H76jSW+bctdDs3urrTnmYyW0+6kal2vWHxvjuyz3d01N61uWAeSp56DgQWSpr3hN9y+mRVBgZ05qF6o6aaWarUxAfiim7rLVoyr47aRlia3mKsWtWkKOV0uQo92Gx6xWokDyFQCpnO3lfWgKb2dpWhXqcYMxW6RKYBaKslnH+66cXOs/LZTlc1iv4a6LlDcfV+rjfcH1Az4fMUMfZZbbTqz2LWrazGlr1vQuLMaXSjUtb1NJR6jMNd+nJkUX+wCgdb2iN09mWOxCWsK92A23/HMthMMtxPt+XzcsNYAiOhdfGk/p75NHB8BBVddtRTd8wKm9iCnVaj00G24zLKGOo0ImjtytY/aokbXrd93xIQ/dXRk5Mg646yXclDQGjSUTGdyglzsogQjmbSVM2CzaFZlrzVVnSVdrJsh0HLxPDZiVvD6JvakiH0apUTnNn/gYTZ3ABHeR3+btqgX0altGLB2MdKW2kbUZcHA58m7/Y0eLHlZEcuNzX97hoDST786IF3qDPukJ0luW6TmLlY3vLrR6uE0SCudLeienQExESGGe3OqMTlJkRE9KGQA/Ht1oL4liXfmYe6Buw6xKJ0I8sq1R9SpVenV41XYlqGk2nz8dwwgJUeHc6m0/nHZU+pHI8dRkWkEo90w+0PyVJ2xgjFPqni++ofXTKNaS1RgcP8zyc+Sg3kHbFxHpeQm87xt4Ujk8uNCyv+MwC2plsrDPf7KLZ8SBgaRnNxzTY2KvTKmpXKUg/6fx7aOz+lUHOC2gZpezXd7EjcnKZcW3dnX/yvl+jgf2CetpbuZOXw0zT5GXMclMX1PPenkNWgli+a/Ql0g3kubdyEdGk3i5Lj3m08VCp4yDIu773dZ+TApeZn9PoWr9ZPvbrlbxCOWOWjgT5Ob6UdkZbgDNe8Jw64xlbziOruHWhI1Zkn4DWfKtHVeQvyz95n5/wwxIEgJcT914+NRDooAfl6DeE6G1mkOA3fl5yr3fTT2fuQ2u/E0GxEMdiKFG1MdUVc+sq09/M6EwxzBc3VvqhtXkIeuYzztK5RY1Wpmp6su1Q1oZc+IgTAhq4kzg03yvdgQfk37s0SY+0+cl84YxCugIshTnQjfU15aJxo/zMD85Dh2cxNloeVdLfjZ5f55UyqX5P5wQtycsk0L78a7T62Nft0QZYXr+avL3RzbzQCD4gCDrYV1YDEhe/bDcH+0S+o+sW4JD6dbQJG2IM09etJdCCz1UPPy3lkFz8dGHykPgEAHImIDA247C2h29a+aTALKMpid0N6yKk2t3o9O3qeVgmOmZPo1kGIyGjP53CZTISSRlnS59GxVB/fu6UtY1j+Lm7F95Xtwv0juAu6NqA7+yaEAD25eg7+OnRqiMNy5L5NvqY73fIGzN6S4d2Ol15DUSLWX6zr713FXF5ZTgj2UNdMmqKCiplomFbslnu7KkxEgmVo2tCC6B4Yqj1zE3J2bCNWh8Krd/j4zPbA+tkrLLOfIUO3m0HPa2UMfMyTfefxo+DjcQE9JQKJjgogU+5PJ+KIS179uUFuzkwLmkbPyVJ9yYfP7WYAjPmNUNHLCGwo++C0ua73mLk7WgtIK7sMvaLRjJW2VZcUWbPcyxF9SjHSuW6px46lelyG3NhOG138bRVo2DkRdAux/rCSMdW+UsD2E5kXtnlDRfTsqXNH0kAfWi1ijv0wXFBmRc44FlU4Oc5LkhxWxciywXzZ7L5a57npDUOx83fIWUXnOtlQmsxrZ3L79jIcFlFDgc4jeXH83w2+SlRg/UW9VmP4BIdmr/06Oiw9Ib0o+rgEPkj4s/xHoBIRa71PtObfrS8p+Aew6Pu2N3ios6ydMBpo+pSMgAicrrTipycwEpmn3rboRDLQwHNFAGog9EJKqVjmkm0hm6ZLASXup/2pfEuT4WUStSSfmAagAWvEhJP4yevSY4oyUbPqIGy5/jAfpQz8N6qKg403xfQnM86YJfozy2pv1P2qW8+y+hkX1GaI0LLdUHUw0/Pil0cRV2U3bMAH8xb4Nsy7bOM/OnyWYY3EF8YmbGLRj1fEC3t1Uwzsrmg7hw9of4UC+B2rcgoAT3WM0YUGaTNZxmtwA7dHrJHEi0t33ncjQ1qmSFHWY60D77SGgp/9oAk9QjfM7Ad1v4B3FOXU+clzVigZ545NixJYzytN/7+X5AMTo/t/1BDsRKrKiu3hWiNRzn3DNNiVaxnirieIvMcK8Tj+3Qsrc/DqmymjSWon1mhpdCOOKBXLx/02XoyhJ95uhw2Omx9WcuHAfSB8gkiNFC8L98nX/v9FbFma966XERFG1d2ty4rTQLLpcqZdRwr73TKS/1u5+9pxwk9Gx/rPUJlUNwglPztax3RrgpqxdFaWaX7bXnQvcuIFPora7RmXXEipDRwyJfHmvgqU/da+WaUhCiGwGa7ZbTqm9Hoqccsi/4Tiz5ID93lM/u4nzd5SllTd6bPxdGxfJ04kr4467ZHuJYv9veP8S27zMZ44skPS/qZo8FpGYUzTKdAC+1rYP4dWaQi7CT5+KRvXcK7Ga0cujjIKxoPqbz2nt1BgyidrwANnVZ4Pw3XrSWjET/vvHFFsltkT4kbLIqypoH4fPV0mll+Gvq+8vDY1Krg+remfaAr8J/RkXm+VAcm2BZHi2OeBNysCzoxeC6AxjwRlbH7VECMVr3DtuafAaSMM8WqdztjzoB2vqlfFRNd3UIt3svssOuVkYMvPoPspR1mPsWRmv/0+mlpeoNbnsEfEuyYhr5GfrVANQMC1XGjzBdll1XxWvlnubPMTT8mZOnrPSpoCoIUzAy0LlAWBic3qDlh/piiK7EQL2Zzilc1jY2jDMCzldMyppTOzOzn41k5sMpykI7jDGXgUpXGzrOH1iZTv4MD9QWEA+mkKf8F0VCX02mWyGsZhw2dBkVHJdhovXP0RYdiV37EddD9sq/31BXp8/uuAjAX5EeAz6hEOjiK5citH+7euW5m9Je/RtzAJJ0C0c8hCjBfA3oCvQdrrZsCXlr2Y5tIW0LEM2Y6RguM9tmF22G/Wc/sPkEu13mxy6mDw9YSv2/0IRV9pzzofiW7+E76DTJHKI/6MQ8Z/Q0Vvx/wTQJsjPc4yQKnofekUrJizQSVMz0xw7aYQHS33mdoSl20ihOVYOa75Fp50ZF7tHVqdLEqn8ZXZDyp+LLvDrJzFTtBhw7qFtyGSPp0EGFMIFo6dw0RNe27cgYp6eH4drBAPtHLtzx+jm7dWWNQ3rEMA9wFMke9Z/1wjKkARNTydpTR6R0pXaZetvn8wnreq+1kJMbobKgAdI7FgX6A3rrjuJK7bmwE2Zh3W+eY0a7Vtbd8o/lC5gM7S3rnNR6SPir9IZoFiA2pTOSQfoeQzDMfW/BJzMbcAc6Q1q8n957CIp1YkuB0LxNs48fquMjsUrFAZ7Tn8uWlmzLm4jwCenM+Ay0MFQdwOgOp/txAkyuxx6pEI3fqLlZF9MHrfDZpOGuVII3W1bxqPVo8zgenYw1aefHYC7+mcXvA0VGqnYuVymnazAq8XZWkFeWOymvpHowZIcwZQW/DEcpIep3Q6/ziz8SXBmFfAQtb9H4kdPI7Vgu9z2eMQrKbrQXKPKDOaXgcMwFy16oXNrw70uURLyJRzYfPPQRSBqwH3CaO0bi0/I67GehD1mWxn8hsiBNC9hVEAdSHMSzoK1caxaK3n/in0/a7NUwxJMW95T9ZRWdgxjxTKR/XG17+AX9ZkdMrfuePa9MzC8FmAWUk3YXtKoopIaDRdaYr6I6/oQUs3u+Ua0KgtJQFiB1x3bdG4MkyR03HsL48F/KanzvuGekYfEvk5YtK9iOMN6QjBIyb5U+dpbHNcrl6mH340uUCL2kIe6Xxi/y1EgEY5mufQukunaO6bORCOduWa2hQTu8WOl12k/YaLdpprZA8UHHqheOBlikjF0ZXWs6c0dsUKvOYmXMMLS4qzksgyrFB6jbQNXW9ooFympxKB739KbvWrm+tezosF/yyy+VP20/vgfQGMu1sCleSdXry1BuGmTZn/thojwVEQ9LwOfnIM4GssTiYf97/vTG+29OnC5zGa/76M4p491LCrIxEwZmjCyyzJYFZPJcuabir5/LdynfEp4M1h+Q2Ea69YLod3kajTedBRWQWdqKxQMlGnN0QnDtTIpI40jPPwDM7qY00eUSXx+xz209gkFam3cHPruxe2fD3y+qGuO52Vf4UcPb5fW8yeSmBkGe+J9hclhyeBSvT6oHuCICLIBc6pt0avcGsr41Kfe2rzICOJCnur3rPcrX4t058agGXJdgOhlqjNeVhA8AlJK6DO6GXIKX/dBvPRhDl5dif7b5fkJFjkmfrx6iPkoVByjZnNg+t7RV4+k+MJ5DO9Nmbmdk6b0e92754ZcOZGKInWSoHxKWxfd+he5ZTy1Bgpld1Whu5HAmptQwNrQtYNUSuceh618GKrctZBWi9LvLk8x3Pm2z8ngYehZ2MYnbyDqMpA+o0RMH4YdDJE3XFqA1RU3YjERVybCwbGDh+joPAeAWnTV9v8rCLOtSWlMR6bhDJaGqmyVvrwc6wgyet+2wotCKPlB/Gnc7tMlF3nAX0REXaKJ2XoA8+Uw8B/VinjpBIB3spz6ALypr2BHnGGb0a/SqmNp5dz+OEHrxwSMR1kZcDEi1Zy5q0ZECrKzvpMgpHmj4Jli4OYNV4ADiFnkyiw1qHCTgci8gIaib0RsRM7wyiCcgD06s+lgGoHVmCjZFiGuTBiCyYlysGabkYkxcX1XEsg3ml8U/DHuCLsw+hebA9IiQaT8mTDkdngdPnFSozO+bbznJBRJM/+S7UpY5lFJDCmiNHRwZI/12ifi/vdkQxbXtLOiu2xliX7DanThnNXRqvMHo6uOuE3eQ0LkRZZQFgVszis0TZQrqxGkmCcDCvbnejfuePcma1oiEo1T39p8/mtbZ+yUv/my/vms/1LqN9tURZqJs8dhpBg2nGmI3VWHXFoCLznqRc9rJY/+Xxxre/j+oo4DTe/Paf0Tb+ycq0oR95K2tuVCspIyobCLsrYymblZUVMmqLksU7bwjp/HvoOrYj/aGc+SCfEQzcouCvdBXihN7OPrCEoRk8W7/MV/VZGrIdUmidsTctuxGdd62tKnRer8h2WYyEuq7skAxoy3IEA17UT07Xl/E61mesd2rP+Xdp3SbOTpYGxzqcPPj5vmudQGB9TJnKosxYxVoW85tdUdRPOeuINoHoNqt/P6alSXY5DmDV5STfwvdxpC8ApErbsrnq13Sj+ubZQlDrhBnllqdNOO+nYoEbWfKatja+T+3a+gNFPHlQUu/vD5NSeAsyhUvDH7p2vh1lMaJCFhwXCq00HqDM2QAQMZI5RAFaadgXtuEZQHql2kht65z1Y4VvauVotcI+FsO+4s8Nxs6yMyyXynqdi5TjPwnuJfzSinZiyWrwstyXC/Tk+9A6e4l8mF7oCtLpQsv5mpNkSx1VVwfwMT0ilATjGSFlxBK1K09AKYP0dOKZvnQFd63ZMusHdWPguMSK2i6sq1Zn2VVGvfeTJMNKAU9ZZ2r1pQWcbiBLYLCr9AyE+smomIxaf1LpzThNTjjZZ5ug5bQJ4gH9m/4eNR/3errNIJvM+4pCT7YUJ+B0F0+mgyZ3ND5ThqrjxqokF8rR+zwauRlqGaNhpaJcVnaPushUOnDPD86Xxt1a78Nnc1hpdVsYCd6i28/4j3bf5Cwts8uhHD0ysZOaz4aGtMmSDnxkXhI8tb7nICbXReVftE901+iMRRfsFrnhAW9cbsKIo0efdmjnswrC5w7+9hp9Gxgpc49SfJv1j/cdhIuutZzV5aulLfRa9Kcyx7Gs/p56PqXXCf0U5GDHllsrLQfCCdIlwooli2kO65v2NW4ZcV+vePkPqF33+gM9/pJ36YPPfUIXPVoYTEMfUPSAMiHkFtcwL8drGpiwa1ecwGjLLh8qsQAWnlkhPrCeqF6ACmC6W2kznQdfk5VIHSYNrz1Wi2F9nLVGGRWRTx8HC9b4QwUZNc6K11D248vaHfBJZ0zgRGjNmRYF8MJGyg2wJqIx0ZL916Ln4l3F8tt3R4Bj6YTdCtuQBOBC94qRgAGgzEiCn7OoroAEePQWjAtkyuULA3nomkdZ7kfZyQJ4KOnt8fYh8omssis+jtkTZJN+qKg/9UT6Xm6zWw5NsJvnI6zLnln42aYZkDivfZXvwvuRKVeG/s/x2u/+LbXrEDmNL/3ejyv2Hyrrm0o46D8IOybjefYQaIfaOhZUFAEtP+zQUGwJl60IPBtSCXlLdEAARQudU8M0ZtKrAqNlKr9kAsMr9LO7URYGxpL1sOVAkLd10QxAyf9MM1AWASOjjn3JFlr5ZkULNKhqd6P2XWuDMOrFaTT5YYTUG4uknWDkbghXSnNiogNI1sM09MPMKnRVIg52dc1CsyvOtmXdCREb5Rwquvaug1v1nzOvtEH4RZzRN5sq0csAndM+JD1B6izt4Zq8l26oefAtGvISPDA9WnXXK4+5ybQhjTh06aSzyEmSxnhSEW/LyCABcCzAL4N/VtSJEO7jS1pHoo4S6VehkngxH2dJmlGVlhB8HVpP08RRwcwgZUEkYx0kTeAZnXdmxR87ZLMXoJdUQv+MePATUDYYhXKbUDrKqHLl7GUz4DyLe1vvMh3OiuqL5ljPcfKpG/cl0IKsbIgy4rGgJ5GA7zl7XOpxHiGSEaZ5iSWfdZQgBscfUi7lsNxby8PylCgJdpl13+0MhuvXI6q+Sl509Ki6KCAjLbvEs/6dPzzrK4di4JOHZM1WraNo5zc5IGHZrB9uBbMPlUh/3t8bp+B0HHOSpEfu/rYGFr6UVeLznsZC9OzrXIbW4NguOEFTVhomDVSqISC11Z85b34HejMaSjIYxenF52619yXrfpInaQ+D137W+E/nBcCV0VpfQzVSktaKcRh514MnFSStaIeRBSIxNT7oLH0B4dn92bMi7rQdLlb0YHW2+vuRh2wMEL2UrpwbCFXZAvQ9+vK0d+6/hI651IKRBAHOMjIiT0BEVJnlt0/eZ0Mxv3N8MMu7Ra+67IZpoz/b63dnkI2J62HAV+cnDzFkAygtICqzcRxicfpY6a6vfm68/vvfq5PrFJzGV7/9FxT6/gpKakBxZrzOYALMNmfpInTti0q6ewSMwWoDguV5UO2HvXLtC4yl0JufoZthKbsVHMQrg835UAJGp3yd/owfl0UDzucYzLYReYaP+9F2/0OXKIRuTRzztNPn0oH510Nx55Nrk3yYHI8ZNu1l/jmfy3Wig39+Nvhs/glrpWKXLvdXGSw/u1iIYEhnHdwHbwXMQ2u5hQAwLj+VhcbgpJ6yTRurvg1uXe9ZVwSfee+hBx54Z72Psez7FugcdlJMEM8Ia9Q6TaAca/uZ/W+qtYwT+tTVDh75U+HwP+71zGUqk6Scdjn/vB+zgJk/AVAjvvOozKm+Wy90N75jVQIqk4UliLhUAkRo7YMaK8Tkz/kQuU2YGywR7bCMPg4gwUC7nmF8HMg/tHyhYm/stxd6VAoP3ufM0oE+TsYooraspWwtoHHe3F6T/GuVWeS3E7gcvx+L563L0pyNiybzBIRxlMVy5zNV0PM9I6LyqzFIsw00gATjBgaxY7C8199Y9eRoho0LaYrCcc88GWnRNnp6mG+xWQLNGT3XvvX3ab98j+hIeN87EgV0T945rxLxjvXnr9ICJEnZ/c7F1ig4u6vIk3nkp+8lDT2rl9399c6hr9vg9IZX/h0N/XIZTs+FRwAAIABJREFUxH5g9ASncdSTZ7tMpj2Sn44MxZQBS5Yzkd7GVwDQZaGFcWXa2LPFQqVk2l1FieVYCorYw3y/a8blNTq+yvqhHQBv/l3ezIP73dzlcNoLHKZEE9Aj10OlgThame880C2UU87eiro3yrp40GpwR34XloO6SJts56sbPHwMSuyI4GYeCVSOPtj6CGUg6vNlUM1GFdFWxDynCvQEbIL+ASBZr0jDxa1pK2iUQiuyIPCORp+246rc1/2Bj/xSy8z603qWXbT5Lt1vLHtKu3CyoTKzXY7nnXr1LF0HJdoUn61xp/99PPHkB3XjuglOc3fwXy3KSIXAqRMNHc5Zf0TVZlBZuhXm9EboXl47gSBQ5lm+VAqdlc5S6IvkoNUNeit4LGNMsqFawdBTH6M6+8kpRpRpFHQG1bCa4mc+rXyptloZEeIvn8NpDOyMgtNB3PCMes+1b0H6UPmtvrIO7ESODhDSAqgDfSxADak0JGwUdpRXzKfZT6mnQL4or0wIwV4G8zNYnNCXiIcOi/pJ+lFpfJ+/KA1hcha7l9/s3zrLayqQQy25YXe+Tz07ykW3NKMk3gfAGMBnnd1t36EHXGfeuXT0vrd9he7HzyvG3dVphrQDcfP77Au7wvYp/O4+8kW57mnEal2dEUP9XNAFZ86uykxWVgxrGqAjrKgK9qBpF9mVRzA1rgytPHI6/4Q+jXuCcumqutXSAmGOVTld/7USnq1E0B14bx0TFN1t9szUYVUwvzdnTF4BtqVxOaEv8iNNoafD8Tvo8zF566jLBgPl+0dHPUnRz4NyNqXbOhpY+buLDJW6IYAeus+toRxSDs53QMrhiqj0VwZXvZa8KtuH72mLKNPPy0LT3mhsx+fZwEjS3QKkXOM07wei3+0O5jVWb8XrnPKef/LnPxpvfsdX6QHX7W6dpPGGd/yiht5eZmkOXTx7ibQMAxosRmOjtBKsMCPwFJ7RCn/aZxaRyhlSdhfZmrOF4nqojBisJDoTHOZAL3RT0BqZbghAKqSbrXaEsrtnAy78WzCtvDjeYZ73Vqa0Bm85TlW6HTON11MxUsuqCoyh+V2sPHOAHXyYL9/7He9zXdPMi13YM+DI6W3zD9lLNKC188BLCHbrBcBEnhIY9lpXjL5od6lHv8NgeO8693vaWeo3TuitrAZylP1An8pCJRCUx3pMMM01Vg24nVf649aAV4jQWDS6cbnGkX+o61M96YFRk0t48HUX31GBKRYCOocRVxDZRk23zVap9IFbC2yjkhadpBXOWhtnFQDHTgPSetfzYd2mwW9wEDgoFwyadxpLOp29QMpxk1z3NDAgPKA3GKPLIL1c/uRpTHqXyUWIOTg85rgUxpKcZxr7vugi1t6xkDL0DgBKgues35x184zenMHz+Fhc6rOcMIFNsLvVt61c/AwyFlCbvGsC5SWWI/A8pog5lmQ5/L79ZeOB7mLsK9I1fYmYtGjyZIO9prX9pF0jLzZquQA3tPx20pxuk1Gl36Gb0p2z3mHvG/ymItPik/yGgD/N7xh9rlZAaatSrS8HAgs/ntEj42/oea7nB6fX/6EnJf0/pUVNsLohK+VgPMrjPAlkDhfDiVrGGY0MABBaCH8PKLcgEZlsXcIMR5oR3roOPw+OykjjQBSTaaYhXgigyJeRQeo2lnH0/V8lj1iZOT3HWzwQTNDSFNtA1WfssqxYmGCALlPVQnU5crWuwBrBOBsZ1Yi02JEdff55ULxvlBV4LEol6AhDDk1XnE0sZe8qjQUBrYyDsd6j/uUzLRoOZ5zSW6En9ARylp/J+nPXj/0GddOXGTTxs/s3tBYT59aTWHUtljOJS+9KtZ6ujfPfGl/z/b+u57meF5zG+JZdQ99+KLR8nwwyTB79+7YM292w7W6GjFPIre/VsrIC9FpKSTQeUKJb323RpmLxvZdTfjZ6r0rlrF6CqJUdeZvOXpYWNENlnoxAS9fTY1OCM6A8t9yhKk/OnEA2nk7J6ODst+ecF3/XjuuduLzAP2p59ucznDTvyyJRl9HkovNfsC6KR71IV/ncyDm/BJipj0N5+G4bKEsVZmUTCA+A1wHD0aLwDPxwVi7PtY+VH7fJuK5tB47WuVm+740sjbzpwSPHk+wP2dOASC5o21TGk9Kepgw5/oZ8zSM/TwM02O31/n/UQ1zPHzlJ0tj+e414qhbU7nn6QEHLgTUsBgAoiEczhGqLHKjkbG2N9s5nhpXR0jMcdl6SalRVGFnpy1Qv6AM05QcHYJgCPVv5dBSptMZna10IkpJWVDbp91au2vvsAtuYnIwODJDIyMqAOZCW+jup9ywH788i1+yOup5M526cga3rm40c5SdfWvxn0lbH2ZVkXcNTGZWlLbFcLhK9VX5/HpWPs2fJn45XiTKbPU7VHEyZ/T92x9Iu1kf6EesvgXpT8eFyTLfrbmZGQEo2zHuzj01/Z7zpB/7vE2kP10OB03jTOz6mbfuviiH2qMlCk0kiKlv2bQdKdxAxrZcPQCl8T5p8P1oFwjmZPiOo3sWb5SUIIS/L4MFqRkx0TElltbkE0KIAcATOZCSINGO2bkvEgAiFkUcZd8E4zobyB/hi18aHtA18uhyOzyianK18RiAGQC8n4Bnmhy6ljdiOwO6cjuVTRxkR7bA56mzeZ3EYI2GdGBCs9zKA3gAwx9Km7WQ968qL5chuGU0DDs4JC0ZY7AEQTE+X1MyGukxKdf/EuwJ+mJnz5chqgJa/8kv/dTH5I7yw2VX2Lm1/QQ95PVzkJElveM13aot/cgj7hrR+k8qMBIQZBZBTsKT3gPRYypCA6pQcF0EtfLNfRerLBwwAh7GFhojRPntEFHGShlEG30E/ZZU083ZUM+n7eFbyb9q90pfFpyi3rCdh/u2+KhTlFg+qwKkoRSTfLj/TwHHHfpIv9FcAWwuw6MRpBwY8vGckWmQG2PSLkWGJkk7oU/7Gk3BfnF61nqiTHtF1+QczoS9kxiqNMHsJBqYi7lblCy0Qda+muMQGPhBAdNAx62PU5QKUIc9wygb1b443veMf6iGvhwanMb7zOWn75oLsJUrCGEoiqK6MeZyghzBG37sMC5QzU3fzvVuUPuO387sWQPnnqMpeJ6QrQqkaMFtbJ2AXCmyuWcZdJdryLJXz3tGKc4wlndktMR0E1tK3xmSZUdOW6CCJq+GmHOgCLYRZZcbQ9ZdnKlkBXS7OLJ/kyTL6fqy/DoTpbMyjOzPlK4wd8zsAnnA1eXPZBhqr3h3L6BX6joBM+0la1wuiNTbS2bA1p86EWvkewFEAIutzZk43y9ljrXf2m3vYWzeQz7irYJv5DtzTXiFXH1vz/aZn9ehL/qJewPXwkZMkvfEd36UxfqIYQAelgpyx1kDYFoa0DqyykOPa1fOA+CbpYgC7u+ZhW3R3ys9cKVaMDTeEgcnFbg33y8N5wcD6GBYjo8yzGRXHfuhw4nN3kRpgGdwYKVlnu+WZz9NYexcS3aC+Nou/1zaQ9lA+/qzvXKukOvOV3S2td/vZu8BAMz4DA/PUXdkyZHrwmLru/PsZuoIWmgBipZaufSzdFWQeoJPWT5Gx/lr9F4Abq77VeYJzJ73auwE6LbvksICY53y2m7aKePWxmfbSGu1BZ4H/SKvhyEAj4PvmderTp1wuXPj28dVv/wW9gOsFgdMYIzTiL9RBMQvhT+EeCs3VozMqsoC7QcjTlXdLAbCLhezbqmjv9SFSE9n5Ky+l6eJ3XjAUtiRpzCSHUR6MMRU2jQQGY7l2qQ6iWibpaGw9qgEI53UCNBmxEfDggCWSa11G0+fRIlHzPgVVRmeBBbQtvKejLVSredMRCWCpW9qfFv+OvHlOUQdwR352VJfDLSmMcHq9Jt/watOT7kBfMkWaWOIVMBAaUdCVX7k2/3CUbX7n2qYcXhkrCNi35ZeMqrxXbiMvU69l5bcW+BWAom3s0tg/osde9l+fKPGB1wuLnCSNN73z+6Tx7hKBZDin9n0sJM3FWKjobc+z01I5PAbUFcOf3I5YbAcrRg3MZtluxX319R4mjFBZy5MZgi5UDbCPRXnwPqMMjv1MAyy/xTaLiDPHdNcLztdb/5SbwvieYEFe+ziAEOEQdBw5uVvQ8iFYHJwXQOjIOCcRGDXtN8pH5OZKze4Rx5yo/9kN5amZnPGMUOnOBnTAHypwRMmlBlzg6WUBye++Iil2dTgxAfXl9x28FcNt9eBxSJ4jlqq3LY/lyUPNjie/GUVFmsfi16vCW/7m9W76JPcvns3G5aRHb8zGfzu+8nt/TS/wesHgdBXg7s8Xp8tIxgYwFtPbROAN/du8Zt/2bubDpfO5pGCmz0WbUHAe3aBav+X8Yxu3v4+l9N46GnDK4sKoLLss5+90wUoS6Km3+ZlHl4Dnw9gSCmOEkLxa72f0HazgiKYv72LxJDhlvm7O6nVQ/Os/2nmI1JzXpGfZBF2d8FYiRJfRkgiO0S87TWa3Z1YV4M1HEjZ9zassKWhpStppYPkIdMUXGjClXU4DyeGFyW+Cw4bnWsA0MDzi35tLe3cPxcEDbDiDgHEF5DsinumjdtnK+qZRks/3/58eefVf0idxfVLgNN70jh/Vpv8llZx/Rl8+d/RgZcUSJJ13TAAbS7GBPDOc3Or37sfOp9uO+fLqbG5n6UDDljTzCSxCszPb2APA5u9aPpWRW6Cs+SwXGEJfdh62vLmVBKDGI0X6YPYOvswLW3uDaUYjgbogLfhw+f3eDl0GsXeVSCd2RB+xGgg6tBsCgW88WnUzFcjIrEzvg/8OZAQfvze9d+DTprL7O6OTBBrweFgKEzrI5iv11gy345m0om/FamyzLgGKQvnZ63DZBhuhEd+1lg1o6SCXCGwL1GyXrp/EKgcMpHc6/F3p/7PxNd/9UX0S1ycXOUnSK1/5H2vEL9XpYjtZrHt317LEsWbvCohJqwu4LYV6DCrHEcbqU2dkM5ZyLvN7lovKSqMWKrF5waGLMtZzRlpJIzxE1NCvYoDdiOiUJy1/plF1PGZqXQQclenTkRsfQgvaeS+A6fJVVcaTKM4GyEs6KK/bhJCWQGW95D5G02jVOXnv439ncvHy2M3e5OZ9UJhCvOyilA9DyUi9IxABVou/aAxsWGrjHgkrxl+zh2g7HQAl+4RUf/R1punfHTnxSKNysqV9GxXc1zVdG9HvHW/8wb9+oriHusbzJ7l9xfve+jbdj++/Ktp/k2cPdJchjrEMTX5O47NzT2MZF7RcpsPfLuWBbRrLMXcor7dgJne3sU8h+8poRStqsiGkQbSKX5qZH5PvjdEgMuizMJmXHZHGqCO9tN7TcdkwxAPoD7Xf9cCyTp7dEBuFVV5vPjvLg16Hhohy0kFuYE95YV0QKKyTA0Cc5EEV+JP8nv1YQIrZiUFfZpRnOkZLRde+t/3MNN7/xobZY1EGlthWvhsCAC/C3CYoaVt0obnUR1gSpDVYztm6/AxJ+pBe8tjrx9e8/Ve7Nh/2+uQjJ0njDT/4Dm3j29Pjy2B3+7wTUBe1mlHWUFkyv01l5iKvsQCljPW4ggKtFK1npmcr4OJ38NINsyxOM6+s+PncRn1o+Wi57k4ir7MoRcLMnpQD+tF0RfoE+JNBZEay1l+KFOsvF4mim5l8x+Jfjb5Em9Gej0bfG5bWbc0uKO0hlipr4Tp0ew/lg3+yxKURkg6R1SHCuoV6rf7KeUwC3wSl1oC4/NMGyklgs2e9gaxq0DlNjjnNDAhMqWM/MzC5vKmXA4gRlE7+jAN3+jOfCjClGJ/KFe9928ul++/VHq+t0dP83KHotNPZypRtEzAiHuZvQ5aWETqqyTEXaS3W1JpR8faBcm41WuOcsYCBsKL96XLTMLTeC2n5M00ceN+16Dmlq1lWmRr2PfmAwtNoTD8Wz8L9Nio9DZ2GHFIeUM+fhBqNntGS9YTH588eRA+hUCWnefb0h7Kga6lGvZ4pJEZk1LEvvST9UI6reYaLS2Jsd4yWyyQL7iOVW+lDOpximVtdpr1x4Np2m2Az36c8BpvZ17VNxwAQTZDZ7q70d7mvbE5azcy8jMB53FlfWjPrDDxykSWAaRvfNd70g/+WPsXrU4qcJF333cX2pzXGXvqj/txOnklKQdg3dguRMwkuhA451lohrjovsxYAgD0TKpWcxkjnRXlSAwhVY+R755XdhajP0pEIEgBlphWeSctAGQH5KgPtJ/TuDpfziBDBBGW0/gC25VPr3gQHekEm5Gn63CsnVRu4RT95ydMLULzvXYe5vGBv3fHQ9YQEwcbQKCQggSYH/M0TGj3Xt7/k81gmFpRpLN5pyz1a17Rt16nf284d9aSNsi4IRpDTY0s9+pFql9FjwAlMqHuW6QbMg+AJRlL7qfFf0b1HvlGfhms8f5KHu+IfvOW/kcZ/cv0yhbLTO3IIqRzz22eVevSkMY/PkHI6Ois1lAsZOZuVx7i6KUb+m1ZUJZRZAEuoe3gDo6nU3ljPzeOtWUQ6IB6XVrA4AcoQ6NIA53tGa5YxMz+5CJaKSpM8PsAsOv1DvTtJa6cm7Qulz+gaeSX/1POG73EEjsxift9O3gn5JgCoNhhOk/VMkG9ylIiSQo0FBF5aMxAtdQDKqtqOwx62u3uenUMUlQHABEaPOVn+baYbUm5Fy3GmKXcZHNcVpO7GHxtvfNfbj8p74denHDnl9YqXfrOG3n/9AlRNlB1LKIaFXM/EX0zJ9RNtinNorb+wId9B+akoTpdqtUzsztAHh9Y409l4BIHoMACOMkOttUQLTfpsaLRubLtlLAO8MJrMsSlP44P+cCRsk1NS2RpDXtwwuAE4rDq/8by845YUL3UAP70b77I7byl/HOkvlj906PJRZwXYTvR60LNW/Us6TDTwvgATFq2VvG/RC3YA280upOvaQGmAalkbqPqv+7qLl2sBp89wbaC/53qp6Xf01wQmLf66zeWaRv3Pny5gcpGflms88eQndE9/SkMfOw6SaX1mWDg//SwXco61ETgXfLGFGCv6oaPPV1khcv6ojHRE0BkQbfSeQk0nd1oYeB887auBPZ7AgWx3FwhW5nfXWvPkn4PigLUHqrmJmN1YDojbwLi3LhdRYl1SAS+UJa1xju7MvcvFe76/FZWwG1XodUK/13wtT1+BfDi0bSzbsuwRq8sXqnnvHWSl0niUFebNbsn/fsHYpnlBWoMmbcB5J7+T6ND2bauchUjLfsoM7Hy3B4BoZDYLdPp3+tkASGkBE4OOIV2PPjJf+wf06Cu/qXP+qVyfvshJ0nj9u96roX9b2xx/ygjIQOWEWhXtZ7kIE0r2X6L2wCeipzFFIb1I67TOM1RD4rHysVG6HIfGCVLSoSUuYxk6GlLvJiV2ovVh2oNjg+40qlJ9VsAP9FJ15h6VkL6IiXLO7skAy+8g3sdgDuXHAmE7mNMNHbtbp10vlz+OfHgQ3LKVSAR1TfrcmWD6qGl5nQ6Sg49tW6K6YNZdGQvCLFvikSMcgE6g3Dvb2r4a+D5+m+NP28qXwJTPJiNEiPTZUD0GZ/+gtkf/+Piq7/nIsUI++euA0Z+OK37iD3+TIr7t+sUVPnCvZQQek9r5bDoQW7p02jn2lFsgxkq3xxXNc20UZu0G8mZrJhrsBFHOxov3sxwOfjrs7uNPRBQ6QRp0LNDcG/3NcamAMYJBO1GOS7i8UZ2VYKpooHniTBzvOrtfNV7pez+NNH2mqyglbvAGXaXcrEM+a7q5FqoFJiz/hI+Q1gwu+YOXHrrKo7BUrvxJ8pbW5ZOVPKzOIGNwRKJtpnNDmb2MscTehjTm1Nod+PYsnCP7TQuseNxvmbzwfahEUAlk8Yy2u7eON77z/zqR/lO6Pq2Rk6/x5nf9JQ3/9AtayvwFWwjnd1usUNPKyYE5rU8R+V0x81lOe27z5APO0o0VRSXd5MURC8e+ii/YiNBa7XwuGCwrdRwN2ZdbRacvFY50XryaipppC8ipAmDyGpWvTs+6EIyPwNbHhvxXtu9ojdNkmhv0KVuTt8zkUk+Utbx4wHdkVFbMo447bRlD6fruQIV0h5k3k8x3PLbFjn6ImgwsQyp74VBubiuB7XpDLk/gZK+Cv7s3xhqysJ/decB90uYY8MMAU0hjDw39u58JYLI4n5Er4i339N54u2L8keuD0Qx33udK8lkjuWJcSicKrZ/6SceYf34up482ICzkP1vkPJi+bfW4Mq41sLuyPTiWxqLPBZs00rHS5Q8qYgaxANd87yNG0lpQqPXh5yyTreZZ+QUQHFmd0KfMcaQvaU/oqRryPfi8iXXmhMHEqkSdjnkykgrQZf6N3jNiVLek0y44ZbpZvpZu8z3qug8ldODpIpdNuGP5zCatmTlp/UCmpLu7xRy7cwSrMjSiGj2VhmLUrl0Hpuv9fzHe/EP/pT5D12ckcpKkMd59X1/wyNdrxAeuT3pL2Thg6zmEmbuxKkh8N5YCMz8+31bm3QFsZP7ll+yKBIwKFanJ28pMyynHXB4Ry5hKt8uAE+td79bY+PeDQhZf2arN1wlW5tdfyyDBfN4tX0dnOGv9Xwg9x6oITEF6NiLPQ1/E30/St5tsj1B37H6f2V4WN0ALEWxTTnPrYpeVxJ6JjiYTI7JowMRB7LttApftdSgjKK76Hignx279h26b/cg9Ei4n6PtcCUxpv2i4x/ibn0lgopY+Y1e8922vUTzzo4rxO8v4k7TubVjul++xHF7SiobGOlmgb3mI/fqbj9tQLrxzmjHvN1V6zUpKB4Chj57G4xYzjYMgjrGUsaOZkb8z2uDAZzoKWlwEWBnK5+AuaXDfx8kybS8LnsD0eUEevitpDbrPQ3/2LG6leRh6fJ51o7LBOMs7VMZ0bpUxNpVB8zOeDpGeJK8hSmceJ+kNBBtWxLPcWGAiLX4Pi489Gzzf+bsbZdqOf/JJsYCMRwoZQHPRNES2LOzqXfP5Eb3spf/6eOLJT+gzeH3GwUmS4if/1T+o0A9q12PXB0N57kwOXmuC0NRsApUaCKnOOOWU+d7Wp0zEM2BcMO25S/XojIkI4ZcNGP3drcllvivHsxh82j4MDhKX2aqm+vS9mY6nMuZ7A000+gCfoKGRP9+g9tmzUsT+wulP5WuyPDQ9wFlIS3Dv0TELL1hE+pOGogCpajqpAQvk6qDXedRQGR/yjfPiliQCFbt4OebqcrcKMjx2iF24BCHea733oYIJTlPfZZY9pDF+Ti/VHxxf+e4XfHjcC70+K+AkSfHet75Vcfke7Xp5FmsgCvTV7Ui59ULKVi/Ho0YFo0C6iyMg58M87MSmG8ooK2fEuABRK6+Bcjgmld+lbNpcHj4WcKn5zQ1HqTcLYAt9BxOAB/PP8tt9r/2+iLTn/aC8bpX/vPQzfTmz6CTddkY/IAuAYe80rj8tZyTI7XGsE0m501+tXgbzG1XeDenKDOoJD1bA0NK9wG9GRDPj0uhggHzblvxl6YDzAShld3P++VmuFI/1jmsUr2l/Rhr/2njTu39Jn4XrswZOkhTve+u/ovuXtyviC5cjD4CS6p90ssxAWksLsMTAQHa5LKmyq+OFeFqGlF0t83BBudui8cNcX2dAdQHrUeZbpvr4yVsImbOKU7ZD6AOa6K+ac/S+1glOHLqHhQ4vWiBw0yFvXQ9FH01/TqjlcOnQN8on8LOwBDyCGuTuIM5Ip+8mkCrYlOdaa7MMBrajTDhQrQPf570j0yFpmwPbTmeaEolhUDw3/Gp15SLW5t4EItwbIA+gBKB3T+Ga7/u03fsj4w3vfEqfpeuzCk6SFO996+/TfnmHFI/Xw/p1G6Tybxpq/1WPAlpaaaSJH5c6gJxjUc2oPXbVgch/AfoeJQxVYKGvs9voMseU9djfQYs1UJaddAON1vNeqA3/QH+KTO0ygA+VqOSh6bsCgD6fNL1U1ytJ1Vn7Bf3k/eWc3skOtLw1L57tpDxa+pZ0WOBroHEag05Ia9GxdF2bRJBsgDSmv7hbdretOuG+OH8mCG2qW8hUJ1cYSZUdHQYv/ZjuPfZHx9d8/6/rs3h91sFJkuL9f/hrdH//Ae36Xcv3x6r/fbKWpx/OTy62lBbgFLDy5l/NbtBUspcdbDvopNWFmxWRP/tDkJqPMi1AqoNEaJ2JDrxZINJArYc2jBLMV65vYbnkq+nPhsyoowNFgJ7jW0wfz0N/8H+DWeOXmR/4OqHPhYdRaa2PrK8bPI840o9Zp07DcaMu42Hsy90r0E+cKrNxSY++XVmbBFDKSMXvpLKTgZFVqf9trm8SAE+1C+jTYzONQYaApfV8kB/pOPj9sj82nnjyw/osX58TcJKk+MDXPaHn9E7t+oo1ezcrzmNOfkbw0ThGTopro2ij7b/q4ZMLZpK1Ytw0LtNANoHJS/QZdRVHAfrkPrxY/HMQPT9swFKJnBx1cY9hzv5plZmD6+gy5Iygs8czt7Z97OzWLF6+P1kPlfRalnOCA0c+zuij0p+BhQHggHFxXn6e+LivPNXpR+U/n1knfOF6YJdt1pvzcbnMM0Envxzld5crQuXwN+F+hK4/cBnKUyx5ioCzzt97NKiF6iFxBCqwVPa7SrmXzu8ifkBf8qp/c3zp935cn4PrcwZOkhQfeOvv1Seee6fGeO1hkabmvYMff/cfj+8lUCUwzKNWTL/P2ToPpktrIDRnCTmDZ2AzCKHsEhL1tI1fhkIDUVm+p2dTOS3/HrmcVp2Nq6ed5fBImbyQTx/Y10kXkoPRBz6IUHxG+iZbzl5Bzxk1dHrVGdLkx1+bzAR/YkVpJM4AadIatEMVbAoQGWCoR4BHV8k2lxFwcDqjwLGeJYvbBBrwmjNuumaUe+NmgX1RZdmzSuDTWi5AsLrSfK9e9rKv/0wvF3jQ9TkFJ0mKD3zt79az2zsU8fplZDQ4A9C4AUZwujJ7FycD4KorykMqC/yczwBtGTCfwJKtJhxqzDSj8ZiCzn+5W3waSxk+sfTSAAAUZklEQVSnsgGeKWr+6zNTxR9Jfwv0VLsJDTsOFtEHvjPNg+jPADCOaTq+3aInoOaSggeAdJ/SJ8hm8jP9MG/hHvVFchadUU9DpASdmEAzK6CAEtKWTwCPpOuvXwtANUGL3WBvaTGPZTwJPPctKk6vkLb4Lr3xn/+GMb7zuaNyP3vX5xycJCne/5ZX6P7+17Tr668PboGTVuvIpQccgyIISAuk/Ix0ihWyczyJLfC+X43Kx54QyAbKFp6ngUXtElzgILEr13nRQHK5QZN3qIJXdv2w/kizTIXWjFKLLko6ogJvT8o5kNNpbrwLPYD+hK7QbzcSTqfa22N+MclZF+6QhvRTD/6J7sQ0ZFAW4A88YEGjPs5u2LTjjFy4PID919FAZgJVjgUNjB85P61GJ492ARjnZt7JZ+/CXe8vkr55vPmHv/VEY5/160UBTr7iJ77uz0n6VkXck4by1MxMcAJUjlDKH8GJ6dqn+B338ud85vGnfVP+BtuhG6iVJ8EujT5qq3/aVdQ1/UDe4jsh7xsXQeUs3dm0Ox20jBExQTzPfc+Msj+Ivi167aDYwZXdytGfPYg+AFihRJ5dWCJgetBlUDLz91EmRUzLNCOd0k1zmfP+bgCwrHN8bluVq+QDOq9dcl7m04P0CqR13UQFsLVHTtL4NW13f3K86V3v1IvkelGBkyTF+97yFl0u/5tifPH1gVbFJpAM1S4e7x1RSOXHMQsYuBt4shq8A9iY+WiW6wz3odWNc8YsZzpe+m5zzjycri98HC09SQtSazFYk9+8zrDkwNvD0MeN589DXEAEeXUsltrYkrNoIHR277wzf8q0rXQb6r+Ak3mVcrA62rNsQAhIapHOtNExrg1bbAAOly+ABZ5LWqvDIRNn5PgjBOY77yELMHD9oQ6uUfJ7dKc/Md7ww7+oF9H1ogMnSYp/9NYv0zP3/5b2+ANX8JgvvKJc0ur6OYoRuncw1tz+YtAR0sZ67y0t26gr06W5BAHpuPnNZeUsG/jIKMo0JiUYDJWTGfmjBpbT41TymJhfu/o8DuYoYUfNjudf63QryjD9WXey1lhNl/QnNA9D3/tiZ/Sj02+VPtBNShrknU7LxmDqX1KZJrTOKFOh9zvXX8t/GMSgU+d9d7foExjxnd0zA5C0BsnLO9V0ZZkAefRnSNv4K3rZK/7s53Lg+9b1ogQnSYr3f/1LdP+pv6w9/sPiiPT7W6vK83s84L6DF9ZHZfQVSDsN4RKzW2eHajNgocqMyyPYSFo/hgBeIGam8ZovL0nwDxrkCuZGf9qVAtiEJpCSnqSNPt9RN7pN38s/pe9AdIveuhsn9FRWNHrkw0iJ4JQrsrHlqNNTzsFysB5p4s7SB8rhhttcrxbSuJPiotyU6yLZpXOdd1DiTB1BTEyLujmcQGsexjOSvnG8+Yf/ml6k14sWnHzFe7/uGxT7/6QYL70+GMue2Z3r308Bq78zKAndiqjrYxwVnY1hOSMDpSObdGC03Ek8VH5HL6Mn5wUgVKiuNr4FJFSY0+Bd3hK0ClrNdHGe7oye3dkDHhaPrTh5lvYUbG6YJgGjgCJJmA8ahW2clC+Az0zHaGpogVFm3YBLQ9nFCtxrHJcYZCRlYJt5JW/gM6MigBC7eaVLZ94CtAQmg7QkxS9o058Yb/yRv3+u5BfH9aIHJ0mKn3zLVykuf0W7/tD1AVtVqf5w57w/nMwofJ9OmNFPVOAySOSYlJ9JCS6jlzFBzGNiXo4g5JfRAFauk1d6W2IO10QRtKghewqdmlWLbigXZB4Q4wy8WrkckO7vDuU+JH0ZM2pAEFrOnADArE/y5F6xw+Fx/A4Q6NN/PHqEdAlAk/fNPO/Ko3Ez0iXd1P3d7H7mgklhEWcDKrPWQShlxLMyjqSafr0LDf1VvfLuPx2vefdv6kV+fV6AkyRFxNBPfu2fkfSt2vUFCRRpqKNFPENrrx0dMzOcADSWA5TfzQuVMR6e1JnAEzW/LMNdtst1hm9I6zwolMUWtOy9A39TtAKuw++1XrAlP8OYnc+i5pVKRt6d/ixtAUiWzxb7hBcCbLFAJu5502ENJkyKQvq+N666PggrrBOykghaofPIyWVgjCqn6ckndJJREsKfHLzewIsWECc4WTbnG8lqBS1VWXNGbvs53Rv/wXj9D73rqNwX5/V5A06+4r1v+XLF5dsV8ceTfTpKgpFWlFC6fi29AY3RSw6oN/C5pCfU6CPBZNIHnqfBY/yoT/GHVBZwMpKxw/Mgu7KWSqv8BCbIUsBzrPs+qExg67wN0KjdUx+Hge4b70vaBoQnuJRXZm9HRXnmX/7sOh6tW+f3mAHLi9P5/mcwmDryLN5AmtHSa9SB6wJaBB6U1Z9xfIl8ngFTOQc9hblo6Nv0+O/6lvEV3/20Po+uzztw8hXv/do/KcV/px1LDvzZTzrI54iM8hmel2fzS87Qac3wMWIj+DmiyoYdwDWYJ9IKzyUlePWznxLw6HQAOkYrZ+B3BoplB7p0nfEiL2QL9KUbBiAg+PTrjP4ANqr1wxmzfp6TOi929u1GOuRXZi5x7ja7jS3oymNJMpICWCU4NbTnCZYcm9LML8emtNIkuKmNL4Gnfq+o/C7d/AMN/fvjTX/3x/V5eH3egpMkxfv/6Kt1/2N/WaFvyKgkX+KvgImqA9iwPTOX4OA0Bp+xgMYZ+fC3PJsKICekNT3BiqEbu47kt/zQAqI5OjXXgJmHwWfkpy8moheanagOcnY9MMI5yfNA34GygduDyvGv55zN9pkoHRc6l1SPJOldOJTZy0ngctcLzHWeeS63xuqmheoCTINKbkFB4WPUbSt+NaTSvWPXjrxv4xmN/Vv0hnvfNsa77+vz9Pq8Bidf8b6ve5vux/8gxROr+3ICSGrfoxlv2f4yP3OAfX4fWt07R1KcufLGYoJfdse0QMjvZD58UsJQ7uMbTCOkdRew8e88nH4MRHKIIE67ZWdfpizdyZ8XgEhPEBn1/lYeJQAxPfLqzugycx+cnRxCRYtUzqKq1E0bo2KXqgP3hkhtiwVq+X6mLxt3VeUoW2Kaas6+qz3L7yFJ/4desn3j+Oof/ll9nl+/LcBJkiLeck/vu//vaddfVOjLrg+lFPFsN0iCFCOmcfLuLF1/TxDxkgKWhW5a78453Zjp7GQehxLzMOC0qIplSwuY8sXkO39+atIZEJ1N0Q2d1+DQdEia0l0DoPE7nzPv0ZK4kOwS31V6dn2yQeL+MzM5u2O5XYN7DqXr4Vvz3eGwN/Ku9S7BjFEV0OIASKqAWcb7xhpX0tD1LG90Gwsf7T55kjTiPdrGfz7e+CM/oN8m128bcPIVP/+Wx/Th/T/SHn9eisevDweiFiYWAEfVMSWAUEtTIh5GUfP7flEZL2FExrEjOiJXcZclCPwEXwUUzCeRA/lzYaWjvWTPADV5G1qbicuCRzBLACBeCPf9s5SlI30BG8s0y/fC09LNgUL8aybesZ8zewRIRy2xaHxO0piMbJDZvG3JkPI0SQOK65PnMWUEM45ySUgD4Rk5cZwp5SSNr6yDD+ievnm84Uf+tn6bXb/twMlX/Oy/8Uo9/dE/pz2+SaFX1LU1BhqCjOBEABVHDHhcQIqO6/v84QbTzRY7eKaU1n2WxxMJ4FRchiDmyXLnuwQJ8E1k46bjEmGYniZxgiQFqPiO+ZwhlOCsHdFMRnqpbknRAsVo+R3k2VTBC/X+/7d3Pr91XFUc/5x5TmwHIn4UR6gClcaBqkoKKF62qaLWQYCIQGLRdsGSii76D7BA3bBGlA2wZUFKBQt2QBJFtEhsTBWKKKIxEBBB5CXdUBK3juewmLl3zjlzJz+cmiT2nIVn3v1x7p3xu5/53l/z7BaSBHkHPVO/dFq1++eSbweitj55IFrIY049BUZQTfip/9gaK3sN9qgg/A3hBT597EciL8TBxG1h2xZOyfTNIwtc4ZuoPofqbL8b1J6nMaX0pU1gyF0w7dK78aNcklnU2X6OM2y2O5hVkmm8DkLWJwY2LdDSXrs8EWCUxtAaqHyJFlxd8T3IRe44nkg/nVNBATw2uKdqTCVKWePAdwaUVRUJNmlpQFIWacrfAifCwKgc1y1sy7GvJ0npq+DPvlPJqSNT53QdVfKbC+mA5uqj3k8T9m+ovs2uj/5ADr78bv8mbx/b9nBKpq8//nHqjW+h8jVg1i1KtNDJGRIwApRSpt4yAAlqyvpWkzYd253qebGloV0GiMlvt8WAX/dkW3TKk/fipQsKhLJdthKUesCKNxSvOPqRnb9UfLQiw1IjDSBxLbTNlBq59YepV7o3Vi0JdH1A49vOwGXIVDRvL60CbMRXx8HK3LjSrF4V77EJj/fJn19C5Dsw/135zC//G+/adrQdA6dkevZz+9Arz4J+gzRwDriunQVQekpnSLTxbqAck5eQFj8e1dskTNOdizNotvtVhFsIz0UkUEalkepUKF+sr/CViPBzKqYoc0zdTGPvrXEK5cQV1/a35FyeFl5uNlPC5lvjz6mQRCkDp6y8EogMYBwPk6qycSEsds/S0RSV718PQtr5tPGV/A6R7zH//h/fjW8O2ErbcXBKpnp0hrPrXwV5HtVHm0D7tDdPXzslrzZdK1GGxqTyB/GKKqme+PPlpfVQacmA/Tl0VfJsXV442ZblBsVtPcx5btR0jc6ltSAKedM9sdd2MxbX7PR8hUav0BuDcg06ArOml8htOwlKzIqk3uxYkp4WRm2YG+zm1o6pzLh0wJUtoFxD+Bkz8qIceuU37FDbsXCypmePHEbr5xGeoWa2CQSvdlKYBQB95WTbiVMxUUVYEAUlZuFh86t2Y1DpjYu5uxeglqqf600Xn8PFhwWR5K6x52sTZssoxfXKSyqJvjqxDjNk2jBtldFEgj+TzUEnqjjpwvOxkD4qKTV5QxW7HxIwSi4l6N4YcBGVHzK/+/vy0Ol/Fu7SjrIRTsaawfP66yDPUevHmkB8g3VvRDBPeLtlxsWbdKUuVyrDHiOw0meneEy9espJuzj7A6KuzFCH3KVIfkp3KJKrRLIhylm6WdVjVVv8Oiru3Unp3tmuUVzFncERFGEa/7EAsZBR8YPchPvoXhRHH0wu2pRt40thAJWsAC+yZ+9LO63rdj0b4VSwZkHn+jE2qqcQ/QqqH2giYsKorEzD09AY3cZd0zgdmNqnvptxS+Hg9uNlF9pr796vjbevBUkwTeXRHa3UyF1Ooftpq01aBpDSA0DRdQBBrl8hrZgwp7yCn/x+b6u4BtSP6yIGKBa7mkFiVtmhyZfrex7hJ1CduFf3vm21jXC6gembX5jl6tufp9anEY5T6/uaCJsInGKwasmlMSdO8WDymXCXx8BisOx0SCBsz7OyAD+uhmtLzmkcGHf1iBWwYbZBxs+hwUMfAuFyujoGJWS7WekeJEDlcbQEp6TSCtdkoZbTmAdJnOI3hw52BjxulXzP97+Q+mVk1wkeOfNbEXF3fTRvI5xuwfTC8T1cfutLbPAUIl+krud6EMqJDWxcdynAIXbzLGwcAyzwUiMV/x+McIvnYv0UnuhZvalp9OZ6bBenpGAig2yanjLSLq6jCt1EgXGeAJOBa4ARt8wMfaNzEaY7lvyUtt30gIUBaU8FhbIstKop6E+ZyEscWv71dl0wuRU2wmmTpn96dC/r1ZfZ2HgaqZ7MoLLjRbm7RKeUSueAgxKmsbjX/tq09twqK5PAdoOyX8h7/5LlVejgvhLF5/rtPOwHlEv06157kv6UIGLzDaik/D8w+VO47dqlYwSUnc3Ephm6LIVKLqP6cyac4NDu0/fymwHupI1weg9M/3p0jv9ce4y6XgaOIfJZaq3yF/uGsApyowevgpIC1y7LXcE2UmNiujAbLCHO+aPPg2jXi5dwDfmbZyEJfs9h6EYVQRTy23IGIVKAj4VSL71VW4W4qlqj1leZyEngJI8svzYqpNu3EU5bYPrGk/ex/s4TDaxkGWV/VlR2jAQ6EOTV2rb7QllhJeDZ+KIvUykx8bb8WIASIAWFD7dpETq2jEK9Iqgi4Ephrrh07ylDqOTLwS/Bqc1TSY3yGuhJquoke2delQfPrN3oqke7NRvh9H8w/f1j+4FldGOZWp5AuK+DjXjYYM4dhAK02qS9djaorkIZybJys1HqP8cFlLfKqVishsaeEsXuUc9BKj8oGfcmgvZzUoy9AXebV025AYa2O9d8XkX0FDL5FTN7TsvBX7x109c/2qZshNMdsBZWS9T1EipLiB5G5cOdegkKy44/NQnaowFXamQZLqYLaYHnspvyXAUJvujDpDibN2B2IDldT6r/kJshNeR+FAIPH1vnodm8qM7smFT2IX9HWEF0BaoV9siKfPKV6c1f8GjvhY1wuktMzz7+IOgSUi+xwRLo4UZhxbEa6WAEuGnrIXildIP/7kJXz6qLzKTY5brhVYU8xoa2xpTGkpyvOP4TrjXDOJVhuoX2XpEfAOepWghptcL8ZEUeOnPpJi5utC22EU53sekbRz/BO+uHEX0YlQPAIsoioveXN/AGkDWBoVHSB1HPCl+LuKJ8s3bdNxlcpx7ulbvglJwFTty60yiha8B5RFeRahWtzzHhD8zMr8jDpy5v6jpG23Ib4XQPml44vofp5f3I5AC1LiJ6ANVFYBGVBxCdDI49QRhzocAF2130Qf3KmPjSePZQ+qG69MqTPhij36bsq4j8BdHVZnxIzqEbq0zkHId2nx+n8+89G+G0zUz12V388c8PsPHu/SgLqCwAC1QsUOsCsA9YAF1Aq48gOtNltifiwzYzED5kEWSD6WQNdApyEamnqEypqik1U+AiwhR0ytzsP/jUqQvjiuvtZSOcdrCpqvD6kQ+iug+VBYQPUek8tcwhzKHMIfUctcxRMY8yB2042pyjcyCzoM2PXQuKSE3NGqJrSNUcleZcuYqwhupac2SNStea9HKFSXWJazJlpprKwTNv3+l7NNqds/8BV0yVS5RFi9EAAAAASUVORK5CYII=",e:1},{id:"image_6",w:383,h:214,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAX8AAADWCAYAAAA5IIL1AAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nO2dd5xkZZW/n3OrOk5OhJmBITNBQZc1rFnCGjEhrHnV/a27q4JrQt1ddXZXXRYDYTBhWEHUtRlwEcSEsGtOKGkGhAEm9eSens7dVXXf8/vj3lt1K3Xf6q7qeJ7P51rVb91wqhy+73nPe97zCoYxg9DvsBifVSirUFYCq4ClQBtCK9CGhq+Er9XawSEMA0No+Er4Wtou+c+HUA4g7AE6ETpZwB55AQOT+kMYxgSRqTbAMCL0JlYDa1BWQUzcg78joW+bShtHoQfoBPYgRa+dOPaQ5lF5FV1Ta6JhFDDxNyYd7aCNFE/A5wyEM4AzUM4Elky1bQ2mE7gXuA/hXpT7WMHD8nxyU22YMfcw8Tcait7EGpQzcJyBcCbKGcCpgDfVtk0LhBGULcQ7hDbuk/M5NNWmGbMbE3+jbqgi3MiZCOeinAs8HVg01XbNUPYg/BTlDlLcIRewY6oNMmYXJv7GhNAOTsQLxV45G1g+1TbNUrYh3IFwB63cKS+le6oNMmY2Jv5GTejNLMPnbJRzQw//pKm2aQ7igLsR7kC5g/n8Ql7MyFQbZcwsTPyNMdHNrEV5PcqLEZ6MTv9/N+pANXa44lcUxAOR2Gt4eClm2n8ZQ8DPge+QpsOyiowkzKx/4sakoTdxLMprcLweOGuq7fGzkB0Jj2Hwc+GRrfxedWLPS6XAS0OqKXifagqOdBrSLdDUCk3N0NQStE8jssD3EW5gObfK8xmeaoOM6YmJv5FHb2EBGV6J8gbgbCA1eQ+HzAiM9MPIYCDymeGC2Ds3aZbUjJcKO4JWaGmHljZobg/ep5un1LRehM143MCr+D8RpvGvaEw2Jv5zHP09TTzOC4DXo7ycSVhElcvA8ACMhMfwYCD4zm/0kyefVDroDFrmQduC4GiZF4SXJhVhN/BNlBvkIu6f5Kcb0xAT/zmKdrAe4R0oF9HIDB0NhH6wFwZ7YKg38PAnGxGcKsMCQyoMASOipBXaRGhVpQ2YlACO5wWjgqgzaFsY/D1pCPcB16N8WS6iZxKfbEwjTPznGHoTz8HxfuAljZi4VYXBIzDQE4p9X11DNllgnwidqnSK0ClKpwqdCPs8GHLKUFoZcmmGW5QhbWV4uI2hDRvJjGl7B6n9v6W1R2lLKW2ZHK2e0OY7Wj1oU2GpKquQfMmJ6FipyoKJfLF0M8xbCPMWB0fz5HQGvcAXaeFKeTl7JuWJxrTBxH8OoIrHTbwS5f0oT6v3/bPD0N8NfYdh4MjEwjci7FTlPoH78djpKZ2aorNV6TxxCQdl4/SMWz90KQtkkFU5j1WirFJhlSprgTMF1qlSU/Q/3Rx0AvMXw/xlkG7smCSDcAMpPiWv4sGGPsmYNpj4z2L0Llrp4s043gucUs97D4Ri398dxOtrRWAYYQtBrZt7Pbi3fR73rbls9i1e0i/S9KetrHPKmapBiQuFM4GjklwvBKGhBUuDo2V+gwwVFOVWUlwuF/CLBj3FmCaY+M9CtIOlYTz/YmBFve472As9B6D3IOSyNVwo5IDfiPAzgXvTHvee+gwelouYhVO8ydnyfo7xMpypPmeq8BTgbFWWjnVdc2vQCSxcAe2NKp4h/BLlP7mQW0WYYOKsMR0x8Z9F6E0ci+NDKG8F5tXjnsP9geD3HAzSLmvgQRF+7MEd0sb/rr2cvnrYM5vRjXh/6uHPfJ/zwtpIz1SlZbRrmlpg0QpYdBS0NmJEIDyEcBkX8HVLFZ1dmPjPAvQuWjnEe1A+BExYAvwcHNkH3XthZCjZNQL78LhD4Y6mFHecfgWdE7VjrrPr3bT153i2U84DzgXO1FH+m21ph8VHBR1BU2vdzfkDwj/Khfys7nc2pgQT/xmO3siFKJcDJ0z0XkO9cHhvENZJkqEj8Bs8OgR+tP5qHpjo843ReeRiVmSFc5zj5SK8PExPLUOAeUtg6bGwYBn1/a9c6MDjUqsyOvMx8Z+haAdnIVyB8uwJ3ceHIwcCL3+oP8EFwqMSZIbcsOEKtk3k2cb4eehSFuSGeZWEq7FVK++P0NQMS46FJccEZSnqxBDCp2jlMjmfcUz3G9MBE/8ZRhjX/zjw5onk6ftZ6OqEw3uCMM9oiHBIhY6Uxw3rruRX432m0RgeupSV/jCvU+UN4Y5oZYjA/KWwbFWQQlonOhE+wKv5pk0KzzxM/GcI9Yrr50bg0O7A0x8ttBOmYn7XgxvWPoEfyN9RS36PMUVsvYQnOHgjyutQVlc6p20BLF8NC5dTLwX4NfAuuYjf1uVuxqRg4j8D0A5eCXyGCcT1s8NwaBcc2T+G6AuPq/DpFuXrp26id7zPM6YW3Yj3YDfnOJ/3Ai+odE5zW9AJLD46KGs9IQLP/+u08l7bgnJmYOI/jdHbWcgAm1DeNN57ZIfhwI4gXXO0MscCfxCPT657FjfO9fz72cafLubMnHKpChehpEs/TzcFncDSVXXoBGAfwlvlQr4/4TsZDcXEf5qiHTwX4TqUNeO53uXg4M4gpj9GeOfHIly+fhN3jNdWY2aw9b2s0QzvUfgbtHwdSFMzrDg+mCCesDIIn0V5v1xEwmRhY7Ix8Z9maAfNwMeA90LlDI7RbxAI/sEdkKsykSvgi9ChKS7fcCX3TMReY+bx4IdY5vp5B/BO1fIV4M1tcNSaYPHYhBRCeAiP18sF/GECdzEahIn/NEI7eCLCDShnjOf6vkOw//HqC7MEhoEveWk+s+5Kto/fUmM2sOvdtPVleYsK71ctn09qbYejTwwKy02ALPARLuRyWyE8vTDxnwaoImzmPcDHGWM5fyUyQ7Dn4aCMcjVE6JBmLl3/aVucYxTzyMW0ZJR3I/xTpdLUC5bCMScHI4JxI/wMjzfa4rDpg4n/FKMdHB/G9p9X+8VBBs/BndXj+iLcjcc/briKn0/MUmO2s+X9HMMQn0D469JFY54Hy1bDiuNAxr+5Zy8e75BXc8OEjTUmjIn/FKKbuQjHtUDNtRmH+gJvf3ig8udhrZ1/Wr+U66ZrDXxjevLgJZzllCtVeVbpZ00tcMxJQUXRCfBt4P/JRSRZU240CBP/KSAM8/wryodrvdb5cODxoAZPpdRNEUYQrki18gmrpGlMhK3v5K8U/lMpzzibvwRWnhZ0BuPkXpo5X17BrgkZaYwbE/9JRjtoA64HXl3rtQNHoPNPo5ZWvikN7197DY9PwETDyPP4RlqHunifgw+WpoemUnD0SWFq6HgQ9uLxcrmA39XBVKNGTPwnEb2FlYzwXeCs2i4MFmod2lVloZaw24O3WK6+0SgeuZjVI8qXqbBaeP5iWHn6uEcBQ8Cb5CI2T9BEo0ZM/CcJ7eAs4LvAylquywzD7geDGH8lPOFbbSnefuKVHJm4lYZRHVVk6yW8A7i8tJz0hEYBQWmIf5EL+URdDDUSYeI/CWgHrw4zetprua5nP+zdBn7lYgvdnsfb11/Nf9fFSMNIyJ/eydqccINq+Qh24TJYdTp4ZUUkEiBcj/K3chGZOphpjIGJf4PRG/kw8K+1lF92Pux9JKizXwkR7miGt5y6id11MtMwakK/SNPWB9iI8gGFouTP5hZYvT6oHlozws9I8Up5FV11MtWogol/gwhLMH8V5bW1XJcZhp0PwEiFLTIEhkX40LqrucrqpxvTgYfeyTNzQQLDSfF2kWB18LKKRaXH5FE8Xiqv5qF62GhUxsS/Aeh3WEyW7wNPr+W6gW7Y9WDlzVVE+CPwhg2b2FofKw2jPjx0KQv8Ia5U5a2lny0Iw0CpWsNAwhGU8+UiW5zYKEz864zexhIG+TE1ZvR07Q7q8lTJ3f/M+ifwQdtQxZjOPHgxr3LwtdISEc1tsGYDNNc04wVAPyleKBfwi7oZaeQx8a8jofDfAfxZ4msc7Hkk2GSlFBEywN9t2MTX6makYTSQrZfwBFVuLS0Ul0rDcevHsYWk0IfyArnItg+tNyb+dUI7WIpwB8qTk16Ty8DOLZXTOEU4hMcrrSaPMdN45GJWjMD/oDwj3i4Cx54MS2pKdgaglxQvkAv4dd2MNEz868F4hD8zBDvuDyZ4SxHYkoLzbaWuMVN55GJaMvAlVd5Y+tmyVUGV0BrpBc6zfYLrh4n/BNGbWUaOO4AnJb1muB92PBB4/qUI3J5q5zVWl8eYDWx5Jx8EPqElWrNgaRAGqnHbyB5SnGflIOqDif8ECIX/J8CZSa8ZOAK7tlReuOV5XLFuKe+zKpzGbGLrO3mFCzYpKqoNNG8RHP/EoFx0YoQjCOfJq/l9nc2cc5j4jxO9leUM85Nadt3qPRgUZqtQez/rwT+sv4av1NVIw5gmbPlHnqQ+t6IUZf63L4A1T6x5RXA3QQjo7nraONcw8R8HeivLGeJO4IlJr+neA3sfLU/lFKHXg5et28T/1dlMw5hWbHk/xzDM7VoyN9Y6D054IqSaa7pdNx7nyKv5Y12NnEOY+NeIdjAf+Bk1xPi7OmHfo+XtEsQwX7DhKn5TPwsNY/qy44Ms6e/nDi1Jh25pgxPOgHQtlUGFLpSny0Vsq7OZc4LaplvmOKp4CN+iBuE/vKey8CMcSac4z4TfmEusuYzu+fM5F4pj9iNDsP1+8GtZxqgsA27T71Dr6gEDE//auJHPoLw06ende4OqnJU+Sqc57/SrLGvBmHusuYzueWnOQ4r//Y8MBllwrnIV22qcTpYb9S7GU0d0TmPinxC9kbcD70p6/pF9QWXOUkQ47KU5d+0Vlq1gzF1OvJIjbe2cJ1Kctz/UFyx81Nry3c7lIFfX1cA5gMX8E6AdvBC4jZLStdU4sh/2/ImyspsCXQjnbdhkk1SGAfDoB1g0PMAPFZ4Wb1+4PFgHUBPCJXIhm+po3qzGxH8M9GaeQI5fAAuTnN9zEDofqpjVcygN556+iXsbYKZhzFgeuZiFGfihanEV3CXHBJvE14CPx0vk1fywrgbOUizsMwp6C0fjcxsJhX/gSFXhP+ilOduE3zDKOXUTvak2/hLhl/H27n1BpdsaSOH4tt7MuroaOEsx8a+CdtDGCN9FWZPk/JEB2LW1Qklm4YiX5px1V3B/A8w0jFnB2svpS7fxwtJJ4EO7gqMGFuFzm97MsroaOAsx8a+AKoJwHfDUJOfnRoIshQqbsGRFucCE3zDGZu3l9EkrLxNhZ7x9/+OVS55XRTmJHDdrB7UtG5tjmPhXYjMfR7kwyanOD4Q/O1L+mXj83YZruLPe5hnGbGXDJ9knwktE6I23732kcunzUXgOwhfqatwsw8S/BN3M+SgfSnSuBqGe4YHyz0T4xIar+a9622cYs531V/OA53ERQn4s7Vzw35pfoRJuVZS36ObyrSWNAMv2iaG3sJIM94UrB8ek809Vd+D69vqrea1tsm4Y42fLJfy9Oj4fb5u3KCgDUYNy9QNPthIQ5ZjnH6KKxwhfTyr8XburCD/8qn0ZbzbhN4yJseFqviDCZ+JtAz1BgcQamA98w1YAl2PiH7GZDwBnJzl1sKdqCtpjzcLLT9xIhf25DMOolfXLeL8It8TbDu+pcQIYnspBNtbTrtmAhX0A3czTUH6Oju0d5LLw2N2QLY89djfBM06/hocaYqRhzFH2bKS9u4ufqnJW1OZ5cOKZ0Log8W0cwvPkQn7WECNnIHPe89fbWYjjW0mEH4XdWysKfzbtcYEJv2HUn5UbGZQU5wP5jH/nYOfWmqqAeig3aAeLGmHjTGTOiz8DfAE4Mcmp+7cHMcdSPPjHtVdzV30NMwwjYv2V7E15vFKEvOuVHQkygGqYXTve0j8LzGnx1838Ncprk5w72ANdFVYaCnxn/TV8rt62GYZRzLqruVvgA/G2gR44sKOGmyiv0Q7eWGfTZiRzVvx1M6fiuCbJuc5B58MVqnQKO+fP528aYJ5hGBVYdzVXCdwebzu0q+YFYNdoR7LR/mxmToq//p4mHN8iSAMbk/2PQmaouE3ATymvW3MZ3Q0w0TCMCoigzcKbRdgbtanC7odAk28CsxDhBu1IVqJ9tjInxZ/H+RgUMgdGo78bDu8tbxePj669hl/U2TLDMMbg1E0cRHmDCPktXzJDsO+xGm6iPANJtpJ/tjLnxF9v5kzgPUnOdTnY83B5uwh3rlvKf9TZNMMwEhLWzLos3nZ4L/Qfruk2/6Lf4eR62jWTmFPir4qQ4wuJ0joJVhKWFmwT4aCkeINspLaN5gzDqCvrl/FRgV/F2zofriH9U2khN3d3/ppT4s9m3gbFuwVVY7CnfBWhgKL89forqRAIMgxjMpGN5KSF1yIcidpyGdhTYe/sqigv0g5e2QDzpj1zRvz1Zo6iZJhY9Vyt8g9IuGLDNXy/vpYZhjFe1n+aHQJ/G2/rPVRz+Ycr9Vba62rYDGDOiD8+n0FZnOTUrl0wMljcJsLd65/ABxthmmEY42fDJjZ7wpfibfu2QTZ5ha3jGeLDdTdsmjMnxF87OBvl9UnOzQ7DwdLFXEIuDX8jf0fyxeSGYUwaTfA+gT3R375fOVljFN6jm1lbd8OmMbNe/PV2WqC4Jvho7H002J2rCOEztvm6YUxfTt1Er5fiknhb/xHoPZj4Fs1oskWfs4VZL/708wHgtCSn9nUFRxwRHl+6lH9tgGWGYdSRdVdxE3BbvG1fJWeuGso5eiOvqb9l05NZLf7awSmQcEtGF/xDKUN4+8qNDFb4xDCMaYakeAdCfmPVbAYObK/hBsqn9RaSF4qewcxq8Qc+B7QmObFrN2TKJ4j+e8PV/KDeRhmG0Rg2XMVOET4Sbzu8B0Yq7LNdhZWMzI2NX2at+IfDt/OSnOtnguJQRQhH2lP8Y/0tMwyjkax/FlcJ3BP9rQp7atnBV7hEO3hiA0ybVsxK8dcO2lA+lfT8AzuC7IA4InzgpKuoLVvYMIwpRy7CT6d4W7z2T6VFm1UJKgB8ujHWTR9mpfgD7wRWJTlxZBC695U0Cr9Yf1Vx3rBhGDOH06/idyifjbftfzyo15WQ8/RGnl13w6YRs0789XYWIsUbPozGvkeDYWGMrMDbRGrYH8gwjGlHqp1/FuiM/s5lgg4gMcrHGmDWtGHWiT8DvA9lWZJT+w8HJZuLEP5zwya2NsAywzAmkbWX0+dJce5/9z4Y7k98i+doR7J5w5nIrBJ/7WAFyruTnVyh/rewe94yPl5/ywzDmArWbeJmEe6I/laFvbVN/v57A8yaFswq8Qf+mYS7cx3ZX7F+z0dO3EjyiiCGYUx7POGDEtuFdbAX+rtGuyKG8jS9kZc2yLQpZdaIv3ZwPMLfJzrXlW/6LMLW9c/i+kbYZhjG1LHuau5G6Ii37d9O+abc1fk3VaTOZk05s0b8ETaitCQ5tXtv+SYteHxILiL5LqCGYcwc0vwLQj7XZ3gAepLW/VGezE28qkGWTRmzQvx1M2tR3pTkXOcqVu38xYar+G4DTDMMYxqw4Qq2CcXp2wd2lGX6VUf5V9XZoZcRs+PLOD4GpJKcenh3kPIVJ63JU0MNw5ihtPJv8bo/maEgCpAIZQObeW2DLJsSZrz4awdnIcmGZH4ODu0ubhPhlrXX8ItG2GYYxvRhwyfZJ8qV8baDO0GTB3s/qh3JnMyZwIwXf4RPkHAy5tCuoAMoXIoP/FODLDMMY5rRLFwukM/1yWWgq3O0K2Iop+Lx1w0ybdKZ0eKvHTwX5S+TnJvLwOHS/5OF62xBl2HMHU7dRC8en4i3Hdpd7BSOiuPDehfpBpg26cxo8QcuTXrioV3BZG+EwHAzfLQRRhmGMX1pVj4rws7obz8Hh3aOdkURJ3CQCxpi2CQzY8Vfb2YdwouSnJvLlE/sqMfVp25id+UrDMOYrZy6iRGtUPO/NBFkFN5Vd6OmgBkr/vi8p5ZYf5HXL/QtaOeyRplmGMb0ZsNSvi7Cn6K/nauwp0d1/kI7eGpDDJtEZqT4680chfKGJOf6mQolm+HaNZdRWtLNMIw5gmzEiRTv+dG9r4bYv8z8jZ5mpPjj83YSbs94aHfZBs7ZZorTvQzDmHs0KV8XyLuGzq+QFFIN5dV6CysbZNqkMOPEX++iFeXtSc71s0EsL44H37RYv2EYp25iBI+r422H9wa1vxLQRIZ3NMSwSWLGiT8HeROwIsmph3aXZfioNvHJBllmGMYMo93j8wL5Cv+5ymHiyihv07uSRSCmIzNK/FURJFm9fj8H3SVeP8LtG65gSwNMMwxjBnLilRwRr7jmT+JFX7CcQ8nmHqcjM0r82cxLUNYmObVrd4VN2T0ub4RZhmHMXFS4Ml7xMzMEPQeSXjxz0z5nlvjDe5Oc5HLlsX6B36y/ip82wijDMGYuG65ip8C3421dyWcFn6A3ck7djZoEZoz46038Gcrzkpzb1VmesuWJef2GYVQmTfFc4FA/DCRPBp+RaZ8zRvxxvCfJaeoqeP3CI2uX8T+NMMswjJnP6Zu4F+FH8bbSCsBVUV6sHZzSALMayowQf72J1cBfJTm3ex/ksiWNwqdkI8kSuAzDmJN4Jd5/fzcM91c7u+RS4ZKGGNVAZoT44/O3aIJKegpd5bt07W9WrmuMYYZhzBbWb+IOEf4Yb0tc8kF500xL+5z24h+mdyaqod1zEDKle/Mqnz11E6WthmEY5Sifif/Z1xUsFk3AIrp4WUNsahDTXvy5mXNQ1iQ5tbSXFvDT7XylEWYZhjH7aF/OZijU/XKufNFX30gzu3vmsae3nX19bWT8cHMvN7M2eklUFXMq0Q6+AbwOoD/TxD17ltA12MLhoRZ8J6xcOMTqRQMsdQP0bCuuySrw3Q3X8PKpsNswjJnJlndytcLF0d/ZdIo9S4/lvv2LeWDfYnYemUd83/eWlOOs1Yf5izUH/JY2Tn/xpbsenQKza2Zai792sAjY99CBRa03bVnDXY8dzUiu8mBl764dLM918vw1Wc45Icex83KkhJet28Stk2u1YRgzmYfexRk5n3u39zZzy2PzuWNnOyuOP5nmlrFD+vOa/e5hv/mv/u9Ht/94EkydENNb/Dfz99/644mf/+JvT8MfJVfHz/k8dP8fcbElvZc9b+DQ378+e4xcRPLtmQ3DMIB3PW/xro5HFqyO/l64aBErjl1Vwx28q37+k+9P6/z/aRvzv/DCC1OXfu+sj33u16MLP0DXwX1Fwt+Sgicc5X/FhN8wjPGwfJ7/jfjffb29+ImL/QO4dz37vBf9W53NqivTVvxT/r5Nv9q5fNlY5znnOLS/eEbmmauzunye+0LDjDMMY1Zz4Ya+j6+en8u7napKz+Ha9n9S5z78rHNf/Ja6G1cnpqX4P+cvX3R2Z0/73yc5t/vQQfxccY/8tGNz9667ku2NsM0wjNnP2svpe+rRw7+Lt/X1dKOq1S6pgvvCs859yUl1NK1uTDvxf9vb3tbknPsvTTgfcWh/8c7s85rg+SfkrI6PYRgT4hlrMh9tiilkLpejr+dIbTdRbQZ/Wu4XPu3E/6HHdr0W5fgk5/Yc7iIzUrx+65nHZYfnH+vf1BDjDMOYM7z+6wM/fMrRQz3xtt7ucWz9rXrh88590dPrZVe9mFbir6qSTuk/Jz2/6+D+srYzVuRu27CRTIXTDcMwauLM5Zmiid+RkWGGBgdrvk9zOneV3rJ8Qd0MqwNj18tpAKoqfP9lzyE39CLcwNPI9J+mIz0rfvsfJ6UzudMShXtGhocY6OsrapvfDM9foxsbYbNhGHOPC5+sH7lxm/8Ph4ZSeV3q6+mmrb29pvsMZr2n7t6V6tVvLN5Byt2DcA8p7x6EP8oFR3bU3fAETFqev976ovPR/rfhDj0Dd3AJLiPqABXICeoLV/zqBP7n4aMS3W/vrh1lWT5PX5U78MOt/Uc3wHzDMOYor3/asofu3N1+evS353kcf/KppFKpmu7z5jM7eetZneA5SCkiAuIA6UL5EfA9UvoDeVVfV52/QkUa5vmrqnD7Cz5A9vDr0b1ryfw8jQqIAAqkEC+ov494gPDrzsXJ7u0c3YcOlbX3Z7xpObFiGMbMJaPyXuC26G/nHAO9PSxcsrSm+/zoseW89ay9IIJ4YdZQ4H4vQ3gtqq/F4XTzwl+j8j00fZ1cVMOOwjVSd89ff/CqYxnuuhr/8Zfh9zTjhU8RKTxOBHwBJ6CgPuw42M4bv7su0TOOdB1i1+Nl5TNyIotXHDmyvcbpeMMwjNFZufq4R1QLG7a0tLax+oQTa77P517yME9YOYB4Drwop9EFr6rBAQTCSA7lJtCr5KK+X9Xli8So24Sv/s/L1+t3nvIHen/aSeaeV6OR8HvBYzR6TYFLBa+kwKXBNfHrPcm8foDDB8t3VxbhZyb8hmE0AlX+O/73yPAQmZHhmu9z5+NLAy3UdHikgPBVPPBS4HnBe/HSePJXiPdL7Vj4O/324lfU6/tAHcRfVUVveu5XGfn1/WQffjLkJPDyU7EjHRyaDsU+PPw06jxwKX6/Z36i540MDzHQ31fhE++7E/0uhmEYlWhKybdK22rO+Qfu2r4I/HTgALt0wRkmpouRYyypgvOM/Lmqfke/ufC7+q2lx034CzFB8deOF7+QjvWHdeSetyAjHhL1Wumw50oXvHwXfcmY568p8JvIjqT44/5k4t/dVXkupLk5bdU7DcNoCDt37tyKyNZ4W19Pb80rfrsGm7h/7zxwXnD4qdApDl9JFZxkDSMleCApxPNQT84Ht1W/sfTdqhsnpN/jvlg7znkP2d/frv7exZLyAqOj8I56BbGPf7HovUsFX1w9UOG+A/PJ+MmmH3oOVxT/xw4cODAjamgbhjEzkdikL4Dv5xisGIUYnbt2LA68fz/0+P2Yc+zHnONoFBCNBPCCDgDmq7jP6PVXfls7NjSP9/uMS/z1W8+5TIfv/ZSSkyBlJyb8UXhHY4ZHou97xV/QD9p+t2deoucODQ5UjLOJcOd4vodhGEZSVPS20rbKIejRuWvH/Hy4O+gAYo6ypkr0M3r18ueJ5OcEXq2De7+nHSuShU1KqFn8c+Ity4UAACAASURBVNc96ws6svVSxEmwaX0wJMlPXJT1Yl4g+tEQxg8Nj9rx+O2+ZAsmeqosrRaRn9T6PQzDMGrhWU9/+i9FpEiEBvr6xxH6SfOnQ62hBkohBJTvEML3+fmAWCdAEBoS9cATVDhX+9ydesMpC2v9PjWJv375nFd4/sNvU1FBvaAHijJ4CMU+8vZd7ND4F/IgF6R6qsKRgTTbjrQken6VkI82Nzeb528YRkO58cYbfdAfxNuc8xka6K/5Xr/pnBcsd1IvTHmPvapX0MtoXiDqGKLoCsFIQBAUeYobPHJNrTYkFn+95WULnNvxTVUnBW/fA5oCo+PDl8jIyNvXMPsnjPEHnUXQ4/1ub1ui51cP+ciW/fv3l+d+GoZh1B2vLPTT31t76OfXe9oKgh/pZSTwLqadZZ5/2CZh+MdLgScgvDH3+eWvqembJD3R37fnTrS3LbjEQ4g8/LAncrHeypfwvYBP8N4nPASchp/phEM+YCEfwzAmB4/5P4DiHQIHB/pii7OSsbWrlb7h0DF2QI7C+2gEkAsXwuakEB7yYx1GeJ6oF6waxvuCfnZl4jTQROKvm/5yrfi7zwJBkIIHHzcympSIT/5G7+NZQNF7F6z4/f3+ZJ5/f0818Xd3JbqBYRjGBNm9e8thRO6Jt/m+z9DgQE33cQq/39saiL1IYR40PwKIhdQjjz/+Pj9B7OXXAqiwKOf89ya1IZn4e0euUkXyJRryQp8uNtj3wp4reo0OLSxdjr3f2dNE1/DYxZH8XK5qGdWWlpa6L3s2DMOoisr/lTaNJ/Rz78FQ/H3C+L+Gr4TtsZFALoye5BNogvMkH0r3EARPeLNef0ai9MkxxV+/+LYmpwfPDmpQRLF7yj18lbwROEIvX2LtpSMG4cGuZBO9/X09FdtFeNzi/YZhTCbiuTLxHxyoXfy3dLUQzH0SHNF7JHZ4sfcxzc2XyAknfiPvX71F7vDBNyR5/pjinxu57/34w2mJDFEJ4/2hoLtiQS8cxLz+8EtFPZtTVOHB7mTrE/p7K4u/qvwm0Q0MwzDqRFrkZwRKlieXy5XtKjgW2440kY1mDyINjXcGTgsjAz+aJ4V8KL0oS4jg2uDyv0ny/LHDPm74ZcFssodo/GFSPCyJD19cbPiCVzCMmJFOeKg7oeff21uxXUR/negGhmEYdWLnzp3dItxX2l5r3D/nhIe7mkPtDPuSUs8/r52xiIofOdhRwo3ky+IH87KcpV88adFYz08Q8x/ckPfk8wbFQjjEXiU2bImPAOJxrPA7+gqP9Iwt/pmR4ao9qud55vkbhjEFlMf9hwZqE3+ArYdjGujC17xexiMoFCIoEHQA4bmST6DxwqL54vn9uWeP9exRxf+3//WNJ4kOzCOe4aOxIQcx7z9K5YwbrcQ6ACmIv4Nth2NDnlGo5vUDmaVLl/5x7DsYhmHUF/H4RWnb8NDgOFI+m2MTvhQ0MnK2tWQUUBp5Ua+gr0Ak6Vvmv+arn+/IPHW0Z1cV/2uuH3iHnxv4VZDlEz4/vyhBCiJPyaFxQ0u+FIUv99CRZPH+arUzRHhg27ZttQXZDMMw6oCnendpm+/7DA/XVuP/gcOtQcQkHl0p1c74HCqEWT9Reijk117FnPPlI/evyPr6q89+ffDKL96qFRdTVRT/K7/Sf1VOvGtWD/+8NczsJ5p1ltKQTj6+rzFDNXaOxl7D9ygPJoz3D1eNo3n3J7qBYRhGndm5c+djIlKWiTI0WFuph32DKY4MeeGIYTTtJPjcaSG+Hwl/NO+KBxKMPFZkHyClg15WvHcNHhy6/YtfLO8AysT/U5/t/UxO5ZKcCksyYfnqfK8Ue68C7UfB0U8uxKPin5X1XhTu4ZJl+jjnGB4aqviZKg+MeQPDMIwGICKqaFnYubqzWp2t3c3JtDP6rGkBHPPUWFvYefgQRV8EZdnQveQQHDy3Twdu+0yHFq2oLRL/y6/qebHvybudCDkVWnJd+b13JVrIRfiA9mPgVTfDK74JK58eMzo+Eoj1XEThImU4J+zoG1v8R/shUykTf8MwphD1/lDaNDJceyR666FQC10V7Sx1rM+7El72NXjq+wojgijhJpRagCWZh8nlwEdQeH52b+8/x5+bF39V9XIq/+Gc4Dth2cijILmSCYjY+6dcAu3Lg7bVf1EySREZFBP+/Apf2NWXxiWYFxktdUpELOxjGMbUIZSJv+/7ZDOZmm6zc6CpWF+raacS7I64KpzHPfMtsOhEUA3j/YV5V3HC0uzD5FTwNdB0J967L7+8/5jouXnx/49Pdr/YKWf4Gnj9qzO/Cx4YTUZAYZZZmuCkvyxYn2otn60uXbWmku+ZOgeSTfZWE38RjnR1dXUmuolhGEYDaPLKwz4AIzVO+u4dSIeTuBRrp0p5SN1rDmP+BBU9T3pBbHGYgPPyxRiWZR4m54SskyD8o7RnNXdJ9Ny8+Pt4L3UKvgo5X1iZua8wjIhy+YUgvWj+SmiObR7Tu6d6nCr/hTQ/W717IJ3oRxkaqFzPB8RCPoZhTCkrVqx4hJIKnzAO8R8M9bA01bPSkRmCoViRy6Wnxxz08KTQVz/K30Y2B34OfBccTnlpdGlB/J2+yKngK2RzsDz3CPm75FdmETzIK6nEuf2nlK1IKw0VRa8KewbGLuYGMDJcebIXdFuiGxiGYTSIu+++Oysi20vbMyPVdKsyPRmPwdwY2hl/v/2nhbZ0a6x0jldUdbnF9dKe3U/OD5x6XwUnPPFjHxtcBaH4b9zYtR4nxzsV/HCHrYVuTyzmFAwp8mmevbshG37Bh38AR3aEnr0WvPxKYaCwbXf/2J5/NpsZbXu0x8e8gWEYRoNR9JHStlo9f4C9/enRtTP+/u6vgJ8NLjz0SCE0FE/DJwizLx95GN8XXA7UhZEdN/QiCMXfR852Goi+c5DLBb2GRL2QSPRNgw4hMwh3boQ/fh1+8uHC4oPonPy5UDwaCI7OoaYxf4zs6EWSTPwNw5hyBCkTf9/3yWZrm/TdM5geXTvjx+HH4bZ3wgOb4Z7rKcyrUhz+QViU68TXmOev4FTOhmAzSECf7AiE3yGIOESD3kskZogXLijwBB68FR68LZh8yBtI8Qx19LeG30iVrFMODo/t+Y9WIU9ETPwNw5gGyMPFsZmAXCZDU1OyxBYI4/6Rox3XzvhrnMd/HhyiscdHGhyNAhwL2IefC9d+OUg5wVeeDKHnr773ZOfAqeAcLHePheUcohnk0KBoEYFPbJWZFl7j70t7K4IvtnewOVH5i0xmVPHfPvYdDMMwGotKuecPkM1ma7rP3oFoX3NHuXZWO6AwOgDQ4uwghIXuADgpzhZFTtu4Udu9L35Rm1TYoCqoC559jL+t4K1DIeUTCimb+QqdJUOT0s4gPhfgK50JJ3tH8fwzl1xyyZ5ENzEMw2ggXpNXMQqRzdQm/nuGmoJSx1pBO/MHsVeJpdNTSMOHorDRIrePnAPnBPUFF+i8l80ePiO9+7HutdpEs2owIaACR7EjvGO4YEAk2KdXCIcZUnkoAmHHEOssSsinNY1Btrrnv3vjxo2u2oeGYRiTRZvn7au0GsnP1Rbz3zuYKminFyZhRgGUSGqjaExeWiV2EuGowQMNy4QqLNR9qB+bQw4TU1POnemp55/ownx+dcEJS3R3SRy/5OH5SeD4FmOR50/hNT9LrflFDH25ZJ5/Lpur8onYto2GYUwLtm3b1itQtiCp1rBPXy42d1qa3VMp3z/KDIqfG3UGQpDuCSzS/RDl+IfnBZfKiZ5zchwujAepoE5YrPsKmT2lpUYpNSD2Gi/bXAmBvmyiPePx/crF/kUw8TcMY9qgIvtK23I1ZvsMZsPibKPFNMr0N5bamdfh+BwAzOMInmaifJvgo2DS9zhPHccH4h/E/NVBm/YXPHuForKhpb1R3Cgo7gAq5Kn2ZSqHg0pxfjXPXw8muoFhGMYkIEq5+Of80dYplTEcxfChuuc/hqMtriTmH3YQLX5fqO2BxqMgKsd5ih6nBKIf3axJB0rEXWOlHmIPrTQUgeLzSt5P1PNXFRN/wzCmDSpaJv4AroqGVTxXYcj3KmvnaI52vlMI5wLyE7/RQi9ooz+YqvXJO/g4jvfUyTFRQ3Q0MVx4UjSUiB7kxx5YMS4lsVcpaUsW868m/AAiFvM3DGP6UMnzB/BdcvEHGMzGMirjRd2qaS0Udwb5rRyl6JwW15d37vMV99FjPEEXRhofDQmaGCKeK1p8eOFkghQeUrT1mMZeY6lLoXFJPP/qIR8QsbCPYRjTCJGKG42rqy0pcTAb6qivlddMlZZwyO+jTiENVAuvEmpySxjJ0VgHokpLWpUF+R7FC05Ip4cLWUQunD2OdzVFoaySdKPynyA0OnhiX27smL/vV//RVLXypr6GYRhTgIgMVIrvuySblsQY9KM0zWgEEOpq/t4lWlvq/Uerg/MlHkBUaHUDhdtFrw7SqizUsJdQn2BDGLIxjz42FAmLBRUNLyonoxYMjG9KQNKYf/UfzfO8anWeDcMwJh3ntOLGvVpj2GcoF4uSAEUaGtyRMq3Nx3PC9vzogPzRQh/OBYn50XouIRD/BUEakObv5WkYdslP9GrsmcU9S7nYlxoY3gfFjyY1xkCqLBALbqW11Us1DMNoJMJAJX+1Zs8/5xWiJPkwe4kjXfQKRVqbf1wUeg+0O/L8pRDwByAtTpqcp0EH4gVxesnfTAoLu6IHRRMQUphNLlp1VnZNwZ5cwo5wNPF3LmWev2EY0wYRr1+1XNwqtY3GkB+bQ60o9GVPKPQNUeWFfAWGoFNQAU/9QkqogqKIU9K+OpVwY/bIsS9y3qOL4s58tXSk/N0rjQxG/xrFVD8znVYTf8MwphF+xf1mRZKltefPz3vl1aIqZVcUzwdo8bn5T9QFk8LhnG5U4TMtikaCn58Njvco6hVsKBL6UQyi9PPgBpJ00cMovYTv+xb2MQxj2uBpKuOX7+ZILe4uQJMXi7gk8vwpnx4t1VgNxF+hxPsPYv6qDhxaWBcQ1ezP31wKYajSB+bnBGIz1PGa1PFTE/4Yo53X1NQ06i4vhmEYk4tWdPE9rzbxT8XT5hM/OvZamocTOvOeRqmj4eEUdUpaVJ2iwXVO42OPZGGe0g0HSqt65jsGTdwPyig/mmrlH9owDGMq0GrSVmPYJy2EIh1N/JYkz1RytGMTw+qKTw/OCTx/ccGyAImyfRTSOOkD5qFaqOAQ5fbH4/j53NIxhiOR8LvyHkMSdmmpVPWyz845E3/DMKYNmlKvUtTHGyVxpRJpiYl9kfZGb0scbaBoJ6/SREuNwu0O1XDnLqdB/+HA8532BMMAUKcUvoTEZo+JDSM0tqlAhaNsVRr516SqLSJ4XuWznXPJakIbhmFMBlqa2hgwWgSjEkHMP5bmGQ8DFYWEpPyIr8eKRXggSPGU+KZa+bCP0x6VIMUTBRFF8RD8/E2VMP1SCccOsYeVTkhX8vxrzHeFwPt3rrwsqmqLef6GYUwjUh4VXH/Pq81PTUWZkvnayxR7+ZUyKyVqiOZaXUyfg/tltTlcC6b5NE+ckna+6wnXfqGiqCqq6WDLl/yksxQ2aYHiyd9SsS/bySseMqrhh0inqLQfQkuLxfwNw5g+eKqpSrk+qXRt4p/OO+FhzL/UsQ688JiOlpwQzQF4sWiNQta1Bt6+gLioA2DAw3EIDYYBOEV8RYkbHe9uoh7JVR+KlO7hGw4zohTSpCMhr0rc38I+hmFMJ9TT+aVtnufV7Pk3Afl8/aICmZS818rx/8gpL6n8mfFbwnB9ePiKqh7yVHWn+or6Cs7hnOLEy8eONF6WOb6QIL5NY/woGiVIcZuDtlSySnfVJn2zWcp+aMMwjKlCHYtK21Kp2n3UtOio2jmWtiKAX+JdK2Rdc17fNYz3q9OdaXx2apjsH2RROpzflM9cDUJKmr8RTqIoUeGE0qFJ6asWzlmUdgzkxo7cpJsq/3giLBzzYsMwjElCRBaWVvUcLWOxGgsix7hkwrZiqn2l86LGkoninN8MvgvCPeGmLc7pTo+c7sS5YDiQc4hzOFKFO+YTd2KJms4r/jxuyBhbjS1OJ/P8003NVT7JmfgbhjFtUHXlnn+6NvH3gEWeFjbOqrQfelFGTywiE+8EikJEwflZ10yg8Q6nDucr+P7OtOf5j2dyHqSCWWLnhJxrjk3YQiGWT7iBQKyrKV14QPHHOA1WC4fXL0wnK3bU1NRU7aOyH9owDGOqUGRhaTZLreK/KO2CygbxDbTKkmlCr17ikZgwVBSWhshPv+b/gGG/HfUdDocXdgDq5HFv7YLjH8a5jOYcmnPgO0b8eaXfjvxwonTCNj7xUOkoKjgkLErs+bdUbBcR8/wNw5g2iJY7pOmm2sR/cdofUzsr5v3nRTmMxkRNYWonThjILCDQdx/nO9R3pHK5+72/u1ayztct6vtEx6BbWOhRHOG+vSVDjfy+klJ4rbjvpBZeVVnclEz8m5rN8zcMYwYgrChtGiVyUZHFzW5M7SzP/qHYMQ+1WjWq1SmoKv25heD74LvwULdsect9wYrfrN6jOYcLvf/B3EKKlhkLYbqmFl51lN4o3yvFhjFh57CwYkZsOel05R9PVZfV9KsahmE0EmVVaVMqXW3OsjKLU9HiLKimnWWH02D+1SdI1Q9sKTocKQYzbeD7aM7hBxr/yMZrVw56AKL6K+e74ATfpze7OIjt59dTKZqP6UcGlvZEJZ1DpTx/Jyzyknr+lX88VVlZ069qGIbRQBRdXdqWrjHmvyTtFypvVtLOIh3V4vVUEu8sCLUbcDCQXRxGdBzqglfnu19BWG6nyfe/rTkdiDqAI9kloZaHK379KPYUvkSef9Fsc0lPVdZ7BV9gUbp4YqQaIkJzS3ncX6S8lzUMw5gKTjrppEXAvNL2dI1hnyVNYaJ+kXbCqFGVKM8/csDjVRhCmY1CPs73cblA3z3kqxCK/6bvn9qLum+qczjf0T20gmiyIC/uTgo9StygpEdYKnpxwmwfoKL4q6qJv2EY04JcLlfB628adSvaSixOudo1NV8DSPKBmKBCp+Tj//25Rfm5XHU+6nTL57930s8gVmgznW7+AE4fVeezc3hNIb80Nqmg+Xh/9OAKkw9jHMubahD/5tYKrRb2MQxjepCr4Iw2t9Tm9QMsSY9D/CGotOMI/4dCxAZQhK6Ro1HnUOfA1yGcviF6Zl78P/+9Nd2e816pzg08PnACql5Y7ye8Wb5ehKA+4XyAFxt6jGGoH4wijm3yE9f3aW6tJP7aunr16qXJ7mAYhtFA1Du+tKlamvpoHN2UK0RYkgh/VFYfyGcF+bFwfJgx1DVydD7mD7ztSz8+7Z7omUV1Fq694+T70857jst5O3zXBM4LY/yFkI/6occfFggKhD35CCAlcExzLtEP0txSSfyhv7//uEQ3MAzDaCju9NKW5irJKqOxKhL/SLgr6qeUvPfQSJc11GqfcEI4mAvoGjkK0EFBX/vlH596Q/yZZUV2rr3z1D+k5/HnOdeWDe4qhSKe+cmGqFNwFE02JOqxlONaKtRqrkBrW2XxV/VOS3QDwzCMhiLrSluqZSpWY37KBXV9ksb584IfNEa1+lEJk3TCVyccGVnS6cR/+ld+cvp/lz63YoW1a289/VALme3qJKgAl/f0CR/m8r1NPvZUrQOIQkIi+RIQq1qSef4trW0Vd/QSKe9tDcMwpoC1pQ3pGsX/uJbQ649mbUu1M5/9o0G4Pb4K2AUOuIbh+eJFt/C6o64/52t3rLu/0nNHKa8p26K4kSr5mwfx/nB+wWnQAURxf0mQDeRgdcKwD0BLW3sl20z8DcOYUk455ZQWVT0x3uZ5Hs3NtcX8V0V6WJIWXxzfJ7+GKijJHGT1qIP8/vEu1i84wMngyuOHH6323Krin3apb0RRnbxHT+zG6sIRgZ/vCIrmAICiXFSffI90XA3i39ZeLv6qauJvGMaUMjzsTqNEQ2sVfoBVzdniRVuRp+9DaT1/jdXzV6eB8LtgP5ZoH/ZQ+MHJ/8rG/60qtlXFP/XZP34TJy64YdjD5L39QvaPhntO5juK/AQxxfUp0Hwnsjph2AegtYLnL2Kev2EYU4t6ubJ4f+UMxdFZ3Rzulx6tpYo52/GU+kLUJYjAqAuFPxL9SGPz6Z/yo9GeW1X8RUShaSdOilf7RjYh+dW+CnmD1Y/NEeSXJoexqCD4zzHpXLBZcQLa5pUtnkNVFy5fvvzYRDcwDMNoAOp4cmlbtQzF0VjVlAtFP9TEfBRFw0JtQqS8USRGw9h7pM1ReChyzNWBqP5wtOeOuqVWyqU/gkMJhxHqCHscwh5Hg4fngl5H8+VHI4MprBLOD0UgpXBMQu+/rX1exUlf3/eflOgGhmEYjUB5SmlTS4WqBGOxMhL/KJUzrNWjfqihqgXdDXfkKsz5FqIuQUg+uIcot7dc+/BDoz13VPFv/tK9Xxdp2hHvXSKRVxxRticEw46oulw0PMmf7xcbisLqpmTiLyK0V/b+/zzRDQzDMOqMqgpCkQaJCC1tbTXdp9VzLE2FHnzkUEdVOqWgnYRZlnnNDSMs+c+KFuLie5K+dKxnj7mZbirV9AYJ53aLlg5HcSYtGKFEJSCiTiBMD42GJX4Y+nFwcmsm8Q/UvqBSCX85K/ENDMMw6siqk046TVWLhKmltbXmmj7HN/sFfYyt7tV8jF+Dipx+qLt+GGXJe/+av5zwvVP5r5Yvbd0y1rPHFP+mL9zzC5X0t6J4UpBeFNWOKIR7ivcbiD6PhfxVUJH8RMXahAu9AObNX1Cp2Tx/wzCmBMn4Ty1ta63R6wc4pXUkSKjJR1XIe9pl4h7WbAv0VVF1YQJOLByv8qd20h9I8uwxxR+g/StbXg/pX0YryNBoUreQZ6r5/NPQuGDHmEJMytdgF5kw8+f01pHEP1D7/HlISdxfVVetWLHimMQ3MQzDqBMqFeL9rZXWJI3Oyc1ZyBFM8LqYhvqBuGu08DceZYkyMAEVLYTkRfZLc+sL5StbDid5diLxB2j76gPPAu+x+OKyIO4fGqlaGAmE+acFoyFKC1UNJjKOTvlBGdMkRnop5i8o37o3l8uZ928YxqSj8Belba0V1iSNxSnN2XzmZKCPofMcK9Ofj6TkMy4VlbCKp8tPEvfj85K2L9yzPemzE4u/iGjb/Mx6NPX7fG4/8XmAcPgRTUrEOwQNUobyExrh7HUt3v/CxUvK2pzjGYlvYBiGUQdOOOGExaj+WbytpbW15t27AE5OZ2KZOrFQTz5qEnOwoSjlMwoVAdvT8Nx51z10dy3PTiz+ALJp28i867Y8RUh9OrCxYE7e65foPcG4IOq9SpYeq4PTm5OL/4JFiys1P68W+w3DMCZKxud5lGhnW/v8mu9zTNqnXeLh8si7l4KmihYJfVHmZXDSD9pSqbOa/+vBP9T6/JrEP6L9ugfel9KmlyDeYCHdKDa5G5+NLopVudjkhHBac/JJ36bmZtraS1M+9SkrVqyo/Vc3DMMYL+qfU9pUKR19LI7T3hLRDzVTXCD6OApRlii2n9fbEU/4SPuJr3lJ0hh/KeMSf4DW6+//fvvAhoWepL8sqB8YHiSa5g0tdAPh5IQU3qOcVoPnD7Bk+fLSprTv+88a73cwDMOoFUXOjv+dSqVqjverc6zMHSkO9+QFP5pHDTuCKNQTPBsROqSpaV3b1x78d9m4MdnEaQXGLf4AcuONftt1D/xtGxztkborGKFEwh8am09dja8JCL7sEs9nRSr5to6Lly0vy6P1fX3eRL6DYRhGUk444YRjUF0fb2uft6Dm/P6D+/ZxWltMD4t0M5L72KQvIPBrQZ/Rft2Df9X25fsen+h3mZD4R8j1D3W1Xb/l7LamplOE1G2CZON+f/G8QHHcf+XIwcTPSaXSFSZ+9fn1+A6GYRhjMZLTspDP/EXlmYij0dN9mL7eI6yf74XefWnIvBAKEpGsiNzoeannt1//4F+0X//Qr+r0Vah9enoU5Kv3Pwacr6oy+MYnfkg8dzGqR2tUpFqCbxpW/wGF47Jd3NWdYumKFYmesXTFUfR0F4W4zlq06PglPT07u+v5XQzDMEoR1fM19ncqlaowF1mdnsOHOXRgH0uaYFVLFM8P8zojFER0t3ipa11z65fnXXv33vp9gwJ18fxLERGdd8MDn2i/fuuxLpU+U4UbQPZLOJoJsn+CnNbnrGihc8dj7OvcnR/2jMb8hYtKyzynPK/vxY34HoZhGBEbNmxoVuFF8bb5CxclCvmoKl0H9nPowD4AXnhUU+jhRxtgKeLxqChXeOjz2l76xBPavrbl3xsl/BCV4Jwk9OJTVgz1tL0X9S9QcSeqkkLg3Lu6eLA3S1v7PFauOYH2eaMn8PQc7mLnY9tiLfLtnp7u1zTWesMw5jLHHnfCC3D+D+Jtx514Ms1jVPIcGhzg0P59ZEYKCS6b/7yNJy1M5RB+r6LfbcL7bst1Y9fjqSeTKv6lDP2/M56tGf81Vz3c+4rLHuxbGbW3z1/A8qOOZv7CRaSqLJz40/33khkZBkBEek4++aQVd999d/LcUcMwjBpYuWrN5xT3D9Hfbe3zWHn8morn5nI5hgcH6Dl8mOHhoaLPljXLgd89q/2i1rZ5v5Nr7x5srNXVmVLxj1i9evXSvr7+PUBZF9ra1kZLWxupVFPQEajD93MM9PUxMjwcOzN1Xk9P1x2TZ7VhGHMFVZVVx63Zrap5J7WltYWW1nY8z0PEwzkfP5cjkxkp8vJL8eA9nZ27rpgUw0ehrhO+42X37t2HlyxZssk5fV/pZ8NDQwwPDVW6rAgRPR8w8TcMo+4cd9xJT4kLP8DI8AgjwyP5Egyelxr7RiKPtbU2f65RdtZCQyZ8x4OI/DtwYPx30Jer6rQYyRiGMbtw5C6s1N5zpJt9ezvZv3cP+/d2MjIyXOm0PCLee7dt21bb6tYGMW3EHT0L/wAAAehJREFU//Dhw73g/ct4r1fVNUuXLn1mPW0yDMPYuHGjB/K60vbh4SEGB/rzfzvn6D7cVTVrUYQf7tm1/X8aZ2ltTBvxBzhypOvLIDeO93rnKPs/yDAMYyJc+9Wvnl0a8gHIVojrq3M4v0LVApGtaU9e2xADx8m0En8R0SVLFr0JZJyr2PSis846q6m+VhmGMZdR5Y2V2r1U5Rh/ad6/CJ3S0vTCnTun10LUaSX+ANu3bx9ua2t5uYj8chyXL3vsscdeUHejDMOYk6w866x2nL6q0metbe1lQt/a2lbcKQi/9Wh+3p5HH93VUEPHwbQTf4B9+/YdfNKTznwuyMcJN35MinO8vkFmGYYx19h/6BVAxVWnqVSKFUcfy/wFC2ifN49Fi5ewZFm+8nBORD56+iknP3P37ke3Vbp+qkmQmzQ1bN++3Y2MDN/Z1tZ6C4iIyOlUWAdQjDzoedw9PDz840kx0jCMWc2CRQvXCywQkWVA2Q7tnufR0tJKa2sbTc3NCDzsIZ9uX7bkrTseefjW7du3j7vkcqOZMamRK1asmO/7/jNU9RRVPVlV5gGHRKRLld3NzamfHTx4cN9U22kYxuxDVWX1ySefqll3FuqWi8giVbdIRNJO2S4ejzVJy7YdOx55cKptTcr/B4Q6TyTyj5X4AAAAAElFTkSuQmCC",e:1},{id:"image_7",w:114,h:135,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHIAAACHCAYAAADKgg3XAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nN19edQlR3Xfr6q73/uWmWFG+472BYEECAltQQtCWGxixzkYbAW8EBIO2GCbhHMsL2ASjAAZ4njDdhIMDEKWjYFgcxgRLKEFDAgICMQygBaY0TLb9733uqpu/qi61bfqdb/3vmW0pM7pr/tV162uuvu9Vd2fwv8nhehqjVs/fRGouAhUPhW6PAFQm6DLPoAeUPQAVUEpDXIjkBsBdgTnlqDMj2Dt16GHN2Gu/qR6ylcfeqTns9KiHukBrKXQredcCtN7HfTchSh6BwGqbKbUMTUFgMTZ9+QPB0ATwYzuhVreBmXer8699Zb9O4v1KY85QtLt516GYfkbqOaeDvS2QKmGIEpOR3UQLfmRNiBqMEKhDQ13oh58FEfd/WZ13A8H+2dWay+PGULSzee8CJh/O4r5UwHtx81EjOdwUCCMmnF6RHmFoC9Lq1mC2XsDDrJvUKfddv/6zGr9yqOekPTFs18JLPwu9PwJHrla3FUdxBJ1Usr4FmVtfMPAENTAcX08E+DMAG7vNeqCW/7zKqe0X8qjlpD0lSdvxtLiJ1AsXgAo5ZEc1KVi0UNzpiBCTCidq1DuGBkxW9pwf1HNOgEbVLBbvgu0+2Xqgq9+da1zXY+ipzd5+AvddPZVGBywHXrxQpBSXlXmRBSSo4K08KHII98R4JxvwwerTSJ470bCQfSJ5hks9SqAAICaOxHlQbfRzU//vf2Ji1nLo0oiia7WuOkzn0G5+ExAqyhZpMIZjVQCqUAxkuW9SBj5EDTsS+Ie17OkKkrvKalyJRM5gtl7g7rwlhevdf5rKY8aQtIPjp3DPUd+BXr+1EiFKH1MPOmGRsixn0mJxBYUb9Oosn9pQ9nhyfshlnQAcIAb3IGNe85XZ96xbxXTX3N5VBCSbnnioXCbbwP6x6TEk2fpSSKVHlCQVFafqpGgqSU4OPyseA3fhxPSyUNzQKKSHavs4XYc8ZNTH4kw5RG3kXT7GafAbvmGJyKQSiAaezcWITASHQAHKBecknCwDeQ6yg6OG/ma4UBNGyaYVLGOUiaJDhgA3Xs87j7iK0RXP+x4fUQlku540hbs2fxdqPJA75Xq1KFh6ZPIio6KAnRut6QTFP7EWFCUGLKI+DO/jvEoGizFx1A2FmE3HQE0+LK68OanrRlBKyiPmEQSQWH3xluA4sCEcDJTE9UZe6LkJU8RoKyXRvZKFQFkGwmV0iXVYJQ4vsdSaoNUc3gh+kB4DnvEPDZAMB4EkXtn0c3nfmr/YjAt+0Ui6ZbPHorhvqth7OdQzd2onvGcHWNtbjrnM8D85T7AD4Rkz1QiRo40dzpiHaUeK0uJ9I06TWYm/VrUEQD3dMAeBlgbDicYCOGan6Xg56MBXRGotwt6cQm6KlCUGmXvo+qZL/mPq0LqlLJ/CLnt794GU/8+7AggIjjzDYC2AepWFOVt2HDt66EX3ugnnnmnuVOqBCUiMVxzn5Eo1VseB2aXSUIgOjaqqYu/FVC/ABgdDtgRUI8AW/vDGcBZL8kyJOF5FKUnatHz10UFVP296FWHq0tevne1uO0q5Xp3SNu2lRje+6vNZI2Cc0+Cs0+KyF7+t4TyAaC3B6j2AcVuoNwL6EHqPWpkSGKvVFxH79U1NksG7q2DFBcR/9JDDvBaA0YDZgSYYSDmEHA1YI0naOJAMWMGuKLybV2PCb4B5H4ewF+sA6qTsu6EhLnnBTDDo2BrwNRhIk7YLwCAgtoEFFsC11aALoFCA/0aKA1QfRPAdzOVGhCvWZVK1z9QRIYgANp1ah6HCo3g0Px2DnCCkGYEmIE/u8Co1gipDLCq8POxIy+RJXvBDoC7Co8JQg6Gr28mO/ITdUZMJBSlAasBXQTu1UBRALYEqh6AxwGlsH0cgigCLBMPTXgC+Lp42SGSYzkFGaOqRqUyMQdLwGgJsIGQ9cgzqA1zssJh4v6UDqq19EyZqGCcT5/+y1PUFa+5cx2wHcu6EpL+8X+chnrPpQ0HDzN7wvGa9o6NLhDDiMKFswJMCWAAzLOtYyI6wAJJblXmUKVXk3uXcZDZOfGSmYjhGhoYPuDnMRr4eZigWSzCEbxZZlIV4HQJlFUgoIxtCRiqXwLw1nVAeSzrK5H1vn+PehjUz7BRR2QaDo4SEbhWE1DUWDruAhAclBkCGlDaYN6FhYXombrUsWEixryoqE882LYi1Gt0uqj5Hezd0kEnJAxJqgBVC5i7706UP/uRJyahkUi2kaoEXAWUVhATLOmvJtr6NqVebtcD7cA6EpK2bd2AnXe/2hMxHHUgJtuTiOSAKFsC2gKlgTvkeFhVQpuRR7EuQQ99AsruxjjR8rgQTV0kKA8sI2RkJOHUsDrNHB9SizAHnQLtDGBqkK1BRQla2Ai3517ALQE22FWOTRVrmgKg6OQIj1gBSh+B6+6+HMCn1wv/6yeR99/3KtTLmzwBB0C9HCRy0E1IXXqVihH0cDf04iEoyEErDaUroDoGMHc0To0SBOVAnR2bGDtSQ+M2R4dtLhMwxn8cuwbJJAWoOcwVc9Cq9rdAsErBKA013AG4AWBUyOawcLGzowEEk8IlSqsClL4K60jI9cvsmMHrG9sYJNIuB4KGc73kz6Ml8durYb33fmitoZVGCY0SCqiO9XYR4iAHIFNXsOJ+cH74vpPtQzvO2shMELfn7A4coOdQlgqFUigJKKChlfLH3h2IZsQuA3bQzNUsI9FMY7+HgB1eSde//8D1Qv+6SCRdf+1FGOw+HVYQsg4TsBx3hZiLnRIVHIIQTuh998GpJzUeKgiqd6zwVkX6TNpCdoTYXY0JbXZ6mktfTWldkggQhwKgF6FIBWElKBCU0lBKQy/taEIrExghOlzB/jvnMRw1EEukBoqyh+HuVwK4dj1osD6qdbj8H1APg4s+aDjVDAAnHJ64UqG96ipLP4TaQT+0Ha4ogJrVqPUSGffQCK9PBv9SnULElVyiipVxpW7aRLXKKlr7/lEAWPB8wek4TSClAa2hlh709tE4rz6d9c/W8KqVLKDlmmWoR+kZ2FSArl6DdSLkmlUr/f0fHwE3fKFXq0Ei3cAT1UY14s/1cmM/uc4MAWtR7Pi2TwyoAhQT2X2gPAJeNUrVKRyfSFTbEDs6PlniG0KNSlXMoRGRfxZCf3ohqHYClPPd6WBgrfESSbWftx0BFM526BnYhVjahawQ4yJqruEZ9OF3PH2tNADWQyL37ftVmLr0gxt4FVrLDMigyfBIz07p4AD1AF1ALQ2A0T6QZm/S2yvqnwxV/0g80MKrPimVIlkQvVpZhFQAmWqVqpvjSO8RKb2IGFoQgbQC6QIY7fPPsATUgZicSAe85BVirkYHBygkPOoQnugKqAdvBfDCtZJhTRJJ27aVoPq1sJzFqQPHcdw1bLjVBA6lYdPG1aHe+MB6190gXQViBomqTmyunW0Q61zjEZJrCMjIdCIHyktQY0kEjLfneJUIKDY2DhVr57KC2rOjybVyms4abz7IeMk0jI9RM9+a8VALyRxdSR/6/deshQ7AWlXrji89H2Z0hM+rsloJeUgrVgoi0Uaeg3mCZugRUNeAsdD3fh0oSx90B+yp3imNk6QEIYDwWxAz2tGMcKGv5nCNNzyW4nONylYb4/NIAVR4KVIPbfePsDYQLpxd3STUiYkszzzvgANOxNv6ffSRd5+8FlKsjZD18NcarjPMYUHyeGKjZoJsUziuZO61BjCE6q7PAmUfVAaNTw6kN/h4krc35ts55AKx4syRyLPGbR1COse2SnKbzBuuDmlssdKgogJVfeiffjMLYWyYT7iGIC7bUitwIDWSrYF6uAiz/D+JaNX0WDUgffw9x8OaZzVSN2qIU9eNtOVqx5imna39b+u5WO3+GTDcA5Q978GSgyICzZ2NKGX5HtbotXIiQMaS8lqGK8L5kbsEokfsAL0JqI4D61QqCqDsQZU9VD++HTDULDLn+4GiF2sb1Uum0ViR+Ufe+fPSeQ62/tdfedgJicHSr8COVMppQX26QCxXIwbihn8HtcO5V56osd552HkXqJzz3K99mKAWLwJQeaQ6aQszSWLJ40R76yGZAY2aTlQzAQtPDfUeTVQUoKoPDHaHOUrpDl6vlHJn0zkyPqywoWxH2aut63fQ1msPXg05VkVI2rq1B2f/Xar/WZWy3QgTtKxuwjYJhDpWQxw2hG0U1e0f9MtYVQ+kg4otNgIbLmqIwft2OMZj28ZBeXSKcu81zqA52NPlZDyr5YXzI1NQoUBlH6jmgR9/GaizMCjfsSdVNqtca8Ica6+xnGnCkzqGbltglt+xGpqsTiLd918MVx+cqNREMgVR+SCBcKBBvHNBvXo7qXduB92/HdSbA1W9EEQD2PQyQC0gSiCr0SiF0gECxqRVShtLtVS9cXMVgN5RwOJTwas0VPSAag6o+uh95UMh7AgMEyUwU9tRwnmTmHCGWM0aoWodO4qjq+i695308BDSGL+Vg4INYC+MiQZhJyCkUaqdmA8N94l8lsQQ9Nc+CvQWQNUcXFn4WKzcCBzwKkEc4V3KFRACUhvq0utk5xyHIMKzJQdseYkfa1gzpaoH6i+Adt0Ltete4a1m/TnBKCyZrKEkU8t9PyYQkdWsGRWol6/e74Skre89Bba+OHqpPCBWH9EeCG7kFX0mMiPRZg6CqYERofrONtBgF9CbB1Vz3u2HAjY9y6vYxEFBaiMl4aL9k2FIKAoizBDSNHc6sOnSuBxFZQXqzQP9Bai7bgQMPG86F8YvJRxIvGIeAzNutJNCKqUDxOGIqX+errvm9P1KSNRLv5DaRdNwmGXOMw0Ro90I9ssKtcbEjUE1eaendlA3/wXQ9wiksmp2Exz8BmDhiULoJAEzLzVRccKTlcwkmUBXwJFvBi8qky7henN+DKMl9G77a28frUgHOpv2Hwkomc0KXLFUhnjSGRFbs6SONOr6t/YvIcm+IlELpm5UBy8XRQcnTDpXOTImjCpXxF21Q/WNT8Jt/zKoPw/qL4J6faAsgLIPHPUOYMO5QqLQECVZeMbYokYzj3DE9zoq4Jg/8PYxrF5Qfw7oLwK9BajPvw8Y2aD+w7xgU8kuAFQKKMNRwO870uQX0JWDX6Nk79WgyYoNRaKkBtzoFbT1A4ftF0LSde9+Cmx9UqPbA5dxLGhMw6GseniSTnBswrXCaTAhVTeywAjoffK3QfUAmFsA9Ra856hLoJjzSD/ktYDqNf0knqpUrzROaJmX1QvAsW8HNp7nJb8qvbPVXwD6C7D3fQvVNz8N1IFJpWfK+2pLDVQamNPAfAEsFMC8BuaVPyoHFBbQQTezmmU8yoSKHQGjuge373Wz0mZlSfPh4BVJgM/X0iYyMeVibURiQDCpUK89lxYqOD3KT0wpYKSAfQOof34ncOU7/fJRXQDGQFnjx3PILwKbLwbu+RNg1+fR2EFhD6M3y7cIyYarjWcDx18NlIcGz9UnxslvKAaRQ+8TbwVGFJIAtpFGOB/eBkm0jzsWdNrzoE+5FGrzkd5h23UvaMf3Qd+5EcX2G6GGy8FGArCF1wRm5NW67SHJgpnRr9Gnrn2Hes4bhutLSOdeniSK2ZWODk7msbIUSrefEU0I8aACXCCkVn6LhPVbKzBSKL/1WdSL/wX6st/0Kw/FyBOT7e/CicBJ1wD1vcDO64BdXwT2fSuTzKwUm4DNFwCHvwpYPBMxuaABUiH4L3sgssDfvRnq/vu87TbB++Z9OAWAHsFtPhr0jN9A8bSX+n2sVd8vydVDqI0HA4edApx6CWh5N+pbP4Tyjo9A1RxjDgFbpY5QXQO6Bmx9CHbXLwDwsXUjJG295hzse/A4TyAZbpjsyLdTEJLVB0fxoxzJMhR04PSwVdL4BVxQier2j6Me7IZ+7h94Li9qkLNQ1kLx/pryGOCYN4elor3A4E6gfgAwu/zvajNQPg6YPw5YOEmEBgRo54cSFo2hSz+X69+E8s6bgJHzTg47cWSBgoAewRz7b1C8+F3QCwf4OfHHKlRgSl34WFhpqGoO1bmvAp1wIeynfwfFvgcAVwI0AlzlF5uLPlByCq8HuNEvrishUQ9e4R2ZQMC4jCO8U1av0quLtgqNlEhiOhcsdXAcnPEuvlLACF5aFVB9/Z9ghkugF74LujcPOAsq+DlBc/IG42IzMHdes61CF2Hzs0hOKAUUChTGRGDEa7h6AFz3JpTfuRkYuBAWcdxhvPPSI9THX4LqRe8EyjkeAKIGcA7ZZivPIMpAHXAM9IveDXvDW1Ds3QVA+hthd7rmaGD0bPr79x6qrnzjTyeRZyZnh4gUrH1ZYph5h5i0l3Ezk3D1eZtEvvNbOgtJTMnhi2mYZVgDyw7lnTeh/OPLYL71WY+cqg+q+qCqB1dWfqtiUXobp3T4joT/lgSRC+vGyi8QFxqkS5/TLSufFtQFzF03o3zfM70kDi1QG3/wuOCA0sEeeCLKK94WJpMRTKKXt0cW4dD+41xqbhPU5W8D9TQAjiXFYkKz4FBiuX7lNBrNJpFb33U+7OjoJOi32bXckSaTyAREieQSGTeIkg1ZFGsbx4fgbZBF4yyRA+ol9K5/C+jgY1A/7w9RHnk6VKFBRE1SRzUP8v4VNRsClAJBJ20Agtm5HcUn/hN6P/4aMKRAQOvtFXuZynpprABc/Eaostd0ocMOgPCtHnfXF+Bu+TOg3gWc/DwUpzwLam4jmnSdhd58JOonvhTVV7eGOQcvVouFBWsAN3oFgGvWTkhjXxalz9km3OC9NBRCh5gEyFx9znow8hzjL1Sq4A2y+iuKwBTB6eFVBQf4DU8ayvwIvQ/+ArAwj/qsV4JOvgTFISdC9xdap9DQTUFBgayBfeDHoO/dhOrWD6L34E99fFhTE2ZYQURrgcrPqT76QlRHPCmqdU9Ar8ZpsAd26+tQ3vfPcBe/G+XTXx3mwGbJhVBNA8qiPON5oP/7D1DLIwAVQHMAAgFLjtft2bT1miPVy3/97rUR0torUoembuK+6OBQZitFCmtsC6K4JteoIwr20sBLo4MPlrVYwrLOx2w2vL1VL6H6P38J/MsHgZLgDjoJ7uATQZuPAm06FNhwiPcglx8Adv0Matfd0A/8EMX2L0HHfTfkPVJmyDpkY4gzMcbviIP3VNVpzw4EVsIOFqDBXtCfX45yz/dhX/JhlGc+PzhwIeQBhZd7WHIBVfZRH/sMVN/+LOJivDHBa41ZMwVXXwngv62akPTh9xyLwYMnpx5q8FzjSy2mISAPPIYa3JG44HfzWUrJeUfDwffBKlWTR5KrPVU1Z4LC5iZb+EOzt6mgl++CvvuuwDCqiSOj3xUu5MIw7xTnGJHEIUMqDUBr6MfzyogSz1GwN/wmyoe+B3PWG1Ce/nOANdGZ8oxtfEjC3Bzg9HHnAnd+BnHvkq4FntlW2hetiZDA6OcStcocKhPgctUjLunIzAoTkjKVKojpWDIJ8Y0rzproIDnWNe8axvQfv9EVXvkutECSZBY04+EY1rI953CJ49/gdMlEf9hZBw3oxQOA0XKjWgHYO/4R5Z3XeaG77E2AUnA/vB36r5/lwxeCz/zM94Bfvj2k9vy41ZYjvP11FlA1QP1GFUc/pL6YPnXtJvWcN+xeHSGNeXaSHOdtjQn3sg3jkEN6qx2SycQEhM0MkkkhriTniWh0kE72bm1jlygQEEEqTUiqFiJ7kzxfetHUMIUMo5hwMaFhvZYggtt4DHRRAWrY3LMW6nO/B9QEc9IVKBe2AADUoScDyxYYWP/sfglzyBkB6cGb1SWwuAVxkZ3VapTIIDjGlNhVXwzgH9rINDH8oG3bSrj60sZbDQ+L4Ue2ysFeq2UplGpNeK7S8UkkBogLzzJfyyouxoHBw4tvRXOOMmy55Pf9+Z1/U4vfcQG3uZbJf5ZKkzGq8RKql+5v3rAOLw+5HT+A3vUTr643HN7g7/4fA8PgQJnAFCc/FzGOVTq8Qym8chYCK8xY1IbDy7poNVki77v9PFi7KcY3zLWsy+MeFalmqVGLedjBhIvnQEXK7zVqzDODRvP5FB0mrfwzlQIcO0siqwIE+yqfzUwi7FZcLQlesZRUaSJKeAYd7fWjLkOyngi056fgDcv6u18AnAUN9oD+1y+HbSEAehp2ywkoz3qxb6sL78SVfaD+WePI6eBkMTF5Ad8zcychJycEXGYfedUjrr0Jm8KBfVxMxbgU8lkSN27baKmXWzJYbbNzFZMGwfHirJPc3MXSGCVX5od5cVeoMA6hrG2Iy/MxzZkeugfozXsiKAW9sDl6oXrHt2H+5OXA756G4u6v+fqeBm3YAPXSD/iVGx12mff89hF377eCDyAdLtZ28jCn0dZrjlwFId2zm51gIvVmhVpNth5mzk5iD3NCyd/UXR+Xilj6RWiTMBkTk7NM2e4+/i1VVlRd0juVZkIwEy+KG4L7zueB3kIgZg9qy9GoD30a0POZnPLO/w012O2THD0Nt+Uw4JdugD7qDG/HS7+y4o85qK9d1zCKcxnxXDbW0UUrIiRtvfZgWPPUSDhOwcUAmV131xCTpXDMW80IlBOUiU0tBGUVbAWDRLspHBWZaTI2BPVG1Jkm0JfxLy9JcejkhBS6bB6BkOXnrwE5C8z5RWeUfZRXvgvm6Av8OuRcOBYXYM55LdSbb4c69qyGiEXPM0E1D7fjByi2fynsPAjzgSBeslxoAePOa6NXt400g8vgnIoxYtxXE6Qy387oSHh6GCcKkDo1OUFjnfCEcsLzF67i/YDoJNnA9hHg932inRRv0yVqP7GjSPvkczDVqB2wdw/sF/4c5eW/7oP7cgRVHYny1X8Ft3M7aOcPoDYcCHXsWSgXt3jnyIw8EV3YFahDJuiG3w47D8qQBBHhT9xKkoRI57dgbYJqteb8dDOV4Ip8jTFKBqsG6eRkdrJNKl1W1yadCTyJNpQSIr/XdZ2BjN3rGrMhYOhQ/tPb4X5wG9BfAHqL/lzNQx9+Cooznwt90oU+t8qFQ42y54+iB/O5D6C462afiXTUaITknEcM9gz6xJ+O5SG7CUn23FRHs32yjZpNdoix6gszlpwsEdOGnPw+0CQO2hA/BieIJA9I+OxenrTo0hTcPzOkg1exAwf9318At/0r3mnpzfvNYuwElWUT6wLNMpb29faLH0L5qd8JKyxsLmhc27HpiiGIKbG86+wcHa2EpK3XzMPaMxsnR4YeMgFg00kqCNXagv8xyWtpQ2iHl8hnhpkGP6YyW56fSDO3a5HeWA+P+JED9g2hr70U9l/+BgQVCNgPEldlhPRZHDJD2I+9BcVHXgcsWb+FJKY1WX2iUaXsVEIIjbHnZKPukEgzOgvOVI3BFZ4UCZHPd1nLbA4ByRc2uhDeRgAuuVTnHbRJm+woeQ2vQ0rb4NX4o5pz+GG9isU+g+Kjrwd+73TYr30SNNwT1h3FshYA2ns/7E1/A/Vbh6LY9gFg2TSJAo4h5RZLmSaUC+KewE/OsdHu7Fg6b8z9tWFRld8fZFXq5ABy6UR3BqerTt7j+xB95dLc5UC1MU7X/a7rLnh2yBwFVeugRj9C8WcvAyoNetxRsEeeCWw8DOrBH0L/5F+h9j6AwlDwTgMBgSZpUQhGkiGQtX4HnvRRnBn7qG87Icmcm7xpFDcXi4A56qVgH2VabixZLZCQL2e1IVCJM6FbQnL4tvZt9V195nVd96O2UYgbro3yTot2UPu2o7x3u4Al70Ez81vRl3bNogDHylqGdra5bpYHT6RtfzWnLrkqfju9nZCuvrjZaGwadSozLMlWR0ZWZk/aEJRLaRfSpl1P+j1L/SzPlqVV8lnNqiY0ii8RiUlKDcVgkRkgVDo1OI4HNYITiWo17rn/dABf5uGM2Uj6+B89HpYOaAwtUpsoY5yYdRH2MV+HnGTnZD21/O5E4Azw+XNmgXczjLO1PuCCVSYvudmgRvnIwyqGYx+D4dhOs4TGrBo1zqauz5RDGZfIZXduVKn84gkJQxu9Kx6YSycjkbVSiZnUbjWS2VWXM0mu8qfBc8nhu9qO+QEBIIEhgV80xCudIKhQr27wFNnjuNdK9XmNbRTAkB1B3Kcm5Ei+A4f0Gi31be1mIUobzP6C7yorge+qi8JAQhhckyHj37yDIX6CzQJq6RLZ3bhEqqVnNslxaSMFcaP0ZTOJAxYEnZaWk23akNHl1XbB5+274Lv2EOWO2iT4/PmzwLc5Xjx4/nKWyRyeJHbno3q8HM64RDqckGx9kNkbdnLY+LKnxWOxlBJjWmjQds6RlgfssqwFvo1x2upWAt81pq4xx2dIySShSrnOQcSQHrAuF2nbtiiICSHp+vcfiLqYTx0a0UHy/h8/kEIwO2UykybWRoC8jjra5nVdRF0P+La5tB0z9csC4ER9EAT5GZokPUoNLRwUfvqvx/PwUolcHpyeUl+k5jhelHEj20uE+kkIyMskSZP32oi8HvBd45oEP8u82u51wcd6KZGM/1DP99m0gRohU3uewN2lhCwfEo6ObTiDBBEJiAZZcpHktDabN41rZf0k+Bwxs8CPIW5CH6uBz+vy+i6Y/H7+ZUtQ6mjG9F2gS7nzCm6Z2cilZycq1Ml4kTug8TPSZ0+VgLYJTYOf1M80+C6YNqleCfxUScvObSlGuQqD8FvSgM8aWZ0DnI0519RrNerUxrHJPCWZzOWNSvFbN6wWWibWFZ/l17N4l11Fws/qtfK9WeG7PNNJ8G33JRwXC59rlfiU75bKtcq4OcwCVB3BXaQSafoHRXGWrm9ibMMo+czLLl02a1K2pO3cBj+pTOtnmnTPCr8SqZzU/9TnUsjqQGg8gUQZy9tqM0NFQtLf/tFBqMsqWZ5Ksg3UnKXTAzRnOUg5WNVS3xU7tsFPmvx6wU8av7wnz21M6lrayXtJP0EC5XIbh3AyJJErTdyOHFD35rnrRiIJT0hc3Pj+gyRmUKsxPxgemCR/W8okieTrNqOQKBYAAA6tSURBVMR1tZ2lLu97GnzX86cRddJzcgbuai8dRiaU/NxM8qEnQdC60vSlP60ASchi19PGt26IGJJfa5NrjnKlvs2Q51LQ9Xs94LGCe2OIXAG8y9p0wXPbLvhJcHLrjEyDxvgy/lbYPjwUkITUy+cmy1TSY012q3GHgsWYgeRgZMnrurzFWeEntZnl3qzw+XJbfpb329q0wXc5PTISyPtEIGB+gIDie6cDiWqlkxpqy20cIi0kO8j1d46USVLVFSfm8Cu5bnt+1722cU4a/zT4ttIF35ZsyBlbJtKZwLkQsbYs/HJWE37U+vC4hkYuAMo4kvU1GmLYbJRtnNaFgGnX0+7l9V335b22pSbJWG2la0dD3m+bJM8KDxJEZRy78AYaUq2I7DzEKYCUSFdsijeTz0Rn0gfxMB6AvJ7mjSYTyK4xoa2smyUkadMGDDcmARP6kG3b7GMbfJemaYVnIhLSCAEiDUqpxyr3DiscDQRCEpFC3ZtLVWee3RHeakzZhdFNI1JXXX4t63Lnp83edB2T4DEBXtZPWmie9Nyu6y74NhgAjSebIY+kZrSAK4Szc/17D4MlNaZGk/c6mGOywc1CwLaBT4Nv4+b1gJ+G3K7fk5y5fCw5fNfc22ASjcb0CAdvF+EGRIDTGwEm5D5zTENt6RW59CEEZO5vOphWzpow6S6Cd9W1weepsVwKZbtJz58FftrcuuCRtW+DV+IHZXjPO5XOkC3mASakdkeP6eG4vVGIcuQCMYBZJYVa2rdNPofPf+f2rctudfU3C/yk8YxlZ7KjDX6aRMaD0jqZQZOxpcy6Wd0HmJDWHpPsGo8bZQUQmNDhSfnD84HlddO2fHTBt0lEDs/Xsyw/TXr+LPBdseUk+LbrtnQdkIVzNH4fUmMCcGUf4PBDLz0hpn/kC6vkGs+JvaRk+0Goi6+7dUxU7ulsU4X5/Tb4vG2b2mtDtERizhBdUtIFn9d3wc/CdDm8PAoInDOugUSlsnDZQqToFB2fxCZRxQJjm2incfUkhM0ilTn8NDsnr6eFPl2e77S6rusu7bMS+Lx0SjQ1UhjnSYDTJW3dWgTVis2pWlVNTpXPEQk0TpAuuzFp4rPC59dt3qPQOlOfOatkrRS+q92kvnL4GKcDqUkLwkVIIwnvryhUd2/0hCTaGL1RZB0wsHy3g7kh/gPObGD5ANtKmyRMajepfpbndD13FvhZpKkLvs25GztLPFIjLGPPF7iXC/kDt9HbSFds8A0CwaSNlE+0PDhKH5KnvuQg8wG1rXLMCt+GjDb4trIWYkwLI6b10Qbfta+WWg4uebjH6laZDV4indrYSGKWmpOpuiixSFVBPgA5gbbJzSoV01Yf8j5nlf6ue5OkqqvMAj/LcwnjpoFycYagA18DMMUGTUQaRAvJe/+56MYHt9VNGKicXJsdzPvpmmAbXNu9tmevB3zbAvEsfbe174KXDkz0V7hNqJMrIJKYym7Q+Nh7NoOgopiy7cv36eRrZY7aVWKX9M1aN6v0dsF3SY+EWc166P6GT+qyTtq+lALxu7YbSzizZSzwt7Kx6DcuXVHz8LbtHdOkrWWsnfD8e9aEQte99YSftrOvE15195UIheqWeJk44KL1hhIj2jLWieYnKPh34Pk6fOydv8TInU3aQti1dVAOMI//pq37tcG3/W6Dn1Tf1Q4t9W0E4Btd30rJ4ZNrgV8tjkgDbqua9rETNV9CqwNiA0k4Ja51uKbwMKcACp/elFw286CnXM+KAPkBpElS0tX3NPg8KdEFnzNpG+NNYkaFQLTmk9r+w/aCsIx7xdfchwII/RLAlmRgcJ5w/M9UdOE/ZsscUvD3UUkY4o5BouW3rJ80sVngu6R8ElPsb/i8qFk647a6+RpIGYhaBOKVhadJEWgjH65cvwTt3QwsA3oZKIZAFb6qWIlF5polsQgfvwNgdeMQrcR+xEF3wORc3NXfauG7GGcl8FDt8LkpWdHzBdFU6b+2rAqgF4hXEdBzQFH7oxz6b/moAkDRL0H396H2AmoZKAZAOQD6A0AP/VfuKxPebVf+cIU3uE4hiWmAFBnIBtpWZpG+lcCvts1KykokbCWFICSStR+8+SqN/yB/qT1hSwClBdTI042W++WeUy+v3GDJ/+Ow5BOYLt3mAeHVJsjRyD/S3tjYYPU1W3/VXPM/PIncLVQGG3m+l/ST2XCVt8vuJc4akKzlQfyOO+d5jpT+drJ9tpMwT5jI3RT5G97kQqhBaR85XomyeQuJ1YX/bwXh+3aqP98v9fyBvaJYhJIfnXVil3myEsIPyAjHRNFMHP4tDLQSBOIvQo3B6vH6eGYYdMC31MV/ZcQOBMLcgGSHIFnErycnL/aKe+BrEVvLvb/yo4r5UmCS6BYLxfJ+JCoQ90FFNc5CwfNkYnpCul6vX1Zlv6dJQatReKXc+M8xs1Tm/1gT+QOEpDDCtOAcJnocABNFN1KkJdEywufnZDKBaWK9an8+ExpoECc/RpTvS5LIzV9iGtvvmxE++Q4R92sb6SbxfiNrvULCCYlk8WQ8yX/CVpT+23aqgiuqXqmruaogBaWLZtBWfKM13+wT1RhLHpByfoc0aYUxCeT/TJf8IzChcnVOWEFMSXSN8Ax5DyljMeMlr9FnS0JjBMkJmF1DXMcvbwhpT+7xfSnRGcHjVg8+C6GJwiD/z0kJKgqgrHSJ/nzPfxA2+1Bg7NgJYXRNp4l6zWwhEy4SvRBchUb1JkdeJ21oh23V4tlj8PzMbLzxmiXaNY4b/2PSxM4JW+kETlzAh2yX28wxtUkYYxyCgOfrvKgUd6xpdAGlNZQudakXNlVw4T/G5MtXMf0mRF4hu1ApstocH+nQdLVNJJ2JLWA64Vtg254h1/hkm5jY4HmGGJljakKjlWIb6aAIKRqTqJZ2CTxa+ol/coSnc5ZarNBFifn5HhFBjRFNdjZDiQSQD572W2I23JNtxphGtmnrQ8JJAiokzCibx4wVEBvE+RctuJD9dCEf7ULQdq8LvrVk+IH/l4rQWpfo9atmoT8fzPR+19igpdmMMG0dzAqaMx3/jFpnhUzcFkvP2n6WZp3z8v9WkRS0+tvnX7Gz6FUHggjO1EHKg3pVwXYk3I2Go/h+m1SEK4LQYqIuL6PBIKtZDUFz0Gl9rJQAvhRliaLg/zjnWjRL83SBvXT+bc9jXDJ+dY5fr1pV0CQ6hCBlVf6k3HXfzgOdMXDWgqwFEQVC0thA2tDQRZiVltFw6j/2ftSUoihQluW6zh+YQvjYSEEpBaU1dFFAFQUWNm2oSufCP4oOBCTnQME7Yx+1a61WKQVHBJU4FGqKxDaFAmz813yPkUIArLXrPv8xweF7Al5pHduT1lDOYbA0uKcEEIkXiSkQOwnFsUNJiLZrec4mSs5FLnvMEXQd5w80uI498D1ODyoFshYqhGLOOU9YYF8piUdEcOKFVkYuc9w0CZqpvbhW5P/3MZ8fM6VjvGuZf+ggkeBctY5JbMMgnpBN/TiH5UTL7+UDndTf2ES5XQtS1qtMRcZq2k8g1FrmT875Ns6N9SHHxz4MlAIBcM4tldx4EhEnqbyVMMKk/tbTacj7lef8ejXtVzK/teBz7F52ZpxppcZVa6R2W8lEf8zLyjk0N/aZjZAc2qWyVypR+7vI8azn/GeCdy5s+yDAOVBoS8DSbP/1PM4iNd65V6sA78V1tCcOaSao7rxMk5D9ojonFC0IsT/m32pP87rMC1Ztzs66SmRLafOIJ5FyGuJXqjpXWvLn79f5515tXlqkmQDAuaVSgkxFbM5hWfucI6cRIefQNgKsN6HWajMJ2G/zh+i7rX1CaCJQuCal9pUgggsH8oHQ5IA1H2jrxGT75sGxf2QcrIInNjMyptyfVlasmicQaq3zb5tbfo6EJwr/iD3YyITDQgwpje3EgDW7Hpt03iYPcHlQYqJEBB2I2TY5dFzPKmFjqnLKHGRxmSROg13N/CWhxzv09xRLJCKzeInsenAesLYhYcVlguqI3K7UzM5NXtZDYtue5wKDPxzzn+gAshQjSiMALGkKnckbMcsjzlL1jg1KOkhTvFBZZJ/yOo6j5ZCTbzuAboltuy+Zt03jcFsXpOjhmP/M/fO1tfsmJgTysh65xdx9TlRLUD3WWhRFkdjLrlGtVUvMIsEmEPHhmj+J3CqEaZP9JUIX40jWufI8CxKmBLQrzdVKJFjnPDGxchu50jIJ1hElKbMEbj/OP7nO+/M/IrMVZblUtqnOWZHiQm7QTcoNSo7LODqfaA7nWDInjGGtNnNSe4Jfruoq+3P+nc8Ly1jOORTh2nCKrutBeWlTO5MI32Zzkuspz7OhXhdF19xWRSh57mpPRDDGjI394Zx/a5+Uhj8AUCnlJTI39F1xZL7Q2RYHtjx5/HoFqsdYi4IIRemtwCyEm4SWNmLk/SEQ0T0K5p+U4M1HWoVNAU6ppWRhGS32IJdY6R4rpBzSOQnmPCBde+TrFq0gi3UOsBZlUaw8gMcKCc2S2CItj9T8k/5EZofrjNZeIqFUwm1dxn0qR+YLoy3GX26NmImjQzHGwDmHqiyTOHOlhJ0k0dZa76E+Cuef9M9jD4ywpd9vX4/sVFsZh3Ved3Ds2MJp5l5PU5vOOQzqGlVR+F1sM8DMooodEWpjoqp6tM5fUZrZCYR1V91446CMAXi4yWeIDjq5fQoHSth4LVRL3h9zqxOIkLlKFyYzcg7KGFS8LXFCyecgr51zXgqDZ9qlgh9N89fkIwwdnueUWgKAiSm6rutY17Y5aEJutk2VTHTXJ42BCKO6BoxBoTXKooBWaizpnnUOC4Cs9RIY6mbNJT9a5p/F0Z6QcTK5VLaU1XBkXlYS7kx7PsFLqHEOxpgwJE9MrTV6VQXA21djbRLvZYNa1fMf9vmzlyvoRM55QqqyfHJBhIIII2PiVrtHqlTzpA8+vFx43KG9xQ2b9GI5r6rV9tXredDRqF7zuJQiVS9htOfBeu/On9GenT+sl9fc6WpLVfkP7RYFVK83AID/B1+IjF0WEZh8AAAAAElFTkSuQmCC",e:1},{id:"image_8",w:27,h:37,u:"",p:"data:image/png;base64,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",e:1},{id:"image_9",w:28,h:39,u:"",p:"data:image/png;base64,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",e:1},{id:"image_14",w:90,h:107,u:"",p:"data:image/png;base64,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",e:1},{id:"image_2",w:294,h:145,u:"",p:"data:image/png;base64,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",e:1},{id:"image_11",w:298,h:523,u:"",p:"data:image/png;base64,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",e:1},{id:"image_12",w:1746,h:516,u:"",p:"data:image/png;base64,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",e:1},{id:"image_13",w:941,h:372,u:"",p:"data:image/png;base64,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",e:1},{id:"image_14",w:170,h:259,u:"",p:"data:image/png;base64,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",e:1},{id:"image_15",w:175,h:316,u:"",p:"data:image/png;base64,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",e:1},{id:"image_16",w:231,h:327,u:"",p:"data:image/png;base64,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",e:1},{id:"image_17",w:219,h:392,u:"",p:"data:image/png;base64,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",e:1},{id:"image_19",w:2436,h:1125,u:"",p:"data:image/png;base64,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",e:1},{id:"image_1",w:122,h:155,u:"",p:"data:image/png;base64,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",e:1},{id:"image_2",w:130,h:149,u:"",p:"data:image/png;base64,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rStZV5MMn840OlzYcUV5E8H6Ndqw9ivI5syB/W+wRY0fHSpsQfFV1/pNszJwnlrngWxxdD33hq3PbI14yYhN2+gwYfOLRn4T1R2KBhfARWSH0fXcCbao8adDhC249ZrBpr/mDVWyQ0be75a0MXb2mxgSnhVPmj+6p1lbsyVcVDnUJaPbeFvUxJFQYeeWjHbX1J7eqPD1gE1EDrvSjbG/XvrbzxM59tlOwoRVVTl2uGqVKnkBmyBfaJox/uXn3/wkUePa1NHMEy7az56PKx9F9dbAtkCNw+G8vmLZm28nakybBhKSPI3zjrwZy1odZjSMWdtK9/wqEePZNCXuM7b+tOYlQh7qYYhxf2XZnqXxHsumeeI6YycUjco2tXo/BC8fAeSFbSv23hTPcWxaJm7JU0nJaKelNeWEico76a7ziuM1hk3sxC0Uuwb1+ino7MC2CMedDueYzct+m5Cne9pEJy6heNzc3LGglYH+BDExGFtZundHPPq3aT3tDsWT5+X2QlhF2JdEH7BFTS7tErakpMSoNlmNasNdYiLbK8r2Lo7WzibxtOtpoHsOb/kXVa4LbAt8lpHumJXox6LbtEybj7HjvVcPsSz/AVAPgAiWAWO3lu17NX7u2bSVNoXiwvJCh6X+lQFRARCetkXtPLQpFJ+o+HghqrmBbUE+uKC/Z1H83LJpL60OxfnFeTlY5h9U627xE8QUHHkVK3a/FX/3bNpK60OxZT0bEBUA0Z/bonY+WiXsuKKRN6pqwwOeRf7X6Jr1cNy9smk3MYfiCd/PzbRO6gcKF4Q0H7dtxd7tiXDMpn3EPGPNk9wXKqqIrLVF7bzEJGxB8VUDRDT4zANBvnR4PD9KnFs27SWm0x3L9D+iNCRMarDYvr2xc9PijB03L3eEBTNDTB/37u95OoE+2cSBFoUVUx8hJMkyRBatKNkZl/ev2SSOqFlxfnHelWqawfesiXCgonTvCHuRv/MTfcZa5v3hBnnQFjU1aHbGFtx61XB/rf9AsKLIuxWley63hU0Nmp2xpt+8J8wgPGyLmjpEnLGTvVf39qn/cODmZBE5WFG65xJb2NQh4oz1qX9B+B3nusQWNbVoImxhSaELZX6I6R9pab1WdaBPNnGgycrTycOHpwHnBbZFZPmm/9x0ukO9smk3TWasKnNCN10Ote+5SUHChC24bfT5ICH/b+W1Tcv2xfzOUpvOQ1gotqpO36Sht32o/FeHe2QTF8JmrKUS8jotqXJ0o8kbmGxSg6CwE+bl9gUdEdgW0U1bn9n7ZXLcsmkvQWEtSyaGlajjNx3ujU3cCB5jVTX4Mh5E/E63Y2vEFjYpgQFQeEeeB2VMwCjKG5ufeyPie0ltUgMD4ORJzQ19vqEKm5Pnkk08MADU1GvDjOrYlRx3bOJFIHkaFbSInBo50HUgcnWbVMEoLC90qGrI09N4s6Rkpz+ZTtm0H+PEK0cvBLoEDCKyO4n+2MQJQ/x6WbhJ3k2OKzbxxFDVS0MNKryfLGds4ochEDpjv6pYtvuPSfPGJm4YoEMCGyIctC+BOTNwKrJThL+pMlhU/yfZDtnEh/8H+Y/XKZlvSfEAAAAASUVORK5CYII=",e:1},{id:"image_4",w:212,h:173,u:"",p:"data:image/png;base64,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",e:1},{id:"image_5",w:156,h:296,u:"",p:"data:image/png;base64,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",e:1},{id:"image_6",w:184,h:413,u:"",p:"data:image/png;base64,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",e:1},{id:"image_8",w:112,h:209,u:"",p:"data:image/png;base64,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",e:1},{id:"image_9",w:62,h:88,u:"",p:"data:image/png;base64,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",e:1},{id:"image_11",w:76,h:135,u:"",p:"data:image/png;base64,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",e:1},{id:"image_12",w:39,h:119,u:"",p:"data:image/png;base64,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",e:1},{id:"image_13",w:208,h:231,u:"",p:"data:image/png;base64,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",e:1},{id:"image_14",w:80,h:280,u:"",p:"data:image/png;base64,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",e:1},{id:"image_15",w:115,h:227,u:"",p:"data:image/png;base64,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",e:1},{id:"image_16",w:142,h:216,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI4AAADYCAYAAAA9KtviAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAXqElEQVR4nO2de3RU1b3Hv78zkyBoqY8CtdVbe8G+b/Xe9lZXe3urt8t1raJWi4iPWrW22NWrbe/Vq21v27hWH2QCJCZMUgMkIQ8CCcgbFIQAAoq8H0mAAIEEkpCQmUlmzrzn/O4fMCGECZnMnDPnnMn+/Hf2PrP3d618s/c++/HbFggEw4CZafLkjvtIbyEC8+Bx5HydoRQRsEUYRzAkzPbrZJfnTTC/wgyrJxj8mjCO4Kp4XdlTlAjnMfBZACDCgetufONOq97CBMbE77JNDCs8JxLh+wdkLQQAYRzBZTDnj/K6/K+HI8pvGbimfx4RscTWakAYR9APjyv7Po/DZwf49lj5oXB46w3jX28FhHEEAGQ592YOBHM5wk8M9k590zHUrF5ZFX0WxhnheJy255RAMBfM18fKd/X2onbtKuw9fMg/ZuwNNdF0YZwRitebfYviRzEryg9i5SuKgk0f7sCqTRsQCARAhJXF2c6eaL4wzghE7ra9GPEpswCMjZV/oqUFC1cuw9mO9kuJjPL+7wjjjCB8zpmfiyiRuQqU+2Lle7xeLFu/Dtt37wbAfekEdE6acM97wOa+NGGcEQAzk9dpmx5WIjaAPxHrne27d2PZ+nXweOUr8ghYmJW1Odw/TRgnzfG5cj4vO23zmfneWPlt5zpQtWIZTrScHrQMsl7eTQGAWHJIU5iZPE7bL4kxg8HXDsyPKArWba7Dus2bEFEigxdEOFRViK8PTBYtThri75k9yePMng/Gv3OM/Nb2NixYugRnOtqGLEsCSmOlC+OkGXK37cVwOJQH4MpWJhLB2s2bsG7LZihXa2UuQkDIakFlrDxhnDSBe+fc5Al55ipQHo2Vf/rsWSxYWou2zo74CyWsLi1AV6wsYZw0wOPK/r4ckssBfGZgXjgcweq69/He1i1gVoZVrkQoGSxPDI5NDHNNpuw89ReA/4eZr/hbNre2onxZLdo7O4ddNgHtD9/7+K1Tp9bG7NNEi2NSAu7sL8vO5oXMfOfAvFA4jJXvr8f727cNu5WJwoSKwUwDCOOYEtkx4xehIGYxePTAvBMtLah4pxYd52MOTeKGMgbvpgBhHFPB7vxxcsg7X2E81H9JALiwKLl600as21KXcCsThQhbKt/C0au9I4xjEjzdtvvloK+UgU8PzOtyOFBSuwjNrS1qVTd3qBeEcQwOc02m7DhpA/ErsQbAH+7dg0VrViIQCKhVpcM6HkuHekkYx8D4nDM/JztO1jLwr+DLuyav34fK5cuw9/BBVeskQkVZFvxDvSeMY1Bkh21ymMPlAG4YmHes+SRKlyyGs6cnxi+Tw0JDd1OAMI7hYK6xyM6Tf2bw6+DL59kiioKV76/H+g+2Jj0AHoTtC+yoj+dFYRwDIcu5N3uczdVgfG/gV1PH+fMoqV2ElrNnNKufCEXxviuMYxDczux72R+oBjBhYN623btQs2YVgqGgZvUToesGC5bE+74wjs5c3J33O2a8yYClf57X70P5O0uwvyGu3iNJISgpKEDcn2bCODrCvXNukp22Cma+4qTB6bNnUVxdhW6XQ3MdRFCsmfj7cH4jjKMT3p7su+WwXMPMtw7M2/LxR6hduxrhcDjWT7VgXVkeTg3nB8I4OuBx2n6lRDiHmTP6pwcCQVQsX4rdhw6kVA8RCof9Gy2ECGLDXHqN7Oycx8xPD8xr7+zE29WV6Oga/haIZCDC8Qo7vkCEWLtMB0W0OCnC682+RXaeW86MbwzM+2jfXixcuVzTr6bBIELBcE0DCOOkBNk18xuKL7KSB+zQC4XDWLx6Jbbt/lgXXQS4M66NvRl9KIRxNMbrzHlUiYQrGRjTP73L4cDb1ZU40z70SQOtYEJpiQ3uRH4rjKMhbqftZYUjeQxI/dP31dej/J1a+AJDriVqCWdYMSfRHwvjaAAzk+y0ZbOivNZ/8KAoCpa+tw4bt3+gm7Z+rCnLR1OiPxbGURnmOqvstJUw84/7p3u8XhRXV+FY8wm9pF0GWTArqd+rJUQAMM8eLTtDNcw8uX/6mY52FFaWw+Fy6iVtIHuqivDNZAoQLY5KsGPGJz3O0Cowf7d/+qGjRzCvplrNHXpJQ5RcawMI46gC98y+UY4E14P5sjmaTTu2o3bdGq32ziQEAS2TxqM22XKEcZLE48mbIAf9G5jxT/3Tl6xbg/eNMQgeyFtZWUh6EUwYJwm83tmfjfj8mwB8IZoWDkdQumQx9qi8F1glnGMJxWoUJIyTIF5v9i0Rf7AOwKRomj8QRFFVOY6ePK6jssGRJBQU2uFRoyxhnATwds+6NeIP14ExMZrm8XpRsKAEpzXc2pkMRJAJyFerPGGcYeJzzPiHMEJ1YPxjNM3Z04O3SuclfexWY4rL7ehWqzBhnGHg9c7+bNgf2gTmPtOcdzqQO39eSnbqJUFQGpX8J3h/hHHixOOxfTriC24CLnVPHV1dyCudB1ev+ueb1ISAsvJcnFWzTGnoVwTszh/HAWUj+n09tZ3rwKx5b5vBNKFREv6qdrmixRkCdhXeIId6NwD4SjTtbEcHckvmxowJbEBK59sxeCzaBBEtzlVgtl/nibjXMuOOaNqZ9nbTmEar1gYQLc6gMOePkh3uFQDujqZFTSP7vDoqix8mlGnR2gCixYkJc53V4/TVMPAf0bS2cx3IK51nGtMQIWDJwJ+1Kl8YZwAXNmHtLAXzw9G09s4u5JbMM0X3FIUYReVvQbVISwMRXdUAZEf2LAaeiT53dncjr3Qu3LIqM/WpgeCxWrQZ20QRLU4/PI4ZbzDwm+izw+VCbkkxety9esoaNhJh9mCBrVWrQ8vCzYTsyv4pM/4Wfe51e5BXOk+T4EUac16R1J0ljoUwDgDZkfMQK3i779nnQ17pPHR2n9dTVkJIErKqCqB5EznijePtybmLObKImS3Aha0RBQtKhnfngVEgHJk47tI/gJZYhn4lffH32G4PR3gjgE8CFzZh2SsX4MTpU/oKSxCLhOffysGRVNQ1YlsctztnfCiivAvmTwEAM6OkdpFhN2ENBQGbyu1Ynar6RqRxmHOupaCypv+emuqVy7G3/pCeshKHEKYM/CqVVY444zCz5HEqCxncd65o1cYN2Lprp56ykkJizKnIx+FU1jniJgBlR/ZsAH2zwpt3foQ1dRt1VJQkhHOKBX9KdbUjqsVxO7L/i3GpST/Q2IDFq1fqKSlpJMJrqfj8HsiIOQIsO2yTGbw8+tl9srUFuSVzEQqF9JaWOIS6qsJLC7GpZES0OB6n7U5m7purOXf+PAorFpjdND4Cfq5X9WlvHI/H9mkwr4zeve2WZRQsKDHVSncsiPFmZSF0mztIa+Mwl16DgLI8GhI2FArDXlGG805Dn0gYEgL2TZqg/XrU1UjrryrZ2VnCwF3R55Ili3DqTKuekpKGCAGy4lk1zn8nQ9q2OLIz+w/M/GT0eem7a7GvPqVTHZpAwO9TPWcTi7Q0jteVPYUZb0aft368Exu2bdVTkjoQtk4cj1y9ZQBp+Dnucc66A0p4e3Qw3HC8CQULSg0VoyZBHJZM/LOW20GHQ1q1ONw781Pg0PKoado7uzC3uiodTMMS4TmjmAZII+Mw11nlcLiWGbcBF6JHFFaW6R0SVh0IsysKsUpvGf1JG+N4nTvzmHEPcOEKwuLqSnQ5VAvOoB+Erdfegd/qLWMgaWEcuXvGzxTGL6PP1SuW41jzST0lqcWpa0fjR8XTYbgpbtMbx9uTfTfTpQjhG7dvw7Y9+tyNoCZEkC3AI8WzYMiNz6Y2jseTN0EJYykzMgGg8fhxLHl3rd6ykoYIikR4urwIhgwkCJjYOMx1Vg4Gahn8GeDCpRpzFy9Mhy8ogPBGuR0r9JZxNUxrHK9z5+xoMGp/IIiiygXwmuRc99WQCCWVduTorWMoTGkcjyPnGYXxcvS5dMlitHWe01OSKhBh2+g78JLeOuLBdMbxOG13gpW+WL2rNm7AgcYUXK+sNYRWGmPML6hYmMo47My9nllZyuDRALC/oQFr6jbpLSt5CD4i/LBiJlJ7IWcSmMY4zEweDi6IHmnp6OpC2dLFwPCvkzQcEuGFSjv26q1jOJhmP47szH4dfOF0gj8QxN8XVsBvoBtZEoUIMyvsWKS3juFiihbH7cy5B6C+6FILltak/JplLSDCxofvwRt660gEwxtHlnNvJuVSUIB3t2zGvgbd9zElD+H0mNGYNnUqInpLSQRDG4e5zqoEgosZmAAADU1NWPH+er1lJQ0BfiI8ZtTlhHgw9BhHdu76S3SSz9HjQkntorSYGWYJL1WZbDA8EMO2OLLD9gDArwFAJBJBcXWV6Y+0AAAR3q6yY4HeOpLFkMbxerNvUaCUMzMBQM3aNaY/nQAARNg1aTxe0VuHGhjOOMx11ogfi8C4CQB2HTyALTt36C1LDc5LGZiSlYWg3kLUwHBjnIvjmu8AQFtnJyqXL9VbUtIQQQHhKSPtGU4WQ7U4/cc1gUAQxdWVCATN/w/KwB8r7digtw41MYxxZDn35v7jmsoV76TLJN/aSru2war1wDDG4UBgbnRcs233Luw6uF9vSclDOD1qFH5MlAYLagMwhHE8zuyfMONB4MJdUGYPdnSRoCRhyvxcmDvCwSDobhzm/LFQYAMujGvmLqpCKGyKLSlXhST8umIOduutQyt0N47s9P+BweOBi+MaY9+kGxdEqKq0o0hvHVqiq3F8rpzPA8orQPqMawhooDGYrrcOrdF1HicSUf7AQGZbZycWrzH/uObipfBTKmbC/GsjQ6Bbi+Pvsd0OwrPMjPJ3as0dj+8izHipohCNeutIBboZJxzhPzGz5b0PtqTFOhQIc6uKUKm3jFShi3F8ztzbAExz9fZi3ea02Gy+PyNNFi/jRZcxjsKBV5lhWbb+XdMvKRChF8DjZVlIg3gq8ZPyFofd+eOY6YWWtrPYuX9fqqtXHQZ+qmfYWL1IuXE8Qd8vGTx65fsbYPajLZKEgqpCLNFbhx6k1DjMNZkEfulkawsOH0vJfVyaQYTdE8fhVb116EVKjSO7Tk1jYMKqjabfYdBDEqamy6asREhtV8XKKy1tbWg83pTSalVHwvMVc9Cstww9SZlxvN0zvs2Mb7y7dXOqqtQEIrxVZccyvXXoTcqMoxC91Nndbero5hc3m/+v3jqMQEqMwz2zbwTz45t2bDPtuSgiuKyZI3tc05+UGEcOB5+T/f5rPty3JxXVaQPj+bI8nNJbhlFITYsD+vmOPbvNO0tMyK8swnK9ZRgJzY3jc9q+x6x8cfNH5jwbRYTdt4/Ha3rrMBqaGyfCygsHjx4x6+ViPZmMJ8S45ko0NQ5z/lgwpmzd+ZGW1WgH4cWSIqRFiHa10dQ4Xqd/2nmXc0yDCSf8iFA4Uteh4kHjFkd54YNdH5vvE5yw/wYL/ltvGUZGM+ME3DO/ElaUu7bvMdcJEQLcGVZMLSiA+QMMaohmxgmFIs8eaGyA2+PWqgptIEwvy4f5+tYUo4lxmFkC4+kd5mtt5lUWolpvHWZAk62jco/tXmdvzy31Tce0KF4bCPXjRo2sfcPJoE1XpfCzH+7bY5pBMQFeWDA1Nxc+vbWYBdWNw/z2GGY89uFe86xLsYSXqwrQoLcOM6G6cWSn69Gm06eu6+w2RyRWIlRV2VGitw6zoUVX9dTOvaaJxNqUeR1+obcIM6Kqcbh3zk2hcPi+PYcNeyNgH0QIWKx4osQGk80XGANVjeMNy48faGzIMMld36+WF8D8B7t0QlXjKMBTH5lgsxYRllUWXro5WDB8VDOOt3vWrR7Z82/1TcaedCWg5ROMn+qtw+yoZhyFwtN2HThAimLgy1AIYRCeLCqCU28pZkfNrmqa0SNqSYw/VhbCnFsRDYYqxvG7bBO7HN3/crLVuIHDibChvBAz9NaRLqhinIiCJz4+cECNorSBcO6ajPSMN6wXqhiHoUzdbdxuionw43lvwfwXkxuIpI3j783+Ymt7+x2GvTBewox0u0fBCCS9rSISwdRdB43ZTRFhx6Rx+KPeOtKRpFscZjyx55AhlxicUgaezMpCWG8h6UhSxgn0zvxSc2vrV414ZkoivJhO90MZjaSMEw5HfrTbgK0NAUUVhXhHbx3pTFJjHAamGG4lnHDIOl4cbdGahFscv8s28UTL6TudPS419SQFAV4JeGKkhY7Vg4SNE1Z4itG6KSK8MlJC4utN4mMcxpS9hw+pKCU5CFhUUYj5eusYKSRkHJ9z5ueOt5z+pqu3R209iXKSrel/1Y+RSMg4ESiP7a03RmtDQAiEaVUF6NVby0giIeMw86P7jNJNEX5XVYhdessYaQzbOG53zvjTZ858x2GArykivFthxyy9dYxEhm0cKRh5ZM/hg7rf5UmEDhqDn4itEvowbAMw0aN79Y9VzCA8WzET5r/R3qQMyzjM+WNb2tu+f97RrZWeuCDAJrZK6Muwlhxkp//BfYcPZ2olJh6IsHPSePyfnhoEw25x+LF9Dbp2Uz0kia0SRiBu4zDnjzp3vuv+dh13+lkI00f6rS1GIW7jeJ3+7+9vrL9OSzFXgwjzywuxWK/6BZcTt3EU8CO63fxCODJmhN2ya3TiMg4zk6u396FTZ85orecKiBCwMJ4ozoI35ZULBiUu4/h6Z37rQMPhm3W6fPXV8iIYa/+GID7jKJHID/fW12ut5UoIK0RUCWMS1zyO1+9/pOlUaj9miHBm1Ci8kNJKBXEzZIvj77HdfrCx8cupjEJBBIUYz8zPhfGOTwgAxGGccFh55OCRlAfk/EtFEbakulJB/AxpnFBEefhwagNdb3/4HryZygoFw+eqxuGe2TcePXn824FAau7DIILLkomnpk6FgaMzCYAhjCNHIg/sb6i3pEoMAz8Tpy/NwdVbHFYePngkNadNCCgWF4uZh0GNw1yTeaq19T973NrvASegYdw1+LXmFQlUY1DjyD3N39t/pH6s1gII8FstmCYu4DAXgxqHFH7oYKP23RRJeLVsDgxyZEIQL4Map8vpeqits0Pb2gkrKuywa1uJQAtiGsftyPnawcaG27SsmICzFhKBqs1KTOMQIpMPaDhbTAQFFjxTboe+u94FCRPTOF5/YHJTs3aLmgT8rXIONmtWgUBzrjAO9865qeHY0bsjWi1qEj6cOB5Z2hQuSBVXGEcO+35w4EijVrPFPRmZeEqcUjA/V7Y4HHnw8LGjmlRmIUwvy8MpTQoXpJTLjMNcZz1+uvl+r0/97b0SoUScUkgfLjOO37XrOwcbj1yvdiUEHMUYcUohnbjMOBHG5EPHVJ8tDkpWPFkxE7LaBQv04zLjnHc6Jrd3qhsAQiK8Ie6+TD/6jONz5Xz+YGPDl1Quf125HXkqlykwAH2nHMIKP3Do2BHVCr4Y+Og5EfgoPekzTjDgf/BY80m1ymUGflIpAh+lLRIA7Njxm9ENJ5ruCYfVmZcjwqyqQqxXpTCBIZEAYMJN1nsPHT0yWqUy94y5A79TqSyBQbECwPibbnzw0FEVxjcET4YVTxZPRyj5wgRGRgKA1o6OB3rdbjUKe7ksH8a+sV6gCpK9/O4vHzzSeFuyBV28S6EseUkCMyDdev24B+uT/ww/NWYsXlJDkMAcWMeO/cS3mpMJmEQIWwhPFWfDMDeCCLRH6ul1n2VWEi+A8Ga5HR+qqElgAqTmttaEB7NE2DJxHP6qpiCBOZAaTjQdT/C3DrbgmawsJN5cCUyLFPbIiRlHwotVBUh9NEmBIZDuvxenCcObsCPC21V2LNNKlMD4SFOnIsKIfx8wAQ3jRuE3GmoSmIDofpy4uisiBCTgSREgQCABgCTFZxxmvCZiDguAYbQ4RFhTVYQCjfUITIIEAERXX5gkQkeGBc+nRpLADMTTVTEIz5YWoCtFmgQmQAKAzK/iFBA70icRZolrDAUDkQDg4sar0wMzibB30nj8PuWqBIan73gM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",e:1},{id:"image_18",w:259,h:579,u:"",p:"data:image/png;base64,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tANVfiYJm+6TUtqO874XZrYIPAX8DuCzgfNHFDl9mi9wIlZsNw5RiKYiMSZE9/g84CbwwVkfyElR7NjEOAV8IfBngT+Ki/dDk1IapJS2J3Bc+3JYwZhfVy4KUVsSjWZx1gcghBgfZvYY8CbgF1NK/Vkfj2gGIWIKQbIAvBH4UuATwAVaturwkOJKQky0AokxIbrFu4D7wEfAY8TkmhQj6AOfAn4CeBW40YZ2chxRJSEm2oDEmBAdwczOA88BH0kpbYBixMSebALvA+4Aq8ArsLtgovXipQu/QcwXEmNCdIe34W6ZD4OsYmKIHlC2hQFwDbgN7AD9yFZfi8tqpJuvK6JxXijblM7baCTGhOgAOU3B88CnU0qrIKuYGMJ4UGht5233+eK2V+w3Mx8/Zz2Q5lWgzGLxgDg+KSXLaXUi39u2+qdhJMaE6AZvAlaAj8/6QEQzGGHhKkXWANiteFDkn1ugquPYw61mll8/s8Ez/5YzwDNAz8xeTCndn9XxiGNhuPhfxlOpLOFtahPYHCWwizacKNprF5EYE6IbvBm4mlK6MusDEY1hSHyllAbZwrXreiwKaSdciC3h40IMgjt524LdwbF3UB6zcZOP9Ungm4AngB8ys/fIQtYeCutY5Kgb4Kt4HwNO5ba5g4uz9Xy7BWzgIq6zQgwkxoRoPWb2CHAJ+NVZH4toFD1cXIHHhFnpGqoJsSXcsnoKt1ws4QNgHx8MS8vaEh70PzWye/IJ4A8Avw3Po/cR4Ibix1pFtKMdKpF1H9cioUcGuAjrU7XBziMxJkT7eQZYAy7P+kBEo9jBxVXcXzKz7ZRSPwRMtlSEELsAnAfO4VayAS667uXPWMOF2iyEzwAftF/GrcB9NH61jtzmoGpDC3jbG+Dtq5/v113jnXZRghqzEK0jx1rsZLfTKeBx4LWU0vqMD000iDzw9aksEUPZ6yOgmhzDAzyat0fyvi3cAnUVt1BsAvdnEXid2/orwPcDP4Wn5bibn+v0IN01Cvd4D3gSeCcutD8K3KAmwuI9MzjUqSIxJkT7WMFnkJu462YRWcXEaEKMWUppE4bckz287ZzB3dxP4VanNwCn8QHytfzaDdxysTndwx/iFvAzuLXvviYf7SULsmXgM4FvBq7g5/dGSmk7TxQ6bw0rkRgTon2cxQfKTTz4dRW3YIgGUq+nOOUBxnhwUIvjKa1ij+Du7rcDz+Ji7B4ufNbw9nWTaoXl1MnB+nfMbJUZruwUY2MRuIivBF/A21pYwubu/EqMCdE+loE1MzuLx/dcVh3KZlJYoXZ3TfP79xF+sXpyGR8EH8GLhb8VeAtuLbuOC/4reDtbxtNKzDRgftorOcXE2AQ+Cfxr3CoW7vC5RGJMiBZhZgv5bg93Le3gg6ZoLqn2uAmul9JNuYJbxx7G4w/fkB8vUgmxFVy8aeWieIBjVvvYBD6GW1y3mPNQC4kxIdrFOarl4ZdwF+WdmR6RGEktdUSZt6sJlMe1iAut2JaoxFrcRrD/gpktyDolSo7jVsxxY7dwd/gAz4U3t0JfYkyIdtHHZ5JncWvFVSW+PDz1+K2SCQ0EZbB8vT5kExhQLQa5j9eqvIm7Lm/gQn+dKulmAtWGFOMhr5KNEIs0z+1KYkyIFpFSWgMws8fwgfT2bI+oPdRya0WHn6qnxzcQ1ERfxGeV3zdrDLfSRYLNO7hL8sX8/DIuyl7GRdkaVXqMpvwG0XKK62QF1yN9M9va7zqM93RNtEmMCdEyzGwFd1feZ8qZ0NtI6S7MCScfKIRNtliZ2Tg7+RhoQvz1aIaQid8XdQHX8ADqy7iL8i4+NtwFXgVex8VamZBTdJQZWKcW8AUjp/A+bdvM9nRZdk2EBTMTYyNmjrt/cFf/bCHGxFl8YL8tF+X+1OK2IjYqRFGIsIh/CkF24sGoyDSe8ueW1rgmEJaxKEdzE/9vNnAL2QJVSouruOjfZETyWNEuiqLwULnOy3M6mJYgKxLALlLVRd0XM3s7voL83kGvbRMzEWO1DjJmjLsNwswGIFEmxB4sUZWqEXswQogt4e63KIQ9wMXIFpWFDPYQTWWaiiMELO9a3TIzFzJ5AIzf28djwu7gx7kBXMP75D4eXH0Xb2tbuBhTv9xASvddFlzlIgyK2/L8xfi7M4vxNh9ztLvd2/qxxKIRM3snnqn/F4Avjc/oglaYuhgrLGIR0Br3Q4ztzrzG7DIQoitE8dz7sz6QlhD1707hyUyX8D5nCxciYR07yAUXVjXLfdO+gqxWh69p7r2wjIH/D6t4u1rHBWv0xZt532Z+3c48JuRsEiMWoQy5wWvP1ycZdSE20xWM+RqJupTrFOJwj7eczrdvmMLhTZWpirGiHlW5VDpmqVDVpOrjJ2W7K6pXiDGyCazLRbk3hRUrUjUs43EpZ/AOfSc/t4P3N/u6EXN+t6XivUexSsYgGHFrM+/TCvdQWMdCnEX5pLBYxL5txujGFcdjj9XAZQwgPGgJK18T9xtTaigfx3aOhX0cOG1mN4FbkUKluH2/mX0t8PHa+1vPtC1jYTKNzM8r+XaBLL7w2VeP6uI3WciEGEJWscNRrphcpMo2H7FjW8VrD7L2GFUdx00OURaoGDj3dX/OisJdCf5bSmEKlSArt8YM4vNIIaJLHlgZXLut07hzmH/T24FvwMtyvRf4cTO7XD/WlNKPz+AQJ85UxFitJEhkfD6btzN4J2lUuW7uczT3gRDzxNbBLxEMW+DjNvqiyJtV9i9DC4lqxHt246YOshCVz+2X32yW5DxP8bvLRQ1Q/S+7zzVtEJ9H4hzU2lQI6Hp84gPtuqHn8DQeA/ZtwBPAO4FX8MUjQ6XelNri5JQug9PAQ8Cj+fY03lhiVc+N/J7d2Vi945OpXMwreXasWpSHp1w1GSsCt/A4lT7DKRts1GCXg4cjturI2cKb3FfVYtv2Eo0SYg2jdj52rbT7WWQbfA4XgaeAJ/Pjt+CirFd/YYN/w4mYlhiLxhGBtBdwIfYM/udfxDu4yHUDVSe5jXcEu/ExsTRX7ksxryiI+lCEwIpVk+tUC4S2qILSw0pW70t2V3wX1qP1qRz5lCn60V0hqr61PZjZtwFvSyn9+SyuF6i53ht+PjeBX8dXSj6H16x8heaUD5s4ExdjhUovY8Uu4IF6z+MK+FG84byWj2kTn4Gu5ffsBvLnIL9LuIXtNr70Wggh6oSACksYuPCCarK3SZFrbMSAFf1WuDPZ43Wdouu/rwvUBPPfyfv+XkrpI1QpWEbFmDWOlNKmmf0crg+eBT4EfHCeFilN0zLWo4oXOwc8hlvG3oqbJ3fy/nXcTXmFKrg/Ul0s5Nf+buBh4N1m9msppc0p/Q4hRHsYldR1d6U2lcDar8MPQecZXCVSRDP5AeC3A5/Mj3fzhrWozb4M/DM8bGmVOTK0mFlvWmIsYhF6uEXrFO6afAR4Om+RDfoyLsqiVlWswIwZ6juA78BNmX8R+A18diuEEMADqRsiUWkpvCIedad8T+1jylxcYx/QzKwnd7M4LmV7TSl9y17PtYVsBbtx4Au7yblpp7YIURb5xSIR40LeTuPWsMiSHSkvgl5+/WP5+QtUBXiFEGKXIjAdHlyRPRQjNsqdkwe03f3jHuAkxISYbwpX86VZiLGYnUYai3u4qBrk++t4SYTd4P3ivdvAp4C/j8ec/TIeVyaEEA9QE2R1Mbb7mlHv2+95IZpEV9M9zBGLExdjRZ2scAts4wLqFh4X9iLVcvNX8r67xb4yXmPbzD4NfB9uVXuFjq5uEkKMlZGD1EFCTIg2oDbbTorzdmsaqynDBQkurtZxC9hVXIiR7w/y7cu43/gebiGLINuI/1jFgxQTsK1GKITYjz2SZD4wgKkvEULMiLsTFWNmtowH6V/A01DcxwXWHVx4LeLiLNyUd/D0Flfza/s8aB0zlIFcCHFEJLaEEE0jx41tT9oy9gjw+4DPAn4O+GncRbmKC7Ed3AJ2Ghdj67hou4WLsSg9IoQQouMo2azoKnvle4v2PjExlr/4aeBbgX8PT9T6flyIreNuxn5+vIRbvrbyc2u4BW23WLguUCGEaD8HBJv3zOxIpaa6yEEDd9eJCgJd+b1FfW7Ds0LsFnfPK4xsGqspy0ZlVEkXoy5cZNmPnD59qhIlA5ifBiiEOB65MseW+ormUqvGQqxyra1cfcATMm/WsmLghuHxczAvqyZHtYO2UrT7HlWtzbgN3TOYmBjLqyhfBX4Q+CDwbtz9GCsq43aLqsFFEsZIgVHPDSSEEEOY2RIe6rCCr8Te63VKsjpbElUi7x5VgfY9B942lPIZF/m3xiAdhoi5bK9m9gUppV/J91srxotzGvlVI8dqXfNsT7Sh507yDXiA/nXgRkppJ6e6KA9y12RXHFxC7kkhxAHkfuY8bhlbnfXxiGEKS88ycCZv4KEo98jeklF9fSnGuj4WtFl0jAMzW8j64BuB7wS+L6X0vW39X4q2u4CHYi0znNQeqpyrmxN1U6aU+mb2GvA67v8NlW+1rZwNxA+QEBPikBQzsM7EWRyW3M+sppT2XGWdJ4AXUkq3p3hoomIBL3P3BL6wq4dP0CPZ98j6oFEZoWzTXXXVde33nIALuEA/c9ALm0oxAQlr8ApwFr8GzuCCzKiS369OI+nrAybootFFqZFB8dxcmmWFOC75GlpgghOYg3J0zZr9hFjm7cBjZvahlNKtts62W0pYxS4Cbwbehg9Ev4kv2NrE46FGTiRGCLHSmyK6Q7hmv9/M7gA/NuPjOSnRLy/jYRSX8InIw/kx+ETkBtPIwH8Q6hCFGAs70xJiLeUUPkOdeZ/XJCa9aq/mqjkPvBEXYwkXYS/heSUP+31hAe5MgLdwags5fnjU/hZRtvsVvO0/BjyDXwMXcfF5E3gV1DEJ0Qmm3WG10LL0ceDhlNI1aG0HP1b2E9lHjdU6hOuwjBOOVEZlYPNhBVa8R3SUDoVc9HCNtQw8hNfTfg54C24hMzzJPcB9iTEhWs6sOqw2CbKU0jp5BiqOZu08zHk+4HnDY8LuA9eAT+OC6kret83hLWNKd9QB9gt7yPdba/msxYuFZewcbhl7DngHvrDR8v514IbEmBDiKPQoYjzbhFJbHJndxVQHCTIzexaPWXxp6ANyAD4ekH0HF2KR9Pu1vG+LQ1pBdP66wRyIaWM4gP8UvjDhYeBJPCF+pPZ6FTgnMSaEGMke4qW1g6EG8opCJB2bWvv4UdzK9UX15/J39fFg5VfxfJO9/PgeE4x3FM2iFPVm9gnghZTSV9ef6whl+q7IrbeECzOoXJiLwILEmBBiJCmlwX4Ddsc6zrnjoLxe5UsZYR2ridsfxGf5o56DqtzdLVyA9ahqD7fWJSWOzAKwbWbfgC/keJuZvTOl9DG6tzAjUndFgvtIY3EHd0+GtXgd2OqUGOugshaikeg66yb7WMx2XZZ7vO+vH+Ljo6pK5BSzgwS/6BzRfv5Vvn09CzFosdV9BJF+ZQdv76vAbeAyHsy/lp97heyu74QYKy9mzeSFGB+jBmddR+3hOBnsa+d8SIQdd8Kb3xOfayOeE3NA5B1NKW3kjPsD6JYhJV8/YRHr45avVXzxyotUi1cG+fYVOhjAv98MqxMnWohpM474IjF9agWnoQF9YFcGXHEysvjqnBAriN8zwN3xd/BKRD3cKnYet4zF/mutF2O1Gdyo7MwG6gSEOAnzdP10rB5iLK/fOcagFyvCYgVt2/8L0RDKCV4HrrG9CDflFlValx3gLh7Eb1QxZDdbL8YyacRW1r3sUlCgEGKCdGxwKPvE41L+H+pPxVjo2HU2ROGqDDEW1982voAlEh9v4W7MtS6KsXIWZ7Q/i68QQhyKEdYvK7ZDs49ruktB1qKjNMH1mRenxORlC78G+7ibciG/bDvv6zdKjB01+L6W6Ta2IXP6rE+IEEJMk9pANODkhbXL96tIt5gIZvYE8NnAu1NKWwe9viXEtbJDtZK4h4ux0mi03QgxNiLuK+7vdiRu8dtXXNUDVU1JHoUQTWKaM/YiueZO+fgw1CbGihcTE6O4Jn438PXAy8BHT3KtHPS+acWrZQszPDgp6tX2WSPEWKaXb8N8F2UEYonogCzKan9g3Zp2LLO8EEJMknGuSN1roDrsvkMy6njVr4pJ8VG8gPa1KX3fVOIfC0EWC2KgcPdHrr2JLFc/ymqk7FMtazgt5K3HcPba7eKxFTENUWag/JEqryGE6CSTXu05wlMR36GV6WKiTOsnMR8AACAASURBVNNyPKu4sr3yNk7EMpaFUi9/8Z4Xb7yGqmbTCl6raZnKp9rHywhs4iq2H5+799ersxDiKJjZuZTS6qyPQxyaacVuKUGrmBrTbF+zast7fW9v1M6TUgTW94BkZqmuBotMzItUxTPP42bKJ/L2JPBo3n+GynJW/0FlcKmWXQtxCOKaNLNngT9pZr91xockjsYD/epJGNVPl0+P63vmjVqFmO82sz87y+NpGwe0y84wETGWhVLpbtzrj4znV4CzwMPAG4Fngc8A3gw8DTyOC7JT8bmFe3NIiCloX4gjcxaf9JyZ9YHMM2aHi+Gtz6zHMVDt8RlyT46fbwW+ZtYH0TISY554NJFJBvCXOb/2ej7ixFaAi7g17FngDfgAsYEH8y1T5ePYwq1fKaW0U7g6LaW0jRDiUBSD68eA78NrpIkZYGbngBUzu59S2jjMW+LOSUXSAYOchNgJqf13n4XnmRKHILfNBXK8+CGyKrSWSYqxAdVqyCFqbswFXHhdAp4C3gI8B5zDxdhL+bPu520dF2QDM+sVidX6E/wtQnSW3LF9ctbHMecs4P3loWb/8xBb00VSSi/N+hjaRLFQb4EqV9eorAqtZ9JibDep2Yg/LkoVLeKWrwu4Rex54O24y/I+bjWLiuc38DpOsdIyhJ1WTwpxAmJiM+vjmFdSSnfMbPOQVrGpoX51vMxBPcZJEFqhR5VVoXNesImJsexC3Ga0EIPKTbmAB/CfwV2Vj+FxY5dwK9gd4CHcUharLIfixdSwhTgZEmKzZ1ZCbK/SR+pXx888/qd7pXI4zPvya8OwE2N/J71gk076ulfm5vqFH3/yUt6W8/64v0Alvo51YoUQR2PS+axEc2j6+W1CrUFxePaoqpOf8kwK+6S82i1vWGSv71NZxTrZDiYqxlJKe6WZCFEVf2zkD1vHXZN3cQF2D7eMreFxYp0+GUI0jIjrnEi6mOh0ZZUbD3k15lngXhf/UwmydlCLCYcHSxXml9l+JQsTbogxYCt72jo3OSzb9CzLIYUY28ED9VeBm/iKrlhduYbXqboK3M6v26Kq6SSEmABFdYty4jRuloCemfX3mbiJw/M4HuLxG3h/KcRUyYvpIrVVjwfDigb4mL8Tr99DkEUIUwJ2snDrhAALIj2XmQ1SSjOtTRkuzG08u/4d4DU8dmwDn+GtAZdxQXYTt5xtM1ztXAgxGQ416TlBUPICVdoacXKiUsnWrA9kQqQurqLrCjWL2BLV4rxFqoldnypF1TYutEqXZpQ6hMoi37nznX/zBdzotGpmt2cixvKfHScK3DV5C3gVPwE38QSvG8B14PV8u4qfyB06eIKEmDU11+FuWbODXs/xrsdNYFv5AcdDSumGmd3umpWxjCGKXTM8nJnQdBdtcY6gEmFn8nYKF2fb+Ji+lrdYsDKgSv6+bWZbKaXtrMgSe+cqbTPngS8BPh8vkP7uWVrGygLh4aa8infQN/ET2sfjx+7k2w2qlRSdM1sKMUuKDnXRzMrUNPu9Pma8R44ty4Kvcx3tLFcmdk2IjWChiy6rUdQsRvV21cT/INySUVHnITwrwgVcnMV4fpuq39jBhdrjwDO4YeZTeNzjzgms7k3nUeAPAn8U+NfAx2cpxraoakkmXIxF/Ngtqs59E3dPlvFiQPNnC0K0kKiKES6FPXP4ZQt3XI9zfR3WLAMjnu7soDKS/HujfF0/pbQ5ho8t3WCdFp21cn+j4jctW45mLspGWMWizvTjeDnDR6jCj27gni6o3JUrwG8Bfi8elvTPzGwtpdTJ/KHFJPbhvOsRYGlmYiz/yRtFdt0+LrS2qAL3BrhpM7YdhhsliiEQYjwUsRqR0+dQ75noQbWAmhutnoKnPoDOiyg7C7wDH5BfMLPfSCkdOT/UCCuj4Zbb/VbitZaasImxcYHh9lTGWzcljq6sqHOa4Yo6z+DibANfoNejypywgQu4x/Bk72FV6yy5n70F/Dh+Dn8ZuDJLy1hJNKwQX1GLKrZwZ5RFx3fjVGQhE2JsxDU4oAGz7qZTC1oOq2K5pD9WjhkwqC/R7yLZqvNGvCj2FwP/GPj7eBWVI1FLSFu2xUU6tlBhj7YUAfAxOYqcW/3i8aABgiyOe5kqG0JU1Hkb7rKMijpruIXsJu623AFeBH4BbyO36b6l/Q7wY8D78P/h2kzFWO0iiyWvCR8MSgtYrOqKlVdaSSkmyl4DZtfFSR78dmvAzfp4mkwxeIblor56DKocin08ODmqk3R9Avkw8JXAO4HfBH6YY4ixgtLaOMBjx5ZTSp0SZFTW1WXc3XeaKgA+4e1ogz1Cd2ZEGEaiZNEp3LoV1XSexWOk7uHHfAUXayv4tbIKfBwPT9rA20mXrw3yAoXLeJz8DrAzc8tY7pDMHlyVVS6rT3hj3Km9pvwMIU5MMUjGYBptq4cvw+7RcYtRXJOzPo4WUPZP5eB5msq6v4UPMLH1C1dwl7kLfACPh/kEHvt7UqJNxgS91zFBFmNgVJ45SxUAf4ZqsdudvA15jmZlHUspDcwsLHflb1ihKnO4iP+OKGu4RJWDzHBr2D08RrUr53Nf8mKb3djHmYqxsuHURFkkjdtd3cWw2zIsZz2aYaIVHSAmBEXHUsZNRVsc5Nc0InhWzIZanFgZtBx1dE/jfdV9qtXg0X9tdbnd5MH5VeD78ZViH8VdMcf9vAhHiV0xUTdckC3hKVJa+58WQd2Ro+scLmSfxC1MF6kWul3F+6YI34nUMDNZ1FBLf1N6ufpUC/BOU6WzKN2sUJ3LzS7GAR6WmVvGSmo+89jKQXCAr8zZXUmCBkQxBmqDa48qTiNmbzGLKWMbJ5WZXrSDcFFGTqWH8DiZR6mCkG/jA1HEj0WiS/AYsk61n8K9fw/4Fdw6ts4YLGPFAhMYDmHp4W7LNq++K13eS3j7eRQPfn8zLsgW8FirM1SZBsJVOdJrNEXiXEQbj9yhV6jixVbxlZS3qYRZjOuDeRZi0DAxVlBfnRQnbKce0Nnii080hBFWjmWqQNSI1ShnepvkGeAcxP6I0ZSD5yI+QD6Cx8g8gw9AhierXqGqvbtJlbi6M2K+uA7iNw3wAXisE+Y9BNmuRajF12Mc8yLeXs7hYuzNeNzdG3HReRX/zfdwsXOHynAxq3Qf5QrPHVxo3cWF12/m587h4utlPLn7bfx6iCwKqcXnbiw0UYzVhViPfMJqK5EkxMS4Ka0c5/J2iqoNruGzuzDLb9GcpeViShShFNE/RWzMQ7hb6c24JcNw1+U2PvjcwdvPQt5nbR+AyhjLPTLljz0n1j4rLFtJ4aKM27CMXQKewNvTs3i7OYu3pctU8VexsrRnuc7hNI+/OB/hMVgvjrGHC8ezVMH5r+Ju6zUqMdb683hSmibG6jlWQu0/kKm7zR2YaByla/IUHmj6GL4i7CLeCUYHEyvCwm0516b1OSYCj6HKOn4ebzNP5C1SWlxnePXY7uKQNvdjRYxl/KYy9RBUYmw3tce4Ji5t/t8OQeTrKuMQH8rPXcz7YoVlPV5rJuQ4wciEsIlbxhbwc38LP94tfEJyC+9LI35M4UY0SIzVSz0wnPh1yJ887ydNjI+i3YVV7DTe8T2FZ49+DL9O7uNm9+hwtqjcTVpEckhq13n9mm/bfxgiHioxspK3U/hvitQEC8W2u0K38Lm1ajCqWXMihGTfiUnX86uNifI/CktTiNlwyQ6KffX3zITi3IYYi4o6ZXnDqLBznyrh625OwykfcuNojBirEbE7fbyT2vWFt6nDEq2gHrQfgbNvwpMVPo0Prrfzc1t4R3IPN7OHhUTt8gBqg3G5OCcSorYtBi+ECFQxhevFNqAKsI5BNfqyyMd0Or/vbtsC0I9aB7NNv22aFGXFFqkEWIiWm/gkMNyRV/Ag/lVc6JRiZmYxiMWiupisRnD+NlVoRzzeZHgyK2imGDMqU36cwDYHZormU1/F9DAe+/MWPIP0adw9uZ1vr+ADabRTuSoPoBBicV0vUv1/23hC1IijasPAHdaJiNfZwAX6dXzw7OPt6go+oN6nWvU2wAfXtwKfiwdl/1JK6ep0f8LxacH5aRth9drB28k6LrpexfukmPhdA15iWJCFlWym1tU8mdp9SFUtILxc4bLerUox7ysoSyYqxk4goGKGkD9GQkxMnFKQlWkKnqKKz7ie95fxGp1ZETclomTKWdzi2KPKRRQxJI0mWwFKF902PljexAfPHj5YgsfHjApYPg18IfAngI8Ar5rZdQ1Oc02sSuzjMVfXqNJYXMPb2228PV3JrwkxRhPaThZkZSqg+D0xaS2TumtsL5iIGMsnYxmPidg8rDk7n8iVeEgD1L6YK0KQhSiLZeYwXCOudLFR3Ir9KdNAXMSF7QJVTqKwNrUhBi9m+YnKdX0Tbzd9PMgaKmvZLdySEQk6Ey5IH8H/h0XUjuaZMiZsi6p+40K+/xpV0tcbeJu6R1UOqTEltopg/ijfVBdiGtdHMHYxlk/COeAz8M7m02b26kGqvTbbjISaW01Q+2JuKGMaVvHOLpIs3sqPIzdOTDBiNiv2IAaJ7MIoc3I9nh/fploSv0ULYvCK5fxGFSt2Kz9ew62n4Na+u3mL+LF4/fuBf4BbOl5H7WhuKWKuIvZwjUqc3aOyIkcs2T28j6pns28EtXxwyoRwCCZhGUt4rM234/E2fw/4EbwzOgzb+OxyLaXUuEYmOkvpbrqDx/G8hLfnFdzqcRkXZ/cZjtWQq3IfahOtRJXL7QKVJWmZ4diSNhBCPAL1yffXqCxdO1QB/bF6jHz/A3gSzA3gmgapuacs9xdEnxRj9ajM+wOYvMgpJlVfD3xVSuk/LffXX6/2fDQmIcYW8AzUfxg31X8Q+Cl8tdBBZtSydptWWYhpEO0xynis4y6AV3CBcAcXY3eBF/FYjTsML8vupEVjXG6PEeksQsSUNfUGtNPKGJaxqJcYK8mirmnEzJQpCgZ5UIviyGEREXNMzdoaaSDCUh8pVMqSQ3F/2sLnq4E/ZWbfkVJan+L3Npq9Urcc9txMQowN8A7m48A7cF93/zAHFUt8pajFlCljf1ZxK9jLeLu9TpVn7Brenm9RlbUBSF1zp08oJ1QMMuu4uI0YvDv4/7ubAHIC3z12CldMWMA2qVLylBniS6FZthOT9V+MINpJ5KSL9tQrntttS9MaL4vv+cvA/x5CbN7H6yI+DoYt+yk/f6gYubF3uPnAngS+FI8L+SXgwymlrXF/l+gWIQCmfXEXLrQlfJXbeTzA/CIe/9jDhdpdPL7pLpWrcpsOBqOO+1wUHdYS/p+ezVuiiqu6j4uaOB+tsZDX3LAjSwLF1rW2IsZPrbRUfZxWW2oINSFWr0IR5ykmYPsamiayeieXx7iAzxLvAptqNGI/8mC2iDfY7YNeP+bvjllnrPZbwUXZGaoUFuEuiPifPkWwedfa9wTFWKxWjaz0UfczEqMu4YH9C7gl8h4t+X9HzJBheAXZ3FsRxNGotSkorMazakuzmjQ3jWLcgGrsGCp3RuVS3qYaK0Z6USaS2iKltJ3jIVJbZrZiduRGHTE2U7/AiwzYpQUj3E4hHuKCitVL5cXVuU5p3L+pcOmVsS6RTzCClhNuTX8Oj9fbAlbb4gLO/9nu/6ZBS5yUeptqAmrPDySxjlJ6UQqtXGwRCaEXyGPHXrG4E0v62pYOVDSGUTE1U6MIno2A64jVKGc5ZU24zgqxkgnlLgrxNaqMS5RC21Ocm9lFYCmldH3MxzVWut42hGgbY5wghVUs6tGewr2B5/LjMv/gar6N/m5nVB7FJpZDEnNGFkKzWBVUP44yWeEWVQBtWfKos0Ks3lHF41KQnaQzK95TCl8YduXdA17A//Pb8dra9w+ARTNbUgC8EOIwFMnok5kdOx61Fs+3hIuvh3Gr/iO4KEt4SpJbeLhFWfR9JBJjohE0RdjUkhUOWcHyvs6JMBhePVncL/c98PqT/A97vdfM1vC0IjAi1jSfn3Wgv58QKzrMTp4vIcSRuYjnPl0EXjSzqyfw4EVozTK+4OthPKXX07gg6+Hx8q/m15fpbcIDJMuYEPtRWGFi11SXkB/EuF2Ho8QXlftwVBLWif0PKaWdLLb2/L/zAo+hRR5mthgLP8xsAV98cQpYM7N1hU0IMb/kRYVvA/4kLpy+H/hJ3Hp1VKKfjLJ554BHgWfzdzxFtQDpFB4zFq7KDXLdzno/LjEmxB40RXxNkpoQ22s5fT09Q6LmPhwnR/1MMzsNPJsLbV/HU2Z8Nt45fgwvxL2xz0eIjtOUuo1iZiwBbwW+Be+/3gf8LMcTY1DFjEU6pEeAN+bveDbvfx0XXtfxii6xMh+GQ18AiTEhWseY003AcDDqXrmyykSTTRvUBvisczk/vgD8LuArgH8GvGRmSq8zR5jZglbyi4IdPAb114EncIF05OLqRYUE8P5yEe93zgKX8me/kSre+DJuOTuVXxd97PRWUwohWkMpviL3V3QmZdLCoZWPTRE3KaXNnEqnnOVewDvFh/GVl404VjF5zGwZWMnu6W1oTlsVM2Mb+Cjw3+Pi6OeB9WO2i1JQlX1m5BmLleDLxeMDa+5KjAkx34yyjpWJC6NU1IBh12WjSCndKx7eA96LB81+ALeaifkh0tM0tr2K6ZJXyr8K/CtycP1xkosXOSnL/jESgt/HS7vdwV2St/FYsTW8PYaltp7OB5AYEw1DsR0zp8dwJ9FjuBNpw7lZBd6Dx4vdRGJs3og0OVOt5CGaTUppy8yuA70TurDDixB5J+/jKSyuAC9SJbS+itcyDqt9rKYsvQ27SIyJxjCh4tTicMRsLTqSneJxWZ0AGi7I8orMq8ANYEexQ7Mn53iCKaQayZ8vISYeILeNE/UH2cq2kz9nAxdjN4CX8MnrLdw1eQvPmfg6bi2LMnrhZZBlTDSPep4rWcemRimwokh3lCYqxVhdkDWaLMAkwmZIUeZsmarqwolEkkpMHYz6z8lSjFU7uLhaw8XYIi64XsP70fu4dewqbq3forCIKQO/aCVm1lOuqPFSlIAq63GGCX3USspdMTbJzl4DbjeIyhoppeOmDxhCE7aDyTn2zmVL5HpKSSldJkP0hX1caEXQ/jqe6qKHW80ihmwVjyvbc5Iot5CYOWUnGwJBHe30qJX3OCjH2HHygB1KXI1yU6sdjJ+2Tmxq7bSTJclOipm9Afgd+CriXwE+kVLamu1RdY/cFmPB0zKeuuI0VQqLhAu1DVygbeBibAAMRl1/soyJmVNYaHYfQzVomNmTwGellH5CQm1iHBQPNlGL2F7xgjrfE+Fcrlhwc9YHchhG5MNbIAdPjyq4PK8UWeb/XL79H/DSYhJjYyaPWeFN2MYF1zYuusJKFqt6YyvL6z2AxJhoBKM61GL2cJ+qxle5uk+MgRHln/Z8zVE5omupbpEb+hwNuuMhpXTXzM7O+jiOQWmNgMqFrnbh9PDEo5+HJyF9M1UiZDF+YtFTCK0dXPiW7TNiJXe9C3v1YxJjojHkOIdefUl6Suku8OEcD7Gc87z0m+RqKYKVF4DtNq7gm4bYGSWqRtTGHPl8zXq2oNQFxyel1OZ0H3GtDUBCvWAbn7T+CPAW4IOoDNjEyNYxqNzmfapk2eX+A4VYvFiImVP44FcYkRnZzJbwOIincEvZK+MKDB4HZnYKeAafmb4GvCaxsLf7sbDGjaqNaaWY3eMzejmFRSeC/SUo9qY4/5GQONxAkbdpoP/OMbOHgXcA54FPAC+3cWLYJmr906i+6lCxjbKMiUZQxI3192i4y8BvBb4cT6z3r3O9waZ0NI8B3wB8IfDjwD/H65+NjSKAmSZZBfdiv06qcImOWjgwyFbSc8BWSmmjLsgKITbSmtYmCqvq3Iv3URSLenZyuzEeTE4snFvAr+L/z1aD+sfOUo5Xo0I9DjtRkBgTTWJnn4a7iFvFPhdfsfLzUzuqA8jC4XFcjP12XCD8jJndgPFYbczsNC5OesCmmd1rYUe7lzjrFY8TLkrOAA/hpv/Xhj6k+j9XcGspZnazxcv4yzgosQdFGpZRiYgFu8J1Q5bC2XCS/11iTDSGAxryFnAZeB9uGVvFLShNcO9EvEBYwm7gcWNjOa7CAhTf0ySL4FGpx4dBJUZigI2g2LN4ncn67DPhfddbgC/G3dY/b2avjMtimOMTJ+b+qrlXFWR9ACNy4rXeIjopGtAfimMgMSbawhbwYVzw3MNrDjai48kDxavA/wX8Mi4Yx+miLAOWB7TfnVW6F0uhGStle7mO3Mf3WGVr2VL4TuDrgJeBj1KtuD35AU5Q7GZLatS2A60QPhS1FDgzv+6FGCcSY6LxFPEi1/Ciq4MGJjK8DfwU8F5cLK6O8bMXqARLa8r81PPHjXoJw7E/u66nIsfcfpbPbdwKeQ0vSTI2zOwzUkq/ke+P2/q6mDfMbJ0q/5A4gCZMvoSYBBJjovHUAngbGbiej+0WXvpi3JnBS0Gz3Ybg/aDmXhpF/JYHMv3vJYLy523gltI1/D9//aTWrJwIddvM/mPgH5jZz6WUvuyEnxlWTahE9BJwgapWYx/FjAkx10iMiVYQg3KTZ8b52MZqtSpSfkC1lL+tjDp3Zeb/MiB7T0GbBV4feAm3ikXZkXHx7+fb31l833GtY+eBp/P9V3CraQ8XZBH7pMSlQsw5yjMmRIPJYuw0VczYepssY8EId+WoGphD9w9by3KMCyUWsoXzETwO7dtSSj8Y+4/xeSt4KpZvxH/TPwF+Lt8/Ry6j0kCXuxBiysgyJkSzKQOWo6xG6xgRP7aflexQAmvcVtIQXCmlG3hqjaH9x+Bh3Mr2Lfh5XAN+DbiKxxTG6lghxJwjMSZEsxmqw9dkN+1BjEhPYXs9P0tK1/AoIZbTXhxGpJ3Cc+Mt5cdPAStZmG415fcKIWaPxJgQE2LUSsKjDMC1DPMD2h0vNkSThchBsX9HsJStAb+Zbwf5/kbxHUIIAUiMCdFYaq69zgixtmNmXwbcSCl9+IDA/jvAT+DJay3fvz2lw2wFXaktKoQQoqGYWapvR3x/z8yWzex0LpQuZkS4Js3sOTP7oJn9VE7eumcx9PzcBTN7h5m908wuHPE7j9xm2sZxrw0huoYsY0JMiHrQ+jFn/4mqFp+YPZFepH/IVa33gE8CpJSOVDkh2s8Y2pAQouFoNiJEQ8nWmEU8cF+r7hqCmX0ecDOl9Olp1Uat5ZvbFYFtF2d1i1jbf48Qx0ViTIiGUoixHWBHA1V3OG6s1EkXhTSNrv0eIY6L3JRCNJBaQeSR2egV/DwbjpDaYk+Oe850roXoJqqHJkRz6eFCbOSgn1Iadw1McQhSSjvHzMifivt/xcy+YbxH1mrK/0YeGyGEmAbqcPcnr6RcyNvI/8rMvtLM3jXtYxPHo1iR+XnmbBbPzeX1UKym7OVNKyvFVIjV0ELMLVrOfjCFGOvV9xf3zcx+rL5fNJNo72Z20cxumNkP1J+bNyTGhBBiRuQOd1+rzwHv7XxnXQ5O+7zmT5vZV03zuMR4CCvZvFMTYhJjYmqY2eOzPgYhZkrucJdyQtN9BceI9x5LxLWNw4gxIdqOxJiYJoV1+vdmz8LnlPtniVZTilly5ODzk6xgawuHTfJpZr1DJh4VDUMrYfdG/4mYAteBjwB3Z30gwczVoJg/bLgA9lyvCKzNyOrX41z/N6L71PsCkBgT84ksY2Lq5DIvu/dnfDgzoxiIYiv/i3i8M60s76JZdL0MUhNcQ0I0BV0MQsyAYiBawK/DXnEbrsdB3gwvidS5AVk8SM1aNPQUdEOY7SXE6r+tKAOl9i/GStPCPCTGhJgyxQAT2xJupY4VdgNyMWq8MLXlfXJbdpiapRSGa1GGpXTPigxt4jBlkPJrzgOngU3gTtt/txB7ITelEFOkGIQSLr5WgFP5dhkfgPv44LOR78emgaij1AqBL1K1jxBgQ1ZSM+uEhSzY47ecAb4A+EzgN4BfBO5M87iEmBYSY0JMkRwvt4hbw5aBs/jsPywAC8AabhHbAF4D7jfJnC7GSyHEEt4nl5bShIuw7byFxZQ2C7J8HRy0ovQR4D8A/hPgh4FPm9k9XQuii0iMCTElRljFTgMXgCeAR4GL+fnzwKeBf5NSWp32cYrpUWsTS3k7g1tLl/P+HdxSuo4L9AHDlrJWckDaloRfH2/C/5PngFMSYmISNGGRlMSYENNlIW+L+GDzKPBG4M3AJeBdwL9KKf1LaEYnISZKxIgt4q7qc7hAv4BbTXvAFnCPYRfdJpC62j6y5ewO8G78P3k3cAN0TYjxUF8oU0yMZrJQRmJMiOkRF38Pt3qcBx4GngGeB74W+Icppe8BDTpdJ3f+hovzJdwadgF4EngMeCg/t44nqVyiiiHbwUVaPSVKl7gJ/EvgV4AreWuta1Y0gxEpheIaipCA5C+bbhiAxJgQ08WoVlCewq1hjwC/F/hUSunPg4TYHBEu6yXcAhSW0ueAN+B99D3gZbztbODibJOc8qFrbaX4PX3gReAVYCeltDXbIxNtp2YNq6cVgtpCGaaY51FiTLSCDiXAjIu/XEn5NG4R+T3g9TfnoezTvFMs5ujhffFZKkvpO/B4qWXcPbeML+y4m7d13DLWCWqxc5YLqYcFcHtmByY6Q80itkQVLrKEX4PR3mL1esrJycMaPVEkxkTjKVddFcWz25xrqQxC3satIH81pbTeZSGmeozDmFmZ6HcJjyG8hC/oeBZ3XZ8GrgL38ZW1r+IiPnLUtV6o1AbJHg+6jnZwC2CPdl/3YraUE+HwTJzGr6dFvL1tUS2UicUyU/FUSIyJRlNaxLIVITrn1Kal/SNqUIYbZgcfZP9Ofk6rxeaLaL/lAHEOF2WPU7X3S1SrLBcoXCttuQZGURNicX0v5acjhmeRKs/edtfcsmLyjLCKxUr2i/l2GW9r93HL8y0qi9iulWyS7U5iTLSBmM2UloSYLbdiMCrynKBExAAAIABJREFUKkUsQh+/8LeA96aUbsfrZneUk6XLv+2oFG1hdxdVrEqZ6HWhtn9Qe8+CmS3l/TttSv0wQohFao9lqrEp3EaRDBk8jkftSRyFmAxHOzuLx+o+icdpnsHb2h18ckx+vENVEUWWMTGfjOisl6n8+jAlX/4YiWONlXD38BnY7ZkdkZglZTBxuEhiZn4dn7Wv4KsIb+bnNqiSv4LHmL0p73sBb09tItyty7i14kzeVvLzfdxtdB+PmdukEqRtuvbFbIlJ/CLevh7ChdjzeIzmefwaupJfs423tYgfm/gkR2JMjI0Jug8iB1OUC9pkCjOVCVEGid7HL/42/o7G0obYtMJSGjPvSOp6F5+ZfwoXZyt4AP+LeOzYat6/g8/wPwfPUL8K/J9m9m9TSn0aTm1V2yJVWo9LuMA8m59fxycrN+Ot5BVvcleKw1BbHBLC/yK+WvktwGfgVrItfEKzjVvIblG5zuP9clOKZrJP4jwYT7BtLP0PQQZ+sbSuyH0egGMwiXJHsVJOjAEzO0WeybZgsI40J7FicA23iL2Un4+2cQ8P3H8NHyRiMnIK+Cy8ZBDAzwHvp3LntYEFqrJgD+Mri5/ERVkPF6evM/w/bQNbDT+3olnEtRar2KO9vREXZI/h1xW4CHsFt9SGAaDHhK1jEmPiWOyTOA+qoOOemQ3G1GnGrKaMn0ltipHJlEGhhl/4Z2d6RCeggYInVkW1pbD6Dt62t3Dr1g0q6+9VfPAI0X4VFydRuzRiXMLdfY92/GaoJlkxOEaOtWfxwTFyrF3HB8VtKnflBh4rZ2h1pTgcZbxxOQG4iAv/83gbvJ73l+XIppJYWWJMHJlCiEUDL4Prd1c74sLppIKsHvS+U9y2TYjVA/mj5iBmttQG91KQf8Mp4JSZ9YG1hgjjPt6vNT4HV1wTWVREjModvF1vANeoAtfv5W01Pw5L2i8B34n/3l+jBb+7Rli9z+Bi7Gngbfl2CbeK7eCuyqtUaT2g29UHxPgZtWAmxhKoxpQy6evUkBgTR6JwQ4YAixVQkbyynjhvO7/PjjlYx8WxRWVV2qbKQdTWzjj+i+gA2uZ2XcYTk74LuIy7x5qwECHEWCvaRr6e4vxvUl0/61TJKEOoxdbHLUJbZvYJPO5wANxpiCDel9pK0uhDzuAxY4/hrqPnqVa+Rczcaapkna04v6IxlIs++vhkZxW3KL9ONQG6gvdja1SxmfG+iSIxJo5KfSn6KYbzH4VwWqcq27IFJ3JpldawEGPbbXVPFBaRQbaUgVsQm+by24+HgK8H/jjwC8B/Z2Z3Zy0GUkqD+EPbQHH+yxl5WEwX8stiaX3ES+0U798ws6u0z11XWrfqcaFnqeJD435M+srSNUIclpj09PFraxW3PL+Et6vr+Dh1OW83qVYux3U5USTG5oA8Ew2r1bE77cI9WboWLuAD8wW8UYf75E7eSnPwcWaz9fdDC92Toxjhsmw8hWA8DfwW3J302/G4i6YMkuEmb4U4KRZ2RDuIBR5l2guoBFu5D9onxCCHMDAcQxkDZcSFRV3ODXygnNrAKLpDcX1BNdG5hS+IWcGNBufw9nUDrwN7A297YR2beBolibH54AweoLiBN7DjDvz1uorncbfCk/n2DN54w/SbqCxaOxwxe3YhVupuvDYOPiNp2+8ojncdd01+NvAevPNqikg+sONsWvqLbNEr2/ruIpXaPurWx6b8hsMSZc3yw9JacQ+3VrxKlSn9dTxW7Dbe5mJhRtvDFMT02cHHr3XcMnYVb393cc/OTr5/jSqvXxkeM1EkxjqOmZ3BcxF9Pm6S/QUzu3bUDryWwmIJF2MX8Tp6b8ET553DG++V/Jo+VaLGBY6RG6xw6T2wT8yU28CPAL+OD5gvN+G8FIJmX8FetKvGuIYLl2UIjbgPzRG64yTcr5EA+TpulVjBreqxmvKFfLtKETNHN/8TMRnKChZ9vC2Bt707VCW41vJzkUJmGxhXRoB9kRjrPheBrwP+c+BncEF2neMp/cjVsoi7qS4CTzGcOG8d7zzDFHwbn2EcW5CBBNgoCvczTKnDCFJKm2b2SXzwjJxpTeFQg7SZLaeUGrX6sDiHXW/v5e/cwQfBa7iFYgt3ISV8YHw9b3epijcPaGdqGzEDCi9Lufgr4pvvMVwoPBbKhGvcVChcnIjc+JbxuJ5FXDRFZuvjUKayKBM1PoWvfnoUF2M7uAn4FYYLGzfOGtFm8n848VizMpFv7bz1gX4Dz+WBbmwz+5+BzzKzP5hSuqM2ORtSSuvAupkt4pO3cCNFmMMaPqGLPGplKgKdL3EcytX5UKWDicVhsVhmNz5TljFxIvJsYBVf7fYk8AF8xnnc2WTpPglBdpoqiD9WVV7EXZaRvXhUYlhxAnJx6DfiLugV4IPApyksVCfpQGolRMoKC0OWmyYJmIPiwMysl2OzFoDPxScRnwn8IlWGdzEF8jkyM3sOWE8pvZ7P32mqOoF3cDFW1qbcDahuUtsTzSfCAIo+IMauPi74Q4CVaYem1sdJjHWfO8CPAx/GG9wrJ0zAGrfhf4+VUNv5ubjfZ/TKJwmy8ZDwLOW/Bx+8bgEvjKPjqFVXgGExXa7mi86tEefzoOOIIPmU0o6ZfQ/wmSmlX8xPy901JcIKaWYPAz8EXDGz349PJD4D+J143OlP4wtDtvJWFmxuRJsT7aLoI5bw1eCfi4davBd3k89ssikx1nFSSttm9ipVQeqTxMiEuAqxtYGLvRt4bpYtfPYaq5+GZrI00JrSYvrAJ4C/g1spX8ItCCdij+oK0U9YsUXsxaBJguwg4jhTSv8U+Kf1/WIqhBXyEh7qcAm3qC8CXwL8GXxhyIfwNh61OMNyOdX4SNFJYmHbHwLeB3ycanXlTPoDibE5IAuycZhcwzIywDvIu7jIewHvYK/k/S/j7tBbVMvRjxW4L0ZTuKB/nSp7+4moWcQWqBJtRrJNqBLwRjAstEyQwdDiBw3sE6Swgu26kFNK0Rd9ysz+EnAjpbRmZo9QJbo9QzV5jDJhJ8qTKESNyOe3m79ulm1LYmxOGFMjK5cGr+NWsdfw2LA1PE6sj4uyVxjO1VIW+BZjIER2DHZjOMchUHpU8YCxLVG5pNepYnnCddQq9/O0Fj/MK0XMYa+4/0DYQkrpXxQPbwM/i8fxvAR8iqrvAAkxMT5WgX+H91+vcPwMA2MjNS35oWguOVFjpLZYwYP2H8YTvj6U9+1QJW+8QZXaYleQqa2Nj1qtUOOYlp7CUhRC7CzVwoyHcEFmuACLlCV3qVzROrcCGGqTS3hbipQ2fbyM2U7x2gWAHMfXw1dkP4G3q8t4cL/alBgrua2dy9sGcDeltL3/uyZLFNQ9a2Yr+f5qXm4sRJ3SmtDDZxfhSriFd7xRcPUuVV6gRpiBO0rUCV0kJ8M8psuwFHUreCf1CL7i8A24MIts1a9Txf3EUnAFwIuSKJd2kaoyx13gXpR+Kl2WsLvA4hrel9isB0fRXXJbu4ePYalsh7NiMR/UKt6RP4J3vC/M9KhEI6nVUow4jjJx3kLxXJk4b6pLhOeFMv8XRcmoE/zPCwyXunoceC5vD+Pn9ipVYs41qrqBkU1d53iOKSysp/A28yxu7VoDXiQL+P2EVkqpv9dzQoyLouJFyhbamQXvQ44Zy1++gdcEE2JPiqKruyubcPEV5SQiriwCI6dSZHUeKTqTcqXZA/9zGU9mZt8FnE4pfXs8V3tfDz+XZ6nE2Dtx19EO7joa4G7Km7i1Y4FKnIs5ppiwLePt5524ILuJt587wP2IdRz1/mker5hfionD6XwbxoP9Xg9Mpp0qgF8ch7KcRDzu154fykelTnYy5MHvsOV/zuBpAzCz/zKldLN4OlJZLFLFjF3CB9RncXflABde13C35RmqUIfElMqGiOaSY3GiHZ3DPS3P4G3lBbxtJdwaIfElZkbuO2PiuYxPFKLu6cjXT/J4ege/RIhhIns2lWsq8o7tFLeRAkNCbMLk2Jvd/9jMeqNmcSmlNeC/Af5mTYjBcAcU1rEVqkD+M/jgeoGq81osNoBeYYHr5dvvNrO35fvHLcMlWkJRK7IMV1jPW8SOqh2IprHnGBX9lpmdNrPvNLO3lvvHhSxj4liUBY2LRrlDYTGTCJsueaYXKyKhygNWvuYvj3hP2anUhXYk9419ESMWgrs/QtiVg/L34WkKxPwQeQhvAb+Jx4vdxdPgRO1aTdLETMn9Xh8P4l+k6ufqxGKlbwP+W+CLgN837uORGBMnptapqoOdPQt4fieAkbE5IyhLXG1TVVe4jg+iIdJex1OWxKKfK2b2R4CvBr4tpbRRuipTSh8GMLPzuGtqXQHa3aVY4LOFu7M/jscib+GLP+6jRLuiAUSuQTNbx/vMBCyb2dYe7fPD+fa9kzgeiTEhukXE8y3gq9YOO+gNqGaAUV3hBl5NYQUXZeBiLBL63sLdmd8MfDbwdcAPF58TeaQexWvAnQI+aGYvNGEpuRg/RQHwPi7mt/DzvoMLsU18AFRsoWgEOaPEw3hd1BXgBTN7JVb8FhUj/o2ZXUop3c6Px9p+JcaE6DCHGfQK9yZUqUpW8UoKS/gAeh4XebdwMXYV2Egp3TOzn8QH3J8pPmP344F3AX8BTw78N/J77534x4lGkq1jIeq3qfIRRhypQhhEYzCzU3hx+j+G93M/BvwjRmSXCCE2CSTGhOgWZR64oyTNjHQlUefyLt4/DPDBNDLw38etYjfxBJ4rKaXvBr579wCGB9oFPC3Gl+XHb0H9TqcpynPtRILXeArFionm8RDwFcDXUuXI+2Uzu1xvq5OsWKROUYgpkS/kM3jG59VJfQ2FCDtGpxFB++t4LrFt3Iq1SBULtIaLsnVwV2QeeEdZ4QZ4brJ/g1vGPsnRRKJoIUXM4KAYwFSlQTSRBXx1eHgHzuHuygfq7U5yIiExJsT0WMCvudO4tWlSHNkVVCSQLcVcWNjuF48jwD9cUAPY2x2aUuqb2UeBv44L0Q/hYk7MCbKEiYZzG/gFPJziUeCngRenPXlQvhchpkheVbjd1PqvtYLhPVxALuF9RVlNocwnt++Am4P4z+aHGymlPbNcCyHEXkxi4Ufu854CPgevpfox4GPT7qMlxoQQQxR5xxaK28gfF7eDfVyTe36urCRCiOMwyXJEeQHTCt7Xbc1iwigxJoR4gNzxRf9Q7yd2g7IlroQQo8gW8bRfUfgjft5Ea0POGokxIQ7BvFp19ir5MY//hRDi8OS+Y2FcYkwIITCzpNqKQgghJoEKhQtxABJhQgghJonEmBCHQ9eKEEKIiaABRogDyPFRSlgphBBCCCGEEEJ0DcXCCNExJlk/TQghukqR9Hqg/lMIcWK06EAIIYQQQgghROPJGfgxs2fM7DvMbDk/ntqkVgH8c8Zh8mXFa/LWy5vybAkhhOgcRVHwbwS+BvhD+fHUNNLitL5INIOD/OBFGZyyHE7xtMX7TT51cVi6XspEiFHMa+WOtmFmvSzIPgy8C/jEtI9Blo45w8z+CEBK6R+OeC7aQy9vIch65OLQxaZBVQgh9qDuSVB/2Q7M7FJK6da0v1dibA4oVD9m9jJASumZ8rliFUnCLaaLeAX7MNOGCNvCi0TvoBUn4gBKy4CZ/U/AzZTSX5vxYQkxEQrPAozwLCCPgtgDuSnngMIfDvBN9ecKIbaQt5ViizbSBzbz67ZwYdYzMwmyGTDt9BXFIGNH/N4esGNm7wK+Gtg0s7+dUropF47oErUJbdxacbsDpBzqIVHWUErjxTSRGJszUkrvHbU73/ZwAXYGuAicBU5TWcTu5e0+3rn0KQZoMVWW8f9/4v99IcQW8veZuZI6TIcVLu2PmNn7ccvYzckdrRDTJ6/GK6+T8Cr08GtmQBXusY36zcYyCyEGclPOHXWLSs0qdgo4D1wCHgceBs7lt94DbgBXgdvAKrCB3JVTJ5+zx3ExdieltDOF7wv3dQwu2+i8C1H2oT38GlnO21J+vINfq1t5i8eyjoldZBmbM0Zc/CHIF/DO4yzwGPBM3i7l528CL+f70bH0gZ2mdyhdc4ellMzMVoGFSQuxgl03S7490v8Z56Br50JUhCiZYpucObXV50v4hPYMlVdhAbeGbeAehfv5/gAYKMxj+jR1ZbfEmIDKMraCuycfB94MvB14Au84ruTXbAB3qTqVhSO4rKbCqHiqromAlNL9KX6X5f90QOEaPcr/KSHWbczsFN53YGZ3UkobMz6kqZDbdbgll3ERdgn3KjyE96kR4nGDYbfllq6H6dPU/1xiTJTpK2JW9zDwNPBW3DpmwAXcNXkVd10u4x0QeFDqTAfaUQlp6/u01Pz4FP/Vsf8z/d/dJIuRZ4GvwPuSnzGzT3TdQlb0J2EVi8nsG/B+83HcOraBC7EVKhdlH9g2M6UJEoDE2FyTO5PoBBbwTmUZF2SXcHflE/n5LVykncc7lTLtRVM7k1ExkU08zrGgAuFiRiwBnwv8RXxMWQVeANZmeEzTooy5PYtbw56imsiex8XYy3jfs1ZsCxzD5S+6icTYnFKLdYhVPtT2laUgIhi1fA2MFjyz5KDj2RWgs7bmjZtx/JbcLhZoQSygaAwLuEXo6fz4ISqredcpA/fDMvYk8BzwTtyjsJafWwWu520JTxWkVZUd4aRxsRJjc0TNrF6KLqgE2QawDtwBbuEzu5Tv38vP9/EZXczqBrMUNvvUzByVdLF6smNiw8yeAS6f0D0UAwv4ikkhDmIb+BjwQ3j7+SguNOaByCNWxow9jAuyp/P9u3jf+QjDnoWyH+5UXzSPxHhy3HFFYmxO2KPmZN0y1sdncTeAy7irMmZvl4HX8LQW96kCuWfeiRQB5odh5sc7TorZ2OcDvwL8j8B/cZKPpFo5KcSBpJQ2zexDwN/C+4pPppS2ZnxY0yDV7oe7MlZVns77z+KhH6eo0sMs0DyvgjgGpUUM+PvAv00pfe9RP0dibA6olegoSx6VrshIWXAfD9L/dN5/DR+cb+JxIFfzazapLGNp1qspi4shxNao2aaVr5/WsU2YHn4eIgXJcyf5sHweD7RqzCpLtWgONWv4beDX8v3+jA5plsQkZhuPr13H+8lwT97P+8pycl3pg+ad6IO/GvgSPBPB98KD/WRe7AJA3YMhMTYflDFg4YZaqu2LzmQDF16LeMdxOb8/VlJew03u4aqEKXUqBwWo1yxkex5Th4TY7gWdUvpJM/t64N/ByE5grMH9xxFiEnDdoLSye2Wf3Wst3Nqdub4OwKi8CjtUucRuAK/iq87v4H3nZTxWbBWf7ESt33n5rxpNrqCwgqcbOapXIPq0dwMfAN4TT9T7u/0+W2bSjjOiAHjUnFzKW5S42cY7lB5V7MN53LwO3oHcyVuURNomdyhNFDhNTe43beYxGaeYDEV/ApWrrUx7MijuN7JfGBe16iVRQu5p4HngbXi6j/N46MfLwKeAT+BC7RZFuEeX/6c2YGZn8FQkN1NKdyfw+QsppZ0c1/sS8E0ppX8S+0GWsU5TixNbpLKIncbjF05RCbUtfGa3mbeIHyuDuSO4f4PKkja1jsTMngcuppR+9TCvn7cOLpvAR2X0PgtcMrMt4EZKaaqB+XvF883b+Wk7tYldxEbVA9DDYh4Le7p+nsvfvYl7FU7lfbdxkRbehlfyvlgEJctYcwjL5vpxP+CA1ZT/f3vnHiNZdt/1z+nq18z0vHZ21/uw9+34sU4ce2PHAYxDgmwn4pnEgERQQCRgIUQQIAsk+AMhBDJBIYGgGCcgEpCwIcF2Yoe1Y0MCju3Nem3HXq/jfe/Mzmvn0dPT79fhj+/59Tl1p6p7uqq6bj1+H6lU1VXVVbfuPffc7/k9bQ78pXT/URTes2XvdzE2+pSrtxkkxA4hE/pseg40kSySXZJraHAaW0iQWcHCvgmxwr31s8C7UOq8u70qtLJ8xRhnUA2od6HV+GdijE/3a78VE1RpRQnAVnINTOBlNAaeihXIMget/6KFOWyk12yOgBEWHGnMxlS4dRNdyCdRt5JNdL5Np8cL6e+raJFrYqz2eFtHSSjA+S4/42bKWvw68G7g45AtZuCWsXGgLOpqVaIPp9sceTK1wNL19F5rags5vsFiI6xqdF8mkeJ7/iPw2RbPO+05AbwX+CvoQrCN4leu9+PL0wRVZpA1aI4taiBhNlI130aJioW9gRZxR8hZgmVZHOu/CJo/au/OcZAUbcJAv3cJjes1cvZkJAf0L9McM9bXbR3V43BQpON7BInqtb3a0O0Sz7yZ7j8UY/ztEMKz6e+dBbSLsdGmdCuUrgVLvTZhZmLMXJFWOdsmDIsNq8aH9JUQwsf7/Z3DSjHxTgMPAnejjgpvRauyAxdjhTVlAlljZ9LjDTTO1smW2XW/WAw0pXV9DmXvnkJFTWfRHDGPBH9T/0VGuI5WWmxAzpBcTfdr5IWuzaHrZKthX9sg+bnVMUeBR1Cf5udijI+FEOa7+UATYlVcjI0+Zn0obxY7Nk0uQGhNwKfJAbplYD/0eQJxeoJldi2j47rCAVwY95jsp9Dq8jgabyvowm2BskfT324hG0xMVE8i4WX9F+9GQc9HkNC4iMaaiTCzso/0cU2CzKxc5QLWFsImTK1Qdt/m0SKU494Y4xtDCJ866O8cFdJi8j7kVfh+4CvA9Rjjl7rxyrSL7XUxNj6UBV6rbqMpNEFYDRQTY6Up3TN+hoiiGvRyjPHXgFvRcf4cEj5dUymXYWUOdr6/KDXSQNaUVyFLrJn6N9PjWWRpmUfNk0f2wj1sVFyUZlE/hvovvhZlDM6hhdyZ9L5VctzpJmPQyaEiyECiqyyoXfUo9GV8m2gIIbwQYyTGeCiE0HGQ+pgxAdwDfB+q3zgHPAp8mRzCs2/aZbW7GBsfyt6T1cKo1Xgwu+97xqTTG+wiGkLYDiF8Psb4MrJovBxC6KqBc5Ed2UAizMbGjiu7yKKLaJ45jFrDnEDlUSx2Jqa/Z8mZZ5Yg4gwG1XixE8AdyP39WiSkF9NrZf/FRbJ1CEb8mBaLj3KuLUt9QI1zaQjhhTq+d4ixrjQmnqwU1ETb/+gCF2OjT9VMbjELtmK1wbZCXsmaOPO+aUNIWQvK3BS9nIjtYhJjtNW/ub0tbmYTiTQbQ6R7E1zr6f4oGn8rIYRrpYDs1bY6PaHaf/EwEmSvQpaDU+S+tafRcbVwh9JVN/IUGZY3/Oa6F7Sefb4/krh+FvgMGsd/CHyDA+ow4WJstClFmMV/mRhbJcVzpPcuo5WsWSy2itec4WPnImiWq15fDArL13qMcQNdpI+g8VOa8W0RYOVSSvfVdtrGUHyeMzi06mNbFo8+Qu6/OEsWYZPF/44ddQuvVoyTEKvUNmwSxnsdm/S/k2jeOgP8CvAYion8xkEVz3YxNvrYoCwviEvkWAYTXmsooHoJXUh3Wh0N4sTi7Mk2+Rgf+MUhff5SjHENuUMbSNjbRLiOCl+uI9FvAfwreJ2xQcasYvbYgtNXybFh0+T+izafWJzY2AgAp34KEVZ6dWwe3AmhgF3nRIuNDGgO+wbwbfJ18kBwMTbCJDOrTaBWkHGV5gtkg5z9tEQuOWCWMb9IDhlFMPGBWMT2+O5N4HKM8QSylqyQXZkT6KL9CiqBcJ1sJWuLB/TXjsU+2eJtGYnps8gleQ3NHedQrJgdV3Pn+LFzDpxKsknZsssEWRnbWsa1Vj9jEgXrB5IXaa/6Yr3AxdjoE4vbRvHYVre2atggt0TyAOohpxK7Usf3z8cYrQbVLPB64GHgGRRXZDFGe5r8XYjVTlkzbBUJ6XPogrWBsistm/IsEmorFFXmcQuZc4AUQqzsw2zVAsz4UFpsbUy3m1vMs9C3eEcXYyNOC+uYDayyDo7FlZVxPFYx2C+EQ0ydxy+EsBBjPI7clm9BnQA+BzxBYRG7iRiOkyGEqwe8uU4LKvOHJfosINE1gaxih8l9Gc+k+xVyjUKfQ5wDoyLEJsitusp2XXb9s97LW6h3qv0voLi61MPXLGEb/ZpDXYyNBzENMgvYtxYdVlqgXCXsZFKOU8CnczCkLMk7aA7g30kXbzfRWc+2GOPbgV+OMf6HEMK/9YywWtlEx/AauoBtoqLC1n/RylpcI4sx8LjToaVqWR/g41jWwrPey0fSYwvGX0JjdJEUq4queXPpthZjnE/PW7xr3woWuxgbAyoD6RBKR59FrobLpFIEFKJsgE86Z/i4CPweasT7NHBlHxlJb0WWtbfBeGWEDRDm4oEb+y8eQhfAspWaxZ7uZMv2eXudLmgRBF++Noh1J6sdIo6imoa3IRf6JBq38+h6Z+N5Gy0kHgbehMInvhRCuEINXSNcjI0XEdUG+iFUkf1R4PfJTcIDg3eiOcPPAvA14Cl0oV7Y/e1AjjH6T8ADwK+C10qqg6KYaav+i1bY1WJSLfZ0A80lXh5niKi47dp1ZAmDIsradIg4gVp1vQa165pGlrAL6bFVFthCFrG3AT+GroXPxRivWgeRfv4WF2PjRQMN1O9C1rGvU1QT7vYiV2mP4ziA2n/EGBeAzZu9OBftnNaADxTPuxCrgSJ2zCwK7fov2nu2wDNhh4kYo4lqC3ovA+CNppjiVhmJNWCWsSlyp49Xo+4Q96TnriOLmbnTzVVpcWb2Wy3zsu+LCBdj40VEg/IpFGR7HljvxQUunchTaNXUk890RoqdBsn7oegmcENjXafvVIvytuq/WL5eu+XEuTkKy6dlIU6RA+DNQmZFw9eLv2sVZMUiwQTVEWRwuBNZ1B9CrsqraKxeRRayGfRbV4HH0W95Ebkxt+tYRLgYGyNCCJsxxrPAp1Csxwt00fDUSCfyHGqmOgO8GGO86BOxAzcGAe+HNIbc1TUAFG2w2vVfBO9l2xEDYEE0V5+1NptFc/rh9DfkGnPLyKpkJZJqIxkByt6p00iQHUf9U80ydhgJsZPpsXWKWELGiRepSnzQAAAgAElEQVTR71qo6zi4GBs/FlGPrQlkFevVhe5+4CeRj/5XUAmDlR59tuM4A0KyRtifN1y4XIh1Rsp2p99xdpXSEJNIrBxH7r6T5Gr0i0jQXKU5CD7GGOu2XJexbqWonE7PmZXPik+XFfqvoeB+c7XXgouxMSO5D1fMWtGjOK8GCpj8EeAuFKz9BVyM3cDNWIlG8GLmRT9HjBEco7WR5oSTKKlqJcb4SghhtV/fX4hrEzBHUCbi3ci6dAwJFSv2a91brI7cgTTOvhmKkk1lWaZ1cj28eRQrNk+OE7Pg/bIif91i0sXYGNNAx38b2OjSTB7RYP8WMmVbuQyH/bvpyvfXPUH0iMAATHaOM6AcAb4XeA/wPPA/Y4yn+3G+VLIRGyh85TjKur8fxV2dQteJ88jCZPUCV8g1vGopYVK4zC2pYAXFRV8GXkZhM3NISJ5BdfAW0W/YyQ7t93a3wsXYGJL87LNooG6hwdmNaXwbeBb492gV9RhuFQP2FGLlayMpVDzD1nH25BjqTvF3gG8CX0XCoV/nTFm9foZsGbsPtTG7A83xJ5BV6Qq52K8VR401xr2VHSKsb+pp9FuWkMBcTM+dRcLMOoAMTB08F2PjywQapGuo2n7HAzKZuS+hOLEp4HoIoTbT9aDQQohVxVeovBYrrw+1mCkzIeveFscZNCrixUoMTdKcodqXTaG5n+MhJLxuQ7W67iILnovI7Teb3m8FVeukbPe3jMTidHruMhJlK8gqdha5L5fIvVMHYm51MTaeWCsTa1nSi8G4HUK46kU5RUWIhRb31erWsbgfFVHm7knHaUNxXiwAn0UL2WdQZl8dGcRlvS5rK3SEHAR/BAmbGSTaJor/rWXRlQwB9t3Vdl2rSIyZYLQYsmvkmDcYkOxfF2NjSCrCWQYxdn0SFUU6XYjdKMTKzJ1Gi+cs7sH+Ls3uVYvZgW5vJ5NSGwuYBdXW6b5wnGFgGfh/KMt9GThfo7sPch/ZFWRBOknu7biChEw1TqzOed/mTBNjoO1ZQS7JRvGaleUoY8YGAhdjNVNXOnMIYSN99ywwF2NcAVb9otkduwixieIGuUhhtYgmaOIw0WaTxY6FrNNj1K7pb/l56T1W5LFlM+/ic8pirNXx2zaBYwQTFBynY1JG4BVkudkOIfQ7+ckWfFbU1TIRL6IgeOuocJYbG8GbIDvwRWM7WrTrMqG1Rnb7muXMWnaZR2ggrGLgYqx2au7dNocaMd+LCsB+FZh3S0ZntBFikE36dm9VrUuxZinia2TBZq9tFp91U5amVoLnZo5pes+uF4Pic3bGbozxPhSIbP0Kl4GVVin6rbbDBZozziSPQl2xV6V1y6xhl4CXkEa4mF67gILgr6Lzu7SQ1XreJkFmC1cTiBs0t+sqrXktF5p14mKsQ7pt02IX1BjjG4DDIYQv93wj9+Z+4H2oZcSTwFqM8TFv7ts11XRxE15WVHEaWSRNnAU0sU2hnmpPk4sQbpLTx9uOs6qYaTcmY4yzqDDvnag6tdUSugO5Iy6jSfdR1CZktVypp/iMI+n9bwTeCbyZnLG0gWI1loHlGOM1cvbVpfTZr6THC7sJRY8/dEq8NVbvSfsxxhjN+rWOLF/n0fy0jEpdbKXnzyJxZue6zUt9OR67xc4WgqxcwNq8aM/vuFYHbQwNRH2NcaMQYrPAb6GKxz8cQrjcyuoRY5xE5tSeiaTkovxB4B+grJkXgY8AHw8hLPfqe8aFQgyVLrxADoYFZSa9Bq0uJ8mBsAG5Bd4E/C3gn6EYkga5oGK5qmsaH7sIrxkk7l4HvCHd34PE2KG0jVaX5woSgCvAX0WT7r8hV6e2WAwL7D2WHq+hlXRMv8dKphxB4/pQulkvOCsYaVlPF1Ea/xlUUPLyoE2SjjPKFCLXSlvMoWxKq8B/mFwCaZ5chX8n9mqQFk2VubiMx4UBcktWccvYPimE1DHgLwAfCSFc79C1Z5YSs57Yc02i64BiCCKyVryILpbXyf3GnO6wE9+O7SQSVd8P/BjwQTSJHScLlBPp/neQuHkDGgvfIpvbd45Nq8kvxngIeBD4buAR4DuRGJtDE+l54Dkk9J5BAug8mlivFePs/d3ugGKbrKbdLEqJP5Z+6wlUTPJE2tbvRavZ6zHG82hcngYu1BBD4/SYbrKBy7k1xvhDwP+yOKFBvbAOE0WzbXPt2WJ8Ay0Sp8mLqKX0+ho1lIZIRoSJ3UonFWMFiiz1QR8rbhnbJzHGRspG/BfAPwT+VQjhA/Z8B5/3ZuBQCOGLu7znncDTIYTzvZyAYoy3AO9A7qZXUAujZ91NuT8qsWK2wjSr2CQSHMeRUHoLakxrla4tbXwViaJ5ZCH6CSRcPoAmwC1gozoJxRjvRG7CPwp8HyrSeBQJ7W8BX0axgE8Bp0MI13v3y3tDsvweI7eEuRX9BuuHZ67Os0g0+vgcI4o59/3APwZ+PoTwwVZzbjoXJ73O4f4oKvHb4tHCKWwOK4Pjm4Lg+2kVizH+N+DOEMK7bLsHXWTdLG4Z2z828J5P9y9Unt8XIYSvtXo+xjgZQtiMMf4R4Hfz23u6IrwGfB71ktxIfw+MuXkIKctVWJPaLWQR+/PALyNhdC+yCh1DboFAzmCyujjPo2Nh5+hKOvYN5Gp8O/AuJMJen77veeC3gf8NfBEJ65ZWpRjjdNq+CXL20Ux6vEWXK8ndOg9UPzdt45V0e7b4jClk1bsF7a87gc0Y45ILsuEixvgn0Zj6bBcfY5lxU+3ekMaWC7F9EnJ/SsuQ3CJndVtCkWUkxuK+30JoFS1ORw63jHVBjPHBEMKze79z189oWdoixjgdQliPMf4k8OH09Ex6riMrXJvv38ncS6vPkVlp9IMWVjGLv7D4qYBanbwbiaTjqM3Irdwoxq6hGKrTSFi9gALe11Fc35uRAHsnii8DuZd/B/g48H9CCM/cxHaW6eBleY270nY91SoL8iBoV26jzXsbyOqx1u49zuBQhHQcJl9AD4UQVvczz1TclO8Dfr06V1myR1pk/IkQwqMH8ZtGmRZxr43K35BDaAaqLMQo4GLsAEgCp4EGa0fxLpWJ5teAT4cQPtTDzWz5Xc7+aBEsasfexNghZNW5BwXvP4jiuG5DYmwWrTjXkYvyAorrej79fRL4LuSCfBPZKvAS8LF0+0JVPHVaKmLQMhgHbXucm6cyh11DC75j1dd6/J3PoubWPx1C+HnzMPT6e0aZwmUJzRphKALhhxV3U3ZBq6DUtHq30gFLMcbTnWQnlp8ZQvjRHmzuTX2X0xXlitLM+w+g+KejwKvQ2LD7ozRnGE6nz5hBcXx3obIjJ4rveBIJsI8Dj1fG3s547PSYDprwGbTtcW6eyhh8cJfXgL0FWrvSFpX/eyDdvyXdly17nJsg5HIXrQq51irCukkEGXTcMtZjYoynUHzQe5H14r8CX+n0olK4kg4qq9LpgsoqskwPn0Quv3+JYqGeQFmODyAL2SlkNbMFkbXr2EKi7HjxNZvAV5AI+2Q1ztAtm84wkxawAdjqdBwXQf7vAf458PbktvRzwxkK3DLWe+4E/gzwp1GG4hnUc2yxkw8LN1ER3RkIWokyUBYjKBDdSjscJTfgtfdNoXo+5QJpAyVX/CbwKeAbIYQVaIr18wuNM/C0s2jEGOdQQssscCbGeLET8WQxtClW7NHieT8/nKHAxVjvmUUWEVBc0H3puY7EmDN0lCni68AnkDXsYXLx0xlyS6Ty/4xt1BPud1HQ/+MoqH86WRGsDclAVpJ2nCpt3JITqJ7ej6NF7CfR+XK10+/phZXNcerAxVjvsfpO34Oy485QX88xp/9YcdYt4I+jwP3T5EzLWWQBa3fubaB6Wk+gGmHvAF4L/AIS9Du94BxnyJkF3gb8JXIM5R/QhRjzkifOsOJirEInWWgVE/wF4KOo5MAC8DlGtC7KuNOmllbZdPd7kAvmGeSSvANddGbbfSQaK9aIt4EsaE3V9x1nRJhANeQsQeV+slfBccYKF2O0rK8SyNkksHcGSQCm0vs3gN9DF+AN4KKv1kaTolZX09Ppfhv4L8hN/SDwx1CdsFZCLKb/KytcmxvyN5Flzd6z7yw0xxlQ1tE8+Tzqm/oSXVjFHGeYGXsxVmTDlbdYebwdY9zNUtZAAdlTyJW0iCxjwVPzR5fCIrptxXuRiFpBrsgGcsP8KDnlfhtVkbYg/8ni+RVkGbuOxtAqcnUvFO+5YQy6EHPqotN6dun96zHGx4FfQq74z5M7mzjOWDHWpS0KIWbxPI3isbV6MAvFNm36cMUYZ5GpfRpdPBe9mv14UIp5s4DGGF8FvAf4a6gVEkhcnUXuxxlUuuIwuYjrBhJi55GF4EngEqpJ9kmUkbuJBJq1LIExL764n7ZLTm9o4Uloenmv/Z7aXE2iuTWgwsbHUAmYy37cnHFkbC1jFYuYxebYJFEGYa+jC6W5kXb+v3BTmXvJenp5ltsYUQr0GONbkAj7iyg+7Dzw+8DTaFzcDtyNBNUGebytoor7ryARdhFlX/4Aane0RnNR2QBsjvMYK87hSD5n7X6naOU476NeUxReLfc9VBaw7RaiKYNyGpV6WUdW4Ito3G/7sXLGlbEVY+TJxDrTzyBXoxXstBY1y8h9tIbcldbuZjI1VjVLxWJ6fsNdk+ND0e7lFlTs96+j4q4voUSO/4suNodRsddNsjVsOT0O6bG1QzqLXJPPof6Uz6IL4Fb6nNuRkLuQmmaPxQWsLIBMtgxavbWyTEgsXo8xRr/Id0mLcA7zIpT17iJq5B5oEdpRWNQmyX1bl1EZCp8znbGmZ2JsF9P1wFmJiomlgfbBYeQ2Oo7M5VNoMrfMtmvpb+vNdRsqWbAOPBdCmI8xbuLFWceSGOMjwE8gK9YCqrr/GSSiQBljt6HxtobiYlaRdWAanSMraKxdQDXGLqbHl9E4NIvEw8CfS8/9D+CbjMG4S4ugOVSPKiCLoy2AyhtkC/Vmup9wQdY1ZUHjSTRHTpP3ue3vgPb/RnreFiulJ2EDjfdN3BrmOECPxFiLVZO5C2y1E6LMSIPiMihXaGYyvw2VHrgNrdo2UQzDDNlluY0mnzcgK8hV4KMxxgVvvTF+xBhPAD8I/DCqkfRh4NPAt1PM4GEk7reQO+ad6X2/gUSZJX1EJM6uIvH1nWjcPU0O2t9E4/IdwN9Ln/et9J6RF2PovHsYuX+3gP8OfJ1cu80s2pDDC9bIYQYuyDqkEls7hfb3oXSbTm+zeMaVdNtG7kpzSzZijGshhM0Y4zpatHjNvBGicGGDi+x907UYSyebHYTSbE163oKNIxJltVrJKhPLJJpQjqMV9wPI4nUUTSzn03s2yBNNA8X8vB1ZLj6bnvPBNyakMXQnqiN2H6qS/4UQwrPFe2bIVfhX0IXnS0j4v4SE/gma4xMtC/dHkJC4ll7fSDezoo0jM8j9+9NoPvk2sjAGJGqPpvdMoH23hPan1fjbRC7LgbLSDwnlfDmL9rV5Eo6k1228XiVbxyI6JvegsX42xvhyCGEjxrjVpjSMM7wcQnXiAnApxrjci3OtjddtUAw7PaMrMVYIsdLlN0kOMN4iixkzXdcuyMiWO3NRnkRWsYdQivUJJL6OoUlmHl08l9BvOIeCss2S4au78eJIur0EPBZCOG8vFO1YTGCBxtI2sohNo5ivh1DG5MNo/H2RHJ/4s2i82UJmk+zK/BLwr5HQeBKNz3GgdH/Z/pgltx87hURCQOepJUNYeIHX+uuAitdjCl1wbyEXMLYFxRJyrVu87QY6RrcC70bW3k+jvpHzNv+P2gV1XEnz3oPAn0Vj4DdQN4WN3f5vj88s+/1WPW4TA+Zt65qOxVjlJLVeezY5WoDyJrpYrJKzDVvWSuozpRVvClkrbkUWrwfS4yU0gV8glyFooAviU+jCuYoKcroYGy/WgBdCCDsTTSWzD3LavlkNbCJZQRexR1B3hj+F3N6fQgJrE8WMWf9JE2QmKL6OLnpbwLkxCnxeQe2hPoj25VPo3L0FJUbcnR5PIAvN2fS+dXLmalmqxrk5ygzeKSR4T6F9fj8qvRLQPj9CrrO3hvb7MbTgeAeyZs70cdud/jGLLNcfSI/PoXI8HYmxigcLmhN0rCyKxXCPxEKrG8uY7Sg7SefQiXcUCZeAxMoiWqXahWqd+uM37Hst6HcKbfMxtNKzWAgTYeb+MFV+Gf2mTWB9VJS5c3OUIgyazOjlOCgtOVPk/qQT6KL0T9H58Qkkyi6m/7fq+2YR26Y5tmYBLQRidTtGmRRr9IfAf0bz1gqaa25HLae+A1lrGqg0yAza50vpNkl2VXps5/4wz4f1VT2F9vnrkShrICtkQG72efI4XUIX5QbKDB4XS+64YZUJ5orHHbmgK4Ye82DZtdqyyncSdCx7d9gXph2JsRam68NIxNyebsfQTltGJ+kkeVVqtzqxQWJWOrvwlRmRtqLeKt5ntw1gbdgPvtMbivIWVVG2jc6DTTSRrKZ7sxg3kKXLEkNsnJXtkHaEmI23GOPGmIqJJeAMEgVzyBJzK/BqFF5gwuA8On8vIcu2LaZscvfzdn+UC+9DaK6/A8WCPYDm9zkkwl4mFzOeRO72R5F7/TS6JjijxxpyS/4cOvZfpQPhXdEWlrU7g875SbIlbCN9vrWPC8O+yOo2gL+0it2KTs770MqpgU7Ow2SLmAUimwunrh1XiisLzl9Ak/dZdIAXkbXiGppA1nH3hrMLLQKSTejbeJsonrPAfJt4ykXKduVWFXtjR/HbzVpYBpOfQu6yV5PntHPIsj2LVuk2kfs5vD+sNRxoTp8mW8hOkpt8n0CLcAtTaaT/XUMlXgJawI5D5u/YkZIyngI+hI71yyGE9T3+rdXnxBR/ZkLsMNIXc2RBtkFuO2hz6qDEo3dMp2KsDNqfIZeGuAe5C+5GO/IC2aWwkG6T1C9sbFLeSNuygLb1BfLKeg2t5M6hQP0VmoOHh/KAHwSW0uwN0ZsEWdnYu8wuMyFWBqdCs+W1aoltGmvDOtn0gDIuz+Yfs86XpS2skLO5NcDP131TKVVQVtiv1nFr0NqLQPE+zzYffZZQ43erorAvigWXWWFnkMA/hYw9x8ndSq4grxs0h3EM7TVo32KskmZa1p05gUTYQ8g61kA7b5lcVXy6+L9a4sbSxbJ0mS4j69e59FuWkBpfRwf7NDrwFpQ6ttaJdqRjOLQnwQFSHdulQLO/zW1Wujhj5T07jPkFzdy5Zkk0d+8iuaH6VHq8hM5ZS4RwOsMWD3bBWyUXwz5PFsEXkGdhgRb9U/u7yU4dpLmpW8tnNfzpFmTxfg0KgZpEcYnnyKEd5nXbYoitY51axsofagrWAuBPIisZaCedpLnN0CCsVO27bTK/Rk7JnkdxEWYxu4QC9pfJMWVDd6APgqKq9gTw1hDC43Vv0yDQxl1ZPi5f22rznqbnhnFy6SXFOLMJ3xqrX0NCwLKaJ5FIOI/O5VWyIKuKYWcXKvvcXI5LaD58GbmIrfbiJXQMLiNxbOWMYITKDzgHjhlrLBngFBJjr0PGnhly+JMl6Fwne66G1mvVbTblXgyC8GqHmdttZQ06uPPkeIfl9NoCRfsOfHKp8neBH48x/qMQwqMxxkbVZWn1t8YlZmQXQRbQ+LE+p61wa9juWAyqJQidRufsFTTnXEEhBxfQRG1lFvzc7QxzS1qsziXgRXQcLpLLiZxBIvgaeb4camuF01eqNUuPII/bq5HH7X5kKLH6gZagM0u2mA/tGNu3GKuslkAn2xqaGBfQyugY2jkXkTl7meYJsVbMrZbclVaCw8ydC2Tzp1nOLGPD3R0FxeR6iNzEut17+77vYowTdWa8tsiyhOZg/D0nDr+ANWHucEt+MGFgcanmuriOJulX0OKqdFX6/twf5TxvlojLaN5cQdaLBtl1eQEdF9vnLoCdPamEP5kgM+vYSeSivIucIHIRhUEdImfuWvmpobxOd2MZM8uSrVCvINO1Va2fRDvsDJowr9Ocsl+rii0Ovk0YJr5KhV2WvLDt9oklUYidfwc8GUL4GDQLr8KVeRy4L4TwtX5t36CUHumk7YuPsV0xK80S2Yq9giZmEwkLSIjZQtCLvXZAsaAoM8+vkYu7TtPcgup6uvdYPeemqcyRZShHWcvUCgZPFbeq921oz/FuxZgF0S6TTdchPZ5Ak6GZrhfJDWRrXy2lgw85eLq02llQdaQ5CHUkhVinFiT7nxDCNeBjLT63rPsyn557JITwRIxxclxcltBaXNnkM4pj6iAozlkTBg0kujaRACiFgXXIWKWIJfF9vX8KK65Zx0D7fIVcMmST3JzdvCC+z539Umbt2piy2NCryPuygES/lZwqrd5Dm2DXTQC/ZTRZzNXl9HmryHwY0M66iNwF18mFVO0z+kI7sVGZ3E14le0VmrLaRnVS6daCVKTAV7NjJ5A7uHRfvg14guaG8mPJqI6ng6SSDW0WL7PS2Hxmi8T14vWhDeytm7TPy6zKteLe2tSU5S68F6jTKWasMWE/T07QmUDWsctkj9sSzZ6rgfCGdEJHYqwyIW4g0WXWpEXk17V6IBYAX8YR9LucRdsDVJjh4UZlHcv3jCM3U9W4XWkLc1eGEJZjjP8EeG8I4UPp5bFp5eP0HDtPy4bU6+RMLAs9KEXYyC6m+kEhyKy8iJ3z1X6s28X/DO2F0amF0tW4iTTDFSTEppFBx0rXvIQ8btZ2aydBp7+b3Ds6NukV1pCy6GK1Ufg2WrFao/AdMdaviTHG+DDwzhDCL/bj+0aJojUF+MXMGTBSIlGo3KC5pMLWsLdJ6Sd7hSwUc4IJYrNwbxfP+1zh7JsiZmyaHLx/G+qucRfKrLRaoFZexZIEdyxkw7oI6FaMQQ6wswKwZS0xyK5JiyHoS7yYTSoxxp8B/j5wWwjhUt0ZdsNEcbGboMtBbqUt0uf4RO30hEqtu7J8CLgoOBBaJKM0JWP5Pne6IcZo3TMOoVp2x9NtDl2LrOrBPM1JOtsMcaeHroPdKi0zLJizzIow06G5rPoqhGKMDwKPhBA+2s/vHQWKY9sguSCGdaA7o01VIPg47YwY408Bj4cQvlL3tjjjR3HNMePODBJlh5G1rEHO6l0hd8ax69PQGlp6knlQ6bRerpLKzAjwlerQkSwOkyQ/vh8/xxktCi/CHIrL+XAI4W+4F8Gpg6IYdtkw3LxukEtObZA7PfQ1/Okg6Ka0xQ6VrES4sc9erStVn1S6ZqizVBzHaU9RomYxxvg+4MnyecfpM7GoO2YJOhs01xQrE3RqL5XVCw6sJocHzdZDEUPTkxpWZcsen5wdx3Gcg6ZSkd9ilyO5agOMWKb00BZIc5qpDN6Wb+lkwHphUscZH/x8dwaJPa5rIyHCDBdjI0DFGmYribIWU1Ps3igNYMdxHGf0KZN0RvEa5mJsyKkIsDLwsWxhYsUaYRdB5qtix3Ecx+k/LsaGnBTTZTfLPKmWFinblDRVKS6F16ivPBzHcRxnEOlJNuUoMgxWokI8WQqwdUGYTM9Zu5iygS8UrYs809RxHMdx6sXFWIVShMUYJ9LfAxdrVXFPNpAIO4qqFFuBvE1UFG8x3UycbSML2iF9VFzGa4g5juM4Ti24GEtUCtfG1L6nbBy+ZS1XBky0NMh9vG4BTqXbYSTG5oFXKKrop/87BtyHfuOLwCUvR+I4juM4/cfFGC2D4C0Q3mqalG687RjjIFjJAhJYJsaOArcD9wKvRuJsEzVSPYR+wxrZbXkceACNgQVgPoSw4YLMcRzHcfrL2IuxikXMmpxbo9IyI3GD3OycOgVZ6Tolx4odQR3u7wVemx6vA2fQb1lBrU6WyY3bd3p6MYCuWMdxHMcZB8ZejNEsxKZQ7NUssjaZZWwNNSZdQwJnM/1vncLFqhIHJMbMTXkX8BBwB9rOGWT5OocE2zX0W+ZR25MJ4BLe7shxHMdxamGsxVglG3EaxVnNIRfeYSTONlHw+wKyLJkA26zZpWfxbHZrIHfkMeAkclluoG0/iYTYTHofyFL2cvqcdeoVlo7jOI4zttQqxlKQ/CyyzqyHENb2+JdefncZJzZJzka8A7gVCZhpZA27ClxI798kl4Yo3YV1Ulbb3+LGJqrQ3OMLcu2x6KUtHMdxHKc+6raMHQXeiNxr344xPh9C2Ojj95tAMffkLcCdKO7qVcjStIxcfNZBfoUsyLZqtI6ZELQEgxVgCQnHV9Bv2gYuI+vYCrKAVYXkIIhJx3EcxxlbahNjySp2H/C3gYeBXwQ+Alzp42aUYuwwsobdDXxH2jaLsTqKhMx1cszVOjXFWaUaaCaittL2LCHhdZa83RE4n56bT+8zy1lg8Mp0OI7TgmTJt2SdbWDVLdqOMzrUaRkLKNj8vUgEfTfwiT5/f6S5aOox5Ka8FwmyY0jERGRtOoesZdep2UUZQtiOMW6hbd9I23QeTdabaFsjCs4/g7b/OllEbrX4WMdxBpNJ4H7gdWhO+gaygjuOMwLUKcZMKHwBeDPwDHKl9ZMybsysY3MoZux2JLymULzYUXKWpf1fbRTJB1sorm0J7c+J9Pgo2sfXkRC7jFyu5qr0VbXjDA9HgB8A3g98E/iZGOM1t445zmhQmxgLIWzFGJ8Dfg6Jnz9AwqEuylIRZjGDnKlo4qc6+dVpIbMaaOtIaFmCwQKykAUk1K6n2wqyom0xOMkHjuPszSG0aH0zcA/wq2j+Xq9zoxzH6Q11B/BfRpaxSWClz8H7kAPYt8mCZhG5AS4iN+XVtJ3m4tukOfC9FkGT4sYgZ1GukntPLiGLXiQXd72hRprHiznO0LAGPI3K0XwNzUseauA4I0KtYiwJikU97Lu53axf20igrCKL0gXgBSRy5tJzLyFxZsH7VUFWC2n/2X6zKvoW0D9RPL9JFmoR2HYh5jhDxXXg02geugQ8E0JwMeY4I0LdljFrv1Onm8/EyjJabb6MrEpLKC3foqkAAAGTSURBVEbMSlucQ5me5urbaSFUJ4UgmyC7IMt6YpBjxLbtf/q9nY7jdE7qG/sMmp9svnIcZ0SoXYzVTCnGVpHYsqr7l1Dc1Vp6/jyyklmdsZ3yEH3Z0Bgn9rAe2vZURWLTdroQc5zhJISwGmNcS4/9PHacEWJsxVgRc2XuuxWyRWkdxYlZgOwSiiNbJMddbdPHuKvdhFixDbHIsizx+DDHGQH8PHac0WRsxViFiATZMjkYfhplUVq24gq52GtfYjWsun+McQb4y8BvhRDO7Vb13ydrx3Ecx3GGihhjSLepGONMjPFIjPFEjPFUjPHWdH88PT8bY2zEGCfaWKB6vm3p/k1R/FT5vOM4juM4w8/YW8aS5SnQ3FjbXIITxd8WixXpv9vvGeBvAp/q43c6juM4jtMH3MKSSIKsvJWlL8qm2h5/5TiO4zhOz3AxVlBx/5WPa89EvIlsSsdxHMdxHMdxnOHD4zAdx6mTib3f4jiOM7okIdaIMfp86DhOLfjk4ziOI3w+dBzHcRzHqQN3UzqOUyf/HytmDokxR1ZwAAAAAElFTkSuQmCC",e:1},{id:"image_1",w:54,h:93,u:"",p:"data:image/png;base64,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",e:1},{id:"image_2",w:140,h:146,u:"",p:"data:image/png;base64,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",e:1},{id:"image_3",w:285,h:167,u:"",p:"data:image/png;base64,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",e:1},{id:"image_4",w:151,h:192,u:"",p:"data:image/png;base64,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",e:1},{id:"image_1",w:77,h:67,u:"",p:"data:image/png;base64,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",e:1},{id:"image_3",w:235,h:97,u:"",p:"data:image/png;base64,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",e:1},{id:"image_4",w:215,h:16,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANcAAAAQCAYAAACFkOq5AAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAGPUlEQVRoge2ZXWwc1RmG33dmvT/erAFnvWscElw54EJQaUtLHUckRkLxro1tglgJqSKhEohWbW96V9rCVqGlN1UvUGlBaWlVFSH5IoldO+v+gGMpBhOCqkguGOGAQHXs3UUNdWzv7M+8vbDduqndrBevxwl+pLmZ831znhmd78zMOWgNe++59wbfNmzyX3TU1VVGQu4DsVjMdNplo9Ia9LR31AWCTntsNO6rv/baSNDTaey+pWkwP1d4pnWr55vxeNxwWmwj0FbjieSyqX4f3ae6u7sLTvtsVKq8NS9ns9bvoqGKg067bBQiNe5YZnqm243AKwSA9h3XXJefnRshdEGm+fjAVObPTks6QbTWfatyOCxqPw3uSSSzZ5122uh0BivrLORPE3rHNFzf60vODTvt5ATtwYo7CuKPQN1RYZp39k5l3uNiYyToaZTsYQDVIIYMmE+cSGdOOui7brQFPTcXoCcpPQhAoHF/Im31OO11pdAWrPxSAblBCH6QCcr1ROKj2dNOe60H94Yqbs/b/KGkLhKWQXN/fyozBABcGtgedt+WL2AAUh3mW4cM8tktoZuOdo+OZh1wLyuRoLdFsL9O6QEBJgmL4oMnPsoec9rtSiMa9jXZ+XwfgGoAAJkg+IvA3Z19V9undTweN17/+dP7bekbkjoAkMS0CbOrL515ZTGOlyZGar31ytt/grQT/4lKgnzBAx7pSVnvrs8tlIcD2wJb56zsQUCPSWpcPE9iGjA7E+nMoIN6VzStte5dyOOP/56cARD8O4gjHrf5q+MTcx866fdJaQ1WXg/mv0YbjwqqXzxPImUC0b507szS+P8pLgDoDPnDlp0bgHT7pW0kzwo4Buj4QDr35prfQRmI1HrrVVAXZHdBuAuAa2n7Sg9nk9Wz7OQ8j0i8QfK4beLYwGR21BHBVdIW9NxsA12SfR+BJgGXLPrxA5L7E2lr7NLcZYsLAGI1NVum9c+fSfYjK3fNDwn8hdQwXDzVf956i6RKv5W1oavOtz2bKzTLVjPIFkmfWymWxGCF23Wod2Lug/V0vJqJ3VBVPZ3J/FJSbKUYkuMCXybtYUPGcH/aemc9HVeiI+z9TC5v7xHVDPBuSJ9dKZZkr890P3J06mJy2fbLdda61d1F6oiEYvYzLhAcATVKYIw033bRHOtJzkwVkbtqojurq/SPTCOQbwTQKOAWAHcC2n65XAJZ0Ph+07e++9N4PG6Xw+/TTjRUcVAFPCOg6nKxJNIARwD8DdQY6Xrb5XKN9U5Mp8vh1r7jmutsK9soO98Im40gbgXwFUm1RbjOAsZ3Emnruf8bV4xIW42/1lbu+YWft1Uz/z/D84CSEJOipgCmIMzAoAXBMmlbtpgBIFAeCh7Q8EDw2JCPUhBkCFAIYhhUuMiCX8aHZw3qUH8q99dS8jcpnkittx75wgsSWkq8xMckJwVNUUzC0BTEFMBZEBYEC7QtiBaWGTuAKjU/dsILYyckqBaLCy+rhMCrBo2Hi3nTFlVci0SD3n22Cj8G0FyKmNOQHIcQb/r24y9uvq3Wl0iNpw3SU5K+4LRLKRAchYkfJJLZo8XnlEBr0NMO6ClIny8lf72ZX7Hi4R033vbr58+cyTnt82lFEqMhzwMQDi9dqd3IkDwH4clSJuSSiguYf1DtId9dBds+RComIVDqtcpEnmQ/DPw2UHPTH67GfborlXg8bow8+/Q9tq1DhA5I8DnttBQSFsAekL8JtHQOlLpPV3JxLaWjrq4yn00fkPAQqL1OPSwCBQFvGDRegqvi9ycmL6ac8NikeKI7q6v08XRMwlcJNEvwOKSSI/GaYLzo2+J76dj7Fy580guuSXEtJbZrl/ti6tyXpcJe2Ngnag+ELWvdzwI5AKdpcMgAT7oUONWTTk+Xqa9NyszD9fXeyYuTTYC9D9BeALvLNlETGQIjBIck42SFp/rV3omJ2bXtoszE43Hj9ed+sl1ZNICFBptsoI0GQNtA+gEsHPJDqBRggJgFMENxFsCMoBmSU4LGDRrjAMYlnAuEd763+bl39RJvaXGdfuu1HZIaCjYaCDVAaAB0PUA/CL8gPwA/hUoA0MLYATgLYQbQDMjzgMYp4xxMjLuF8S/u2v1+fHAwX07/fwFxzqavyPx1sgAAAABJRU5ErkJggg==",e:1},{id:"image_5",w:295,h:269,u:"",p:"data:image/png;base64,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",e:1},{id:"image_6",w:126,h:181,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAH4AAAC1CAYAAACZDEv/AAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nOV9e7hlRXXnb9Xe+9x7u6HppmlUaN4BQQTkrcEXihiNxKiD3xcwMSETk5n8MRmTGOOYGZNJ4hsjzuT1ZcZ8TojaviK+iQgTX9HQoozEF1FU0Gg3QkM/7j1nV635o2pVraqz93nce1tpU9937t5373qt+q1Xraq9N+HfQOLbfupErPA5IHoMmM4AYQuATep3BIANIHoQju8H4X4w3w/w9wD6Aoy5Da6+jR57w/d+pISsY6IfdQcORuJ/vPx8EF0JxuNAOAdMRwBUUDuJdC7+ZX+N6LtgdxMMdmBLdSOd+qGV9e/9Dyf92ADPtz79PFj3fICuBNPJnjKDCCITQD3kUshGyDFnLvIEBmAAxHvg+AY05i104Uc+ut70HOx0SAPP/AqDz3zyKoBeDuCRGTlEAaAAOAuycr+v0uJcAI9MEc7BgAuZiT8Dpt+nx934ofWh7OCnQxJ4D/inng/m/wbC6V6aAf8nkERIUk5cSDwnphivPJQnda6uczgnTvkJADuA8U8w9HJ67N/fuO5Er3M65IDnz1z207B4FQiPBgCQQQIeCszyqP5ldN/zLeT5SvUPBbhX+f5aNAsOAP4aDf0GXfDRPfNR98NLhwzwfOsVGzDc+waQeVFS4SbgQN6ci8QLBlELIGkAUdVasmMjPK4FWB2Ji7xy36VrwgTkvg1U19DjPvqQtP+HBPD8qcvOBdxbATzSq2CTAx1T+F8AJy6YAIlR0j9FeRT3xkQ+3FbAk9h7Lf0MEBjAtXjsE19C9Ao3J9kHNT3kgedPPfm3APNHAAYeTOmyCeeij8vpGpBdEOyMllpKxYFCoot7sRLFCFEbaC2iPX/nbT/wTmxbesFDafr3kAWemQmfvPTPQPhVDzK8ao9SzgBE8hX42nuncE7w2jgKOievH6q6ztFQN7TgU3GfXfqXXdA2yu4zfxyHH/ZsOvsD961mPNY7PSSBZ76ywqd3vxnO/TzIAEZAFak2aYoevXeMgzfmnCnVX07tdFmRYJI22TOOKeqMZfRMwCnmYwTQpcCXUNNT6KJb/nXto7S29JADnm99UYOVr1wPxpVxDh5VuVLp4uCVYBMAp+x7BIZykDrMdlaHlvKgXPw5eXMR21cgC8MAavrn0j1//zbwEU+ix9/w4GrHaD3SQwp4vuPKAe773jtBdAUApdqBjAmiVx8kMWMAbaeh5tvIqeU+5Mvpn4BKysqUDMfpOoDk5Us76uccQLgRC6c/iy74y9Es43IwkvlRNdyZ9vzrGwFcMYaSAMvw3jOJCg3ZRKq0V80uOFfKy5brcGn+DU7nxL4MOcUwoQ5p00ndqj6mgHWoWxgDGBctT8vlWP7nv1r38ZsjPWQknj/1+Gvg8L8yB04HY6K9hbLboloLlSsSGlVyyKu98IlJzxD0zKCQeuJ0n6VcqNtBMRcU84Wbnpl+jy75xB/OPEjrmA468PwP738BwF/FE551KxF1zmX5k0+6EOw+DmAhAm9IDabyvrSzFqdQSEAQglaItSeVS7rwtESpTGSucMuIhC8C7sKgBcircafsObP3NyKjqYATCKCa4bbdCmzYi6quQVWFqjFYOvzZdMnTvz9jR1eVDirw/I8f3I79y3fB2Qqw98G6j4Hw9wB/jC6/+msAwJ+8/GjQ/p1g2p7ECcG+ww9oBTUdi94TIhJOSXcWahNvW13K7ncl5UNkxCD5GVG5HAWsXA3YEdCOADcCnPX/Owe4Vnn5nLdBBFAFGOOPVQ2Y2h8Hg9+kpzz/2ukjvPpUH8zKsX//NWhHFZwFnN0CZ58H5ucBDvy+v9wN0Kex744zMLh7O6r7ABopr0NJrRMHC+NeM7gHdKRrUSsoRsjyS6LUrjiNwmxRW0hdBnB1AH3oj3bkwbYjwFqArWeEOKWTZkTiK8CEHzdAZYMPQi8EcFCBP2gSz8wGN/7tN9COjgdbPxBxEFyydTo4Y1aAwYNAvRdoHgRoP1AdAGgfYA4oAKGma8IUTk25gBwkLsDu87xYSbRS7XpmwZSY0x4P7HsGYIde4u3In0fJbwPN4lQi1UOVkvog6dXAn9cLwNLSOXTZVbevDYX+dPAk/sbrn452eDxsGwYg/KInzMqGkgeeCGi3AGYbUFWAaYAq/BY/B1SfyayBB18NqHPJ1sc5tXaqlD+QMUCZJH/pXAaVI2aHG0T6bJD6dsX/z0Hyhdmddm/Iq3hUgc7a18XOg08AVvACAC9ZEwYT0sEDfjT8lSgJArptvfrL7J4C3lRe3VcVYCkcG6Cu/Xmt1H0WLAnTK0dpCgdOGyW0ukfI05cYyObjwphR9QepZwJaAtoHAbvi6RwtB1qDjW+FVqdoDvWYytPsAvDO5nmAq5j5pX0O8VrTQQGeP/Dmh6NdvgKjoPbaYRgQZfe0qjcIqs8gBmXgvO02BLgBYEbAYmjAB0EQ5/K+VcTASQRaAa99g2j7wzU1acjsPAdjH+fllH4ML9Er3wPcMNj5YXDqrGcKJsCGGIOT/lFiICinTschfDoW7/+LSwHctCYwetLBkfh25ZcwGtZe/a2MS73YeUlkgsQbgCxcs4TR5m0gux+ABciAqiPQcABc5scyV2aXHEBhCgm6xKkcCiZRqXT0tX3Xa/ig0I7vs60WYA9b8NqprTyDMoHrBdR770e1515/D/AMINJsTKKZA/CiFeJMhIARXY2DBPy6O3fMTHj3/7gT7fLJHvSht3tO2XnXAbwJizE0wvCYU3DgjMuAA/sAdiB41Xj4A/8dZB/Qe90QGUBLu6yP63BtfiKdzf/PNmUAiIEcHUdI6v7AYT+LUX2J12rBkXOGwIuHY+EHX8eGz/8dMKyU5pA+ao++Dr7MwDt19QJQL/pjs/QAth//cPrJ5x9YLR59af0l/r1/9lTY5ZO9fS+At8Ok7sWzF4+eKj9fNyNUD9yNuqphqgaVY1BVeQfPbAdGd3gT4Aqp1+o9uwdEta43ZnSp+vgPFOD6pjh3Hvy6OgJVswCyXnq5HcEZwBqCaQ8A9kBwACnZb11vBN7m9j9qwGoTvvudnwHw9vUF6WAAPzrwIrTBu5WfTHFkniuOjAs2XIB3AKoW1Z67YKiCqSpUcDDhPi2cCAz/XxBu5dFzAXxUl4U3L5piTPUX59GOKzBE+p1M+QhVtQEkatq1YCK0BDgYoN0fpncMtNI3G9oK2s3VgGmBKqj4jNniXP8FOAjAr+siDX/wum1wo2d7aS9+o+X0a8PPrQA2nNtl7w+4kT93I086AcQMggMGJyBbaOHgMHHxk+mT5HXquizQ+H1xwcOXY2AacvAguVR/jK9LPgeipbhI6KPF7I+GYEYHlGMrvs4QGK0AbhnR/4m/oBklXxKWp/P7XnfUeuIErLfE7135RbSjQQpkDHOiXAhr6umNqDYXpnMyNRvuA5sFsAuBGeeA5oR0n5E7QwIYs7KpSHZei3QZyYuJimOcO4Y6g6dOFgCBzAalUYL2EVFa/gHQtl7i9VxeFJJMX13t+yHTRVeFnwFsDZiVBg/SzwF40xqQGUvrC3zb/kqMWcdQpqh7iWUPfRQv2wgZnJ2qlnpABx4ADjsaAHuPmBxQHQHUm4H2B2rACzXPMbqCaMcZiAZfxw/GAjja6COdS3QwzuFDFrMU6uWkXdg7bdXe7yd/xoYpnkTxxJl1lWciCnW3BmFum8yfj+z9PNYZ+HVT9fyu118KNzzVqzetukZJrbXLSfWNCh8gOoFDP1D7doGpCriFQXMOaE5SQAIR7GgCymscnEnAq29R4UqVR4nl/MdQdSh/Ie6n25jXb2R2UsHsuSdNX0Vtc4joieYTLShRP5up+CAsQ6AdXcg7/vhR64UVsJ42fmXlRZ5IceBC0KbVQRxFpBspMzD09r4NixuOUd379RDOpKTW2QELpygVr0O/ytHToKPIq5POk+2QVf5AtPOc+iCqulpEZBAwmB3YVAAYtH+3Z1QJVwuwYr9Hw3S9VfdYgR5/K8Bw+GvrhhXWCXjece2RYPuc8Q5rb16B3wZHjkcAix8Q8oxGQNui/tangar2AyneEzugOgVx27I4bRKwibF4DpSpoEimAQpn0Ok8ZaQtXCfNAAzQxlRXdAqN7+9wf7LtLLGLkdcMsP5/HvlfNH/hf2GCTCgsYEf/gXe88vz1wAtYL4lvh1ejHS6k6NwoEau5ViSebWKELK8wigPt/wEwOgAmA5ZNDuyA5kSAFhBVLskAIwBo0zVJWppJ/cSkGmjXXDGLaARVh2zPMofl9TPAQc3TyoP+mg2rkrJGEaVbrd7JuRYQN8xNhGeAGisrb+EPXrewHpCtD/DcXhOJkJ+AykMFtiJIAI8cLmvZwjwO2LsLXNfgyviBdN6bRnMKIjBOgVQ+xyYSTPqelvyun5ZgpWnKfNWmvAwF4KsG2Pv9EKINEg+XpD9KfWACEQItKK0aI6vGxw4fhT0PrMtWrTUDz297zXloh4/x6qtNRHAI1NhAcBu8+Rje1JpBiBeT4ADLMN+9HagHYFOB44MTDrx4Zm6/SVblQhYtnUCyy9oJLFfNehnCpbq0aWgegWhaQGAigGpws4Bq15e9qhfGFI/eMSCOKjvv0bvADJrpZfz0eMp4jUYv5ne+/ty14rZ2ief2mtRxAXU0LtlwiePZJiIjcQJ+cIhah+YrHwGqAbiqwXFTowMtnY/MWWMJeQYpIwVo9M618zdGRDqO7cpFKgekEPDS2Zm0ozLgegCqB6i/8fGg6sN9mcfD5owg96zNxygKgDINdihjazBcfuNaYVsT8Hzzmxdh26si2NGZEbUWHKJWuFkDLkEN5fCIRghTN3rw+8DyHqDx4HuBZ6A6Glh4lFLfQFLPGFf1ehYQt2b3/Mqt11wykfOBl4WzQxu+LWcacDMARgdA++8NOIcxiM4oR9oi6OzSmInpE8awPVLfDp/Ab3vNlWvBbm0S/91dz0E72pJUmYrHR3XeInmysh6vOd0qeyjOkPXqvgXw7Z3gZtFLvVFLr4c9Lan1bJ+7Ah0IgRYgk+recxTOnSvMRWCyxUcDZiHcD4stVQM0C+B7v+4DMW0wL86braiNIjMFuiFHlxhFdu+waE69y0fGdfhavvnNskNh7rQ24Hl4TXRObKuAVJsubJtzuAY52jul9uAAtEE6gMHn3wbUAz+oJmzPYgY2XOhDuDr2Dii7jGSXY9yekS3UJELSUdejd/hE5mFg0+VJAwDgqgI3NdAsovr6xxG3WOs1AlmPl2miaAIBPQpPm49l3NFTSL0dnYBdu//9aqFbNfD8rtedAGefmkkyayA1oMqzJTcOtEiAc/kUaGRBe74Pvu9ucLMErgcB/CB5W16IqOrlCZe4AUNJaATWpXvRD+hS94WDp0OyzTZg42P9NSLAGK+NmiUAjOarH0EM0YpUZ6uHgSljf5WmE6l3gfk5SHmrZ0zDxADt6Hd4x47BDxV4LI9+Ca6lNB8V+6RUU6slXzs2QQodJw3gAudrpmAGWsB87npgYQk8WAJXDeJ22qUzgcOfHECQn3b6XBpoWRIFioUbTtdkNTTmUfc53NvyXKSYPwXQF4HBBvB3vujNk0Py6knRF+28kv44BloQwtiNlOqPkt8mh68dbge+9YurgW9VwDMzAfYXx3bQaqdJAIZNxAooEWRRc6yYQQbJAiMvMc2d/wC3d7cHvh6A69Bt54Cjfg1YOA7RdgpIXXZcx9yztXtlCrSU6/tgYOEkYPOzUjvGgKsGPFgEBouoP/cWv/Y+UiYtU/uFmhe1L8vAWr2LyYvhbSVQejfTaOWlfPPNcy+2rU7i337txWiHJ6TpmHbWFBNASbd26vRAC2DRHnLyBZwNA8kw//hXoMESeGEJXC+EXaoE8ALw8JcBZlMCVzz3uIFGqfpOkJH4JObDOBMc8+I0ZFSB6wY8WAIWNsLd+01U99wRNl2I5hLaODmNLjCeZT8+ca6vyokWldmQxEJcyQgjwLUnYdfOn50XwtUB75afmzsiKvKkgzfahsnuFXGatNQL0drZk2NrgaFD85WbYHf9C7CwMYA/AKpg75vtwPGvA6ojkWwpkiqV2LtgGNW57KlzCRiRZqcZB8CxLwYWTw/9N0BVgesF8MIS0Cyi/sR1Xs23ip5sDAJTm/CrEH7h3Di/BSt6/1p4RsnOl4Ee2wKj4X+cF8LVAc/uuflcU+yyS8cYpAijLY8UcfBkZUOkqD+ClwKt8ltpA8AK0Nz4Bz6fBj+shqE5DjjxT4ANp2FMhftOKxvO6QggPWCB/LowzsN/BdjybH/ZkF88ahajtNvvfBHVXTsDVjb4NsqOy85gQx7kmoABgAUDDML5wPl7slwcH8rQkU3xnYb51I7tpfzuN5wxD4TVXIAD4Le9/hyM9r8srqNnO2xklU0tOcpDhBnnawdMKg5esv7plxKSAQ33oHUtzCmXIL0pA34XLhFQbwK2/LS/vPcLCkiXpoHawy+DPnpHLRFQLwEn/gFw1HNDnwGYKjh0C8DiBrBr0bz1GtD+FWBF2WkdpSR4yR4AWCDwxiNgT3oi3MmPhzvlSXBHngy3dCRotBtk2rBoJHvuTHq+DuEhSxO2ZMt1vznT/f47PzrzmzXn34HDy8/L5pzxqKNPStXLFE5HrADkjxSFhyocp7ktW0+8leWzFjANBp+9HsPjLkB18uPAMijtCCSLNVQBD3sRsPUKYNdbgXtvANxyuKccO3lfTaRLbEA4bnsGcMyv+5i8tb7e2vjNIXXto3T1APTh14IeeCCoeKX1xD+oATQMVIT2uMfDXPIimDOfhnrhMJ+vDfsQ2iGw/CDs1z4B/qfrUe++w48jhSkdKoBq+Ac1g+Qbmd8PAOd+gW9+80vo0l9aPjjA26DmWal5eRxYwBYHTTs3XY8zaQCcCV4/JSlhCrtRgy0e+m1Jg/e8GMOr/xrVMWcECfTTGxL1SgQsbAeO+x1g+68Bez4JPPBZ4P5PA8PvKQlXW6zMANh0LrD5scBRzwGahydfo/LSxhSmb1UDNAPYnW/D4As3AEMXgLcpUgkbAXeHbwU//Q9Qn/VTPhgV9xaG7VXGeUkeLKE67YnAKY+D/dJNMJ+4DrQ89IBDTY1ZCVobGKAdHoFd9z4LwDvXHXje8epHYv++M7PHoWwbJLRNA9U1X4+hSiSJEEZw8MQjrLtTOBrrJd61SI8xNQAYg799IYZX/TXqYx/tbW5bA67NwQcAcxSw7WeBo5/nAeRloL0fsPcDdj+wcCRQHwE0RwFcIXu8mQF5Tp+J/CaLqgZVNdovfgiDj7waGCKsJjpkU1pioAHs1pNgnvcmmK0nJCGoAuMZHwDy263l6RqvdarTngjeeiLsh16Bat99gKvgQ7g1QI0HuxoBrkn+VDu6albg53Puhu65+Txd2TMdrpVpiizEwKbB0BE17fwwFHMoJzEu5igOHzlgGRj8zQvRfvkm/9TJwAd43GDJ29+qCdIlNjIMarUR2HA8cPhjgCMfD2w6C1g6zsfeQyQulqkacN3ANQu+zlBvu/PtGNzwu8AKgKGPMHqvW0yUl3a36WiYK/8cdMTDA48rP0L5LtHrLO7R5kfAXPFKuKWNgAnbsnRkVM/r/bTvmbzjL45Yf+DRPm9sChefilG2zQrw+gf1YEEAWQdWZPElWy9XvoReyh213pFaJgze8xK49/8eXLsMNIs+pj9YBA8W/Dy7asKz51ViAAQTUr5jJ0ggm8oHZurGzxzCWoEbHYB7929h8OFXAcvsAR86NQ5By1UAFivgGX8M2rAp+RKkpFrGJeuDYrqQlzZsBj/5t/2TwjQCIEvfapYUfazhAuye582C5Myqnt/1uhOw98Hz09xUOTManBh6FA9X7LtIPJTqF69abVmOK14yMBIDQJqOOfkxwBXqz70f+MrNGD7jv6I6/amgegBWizVJ0ESq1GvUssUaHxdg/eQMEdi2sP/8UQze/zJg/7IHe+T8dDPa3qDpjAVqYPTon0PzsFP9GJjK1yXaJNTNo2XY294NfOtT4PYAqrOeD3PsWV5bybgSoXrE6Ridchmar33Mz5ho4B1C03h1bxugbkXjXgngf68b8BiOklPnlGqPu0Vcso8ivT5EBZTRMu3gRWQUELKbRsCyNmHFrJiiAlYYqCvA7cPg3S8FDtuE4ZP/E+i0J6M+fJuvEpw1R3HaFppMF5OaJYLddx/cnZ9A87HXoNrzA2/PrfWSngWaAtPDAg0Bgwb1+f8uOIbCRGGPfHgDiL3tPTA3vQTGDMCXvxb16ZclU9mGx61FlbNDde5zga/frBzOQiNaYTp7KX/kLRvp6b+wb32Ad/zMtHpWROeEO3VMWqRcImbas9faXi99slKD8b1yCE+ctL6AUYWZ/QA49mvgFQGjPRi8/78D1R/CbfsJtI95DnDc+TCbjgYtHg7TLGSgC9bcjuBW9sE9uBu453ZUt78L9bc+74My8vxbDCiJjQ1gCwA1ALIYnfZsNItqT1585YkPNrUffjXqW18Lu+VMmGtugNm4FXGDh6h5dmo1DjAbtmB0/OPQfOMzyaYb69+bky3pjhZw/3efBuDv1gw8f/C6Bey+75IsGifO29h6u5YEySc2LjBAttatEeD0vw3THYnqwfhBFkVSVcFvCGHbKjx61AIYGR/ruOdODL7zWh8pi9EzgA/bBt6w1XvoD+4G7dsFctZHTIVp/dOPQfICc7cKcFJSL9NPOC/QJz0O8akZ1Ml2k4G96Y2oP/0a8GAjzFVvBR1+dDBvlWJ8l9YiKLlhdOLFwDc+4Z28uCevTcCLCR61V6wL8Lh/5RJYu5QcGBVK1PN4CZPaILF64UVvXwpjVAheYoh4z3nArQuq3iDtrwttmFCgtX7wKgO0Vdg2XXstQEjOnAFo324Q7Q5thj9xlqE0Fof5OVwybcTJiYsbSoA4kzEG5hFnKm0WTsjAffNzqD7xRwAD9hlvQn3kceDlB/2DpFXjq2lXwMt7QaMVULOoTJ6BOeYMRAcnC42rdRLbAg3/NDMTkX4P+2qAd8PLkhTrqZyszClpF1Tji/6gBlINcgS7bEzsveST+b2o9iABlv3c3xkfDkUVfIMQCHLkzUBrIuD+nXlBko3yKXRACUjMle2NE9Nj0/3yid2KAGKYDUcAowOJfsCXe+9/BkYMXtqK6uxn+qb2/gDmukcDK867QzWBFiqMTn0umqe9PDmFRKANR3qaRxaAbM12xc8CdvQwvOP15wHYuUbg3VPzRRmXiI+RusLTj7thlKM2FfRwLUa1FOOYAKhFkHST/AiJFYh9hAVgPPj6TZkAYIMGsKo9MUFAokniDo4TrRQkX7SNTFuNOK8Et+FYmKr2pkIxlPvm52B2fwmwDHvBL6NufNzAHLndT033BTNWVwAItEUeFRNNVfll6XoDaCW0a1vA6MBZCCB5P+zSNQHP73nDZjywp5jG6RCtsucxD+fg64ceZKA5AAhg7H3zAr5ssxJba4Kqp6ABZE5sAygugC8vHjAGMeLHpmC0wsmIQaSgrWSjhETb9FOxxIhbqsil9tmA7D6vtimsGoY3XNqvfgymZZ93y/Gx7zw8AFoJ00MbOsIVzClPSH2UJ4mrGtQeADAIfkapfYPWrRho20sBvK4P1+kBnOXlS2HbKgUKgnqJkTrlVZbSwgE0OWZjzfl5Kf0UwLYCjLK/er+6VQwZmVLeOSevW5Pn9sKqoWxZZrWPQL+MQHa3yoYHmarJWnlcYtYmwdNBy3v8adUkR822oF1f8wxk4R8BD8ne+g5gyEGTAWgI7QlPgTn6pKDmw7vwqgbsrH/Y0ip6o/8h4x0l//G8Y0fv6ut0VW/dU7NB1u+r0/vIMkkPKtIpgBEAG5NsYYhwwnmRxEAmFZCXFESJEL8gqEXxERwhBoD6eJyhGJKThonOJZTWCtei7yKzldBhCz/tW9kHDJZysyixf8egm68DX3gl7G03oH73b6RxGRjwho2ofurloQNhCZYA1A14//2guNilpN1IG0oTW7sJuPt8AJ/tIns68M5dlkt0GK3o1WrClH2H8x1qC28+jnbXJQEwpExDOMTVuridWoXyGAl8V4RjGYgrf5rxdB9KB09/VcoB6YVLoZCmiYG4uNQauHu+iOq0J3jgRyuAY/DWnwCqj/ptZPfdDbzsJD/4wmSNATY0cD/zRlRHneiXa014Y1btt267e77o17JkR64sYZtiGVyOw+GT0QP8RFXP77puO1z7yGzBJJvGhQaiJAYVD5F4PTDlQOuG9LkqU0p/tJlq4LXXrbc1Z9FFq1S3motn5iruZilMmNAtmiwMrKZRv+LEOvDt7wUGG7zUN4sAEeqzngXesNFH9uIz//AzgYEBbz4c7qrrUT3mZ6Izh9o/pBFfg3b7e9OOLHGio+9hkyYWvGB/sg/byTZ+5cBTs31j2pkrN0dGG8NJM2TgK3RLez52rSNDyRy6rRgiLmYUeuqpd8ZI5FH/NBNEv0H5LJpeK3SVUs9Ay6i/9D64Pd8DFjYG8BdAm48BX/E/4bYeByxV6bexwejRzwZevBPm7Gcm0IMzh2YBaJbg7r8H9Z23pAiipi/2T1+zALuL+qCdrOpt+5TMkYvr8JwaE0nQ81qnBkSctOg1d6j5TpAlA6VDl2kAkL99EskhBJLKj1LGKUjU2TandvQHD3SZ8kOGWiuNGFhxcDe+GuaqP/XtDyvAjmBOvAD8y++Fu+cOuF1fB216OMypP4lm63FeoiVixxy8fsRtVu4jr/azgjaMrSnUumbyiE37CH7r64+jn/vNb5dkTgae7WPz3aIyMJGjkroXdZipH5cP5Fj9avCgB7YjE2cX0y1SeZxcoyITcrPTlUpnszQx02iQc8vA0KG+bQfsOc9B9ejLPXjhzRbULIJOvQTmkU8K3np4ECauSipHPPxvb/8g6ttvAIa1p6MO9FRi+grJz7TA8CIAY8D3qnp+zxs2w7lTow13ejonNk/d02FUx0nqxHkp7XUEbQIAemCzCNAY464AAB/MSURBVFuRVw886bzKHHQtEmUEd5RB0WbUBJ0jlph8xMABh+r/XA23+y6v7hc25na/qsPbOis1I0kbQOS+2/UNVH/zwrD+z9GcJLMm419IfPJDOtV9v43f314AZ0nmodmWKh13lylNZneRq3ynRnpMXReD2ndfT7n0IPeVL6W2s7z+FfX0ldd9K8sDiI9PtQ7Y18K87mK4uz7nbfVgKfz8kzce4LBcG02S7Biq4e7aCfOaC4ADTm3v6gFd+zpyzfbb+X7g3eiiVGnmMOSOVAyqaFvPaqD0oHZI3DTAY3+6rpeSWTDF1PIdbcp5LK+Zl3May/KsKmrZx9/3DmGuewraD7wSbEd+N4/+mTptCwMAELhdQfuhV8K84cnAfhvi+Iz0bL8IHCOfUisTayNW53RQOwF4dheNqw8l5eLYSay8XI2LXmZf/WrsRKK6JJfV/a7yXQEhADEYE9fENZoFgF1547Gov+yDJN2+RCptAH+fRf2hPwL93klob/wT8O5v+abVNitmB/7B3bA3vQn0su2ob/h94IAFlq1novhOXCjz5VL/S1sfV/DsFt5x7bHl8Pc7d85emGw5p0rlqVd2nm1GQf2w7kSPlItnXPpeY1G8jqRVqc5T+hAdft3E8l0MNosWmqo9GH6dgJPPM9yD+j0vA973X4CGwItHwm09BebeO0H77wMso2o5vBQiMA9CzN+wcmTFvAbhM4KBCiFrU+CGZwO4R3exE3jece2x2LfnGO9pKpuhVX/cWyfSjcTpWkXKwGSvDFeDrJMe9DKy1hVxW4/y+lpf+S5mnMakApJ82MBx2LYl0UeAHvw+ql27Qj4kabZhrGQ3kuw6igtGYczJhSVpjYuKswg+Lc4CkD1l0y3xduWiOF9vtW1XKj9G0KCkHSqcinSUwSjP+6RmklqdVM/BKt+l0rvKyf2svEgu5Wp6LB9yZso0k4xpoVnL5w8BZEGnFHE9q+xmD/Duwiw8GTdZhIYiR4ktkQ4oB4+LUemTNiCXnL6BmCatZVuT0lrKT9NavWVFSFS+ieUpMUiWV41zVPMux4V1PgdwO/ZGzG7nzrmLo9oQYKMkyySWk+qJDShJL4nUxOprXRKk800rX97X+br+X235rnrGFnpmLC/nM5VXwiQrngylAZQ2iM6emst7u3+Kf5lFSmPAMzOB7UUx/p7tqFG2Izp0xTxeuFSuOelk2VDPsS9fX5pWz3qVn9a/ee5PYjpJncEtxRFZJNUl0OOmGIWH4wHedu12XdW4xL/92lNh+bA8MOCSN+/UNYaK0Im0Q2kBRUQXt88iVZOkvdQMXeXL66stX5YD8tgAOq5NK9/VhkNP/zmMrcuFSccXMk9e75dwALtTdTPjwLv2UcmB0BVoVeIU0OE8TjUmSHcX8X3X5i3f0/TE69PyZXPzOct3Mfe0/FxkkOmvK28qHOLG1mL2BS24DLj2dF37OPCtOyOfCzpkkq7VfLl0GVUPd0tseZx2b9bymCGPltJJ+WfNO6lceV/XNSvDR/qVZJdh5vJa9Je0XxAYwzyQhW7HgTcr52WOXXwUivPeS8N640UZvIleaA+hfYEUKu6X92Ypz+j2mKcFe8ryk0DpC0SVebvKT+r/LElP77L1eKsEUM/vcaYuPj6d4/acbJdLVkGhCQRwvdlCq6cuAPT/fUSWkjotGtdVvqxnteW7jrOW1/9Pig1MLe/SdnL9rn3H+SNlrpB0EVC2gK1P0FV2qHpz/NibJ0vvXku5JP2MnP4O7qx2jnvyTRqwSeW1VK2mfNnPWcp3OXtlvknXJ5V3ZUeBZFKVkOqt4JoRuN6iq8yA5x3XHguHhWw/uQQGdOWWQ92qYtId6iFs2vVJ+frO11K+LyzLxW+t5Usnsat82X8OJ1l5TueW0/1yhdK5XOIdA5Zqvv5PI/i5xA9Hp6cgjYAvQRyt/tXcPdtsyAUR5f9dxBWE94HYVX7a+aQ0CdT1Lj9N2qdpmuhaCdCuWEHUnr1mAMVlzgHVgeOl6hx4s3JOBmb5ACFryVdTBVKdAiObi87C7aXDxT33VlMeRTkcxPJYh/JlOTnGZw+lrvBP6dnrEHop+Wb32dJE7ty55YujM5DtnePUUKlWImdBcaSiwiFXg5q4WYieVH7SeZ8Edl1fr/LTrnXVM1N5VjMkLWh6vinXFAMgHOVhELccF2sK547OzDkIBRe5nIv0EmLXSw/6CCmvl79Zy/eVHRu4GdpHx/WDUb7AqpcBy6TL6z0O0dSKv4W0BC4hc2EAcIze5cC3OD5xiIraabsh3CaP/UB3RJikp9PzEjlPea06u8p3aZauPsxTviutpXxXpFDANJyXEQbQGjibbQkW2jerx208f/C6TXDN4XH+HWPAmps4cZF28MDjBE+SlFk1wTzly6lQOYB9MfRZNFFf+319KuuY1GZXW2U+IDenZQhX15P5Zapy74BvkyJJ4h8YnTS20yZbAFDcFDcLCKdBMQJSgyWBs3C9lO9yklZTvi/SV5YvQSjLy/ms5eW8a8rWx2x9+WJeBX68poM2quJy5y0zYOv4DrwE/Gi0fSwWHOP0DMAivl2a1H1wslvam+8ipk8Cyjj2JOmfRYImlZkUM5+lz2ttvy9vX76+urqeS9RC2sUMtoofL1Jv1rEn5mpBcRKU9IvUa49ST+XKtfeuQe26rv/vC9H25e9itoNVvgu4ae1MYqxp5ceEwhVefbihVbw0WvoAtmnkaxYK+H1n5MH+AtzM7iuV44qR4OLXNQBdEljm0/mnrd2vV/my7KTyfaHoaeV5FeXlep9mjJsxgRRiRy71fmWVcPfntwEaeOZTxoMBoSKZymnVr+1MOYh9trCPq8vyZSqZYzV1r3f5PoZZbflJfejKqyVag8xImkBLvCQzehiQT+eOi+6/jv7Ia0eApGKkA3opFkBEKHagg6guRpnG9Z3TnBnq7srfV750JmctX/Zxte1P63+fJ6932mqQy3cIxDWVA8cBGniLbWOOXYzcIS3YMFIkSPdg2tOo+nqXBE/i+vLaj7q8/r9vw2TXvb76ppZXY5sJWnEPyE213pARmWIM+GZzWkNXkqw5R/dSvwBhmsSWUttncyeVx5TyXatjfeeztl+el3nL/vX1v7zX11ZfHV3lo7aViyo0S1AzL1XQ43gUEID3j0TTIDoGGYcoJtAPTsh1A0RTIEqiK00avGmDUObrut43UAerfMl0feVn2Y8wa/nyRZWiAcr+ZIUVpgTA4khAJP7BdvvYnrlsK5WeKkhjBUexaqtLmiZJWN+A9JWf5OyVdXQx2bT2u/qh250mxfq67qsu38f8+v9J/dfjXYbU5XFqRj4TYwZAWwBZnaN2eybFEvcVWy/cAsaYkxE7wrntmbS82kVsmfrKl4PQV6ar/KSyk8qXaVr5WbaWTWqzb6tavBYG0nH6zElkdM3xas4fy5nNgEi8Q4ra6eevNcjlNitJeieI7myftJSE912bJG2zDOhqpL2PsWZl2C4Gn1a+ZJRS7ev/9UbWiEtPm8C4E+glXgEPd2w2hRNuil+UkNU6FSmy3PPCwq5r6JbYLs7vk/JZdrBOKo/i3izlyzyztD9p2bVMXW2NgVeW0WBKnoBVVPsozLI6WmwCRNVbPjIL2jBj7AN90ojtaVykvmtxJeskpqvdtQz+epTvulfWNY867/p/0lRvEpMLqAYY87H0SimQBDlbWTWHASLxFbZ0L8ygKBQqjuFboNOuTxroSfPerjJ9AztLNG+15UuzNK2P612+D/SxPheCGW09oxMIr+oXAZF45zb7e5xUtaj7semC5ii1FKv3hE1yxPr2pOn785ZHcX+SxExzEnX5Ls3U54zxnOUn7dkrr0+iOQu6SX5OYdwEeMivgWfekoFexutZt8rjnZh1Ra68Vw7OtLKrLd8H9Kx5p5Wf9f6s+wmmlY+vey/LFppZ8mQ40hIgqp55c+SMLIBTVKg1iK6sS4K553/961P7XeW76llteX1tUvnyfnk+b/m+9rtW3cbq5/HycUNMV3uSX+PEgHMbmFm+n4nN48urmnvk/6I3WtrmDW7IvT5iy/Lz3u9iimm7YcryJYC6TBfYs5bvKjct38TrHZm04LrsPuEdf7pRYvVbIpAMZNEezTnZAg7U9aIPpcSV/euTDCDn3rWU77s3rXxf/3kdys/S/1nKx/4ooZSL2Uws/F++l6gdbTR88801nNsYK4pRIeSFy9TXYZ0mxaDXo/ykgSnLd6VZynf1ta+uWbROX326fKffQh31h2vxY40d9ca3jambZnhYje/u3NyRW80TCdnXH/TXIZjgP/bDeScY/d4rplwrCV5L+Wl5qSNfV12zlJunvHxso6/uPgaK36aVb+1oLMJ9+YQp1H359JrU62hjDXZb8s9rKqD1qzZJVSJfd9L54is3FWFyLAdFOqC3gXQxS9f/Om85XeqbRk1imGnlu+qZVL4vzVO+r32jQK/UB4qFGSSfDA6pc/2/o4UabDYnaWbVOSoqLf6Xj96zBrvYo6fPJ0mEvjZNWiaVnyQtXVLWVR4ddQD+SxLTVP6k8rpvXf2cqbwSNJgCCwG3vB6wE23sv8G3UAMi8ZQXjh+yR2qsMv4DfvKxezYAV+khfVQ5YV0cXp53DcSs0lQC2aUJpl0vywP9b/idVn5SX8t8fXkmlg8YmPDGaxOET75ba2pEHI0CXWMLBImn4RHACkAjgMKHaqn1H6ttnf9uebQlBlgwgA1gV+GeIwBV2J8X7P0saRYpmHRvNeW7zkvG6bo/rcx6lIe6BqSvaugylf8gIaoaoPDm6yYIY0P+O7oN/IsPa+fxFEyp9ThjeVDD3rcIXgbMMlCtAPUy4JYBGvpMI+s/1dmwX6CxAWhLgKtDXJ+QbfWZBfdZNMLBLL+eaVZGX2tieIlnE95zH2y9gVe2FXtBrS3QtEAz9IxQk8fQtABWAG4X6uWjjmloZZ//2J58jamVD9TK15zke2Zqi7VexqXQqyhx4g+o/+NBzrXu7blP5X0q8pb1E7rLo/t+l6iVc2KRtrG5cnmu6oj3VB4urhOUoHTc78oX+x2uR98rqPUqfGLV1OpDhbX/mhWlcxosLdQr2y9oaGUZJO+tlU+O6JU6abV8HlsPIOnBls6Q+pn8vgmmg+Sc0vdYdBkg2DSk/6nK24vfjzUd9aO/L9FRCrSxHIuHSmK4unglTNe7+bPXu3IaPy7Os7dXuPF62YVYitoYAyC+fUQYIgGRjvIdXfnyBZlgGghsaqAZDOpFGgyoAcgGCSfrHbb48VxFiHwvVRutLuDl477lYAuwESABvswrnKsZpUoMktUtjqgAbPL7Rv0PVaeeChmD7E2QMVQt5wpw/b5YVwJrc8CjllQMUTJC9qZpxWjOBR9KP9AieIggjsthFBRQMgfiCAan0NYLC3VVm8ZwA5IBdcaDbgRc6ajqsHCWnuNnA68ZoGOQs2lhz30E+6UlWQcoyrrMhLpiW8j7pJkift2BCyBsAVJxrvPq17rLW6WNlvDwf3x7mFMMpu45G8opZqCCCWT6HafgSuKFJhFAbQKoQkWmrg0tNFQNQzGRwip1IHJYac84ARTB14NbSp06j8B1MIC+FkEv56lU1F2APus1qU/6bwLdCEwMCz9rccHDNkEACOnrE6KRwnhoqc1eK6qAFaYQsDUTkfP9iK+K7TA7Ug8pOLQ/JGZOaI4fOPISz3VjagwGDVryNqDrPfTC0UABvGBO6qjtshpwKKDEPmfXlQ2Xo9jezB5LXmUCxkxF0Z5R12KnOdXLHOISagAFVDIBMIP04ALSwGpgnAVQ5UA6JTTytYhs6bvPn1D2XJsNhmKQ1B0ti3HcMq0ox6Dy69rUWNwwyD7FrRvr8kjHkUe07/J/BpoGD+OgTTof+x9IDltHOdNVF8aZoaw7DhRS/6MaVUzAzoMr94zShBE4qGtKYLLNLcpxiwBDlRcTUJbjVL/UW+KR0SP/55rUVMbU2HBYA+fApTrXS6/6pCtA0/d/2YmuezpP/F9pkSyv/FEgleZm7KjyQuUVmkSKNFNn5XUemQGUAy/gAGOglNO0rC0u8imnrVxezerKScgSFf+UAgMCVVVVY8OGhm3Ruc4a50wlM5RzZiqulR2eWp/K11eWOq6NpR46qayHiqzccdoFTJc+LrOW1/oAnheTcnz8CRGZerh3/0ZTTf+M/MFL4wzhaVwj401qY+40Z1+IJrfYx0A/pORG7QL9+cUXsxuN4KwFW+tVvgx6tG89ZGgbOENi5D4JqWu6vbZt0Y5Gq6XrR56qukbTNGPXZ6U/jve08Z0lvzChMTB1DTIGWx629V9qF+w7OwcXPFFmDja/7HleMRGBmUGh4amEIefvMDEa2y7uXHnl0ErMDGvtqumXVJafZXzzCshjRARihnMOhghta++rM6DDMUp9yUES6BCgwzkroDRhHMqy5A9MwopxnGKceTXIQzaJAK2R/pIxyvwc8rPGp9DQzAwyBhSjgRX23f/gN2oON+Xn4txTEVGe99wf41Bmf03l6TqPA6HKHMrpoNFfjD8DIGblE3bMAgIzOOawV8aBgf31xI4Uqny8HzkHR+7r4cix+no4/GDK+9zqcjVtEEEEajX0a9WfjcW841v2S/ID+2u5UIKuzzvtfZGnL//U+oq6ORBwsFIRNRg7X5ekpHA19PdXu4rxlTa09mHeZ7San/brrLSnY9MYaeL9Cc4dqyMX134Uqa8/a6J/xvtT8VEqX4EOiMTPTOQaNQCHTmibJNeyMsEL7WplmsTOq8rXqvon9WfV9PeUL8/HaOkDP5ieSCeRt/HCrdzRkYzIVdj8aMeE0HKWUNgs0nZsApF96WCr8qmMsl70d6Sx6fOs+csb1u6Xp2UztdBL9JwS31nnrBy9CtBXk+ZllKn5C6CzY3G+HhI9Kb9M/VzAV7bRcFXtz6ZzUlE2HZnCwfNI5lSO1fUrbtUSNU3i1qq618VUrFZi1ztyV0i8omN/LXZGq/o4PUDgmkjlZA6elqQu18OxYtdJta+P067Ncr9MswA9rwboS/PSHzL097XIz+pavB/8JagfWXugnqhaiuO8Ej6WinnoWHviiGjgp0ztysEYaxKYWyOsllEm+Uc+83z0Tys/ln/C/ewHeFUvnMD62NUuClMwYRB6KMuOfWpSyktAY1Ibs0jcWjRCX12ddTL3fjQLwNz0r0rC1f3YljBCYrig6lXhrqlA7GgRey691DENMS0VHJo5I8g95fWy8eutIfR9LsZhapqBfs1IY+M7RQPofjoAVWBMLufxE4MA+lx1bB4NMDboHT5D5rGG/6swD+2qEz3n89wv02o0gPhK602/Po7V55x3DuMGUcoW0SR/x45DD7xjjlyWOXNTUheH6ePU2HJBSJ+X6phhlF2cxwaXaV6JnsZIolqdX/yI14Se9aBfGGPaat2Yhpb+iAkP/w+ijdcZ1HEsdUwXNIdlREt+fSzOxwaqLz8zWD+rPyFN9TPQDeJa/BarTWVxLzsW5zPTr6ucUL8woc5DSlsqk75/olffCXTBwZMiR/OuJvXVxwDgHKqq6u+rynuwbHhne0HauxtbH/pTdXn+MZ+g1AAdfQ0pX52LgZwZbXxRWW9DfZGmeSJRjhnkHIwxc0/PyrRWL1731U5aUFpH+ldbn2hMBHPJzHjRrbcemLgeX0r4mDQUHDqNg+fl8DK54MxolT+vql6rhEPla9v2h0r/vPWP9dnnWyYinrge32VD9LHMP40jy8gVYT5n0jGDrUVTVXpOmqW1Aj1NY4gdba0do+9g078WiVdt7AeAeiyqU6r6CWk1see5Vqe6ygMYti2a2j/2O216t9bUpQFG1kbt88Omf1LktHfzq8LWCfBrGZSpHNyhMco9YqzzYbLG0WVGbYtBXftYNGZ35oDJjFFqtbL8qG2jM/ejor8vjfWnYyoM5gOASHzoFHd0JEtz2vxpHN8VCZy4FqDqY2asjEYYNE0EvyvNq8r7TIFjxmg0Aj9E6O/Ln5lhorhQI/iCKKh6qUCB3msPuWPXaNG30ubo/KSuxY6rYykRYyAV+R2AleEQVVWhlpcAlGNV0oDJjNCn2m3bZqrzoUD/tPyaETkxWFL1fc7dtHliOS/tSiUHag7v8kon1T8GWsjPwebWdQ1jTJanPJbnk5JzDm3bxinbQ5X+SfvsM0bzmbyqFwnvU/XTvPyJHFoOQpfGWINN0/kds5d+YyIDzNQnjEt4ay3ats3Wzbv691Civ7M/PL4ezyLxY8RNSF0cqI9d55M4dJb6J5Xv0kittV5CiVATwVQVzJSIn4OXbhfK9knwoUB/qQGiqpf6o8T7HJ4b9LEvFfe6iJ5oc6QDq6h/mkRk5ooZIyC8xMn3wRiDqqr8VBDAaDTCqG2ztibNEKb17yFFP9T0LquCg40Xw99h49caeZomEVMjUcgHbpZnyfr6wwDYWq8JwjWR7kk281CnXzt34YKSeOlUD/iz3i/TNI95anvFcex8zv6UfSvTvwX6Oc7jQ+byB4xzZEclkzm+Y56aRa6KtNbVqmn5S/uZ2b4Z6h+j71CgX5lv9v+nAE5fKjmqc/ohCyfdFeTH8nxKe+X5vPnHbLZWgauo/5ClXwVwOAZwOE3noI5dhEaJmXUeOyXStBqJnVTfLJFFPSiahr78hzL9JtAjW6+YGaS9+lLda64cc/bUtbFIVJmmcPzcNmqG+qZF1iB51L1J+Q9l+oNqj2qegOTcSWZCx4b/GSRontWkta5Hz12/6rPk14BH4Pr682NAv0h9ZHJjlMTzhOmculaaA80sXflLiZh3PboEbtq+cgEWE/pbmrIumn9c6I/0KHzhnFqd6/jpxmMqOK4cCPD01ae5VqdmsKkZkNPa6xiUadJ2KNOfMUqg1Tq3DMjq3Iypy4Zm46LyRELUsYtD9bEs39meOu9UvSr/WH1dNKny09IhR7+ofkVrFQM4yu5FD193FErV0Hyx5jEJKe532bxyrq2PZf6pT54UEtAFmJaoUuJ+HOinAl8i8hIfCVacmKmPkrCeAZSGJ3HsenP0pL7Mlb9PInGI0w9kTEpEYGuDxBMhvKQcRATL+eL9PLHqMQ7FDBK4jhLQJXGZRBdJPz0k9a0lVv9Qor/sY5yZGJMk3hgDDgxQTi86ubGHQ8s0pkE6yne11ScBWV0z5BfplTe4l/ZcBqdU3Yc6/USU6CaK0/Ug5CtAkHgA6e2HzP6tjMgHiZnHbErZkWlpWux7Fhs7SeL0fX2uV7P0tmyRhLKOscFWmuGhTL8xJkq90CpCLXbeVJWXeDImgk6czfdywiltaJwr6JDRNdlGRuL1v1PKlwMpYDI8M8u1KN3xCw7wNIVNGqTrFpWsTAZUO5lqnSOtN/1ZfzTNwtDGf5lCMDZVBQMMgQC8//SGg6mqxEXGwMmLeNWes66pQknIrAOymtWosfL+ZOxazCugy1EDH/bnZYOt9svLuQs7erpo7ZvezTIGs9LfqSG03c5teDwK2HIOItQKeGeqygCAsxZV0/g3L3N61sqET3Vw0Aq6k+jobOzojMRnxKhj9Go7AI99COotqnd4lVcCTsaAiLI95qauUQXzFp1ZY+Jbokw4N7q9kn4U2mLOMZhIvzB2mbeH0QV0DbYxBhS2n5mqwsK2bR541PXHCLjMwHOJa1v/IoJAvHMumgBWg6TNQjkgaWRN/hh1YcPKFBlNDXS0Wx3EkzguamMlBSmOAyH5grTr14QYY3ybQmPoY9QCQpemTegH4osJ5AGLsTEoaZ2H/mIs1ACkMRBaA1MTkEyXXAuAk2eAz//6LbfsBYC6qesXtsD7mOg8/YYFF36VOEfOgcTpE0KF+EgXj6vOAjg9CJnz0qHOIoBSRM4LFScDRcVR39OMIvvwTFVFbaalPtMAgS7N3PJ1KdE2sY6eMZhIfyHVkfYOWqP2C9eMcuAy7absuxE7X1Xfpqa5Wo8tdlx55eDOL3/5N9i5lzjmrSx70eTBwECoqECRjHiud6Z2OEklsfGa3FcagdQgxjwFwZrrtQMndjiTdK32AdTMK9Vo9DEArm2ai50xR+nplgZeZjfi6LKMRTiP93UZPQaa1in0kx4LNSaZhotf91L0lxoNXuqF7qqqLIA3Lyws/O5v7dy5OwNe0l+cf/6Ge4fDqy3zC+HcJZHzFfCkGICAeJ5oS8SzPpaDAGXDUSRR9QhcHS8ncCWfcH0p7aTPjbmfiD5QEb13k3Mf+vU77tgrVbzyrLNOBtHFlvkiMF/EzI9h5zZEGoQ+TY82dzqfHoPV0N9ju6MNVzQDXgOaAHgHzd83xlw/IHrTb99++zfGhri8IOnV5557jLX2adbaywl4mnNumx4MkQgE0yBcKl+t0IMRgVPqvStF1S/crDupQdfnQUNkzo0xzMZ8uSK6iYD3HjkY/N9f3blzpo/c7LjyyurrX/3q6bZtzwfRec6584jobGY+ghWTR4FQYxLPhR7xAcK9qfRT/vQvqWtaojX9mcYz5g5D9GFD9OHHbt16y6W33NL2NDXbwhQz0x+fddZZjuh8cu48B5xLzI8B88a4njyB+6ONLgamqzMi5ZK/a44uxEeNQPSvRPRZIvoMGfOZqmlufenOnXtmoW3W9IfnnnsChsOziehsx3wmgDPIuUc6YGnM+Qt0xlSo/j76Rbv12XZhhOC37Gei2yqiWwHcWhtzy+/cfvvds9IzE/BdiV/xCvOqG2442a2snMLAKUx0Mlt7MhlzElt7DAFbmagaU3Vdnm7g2q5InBwJ2OWAbxpj7gLRN4n5LgDfrBcXv/DSnTu/tVo61pKYmV517rkntM6dDuZTyLmTmflkACexc8eC6Kip9APJtHEejDJE1gHfI6J/McZ8jZ27s6rrrxmiL5182mlffv473mFX2/f/D3ksB7fjzNazAAAAAElFTkSuQmCC",e:1},{id:"image_7",w:97,h:123,u:"",p:"data:image/png;base64,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",e:1},{id:"image_8",w:99,h:124,u:"",p:"data:image/png;base64,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",e:1},{id:"image_9",w:567,h:243,u:"",p:"data:image/png;base64,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",e:1},{id:"image_10",w:152,h:183,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJgAAAC3CAYAAADuOJfCAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nOy9S48kR5al+Z0rqmpu5m/38GBmNqsrm6iuHgTRGAxyZlYDZG670bOM3My+/0Yw/sQs6idUbAs9mwaKhRmggQESvWhkYDBTYDNR2clMRpLxcnczU1W5dxYiamYeDJJBJh9BJgWwcAt7qajokXvPPfeKqPgzbxEIofsR3Lt/H+7cEXeBdx8Kfg78Azy6EwA8fBj3ucc778iJUEgI4ls9gde86dvuwLfVIio27t8Xd+6Iiws9fPTI7vwPB+Kv/iW8/1vBT4H3YXwz4P+D/jJ+tXwc77136nfv3g3u34d79wJA0g9Ae0n7swRYREznLd5913hzmXh0Yuw/N5Y5MVsbqRWpEXk/yGNwsPRH/dwvjmaZ1YXzn/9zcPfC4RfBgwdw966XX/zBqu22PyuAbawW9wV3xK/eMs6fJ9bPWmZHiTG1DNcNWc1qGA2ZmHWxl0en3c9Xw0d5v9kfn6xSPukYWV46zw/84e1H/uGHF/6LX/zC4T7wg1Wb2p8XwN55x7hzR7z12N4//+v00/lZ4oOPW5o8Y9526+frvVlnLY21w3po6DoREW0acz+2I2M/dix65mNPz/h8eTkepoORjpGjWWb1xPmr2867fxcPHt2Juw8fBvfeCenP16L9WQCsuMT7gp8bDx8Zy3nDcWrweQc+I+cF2eZDioU8zyF1MhrcjIjAck60PVg/jOu+T7Hab2dr1rkn+h7rBmwc+JGPDCnz3lPn4sB5etv52c+c+wTc588RbN9bgN3gWQ8eiLdJLC6M//as5Xy/4/Fyj4u0x0r7tLNDRg6yhkOPtI/7XkqpRZEIIovRYE2wBlap0RURqzFYNR6rHq27lhXrPLAcBw5nw5Pfp3xym5GnjzLHb2eW/1fw/IPgF/d86iKI7zvgvpcAiwhx/764d49C4v9LYv9fJP5w0HHYd6xtD2d/0HjQyg6z2wlNHMntyOEAzwuwbgKYmQaP6E22ImIZcEWja4ZYYr4M03XjvhzWw7ptujUd6+Wq6ecaBzQMXD/JNMcj5wfOTw8z7z4PXuBr39fg4HsHsErkBYiHD4rV2n/U8I9HHYthvm7b+SzYHzNHMo4wjkU6c3FioaMgDglfgDpkCSKAkYhe0sqzrxBXwJWh60hcIV3j+Srclo35kohV774Kn61nh1Es2/UwkMaRJycjs1nm+LhYtZ+dOmwlj+9bYPC9AtjGcv3858btyrVYtrTNjKHdY54OwA5Gz8ey5hjpRMQp6DyCE4WOAg7DfSGjBSUgEBmiB1sTrIArFNeCa8QVEdcZu8T92sQ18uvIum7MlkjXMKzXvl7PUA/qsdlAOhi4fJw5Tpmnt53nz4NHj2KSO74vQPteAOyG/PCrf5c4f564puHpuuOEGcv1PvvdYuz9pFFzlBlPZXbqzhlwKrMz4JjQIXAQEXtmNKDkERhkTIPnGIC1LK6BFRFLSFdEXIdxiXNtcIW4CvwK5Wuwy/C8DLdlzGzZtb7iWd8zm69Jw8DvxpHbw8jiYuSnj5x3Hzq/wIv3vBffddf5nQfYJkK8/3Pj3qH4T31D99sOO+jwPOegmQ/L4ajtmsOc/RzsRHAGnIXZqaETIk4djiTtR8QCqRU0EZEkRQQhYyR8BOuJWAPrUKzCWUmxRLokdE34dRT3eYlxFebPGbkm+3VgV7S6biwvyVqug/XMY81+6lk+HukORi5/n5mfjiwfB+/9e4cHcPeX/l0NBr6zANtarQfGrx4bx39h/OGDjtPDlmE+p23nkA/I4xHWHuecT5Ps1qg4MzgL7JSIk0DHJg5BixDz8JjJrMEjQRhSCCImLiaNRIwKBkQPrN2jl7jGtCRiiekK55oc12H5OejKQpdBXJLiKuW4gvZy1GrZWHvdr9brbn9/xbLvme+v6T4euVyNHP1F5vqR8+FD5x/ulaDgO5aaar7tDnyZtuFadx6It94y+vcaoGVxOFtedXvzuQ4YloejtUcin8p1KtmpR1yYOI2IMxTHQRwBB0Hs49qTqQ2iJTwhRGBEEBAoAtQQ7kAONApGxGDGgFjg3jta4b4Susb8WrJLoSv3fG3mzwldDsSV2fBM2BUxXllj1/TjNbNYrfqPl7Ge93Onf/LkyTB0jBc//fnIL/4m8+BOlTjuExHfCZB9pyxYgIohuS/exXjzf05c/7HBD1uGYW+ttNC+FhacyNMxmVOFn5N0Fq4zZLcgTpCOJB2G+4FkewF7QCupiaBaLkTsjI8IggAFhAMZycPdBaPEABoifAhpbbCKEhAU4h9+HdJlEFdBXJr0DPwysi5hvErWXJLjmrDLfqZl53mFX61ZdGuenvaP5o/zxeJi5PqRc+fCefDdCAi+MwDbusSSoH6f95ufst+waGbLveu5xWIx6+KAbEfZOQedSjrDC8AEp+7pTIojiIOI2JdsBuoiokNKgEEYqIzLiwDbNqd0JogIICMyoSzFCIwRPkhaO6wtWAUska7Ar4m4FnrmEVcEzy38ErPnYX6ZXM9G4ioU162a63UeVzPTEq56dDmQbg0lIDjM8J7Dwyha2usp2n53ADblEd8m/fbpb9Obdrul62dwvOjJ+wo/UmqOpThV2AXBGdJZwDlmJ4SOpTgO5wBjD2cvpE5SIqKpfAuQ2GYBXt6kQslE+RsKFF4sWrhEBkZgxBlkWkOscdZhLCFWEM9BVwSXIS5NPIe4xP1pZC5TG89H/IpRVx7jVTePJdlW+GzNs+XAWVuA9tFh5vnfBb/AX0egvfYcLEC88464d088fJg4fa95sz/tOLYZ69M51/moS81RzsMpslOFn7vHbYkzpFM8Tok4En5I6ACxh2sm0Si8CSeREKHifiP0udMu4uYlDDeK+zahIKLB1BBkRBf4jGDAYlBNOQUsKtCuFHGF9Dw8rpI4HOWXHnqm0PPU2PNx1PNhmF21Y1xjyyUzWzGu1rz/fg/74/v85fjTX/WZn+E8+FuCX/rrIm28thbsRrqHd413329oveX8tFv213Pru/2ZcTDaeCalU5HO8Ljl8nPJLsBOIE4ER0QcKNlehO1FeEfQgkxCKBSObUfiiwxJ3Hw6cSFFKFRcKOGhcIVyhLKIAWOoec01EasQS8Kvka4kPQv3y1A8N9czk55l5afJ7TkWzxl1RWNXyK+x7pqr6/7pEP3xWTvw4cXIo0cODzJ3347XoWzotQTYNkq8Ix4/Nv66S7zZdnz4fG81P5ob7X4XfkTScQ67JfNzMrcC3QLOEOegIymOCC0C5oKupH9IEaSiPkhFR/uqh6FEeAEIPCgBgsAROYis0IBigOhxrVGsAlYElyU74JeSniGe4f4U6VmM8Twlno1hzzEumyY9X19frWbKS2bNmo9zz1kaWNwa+e3/nUtifcp3fjuu87UD2La05o54SNqU1qyezPFxwdgcQj6GdEJjp+68geI8XLeQzog4FZyC9oEF0izEjKAVWECippbjVdzhTnvxo69ytYQi2EQoN6LQgExMEWj0BD2wDBXBFulScDkBzHM8N4unAU8RzxLxdERXTXAF+ZrkS8Z2/fHo/VlzNf7jh+v8V//mX2cePAoePgzeeSe+adf5WgGs0OZ3tuD67W9afrzf0R/uMdrB0Phh29hxdj9TtnOkM1QAprAzN53I4xhxGDAnNFNJ+TQECWGAokaH39TJF++5ubBVs5VDeAQukcMjSwwhekkrglq5EdcmnnlwScTzMJ6a8YTwZ5H1BPEsPD+PUc/beXO5HmKZ5cvFfL3m8UcD/+z2wEd9rkl1/6Yt2WsDsAjE/XdKovrN/5Lof9Ry+eFsGbP5XN1iME7axo5zxLmCc9Ct7NxKZhcRnJlxHKGjYrliAXSBWikSIQshVZeob/GsIyZONCUHSgQaIRfkIEYpBkI9Yo3HWtKlw7UpnrvHpeAp8Az5Y8yehPMUj2ep4Rl9XLKn5wyxpL1a8fFeT58G3ro18vSfnL/7IH+TOc70dR/gVVrhXBL/7seJ/nnD8mkHh3srG/dT2jtIcJzgPGe7UOg2ijcCvZFMF4ILiDNJx8AhEQtMM6ATNEGkgqxSxvNtz6gqsE2uufyNMBEGmNhY2qYEI9FCtJJ3wAwxI3wPYgbeSZQHYyepyeTGZDaMQ0qYLWnUHq7E1SNxcSf4ix5+8h7obd75+3e5f/+bON9vqe2S+Yc8SHf+p39rfNTPmNne6pqFNd2h0R/L21Nct5V0i4iLQLdQnJnsJCJOQQco5oT2gBYp4SSsEPmtrvVtw2u3vWA8yhQIfOJqJSAgIgMDQY+xVrAMuA78muCpiGeBngp/QuYJ4kk0/nEa9RSNJfKM9or9YcmYV3wUA2/mgacz571Tv3/3Ydzj6yvl/tZ0sC2Zx7j7lu78p7uJjx53eDdnFYu9cTyi1TFjc55TnEv+Bs5FkG5BPgc7CeVDQkco9nBmKEoNV4QhDC+Oceeo39bpfn6LqBNhIymUXKgwnISiIegiYoZsz4g5Zl123xexHxH7SrZPsC9nLysWKWwOmmG566/purFNHO6v+OiPhp8O3H1rvAfO/XeIuPe1yBnfypT+BJlfPm5IXcfA3to5nDVxOHp/Kuxc2C3gFvCjkN0y7DSIU0KHmBYQ+wQdohB5oiw3+zw1/nVvN7IFOMKJKUMQA2gtYhlQSrjDnwPPBE8dPjLpMeGPQ/GYnJ9GxFN3nnrTXO0t9q+fPnnSHx9d9SxmI3/1o3GTcvqKudk3bsG2CesH4sHDxP/y44aPP56h23PmsZjhJ4ROpHRL4RcOF6a4peCNIj/4CegQiwXEHhGzEiUWDlNcon+3wQVsJkgAhOFFFi7PabBoSuWHzaTYQ+wJ5oiFIvZQLIxYuJhHsrnC97omWuQdV+vmOOma1dyYXfX84wH8lswv7jtR6zS+Ipf5jQJsA64HvzQOftTwr/55wx9zR5otSHl/yBxb5hYpnyt0QXDbFLcidEviPCKfEHaIxRxnD9FWIlyqH74v4LrZqpv3ss4gIiEcMEIJeUNEJ1kb4XsEc4MZHnMn9rFYKFiYNM9BG+6zJvqWWdOwys3l2pb98h91Njsa+NX+yHsPnLvhX5Vz+8YAtq2G+KXx9t3E+JuGq9MZDHPavYNh1Z8o6TSldAG6cPw26CLwWwangZ0iDkQsIpgRdBAJtFNa8zJwvcpAvWyyfm5C8kt850t+L7zEwZvqjjAcYSFcCUUKcgN0RHSB2iD2IOYEMyL2PLSnUIuYZfM2hrH1ZO3Bs/101fbijV483BdvM8IDIsK/Ck72tc/2TyzX/z9+3zBPLYfNHqvVgi4djjlOhJ0h3UrYj9y4TcSFsHPglOA44Ki4AXVBtBSJxdDnVT98DwD2su8UwHnlaQ4q0SYMEEuhZeBXETwHnrriSYp4hPRHPD4y46Mx/EljeoKnJ4zDFUdnSz74Xc+bfzmUKlr8T9XMvgELtlMgeBtjnloWT2dwvqDRwag4EemcyBeSXTj5R+F2YcQ55qfhOobYlzQP6CAagga9KEF81vG/bL+/ie98ye+5C6km6etYlJAgISzCW6AV0Qk6nFmIRp5niA6na8zanHOTIgtT4voj42QweCjePBvgY6DyMklfBmRfK8ACdJ/7uscdsfx94sNHLYuYoeMFsToaaU6aUWcZvy3FbXe/bbI3jDhHnBIcSX5AsBfhe4Ea4PvMt75YmyZX4WhWdOQwogq10BDRhmgldSIS0EXQEuqIaCG6bKYkiryT9o2PDoyc4H87g3c/ZkP+vwTIvjaATYT+3oNflmX7c1oWt2ZICzwfonzaJM5yH7dl9gbEbTNdiHyb0AnYIeEHJacYHaYkp0aKTLzk6+r+d6v5lBmIKRAof6k6GiRBE56bMHUWtI53FnRSdNkHS00khpRYYnS9mO35Hx8udav9qOfd8w3IvuiYfy0A+0S0OO435GFG+LwfxqOuS8dEe86YLwRvELwB3BZxHnAWwZHIiwjmEi1oWuVTQLUJ4V9j4fSbblMAIFGtmBBWF64kjCTJFJ6y0yap9YgGp00RykOkZJ7GNtR0Lawv49ZRI/jvgjf/H3j3HP7h/lQq/srt67FgE7h4O5H2G7TfcfB8TiwPLTfHrPtzmvYC9zcQb0DcFrol4iRCR8L3QXuClpKTq26Ryj0+rwNfprDmq/ret3wsr7JGyXGm8gXJw01Rcp2GErjJI4XRGIS7zBNSZOEjQKzakb32afDbc3jzI+CcCL5QWukr9TGbioi6BxfQ8uSjOa0v0N4h+Glu7ILQhZx/hrgtcRvpVgRnwGHNK84IdZIsmAbp667c+qq+95oca6qwVQShgMi1hLsHVgquQlwKf0LoUQSPwD8k+EMYH6bwP2D+hGie8bS/Zt4vuX2n59dk7t71V40sv1oLNoGLh4kPaDiZzThIcyId0I8nOek8yW956DbitojbyM7xOMV0SLAPzIBWeIoiJhZm+YUM8zcZOX7Z730Dxwqv+qAKd9Im3zlVlhiBnAjCTUmQa+FQihEnGCK4NXPGPvPb3wRvX8GDX0KEvwrp/8oAVvSue/CrvzH6o8RaHcunczwdjpFOlOwcuGCMN5C9Iflt0C08TpGO5L4fYo9QB2zARfjru+jvu9IKqEzTAiiiq+qZiTBJRa72wAklAyKG7E5KFmTLrOfBYj947yp46zTgflkn+jl+5StxkZuVPz+v4fHhcoafz1lyOHh/bknnSLcV+hHEjy2liyjPT4HjKOXNe4I2oEGaVuno9Sqx+c63EHgUJpXBB6S10CWKZxCP3eOPSfzBI/5bDv7QNvF7PP0ReIx3z+ieXrGkB8YixH52qc9XY8Gm5PW7/6Fh+dOOs/mMP6736eLIUpwmm537OF5g6YLQrQi/RegUdIRYEL4nqSWikWQE2tbL/2C/vqpWMmoYdTGniCpxKKjFtSY8Agf6ZMo5fEzhI8ojeZnpu5Hbx86vHzm8C0QOPt1V/skAi0A8+KXx9tsJftpwsJ7xZLE/WD7UoBM1OifGW8AF7hdCJf3jcRSaLFe0EWqqBqGYBNRPdPll1uzVll588e982e99m8f67O+Vam1FXZMgiFQn8Swg5AQWmQKwtbmPbj5ArEfX0DQ2sOp7nj7KzHHuXIxF6f90V/ml/c8NrYu3E8eXLd3BnG7YZ20nY0rnkt1W8CbwBtKPhG4jnROcBBxB4VyySAGmz039/ACwz/7OFzjexmpRo8voiVhLeg48jYgPJf7gwQem+B1uH6D8B1p9yPXqGcuPr9l/YwmM/AKX3vGXHebLW7AJXG+dGh/QMDRdqYyYHZD8WM5ZauLcw24h3SoLNby4xWBfppk7nZV9UE2gksD/LMz/EB1+NcdiEquDIJXV7KrbCLkLnKAHDSh6sq8RK8ZYk7jG2oHT/YH+YuD2I+fBnVpE9skOfalFH8XESjy6bfSHDbbs2JvvkdLRSJya/NzCbjvxBsSPFX6B4hbSMcEhYk7ETCJBJALFZkFG/PD45h5bnhsh2HlEBDgKPPAsGLIx2JDX4CMpRkwjH/xT8Oi94O/+17j/7rufANiXs2CT3nXwfyaO5u1l57ODJQu64agJneTMrQS3iLiQdI7ZKR5HBHVviJhRNh1JvJLl+qF9bW13u3dIlALOPSwWuAYUa4iVy68lX0J6PpJXTRwvGT/uOT0ZScvMvyfHO3yC7H9hgAWIe8DfPDaO/3nD6uOuUZ7T9Qejc9yMcaZG5yhu4XEOdkrOJ5gOQHNiAldZBItKjckPecVvsRVYlCICRSKiJZhDZEJrRawidAW6QvlJE/kKX17j3ZrLticvMu9OXO7mT38hgBXX+I741Y8T//qqIX/U0fp8bzk7ZNCJyLdomguC2579DTO7FTGegR3ivo80QzS4l7V/f3b3vXhN2yZRHra5HqEZkPE4guglv46IJcZTLF0zjNd95NVI9It/eTzwr04E7yiKGdtc1VcGWFBTT+/eN5Zr4+y/tjTns/XluD/zfJgjn6a2OSX8HDiXiogK7COfl/oj39ZzbTeU+6G9Ls0RKvvSAg3hM7A9iH3wI6RLFEe4PSOlZ90Yl1277nj/9y0fLAce3XHulhLbqb26BQsmScL4V+uGj887+nFu7fJgpD1uZCc+jrdMOjfjNMRxeD4CWyA6FA3Fx1shkT9wrtev1QmfMRQNRgaf4cxLhUsceuYoZz9q5U/p9Azm3VV4u99fJt76j5n7D6ddhQJeEWBBrZL48e+Mv8Z49l4Hh3vQ7LdqD2E8GeHclM6cOJNzijiSbB7EDKIDEl6tV5kpX9co/dD+lLa9NkamRdGB9oJYEByY4gDFAbCP50Wf83y/tyVn68SHM+POr28Ir69mwQJ48GvxNuIfx5aj8xmr9T6tH0KcAGdN6AzFWVCS1zgHobwAJnClrWv8wTu+3i0qL5MRUUAWMUdaeObQpAPwAwZbdJ3N1rN1N3ty3XDybODf3AX+lslNfi7ANjVeP/6dsfxJw8XTdvV8Od9rtCCGIzydEHbqcKbIp4jjslWl9iA6Qg2q4No9gR/a69uiGgKFUZYGtsCM8LnEAmLfYd9MC3Ke6zJmtKcN+6fG3/xH44Otm/xMgG2ixp9jvP+TxONlS7R7Ng4HLNIxA2fjmC9QXJg4JzgV6TDC9wvAaEtkEiVi/IF2fYdaCMdAqe750UHMBQt3DiAOMN/Hfd51mi1Tbucfdg1/MRs53brJz7FgAdyHRxj7HzbMUre+ZG7SPkMcQRw3xjGK44hiuSLyvsQsIlpUedfkE38wXN+dtpFfQ6CEewvqwmKPshBnTsQ8E3spWTenb1jPjP1zMT/X5CY/B2DTDQ+eJj6OlsxMEQs1cZjRcXGJ6dQiTnCOJPZDzBAtTtkafNPVH8zXd6pNK5VCAk8YDaFWMJOYgfbcYw6+R9N2EC1HVw2Lj8s1v3+/ah2f0jZixqNfGxcXiTZa1nmva7TA7ZDwE1fdjEQ6CnEAmgtm4dEWgrhbS/+D+fpOtpJKsnI9cxuhGcRehOZmMSNrxjDMaK0h58Tzxjj87+HeB3Dvs1xk8Y7GHRJX0dLajCYWDDpAcYz8xKTjMI4IDi1igTGLHJ1MFpvE6Q+W6zvbSk687OoTnkpBqLUhnxmalQ1o8h6JjtXQETQwN25/sLnonw6w+++IO9V6PV606+753ixsgfmhB8cmHYEfKXQYrn1Z7IVP24TXlUBl6dTXPxBfY4tP6X/JzX9VkyfqsXZ//7WYmJU7WylOJFJEbhWU7TyjbvwHM7pZA6vEckx0H4kHv5fufkoUWaSJd42LXxhXf2hpn+3NfLbA8xHyExSnYKflLrF+BOyHaw9FK2HhYRKEvx6j9GltFzyfBphPlAFucnVwUyzWzmdeYVJtguqb4NqM2O6BduKjbxx4ZeWboiwOKWsuPDpkneMzMzqCjpGW1CX2zHjUGBdvK/S3n7RgG9X+3/1OvPdhw/FlixYzcr/IygcpdGjoEPyQiINAC2BWyp4jBUp1mdk3pqa+ClC2n62fe+Gz5fWoGwsWFefG+7u/X5fR3TxUfOZxX2yabgQyHVu1Ym/63ZgW7Rhotxc3x3Q6968LeGU/7EJ3HCUTCSmFe2eixbwlR0tDWX1/GYmcjPd/J+JlLnJS7T+8NC7eaGDWMa73yO1+SnFIKXU+gjgUWkT4nowuQsV6hdd96L/6E/40IN04UgVK2S588+ndH9l+bHqrFndOL0wXevrghklOANjJo25gtQGdkL3kuLtH3Vik2Hah9nm3TQtC3YVZAf7G7tVtIjYGz/1rAVkpBC2mulqyRqEGRYtokcrfPBaQHSE+vhY/A+7f10tcZMBb/6Pxwc8Sl88bxpjR2YLwA8IPPezIwusKbM0lOlyN5BaOTRVnf2odzsvA9Mnx+ySQpu+ZdqpQFLUqeBcMpUqYzb5uqheo2g2jnsj0G0x1U9u+xBYEiHLym7rcrUXbwncLEIhiHWBKzpb988qaRAjfjKNtzgQmK2banntEOV+m7cK+QqCVo8V0j4Gy14VIgoRH49m7SDQpSHifWLWJ2YF477+Kez+5WTId0yg3YyK1LXvDAusOiHwKdo7qvvSK28ApxiHEIiL2pEgi0o3r/aonUe5ydgOU2nmUz+zag91ZrA0OJgtSPqIdYFY5TuV5FDQgK7eHlBXBuiAwwe7/LZXvWAMyZOV1pQbqa6QGWUNY2eS6fKbZPLR5Xt4LWfl8vUVl1GNgVm5EGfU407lquoVlmUBm00TSdnBid7wma/entzKv6krKMgV68J5gSfiVpGcW8Rx4CnFF+JIm9fzLy5H//bbftGCTe4REWjVc7XXM2UMxJ7OP8gHBAWiBYq8UpUVb1jKGUbPZn9e2uwDtWIed97avaesK6sbR5eXqTqx0erPJYRVGpr2APQJL9T0rywGnyv/yewapurQo1kNh9Tdqp6zuGBWBzEr/NptYb01iYJtdLncB/6J73mwVhyi3LAosAg/HFPVWp0GQCW8wHCKXixNe3DS+tXQbt1ttTZ3h5fhfkduMwgXDXTIZUMrdRUKeME94SgSFf+2txW8uxZ1fb11kmQDviLd+Z3x0VKLH+ThjsAX4ISkfIg7xOATfB5tTynAa5FZ3dfmkE3sBMNO/ZayqE9gB3BZY0/s36XOl3xu35wizyWpZAZ8L085u5laPmabtxern0zTfE5LwaiWESmROzfkqldtoYYRTjpdsA6DNWU0RwDQMNyKBm6myyTFHOHhxee4OVoAW2TFzPEbkCchlH5MYp3kFctwzJtt4AWIHZHxV3CwgQlIIVxlEYWU2Wtk+PsZEMxrtaKzXxv4b4vLf7pD83ZKcfJVIuWFs9jCf474g5wOkg4CF0B7hHWU1di3FKUWEL1onJp85rZLaeX93IDyopr/2p3IoqdYmToDxqLJMdXMkXNVSbcBQwCSsnFeyrSCdBGGVtNQ5kcrWY4YRNn0WSM0G3WHbLbcQleRV9xXl/wVv2rrpFwLLYt/jZqARGbzGaJ7L+57BncCRjxAjjCPhGWR4N94AACAASURBVNlI5BE0IFc1zF4hu41MwuMGyErXviTQtOktNcIps8i9WK1ScZFYy8hZDPtiP8PDhy+Q/ItH4tcXCfqG/bbFfUbYHGyBxYJgIaPsTR+1iLDah3KSWyM28aPJbWw4UiXLUtq8ULxbBZJN+6ZRLRKwcVtAW8v5iQqMcifkUOWfVoGEFYsVBUARYKnBg/J+U0BVAGWYVLgQ5bewVCaHFfdnLwLLCrCUilXbnruVDUbENtoUNwj9ZCWhWK8gl3uvkbHqHsmZyCNiLMBrepRHfOyx1BPZiJzBe3CQFQtoVsBVApmt93glbe7T2o09Qia/r6p31oyN6iO1Yr79alO/stW+/mlp3GoSNrSM/R5ogds+jfZRzHHmlCLC6RZ5mk5ia6F2d92u3Kh2iw3hBjcrt5rdRF+2eb7ZnE9RCDdWLmYFBUwEvHAppWqxm6ZcrNRUbDali6lsMV+Ok4rFUdn7lomPWaqToViyYplqGi4oHAzq5KAGBy+4yOk6mibKtPGQuxatuK76okeZoKrWKwJiQNkhRmIYEAMx9qhZE0MDtkYaivUbezw7Zqogo4KsMMJttPkl3eWm38H2olaXqRpZuoTV7aKuB/FsqQ3ANoPy8LF4a21cHjX4uoNmRvgcizlTiYaY4XSo3IMxJrZbN4vapRolSptI704/UrEaEriqO5dATc1gCtGUffjCsJRq5Ffv3V7/r+rasLJdPjXycjWFl5hKNw1EUwBFKq9TI8EofXOlIjNQojnBluCXCbsTQOz+LRwP14YD6mZY+8KFmgZpumrFikleCL4cxgwxonDwAZqxbITTrIhxDVqisSF8VX4rgcKrWxS419ug7gRU8Sdysuk+BC+klz0jLGQvVvu9CVy8KLT+5kdi/U+JZt1ibUejcuu40B7BHGqVatm9uDLjqgIw3f5QmwsQlf+AaggPZm0Bn5p6oYsFKbJA4TmWyuKjSMUaeVPvcKcGpVJkWTaxSpWMp8K5IkGyYpVQlQsMKdXoLRWrN4ESmCQAqwUDGxeIVWypnG6NVmEbqU7udMsxp8+zcYubtpErdxSyCIoJqpwsCtCUigUjagSZByL3KM9QWhVqsE6FDvTThMzEGJB90weFlwl7I9D6kq7yxa8FIly2q3TlEDlrF1blmd4Rf49x0hi/P0qM65bOZ2RfECxQXoDmlCrVGaIJDyPcZFJM+4IygatoTIXLFL1IaoiUcBXNCBpoCmgIg7YhQpg1hVxTXKHRgBWXVcCYKC7ONhbP1JRjNVOskapFtM1zVSAW3lU5YOWDUTmbbDsJi+wwWanCmm48r5Yr3LZBY/3ujSDnJU03AFW/GWwASJrcZIbIhdx7dZFpBaluXTtY4V9E4WuWiXDcA8WATJX7bQOLcjzfTojP7urNE5v+c+P/n70vcAHYO8D/+ztx+jgxa5pytccOrNwAk9gDzQhaRFNMSJgwbQZpQz+KiwmszDTrUOoKkJoOWVcGyIrwGNZgZoSqaNm0VZ8yLFLhQpVHRWpqZFxn7wSkSahU3Yh6cm2mDdCmkqbKzLejuhFkp++wcSdbAlWvwuZCbCfTFLRsXdHnXK0b1zVKfwvDr9ev8rLI9bdGlIsmJuuq25487MTZMqS+Rpm5TLLUEDlv3WMF/cSRv1zz7QlMy/Gl8iAgKbAh6GebbxSA3QMePBZ9Z8xyIg8tpg6zDmJGuTfQDEWHqw0iyaqEHpMnmEa7zH6zRExgSi00C7AWuj1QB6krLszaAq5UABJUNzgp5jSVkFc3adXlbbiSbbmSqC6uft/ZaF3lzbRjZHfAo+oWBTfMkXbO62ZOavPdG4b7RVPwssjtxYtbeMTWn05WrBDQcoksI2+LqySqBSwSRqQBTz1mLWF9DWRyjU4na1sp1J8SSYpAtk2YbgzXpDUpGAfIdRh+CzycAPbg1+LgUrR/Ia6eJWbe0FtHinLbkXI/xmJ2bLqThClwlchqmvK2Ta0oAXXWNQto9lAzJ5oZpD1o9iC1xV2qpl2qtQK2GpQVrrWxUJsoc+JtVEBRLVOwiUbTdEFtOxDsgmWXN+2KVi+AbXN+N0f88y/KF/jMZJEEmzSFRbmQdQxK372o/jFC7qHtMO8gdzD2BVwaQV5oiheS/Il7KHwpI1b9+ca04EXAU4FbspI4XbXBhQVs2NhdmP8HcXVpzEgM1tKqBToo97+GaFG04dWk3BBWJx4zDZTKbuxmZDUkS9B0RJpBu0DtAtKsWLimWjK9+KiWYyLe0+/fABFsXd/uBdNL/r/7nU1HX3HEvwBf+bJtspY3uhVlO+QwsBGiQdaiNBK5clmrHkJN0fa8TG4Lh537M++WAkV1w6/sKm0Tg07dKtFI+RubNEJKTk/AM2Af7typBYcXD8XsSnzQJOaRmDUJWcMYbSkuo8NUlv4zEfu6i70XKJc7/5Z8nczwaMBScZVqUGqRddWCdUQzh1Sek5oqbE4RZbVWsGMFthrZjYsStn1tV4dSUc1f6ro+wZX09QHni7bdfkziYQrITbFokSAnRFu8xMQvN+NnyG1ThBqUEpdJngh/wVJ/oTYlfyPqdtWZUCYpgzIR5Z7jCwt4H3hAEyAOfyc+2jP2MDolREOODkWHUVJCZQXSFFoZsrJRb428SrheLM2U29sAwsrdTEgJqSVSC9aiNCOaroqi7VaueNFFTSmZjSd70aLUNyaJobrAzxy+1wVQn9U25+/b/9couAQnZazDStRNSuANaCgWjRGlpqSKahpONu10+aIF/6x+MKkrVbCLcovnssW+45TX3J2EMztylvPqIgP4FfB0Jc4aEU0qDy96QL3hJZpyjlNothNGaUoQs+PadgYpAHIJp30sCeO0icur/FCtlpVu3eBFtgO0HW+4PfsX/vtppv9lHPd1BNqLssCmTRySnckGu+MUUITpyEX8jcI/ZXXihb3kd1+xbVIP8nIASnJUUSxYF5mxdYZZ8JcHwYO3q4t877GYHYrkYh1WYuJyoySkBqIWMxVxAEIy6g3PhO8mfTeyQC2vcS+WNJdKACJjUXWeskXjNrqxgJgs2cSddsK0zwXD53zgBv96jdsO3dl9ISKKBRoCvEoGte5rkoimu/JRU23FqJfPRjhbu/6qYzBdm1I8XUg9GZHxyJiNyEeGcNrGad1ZXwW/Bu6BcR/xNnAODCsjj4Zr8nPbv7LiA1UyXJMwualgqK5wQ6QnjEQBe8SAxoHwAaLHxx7ySOSBiAFiLKG1JhP+ArjQKzxetb3Kb70Oj92LXCtg3ZFVDxXDjlFR8Qg2Ubda+VFzqexSli/0mDiuqC6nWAYsl4cKyJKNLN3JTXC0V1B5f4oif3Mp6MSsE2s3rErmJQ9QSjA3SmT1f6IAOlT45URIq+WygJjEEh+RhqI2554YVqhtiNGgqQFpLjqX2JbSfNLVvY7+7OtqO37QJ/dWy3iyF6BByVdGLe3ZGKUyfqoJ9+24VX3BY1tD90pNO/wLxzQSjCQfCA1kRhqN7M1G8srpF8Hj0+DevWiKjP8RtGuxvhLWlp6VxZa1joVqqnZPYArEdoBQP1rq4ScNp+bTPFOqbROMVe+qfCkGFUFUUWq7vKsJ6t1k881jf6/bbiJ8k+Yp11aMhA8oSp1YoR1e+O1UJq1aR1efbwi+djTLVx3Gm6663KjBVS+qxqKf5IyUGd2ZzZ3LZ8Ff/+SFzU8ue7HoRLaa+bVtWFiKriaQTXt8aVOSo2lXzOkk2JpWj5rwzig7oQE3Q7kvAaklwhJGqSgVRqQBckBTyf6O9PCJ9qXTHq9pm/io2EgpgRfO5WWiqt6ZDx9LcjuKXLTJkW7knEn3m1I8kzt9mXD8KW0SVaMiHGWMAdQT0QM9ST0pBlZLh7lz8BfOoztRPfYLrYUid0UpmPJJQTcK4GpSuJ6AZKWKg10vuit+CnIult5LVaZlLyp07omxh2FF5DXyNeQB8giM9Xt19u4O/M7Zf/9aPadJFfWoFqoCK0/AKkWJUMqrVa3exgbEzvWoXmDizq/+mABrBZWSl5toaURWi9SiWLFII5pnZtl586OAB8Bn7q5jW/htclil3mkrUhZv6lBKYKpY/onxkojImBLhXk18FQY9QWabXmptm88yEaNQU9X73Xrql12U70PbPUffLvaIqcI1Sm0YU2AUYyH6lRNPC3i9cn6ZEblW/VJ5W5qs2ef1RQWX5bo6ZffWgWAAemjWiB55z1gjy+Wh058Hd88jePAZALOdcsjpAppiqtLc1K3HVKlTerLJgbu2YnxM4xRgI3KVwdJQwSpCq20tWwLqQtNSMdASU6J6qmZVTRCHfW/wNdmgMsATuIoKED5iUerCIvfEOBT5KY/1s4XoG1YJv9UK1ml95csi088ZuErZaqdqJMEIMRDqUZQlbNb2zDSwHDPrq+DOOuAn9Sd2W5eCsLLExVS8ruRFoNpxecXPx8bXhzYetKxQLiuRt6dSweLVjUcpBSZXslrdJbknfFlc5bAur8VA5O1snQZzWizBbqnLbv++c49yKptr7k54Lip81GvqA8p9cZExlAUhtSIWz3XiF4s3lSpty9ZrTVw1Bq/02F5nxywjjbhGpB6px2wNtmaIkXUeWcxG9gbnVwD3Qtrd/OSgK2FfY4GnEgdbk3GPugbDa/4pUF1eOHmt6cRIdQHCdoV1eKAUJVNZQ2qyI43l8+MATfEGVlceuQNNrhOohOdiVnNyAampomMUF7tdUcFm8a3YXq3X1cLFzpOgzGOo3MqLhYoBzwOMazSuCR9wH4pCEANR6/aNKc84/WS1W1P0OBUc1sEoK9tfeWAKyVcFV0QPWhPR06gnW49Fpnfn8Jbz/HjTkSJT/OXd4PG/cK6vHfXFFEZV86LmnCSvgV5MeyRspa+qfaVp2VkQsipnbcnnJpAhA4nsI0kCtxqYqLw1VWiIYuZtRo7AomyFAFEqMEIEBaibVUpTGP7iQphdwL1WbZocO+AKJ7xyrTwg78GLJZcPWA2WIueapaGu6qJeC8oSwDxZoumttAWh4sZ7n2iaZveEATKKyr1sBVoRviKnNbKe1geeu9OPzuWvN2Fqwz2CB8Dsj3C050TrhbBZIW1U8ibzDYvcELFKInmxZEf1ljdQfOdUolv7a4KcsUZlYw9Kusnoy0LaEMGquEGDSF4sGAGpLM9SJGTBVNYcnmEqSiR2sLTlip+Nry8CvldNs7z4uy/53qaGhuLqFNtIMUY09kReE7mATF4Ea/JYMVld5DSBPJASnsdSKTxOTKbuW2Ev6cdLT2cTbARGrjO53BxLUQGmFS0rxtyj2YjlzOXvg7tv1yhyIlZvnRZ5P7dBDkdtxurt2qSxlFSqZs9VfVOtuw82RH1zBpP/VC2aiykUqSfrtSpzLHlJ9xHzoRDZPNQBXaGxh7wsz/OKyCt8XGF5DWNPeF9meh5QDeWJUjUyLdvaaD+TpfgMDvTq7Ytxq5d/r3ZLqpw0gLFkPbzyrGFN+Lpash7ldeWjQ7VwY/me10dsqbJZWa9Z0nnbtakv7f/L+Ffd74SyrCcjRsQAtiJSARha0VtPaKC/dC6z89ZpcH97iluS3y+CvI7yY8pgI2YjpBHZFmSykFJETLFxKRuRtrvTbMBG1Ds6F6W53Hmw5tEmXWccsSjPlQtY8DU2DlC1MRv78nxcw7DChxX4CsYV1EGfgAaFixbNKLYWYmPxvyxQvhoiv2kTlcCrzFcWd5DHCp4ygYpWuCp/J4JfXaRq2mhDhiOq+J9LqaGm+LHq5LGzp8bnPWReXUTU6z+A1uVhK8KW0KwQaxb7PcxG3pxlnv8kuHdvEq0oq1P//idB/7vgAMcPMzEU++xRFU8rf1VBVgrBKtGeeFcBV1lBXfaHwB2lhOcoSxrD64ZmKqy+ThI8E0CWl0IKvEhkuQDTrK52TrkUJ3omokWpLpnXiKiLSCKILCy1xehOWhvUlMnkzl9SL/ZZhuyLeMWX/d7OGBU8FLogr/2vUkSJpHs0rlFeQ5SiACq4NFn6WthQ+Fpd3GFROGyh/HUH8nLwQNvg61UMdulvCddDY5Ek0hp8CSwhlnisSN6zuh553mbS4+DRb28coBFEPLoTXLzvrJOjpZPSSGjArCexIugpQMuVdTuSi1BElCKeafCkEnjaNGMCS7Z9Deq+C8JS4J7rCUXJKE1n56CmKtQpQ7RVmmiLlmZjqdDII5EKuNxSqR6xpvKYVMbIKtCCzaYlxV28WGr9imD5/CvzKa/Fhi9JXiLiCVy5uMGIdZEi8gryCh/WJF9tosecByyXChVt9K9KOcJAuVRQRP1b1EmoC3G1M8k+8yQMx+UoRlwDxgrXNaYr4Iqsa7pYYnsrVuuBk37k0ZXz8O2QHmwGYTvCy8NgduhYyrRpJDUDanqUerAe2VBGwzJRTSfT3lvVI9bFqLZZal/shOcqq+X6NQpHCh9LvZh7rRKYqgVKBGVjcXsxDigPxUXmNTGuiXFVw/YlaSzusrw/pZ36qniPRQqp/KxoINP5v/Q+5n9ie4lb3OBrmoSTWxw2JUv4urjFYU3kdSlnGnd4V16jXKSbIr56Gc8ounTJRVZNsOYmp2NLhEwhK0vMZNvr96mPQoGKNGHqKXsVLCFdo3SNpSV0K7L37B0OHI7OxdvOvXs3ZljRwR4+DO7+PvjNj5xmPtIPIw09iTVODzU9UMSrXHwYVOGmpLx3MvZUB+Redr1R9f1m1CX2XhbUbsh3JblJRfPyMhmjRlaq2xkRTdXVKmcLR+G4TRFkWwotLRPWElZBVbMAlhp82n5JG+3iBXB8VS1u/GGK+BTEOAniufCsuqjWvMe9x8YV+LoGMQPmuchQ0xrIKBPSpqC+WiQPlUxKTNF1Ka8om+8oJiG2ppR3+rhbX76pt68KrwZEX8DFNaErQldYXNPlFct+oFmN/JefOPtbeWJq23WRvzoN5ufO9YdOMx8o60N6ZGuIdVFvqdJ71UZUlvjUrrNZuVJBZrJS1JG0DeLIxV2ZE9mw5FX1UJUa6qXOvokX3APMUSp7ZkUkworrC8tlwYMS7hlZQqmtLqQpaSZr6gWIut2Rimo+pZ14Gdi+gjbpW84GIE7Gwot7974GKCUq9lhjQ8m+yAdiWBcPlXvMa5Wy57pe0rcRZADhVQ2adK4JPQpps2FGeW2T66suhh1NLACzWr6hDOqBFXANXEFcIb8m25JRa9rjnvZ5Zv/XzsO3Az24MQTFv90Hnv8kuMRZzEcaG7DUI0rUYFoBa1CP0lBIkQVTJKmtkKqdfbKKkZuCgHLW9ZzreXrxWNW0S3lbllIHMzxjOIkdIlxFyNhJMRUXUmd+Xm0qNPB11Y6qC5p+l6j7Zm2Sqzt9/JTQ/VVSKxO2Jts+pbO8FH8qFzmJXBR6eZFjxLrKEqtiucY1kGEsEbHngZzH7dgw1X9Vlzv1mcpNSngUEfKQZWRjwCizodTRpwFTLiXQtkFleR4lcpT1SOsCLl2BLkm6JNkliSXX3pO7gaezzN3iHrUxi7sAu3cveHSnRJFXbVH5UvQk2+odaIVFJfuRMU37D7HlYpNFmF7TVoaC4t4q4SwzrpJTL2kk5eou8+QGyp4MhYcVcZGx5ijHvtSU5b6+VmWLoUgZjCsYl/hQBOdCmnvkqxKZjUMB17Rdkrb93ILl1R/bSXTTukiT4r6tgohh/f+3d249cl3Zff+tvU/d+kZRlKihRrLlsZwgdAx4ICRAHoJhgLw48Gv7I0w+Rnd/iQD2W17FV8MBjCDDgREEcSAM4EQNX8ayxrrw0uyuruupc9l75WHtfaqaN1FXkqIWUOxqVlfVqXNWret//Re0JRIqYlsioYS27I6RpkLaxj6jps8eA570BdTEgEgiN4nZYK1jCxGJIgSQICKtKo04VyWLZCgIlQYnTSpHBbqOjTdIjpNE5SNrBYssULdEpWQkFYu7gf5O4Ob1R6aneZoV9o+Vq0TcIilYL5nGWCJuifNLxJeoVIYFcq1lk95YzzIGLBHlZiDiJqbbJV6FjGNMowj2HLHM0iyYphMZ1z9VkRgSpVHCQqV6EcFI2og5nW9ArfrtYgVNUkatU8DcAA3ShmRdcptlM276EnWt7tTmehQWN2rbKZemOMuC+Vx+KM01tlV6zCr1Fps1FgZFizNJDNIZYGIzNpKUKZ9XlwyZU8VFjRLFSatKLc6VKCXi5oibg1skxVkRc/jjGhA7OSoV0ZU4N0dlijJBmeB6U9A5PVdyHmp+RxpOPozs70eRi9YLOnYdDDn9x58royLy6pWGaVUTpLJsQUpES/AraxVIQ4Y1SB4nunjOJQebXfCf62RWUZak31ZvjOmMJSBY10lP9zOyU9f9T3HRJuvUpadaSNGhSrSwJkIECiVKxLegvQyQTDizKOl7doFwe0MeKmZdFIVM/asx2rERUgnCMFwGnqxT/crcn0ZDikiok0WtidoYm2GorDsT2kShadbezlMGDeTj2UhY7HyrMaCrincBNMXSVIirzN+SL0gPo4UYJMqj1HqhRuISZI4ww8uUKFNQUy6kROKKV39U89E/Wfb4mBi2IB/awQHcOlIGk8CCltg09AYrlBLcEo2maI4VSipZpK61uDTycrG4IqnItw7+k6JEWR9PSgiMXNf4wQzak6yaeivJZEuHZaFkerJutjJRWTqXCryWMeEi2kacCtEnOqMe2MiBT/U4b+7X9zo1koeU64HfO5+YcPCalEutfaPaWGFUW6vVpcA9BkNEuGAZo7Q1GVtvU1dWgkBDSnRyIB8762husE0/g3n3PP+IkqD3UVP/UBwrxC1QSmLH8+RA+qgMcAyxrbZFqgDXiJshOkVlQvTnoOeITCHOiVJSrhrerhpefbPlw+v6KOvVKVgnJ9eVnb+KVERecQ09VxG0RFmibmkmlVUK/Ky41JF/ZstzUXJRs1Myx1rZUoYo4lJ2ZwGb9TgzaUcKYKOzyn2O6VKa7RAjXvNJIWNh7smanhkaZeUJhIDDtw3ac7hkAXGJRyxZ0pxYZe7YrEhr5cvlgeS+RLCqfExWq0l9QuNQjcHKDV6brlJPtDG+qA0uuW0NLV4CMbRowhiQ3COpnKOqOIlJP+JaufK4n4iiTpUYxdGa9dJkjXQGfmXGQQXoIxhNKgws7RZSYX0CMsbJGapnODcmNjP8YEFYrShGNXt7gV9PI/vHj1SuBxRMYP9QuXlF+X1azl+vkckKDSVaLHEyBzG/rawQanANEgxumioVD77Bg6TAF5QvJnfZZVvp8ahmzQIWJEfjcjUwXarhRLX+nfd4nxAICjbo4g1FoN4UV9RCLe/wVnWEaCOfFA4NHnxr17Hw6y/F5rGSpl0yJCgxOyNYEC7RlEYjBmdOc58xB+s1IZiSdfOh0UCDMTRpGDlh7rHPkym4SIPKGhPINLtH1c5y2YFI5zlFUhXegvolqnPEjdG4xFGlNLeHuCEadxAZAL30oWtEJqBjVE9xnOE5p3VTfLtg5EraSzWrInJyXTk6fpx+rRVMBNVDhJ8RmewFZNoSqWmLFYVf2oHJAmUJUprNp0VdwEkALZ5UTrqgaC4p9OYTxB5zmZ8+9dpcbtK6AOowbL/N+0mRuJrbgLoCr4Bqaku5zthpo0aMKEIMxqGvDdYocx5IXA5ebUpnk5s1HWMerrELk/qoHeI0YHFWS4zm8qz9U+G0JoaUjCRMFx0SokXS7zHGdbylGROmOBdS1yPx56sYTVfMlnOdmIgoeWZQVaKoC0mZSkRmoOc4NwUtcT7QSg+nA0S2UYaI9NPcRYPEKfgxGu4jckrjJhQ6o4oremWDe61lMkjW61A5fPR1vxDZHv7iFrxzA/7f546tLUe1XVCEtOxIhki6OdkC6dsB0SPzZbo8bvRgbWh92yxnXMh+UlmjY3KG9UXW7BNdutCyoZv2di773qwOLmPTkpqI4DffL7lF15HYZWrOzIW/ifU3k9YxQ+cGM8EyVc0KVHcuUILBbOz+RvE0triY8FyhtUUKqVQj0eB3morMnVKT7qs8cF+6c5EdiIiPqgTBNQgrVOYIE5AzHCfAKbhT4BwfLGiPLHAyQ2SGyATlDOEE3H3QE6K7D2FM3UzZGyxYDivuVC3j/x35/f/y2PgLHojBOiv2x1XkdB641GtoWOGLJU7nhGgpruoCcWUH/Fd6KfvQC1uoYOMiXZRuRcwGnBekc5WaXIFzspE7ZK1KgX60joCog8w76nLQFSzec+aKnQSUxr4HsUmTNgWx8Ui/SG6oTa+V3BI+FbRT6UGjWR6Jaw57rKQQ2wZP6BSqQ6SmJrULeWSvIWqbXGJavpBdoOp6ZDFosqiwHm7JcZh9eSWdx3y+LINUxHvDQxnMwupeuCWoWTF0ArLCeaWloKBbC4Ti8K4haAk6x/kJUkwIzPC7S9plDR+37P+nAAfxUXH3YxUMsKLrzT+JvP5m4Lxp2G0qeq6k8gs8c0Rm6VuxBEpwQyQtZVDn2Nx19wS5GJu57n4OqzNmfF2t9mtF7KCZ9k1W1cxOZnEdFvAbslYRLym2EcveEBDLHMWtITDmHoypGrUExNbHhbX1io21oWgJbYPTlCGGlpDQHaK1xWW5uBqtUOqiBfCSprHXXQtNCUJq+ke1lljAvjgxl3BSITV9g9d7Lc3CKyAuowmIFlhiRUFYWQ/RTcGN0bCkaiPiBB97qOvjQ0HEQQgUfkWjJSoLtuKcZb1kuqo4udow7gd+eawc5HToyyhYDvaPicxoqbdq2rhC/AKYoUyBGcgMYQfYSv47IB0xGJ09fwpFe8iaJeXLLTNNicAaZ5NcR3LBVoh0a7eh655mZgDCgQRbtSOSWJslz2X2wDf2t75ICUDEpW0feQhYJVmw1O6RkMoLsUku0hQqhtYUL7V2nDYQDblLHnzJN1JFPsV3scsSk3J1ZZkUJmzsdyLh6fIIYaI8YqNZbVBncTXKCrCGteiMEOcMRzV1DfQ8joIYCjtJPRte9b5CZMVAVvh+xRY1H00Ds6zxSgAAIABJREFUl8eRn/+pihw+UbkeqWB2vQ/g3q3I/O9bRqc1Wq3wssS5uZlZmaKyh+gC2EZkiEEKE5/44xzj45UM1tZs02Xmf9dN9KQ4uISBykGWXRDzIoKTmMdMUzdAUB/xat4jti1I4qCXGtrCFjy0lfHU40gTKGb9JNiChARrznUuG60L5AENywxNmSTFacRc0VfzWmkBlqZlC7GD2tjmtfwJ8wezUssDFpy1cnXZuUX52vlSkaZzkU4rgq5ASwq3ROOCuqnw/YD0hP7U0+Co+0I/KDIyyLyOG+7Elu03aj6dBl6/Fbnxiy90jVkeM3grcPK+8tMq8PGkxY8qiuESbeY4mdHoDNEZInOQHRTbvGZbFhIu13HBim3qetfDhO7rB2zy1EsK4Nd96M2XWruF9aXY+IZ3lblMqbDOAk1ZsDV+0Xb+GJN1Rb6gZkUcGlNsoyl+Umu2G+FIDa3FX2jqNYa2c4c5I7QwKLW/SI9pslD5C8LmjHOKPbGMOcO2OtISZY0i7mjZ8/kVUqU1BXYEhAYnNSHWFFIRtaLUijBasRVKlmWAEqYTRzEU2IVmCatV5LVhYNJYr7G/Hdh/K3KEcuOLXWOWRyqYBfvHyk8+j8S9llW/YldLYIb6LXw4A9lG2Ead7Y7E9egWZLmYUrONF8Wu/IOH5dYNc5JyZkP1sOtMSkfSy660kVuqpmQiEINLhNWyjmk0EsWZlQgJjUJjvPttAb0Kghovvbcs0qkSE6rBCuOpD6q1kcpoLjlENCEfTIFyfNXabECCIklW4M3yAqR6VkzHn57fseFs/K2j+4xW8slKJmm2I/ndboaRmkCNSkVLTeErCl/jQ01DzWCv5e+myjuX4B3g9kmqhP1O5Owf4Oq/jsxuKx/9d+W996McymNLEk+tYAAcHirX348s/iLwr/6wofmsouiVhHaOYwZuguoesIu4bWCIyIiYOMWQdS7ZfTXTabqY1qbGoHCxi9uFYg8lArKhaIhbgwiT/jrnDZITnIFv08XJcY+IoC7aNJNLbSKtLMYSG6Ix7RW7VsRElGdGwV67WTfeU9DuMYtFhjMrhuZNBVo7hFR97zBdpC9OircyFFUzm3b3SS+ctM1zkjQ3meycarKeBDLkRI2TiqZtDSpctcheS/9vW7bHkRvppT7+fXuz+V/Z2/31FTWUqiCbnucp5bEKJqC6f6z8WT9QLFrKsiZslwx0gcoUJzuo20V1F9w2EkcgIwsWMJL8blCSFHQmPnV5gMZwvVrN+jRygWHloUQgv+TaZZDAhBvZaPpmS1SL/zVllRIs5slszKFOfA6CtBnA2JDx/KYUqaSQJ386K7bGraFK0LaraXVZH6koqtGgZ9ikVRfIdzOjYIYnWbOugc1GdKA5SE6W6yHJ2Y/5c3E2hd3dpKboW4rbGwYuFZFfjSP7N2P3Cjfe37g0gNxEDr84mH+cPIFdBwMiXv+PkdlxpB02XC5W1LKgiFMi2xB3EbcLuo0UQ2wbmy0iylvXTVcUpMXR2iBBAsMraUIXD1qsC7MPM5pcTAQuBvwCncuwOAy6lN7lWE0SttCQFS6aMkkApaGrc7mQ9iJlJ6a4tPzAlCth12Jrli3m/mhGqga6bWcxWmsqX/eMg1MSSjla4z8rYkpk0o7sdVzVfW73gOXaPEE5yCRa0S8a3NlRARX0KmJCJPt+YFVHRmfK/vt60TJ9qfzsC+XJCnZwoHAEH1wLcLshxBrtl9S6YNCb0IYdkB0c29g+o20ruuKtaSbZVUaUNAYkbecHBAHXS03WQfrbxMn96FLHZj9zDQdKfU61MMTl2CXzyq99JJAYGEMEWisrhQZRtfXFWKZORl5o7L4NpAkoyTVMsLEzsmVTtA3kUpRggxnO5V5r8uES1+XCLr7KO79zZGEhw4XPC4+xXN0LKz6PmXmLv6zZXVkPq6jBN/TKwKxUys+Vo29WoR6UR9rZ9XGLWbH3LkdG11saX1PHCt9fGJyDc0TGIGPEnSMysf+XBbgl3i8RtwS3AOYgU0QniJyjnINMcTLDUJMVqJkFcTF7T7u5R94kr+0Tn5JRow6wtN9zYRNa7FIt05WYRumjBeqxI3XLCNo8j9h2pHiSh17bgItq92NrQxxBrUkvZinzTWKaoEpVent/O16zUsKaWtzuW8CfyJVxyRn47veLN0nBqkuhh7NvDtLgpUKkwrnKgnttaJeB1Sgw2EtDsk+XDX5VeaIFE1A9PAQO4WdEBnstr8iKUC2QYQ8nA3wxoA1pE5sb2BdJWtCtFPAr0OD8CnSFSr3uWNMnMgLZxiUeplxHW9N3ypPM9kWXuQY0KpliPcVmggENnVFLOVJR0tgcca6hK+SqSyGQJAtljXdRsb/FAvQO3ZAtVsxWMsdhrDNfSS2erlhKsq6JWlxzOYKNEkxym4+Ot/IZsCdIpi9Kgb2KVe+dljhfoqyompq97Zq2DtwuIn90EEUOeNL5/bryZBdJUrKDQ+AwcjwNXNlu+MdLK6RcgsxwDHHFEIN69FO61GKwniKdQRt7inEFrJKVcsAQdMeutEhaVVtg63BT/v1APe3B45MNF8kG/0JCYUiuIXWJrU1+2w6gFP9oRPE2Id86g6fHLi1LIV1SpIhlpgm92sVgbPzMCUhnNLPCdM42fb9MAzUrc3blG7HWF9czO221+hepOeqlSkpWGbufq9hqa5p5YElg/jsW/ujht6lfX6xgQDpRB8q9o8i9RWA3VLjtJZXrQZvW/pG2jdIavFq3EDxGu1ihlLZNU1YpyO8hugVSpWqiw0uBat+2kkoC9n/xx99Ustyf666uJkslAVtMYGBEDTHtfU9DEjhoIxSgLRs9+w3ikGBZpQtJNdIQr21qWcdXGvLzc8nB2llR6XZMZI6ITs1kHeRbov3k6OUBycWyCDSIr1BsYAMtUSqiVFT9huGoZXce2X89pid+m/r1dApmBlyEXx5G/vhaoDdqKeoVMRS0TQ/nPD7an0YqYIEwtKumAXEVxseU0LCqKAOc27aeixM09jA80gjUlkh20IYnWzHIwb+ydpVYJijQWS8Rg8qjKUvUdCikTFGNhaPjOduoQMWI7fxWogbL6NKubUkT2xot6RCJiSEgmzAb3+8GW1Q6hep6q7JRPH1a5dKNeyK5et8imHtEjKREWOGpKAYNqyoQfOTWL+HGwVP1E7+OPJ0FI5dfDoCbkWMaxrcdb7xeclZ7mspR9NI4upaoToGBRawEotaorBC/QmJrEBQZEtkzphTtIcXQOgJsm/KlFbi6WbL44u/ahaIspBBOU2CteC90KNBo8ZDxmSbUhWIY/kR71KGABHOTwZSImOrFGWXbuVvDCEm2f5HUAsvo04fOLJt25ClbfCYuH0CqDmtsUIx90FEStaSQkiaukKKmpGHQBHaKyLvXv1XFyvLUCgYk236oXP9Z5ONFw2nt2ApLVgMh+gCrSK9Y0votCD2iTzD4RLvotaJ2kZ4IhC1aacyvMUTZwrktVPdwYkMIeY0NuRL6lGf/AZRBthIdI5CkyCrDfhJ+n5j/jkz+07VNNSmQWTFBies2VeKaEJdAj3mRaE5T7CC6hE/1AYv1xCD+qURRscVUNiCdxg2lBF/iwooi1rAMLPYC/V0jHdz/dksU8CUVzMKSQ1U9hNNrgXpRQw1+L9KWjQHPZYBzfbz3rNTZBi7XImVL6DU4r/R7jrrcBm2IhVBonxBGqGwhbhfRvmWlaekknUd7+Iw88D/rgutFDtKcTRoUO/1hF4THjd+T4pFiqo0qO5JjppxQaEpPDN6Dbk5Haedm83F2cdZGx+Gx7jDvwX7clUifyvpbmGvURFCicUlM09iRJT0pCVSw1TBsA/eOI/sHj5xj/Kbly1mwTg6U9wjcPBL+DRWVRs4GgUs0RO2x9AW96CgKoV0qvheoXMteYZXKUBb4GOkXQk0fkS2cT20nfQV1W6CGEc/LJx/m4X6sbFb9sxZZycIwXptwIMsyk5mJGCOCmcsUfCodoiOjHxL8rJvXTL9L5txIr23Hkp6bMsn1F4DHKFeGz6Jr5d5onW2egehttYvFXs061nVLJC5RlkS3QosKqoYyBtqRDWp8R/IVFUzg6BCuXw98/Hrkrf+r9AeB8bBh23lYeKqe4JbCtFYGbaS/HZhWSjEQRgNPO1Sq2kEcorKNximGHZ+BboGMQAY4ChS/kWo9pV3fxJZtokDT8XenOMVOG82D7g1y/1kVUWtHZPaajhc1T0NtTPR0itu9xwPJx5Oslqa6Vu4v5TSzO74ud0i9JgmINKnfWEEa81c/x7k5gSVVW1H0a+R+y9V7kRu5jvLty1dSMDvHh9gpPBJuAbvXIm9cCxQj4faJ4MdCHMDgR8q115W2tNNd3BVGb3o+/dgRXA8f51DM8H6Cyg6GF99C4xa4AUKBsccZnvmBRvgTjrKLby6WLrqHcw2UjHffKBqQC59JsRNIVNbWL8dQmTekM4puwxVuvt8DdboHpVOiBF9NrN7JnOYBSEl+OmUVadAAakRXqC4RlqBzwGDt4kq8VuxKw49eCVwrI0cgh9++e4QvahU9QURIuJkD5ZdE3rsd+NW85eNftlTHDbPbNR980FAdN7xz0vCreWuP/6ZlFlrG44adoqTfX+KYEXWK6hR1E5QZUswtnpAada0RcuT3TNHzU9xym2U9hpYeU0muMZHl5dOdM8J0k/y3UZLnEtPzzHeaWj0X38N37auL7/+E25oUzkoOSMJlp2JpJqARWaGkImr3mE3fi5ujboa4GYWfgSyRokRDTblqWbwdOIIHSeK+TfmKLtJE0gVXgAOF/eSHDlMH9eBP1wmUgh4dydEBenBrBJcvN7DtKaYldW+ByBTaHZAJIjvAtrlJBgg21m6+xSOd7Xny8SV3prCRqWUvm0oHZOPiOiOymSCkHNLCQF3/rrLZksqZYXZ/T9PieaRkWFPipHeJwCLTLAmo+mQmDXtEbIygJM7ATZE4AZkS4wJ6C3y9ou3XTGOLnysHxO/KPcJ3+U5JFIT39x07/77gt3/UYzbZZq/YY+Veo4hvENxv49yPEf0xxDdR9xrCK6jsIjqwAmwyFTkeeZr33QAqXry/kUwmueDG9OHHcstyHVOtn/AU/KePPClk6m1N09hOSyLGyyZUFsiLFdNE04phIjaFPSfGMcJdlNuI/Abnb+Oae1RhzGpvRn+8Yna75sZB+CrAwa8qX8uCfRURUN1/P3LrKLDXOsKwJuys0HqB+imEiQEY2UHcNipDogxABykGc6mkla/2U2eW+eJfzDJJ8dia40sfcfrXOqPd32z2Cp+cGX6BuBzUq2KEMrVx0esCxwLVJU6alAYbaws4oxjSBmSOyBgnpwQdI24C9Zy2VzKgoq5b7lWBvz6I/Ifv1qZ85woGZMWIHB8Frr5Wc/e8oj9aIH6A+DHCCENjbCGMEBlg3AkbgY767rWe+m1lQxEuKsMX0Xsr2VLJI5TqS+39edSRZXscidKi2FS2jftPQaYoK4wjF0iISHExzd8tEXcOeh9x94lxgvdzCi2ZhJq3txuKQYSjC/nzdyHPRMHMyxwJ94hMhpH+sGJnVrCMC/qDKUG2gG28bBPFamJgPUqcx6ktrn+4MvTF7/0VFeFRz/t6SnXhlexHFMUYcRKfhM7BnSN6BroAqdLIEyBi1N2uJeoKiVNccYaGMX03YRkWVLLiijSs7kQ++lHk4D9/qYGNb/CTffeiOdL+4AMPH/TYZYvl3g4Fr+HkdSS8icqP0+0a6DWEyyh7iIwQ6VnAi+9wOS+kKCm2MspKZQ46RbkPcg/RE1Tv4d2E0K5wvsnIWoC0MKCCFOg7neDkHOKcwWDJ3U9rqp823LgRZT0L8Z3Js3GRgOn2Icx+prz1duD0rGZ3taLYnVPWQ4riPMF5tvA6JLpt0D5OenRNcGc1ggf5MF40yeWJPG4WtUZYoSxQpqBjgo6tcKo1XqMtmVMjKWsT3q7nFjhZILrgrKx455WGS28FPjxRjo6eyUd7ZgrWFWsNAiTEP2io/27FoFkwKHrUbZ++71PHAUgP54bWNurco8uFEnLp4ksE/c+RWLVe1DZrOG3xYhV5jXMCU7w7o9VTimJCW1dURYuXSKuGEXKhpe9sLdusV1Hdr/jdtyvGH7TcI7L/xSQl35Y8QwuWlewAOAocXxZa37AYVIx0gQsDGh1QyBB8H2UbSMpGLzGUpMqpSFe6EJdw08/ykz2ldCidZL1cJhpLg7LiSjwLCHMcUyITBloy9DXlwhbHxp7SbyOTMqCXGnzbcu4bxh+0XL8euHn8pSaxv2l5pgoGZKtjaNm3/m0LrCjmjtIbLxnSB/rANtBHpYeTHlFtwkMSFQ5SpJ7Pi6FckLtXhueyfdgBFdvJaEvMS6Iu8bKgVxh91mpQsqRmsB0IjRKGSuWVvUGkmkTOQuAagQ+vR24e2+azbxlU+CR55gombKJlPxHe+IOGcazgfIEfFkivh7Y9PCOi9kyRXGHFRtJcpdiemqgJBesedpWPUjp93APpwcc+9MSG4lO+V25qp59WwU9bzVyFxBWqK5yUBh50K1pZ0Qsl96jZHUeu9CMf1/DWG0o9V5rryo2Zwo3Ie+kdv8Oi6qPkmSsYbLjKmzcjo08DVy/VfHrJ028LYtWDXo8YjWDFmEoKiB6bAjdFsxfKLeyNpvgTzNkTLd1Xed6XfU5ubsuaTF+kIroVQknQEu9KfK8kSsV2U9POGt661jAZR97Zjvwf4GQO+/tJkY6AG5rqdc9UueA5UTCwb5oqkVuHAtcbVgNHT80F+iCo6xmmOTcLHUas1WGi00oUTWyL0aex7i/VUvoOJSPQMtNJa8MaUiK6RGSBl0VCR1SsmprtQcNgt+WtUYDbEfnPD4GPTA6/8w/zOHluFAyyJUtzXx/vNZz+vePKW45l62jbAaPClkIGLWywEVDpWQapaoXK7BKcoomDNtUln6sMM7GEdu0hdQ1CZRV8lkQx6I2PJXVT8+pOTR0D7ERunij7Byo8u9jqaeW5UjCTBCU5/bPAG5dr2lrYHgmz0COoo8DRakF2ACJFahQncF7a32wbLEzJMhpWUmz2rNVsDahVVGw83EkFugJZIG6OY47TBbG3AqloYsvSB5qPI/u39UUpLD9/Cpazyo8uR/hJy5u3hfutMNIZIAQvFM4hcc0UZ0j4zLvUdpCXLmZLPcxcOyOFZs/KormOD9RoeKQw5VJZIiSS5UQZ70NJu1VTVi2LeaT6Fwo/fyGsFzyHCtZllceHyj6RY1p0JYx2HOORMKwMmNV6xbuQsrAWkYYoDZIWp6pugyRcv/YTYN6ldbxWQ1sz3WWysW/502XsjyTlwliglQrHEpU5Mc4RPyPqHHRJE1dQ1/RfaXn9o8ivnn3g/mXkuVMw2Mgqj47g4HrgeAj9y0J1W3C7pgUDlEgeYDT6QXE22WRr6qqkZIbGUE11tTQKFyVPK2UoRB5l/DY/WZplxFo8RlJSI1oSsW0qma8+yBynS3yxol01zMeB9/4g8O4vXxj3CM+w2f20oqrCrSPP1X3HlQ96nF4dsNeMWLIL7IG/QqGXadxrqF6h4FVwr6JcSjOWW8AIZAh5XYr20MRj1u0c1Ey0It9iQmCuUTEOTucWBhPXM5C7ED9H9J8I8hno5xTxnvUg/QyoePePGkCfdW3ry8hzacEuiF3sADeVX58LV96Apgf0oFgayrPSll5mlEmj8lFt9Y3IDsoO4kaobiEMUBkYGgPbVAJFmg5JwyWQCHa/GSXLE1FopunJrrG2XZzMiHGKyATbETRF/QKaFa5Xs3215XMiR0dwePiNHNJ3Jc+9BYNUU9dD4RaOq9cd7aUerzR94vaAcr5LMdim0D2CvEKMr+B4FeQSTvZs1lJ2rZcpO5g1GyE6ShZt0LlQUkKwhmR/7ZFrYF2xt7pXIuJjga1tOQXuEMJtkM+Q+DGO2yAnaDhnXs3ZGZS8O29hP75I1gu+xlTRdylWSDxQbhC5TqCYNJxoRTwpUTej1Amhd4rqXYLchuJTcJ8A/0yUT0A+wblPEPcpordB74I7Ac4MXswCm9qxTb64CKKk3ddWZ3Nf9ZZfI2W6BMRXOL8EN7dBDTnHF2cUMsb7CVLM0VACFf2mZXI1cnT8nc0yfpPyQh2xqgpHR8LBdeGDnziuzDxt2WcS+lzyQ4ajIctqm8Lvotk1so3TXbsvu+B2UN0lyh6eHaLugewhbCMyQnWIuLScMxYJZ/3kltMXHHaKuyJOGsDmF5UxjvvAXZTPiPEzCj6nCZ8j/j4hntM7X+Ber/iYlhs3vtNhjW9Knv8YbEOsnaQpu9wPcMsysr/pB4p+SxMaCl/TxoqgS/puhnNbxMTpL7JLYBcnuwiXELmEYwWuQbVNdbTu7RLdjm04/SoalhtVdi/x1ut6MZXKOYQx4s5wMiYwodefAktaKuarlmY3cOO973TU7JuUF/OoSXHZ4aHws585buwKH888Swq2KJiHAaPQp1/0qWSIkxFtGOFlh6K3RVNdwvlLCJfBXwa9apmnXk6KtwM6QhliCUAqYzxlF6AL6kkc5gQkkfApM0TPUe4gegeVz3Hymf0e7xGq+7A7Za9e8vrVmpsfBv7kT+KzwnN9XXmhLNimCCiHh6qZF+CdW8rx1UgxCfROAktfo6OC2Kzo+SWOAW1cEMIWUixwbgGSMk5I9V1JM4ceFU9mvBZ8N2H7NNJtPIt5SrsGrRCWCDPUnePiGcgp3p0SwphCzqmZE5qS1wcVi8+MM33/WF9U5YIXJMh/onTEpjcC16+3/PovG/5lVTFfrqhDSRHnFMMpcI7nlLa+TxHvQbwL3CHqXRx3QU5wcgZugsgCyUG/hC7gF5cZhx99Q3JQn9yisya2kwq8cdrizhHOEHcf4T6hPUN1TCim+OGcOFqxouGtn7TcPNGuN/uCygtrwbIYKl9SKUOVGwdWM/t3r0eOTwLxp4L7W8/O5ZqVq5HKKI4CNdDgnK0h9OKI9HDSRxkg9IEhQpGs2Ual/zGIQsksw2qEcNDiSQ1snYEfg54S9T7ICch9XO+UwDmeGa2UvDasOb8XYB45fjEzx015sY/+MbLONg/sP27dclw9cey95VnEgp1en2q6TTHYAS6j/kcQrqHFj3HuTdA3QV4Dfc0Yf+KIrur/iBG5zWDeGHFiqnXZGJpjSpRz4B6i90DvoOEzotxFeidoO8YNp4xnJeesuHGjSa/6QlXtHyXfSwWDXJztcDEpjLnl4KrjbttjfDKkP9ymJ3s07kf0eYPIWwR927gxeAPkDdA9YAujabf+5UM9S4X11tDWmu1UwBLjqx0jeh8VUy6ndwjhc/q9E5bNGMKUfrHgt95ZwV+08PPA90C54PsQgz1GJF0gu5GGTn8Z4cPAadFw56xiNFwS3JyenxDdBHETCj/BY9RHUCGuMeiPKJkQIy+2z3EZ3qBC4hIjjpSozDGmoPvAPaK7g/A5Tm8T3R1c7wQnY0ZhynCwpDeqOJ4GuP29US74HsRgX0rk0OKjD2/CT3caBq2j7lXUVcnQL8AvoF2ivkS1womts7UFB2knXw7DungLRII1sKmTW1zY2D/nCPfBnSByF433cP4e3p+h9QQdzJltlVweVsw+C1yfBzj43igXfI8t2KMkJwQcHyvvjgJV0VKEmkEidwvNiigrIiucrDDe0wZJSyPJFksyVbWadaPFFkqUIHOcmyDuFJETcHct1uIu4u/R+lOaOKYYzVgsS+KyYrbV8u4ftbD/vVIueNksGAnQeHAA3FQqIq+8Ezg/b/FqJLpCBVqDNCBtmldM+2ESj4QF+Xn/ZYtIhWiJpoXr6Dkip6jcR7hDj3uoniCcEuIYt5qCX/DK1YrXfAOfBng3V/y/V/JSWbBORIB94439x18rb7gWR4N42w6L1DgaDH5t7hGxZUUiRryrCY1qvUVbN42eo5yi3AOxSr3IHVo9Ab1PE8c4pgxfWdBbVcxvN/zZ/4hwY2PB0fdLXkoFs5TyCOrfVnZGkVNViiLiY0B8wPkAPuBcIE9doxFHirXUXKINxs5xMgHGVjyVe4i7g2C3qPdQvQ9+jPQntMMFvXLFvGk4/fvAz3+eFJjnYo7xm5aXUsFMDpTrpfLqZWXYRupKUZdWr6Xl3raGLW9+TIs+qRFK0EUCB56hnIDcxulnBguST4h8Bu4z+nIHF0+o9Zwrwxm/e23JtKw53Q38+Tpj/L7FXlleuhjs0bIFLC7+l3HkWy9RMNZB26MWur6iMkso1DFwgsopQU9x7gQJZ+DGrOoJu1szylXJKlbcnTS8S+C//nk03ojvp2Jl+f45/aeURIBX8Hf/c8iVrV2Cf5WqvobwNsJvoe5t4Ldw+hoqu6D9dLoaGy1jjsg5qmPQM8TdA06J7Rm+OMXJhOimxMUcKOltp2zx3ZbvSZX+acQ/6wN4VnIo4rh61eNWBW4wJLZbILt4v4fKJUR28ewYbl8ECKmAOgMdA6co9zEiUAvqae4T3H3c6IzYTJkvFritJYNBzRtFw9/cjrzzzkujXPAyu8jUpuTXhSArQXtCocbOJRpRAkptXKkdt3yF6BLnz0DHaBzjOEV0jOeE2k0Z9Seom+P6Ja2rOP20ZlS2vEHgxn7qV748juOlVDCrBxzAr/+b8OrvwWos9PpQVRiJirQ4rVBZ2tylFIi2htvXOXAflTEwJhZnOM5pm3PUzYjFAilLirrinTdq3gkB3gvGevPyWK4sL2cWqQo3bwr8HshE0v/ZMGxBY1V9FiBj4D6id0A+I8ZPCPwG4m9Q/hn4hNB+TqzuErkPek4TZpxNSl69UsHHLUfvpUzx8IWbCPom5KW0YJ28C3wExKgM1CjEoyQURJwRRfHqUR/QYEzOTqbEeEZsp/SLCS7OobfEs2QZa/qXa677cItP4w1uRA5Ev4/1raeVl1vBfg28shMpl5HQtEisIJZQzBCviFuiUdDYgittzEzq8hm6AAABzUlEQVRnuDih8XPacsFwuKQ/WPHpvZotWu4S+F8fxRvHx8rBjZdaueBlVzAADUpbB4qiwfVLtJkjCkErNPZQFHE1UBLqJV4XMJwxbEqWuqKOFaOyof9W4ONPbQLovfeeC/rK50FennRmQ7olEMfHBVc+7TF+ZcjV4YgVNt7W1CNU+hTO2bCs1khc0fgVNCWjrSXVpGZQ1SzeaTk9DXz0UWT/2DD08uxYnZ83ebktWFkqH+1Gri0DzbCmCp6+U/q9ilXdgwh1jAyLmkZr6qaGfkU9q9jut7x+qeWf/9K4zPb3I/xgtR6UlzKLlDyz+NFHkUuXAtNXGxZNxXB7wXQ6I8iEgTtDOKWJp/h2jI8TXDFjebLkH65UXJvVN/nQ+on7xhnxg3I9LC+li4QNN3nrlqN8y/OHE09vx+Pnjlnf4eZC3FHaOtLsRPb2AtcWgeNfKR/uB/b5wWI9hbzECtaFSbYt5PjYcb0vfHri4G3wd4VQK22lvHM18kGpzGbKyYmyvx9/iLN+kC8UVRVVFX3/fa+qXvUXhapevP3iF4Xq+15VnR4eOn2emKp/kOdfVDEl00Onqg/fklLZ7eW1+F9VfjhhPDhD+YD84Aq/lvx/upUime+0yVUAAAAASUVORK5CYII=",e:1},{id:"image_11",w:156,h:108,u:"",p:"data:image/png;base64,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",e:1},{id:"image_12",w:99,h:108,u:"",p:"data:image/png;base64,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",e:1},{id:"image_4",w:104,h:64,u:"",p:"data:image/png;base64,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",e:1},{id:"image_7",w:235,h:97,u:"",p:"data:image/png;base64,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",e:1},{id:"image_8",w:215,h:16,u:"",p:"data:image/png;base64,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",e:1},{id:"image_9",w:295,h:269,u:"",p:"data:image/png;base64,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",e:1},{id:"image_10",w:126,h:181,u:"",p:"data:image/png;base64,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",e:1},{id:"image_11",w:97,h:123,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGEAAAB7CAYAAABkS+5eAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAcEElEQVR4nO2de5QldXXvP/v3qzrn9Dx5jCAjIO+3EhVFkasSHCEEgwadAAm56rouwKxLYkwEzc26YGLMAkYiaEiISnxEhpFwvRqRIEQGshSDcFWIoiKwlHeQYV7d55x6/O4f9dtVv6pzenp65pxumGGvVavq1Kmurt7f2vu7X1UtzELcjZ99EY43k+VvIc+OQ/KX4liPyD04+QZirpPT3vvkbM75goDMdIC76QtHk3RPJ8veCvnRZJngMnBuyNlMgjHXE9kr5Lfed+c4LnhHlKEguG+uPpze1H8nz04nTw4iTyHPisVlkOf+wBzwYIipTmcs2OgujLmKuHOdvPWcyfH/Kc9fqYHgvrnmZeTJR0n7p5L2hTyFtO8BSDwIebHkOZA3TmcKMETARAUYxqzHxF/Edv5Ofvu8++buT3v+iAA454Rbr7+YrHchSS8mSyDrQ5pAllBYggchy4AMcldYRe1spr6UQPh11LqZKFolbz//5nn4W5+zIs45w7eu/zT93rvJEkh7/u5PIOkV6ywEIw2swQF5wQ/qjoyA2GIp3BKIB8HGBSBR+w7iiXPlbef+aL4V8FwQcWtveA+93mdK5Wf9Yp10i+0sgawHmQcgSygsIXBJjsKmSiA8AGLBxBUYRkFogcQJrdal7Lb0L+SEd3fnVQvzLOJuuf7npN0DSHvFnZ92PRg9asBk/bpbCvnBBeQsHgSJwBi/jrwVxBBFYFoFKLYFtv0D7MJ3yjvO/dn8qmL+xEC6sFKquht1P8oNPQ9Kt9hOupBMQdYt9mVT/rupYn8yCelktZ1M+u8moa/rrn5/NOmGu90NnzhjvpUxX2LI3K1F2OnD0My7HHVLWR/yfrVPwcj6hULTqQKUtKH8flP5/nPigUqnCssrjl1Md/Jad93llzvnzHwrZa5F3M1fPJHe1C2F6+lWd3ni73JdymjJk7ZLC07QXMF5YhA8MZtibSMgqkjZtortqF2sbatwU3Gn2I7aX2WXPc6Sk35/8/yqZu6kCFG/9g/3kkwdVd6lfe9ekinPCz3IvRvKvZvK0yJcFY2SXHVKkSo6ksiD4TnBxAUx69rq0i4+R22I2vcQLz1VTj/n8flTzdxJYfrOXVJGO5oVO0+8qvQs8dly+LlfuJSQL9KGBaVTQ7YDN9YPrE7X/alX0l/3bffPlx8wz/qZEylAWO5WIzyC827FuQoIHEVImnpOSP2iPJFU0VPptsLoKgAp6RZkHvJCCErahZ5aYXc/et073FeuOGJeNTQHYgDkmHMScFeWZQhNxJy3jDwIRV1aLZmPpFxS8UTmlZ6HQPg7PO954u5WSxpwUDJV/Ez1/XImJ9e66694xXwqadxigq2rETYVRAvgvPL9OgtcVKYFPQ9E6kPbVF2Vrzklnks030h7kHhw8l7dRSXNdRkkLKM/+W87MhAlCPL29z+Lk9WIr+lpAua0UJd7TsgGuSMLrKJc94t1Goa2vWI76XouCYhfOSULLKe0isld6E/e7K7/+JFzr6LxSz0mN/aGYkMjHVdsBh+LUoXyhrqpINHLEs8JaUXgZUTlecP1C0vo9+uEXOYRTTfVg2RyGUnvVnfDJw+ZG9XMndRBcPKDQuFCWeWWEAGVgCMyjaKyymVpeUMTvzxM/vx20genxUJ1V5qdd6lFWwpEf2pPpjbd6r7yqX3Gr5q5kzoIZ3zwcaxkRZwvviDnD3Hi8wG/jQsStbCimleglH2ItHJZeQKJWoXPxlXxpfvpN1yUlkt6kEzuzeb1N7l/+dtd51BPY5UaCCLiwDxd7JbiawXDKCjiXRH+GN1WIm9wCErqgVtySVUuV54ouaFX8UFpCWEe0oO0dwQbNnzVfeuazpxqa0wSDewR+xBi9sRYKiAMOA+AqKtSApfCZZVWohbivzMADjJ/nIJmHKQUGbdzYPUCHKTBccVFNa5RQMzxPP7kF51z7yxunuevDCmW2Xt8W5JyXZYivPK1c+b8PudrRmohzm8TuCZtiWZZxRe5zzdy37NIk7qLCnlBXZVaQ9KDtHc6ay79y7lU2DhkEITY3l24nShozIRrExToAqtwgXWE0VMWJH0EJF5GTj6/SDXR0+jKr0M3pG4r7Hv0uh9211125pxpbAwyCELUua2wAOWCAADtF6sVlK6KuqWEAZVagHN1q3C5ByCtalJZ6hUecEUSdPqaYFR5x2fd6r959dypbbQyAIKc/v4HsdGDZXMef+djAFuRc2gJ1tQtQRM+NQzBJ3iu4IDMuyXyKnLKs8oy1CK0l6EhbK283g9dU4ds6vrna8Q0TQPF3lzc/ZHvDfvJCfF3v1pHGcIGHAGVJehYUk4dCOWKNAAi9xaRaX4R5BTKE6U7CssaCsTUvqzfcM04lTUuGQ6CtV8t736jDXrtDUTVfgVCIycCi3DqlsI8whVWoGXzmnvKhtSkvEUkvg5VJnQ6fKDWUCZ6p7nVl/zhHOluZDIchIN2vQUbPVuMqygJewuw2i0LoiSj60b4KhLMh/nISVxVFFS+qE33BRyRpwUAZQ+jV3dPtdxCuaN3iVtz2avGrrkRylAQ5JhzEoz9WtkVM1F156v7MZYiuDf1RYlaCToka+c8KK5yTwpIHhQIM3VNWpMKZp8ST9ZhGSQseaT9Fkn/OnfjFUvGrr0RyfRN9Sj6ci0iqi3KCbYi7xKQILOmwRHgXQ9VlVYLglkIRFDiKAcPkgZP9ILcQTNs77b6vQNZt/nq0atrPDI9CAfuehMm/q8BpatlhMSsLgmprMUFISsESRxV8c8FrgkfNdXqTkGZfICwkyp8VeVryFoMJfyO+9KlK8esv5HItCB4l7S6bgm2ckM1K7EFOZfhayPDLpM5LzneElzFEZphZ94ydA7KNYAo26zKFeE4ToOos+ST7mt/v2ycChyFbHnGx0afx8T+rtcoyY+uKF+oGzJBPqEWkgdRkq/11XsTAUeoWyotQl1UWndR2qvQhC5t8kNS7Uu6L+LZdVeOR3Wjky2CIGde8D1sfF+VLzTLFz53MIFrMkrS+qxCI4sOi3HaJNJQNtVQNhizDFurmk+E/JAGuUQS1Jc0pM17Z7jVl542WrWNVmaedjP2H2oRUjlnGhXhqlqFAhSSc0nQWgJv8IOKAiEaKQVdO80btI+dZ3VryMOhtH7VQNLtwjKuei5n0zODsHSXL2Djbun/bVwpH28h6pbUJUkASB7yg5eQpPVzaBEaumrXDrWEIKEr+SGt15jUHaVB6Nrv7cW6DatGqrkRyowgyKnvW4cxXy5dkkQgcRCeBmVvsVQduQZBh5l0ExCVEggqi1DeyAIglCdK/59Ud33ppgKXVHz/LnftquNGp7rRydYN30bxVSUA1rshnS0tSTry5YsgqVOecGHuQN0CQiktwitfXJW0lZzhgUh1/smDEXKFWkJeyy2ErHflc3HgeKsuSM768Hew8V2l6zHD1kFZoyRorS1R3f0uCFuhKvLV3JMHQKOksncd5A86C5sGYWsa8EMYMSXan+69ki9d+j9Gp77RyNbfFSb6m9rDHjb2EVP4XJov7kngmjSBc+JziSFZtIqGseqCFIhc8wYdr9HIKeCHVCcAg+Gz1AOQhZbS++hzjaS3HoTDln0ZEz9WRUP6MKAHJYyQykhJFxliDVT7dQkfBs3z6rN26DLvptJGRh1ahVpBltYTubRfuLAkWcb6jR/ZLq2NWLYaBDnmnIQo/hRR7BXvCZpA6aGL0tBUO3TiCbx0yVK3hlo3jqrAhw4R+IZQrfStWXVOORubB4SthT6NnLLyQcjz3JrLnjODxrMjKdu5GhN3y0gpahWASOSfRYsDUvYEjq1AyWmUM/znYPy1XJf7PABhxZVgDDPPIQndUj8oAKYNV1Rm2pZe/6Pbo7hRyqxAkLP+5GlM9MUiQgoaPfo0jtaTNLsuCVp8DqEANMrdUOUI5S+jqraGYatahvJEFpQ0Mm8VmdaUGvlCWeJIIUve5tZ8/DXbobuRyezDtbb9RMUJGqa2vCVEFT+UZY2owRE+VwjLGRJwRB6OzfhFn5UOm0HO15hybZH6aY5U8wUFKHgbQa0Sm0Kv+1cj0OF2y6xBkDP+7D7i+JYiQgryhhIYDVejoLzdGBwzPlKqkTWBIbghrslVrsl5KwjzCLWK0Bo0aQujJX1LQZpAlp7orl114vYocBSybYmLaa8qw9NIHwRUq/CJnATVV624ijZ/wsw54IrQRTVzh9BCNJuuVVuVqPOg9O05Q/khDyIpnXfKknm3hm0CQc7+0E3Y1j2V6/HuxsZ1d1RyQxAhSeiO/K+XJjfUNgJAgoEBTeJyX1vSqKm0BuWKJHBD4ei+fwYv7b/GrblsxbboYVSy7Sl83PpYESHFBSfYFrWSt/VgaKQUVlTVTYVjlFDPI5Soa9ag+9QluQqY8MEVAmsIM+zajFNWEXV/8wXbrIcRyLaD8LsfugEb/6RSfFBH0rqShJGS8oaWMgJuAGpuSCWMmMKSRtgIKif78soSSvIOEro0LIfr6yFScFPQX3ei+6fz521CY5tBEJGcqP3XxfPI4bPJATdomUMa1uC0EzdNpORgYJCsxhE+exbqvQct9JUPrigfhIBklVvKJyF9FrKn2PzSV39wm7W4nbJ9FcUjlv0TcesXZahqtcStbVBbRUpWs+qgJ517AHJTB0AlvPvDfSVJB25JjwvJOssalqJl8BRcD/KNkP+KzYesINv9oNO7P/3hAdulj22U7QKhGAaILy2Ked4KbKsKXcvSd1z8Kg1bnU/edFsa3BA++wCDSZsDTABEOMOklqAPqmgOoYMDZAUAbAL3DJuPOJVsj8NpxR0rkT1ve/SxrbL9tfWJBZ8hip+q3l2h1dW4KmmEbwEjrC+F+UPADdAg40DC/fqdWkJZY3JVKJuFYORAH2QKWM/mo99BtseRtOM2sY2JrXm3cz9rb7dOZinbDYKs/OMppHV5aQ02sAZRYAJuCJM4LXu7IZFSWdIYYg0KhDSsAypXFXbp9IdMCqYLZj2bXnkm2YuPoh23iWyMEYs42Z1fZG/dXp3MVkbTZYqX/C02frZUvkZKUVSFqk1uKIcGgiw6fEhRpSTpoOgHg0U//RAmfXg+wIFJwHYhmmTjcefhlr+cdtwhimKMSHHm4vRnj0Qns5CRgCC/d/4GbGtVxQ2aN2gDKKwrBZGStj1DazBhlbVR0igVHrqsUOlhhOUBMYDJwCYwARt+/QJ48aG0Wh0iG2EwSAk+4OQt7oknFo5CL1sro+u37hp/gij6VS1ps4ErskFRbzprsNpvCO74sLYkTUVLfV84VmNM8dfZHOIEt2SC9Sv+F2bZ/rSjCWKJsGIRMdTMSejQ2/jrI9PLVsjIQJDTLtiIbV9Sj5JaVR1JXdRApKSzrNb3m0NuCPghdDMhAOEQQfiorwFaDtop+Yv2ZMNvfIRot30KF2RjTAm+owY6gOO1o9LL1shoJw/2an+qiJQCbpCGNdQeMAlmWnVYTK2hTOD8ujk6o0q3gVvTsDcWaAGtjHTfQ9lwykVES/ek1ZrAmigAYIg4wMoeI9XLDDJSEOSkP92Mjf+65AVdwrd+DURKPnELH7kqQ1blDKlHUOUUuK0AiPy+SCB20MnovexkNp3057QWLaMVTxQcYG3zqusfrXFY+8+j1MtMMvoZnJfufRVR/Fh556tFhPxQVlx93qB8UT7AHhT6JNwO1uE0h47ZxAY6AgtyJk/4A7pvOo/2wl1ptQoApDmUVopGaAai6GJZvv9NI9fLFmTkIMgJ7+4irY+VLx2M2sG77pp5gwKg4zI6XqnKt3XF690fDpZFcWEFHQsTwNIJNv72x0l/7TQ67cW04g7WREgIcBhlKSDGgI0+LXvtf/GodTKTjN4SABYdcjVx65fVa5mDN0E2mz/h4Jgqu3xWTt2SRk06cul/Jo793W+hA/lL9mP9WVcjB7yKTmchUdzCWAUgjIACTlEgrL2W5fufMxZ9zCBjAUFWruxj23+JjSD2VlByQ6vKrGuduKA/rRVYAvK2wWiNtUUi2DLQMTDh6B/zm2z4nU8RvfhA2q1FRFEba2LvgqDil4BrwFtAvJrlB5wtIs0iyZxINLYzH7XsGr6f/ClZelAZtqaJJ+dWUVawvvZvc3AR5YtGcikSLI3h9SY2AFJEP5FAG1gcs+k3LiY74o204wXEUQsrINroCaOr8nXSng/EAFOrWX7Q784XADAudwRFhdVGH65l0XG7sIwwYrJhVy4Oho3DJ4QMRN46WlHhfhZAetDLWf+uL8HRJ9NZUBCwtRFS9rP1YhphrkZYD38ebnrNT+cTABiIz0Yrzjnhmo98l+7mV9Ofgp5/vZq+drPvl9q/DAgmJlxG+faYGJC8uPvbGVOvP4fesStpLV5G3F6INRZxDglflKgDAPqgov4HFATuvwQe+CyIPMmS/feVlf/ZH6cutiRjswSgeImVtD5YRkY2uPN1idsVV5Svbo4rLon9nd82sAiyAw5nw1lXk77+bDpLltGaWELUamOMRcL5JcSvwuTOgkvgnj8sACgqs3uy4eF3jFMPM8lYLUHFffqir5P0TqHvX2TeD94MnIRP5+sTmTmQFovNIEphUYvNx59HevgJxBNLiBYsxrYWYlodBPHtynC8Ja8WfQlW90n47nmw7odNNdwp75183VzoYpiMj5hD6XQuxLmTyTMz8LLb3JW5WeF6pLhbjXdFrZzeoSuYOuZMol32pNNZjG0vwLY6SOTLI1la/HDZBlXiVf9v4ZnvwZ3vg+5/DblA91p37dJj5Mz135sDbQzIWN2RivzehfcStz5fDgTo0mpB249QxhZaAh1gIoeJlP7hx7LhbZfSe+N5tHd7Ce2JxcTxBDZuIyb2yRtVWxMGcwBr4efXwNozpgGAItdY0vqD8WtiuMyJOwJw167ah6mNP6U31aHfpXpd8xRkmyHvAlMgk/T3PYapQ09Glu1NFE8QtSewcQcTtZFW2/OJ5hdCNXWX1Yl46kn4j/fDE7frVfg/OUjcrIE9OhDbLjbeW9786K/mSicqc2IJAHLmB35JZK4gAuIMogziPrR60OnilgpTR53IhhV/TvfYdxG/aD86rcW0WwuIow7WtpEyk6Yq7Gn0VP4i734evQn+dQU8sbb+XXmMFNa350QR/jo6ZNl75kofocyZJQC4/3PRLjzz7M9J1+1GugHyLr09XkZ/j8PJlr6EKO5gozY2jrFRGxO3CrcTBxMc4RCyjXw/WafsHCQb4K4Pw4Orq5te/8rQENoWlnV8ydyLMQ+x4tyDRC6a07xhTkEA6N52zf9MWp0rcjuBixdibIy1EdZGGBtjohhjY6Sswtq68rV3rc9BhENfv/xXuOsC2PSL4b/cUSh9SQsWxcV2s6dj5FRZ8cTXx6+JSuYcBOdctPmhe+81Se8wkzuMMRiJEGMQa4timw2UrDWjEgRbByfLQNyP+MGqr3LPX1xY06r2mdVdLYgLAFraU2hwRAHSN+QtT5wylzqZcxAAuo///BTT7X7dZs67Z19KLt8cY7S0XCk9fOtYVdB7BvKLwFzFNw62PP7Eozi3+8BfOBHB4lD5wXeD7irHtA6WN//iwbErwsucEXMonb0OvNFEnZtNFBdkG1ZUFYCw5VmCpODYBOSTwMEi9koRSeWUB3ognyv+KoFOBLt3YPliWLYA2hFl/ajWV5BqkqPoYxtcOqeTePNiCQDu6YcPZyr9IY6oSNaCxo32DKzxRT6j7mgTYq4mii4XkUcGzvl/lx2KmPtpaY96tqKmYZ4hjl8iJzw8J/8JcV4sAUCW7ffjPI6urA2LaexfknKrCB/j1o+I7J8Qt/aVOP7AMAAA5LSnf8KEXVtN+DUXqN93jVpTue12I0/m7J/vzRsIAKa15GJs/BRRXHTJ9JHcuAWt9iPE8VXEnddJe+JIiTurRGTdzGe1wbvvmkqeAZQwj3Dyvu3887Za5s0dqbh1T70HzGew5lFMdA/wHVrmRmkt+sE2ne9nB7V5eMoTdIN5t5Q3DBMrx8qJj/zHtlzHbGT+QXBOYPMeIoueHNk5b9lnFc798UCIGo5HDv9J6qjIF2TFI78/quuaTuYdhHGI+9Z+h5GmP97+M0mPdnsfecMD01T+RiPzygnjEjnh4fsRvj3ACc02ZzNkHfieNv3ee8d9vTskCIXYzwLUes3N59/CfdPLuc69szm2N1LZcUGwi65DZHPJAVuzDLeMfbj1u28f56XusCDICf+5CTFrBp512DYaHOub6HdYEABwck3tc7Of0Lzzm0t1zPHu3w4c23POOzQI8uaH7kDkgWqsnmo9jBOaINWOT/9oXNe5Q4NQiPlcudlU8gAnBMc0j8esdLcfvtdYrnAcJ31OSWQ+R/mY4XS1oumkdkyLpDcWbtghk7WmuFsPuBncioGyxcCBNBLmxvFO1rPQ7CuvfWDDKK9vx7cEgIh/HErEw/sJ03ACICxl0o18fH7nsIRvv26C7lNPgJvhX7xsTYVPHgNWEkUbcWwkdxvZO98oBz/Q29br2ylAAHC3HXQ1ef7eWkFvJqU3C34DmIQ75FFE7gV3H9j7iOWbcvxPHtuaa9uJQDjsdeTJt+tVVRoc0dgxUIWd4fhQhBzk38Fdx0R0nRx7/7RDZTsNCADuWwffD+7Q6Q9gy8Q861+o55ANiHyExYuvkGPuTpqH7RzErGKMz6Cny5Cp1gLlhN+0GTZsEaEyz2AJuMvYtP4+d9shA/8jdOcCQcznEcm2cECwHhI9QYOjZyqDhOcEkEOAW93ag98Q/tadCgR5w48fR8yN21xVLc5SnbBZGm+GuFDPwIuHUhbj+EYIxE4FAgDCZ2bZTwh+drZlD1Otw6dGnSzAyTXuoTd1YGcE4b/t9XVEHp1lFXVr3U2wHvJ9DSg5gF8+8aHmGXYacWsPuwjn/vesf3Agb2iEsLOXLp1d9tz5LAHATlyNMclWc8O0ZYwmBzQspWlJg0uHdOPJOyUIcvz/ewzcmsGecxARDa0tBeswnN3Wzp0Dcve2nRIEACS+vHynkpFqdjWcYZ2RiF21Drdn1cPmTTslJ6i4249Yi+MN04dI4a0PdXMY8v3A4TMMnzkHRvKd1xIARD62xYw4dDnD3M9A9EQjRG1Y0jBOybdtfnyHEnf7kd8F5/+tyyzv/GFP+tQOb9z508jObQkAxlw8/Z3dsAwI1jT2bUU0BIOACP2d3hIA3B0vuw3n3jhzP2GmvKBpKTN87RyIWfuCJQDE7nxEsqK8AGWZwVGth+UF5bPUprE9jSUM4wRkzQuW4MXd8fJPQH7+ljlgxCIyxUKz/AVLULELL0TMvVvMeLe5nzANJzi5Ul7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",e:1},{id:"image_13",w:567,h:243,u:"",p:"data:image/png;base64,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",e:1},{id:"image_14",w:152,h:183,u:"",p:"data:image/png;base64,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",e:1},{id:"image_15",w:156,h:108,u:"",p:"data:image/png;base64,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",e:1},{id:"image_16",w:99,h:108,u:"",p:"data:image/png;base64,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",e:1},{id:"image_7",w:77,h:67,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE0AAABDCAYAAADZA4jAAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAPFElEQVR4nO1ca6xdxXX+1prZe59zr+GCEY9G4RGERbBIIwo0WCUOT9skJa1afJsmBFElihtVJKnU/Ck/4lRtk7RVhRL6IkmrFNJKuKIJjxgoJG7dPKomSmST2DQQqMMjxoAd2/c89sys1R8zs/c+l2tqjIFEOks+PufMmf2Yb761Zq01a1/CSxBVpU0b5k8dh4WVKnKOgk5XDSdD9RSIniyKOYJWgJZQrkCwCoxYZaBEAxANiGgfiJ4k4qcY9CRZfhLgR8qy99D8X286+FLu57USerEfb799vanvG18k3l0iJG8Lzq+C+GVQhYhARQFVqApUtTmZqCy6CIGIoACI4mcQgYibz8ykbOzjZHg7MW8ntt+kmeO2XvuZL+5/hcZ+xLIkaLd94NfeVI/Hv6PevRsSTg7BQ4IHqUJCABRQCVBVqAgILVAqCiJEgNL5FABT/KZEYESgAADMYDYAAwQGMYONSe82sOHvMBVfZVt8rTytt2V+46b6lYXk/5cJ0P7xA1efVi+MP6HB/bZ3NUE8NIQIkARoAkxUAI0sE1WQKgBAkZkXvxNRZCC1lyHiCCJTvHxiXmRd/B3MIDZgk0BkA1gLa80+NvYO2Oqf++tmvjY/vym8akh1pBnNZ6+/6iI3Gt8t4+EJGgIQHEJwgA8gygyTCJrE9/ifQhVAAkcS8yLdtGEcMUegOdKwUVVQ6tCqLVMEi9ik98g+NgZkLNgasCl2G1vcXlWzN7/rs//6P686aH97/a+uqA8e/K7Ww1lxNcTXgATAe0BDtF1IdksjSBGTDEpqS2fMICoUnJiVUAahtW3NTRBDVcHMjdoyJ0Ya07CP2YAtg9jCWAu2FmwLMUVxpy3Lv7j285u//qqBdtM1l3xDxsNVfjSEujEQPDR4sApEBQZJ9aAdg09QlciUJNoBJlu1qJ7pUi3a8SsIRJO3E9kW7VuiaGIetaxjCzIMMgy2ZQSwKMG2+GZZ9v702n/4yt2vKGg3za9ZXQ/2/3sYDSHjIRBcBE08CJpeUbgDTTTsCtUMYVa5BKBOtrXftVVJzWejRb9Rw9IMoBKibQOSrYs2D2RgCgtjC5ApYMoSpujdZ6uZD7/37+98+JUAzYZ6dF1wDr6uod5B6hoQByIFJ7tlmFq2ACAGRBVMyMoW/2kLRAuMApr5qA0zI2O7PO1Al1fg7MpwXJnbFTouHIE5qrFYBOdhrENwDly4tSGMt3/h2itu6h97/B8dbf+PnfPn+9rBuxrOOYTgESRAXGiMv0ocSFCJGIg2AEmjtjKhnnklzQuGJls4qeJt2+Sqi4mFBiqABIh3EAmQ5AJJmmw/rhHGQ9TDIdxwADdaQH3wYDFcOPjR/c/tfvjW69dceVRB8z6cFUJACIIQBN57iBd4EQQVSHIxNDFGkdwNAJLAa32yNEBIZKC2ABBa1W38t45D3LRndyZNROrY9ggCTfca/ccQJ7yu4dwYfjyCGw5RDwYYDw5iPFh43eDAwXs//67LPqYbN/LRAI3+eM1bDowH+5e50QBaj6DegTSAVWEMgZnAAAwn7x0KQ9lIt6zi7JNxfM93p7m9sVqLPerYTp1Fo8GoATdfK05UPoECcSZEQcbE442NC4exIGthihJcFiiKPmxV3X/M8XPvefctdz37ckDjAB3EG1OIKCQIJCiCCEJI30URJDqyqoqQwyhFYqA2vpuGaNtEKQ62UeXEvKRxkPSe2lUioKItUNkUZNsWkhvTtItCg0BE4J1H8B7eO9R1jboew41GqAcDuMEQo8ECRoOFNXuf3fvdz113xXkvCzRmekjSzQoIAkTVFIUPEbggiKobYruIQBJQPkgzQIFCVBBEoOldki1rAWgB0u65NNu99njRdDyoAUjTdYOkic2fg8B7QXAe3jm4ukY9GmFcjzEejlAPFzBeWEA9WHj9cP/CA3937WW/dKSgmctWnLrSO3+xBAfxHiGEPMJJ451Wx6w5jQalQWVntpWkv5mNE0d1IgkA0Mb/aBxj0ZaIDfDQZGPjq9EObcGPGoGJiQ0hIEiMk2Ob9iGYv/r8FQ/cs/3xp18yaFec84bnvXMbgksrUpplbVazDigdTLTLoC6YecFrjk2savp3j0sqiXZhiSqqzfUbte2Yhy5IIum3zvF5URNR+AZMaUBGPG8f0PlfP2/lg3c/9KOnXgpoBAAbr7xw+/DA/nPdcABfjyCuBoIHVEAa/TQmAnN0ahkENpQcdsqcaj7nU3e9fcrRQEaWGg+vATX+hhQ85Fi2w3Z0mJjOM8FGdFRfOycjAhmGYQtbFrBlhbLfQ1n1Uc3O7Ft27HEXvv+2+x45XNAMAFz6xjOekeDnY44svZJ/BumyJbGDsg3ssCd9ltQxz2oeENCyRbRlU+j2RcsklWhLo38YzxNVL7pBIbVn29YwTgEJCoE0fZprpuMz1ZNS9ESw+rdWXf6FL3/ve/6wQdvywx/vuHTF6WslhFMzaJn+XWdUspOa3IN2VjvgSWuPADQARADbV9f4h05bXqWD5IUFSc26A0+/N/Ys+pJ5lQ9QSMgrMbWTSdq4L01mJX4/JcjCSffu3HVYMavJH9a++cytwcn1KlLlAUAUkqx/QGKQJG8h+QZ5RUQacLRRaeYzYFj0WXQCEE1MaICS9hVUkouTAEUGsLVpjfFXQKijrkTQxqNOGZScDEVyf3JSlOn8d/7iih9u3vG/2w8btAd37nru8rPPeBSK9ZnCmmPHdJnMpoZB2pr6qK4pepCWlS2jJlVSMsMmVCiDE4+P7g0ggua4kCYjT0p2SUQVQpFCCgbYpGRmysvl5CYxVKNtJk4JUGYwAWzt2t8470233/39R/YeFmgAsOXRJ75/+Tln/hTQdZqTiMmjT0RLqW1tZkukY+sEE+BE1iC9JLEHnfc88BaA/DlIt61Vx6jecRERigApqAFIiUHGgFLSkq0FGxsjhdyWU0yJeYZy2olKZTr23p27vvxioC25R7BxzUUfGo8GN7nRkNxoBO/GEO+gLkDEQ1VA0roUpG1SkgggpebM3XhTOxfM/G0SIfniaWZytKSdgzTl2yQvxEQTascdNrExKXHJnRRTTBxDFaQCJsAahjGMsurBVhV6M7Nu2ezcWRs2PbDrsJiWZcujT/zXFWef+R0QrSPmfow5Y06LKLofSoQmBUkpbEoDy05uu+K2rkNmkyYjnV2FHD5JOgdAUEoRLDGUObZxZBE4xZfGwpgcY5awRQlbVjBlhaKsUFQ92F4V26vK25jxJWbT7IzlF4PA1hgYsvfu/PHmQ4G2JNOyfPLqi087uDC61Y9Hq914hOBqeOeiE+x92pHKLkrH082ziW40kC/YJIUm25PflreyKE0M5TbO+wnc7CE0KfCkjsQG1qZAnYywtd82xvwbW7u1MtW2G+/b+rSq0scvPe/NdT26Ed5dA4m7bIYItipQVBV6/dmDJyw/7pTrbr1/4SWDlmXj2ovm69Hok76u3+BdjeAd1McAWSQA2U1RacKvzBeRToaj0bV2h0oTYE12I2+wZKc07Y1SUjsy3Q0XA5PsljEWxOaAKex9xhZ39Ytq8x9u3rrnxcb1sdXn/o248e/COwAKYwyKskTZ76M3e8x7brjjP/7piEEDgE/fcFX1/MPPv6+u3QeDq88NPmZJQ9ria8ALi8IwncyZdW1Z09YAhXYDmSlmZZOt4rQaNrtSxEkt7UOG7f2mKO/5hTPO3brhllvc4Y7p9vXry53P7Hgk1ONTJXgYJhhjUfYqVDOz937krm9d9bJA68rGdRdf7N34/VK7t3vvTpQEmoQInCxS19bGtSq5KOBqjDlRBAspf5cB4mjDAhveZth+gy1/veof89Ub73xw95GMIcufXHnB7/nRws3iHSAB1hgUVYmiPxNmTlj+ug/eev8zi485ItCyqCp9fN3q88TXa0Nwb5UgK0XCaSpCqi1wXbumWTVTE3XAypvGYA5E/CQZ+hET/8BYs80au61/4rJtHz2EnTlS+cv1q5YPnh38xNfDgkIAMcFai6LXQzmzbMOHv/Sftyw+5mWBtpT8+XvXzA53D97o4c+CynEKzEEwpyJzChQEOJB6AB7EtYL2GYPnoOZ5Lug5ED/xtgvtrks3bjmsOPBoyCeuvOAeNx68XV0NgoDZoOj1UM3M3vGRu771m4v7H3XQfh7lU+9Y9b56cOBzWo8BCWBm2LJE0ev/9NRlZ54wv2my/OGobDT8vEtZVA8ym9ZR1pSwlDD3tO5+y+L+U9AA/P6XtjxOxj5GHOHISU4VBbxfs7j/FLQkhngLNUxDDFFCQHD+4sV9p6AlIWv+u6liApKvKVAJF2iuvUgyBS0Jc/VtaqqWYkQjIUB8mLv5mkvPnuj72tziz56UZ8xsIzauKXVt7JpAvf/lbt8paEk+9JnNYxjeQdytQ1FABSG4KWiHEmb+ARLTkLPSMbKZ2FiegtYRYt4B5jYuVoWGAJJwTrffFLSOENPO7uZLjptDCMf91fpLTsn9pqB1xHC5I+8b5HJ/VQVE4MeuYdsUtI7Mnjz3KFJanXLWOBXiqPopaEvJhlvuGjDRM0C3VEdzudfK3G8K2iIhMo8RqClSRK6PC7oi95mCtkiI6bHs3DY1wHFT+7TcZwraIiGmx9HZs8i7baQyBe1QIoRdeScsNjTVmTOfXv/WE4EpaC8Qy8VTZCIs+clBIDHORRWdgrZIBHiqWzuRA3eoQsSfDkxBe4Fwr/dULInIZRbI5aZQlSloS8nrccJPQCQEaosYG7cDpwBT0F4g85s2BRDtRlPrlisyFZBwEjAFbUlR0O6mgFFTtWd8ZuEkALCv9Q3+TArRHqVcNhYr3FM15xS0QwrxHtX49I5qfvxKIapT0A4lqtgjafUMAnCuBQ5T9Ty0kNmjIASlpryfgoJFe596568cMwVtSaE9+UH0XPAUABhVGK/Lp6AtIcL0rCCyLCA+b0DpOYWxmLkpaEuIqNkLRYoKkm1TBYuCVOamftoSYo3u1fRMQq4k0pT5CGYK2pKi6O0Fx2pxJYZSLsNikPIUtKXk2OOrvcamZxSKIv2lGQsyBsI0BW0pueG2rxwwRRlMUcLkhzniX5gBsz12CtoSQkRqy2pf2euh6PVhq158FSVMVfamoB1Cyl7vD4p+f1/Z66Pqz6Dszfii3/+X5curP/s/w4Rh5gSxeYAAAAAASUVORK5CYII=",e:1},{id:"image_8",w:235,h:97,u:"",p:"data:image/png;base64,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",e:1},{id:"image_9",w:215,h:16,u:"",p:"data:image/png;base64,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",e:1},{id:"image_10",w:295,h:269,u:"",p:"data:image/png;base64,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",e:1},{id:"image_11",w:126,h:181,u:"",p:"data:image/png;base64,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",e:1},{id:"image_12",w:97,h:123,u:"",p:"data:image/png;base64,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",e:1},{id:"image_13",w:99,h:124,u:"",p:"data:image/png;base64,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",e:1},{id:"image_14",w:567,h:243,u:"",p:"data:image/png;base64,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",e:1},{id:"image_15",w:152,h:183,u:"",p:"data:image/png;base64,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",e:1},{id:"image_16",w:156,h:108,u:"",p:"data:image/png;base64,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",e:1},{id:"image_17",w:99,h:108,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGMAAABsCAYAAAB+bQxAAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nO2debRkV3Xef+fcqnpDv1Z3q7s1oQFNBgmhAQ0gQLbsOLCyMMOCQDBYRFoWgwghEBuTGMIS2EsrDnFCYidYYCYhS7JaEGwQEgSEZBAgJMQga0KzujUPPb6hqu49O3/cs8/Z91Z19+t+3ZKNc9aq927d8Zz97f3t4Z57y/EPuL1DLuy+kLcdvJZi/9lN3QN7nhPocmYHjul49vMOHPVH4icIMgw8uiD8cHLIDyaEG2ZXDuf6bFz/drf/Y8/uiHbc3LPdAds+Lj9btj/H7zeY4xXLPL8atnFgqHh+b5ID6UNVgoT6g2QQdBQ+nsc58B6ch6ILZUEIA+7s9LirmuFRAl+dneDm9dz25PnuBYNnZbBj2rMOxoVyU3e6PPlUZnldZ8iviuMk+vSKLkgFYQhVVfe0LXyRermI672LFiJ52VFvLLpQdOoVwwFIj1nvuF4m+G4xw5dvgzvOdy488xLI7VkD44siR3W38IphybtY4MiJSaarhVpQKvixbSc9doC095HaWiT+13XdCeh0oBSe7hfcWMzwV90uV7/JuSeWMrbdbc84GBeLvCRs5Rw3z2smCw7oz0EIUcu1Ryo01+xkcOCDIFKjpfuIQKC2ECRaDzVNoevSSsG1hu1cbTndKUIVuGvY5Qrp8sWzJt2de0MG22vPGBjrRF46t5UPyiyvLgKOEsqy5vaRTjkIEZBADUKhvZWo+VG4Rt4AFAKVy8s4qADXsg4nhsbI64tODUzleKKa5uK5gk+8c8o9uBdEMtL2OhifEznaP82HWOCthdDp95sXF6JAXc3zlTMCVR8A2VokH+OpgbGDsAam342RJQsKDrxknyItgLyHzgRSwePDCT6z0OXP37nMPbJnpdNsew2M8+XW3lFPHfvvF2b5vamCNf2FSBVjLEGdsouSSpwfBdTeL0ncqrbdv+1zJG9zxrGLi6AqjSlFxmMqBx0HvUmkdNzpV/CRN0+4dUuRy47aXgHjs0/Ki53w8e6AM/rztU9w5kre1xpq5eqotTV9iSYhPgsYSBbiiFFTBFdMqKsCty1dKx4jUvuUIDUY6nsKiaBR91GibyoKcBMMXY8rBiv6/+lsN3nPHhRZ6uMeazfJTd1b509+X/UEHy4c+wwWmgKHPLhArZVV1E4XKUqIdKE04lIyV9OLry1oewK3y661Llmmar+POQvR2cflDiTzUV+iVtSdROhydznJ75+1zP3tUmW2vf4vqX1BZPXgET7T8bx2uA18gCoOKDFTBEEdqbbKgRQRBOtoTQ8FKNSx09xHMNqtl9KoylKPy1ZlLUutJPkMyZGZ/hOjGJ0uBM+CX8WFE1Mb/uOb3CHze0KGewSML4gcXz7M52TIiwYLJGesztdRU1XHQ+mabkMMZUGkBskCU/BciJRVxY6bnotE69IRtX0JUfM1GVTrEHOuaDVKiSnqUitsmaFzMLmcsqr4WjnDeefMuEd3W4B6zqWe4PNPyGuGQy6UeQ4otbAQz6p8nvyD0dwQtVG1unJZ+BCFYvIDZ9ASmmBYH6KCU2XwNJ2zj6h5A5r4qCAGxMLmK9R05uw+8TPZpSonuF7W8u6znbt19yW5RDA+uV7e4Cq+6IdMlWVzmwq3ctAlR0hCDkctMMFDEZM/pQWohRRiTxNAGMHoNl1nLQZjhb45YIexXp9LKsZI6vqWAcWHMSGwA99B3BR3zKzlHa937nu7KMbUdhuMTz4oZ7vAp4YLdAl1CFhBioBKmg46biKoFoYcPQk1/XjJFKIUl5K7UJ9fk7/kDzRSc80BeWs5GOsxyykEbgGlGqBBRcdUrDTSsv7EA90e4md4aPkKzn1d131jF8XZvP6utE8/JP+q7HNpOcBJGN0eitxRJEcq6i+ChqxaBglYhshWE3JypjzeoB6adGU5X/97Yx6FGbWnDho0YtPjLQ2pJeCgEylTzHlT5Bf7UXSRzgwPLVvDm9/g3PW7KtddBuOjD8prVw9YVw3oJoGYs6kzLAuoQh0BQaYDkTrK8sT8gxxeWqehMgxV9C2N+JgU/rYRtF+dBhIuC915A0AEz/m4ryqJ6WsDVEuvEtdpZ+OGTg/xy7nNr+bNb3Pu73dFtrsExuUipz34AF/vzbFay9ohRhxKOc5BFSOk5GglK10KEzHJYDBhqpq/DbHid6UmsWAojdnkz2Xh4iOvm2Xl+hRheUNv8RrONa1XfNOnOGkek/yKg84EFT2und2f17/XuS2Lle+iwfjv98lK77jGDzip7I9uD62sehg7putcIGW8oaoHG+LGEIyjNU45RMAlmEhMwRLz3eWBOKMUNtwtHBS+aR3e5f19EUGKIGvdS/tiGSzRr2vSqyqMc9CboBTPl1ccsuHsxeYhYypFo+1CeXi6FC6WASfNz8NQ6s9AoK+fAINQry9V89UfROfbr6CsapoqqwwMEpdjolgFs1+oz1dVdZW3DDCo4vq4rRQYhvzRbdqX/abgNYfBmsl43TJeJ16XeH4JsUBpAgjNewL1GMq4PMT0NfYTiZZUQX+BTuF57eMbD/7wYmQMMfPfWSufOPC9heNVg7lMDY4cooboML2royigobGVZM12wWgWxhfE/+pHggrKCEQpzlpF2/Hjs4YdsQ+ccQAcs6r+fu8WeHi2XvYxiSRarF7HhViqcZkqW12scw61chu1xfFqCL6wjQlK3n3hw3LdOw9y39yZnHdKUx+6W166OnB1Nc9yLUUADF3WIqgjFedgEJ2q3sAMSiHqF0z0lcw6niaokKNAJOQksDLgdBws79Zcr9YmwLIeHDQNhy+HE9fAqonmWL7yAPzsqVrQRfx4l/2Nd/mj2Xow27VPiRbVf5H76av6e6HhcoEUk9zhDpl/xdvd9IYdyXqHlvHfZP3U7F38aShZPtQyBLV/KG3oR/1dpO5s4WuT1vsFVsDJGuLHUe+rEVUwgw6SKeLIfeCkNfC8lbB6cke93n6TSF8dlx2yZtqaAGrgofc8GjWw6CdSNTeOoSRGjXreSM0xSHGdgqOG9099WETe7XZwn33HNLX+4PdPCS/pL+RVIf7xFcz7OrtWpxfUdInOOQpAkzxbZlXnrTlG4mZDQ1WA5T0462g4euWi5L3DtmVQnxOXLbkRCsWxUGTKEgMIZEvWcUK9TxUjPGejGKnprOrT7U3z1s9s4SvA1dvr33Yd+Ps3y1GDWd4/mM9CKoE+MKCmIxcd8YDaWWonK3XO6ryrzPVBNZ6s/UFqp6fb1MFPd+A9x+0ZIACeXqjB0GuqAlRGAZJVGsvUbc7sjz0mBhRBg40oq+TrBIbzTG/ewsdeI7J8l8A4X8RPP8kFVcmasqwHoBdQJQpEGvKRzwP0SxMOGirSIlwaWDDgiImiYnSiEcqvHVhHQnuiBYHH5pvXCfFDjPbalinS+tCkLB8twZPLNMGTJljo+asAYYjv9jn+5Q/yb5DxvnosGFs38fLOAm+sFmohBmBOamH3qzqUHYQ6tJ2tMgP1A0gJQxN6VtEyUgeJmhiyU1ZLscCEAKfst2eAALh/C8yVTatI/10WnvZR7McAkppSs44lZOsIqlRxrBCprk+v1+e8C+fkgHF9HAVDvtOZ3MQHJ6qcT8xHbVLnWuoFqbVjvoRtMa5XoCTU5tvQrJCpSzutArHnVO1dOTHSu91uP3sqX0/BTstWKRQYayXS1PQEmial5LBWkUyUTczJgEGF88L+C09x7qLA+IOnzzylM+A3t8zVmt6PJ+/EznnqxGpW8sU03yiihhBycqThqeVgtY5QNQenVlRV9fLTC+3e7V6bHcK1GzIFBu2TCtj4q9BWlJb1psKmRk96LrK/qFytXLq/14RSYKFPr5rndz49JwfvFIxtj/Pe4Rw9NdVAre3zAeYCbCthNlLU1lCvT9lvPIdARMkMMHZUIkBizq/amawvAnP7xj0Dxrp76n43tL2lHA0LYNQqEo1paGstRHIoqxFi8LU8hDrY8XHAEnDAoQtbeOMOwfide+V5031eWQ5q4Q4CbIn0M4zXQWBC6vg88X/sjFRGc4j/tRN2QMIIH2tZwmridQ8tHYi/vQ++vd74gZbwdXkcMCnish8TfNjSf7pVHOKFQx1tVtGnLpD3D0N6W+Y4+zyRVdsFY9Usrykc+w5K0v3hKYm+IMCC1M6u1ItLroKqwBvOWjXQaFFDAEYQof0duG0j3P707oGwcQH+60/gkl9kIYb2tY3gsWCpyUoTqHY0mIDT46LgS3KNbEAsSoZca+uX+M6QI/Z5gJfYPuekT8QNb+Gcar4++TapoyKJZQ9XQejEfEJINSAXTyLUCWCk0lQeb92vqRMlaTrKcVaiVHXRHXDB6TRvIo1pm/t16PrgVvjBI/DTJ+tzdjTULLKVqhWma0bqUc0uYvKq00BtBTeVQfRLPFBrdkpxeiyupnSdAVnEMfqSidDhrQhX4+rTJTD+3WZ+c3LI4XNVHRn5iLCLwm9Po0zZaYAylqR1/xBimTpqI3qeWOsZoS3Xcp4GmF9sgm8+CK88bPtADAN84Ht1IVBL5YWLZQ9nzi85CAkSKcVnS9D7IDpmLfsTFSiBoQpmBWIszFErbcdk4uk2tNSA9Ad0JoVffctmWXkJbiMYmpp8ildt6zC5KZaXNaO2FYMimPvZasqxRqXVSq3QomEtWUOs9ic6cFkYSh02uxWBL9xRa/72WtfDh06t/wtZAdrXs9Zgr2UFqce3LbVBsWa/gEmK4/g1gawk+t6oMFpoDXXE6LqO1WvmeYuOwwO8Qh5d9uhGfm1uay1wV2VNUJnrbVLMvKU03UWPUZ4NrYHaQZqBYtYpfVna0oVtA7jwlu2DAXDYPvCuF7YAMIJTOkrLBhSbdDYiqlb/2s4eyLeMxTBHqJlC/aQmg3NVzMHi4LpCd+VGTkDEJzCOemD/Q3sDjg+DhEHjoZIsnajpGsaZyCh1NjQF0uDmlnYl/6GXEnNNvWzsx3UPww07mSb22iPgxfuZY1vKYEEaq+1mO6b/7QirsUzznCFayLzAPPFGm/pdV0elfYFQOQYLdIYFv/G7sDKBsanDGcMS33AKIQpdmjSThBbvIeghDpLV2BKy7WQatGpHMNN7rEWY/3b5z34Gc0N22H7vRbBiIh9jAR/JqBV0yX0UmkJvW4OMGYdGWBZApfMKmI/3XMo4HakS6IswX+L8PPuvfJQjExgTJWf6Xhaq1umtRJI1xJ3Un6i0UrgnGaRxFNCoQxmB2UuKubbG7yLw+BxcuJP5Fqsm4fdPGrXAdqSmFtxIAuP3yva1BUwDnDHjUuC9iz5WYgZO7TtmY4ogUodQpdCdLfhnAP4dctM0j3EYpQFhXJMc1ulcoUbsrcep73DkaqwpqdscJH0PRkhGu2woqqe/8j64cScPEJ92ALz6cCPkqim0VCCM2xr1qZD7basHjWivtU5dbMOydOxSU9RQrUXyfIAg0PH47pMcA+Af3HryIVXBMRjzlyh0IM0MJ17ElfW2FE0ZKrMTyGy5wQKH0SY9p54qOfzWXbd2+y83w7ad0NW5L4CDZ0h35TS6aXN+Kp3H/6pLI9XdloW0fYYCkxgi5FsBQ2onvkAGzhETwyG+N89BJ8vD0/7oWVZMdlkV1Ee0hUvr7lXMLXRKpZ2gLDB6E99aT/u70Xh7Dl2281wtdT05B3/20x2D0SvggyfH+9hRWHrecdVa1WSl3CR4S79tIMw+Gsw0goHYF6XzUNZl/Pky36bu9ynCFMecwr7P8U/dz9HlllZCJzmpE6hnUaBXMR+agk98GZfH1qHap1EraWmZtABNRbj4/eoH4O92Urs6YgWcc0y+RoUBgqZvSEK2FETL6dv+MerrIFuGav/IDtR+ZFtVfwCkYEXxxMQy313LaY1beEawWh5wAsRplnqVhiDJ2mQdrz2XFXb63hpk2tcAp9/twHX1n9y08zL7a4+A41fnexh621ULeGn+VBhjLQqiAWbEqaslBRrKkzobqcvKodQxupiRb8XNbGS1n3e8JIU15J2SBKyAqkwf6eZ7yPvZhyFbOGTBWgBM55PWuVEasw7drtvUhwtu3DEYzsH7XwQz3VGhauYsmDJ+lmHDp+yQqswxOs7UV0PvSZQuFw0HAfolxUbP87wETmjPJHcWELLwvcTSiPqVfI1kkvYZijYnWTNvDGxMNGX5uLF/1MIJByesqedJPbUT61g9Ce85wdxf10gnnquMN7NCZW4TmxtfQddp39sRlX70OB2/yiDG+anOp7ITYSHAXIVfNsEBHQcTKvB0gkB6qkiBbbcGj1sO0Uir1RnR/wa85FRd5tq25QRz+iBw3Bp41XPhzENgalHzIet2+oHwykPromMsnaV8CZ/X6WxzfexAK7aO/BgA5ILiiGy0EGrk1maM5EuiQEJJUfR4YUe2d1IbMWmEZCMqi7i5SoMv2yUVzHddjEAoKMmZhua5DpiG846Hlx00VtaLauceBz9/Ch6dy31QbS2JMzw0cnRmRmHctxIaD+HYIeaQKctJQ+pGHmasA9BJcf7+BQ70ae6r6VijGa23Gfd4czGDNCaVrMJqvaGydFjI+wSXefvMg+Gz/3xpQABMduADJ9djTI5cWhMUGA15R2iV5vdGQgn5NoBVKJVv7EuieN0WKPykFt+kCQpmx7ROWmWRmJdIa98EAqPr9FxiOmuNKWlR3PbW58MfnlbnDXuiHb2yPmfyGZIdeWOdMOoTyOBYR67gNIBQxTOAKHBZPpKIxldMexehTlZhhR6XxUmtqa2oSdpASPYFDbqynTPWoevVT2h4qIN79RHwtmP3DAi2/cuj4dhVcSp/a45XkFzyrux/oTHxbaQ8EsYAYRUtLniyv0GcWoeEgjnfX7OdHquPUC8tY6aSSNo1v5cjguYMCK3TJqtIIEjeT7XpxLXwzuN3V9w7bt7BB06B6SLnCbakkULf7dBS47v52OS1HVE1lM8YQAwWZFWPrT5MjKGleIC1Go0kGo5I0TGhceOhdsnnamgIOQjTDqa5TNS3Tf/tSfl5wL3R1k7BW56f60fjEj8bSlchC7kKGRgb7SW6spYRd9DvXneOWhmDo2rQ5w5PxbwKsV2TSjtbKtP1tPxHXJ9oS4VuCo7qK9oFtuTgQ/15/dFwwLK9gECr/dbhcOCy0b6MlEIiEGlakul/2ze01wdIjw+kCFTlk8s70vE86l3FD9s31lNzrY8FyvgPy2bWWERi7mg6oFYWlJYwGkV9/OuOWqqYF9c6vvYfqdxNax6YgmJqYppVt2tWISpTsgya/hC7LpaVTGQVqgUe8V64wY04A1IFFwzdqFDjHFP7sQxnwjZncwjdrtbTcN7xc8oBsE9v6YJebDvjOTUtJkpp04+hqrGaH49rPELQCmkTNSeHQ6IuBCioqk383He2cHN6V4M2yQe50piY4btEX3Z/qwFmE+RExyZAdmB60BkjM1D3blvWhZPWtigqNP+PlGZsRGXH5ZpWoXU2lVlSwkgBqtthGTI4ggVf7ce9VY+m9JIEm0ngyGvkyPsqHTmzPiXgIQOQDmnxrA7syD30YMyutKNWNP2E9jlFRjSDDQwAaZkcmtc7tqzDzLhxeiIB75EwYMPsfjzpZ1fxuAxZ74t8EjAgWCcQpZsiAl0vTeqxjJZAMWDbPMMOsOfgoJnFC3FPteeuoDGGYDrXKH+7ERJIfkXpzVLuCGgYHxvfdOMdVdHnrkf48eP+7n1veyw47nI6R5MMRKqhBNINJjEnHeEiWlahA4hANkx2DJ3N9PZuOLu9tkpnk0RLtQEPtIKWlsYDTbnZT2gDkK+joaV0kHIfHvuxO2Xob3UvGAxXsZ52uSGeLDmd+EllEWfAcoaS4rY0kJZfSZ3RwRuqquwAn+GW5Nsuduo/Gd1fx6HWQPOwJC+lQKevxXAguHpbSdlfzo2gD6JOcGU1zGcZO0ukBYZquDedcJALhI5EcfZB/rRPXC9m8OWzBMb27lAqDVmht32qKqPdbqNPkTzpWe9cqYKLg8oznJznu+g+AW4qJxjaxMxmc1qnMv2qHVI6g7ESsvAzQmSr0FHGhNEGCNsG9XODz3Rbv9X0C0ZCU2j2XS2lXepJ1GSAtRQFcXsMdLwjyCS/uPc4NoCK8nk85ALXF73miRtZeQQkFbq00yFrgl5Yn9JRzhzh1xYHp3EI3LWHnlbalXb3pkXs1KLqkUTZCl6/Qw53Xd6eWGWKkgHfv965rRDBWOfcoOpxPV1zgZYXa5xIcibdMBeX0/9mnSS2qBWNa+hiPNftTy1CMHu4/eKpZtCSwvMxzb7dx/rTtL8BTUJtEa4kTYdN/lUgBPr9/bhZD025dzXNFcMhs40wtNVSNFBloeptSjXbVK01F244fVtU1H3M9a59cDtS2EvtgS1w56bcn5H+WpCM9lu/oV+d+Z7GHkizahqBjUeqioemf4W/1r4kMC45yf20muTHLt5XHveGC3ERae2canowgm5pimAcNmZly+RVEHduhFufXJQc90j76j1N6tWOtMdjW3LsGphEdkgZNxkwO73J0rLvMCwn+MbnnUvTKRpVqeE+fI6p0Ys3oqw4USHNuovgaEibgHC5Uzb8da1lq20agF1+x+KFuZS2cQG+eX9L00PuUxqDbvP5n/pMZ4SfqtiaW6mTD/GlN5DmFYSCzSznctufBhgLq/jGcMgD3s66kPzfVdmJaw9SJGsGYMvimrlbrfNEjWmYTwbk+g3w3R2+DGjPtE/clB8xSL/fZPydKom0QVEAvAlQotBdAMrMICnEdZkhfEHV73L7xcetu8H2pwHGl5/rHqm6XOStI8d0pO1wVYs0Djfhqr5XIwm5VRlOdKdhnmSNcw7+9Ee15u6tds2DNeCaAzhI75pKeFjLtZrd2gZZNGm2jSfPXW7RnUwxKFfyl7g3acALjLmTOtyXSwYFm8f+tIKaAVmIKauMFJZoqtUBTazSQA2NFfFQ7+Ky1DnHf7gOtu6Fn6f68aPwn28gvaPQFjdRRdLO+WwtXpUvnkerGpqDqQI6wGu+JE0Qi4JQDrlt6zF8rd2vEZFfery7oz/NpX4io9wwW6MN1hErP6bCWBs4aLygUR9L1l9/sTTh47a7n4b3fxu27ODhyl1tNz8Gf/jdusJa+Br8pAyxj2rNHhr+LDlutWJ7B1QDnoqUEKuPbQi5oC8Fn7rSuZGMauxbdaop/qQUNuvrRKGVH2hEoCBgOhS/a67hXHTyBhyB5Du0ru/JGqlAeQf3boJzr4Ibl/ibLmWAz/wcPvCd+vl2K3xnlEEBUOl71Xzr34wcLFugPlV9aevGmu8Q+h3u2Hgsl47r49jZSH//F+dvPmEDK3qOl4uZoW7xaEx2M5DqTx8kZ6iHi4mxo8UFM0BRnjXUpm12CN+4Hx6fre93LN+FO4Ei8KNH4GPfr3MYR7YI9RHpfYVkqkzA+OzTnGq5sZZ0NzT6FO9JZXfxWQY4YBnz88/hY186xP1wXF/duJUAb7xZ1s48zvW9kqNlkB1SHiUpStCyM0J+pRykMJgAwWcTt+9pak8Uq8hPD+m0/TKCpfdnTj0QfuvIet7tmunRvlcB7ttcU9Lf3FXXntLLIaPAC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",e:1},{id:"image_2",w:77,h:67,u:"",p:"data:image/png;base64,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",e:1},{id:"image_3",w:235,h:97,u:"",p:"data:image/png;base64,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",e:1},{id:"image_4",w:215,h:16,u:"",p:"data:image/png;base64,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",e:1},{id:"image_5",w:295,h:269,u:"",p:"data:image/png;base64,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",e:1},{id:"image_6",w:126,h:181,u:"",p:"data:image/png;base64,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",e:1},{id:"image_7",w:99,h:124,u:"",p:"data:image/png;base64,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",e:1},{id:"image_8",w:97,h:123,u:"",p:"data:image/png;base64,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",e:1},{id:"image_9",w:36,h:52,u:"",p:"data:image/png;base64,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",e:1},{id:"image_10",w:74,h:63,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEoAAAA/CAYAAAB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",e:1},{id:"image_15",w:152,h:183,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJgAAAC3CAYAAADuOJfCAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nOy9S48kR5al+Z0rqmpu5m/38GBmNqsrm6iuHgTRGAxyZlYDZG670bOM3My+/0Yw/sQs6idUbAs9mwaKhRmggQESvWhkYDBTYDNR2clMRpLxcnczU1W5dxYiamYeDJJBJh9BJgWwcAt7qajokXvPPfeKqPgzbxEIofsR3Lt/H+7cEXeBdx8Kfg78Azy6EwA8fBj3ucc778iJUEgI4ls9gde86dvuwLfVIio27t8Xd+6Iiws9fPTI7vwPB+Kv/iW8/1vBT4H3YXwz4P+D/jJ+tXwc77136nfv3g3u34d79wJA0g9Ae0n7swRYREznLd5913hzmXh0Yuw/N5Y5MVsbqRWpEXk/yGNwsPRH/dwvjmaZ1YXzn/9zcPfC4RfBgwdw966XX/zBqu22PyuAbawW9wV3xK/eMs6fJ9bPWmZHiTG1DNcNWc1qGA2ZmHWxl0en3c9Xw0d5v9kfn6xSPukYWV46zw/84e1H/uGHF/6LX/zC4T7wg1Wb2p8XwN55x7hzR7z12N4//+v00/lZ4oOPW5o8Y9526+frvVlnLY21w3po6DoREW0acz+2I2M/dix65mNPz/h8eTkepoORjpGjWWb1xPmr2867fxcPHt2Juw8fBvfeCenP16L9WQCsuMT7gp8bDx8Zy3nDcWrweQc+I+cF2eZDioU8zyF1MhrcjIjAck60PVg/jOu+T7Hab2dr1rkn+h7rBmwc+JGPDCnz3lPn4sB5etv52c+c+wTc588RbN9bgN3gWQ8eiLdJLC6M//as5Xy/4/Fyj4u0x0r7tLNDRg6yhkOPtI/7XkqpRZEIIovRYE2wBlap0RURqzFYNR6rHq27lhXrPLAcBw5nw5Pfp3xym5GnjzLHb2eW/1fw/IPgF/d86iKI7zvgvpcAiwhx/764d49C4v9LYv9fJP5w0HHYd6xtD2d/0HjQyg6z2wlNHMntyOEAzwuwbgKYmQaP6E22ImIZcEWja4ZYYr4M03XjvhzWw7ptujUd6+Wq6ecaBzQMXD/JNMcj5wfOTw8z7z4PXuBr39fg4HsHsErkBYiHD4rV2n/U8I9HHYthvm7b+SzYHzNHMo4wjkU6c3FioaMgDglfgDpkCSKAkYhe0sqzrxBXwJWh60hcIV3j+Srclo35kohV774Kn61nh1Es2/UwkMaRJycjs1nm+LhYtZ+dOmwlj+9bYPC9AtjGcv3858btyrVYtrTNjKHdY54OwA5Gz8ey5hjpRMQp6DyCE4WOAg7DfSGjBSUgEBmiB1sTrIArFNeCa8QVEdcZu8T92sQ18uvIum7MlkjXMKzXvl7PUA/qsdlAOhi4fJw5Tpmnt53nz4NHj2KSO74vQPteAOyG/PCrf5c4f564puHpuuOEGcv1PvvdYuz9pFFzlBlPZXbqzhlwKrMz4JjQIXAQEXtmNKDkERhkTIPnGIC1LK6BFRFLSFdEXIdxiXNtcIW4CvwK5Wuwy/C8DLdlzGzZtb7iWd8zm69Jw8DvxpHbw8jiYuSnj5x3Hzq/wIv3vBffddf5nQfYJkK8/3Pj3qH4T31D99sOO+jwPOegmQ/L4ajtmsOc/RzsRHAGnIXZqaETIk4djiTtR8QCqRU0EZEkRQQhYyR8BOuJWAPrUKzCWUmxRLokdE34dRT3eYlxFebPGbkm+3VgV7S6biwvyVqug/XMY81+6lk+HukORi5/n5mfjiwfB+/9e4cHcPeX/l0NBr6zANtarQfGrx4bx39h/OGDjtPDlmE+p23nkA/I4xHWHuecT5Ps1qg4MzgL7JSIk0DHJg5BixDz8JjJrMEjQRhSCCImLiaNRIwKBkQPrN2jl7jGtCRiiekK55oc12H5OejKQpdBXJLiKuW4gvZy1GrZWHvdr9brbn9/xbLvme+v6T4euVyNHP1F5vqR8+FD5x/ulaDgO5aaar7tDnyZtuFadx6It94y+vcaoGVxOFtedXvzuQ4YloejtUcin8p1KtmpR1yYOI2IMxTHQRwBB0Hs49qTqQ2iJTwhRGBEEBAoAtQQ7kAONApGxGDGgFjg3jta4b4Susb8WrJLoSv3fG3mzwldDsSV2fBM2BUxXllj1/TjNbNYrfqPl7Ge93Onf/LkyTB0jBc//fnIL/4m8+BOlTjuExHfCZB9pyxYgIohuS/exXjzf05c/7HBD1uGYW+ttNC+FhacyNMxmVOFn5N0Fq4zZLcgTpCOJB2G+4FkewF7QCupiaBaLkTsjI8IggAFhAMZycPdBaPEABoifAhpbbCKEhAU4h9+HdJlEFdBXJr0DPwysi5hvErWXJLjmrDLfqZl53mFX61ZdGuenvaP5o/zxeJi5PqRc+fCefDdCAi+MwDbusSSoH6f95ufst+waGbLveu5xWIx6+KAbEfZOQedSjrDC8AEp+7pTIojiIOI2JdsBuoiokNKgEEYqIzLiwDbNqd0JogIICMyoSzFCIwRPkhaO6wtWAUska7Ar4m4FnrmEVcEzy38ErPnYX6ZXM9G4ioU162a63UeVzPTEq56dDmQbg0lIDjM8J7Dwyha2usp2n53ADblEd8m/fbpb9Obdrul62dwvOjJ+wo/UmqOpThV2AXBGdJZwDlmJ4SOpTgO5wBjD2cvpE5SIqKpfAuQ2GYBXt6kQslE+RsKFF4sWrhEBkZgxBlkWkOscdZhLCFWEM9BVwSXIS5NPIe4xP1pZC5TG89H/IpRVx7jVTePJdlW+GzNs+XAWVuA9tFh5vnfBb/AX0egvfYcLEC88464d088fJg4fa95sz/tOLYZ69M51/moS81RzsMpslOFn7vHbYkzpFM8Tok4En5I6ACxh2sm0Si8CSeREKHifiP0udMu4uYlDDeK+zahIKLB1BBkRBf4jGDAYlBNOQUsKtCuFHGF9Dw8rpI4HOWXHnqm0PPU2PNx1PNhmF21Y1xjyyUzWzGu1rz/fg/74/v85fjTX/WZn+E8+FuCX/rrIm28thbsRrqHd413329oveX8tFv213Pru/2ZcTDaeCalU5HO8Ljl8nPJLsBOIE4ER0QcKNlehO1FeEfQgkxCKBSObUfiiwxJ3Hw6cSFFKFRcKOGhcIVyhLKIAWOoec01EasQS8Kvka4kPQv3y1A8N9czk55l5afJ7TkWzxl1RWNXyK+x7pqr6/7pEP3xWTvw4cXIo0cODzJ3347XoWzotQTYNkq8Ix4/Nv66S7zZdnz4fG81P5ob7X4XfkTScQ67JfNzMrcC3QLOEOegIymOCC0C5oKupH9IEaSiPkhFR/uqh6FEeAEIPCgBgsAROYis0IBigOhxrVGsAlYElyU74JeSniGe4f4U6VmM8Twlno1hzzEumyY9X19frWbKS2bNmo9zz1kaWNwa+e3/nUtifcp3fjuu87UD2La05o54SNqU1qyezPFxwdgcQj6GdEJjp+68geI8XLeQzog4FZyC9oEF0izEjKAVWECippbjVdzhTnvxo69ytYQi2EQoN6LQgExMEWj0BD2wDBXBFulScDkBzHM8N4unAU8RzxLxdERXTXAF+ZrkS8Z2/fHo/VlzNf7jh+v8V//mX2cePAoePgzeeSe+adf5WgGs0OZ3tuD67W9afrzf0R/uMdrB0Phh29hxdj9TtnOkM1QAprAzN53I4xhxGDAnNFNJ+TQECWGAokaH39TJF++5ubBVs5VDeAQukcMjSwwhekkrglq5EdcmnnlwScTzMJ6a8YTwZ5H1BPEsPD+PUc/beXO5HmKZ5cvFfL3m8UcD/+z2wEd9rkl1/6Yt2WsDsAjE/XdKovrN/5Lof9Ry+eFsGbP5XN1iME7axo5zxLmCc9Ct7NxKZhcRnJlxHKGjYrliAXSBWikSIQshVZeob/GsIyZONCUHSgQaIRfkIEYpBkI9Yo3HWtKlw7UpnrvHpeAp8Az5Y8yehPMUj2ep4Rl9XLKn5wyxpL1a8fFeT58G3ro18vSfnL/7IH+TOc70dR/gVVrhXBL/7seJ/nnD8mkHh3srG/dT2jtIcJzgPGe7UOg2ijcCvZFMF4ILiDNJx8AhEQtMM6ATNEGkgqxSxvNtz6gqsE2uufyNMBEGmNhY2qYEI9FCtJJ3wAwxI3wPYgbeSZQHYyepyeTGZDaMQ0qYLWnUHq7E1SNxcSf4ix5+8h7obd75+3e5f/+bON9vqe2S+Yc8SHf+p39rfNTPmNne6pqFNd2h0R/L21Nct5V0i4iLQLdQnJnsJCJOQQco5oT2gBYp4SSsEPmtrvVtw2u3vWA8yhQIfOJqJSAgIgMDQY+xVrAMuA78muCpiGeBngp/QuYJ4kk0/nEa9RSNJfKM9or9YcmYV3wUA2/mgacz571Tv3/3Ydzj6yvl/tZ0sC2Zx7j7lu78p7uJjx53eDdnFYu9cTyi1TFjc55TnEv+Bs5FkG5BPgc7CeVDQkco9nBmKEoNV4QhDC+Oceeo39bpfn6LqBNhIymUXKgwnISiIegiYoZsz4g5Zl123xexHxH7SrZPsC9nLysWKWwOmmG566/purFNHO6v+OiPhp8O3H1rvAfO/XeIuPe1yBnfypT+BJlfPm5IXcfA3to5nDVxOHp/Kuxc2C3gFvCjkN0y7DSIU0KHmBYQ+wQdohB5oiw3+zw1/nVvN7IFOMKJKUMQA2gtYhlQSrjDnwPPBE8dPjLpMeGPQ/GYnJ9GxFN3nnrTXO0t9q+fPnnSHx9d9SxmI3/1o3GTcvqKudk3bsG2CesH4sHDxP/y44aPP56h23PmsZjhJ4ROpHRL4RcOF6a4peCNIj/4CegQiwXEHhGzEiUWDlNcon+3wQVsJkgAhOFFFi7PabBoSuWHzaTYQ+wJ5oiFIvZQLIxYuJhHsrnC97omWuQdV+vmOOma1dyYXfX84wH8lswv7jtR6zS+Ipf5jQJsA64HvzQOftTwr/55wx9zR5otSHl/yBxb5hYpnyt0QXDbFLcidEviPCKfEHaIxRxnD9FWIlyqH74v4LrZqpv3ss4gIiEcMEIJeUNEJ1kb4XsEc4MZHnMn9rFYKFiYNM9BG+6zJvqWWdOwys3l2pb98h91Njsa+NX+yHsPnLvhX5Vz+8YAtq2G+KXx9t3E+JuGq9MZDHPavYNh1Z8o6TSldAG6cPw26CLwWwangZ0iDkQsIpgRdBAJtFNa8zJwvcpAvWyyfm5C8kt850t+L7zEwZvqjjAcYSFcCUUKcgN0RHSB2iD2IOYEMyL2PLSnUIuYZfM2hrH1ZO3Bs/101fbijV483BdvM8IDIsK/Ck72tc/2TyzX/z9+3zBPLYfNHqvVgi4djjlOhJ0h3UrYj9y4TcSFsHPglOA44Ki4AXVBtBSJxdDnVT98DwD2su8UwHnlaQ4q0SYMEEuhZeBXETwHnrriSYp4hPRHPD4y46Mx/EljeoKnJ4zDFUdnSz74Xc+bfzmUKlr8T9XMvgELtlMgeBtjnloWT2dwvqDRwag4EemcyBeSXTj5R+F2YcQ55qfhOobYlzQP6CAagga9KEF81vG/bL+/ie98ye+5C6km6etYlJAgISzCW6AV0Qk6nFmIRp5niA6na8zanHOTIgtT4voj42QweCjePBvgY6DyMklfBmRfK8ACdJ/7uscdsfx94sNHLYuYoeMFsToaaU6aUWcZvy3FbXe/bbI3jDhHnBIcSX5AsBfhe4Ea4PvMt75YmyZX4WhWdOQwogq10BDRhmgldSIS0EXQEuqIaCG6bKYkiryT9o2PDoyc4H87g3c/ZkP+vwTIvjaATYT+3oNflmX7c1oWt2ZICzwfonzaJM5yH7dl9gbEbTNdiHyb0AnYIeEHJacYHaYkp0aKTLzk6+r+d6v5lBmIKRAof6k6GiRBE56bMHUWtI53FnRSdNkHS00khpRYYnS9mO35Hx8udav9qOfd8w3IvuiYfy0A+0S0OO435GFG+LwfxqOuS8dEe86YLwRvELwB3BZxHnAWwZHIiwjmEi1oWuVTQLUJ4V9j4fSbblMAIFGtmBBWF64kjCTJFJ6y0yap9YgGp00RykOkZJ7GNtR0Lawv49ZRI/jvgjf/H3j3HP7h/lQq/srt67FgE7h4O5H2G7TfcfB8TiwPLTfHrPtzmvYC9zcQb0DcFrol4iRCR8L3QXuClpKTq26Ryj0+rwNfprDmq/ret3wsr7JGyXGm8gXJw01Rcp2GErjJI4XRGIS7zBNSZOEjQKzakb32afDbc3jzI+CcCL5QWukr9TGbioi6BxfQ8uSjOa0v0N4h+Glu7ILQhZx/hrgtcRvpVgRnwGHNK84IdZIsmAbp667c+qq+95oca6qwVQShgMi1hLsHVgquQlwKf0LoUQSPwD8k+EMYH6bwP2D+hGie8bS/Zt4vuX2n59dk7t71V40sv1oLNoGLh4kPaDiZzThIcyId0I8nOek8yW956DbitojbyM7xOMV0SLAPzIBWeIoiJhZm+YUM8zcZOX7Z730Dxwqv+qAKd9Im3zlVlhiBnAjCTUmQa+FQihEnGCK4NXPGPvPb3wRvX8GDX0KEvwrp/8oAVvSue/CrvzH6o8RaHcunczwdjpFOlOwcuGCMN5C9Iflt0C08TpGO5L4fYo9QB2zARfjru+jvu9IKqEzTAiiiq+qZiTBJRa72wAklAyKG7E5KFmTLrOfBYj947yp46zTgflkn+jl+5StxkZuVPz+v4fHhcoafz1lyOHh/bknnSLcV+hHEjy2liyjPT4HjKOXNe4I2oEGaVuno9Sqx+c63EHgUJpXBB6S10CWKZxCP3eOPSfzBI/5bDv7QNvF7PP0ReIx3z+ieXrGkB8YixH52qc9XY8Gm5PW7/6Fh+dOOs/mMP6736eLIUpwmm537OF5g6YLQrQi/RegUdIRYEL4nqSWikWQE2tbL/2C/vqpWMmoYdTGniCpxKKjFtSY8Agf6ZMo5fEzhI8ojeZnpu5Hbx86vHzm8C0QOPt1V/skAi0A8+KXx9tsJftpwsJ7xZLE/WD7UoBM1OifGW8AF7hdCJf3jcRSaLFe0EWqqBqGYBNRPdPll1uzVll588e982e99m8f67O+Vam1FXZMgiFQn8Swg5AQWmQKwtbmPbj5ArEfX0DQ2sOp7nj7KzHHuXIxF6f90V/ml/c8NrYu3E8eXLd3BnG7YZ20nY0rnkt1W8CbwBtKPhG4jnROcBBxB4VyySAGmz039/ACwz/7OFzjexmpRo8voiVhLeg48jYgPJf7gwQem+B1uH6D8B1p9yPXqGcuPr9l/YwmM/AKX3vGXHebLW7AJXG+dGh/QMDRdqYyYHZD8WM5ZauLcw24h3SoLNby4xWBfppk7nZV9UE2gksD/LMz/EB1+NcdiEquDIJXV7KrbCLkLnKAHDSh6sq8RK8ZYk7jG2oHT/YH+YuD2I+fBnVpE9skOfalFH8XESjy6bfSHDbbs2JvvkdLRSJya/NzCbjvxBsSPFX6B4hbSMcEhYk7ETCJBJALFZkFG/PD45h5bnhsh2HlEBDgKPPAsGLIx2JDX4CMpRkwjH/xT8Oi94O/+17j/7rufANiXs2CT3nXwfyaO5u1l57ODJQu64agJneTMrQS3iLiQdI7ZKR5HBHVviJhRNh1JvJLl+qF9bW13u3dIlALOPSwWuAYUa4iVy68lX0J6PpJXTRwvGT/uOT0ZScvMvyfHO3yC7H9hgAWIe8DfPDaO/3nD6uOuUZ7T9Qejc9yMcaZG5yhu4XEOdkrOJ5gOQHNiAldZBItKjckPecVvsRVYlCICRSKiJZhDZEJrRawidAW6QvlJE/kKX17j3ZrLticvMu9OXO7mT38hgBXX+I741Y8T//qqIX/U0fp8bzk7ZNCJyLdomguC2579DTO7FTGegR3ivo80QzS4l7V/f3b3vXhN2yZRHra5HqEZkPE4guglv46IJcZTLF0zjNd95NVI9It/eTzwr04E7yiKGdtc1VcGWFBTT+/eN5Zr4+y/tjTns/XluD/zfJgjn6a2OSX8HDiXiogK7COfl/oj39ZzbTeU+6G9Ls0RKvvSAg3hM7A9iH3wI6RLFEe4PSOlZ90Yl1277nj/9y0fLAce3XHulhLbqb26BQsmScL4V+uGj887+nFu7fJgpD1uZCc+jrdMOjfjNMRxeD4CWyA6FA3Fx1shkT9wrtev1QmfMRQNRgaf4cxLhUsceuYoZz9q5U/p9Azm3VV4u99fJt76j5n7D6ddhQJeEWBBrZL48e+Mv8Z49l4Hh3vQ7LdqD2E8GeHclM6cOJNzijiSbB7EDKIDEl6tV5kpX9co/dD+lLa9NkamRdGB9oJYEByY4gDFAbCP50Wf83y/tyVn68SHM+POr28Ir69mwQJ48GvxNuIfx5aj8xmr9T6tH0KcAGdN6AzFWVCS1zgHobwAJnClrWv8wTu+3i0qL5MRUUAWMUdaeObQpAPwAwZbdJ3N1rN1N3ty3XDybODf3AX+lslNfi7ANjVeP/6dsfxJw8XTdvV8Od9rtCCGIzydEHbqcKbIp4jjslWl9iA6Qg2q4No9gR/a69uiGgKFUZYGtsCM8LnEAmLfYd9MC3Ke6zJmtKcN+6fG3/xH44Otm/xMgG2ixp9jvP+TxONlS7R7Ng4HLNIxA2fjmC9QXJg4JzgV6TDC9wvAaEtkEiVi/IF2fYdaCMdAqe750UHMBQt3DiAOMN/Hfd51mi1Tbucfdg1/MRs53brJz7FgAdyHRxj7HzbMUre+ZG7SPkMcQRw3xjGK44hiuSLyvsQsIlpUedfkE38wXN+dtpFfQ6CEewvqwmKPshBnTsQ8E3spWTenb1jPjP1zMT/X5CY/B2DTDQ+eJj6OlsxMEQs1cZjRcXGJ6dQiTnCOJPZDzBAtTtkafNPVH8zXd6pNK5VCAk8YDaFWMJOYgfbcYw6+R9N2EC1HVw2Lj8s1v3+/ah2f0jZixqNfGxcXiTZa1nmva7TA7ZDwE1fdjEQ6CnEAmgtm4dEWgrhbS/+D+fpOtpJKsnI9cxuhGcRehOZmMSNrxjDMaK0h58Tzxjj87+HeB3Dvs1xk8Y7GHRJX0dLajCYWDDpAcYz8xKTjMI4IDi1igTGLHJ1MFpvE6Q+W6zvbSk687OoTnkpBqLUhnxmalQ1o8h6JjtXQETQwN25/sLnonw6w+++IO9V6PV606+753ixsgfmhB8cmHYEfKXQYrn1Z7IVP24TXlUBl6dTXPxBfY4tP6X/JzX9VkyfqsXZ//7WYmJU7WylOJFJEbhWU7TyjbvwHM7pZA6vEckx0H4kHv5fufkoUWaSJd42LXxhXf2hpn+3NfLbA8xHyExSnYKflLrF+BOyHaw9FK2HhYRKEvx6j9GltFzyfBphPlAFucnVwUyzWzmdeYVJtguqb4NqM2O6BduKjbxx4ZeWboiwOKWsuPDpkneMzMzqCjpGW1CX2zHjUGBdvK/S3n7RgG9X+3/1OvPdhw/FlixYzcr/IygcpdGjoEPyQiINAC2BWyp4jBUp1mdk3pqa+ClC2n62fe+Gz5fWoGwsWFefG+7u/X5fR3TxUfOZxX2yabgQyHVu1Ym/63ZgW7Rhotxc3x3Q6968LeGU/7EJ3HCUTCSmFe2eixbwlR0tDWX1/GYmcjPd/J+JlLnJS7T+8NC7eaGDWMa73yO1+SnFIKXU+gjgUWkT4nowuQsV6hdd96L/6E/40IN04UgVK2S588+ndH9l+bHqrFndOL0wXevrghklOANjJo25gtQGdkL3kuLtH3Vik2Hah9nm3TQtC3YVZAf7G7tVtIjYGz/1rAVkpBC2mulqyRqEGRYtokcrfPBaQHSE+vhY/A+7f10tcZMBb/6Pxwc8Sl88bxpjR2YLwA8IPPezIwusKbM0lOlyN5BaOTRVnf2odzsvA9Mnx+ySQpu+ZdqpQFLUqeBcMpUqYzb5uqheo2g2jnsj0G0x1U9u+xBYEiHLym7rcrUXbwncLEIhiHWBKzpb988qaRAjfjKNtzgQmK2banntEOV+m7cK+QqCVo8V0j4Gy14VIgoRH49m7SDQpSHifWLWJ2YF477+Kez+5WTId0yg3YyK1LXvDAusOiHwKdo7qvvSK28ApxiHEIiL2pEgi0o3r/aonUe5ydgOU2nmUz+zag91ZrA0OJgtSPqIdYFY5TuV5FDQgK7eHlBXBuiAwwe7/LZXvWAMyZOV1pQbqa6QGWUNY2eS6fKbZPLR5Xt4LWfl8vUVl1GNgVm5EGfU407lquoVlmUBm00TSdnBid7wma/entzKv6krKMgV68J5gSfiVpGcW8Rx4CnFF+JIm9fzLy5H//bbftGCTe4REWjVc7XXM2UMxJ7OP8gHBAWiBYq8UpUVb1jKGUbPZn9e2uwDtWIed97avaesK6sbR5eXqTqx0erPJYRVGpr2APQJL9T0rywGnyv/yewapurQo1kNh9Tdqp6zuGBWBzEr/NptYb01iYJtdLncB/6J73mwVhyi3LAosAg/HFPVWp0GQCW8wHCKXixNe3DS+tXQbt1ttTZ3h5fhfkduMwgXDXTIZUMrdRUKeME94SgSFf+2txW8uxZ1fb11kmQDviLd+Z3x0VKLH+ThjsAX4ISkfIg7xOATfB5tTynAa5FZ3dfmkE3sBMNO/ZayqE9gB3BZY0/s36XOl3xu35wizyWpZAZ8L085u5laPmabtxern0zTfE5LwaiWESmROzfkqldtoYYRTjpdsA6DNWU0RwDQMNyKBm6myyTFHOHhxee4OVoAW2TFzPEbkCchlH5MYp3kFctwzJtt4AWIHZHxV3CwgQlIIVxlEYWU2Wtk+PsZEMxrtaKzXxv4b4vLf7pD83ZKcfJVIuWFs9jCf474g5wOkg4CF0B7hHWU1di3FKUWEL1onJp85rZLaeX93IDyopr/2p3IoqdYmToDxqLJMdXMkXNVSbcBQwCSsnFeyrSCdBGGVtNQ5kcrWY4YRNn0WSM0G3WHbLbcQleRV9xXl/wVv2rrpFwLLYt/jZqARGbzGaJ7L+57BncCRjxAjjCPhGWR4N94AACAASURBVNlI5BE0IFc1zF4hu41MwuMGyErXviTQtOktNcIps8i9WK1ScZFYy8hZDPtiP8PDhy+Q/ItH4tcXCfqG/bbFfUbYHGyBxYJgIaPsTR+1iLDah3KSWyM28aPJbWw4UiXLUtq8ULxbBZJN+6ZRLRKwcVtAW8v5iQqMcifkUOWfVoGEFYsVBUARYKnBg/J+U0BVAGWYVLgQ5bewVCaHFfdnLwLLCrCUilXbnruVDUbENtoUNwj9ZCWhWK8gl3uvkbHqHsmZyCNiLMBrepRHfOyx1BPZiJzBe3CQFQtoVsBVApmt93glbe7T2o09Qia/r6p31oyN6iO1Yr79alO/stW+/mlp3GoSNrSM/R5ogds+jfZRzHHmlCLC6RZ5mk5ia6F2d92u3Kh2iw3hBjcrt5rdRF+2eb7ZnE9RCDdWLmYFBUwEvHAppWqxm6ZcrNRUbDali6lsMV+Ok4rFUdn7lomPWaqToViyYplqGi4oHAzq5KAGBy+4yOk6mibKtPGQuxatuK76okeZoKrWKwJiQNkhRmIYEAMx9qhZE0MDtkYaivUbezw7Zqogo4KsMMJttPkl3eWm38H2olaXqRpZuoTV7aKuB/FsqQ3ANoPy8LF4a21cHjX4uoNmRvgcizlTiYaY4XSo3IMxJrZbN4vapRolSptI704/UrEaEriqO5dATc1gCtGUffjCsJRq5Ffv3V7/r+rasLJdPjXycjWFl5hKNw1EUwBFKq9TI8EofXOlIjNQojnBluCXCbsTQOz+LRwP14YD6mZY+8KFmgZpumrFikleCL4cxgwxonDwAZqxbITTrIhxDVqisSF8VX4rgcKrWxS419ug7gRU8Sdysuk+BC+klz0jLGQvVvu9CVy8KLT+5kdi/U+JZt1ibUejcuu40B7BHGqVatm9uDLjqgIw3f5QmwsQlf+AaggPZm0Bn5p6oYsFKbJA4TmWyuKjSMUaeVPvcKcGpVJkWTaxSpWMp8K5IkGyYpVQlQsMKdXoLRWrN4ESmCQAqwUDGxeIVWypnG6NVmEbqU7udMsxp8+zcYubtpErdxSyCIoJqpwsCtCUigUjagSZByL3KM9QWhVqsE6FDvTThMzEGJB90weFlwl7I9D6kq7yxa8FIly2q3TlEDlrF1blmd4Rf49x0hi/P0qM65bOZ2RfECxQXoDmlCrVGaIJDyPcZFJM+4IygatoTIXLFL1IaoiUcBXNCBpoCmgIg7YhQpg1hVxTXKHRgBWXVcCYKC7ONhbP1JRjNVOskapFtM1zVSAW3lU5YOWDUTmbbDsJi+wwWanCmm48r5Yr3LZBY/3ujSDnJU03AFW/GWwASJrcZIbIhdx7dZFpBaluXTtY4V9E4WuWiXDcA8WATJX7bQOLcjzfTojP7urNE5v+c+P/n70vcAHYO8D/+ztx+jgxa5pytccOrNwAk9gDzQhaRFNMSJgwbQZpQz+KiwmszDTrUOoKkJoOWVcGyIrwGNZgZoSqaNm0VZ8yLFLhQpVHRWpqZFxn7wSkSahU3Yh6cm2mDdCmkqbKzLejuhFkp++wcSdbAlWvwuZCbCfTFLRsXdHnXK0b1zVKfwvDr9ev8rLI9bdGlIsmJuuq25487MTZMqS+Rpm5TLLUEDlv3WMF/cSRv1zz7QlMy/Gl8iAgKbAh6GebbxSA3QMePBZ9Z8xyIg8tpg6zDmJGuTfQDEWHqw0iyaqEHpMnmEa7zH6zRExgSi00C7AWuj1QB6krLszaAq5UABJUNzgp5jSVkFc3adXlbbiSbbmSqC6uft/ZaF3lzbRjZHfAo+oWBTfMkXbO62ZOavPdG4b7RVPwssjtxYtbeMTWn05WrBDQcoksI2+LqySqBSwSRqQBTz1mLWF9DWRyjU4na1sp1J8SSYpAtk2YbgzXpDUpGAfIdRh+CzycAPbg1+LgUrR/Ia6eJWbe0FtHinLbkXI/xmJ2bLqThClwlchqmvK2Ta0oAXXWNQto9lAzJ5oZpD1o9iC1xV2qpl2qtQK2GpQVrrWxUJsoc+JtVEBRLVOwiUbTdEFtOxDsgmWXN+2KVi+AbXN+N0f88y/KF/jMZJEEmzSFRbmQdQxK372o/jFC7qHtMO8gdzD2BVwaQV5oiheS/Il7KHwpI1b9+ca04EXAU4FbspI4XbXBhQVs2NhdmP8HcXVpzEgM1tKqBToo97+GaFG04dWk3BBWJx4zDZTKbuxmZDUkS9B0RJpBu0DtAtKsWLimWjK9+KiWYyLe0+/fABFsXd/uBdNL/r/7nU1HX3HEvwBf+bJtspY3uhVlO+QwsBGiQdaiNBK5clmrHkJN0fa8TG4Lh537M++WAkV1w6/sKm0Tg07dKtFI+RubNEJKTk/AM2Af7typBYcXD8XsSnzQJOaRmDUJWcMYbSkuo8NUlv4zEfu6i70XKJc7/5Z8nczwaMBScZVqUGqRddWCdUQzh1Sek5oqbE4RZbVWsGMFthrZjYsStn1tV4dSUc1f6ro+wZX09QHni7bdfkziYQrITbFokSAnRFu8xMQvN+NnyG1ThBqUEpdJngh/wVJ/oTYlfyPqdtWZUCYpgzIR5Z7jCwt4H3hAEyAOfyc+2jP2MDolREOODkWHUVJCZQXSFFoZsrJRb428SrheLM2U29sAwsrdTEgJqSVSC9aiNCOaroqi7VaueNFFTSmZjSd70aLUNyaJobrAzxy+1wVQn9U25+/b/9couAQnZazDStRNSuANaCgWjRGlpqSKahpONu10+aIF/6x+MKkrVbCLcovnssW+45TX3J2EMztylvPqIgP4FfB0Jc4aEU0qDy96QL3hJZpyjlNothNGaUoQs+PadgYpAHIJp30sCeO0icur/FCtlpVu3eBFtgO0HW+4PfsX/vtppv9lHPd1BNqLssCmTRySnckGu+MUUITpyEX8jcI/ZXXihb3kd1+xbVIP8nIASnJUUSxYF5mxdYZZ8JcHwYO3q4t877GYHYrkYh1WYuJyoySkBqIWMxVxAEIy6g3PhO8mfTeyQC2vcS+WNJdKACJjUXWeskXjNrqxgJgs2cSddsK0zwXD53zgBv96jdsO3dl9ISKKBRoCvEoGte5rkoimu/JRU23FqJfPRjhbu/6qYzBdm1I8XUg9GZHxyJiNyEeGcNrGad1ZXwW/Bu6BcR/xNnAODCsjj4Zr8nPbv7LiA1UyXJMwualgqK5wQ6QnjEQBe8SAxoHwAaLHxx7ySOSBiAFiLKG1JhP+ArjQKzxetb3Kb70Oj92LXCtg3ZFVDxXDjlFR8Qg2Ubda+VFzqexSli/0mDiuqC6nWAYsl4cKyJKNLN3JTXC0V1B5f4oif3Mp6MSsE2s3rErmJQ9QSjA3SmT1f6IAOlT45URIq+WygJjEEh+RhqI2554YVqhtiNGgqQFpLjqX2JbSfNLVvY7+7OtqO37QJ/dWy3iyF6BByVdGLe3ZGKUyfqoJ9+24VX3BY1tD90pNO/wLxzQSjCQfCA1kRhqN7M1G8srpF8Hj0+DevWiKjP8RtGuxvhLWlp6VxZa1joVqqnZPYArEdoBQP1rq4ScNp+bTPFOqbROMVe+qfCkGFUFUUWq7vKsJ6t1k881jf6/bbiJ8k+Yp11aMhA8oSp1YoR1e+O1UJq1aR1efbwi+djTLVx3Gm6663KjBVS+qxqKf5IyUGd2ZzZ3LZ8Ff/+SFzU8ue7HoRLaa+bVtWFiKriaQTXt8aVOSo2lXzOkk2JpWj5rwzig7oQE3Q7kvAaklwhJGqSgVRqQBckBTyf6O9PCJ9qXTHq9pm/io2EgpgRfO5WWiqt6ZDx9LcjuKXLTJkW7knEn3m1I8kzt9mXD8KW0SVaMiHGWMAdQT0QM9ST0pBlZLh7lz8BfOoztRPfYLrYUid0UpmPJJQTcK4GpSuJ6AZKWKg10vuit+CnIult5LVaZlLyp07omxh2FF5DXyNeQB8giM9Xt19u4O/M7Zf/9aPadJFfWoFqoCK0/AKkWJUMqrVa3exgbEzvWoXmDizq/+mABrBZWSl5toaURWi9SiWLFII5pnZtl586OAB8Bn7q5jW/htclil3mkrUhZv6lBKYKpY/onxkojImBLhXk18FQY9QWabXmptm88yEaNQU9X73Xrql12U70PbPUffLvaIqcI1Sm0YU2AUYyH6lRNPC3i9cn6ZEblW/VJ5W5qs2ef1RQWX5bo6ZffWgWAAemjWiB55z1gjy+Wh058Hd88jePAZALOdcsjpAppiqtLc1K3HVKlTerLJgbu2YnxM4xRgI3KVwdJQwSpCq20tWwLqQtNSMdASU6J6qmZVTRCHfW/wNdmgMsATuIoKED5iUerCIvfEOBT5KY/1s4XoG1YJv9UK1ml95csi088ZuErZaqdqJMEIMRDqUZQlbNb2zDSwHDPrq+DOOuAn9Sd2W5eCsLLExVS8ruRFoNpxecXPx8bXhzYetKxQLiuRt6dSweLVjUcpBSZXslrdJbknfFlc5bAur8VA5O1snQZzWizBbqnLbv++c49yKptr7k54Lip81GvqA8p9cZExlAUhtSIWz3XiF4s3lSpty9ZrTVw1Bq/02F5nxywjjbhGpB6px2wNtmaIkXUeWcxG9gbnVwD3Qtrd/OSgK2FfY4GnEgdbk3GPugbDa/4pUF1eOHmt6cRIdQHCdoV1eKAUJVNZQ2qyI43l8+MATfEGVlceuQNNrhOohOdiVnNyAampomMUF7tdUcFm8a3YXq3X1cLFzpOgzGOo3MqLhYoBzwOMazSuCR9wH4pCEANR6/aNKc84/WS1W1P0OBUc1sEoK9tfeWAKyVcFV0QPWhPR06gnW49Fpnfn8Jbz/HjTkSJT/OXd4PG/cK6vHfXFFEZV86LmnCSvgV5MeyRspa+qfaVp2VkQsipnbcnnJpAhA4nsI0kCtxqYqLw1VWiIYuZtRo7AomyFAFEqMEIEBaibVUpTGP7iQphdwL1WbZocO+AKJ7xyrTwg78GLJZcPWA2WIueapaGu6qJeC8oSwDxZoumttAWh4sZ7n2iaZveEATKKyr1sBVoRviKnNbKe1geeu9OPzuWvN2Fqwz2CB8Dsj3C050TrhbBZIW1U8ibzDYvcELFKInmxZEf1ljdQfOdUolv7a4KcsUZlYw9Kusnoy0LaEMGquEGDSF4sGAGpLM9SJGTBVNYcnmEqSiR2sLTlip+Nry8CvldNs7z4uy/53qaGhuLqFNtIMUY09kReE7mATF4Ea/JYMVld5DSBPJASnsdSKTxOTKbuW2Ev6cdLT2cTbARGrjO53BxLUQGmFS0rxtyj2YjlzOXvg7tv1yhyIlZvnRZ5P7dBDkdtxurt2qSxlFSqZs9VfVOtuw82RH1zBpP/VC2aiykUqSfrtSpzLHlJ9xHzoRDZPNQBXaGxh7wsz/OKyCt8XGF5DWNPeF9meh5QDeWJUjUyLdvaaD+TpfgMDvTq7Ytxq5d/r3ZLqpw0gLFkPbzyrGFN+Lpash7ldeWjQ7VwY/me10dsqbJZWa9Z0nnbtakv7f/L+Ffd74SyrCcjRsQAtiJSARha0VtPaKC/dC6z89ZpcH97iluS3y+CvI7yY8pgI2YjpBHZFmSykFJETLFxKRuRtrvTbMBG1Ds6F6W53Hmw5tEmXWccsSjPlQtY8DU2DlC1MRv78nxcw7DChxX4CsYV1EGfgAaFixbNKLYWYmPxvyxQvhoiv2kTlcCrzFcWd5DHCp4ygYpWuCp/J4JfXaRq2mhDhiOq+J9LqaGm+LHq5LGzp8bnPWReXUTU6z+A1uVhK8KW0KwQaxb7PcxG3pxlnv8kuHdvEq0oq1P//idB/7vgAMcPMzEU++xRFU8rf1VBVgrBKtGeeFcBV1lBXfaHwB2lhOcoSxrD64ZmKqy+ThI8E0CWl0IKvEhkuQDTrK52TrkUJ3omokWpLpnXiKiLSCKILCy1xehOWhvUlMnkzl9SL/ZZhuyLeMWX/d7OGBU8FLogr/2vUkSJpHs0rlFeQ5SiACq4NFn6WthQ+Fpd3GFROGyh/HUH8nLwQNvg61UMdulvCddDY5Ek0hp8CSwhlnisSN6zuh553mbS4+DRb28coBFEPLoTXLzvrJOjpZPSSGjArCexIugpQMuVdTuSi1BElCKeafCkEnjaNGMCS7Z9Deq+C8JS4J7rCUXJKE1n56CmKtQpQ7RVmmiLlmZjqdDII5EKuNxSqR6xpvKYVMbIKtCCzaYlxV28WGr9imD5/CvzKa/Fhi9JXiLiCVy5uMGIdZEi8gryCh/WJF9tosecByyXChVt9K9KOcJAuVRQRP1b1EmoC3G1M8k+8yQMx+UoRlwDxgrXNaYr4Iqsa7pYYnsrVuuBk37k0ZXz8O2QHmwGYTvCy8NgduhYyrRpJDUDanqUerAe2VBGwzJRTSfT3lvVI9bFqLZZal/shOcqq+X6NQpHCh9LvZh7rRKYqgVKBGVjcXsxDigPxUXmNTGuiXFVw/YlaSzusrw/pZ36qniPRQqp/KxoINP5v/Q+5n9ie4lb3OBrmoSTWxw2JUv4urjFYU3kdSlnGnd4V16jXKSbIr56Gc8ounTJRVZNsOYmp2NLhEwhK0vMZNvr96mPQoGKNGHqKXsVLCFdo3SNpSV0K7L37B0OHI7OxdvOvXs3ZljRwR4+DO7+PvjNj5xmPtIPIw09iTVODzU9UMSrXHwYVOGmpLx3MvZUB+Redr1R9f1m1CX2XhbUbsh3JblJRfPyMhmjRlaq2xkRTdXVKmcLR+G4TRFkWwotLRPWElZBVbMAlhp82n5JG+3iBXB8VS1u/GGK+BTEOAniufCsuqjWvMe9x8YV+LoGMQPmuchQ0xrIKBPSpqC+WiQPlUxKTNF1Ka8om+8oJiG2ppR3+rhbX76pt68KrwZEX8DFNaErQldYXNPlFct+oFmN/JefOPtbeWJq23WRvzoN5ufO9YdOMx8o60N6ZGuIdVFvqdJ71UZUlvjUrrNZuVJBZrJS1JG0DeLIxV2ZE9mw5FX1UJUa6qXOvokX3APMUSp7ZkUkworrC8tlwYMS7hlZQqmtLqQpaSZr6gWIut2Rimo+pZ14Gdi+gjbpW84GIE7Gwot7974GKCUq9lhjQ8m+yAdiWBcPlXvMa5Wy57pe0rcRZADhVQ2adK4JPQpps2FGeW2T66suhh1NLACzWr6hDOqBFXANXEFcIb8m25JRa9rjnvZ5Zv/XzsO3Az24MQTFv90Hnv8kuMRZzEcaG7DUI0rUYFoBa1CP0lBIkQVTJKmtkKqdfbKKkZuCgHLW9ZzreXrxWNW0S3lbllIHMzxjOIkdIlxFyNhJMRUXUmd+Xm0qNPB11Y6qC5p+l6j7Zm2Sqzt9/JTQ/VVSKxO2Jts+pbO8FH8qFzmJXBR6eZFjxLrKEqtiucY1kGEsEbHngZzH7dgw1X9Vlzv1mcpNSngUEfKQZWRjwCizodTRpwFTLiXQtkFleR4lcpT1SOsCLl2BLkm6JNkliSXX3pO7gaezzN3iHrUxi7sAu3cveHSnRJFXbVH5UvQk2+odaIVFJfuRMU37D7HlYpNFmF7TVoaC4t4q4SwzrpJTL2kk5eou8+QGyp4MhYcVcZGx5ijHvtSU5b6+VmWLoUgZjCsYl/hQBOdCmnvkqxKZjUMB17Rdkrb93ILl1R/bSXTTukiT4r6tgohh/f+3d249cl3Zff+tvU/d+kZRlKihRrLlsZwgdAx4ICRAHoJhgLw48Gv7I0w+Rnd/iQD2W17FV8MBjCDDgREEcSAM4EQNX8ayxrrw0uyuruupc9l75WHtfaqaN1FXkqIWUOxqVlfVqXNWret//Re0JRIqYlsioYS27I6RpkLaxj6jps8eA570BdTEgEgiN4nZYK1jCxGJIgSQICKtKo04VyWLZCgIlQYnTSpHBbqOjTdIjpNE5SNrBYssULdEpWQkFYu7gf5O4Ob1R6aneZoV9o+Vq0TcIilYL5nGWCJuifNLxJeoVIYFcq1lk95YzzIGLBHlZiDiJqbbJV6FjGNMowj2HLHM0iyYphMZ1z9VkRgSpVHCQqV6EcFI2og5nW9ArfrtYgVNUkatU8DcAA3ShmRdcptlM276EnWt7tTmehQWN2rbKZemOMuC+Vx+KM01tlV6zCr1Fps1FgZFizNJDNIZYGIzNpKUKZ9XlwyZU8VFjRLFSatKLc6VKCXi5oibg1skxVkRc/jjGhA7OSoV0ZU4N0dlijJBmeB6U9A5PVdyHmp+RxpOPozs70eRi9YLOnYdDDn9x58royLy6pWGaVUTpLJsQUpES/AraxVIQ4Y1SB4nunjOJQebXfCf62RWUZak31ZvjOmMJSBY10lP9zOyU9f9T3HRJuvUpadaSNGhSrSwJkIECiVKxLegvQyQTDizKOl7doFwe0MeKmZdFIVM/asx2rERUgnCMFwGnqxT/crcn0ZDikiok0WtidoYm2GorDsT2kShadbezlMGDeTj2UhY7HyrMaCrincBNMXSVIirzN+SL0gPo4UYJMqj1HqhRuISZI4ww8uUKFNQUy6kROKKV39U89E/Wfb4mBi2IB/awQHcOlIGk8CCltg09AYrlBLcEo2maI4VSipZpK61uDTycrG4IqnItw7+k6JEWR9PSgiMXNf4wQzak6yaeivJZEuHZaFkerJutjJRWTqXCryWMeEi2kacCtEnOqMe2MiBT/U4b+7X9zo1koeU64HfO5+YcPCalEutfaPaWGFUW6vVpcA9BkNEuGAZo7Q1GVtvU1dWgkBDSnRyIB8762husE0/g3n3PP+IkqD3UVP/UBwrxC1QSmLH8+RA+qgMcAyxrbZFqgDXiJshOkVlQvTnoOeITCHOiVJSrhrerhpefbPlw+v6KOvVKVgnJ9eVnb+KVERecQ09VxG0RFmibmkmlVUK/Ky41JF/ZstzUXJRs1Myx1rZUoYo4lJ2ZwGb9TgzaUcKYKOzyn2O6VKa7RAjXvNJIWNh7smanhkaZeUJhIDDtw3ac7hkAXGJRyxZ0pxYZe7YrEhr5cvlgeS+RLCqfExWq0l9QuNQjcHKDV6brlJPtDG+qA0uuW0NLV4CMbRowhiQ3COpnKOqOIlJP+JaufK4n4iiTpUYxdGa9dJkjXQGfmXGQQXoIxhNKgws7RZSYX0CMsbJGapnODcmNjP8YEFYrShGNXt7gV9PI/vHj1SuBxRMYP9QuXlF+X1azl+vkckKDSVaLHEyBzG/rawQanANEgxumioVD77Bg6TAF5QvJnfZZVvp8ahmzQIWJEfjcjUwXarhRLX+nfd4nxAICjbo4g1FoN4UV9RCLe/wVnWEaCOfFA4NHnxr17Hw6y/F5rGSpl0yJCgxOyNYEC7RlEYjBmdOc58xB+s1IZiSdfOh0UCDMTRpGDlh7rHPkym4SIPKGhPINLtH1c5y2YFI5zlFUhXegvolqnPEjdG4xFGlNLeHuCEadxAZAL30oWtEJqBjVE9xnOE5p3VTfLtg5EraSzWrInJyXTk6fpx+rRVMBNVDhJ8RmewFZNoSqWmLFYVf2oHJAmUJUprNp0VdwEkALZ5UTrqgaC4p9OYTxB5zmZ8+9dpcbtK6AOowbL/N+0mRuJrbgLoCr4Bqaku5zthpo0aMKEIMxqGvDdYocx5IXA5ebUpnk5s1HWMerrELk/qoHeI0YHFWS4zm8qz9U+G0JoaUjCRMFx0SokXS7zHGdbylGROmOBdS1yPx56sYTVfMlnOdmIgoeWZQVaKoC0mZSkRmoOc4NwUtcT7QSg+nA0S2UYaI9NPcRYPEKfgxGu4jckrjJhQ6o4oremWDe61lMkjW61A5fPR1vxDZHv7iFrxzA/7f546tLUe1XVCEtOxIhki6OdkC6dsB0SPzZbo8bvRgbWh92yxnXMh+UlmjY3KG9UXW7BNdutCyoZv2di773qwOLmPTkpqI4DffL7lF15HYZWrOzIW/ifU3k9YxQ+cGM8EyVc0KVHcuUILBbOz+RvE0triY8FyhtUUKqVQj0eB3morMnVKT7qs8cF+6c5EdiIiPqgTBNQgrVOYIE5AzHCfAKbhT4BwfLGiPLHAyQ2SGyATlDOEE3H3QE6K7D2FM3UzZGyxYDivuVC3j/x35/f/y2PgLHojBOiv2x1XkdB641GtoWOGLJU7nhGgpruoCcWUH/Fd6KfvQC1uoYOMiXZRuRcwGnBekc5WaXIFzspE7ZK1KgX60joCog8w76nLQFSzec+aKnQSUxr4HsUmTNgWx8Ui/SG6oTa+V3BI+FbRT6UGjWR6Jaw57rKQQ2wZP6BSqQ6SmJrULeWSvIWqbXGJavpBdoOp6ZDFosqiwHm7JcZh9eSWdx3y+LINUxHvDQxnMwupeuCWoWTF0ArLCeaWloKBbC4Ti8K4haAk6x/kJUkwIzPC7S9plDR+37P+nAAfxUXH3YxUMsKLrzT+JvP5m4Lxp2G0qeq6k8gs8c0Rm6VuxBEpwQyQtZVDn2Nx19wS5GJu57n4OqzNmfF2t9mtF7KCZ9k1W1cxOZnEdFvAbslYRLym2EcveEBDLHMWtITDmHoypGrUExNbHhbX1io21oWgJbYPTlCGGlpDQHaK1xWW5uBqtUOqiBfCSprHXXQtNCUJq+ke1lljAvjgxl3BSITV9g9d7Lc3CKyAuowmIFlhiRUFYWQ/RTcGN0bCkaiPiBB97qOvjQ0HEQQgUfkWjJSoLtuKcZb1kuqo4udow7gd+eawc5HToyyhYDvaPicxoqbdq2rhC/AKYoUyBGcgMYQfYSv47IB0xGJ09fwpFe8iaJeXLLTNNicAaZ5NcR3LBVoh0a7eh655mZgDCgQRbtSOSWJslz2X2wDf2t75ICUDEpW0feQhYJVmw1O6RkMoLsUku0hQqhtYUL7V2nDYQDblLHnzJN1JFPsV3scsSk3J1ZZkUJmzsdyLh6fIIYaI8YqNZbVBncTXKCrCGteiMEOcMRzV1DfQ8joIYCjtJPRte9b5CZMVAVvh+xRY1H00Ds6zxSgAAIABJREFUl8eRn/+pihw+UbkeqWB2vQ/g3q3I/O9bRqc1Wq3wssS5uZlZmaKyh+gC2EZkiEEKE5/44xzj45UM1tZs02Xmf9dN9KQ4uISBykGWXRDzIoKTmMdMUzdAUB/xat4jti1I4qCXGtrCFjy0lfHU40gTKGb9JNiChARrznUuG60L5AENywxNmSTFacRc0VfzWmkBlqZlC7GD2tjmtfwJ8wezUssDFpy1cnXZuUX52vlSkaZzkU4rgq5ASwq3ROOCuqnw/YD0hP7U0+Co+0I/KDIyyLyOG+7Elu03aj6dBl6/Fbnxiy90jVkeM3grcPK+8tMq8PGkxY8qiuESbeY4mdHoDNEZInOQHRTbvGZbFhIu13HBim3qetfDhO7rB2zy1EsK4Nd96M2XWruF9aXY+IZ3lblMqbDOAk1ZsDV+0Xb+GJN1Rb6gZkUcGlNsoyl+Umu2G+FIDa3FX2jqNYa2c4c5I7QwKLW/SI9pslD5C8LmjHOKPbGMOcO2OtISZY0i7mjZ8/kVUqU1BXYEhAYnNSHWFFIRtaLUijBasRVKlmWAEqYTRzEU2IVmCatV5LVhYNJYr7G/Hdh/K3KEcuOLXWOWRyqYBfvHyk8+j8S9llW/YldLYIb6LXw4A9lG2Ead7Y7E9egWZLmYUrONF8Wu/IOH5dYNc5JyZkP1sOtMSkfSy660kVuqpmQiEINLhNWyjmk0EsWZlQgJjUJjvPttAb0Kghovvbcs0qkSE6rBCuOpD6q1kcpoLjlENCEfTIFyfNXabECCIklW4M3yAqR6VkzHn57fseFs/K2j+4xW8slKJmm2I/ndboaRmkCNSkVLTeErCl/jQ01DzWCv5e+myjuX4B3g9kmqhP1O5Owf4Oq/jsxuKx/9d+W996McymNLEk+tYAAcHirX348s/iLwr/6wofmsouiVhHaOYwZuguoesIu4bWCIyIiYOMWQdS7ZfTXTabqY1qbGoHCxi9uFYg8lArKhaIhbgwiT/jrnDZITnIFv08XJcY+IoC7aNJNLbSKtLMYSG6Ix7RW7VsRElGdGwV67WTfeU9DuMYtFhjMrhuZNBVo7hFR97zBdpC9OircyFFUzm3b3SS+ctM1zkjQ3meycarKeBDLkRI2TiqZtDSpctcheS/9vW7bHkRvppT7+fXuz+V/Z2/31FTWUqiCbnucp5bEKJqC6f6z8WT9QLFrKsiZslwx0gcoUJzuo20V1F9w2EkcgIwsWMJL8blCSFHQmPnV5gMZwvVrN+jRygWHloUQgv+TaZZDAhBvZaPpmS1SL/zVllRIs5slszKFOfA6CtBnA2JDx/KYUqaSQJ386K7bGraFK0LaraXVZH6koqtGgZ9ikVRfIdzOjYIYnWbOugc1GdKA5SE6W6yHJ2Y/5c3E2hd3dpKboW4rbGwYuFZFfjSP7N2P3Cjfe37g0gNxEDr84mH+cPIFdBwMiXv+PkdlxpB02XC5W1LKgiFMi2xB3EbcLuo0UQ2wbmy0iylvXTVcUpMXR2iBBAsMraUIXD1qsC7MPM5pcTAQuBvwCncuwOAy6lN7lWE0SttCQFS6aMkkApaGrc7mQ9iJlJ6a4tPzAlCth12Jrli3m/mhGqga6bWcxWmsqX/eMg1MSSjla4z8rYkpk0o7sdVzVfW73gOXaPEE5yCRa0S8a3NlRARX0KmJCJPt+YFVHRmfK/vt60TJ9qfzsC+XJCnZwoHAEH1wLcLshxBrtl9S6YNCb0IYdkB0c29g+o20ruuKtaSbZVUaUNAYkbecHBAHXS03WQfrbxMn96FLHZj9zDQdKfU61MMTl2CXzyq99JJAYGEMEWisrhQZRtfXFWKZORl5o7L4NpAkoyTVMsLEzsmVTtA3kUpRggxnO5V5r8uES1+XCLr7KO79zZGEhw4XPC4+xXN0LKz6PmXmLv6zZXVkPq6jBN/TKwKxUys+Vo29WoR6UR9rZ9XGLWbH3LkdG11saX1PHCt9fGJyDc0TGIGPEnSMysf+XBbgl3i8RtwS3AOYgU0QniJyjnINMcTLDUJMVqJkFcTF7T7u5R94kr+0Tn5JRow6wtN9zYRNa7FIt05WYRumjBeqxI3XLCNo8j9h2pHiSh17bgItq92NrQxxBrUkvZinzTWKaoEpVent/O16zUsKaWtzuW8CfyJVxyRn47veLN0nBqkuhh7NvDtLgpUKkwrnKgnttaJeB1Sgw2EtDsk+XDX5VeaIFE1A9PAQO4WdEBnstr8iKUC2QYQ8nA3wxoA1pE5sb2BdJWtCtFPAr0OD8CnSFSr3uWNMnMgLZxiUeplxHW9N3ypPM9kWXuQY0KpliPcVmggENnVFLOVJR0tgcca6hK+SqSyGQJAtljXdRsb/FAvQO3ZAtVsxWMsdhrDNfSS2erlhKsq6JWlxzOYKNEkxym4+Ot/IZsCdIpi9Kgb2KVe+dljhfoqyompq97Zq2DtwuIn90EEUOeNL5/bryZBdJUrKDQ+AwcjwNXNlu+MdLK6RcgsxwDHHFEIN69FO61GKwniKdQRt7inEFrJKVcsAQdMeutEhaVVtg63BT/v1APe3B45MNF8kG/0JCYUiuIXWJrU1+2w6gFP9oRPE2Id86g6fHLi1LIV1SpIhlpgm92sVgbPzMCUhnNLPCdM42fb9MAzUrc3blG7HWF9czO221+hepOeqlSkpWGbufq9hqa5p5YElg/jsW/ujht6lfX6xgQDpRB8q9o8i9RWA3VLjtJZXrQZvW/pG2jdIavFq3EDxGu1ihlLZNU1YpyO8hugVSpWqiw0uBat+2kkoC9n/xx99Ustyf666uJkslAVtMYGBEDTHtfU9DEjhoIxSgLRs9+w3ikGBZpQtJNdIQr21qWcdXGvLzc8nB2llR6XZMZI6ITs1kHeRbov3k6OUBycWyCDSIr1BsYAMtUSqiVFT9huGoZXce2X89pid+m/r1dApmBlyEXx5G/vhaoDdqKeoVMRS0TQ/nPD7an0YqYIEwtKumAXEVxseU0LCqKAOc27aeixM09jA80gjUlkh20IYnWzHIwb+ydpVYJijQWS8Rg8qjKUvUdCikTFGNhaPjOduoQMWI7fxWogbL6NKubUkT2xot6RCJiSEgmzAb3+8GW1Q6hep6q7JRPH1a5dKNeyK5et8imHtEjKREWOGpKAYNqyoQfOTWL+HGwVP1E7+OPJ0FI5dfDoCbkWMaxrcdb7xeclZ7mspR9NI4upaoToGBRawEotaorBC/QmJrEBQZEtkzphTtIcXQOgJsm/KlFbi6WbL44u/ahaIspBBOU2CteC90KNBo8ZDxmSbUhWIY/kR71KGABHOTwZSImOrFGWXbuVvDCEm2f5HUAsvo04fOLJt25ClbfCYuH0CqDmtsUIx90FEStaSQkiaukKKmpGHQBHaKyLvXv1XFyvLUCgYk236oXP9Z5ONFw2nt2ApLVgMh+gCrSK9Y0votCD2iTzD4RLvotaJ2kZ4IhC1aacyvMUTZwrktVPdwYkMIeY0NuRL6lGf/AZRBthIdI5CkyCrDfhJ+n5j/jkz+07VNNSmQWTFBies2VeKaEJdAj3mRaE5T7CC6hE/1AYv1xCD+qURRscVUNiCdxg2lBF/iwooi1rAMLPYC/V0jHdz/dksU8CUVzMKSQ1U9hNNrgXpRQw1+L9KWjQHPZYBzfbz3rNTZBi7XImVL6DU4r/R7jrrcBm2IhVBonxBGqGwhbhfRvmWlaekknUd7+Iw88D/rgutFDtKcTRoUO/1hF4THjd+T4pFiqo0qO5JjppxQaEpPDN6Dbk5Haedm83F2cdZGx+Gx7jDvwX7clUifyvpbmGvURFCicUlM09iRJT0pCVSw1TBsA/eOI/sHj5xj/Kbly1mwTg6U9wjcPBL+DRWVRs4GgUs0RO2x9AW96CgKoV0qvheoXMteYZXKUBb4GOkXQk0fkS2cT20nfQV1W6CGEc/LJx/m4X6sbFb9sxZZycIwXptwIMsyk5mJGCOCmcsUfCodoiOjHxL8rJvXTL9L5txIr23Hkp6bMsn1F4DHKFeGz6Jr5d5onW2egehttYvFXs061nVLJC5RlkS3QosKqoYyBtqRDWp8R/IVFUzg6BCuXw98/Hrkrf+r9AeB8bBh23lYeKqe4JbCtFYGbaS/HZhWSjEQRgNPO1Sq2kEcorKNximGHZ+BboGMQAY4ChS/kWo9pV3fxJZtokDT8XenOMVOG82D7g1y/1kVUWtHZPaajhc1T0NtTPR0itu9xwPJx5Oslqa6Vu4v5TSzO74ud0i9JgmINKnfWEEa81c/x7k5gSVVW1H0a+R+y9V7kRu5jvLty1dSMDvHh9gpPBJuAbvXIm9cCxQj4faJ4MdCHMDgR8q115W2tNNd3BVGb3o+/dgRXA8f51DM8H6Cyg6GF99C4xa4AUKBsccZnvmBRvgTjrKLby6WLrqHcw2UjHffKBqQC59JsRNIVNbWL8dQmTekM4puwxVuvt8DdboHpVOiBF9NrN7JnOYBSEl+OmUVadAAakRXqC4RlqBzwGDt4kq8VuxKw49eCVwrI0cgh9++e4QvahU9QURIuJkD5ZdE3rsd+NW85eNftlTHDbPbNR980FAdN7xz0vCreWuP/6ZlFlrG44adoqTfX+KYEXWK6hR1E5QZUswtnpAada0RcuT3TNHzU9xym2U9hpYeU0muMZHl5dOdM8J0k/y3UZLnEtPzzHeaWj0X38N37auL7/+E25oUzkoOSMJlp2JpJqARWaGkImr3mE3fi5ujboa4GYWfgSyRokRDTblqWbwdOIIHSeK+TfmKLtJE0gVXgAOF/eSHDlMH9eBP1wmUgh4dydEBenBrBJcvN7DtKaYldW+ByBTaHZAJIjvAtrlJBgg21m6+xSOd7Xny8SV3prCRqWUvm0oHZOPiOiOymSCkHNLCQF3/rrLZksqZYXZ/T9PieaRkWFPipHeJwCLTLAmo+mQmDXtEbIygJM7ATZE4AZkS4wJ6C3y9ou3XTGOLnysHxO/KPcJ3+U5JFIT39x07/77gt3/UYzbZZq/YY+Veo4hvENxv49yPEf0xxDdR9xrCK6jsIjqwAmwyFTkeeZr33QAqXry/kUwmueDG9OHHcstyHVOtn/AU/KePPClk6m1N09hOSyLGyyZUFsiLFdNE04phIjaFPSfGMcJdlNuI/Abnb+Oae1RhzGpvRn+8Yna75sZB+CrAwa8qX8uCfRURUN1/P3LrKLDXOsKwJuys0HqB+imEiQEY2UHcNipDogxABykGc6mkla/2U2eW+eJfzDJJ8dia40sfcfrXOqPd32z2Cp+cGX6BuBzUq2KEMrVx0esCxwLVJU6alAYbaws4oxjSBmSOyBgnpwQdI24C9Zy2VzKgoq5b7lWBvz6I/Ifv1qZ85woGZMWIHB8Frr5Wc/e8oj9aIH6A+DHCCENjbCGMEBlg3AkbgY767rWe+m1lQxEuKsMX0Xsr2VLJI5TqS+39edSRZXscidKi2FS2jftPQaYoK4wjF0iISHExzd8tEXcOeh9x94lxgvdzCi2ZhJq3txuKQYSjC/nzdyHPRMHMyxwJ94hMhpH+sGJnVrCMC/qDKUG2gG28bBPFamJgPUqcx6ktrn+4MvTF7/0VFeFRz/t6SnXhlexHFMUYcRKfhM7BnSN6BroAqdLIEyBi1N2uJeoKiVNccYaGMX03YRkWVLLiijSs7kQ++lHk4D9/qYGNb/CTffeiOdL+4AMPH/TYZYvl3g4Fr+HkdSS8icqP0+0a6DWEyyh7iIwQ6VnAi+9wOS+kKCm2MspKZQ46RbkPcg/RE1Tv4d2E0K5wvsnIWoC0MKCCFOg7neDkHOKcwWDJ3U9rqp823LgRZT0L8Z3Js3GRgOn2Icx+prz1duD0rGZ3taLYnVPWQ4riPMF5tvA6JLpt0D5OenRNcGc1ggf5MF40yeWJPG4WtUZYoSxQpqBjgo6tcKo1XqMtmVMjKWsT3q7nFjhZILrgrKx455WGS28FPjxRjo6eyUd7ZgrWFWsNAiTEP2io/27FoFkwKHrUbZ++71PHAUgP54bWNurco8uFEnLp4ksE/c+RWLVe1DZrOG3xYhV5jXMCU7w7o9VTimJCW1dURYuXSKuGEXKhpe9sLdusV1Hdr/jdtyvGH7TcI7L/xSQl35Y8QwuWlewAOAocXxZa37AYVIx0gQsDGh1QyBB8H2UbSMpGLzGUpMqpSFe6EJdw08/ykz2ldCidZL1cJhpLg7LiSjwLCHMcUyITBloy9DXlwhbHxp7SbyOTMqCXGnzbcu4bxh+0XL8euHn8pSaxv2l5pgoGZKtjaNm3/m0LrCjmjtIbLxnSB/rANtBHpYeTHlFtwkMSFQ5SpJ7Pi6FckLtXhueyfdgBFdvJaEvMS6Iu8bKgVxh91mpQsqRmsB0IjRKGSuWVvUGkmkTOQuAagQ+vR24e2+azbxlU+CR55gombKJlPxHe+IOGcazgfIEfFkivh7Y9PCOi9kyRXGHFRtJcpdiemqgJBesedpWPUjp93APpwcc+9MSG4lO+V25qp59WwU9bzVyFxBWqK5yUBh50K1pZ0Qsl96jZHUeu9CMf1/DWG0o9V5rryo2Zwo3Ie+kdv8Oi6qPkmSsYbLjKmzcjo08DVy/VfHrJ028LYtWDXo8YjWDFmEoKiB6bAjdFsxfKLeyNpvgTzNkTLd1Xed6XfU5ubsuaTF+kIroVQknQEu9KfK8kSsV2U9POGt661jAZR97Zjvwf4GQO+/tJkY6AG5rqdc9UueA5UTCwb5oqkVuHAtcbVgNHT80F+iCo6xmmOTcLHUas1WGi00oUTWyL0aex7i/VUvoOJSPQMtNJa8MaUiK6RGSBl0VCR1SsmprtQcNgt+WtUYDbEfnPD4GPTA6/8w/zOHluFAyyJUtzXx/vNZz+vePKW45l62jbAaPClkIGLWywEVDpWQapaoXK7BKcoomDNtUln6sMM7GEdu0hdQ1CZRV8lkQx6I2PJXVT8+pOTR0D7ERunij7Byo8u9jqaeW5UjCTBCU5/bPAG5dr2lrYHgmz0COoo8DRakF2ACJFahQncF7a32wbLEzJMhpWUmz2rNVsDahVVGw83EkFugJZIG6OY47TBbG3AqloYsvSB5qPI/u39UUpLD9/Cpazyo8uR/hJy5u3hfutMNIZIAQvFM4hcc0UZ0j4zLvUdpCXLmZLPcxcOyOFZs/KormOD9RoeKQw5VJZIiSS5UQZ70NJu1VTVi2LeaT6Fwo/fyGsFzyHCtZllceHyj6RY1p0JYx2HOORMKwMmNV6xbuQsrAWkYYoDZIWp6pugyRcv/YTYN6ldbxWQ1sz3WWysW/502XsjyTlwliglQrHEpU5Mc4RPyPqHHRJE1dQ1/RfaXn9o8ivnn3g/mXkuVMw2Mgqj47g4HrgeAj9y0J1W3C7pgUDlEgeYDT6QXE22WRr6qqkZIbGUE11tTQKFyVPK2UoRB5l/DY/WZplxFo8RlJSI1oSsW0qma8+yBynS3yxol01zMeB9/4g8O4vXxj3CM+w2f20oqrCrSPP1X3HlQ96nF4dsNeMWLIL7IG/QqGXadxrqF6h4FVwr6JcSjOWW8AIZAh5XYr20MRj1u0c1Ey0It9iQmCuUTEOTucWBhPXM5C7ED9H9J8I8hno5xTxnvUg/QyoePePGkCfdW3ry8hzacEuiF3sADeVX58LV96Apgf0oFgayrPSll5mlEmj8lFt9Y3IDsoO4kaobiEMUBkYGgPbVAJFmg5JwyWQCHa/GSXLE1FopunJrrG2XZzMiHGKyATbETRF/QKaFa5Xs3215XMiR0dwePiNHNJ3Jc+9BYNUU9dD4RaOq9cd7aUerzR94vaAcr5LMdim0D2CvEKMr+B4FeQSTvZs1lJ2rZcpO5g1GyE6ShZt0LlQUkKwhmR/7ZFrYF2xt7pXIuJjga1tOQXuEMJtkM+Q+DGO2yAnaDhnXs3ZGZS8O29hP75I1gu+xlTRdylWSDxQbhC5TqCYNJxoRTwpUTej1Amhd4rqXYLchuJTcJ8A/0yUT0A+wblPEPcpordB74I7Ac4MXswCm9qxTb64CKKk3ddWZ3Nf9ZZfI2W6BMRXOL8EN7dBDTnHF2cUMsb7CVLM0VACFf2mZXI1cnT8nc0yfpPyQh2xqgpHR8LBdeGDnziuzDxt2WcS+lzyQ4ajIctqm8Lvotk1so3TXbsvu+B2UN0lyh6eHaLugewhbCMyQnWIuLScMxYJZ/3kltMXHHaKuyJOGsDmF5UxjvvAXZTPiPEzCj6nCZ8j/j4hntM7X+Ber/iYlhs3vtNhjW9Knv8YbEOsnaQpu9wPcMsysr/pB4p+SxMaCl/TxoqgS/puhnNbxMTpL7JLYBcnuwiXELmEYwWuQbVNdbTu7RLdjm04/SoalhtVdi/x1ut6MZXKOYQx4s5wMiYwodefAktaKuarlmY3cOO973TU7JuUF/OoSXHZ4aHws585buwKH888Swq2KJiHAaPQp1/0qWSIkxFtGOFlh6K3RVNdwvlLCJfBXwa9apmnXk6KtwM6QhliCUAqYzxlF6AL6kkc5gQkkfApM0TPUe4gegeVz3Hymf0e7xGq+7A7Za9e8vrVmpsfBv7kT+KzwnN9XXmhLNimCCiHh6qZF+CdW8rx1UgxCfROAktfo6OC2Kzo+SWOAW1cEMIWUixwbgGSMk5I9V1JM4ceFU9mvBZ8N2H7NNJtPIt5SrsGrRCWCDPUnePiGcgp3p0SwphCzqmZE5qS1wcVi8+MM33/WF9U5YIXJMh/onTEpjcC16+3/PovG/5lVTFfrqhDSRHnFMMpcI7nlLa+TxHvQbwL3CHqXRx3QU5wcgZugsgCyUG/hC7gF5cZhx99Q3JQn9yisya2kwq8cdrizhHOEHcf4T6hPUN1TCim+OGcOFqxouGtn7TcPNGuN/uCygtrwbIYKl9SKUOVGwdWM/t3r0eOTwLxp4L7W8/O5ZqVq5HKKI4CNdDgnK0h9OKI9HDSRxkg9IEhQpGs2Ual/zGIQsksw2qEcNDiSQ1snYEfg54S9T7ICch9XO+UwDmeGa2UvDasOb8XYB45fjEzx015sY/+MbLONg/sP27dclw9cey95VnEgp1en2q6TTHYAS6j/kcQrqHFj3HuTdA3QV4Dfc0Yf+KIrur/iBG5zWDeGHFiqnXZGJpjSpRz4B6i90DvoOEzotxFeidoO8YNp4xnJeesuHGjSa/6QlXtHyXfSwWDXJztcDEpjLnl4KrjbttjfDKkP9ymJ3s07kf0eYPIWwR927gxeAPkDdA9YAujabf+5UM9S4X11tDWmu1UwBLjqx0jeh8VUy6ndwjhc/q9E5bNGMKUfrHgt95ZwV+08PPA90C54PsQgz1GJF0gu5GGTn8Z4cPAadFw56xiNFwS3JyenxDdBHETCj/BY9RHUCGuMeiPKJkQIy+2z3EZ3qBC4hIjjpSozDGmoPvAPaK7g/A5Tm8T3R1c7wQnY0ZhynCwpDeqOJ4GuP29US74HsRgX0rk0OKjD2/CT3caBq2j7lXUVcnQL8AvoF2ivkS1womts7UFB2knXw7DungLRII1sKmTW1zY2D/nCPfBnSByF433cP4e3p+h9QQdzJltlVweVsw+C1yfBzj43igXfI8t2KMkJwQcHyvvjgJV0VKEmkEidwvNiigrIiucrDDe0wZJSyPJFksyVbWadaPFFkqUIHOcmyDuFJETcHct1uIu4u/R+lOaOKYYzVgsS+KyYrbV8u4ftbD/vVIueNksGAnQeHAA3FQqIq+8Ezg/b/FqJLpCBVqDNCBtmldM+2ESj4QF+Xn/ZYtIhWiJpoXr6Dkip6jcR7hDj3uoniCcEuIYt5qCX/DK1YrXfAOfBng3V/y/V/JSWbBORIB94439x18rb7gWR4N42w6L1DgaDH5t7hGxZUUiRryrCY1qvUVbN42eo5yi3AOxSr3IHVo9Ab1PE8c4pgxfWdBbVcxvN/zZ/4hwY2PB0fdLXkoFs5TyCOrfVnZGkVNViiLiY0B8wPkAPuBcIE9doxFHirXUXKINxs5xMgHGVjyVe4i7g2C3qPdQvQ9+jPQntMMFvXLFvGk4/fvAz3+eFJjnYo7xm5aXUsFMDpTrpfLqZWXYRupKUZdWr6Xl3raGLW9+TIs+qRFK0EUCB56hnIDcxulnBguST4h8Bu4z+nIHF0+o9Zwrwxm/e23JtKw53Q38+Tpj/L7FXlleuhjs0bIFLC7+l3HkWy9RMNZB26MWur6iMkso1DFwgsopQU9x7gQJZ+DGrOoJu1szylXJKlbcnTS8S+C//nk03ojvp2Jl+f45/aeURIBX8Hf/c8iVrV2Cf5WqvobwNsJvoe5t4Ldw+hoqu6D9dLoaGy1jjsg5qmPQM8TdA06J7Rm+OMXJhOimxMUcKOltp2zx3ZbvSZX+acQ/6wN4VnIo4rh61eNWBW4wJLZbILt4v4fKJUR28ewYbl8ECKmAOgMdA6co9zEiUAvqae4T3H3c6IzYTJkvFritJYNBzRtFw9/cjrzzzkujXPAyu8jUpuTXhSArQXtCocbOJRpRAkptXKkdt3yF6BLnz0DHaBzjOEV0jOeE2k0Z9Seom+P6Ja2rOP20ZlS2vEHgxn7qV748juOlVDCrBxzAr/+b8OrvwWos9PpQVRiJirQ4rVBZ2tylFIi2htvXOXAflTEwJhZnOM5pm3PUzYjFAilLirrinTdq3gkB3gvGevPyWK4sL2cWqQo3bwr8HshE0v/ZMGxBY1V9FiBj4D6id0A+I8ZPCPwG4m9Q/hn4hNB+TqzuErkPek4TZpxNSl69UsHHLUfvpUzx8IWbCPom5KW0YJ28C3wExKgM1CjEoyQURJwRRfHqUR/QYEzOTqbEeEZsp/SLCS7OobfEs2QZa/qXa677cItP4w1uRA5Ev4/1raeVl1vBfg28shMpl5HQtEisIJZQzBCviFuiUdDYgittzEzq8hm6AAABzUlEQVRnuDih8XPacsFwuKQ/WPHpvZotWu4S+F8fxRvHx8rBjZdaueBlVzAADUpbB4qiwfVLtJkjCkErNPZQFHE1UBLqJV4XMJwxbEqWuqKOFaOyof9W4ONPbQLovfeeC/rK50FennRmQ7olEMfHBVc+7TF+ZcjV4YgVNt7W1CNU+hTO2bCs1khc0fgVNCWjrSXVpGZQ1SzeaTk9DXz0UWT/2DD08uxYnZ83ebktWFkqH+1Gri0DzbCmCp6+U/q9ilXdgwh1jAyLmkZr6qaGfkU9q9jut7x+qeWf/9K4zPb3I/xgtR6UlzKLlDyz+NFHkUuXAtNXGxZNxXB7wXQ6I8iEgTtDOKWJp/h2jI8TXDFjebLkH65UXJvVN/nQ+on7xhnxg3I9LC+li4QNN3nrlqN8y/OHE09vx+Pnjlnf4eZC3FHaOtLsRPb2AtcWgeNfKR/uB/b5wWI9hbzECtaFSbYt5PjYcb0vfHri4G3wd4VQK22lvHM18kGpzGbKyYmyvx9/iLN+kC8UVRVVFX3/fa+qXvUXhapevP3iF4Xq+15VnR4eOn2emKp/kOdfVDEl00Onqg/fklLZ7eW1+F9VfjhhPDhD+YD84Aq/lvx/upUime+0yVUAAAAASUVORK5CYII=",e:1},{id:"image_16",w:156,h:108,u:"",p:"data:image/png;base64,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",e:1},{id:"image_17",w:99,h:108,u:"",p:"data:image/png;base64,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",e:1},{id:"image_2",w:77,h:67,u:"",p:"data:image/png;base64,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",e:1},{id:"image_3",w:77,h:67,u:"",p:"data:image/png;base64,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",e:1},{id:"image_4",w:235,h:97,u:"",p:"data:image/png;base64,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",e:1},{id:"image_5",w:215,h:16,u:"",p:"data:image/png;base64,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",e:1},{id:"image_6",w:295,h:269,u:"",p:"data:image/png;base64,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",e:1},{id:"image_7",w:126,h:181,u:"",p:"data:image/png;base64,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",e:1},{id:"image_8",w:99,h:124,u:"",p:"data:image/png;base64,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",e:1},{id:"image_9",w:97,h:123,u:"",p:"data:image/png;base64,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",e:1},{id:"image_10",w:383,h:214,u:"",p:"data:image/png;base64,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",e:1},{id:"image_11",w:59,h:89,u:"",p:"data:image/png;base64,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",e:1},{id:"image_12",w:50,h:65,u:"",p:"data:image/png;base64,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",e:1},{id:"image_13",w:567,h:243,u:"",p:"data:image/png;base64,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",e:1},{id:"image_14",w:152,h:183,u:"",p:"data:image/png;base64,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",e:1},{id:"image_15",w:156,h:108,u:"",p:"data:image/png;base64,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",e:1},{id:"image_16",w:99,h:108,u:"",p:"data:image/png;base64,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browserInfo$5=browser();var CheckDelayPopup=defineComponent({name:"CheckDelayPopup",emits:["close","startCheckDelay","load","back"],props:{delayData:{type:Object,default:()=>({time:0,count:0})}},setup(F,{emit:B}){return()=>createVNode("div",{class:styles$n.delayContainer},[createVNode(Vue3Lottie,{class:[styles$n.delayBg,browserInfo$5.iPad?styles$n.delayPadBg:""],animationData:delay_bg},null),createVNode(Vue3Lottie,{class:styles$n.leftAdorn,animationData:left_adorn},null),createVNode(Vue3Lottie,{class:styles$n.rightAdorn,animationData:right_adorn},null),createVNode("img",{class:styles$n.delayBackBtn,src:iconBack,onClick:()=>B("back")},null),createVNode(Vue3Lottie,{class:styles$n.delayAdorn,animationData:step1$1,style:{display:F.delayData.step<=2?"":"none"}},null),createVNode(Vue3Lottie,{class:styles$n.delayAdorn,animationData:step2$1,style:{display:F.delayData.step===3?"":"none"}},null),createVNode(Vue3Lottie,{class:styles$n.delayAdorn,animationData:step3,style:{display:F.delayData.step===4?"":"none"}},null),createVNode(Vue3Lottie,{class:styles$n.delayAdorn,animationData:step4,style:{display:F.delayData.step===5?"":"none"}},null),createVNode(Vue3Lottie,{class:styles$n.delayAdorn,animationData:step5,style:{display:F.delayData.step>=6?"":"none"}},null),createVNode("div",{class:styles$n.delayBody},[createVNode("div",{class:styles$n.delayBox},[createVNode("div",{class:styles$n.dbTop},[createVNode("img",{class:styles$n.topIcon,src:F.delayData.step<=3?step_top_icon_1:F.delayData.step===4?step_top_icon_2:F.delayData.step===5?step_top_icon_3:F.delayData.step>=6&&F.delayData.earPhoneType!=="\u6709\u7EBF\u8033\u673A"?step_top_icon_4:F.delayData.step>=6&&F.delayData.earPhoneType==="\u6709\u7EBF\u8033\u673A"?step_top_icon_5:""},null),F.delayData.step<=2?createVNode("div",{class:styles$n.topDots},[createVNode("img",{src:setp_dot_1},null),createVNode("img",{src:setp_dot_1},null),createVNode("img",{src:setp_dot_1},null),createVNode("img",{src:setp_dot_1},null)]):F.delayData.step===3?createVNode("div",{class:styles$n.topDots},[createVNode("span",{class:styles$n.aniDot3},null),createVNode("img",{src:setp_dot_1},null),createVNode("img",{src:setp_dot_1},null),createVNode("img",{src:setp_dot_1},null)]):F.delayData.step===4?createVNode("div",{class:styles$n.topDots},[createVNode("img",{src:setp_dot_2},null),createVNode("span",{class:styles$n.aniDot3},null),createVNode("img",{src:setp_dot_1},null),createVNode("img",{src:setp_dot_1},null)]):F.delayData.step===5?createVNode("div",{class:styles$n.topDots},[createVNode("img",{src:setp_dot_2},null),createVNode("img",{src:setp_dot_2},null),createVNode("span",{class:styles$n.aniDot3},null),createVNode("img",{src:setp_dot_1},null)]):createVNode("div",{class:styles$n.topDots},[createVNode("img",{src:setp_dot_2},null),createVNode("img",{src:setp_dot_2},null),createVNode("img",{src:setp_dot_2},null),createVNode("span",{class:styles$n.aniDot3},null)])]),createVNode("img",{class:styles$n.dbContext,src:step_tips_1,style:{display:F.delayData.step<=2?"":"none"}},null),createVNode("img",{class:styles$n.dbContext,src:step_tips_2,style:{display:F.delayData.step===3?"":"none"}},null),createVNode("img",{class:styles$n.dbContext,src:step_tips_3,style:{display:F.delayData.step===4?"":"none"}},null),createVNode("img",{class:styles$n.dbContext,src:step_tips_4,style:{display:F.delayData.step===5?"":"none"}},null),createVNode("img",{class:styles$n.dbContext,src:step_tips_5,style:{display:F.delayData.step>=6&&!F.delayData.erji?"":"none"}},null),createVNode("img",{class:styles$n.dbContext,src:step_tips_5_1,style:{display:F.delayData.step>=6&&F.delayData.erji&&F.delayData.earPhoneType!=="\u6709\u7EBF\u8033\u673A"?"":"none"}},null),createVNode("img",{class:styles$n.dbContext,src:step_tips_5_2,style:{display:F.delayData.step>=6&&F.delayData.erji&&F.delayData.earPhoneType==="\u6709\u7EBF\u8033\u673A"?"":"none"}},null),createVNode("img",{class:[styles$n.dbBtn,styles$n.heartbeat],src:step_btn_1,style:{display:F.delayData.step<=2?"":"none"},onClick:()=>B("startCheckDelay")},null),createVNode("img",{class:[styles$n.dbBtn,styles$n.heartbeat],src:step_btn_2,style:{display:F.delayData.step>=6?"":"none"},onClick:()=>{B("close")}},null)])])])}}),icon_btn="/orchestra-music-score/assets/icon_btn.9d00efed.png",icon_top="/orchestra-music-score/assets/icon_top.927419ea.png";const popup$3="_popup_wl7bd_1",container$7="_container_wl7bd_4",avatar="_avatar_wl7bd_7",content$3="_content_wl7bd_14",title$4="_title_wl7bd_26",des$1="_des_wl7bd_32",btn$3="_btn_wl7bd_38";var styles$m={popup:popup$3,container:container$7,avatar,content:content$3,title:title$4,des:des$1,btn:btn$3};const HeadphoneData=reactive({open:!1,toggle(F=!0){this.open=F}});defineComponent({name:"Headphone",emits:["close"],setup(F,{expose:B,emit:D}){return()=>createVNode(Popup,{teleport:"body",class:["popup-scale",styles$m.popup],transition:"van-scale",show:HeadphoneData.open,onClose:()=>D("close")},{default:()=>[createVNode("div",{class:styles$m.container},[createVNode("img",{class:styles$m.avatar,src:icon_top},null),createVNode("div",{class:styles$m.content},[createVNode("div",{class:styles$m.title},[createTextVNode("\u8BF7\u4F69\u6234\u6709\u7EBF\u8033\u673A")]),createVNode("div",{class:styles$m.des},[createTextVNode("\u4F69\u6234\u6709\u7EBF\u8033\u673A\u53EF\u4EE5\u4FDD\u8BC1\u8BC4\u6D4B\u66F4\u51C6\u786E\uFF5E")]),createVNode("img",{class:styles$m.btn,src:icon_btn,onClick:()=>HeadphoneData.toggle(!1)},null)])])]})}});const searchParams=queryString.parse(location.search);let actualBeatLength=0;const initBehaviorId$2=""+new Date().valueOf(),evaluating=ref(!1),playStatus=ref("stop"),endloading=ref(!1),connentLoading=ref(!1),playUrl=ref(""),endResult=ref(null),browserInfo$4=browser(),scoreList=[],recordList=[];let calculateInfo={};const delayData=reactive({isForce:!0,open:!1,count:0,time:0,erji:!1,checkStatus:"init",step:1,earPhoneType:""});let startTuneTimer=null;const getWiredStatus=()=>new Promise(F=>{const B=setTimeout(()=>{F(!1)},1e3);postMessage$1({api:"isWiredHeadsetOn"},D=>{var G,W;delayData.earPhoneType=((G=D==null?void 0:D.content)==null?void 0:G.type)||"";const R=!!((W=D==null?void 0:D.content)!=null&&W.checkIsWired);R?delayData.step<=5&&(delayData.step=3):delayData.step===2&&(delayData.step=4),clearTimeout(B),F(R)})}),getDeviceDelay=()=>new Promise(F=>{const B=setTimeout(()=>{F(0)},1e3);postMessage$1({api:"getDeviceDelay"},D=>{var G,W;const R=((G=D==null?void 0:D.content)==null?void 0:G.value)>0?(W=D==null?void 0:D.content)==null?void 0:W.value:0;clearTimeout(B),F(R)})}),handleCheckDelayEnd=()=>{delayData.erji||HeadphoneData.toggle()},checkEvaluating=async()=>{if(delayData.time=await getDeviceDelay(),!delayData.time||delayData.isForce){delayData.count=0,checkWiredStatus(),state.delayCheckFirst&&searchParams.evaluatingRecord;return}handleCheckDelayEnd()},checkWiredStatus=()=>{console.log("\u8033\u673A\u72B6\u6001",delayData.checkStatus,delayData.step),delayData.open!==!1&&setTimeout(async()=>{delayData.erji=await getWiredStatus(),delayData.erji?(delayData.count=0,delayData.time=0):delayData.step===3&&(delayData.step=1,delayData.checkStatus="init"),checkWiredStatus()},1e3)},handleToggleTune=F=>{F==="start"?(delayData.step=5,postMessage$1({api:"startTune",content:{count:delayData.count+""}},B=>{var D;(D=B==null?void 0:B.content)!=null&&D.reson?(delayData.step=1,delayData.checkStatus="init"):setTimeout(()=>{handleToggleTune("stop")},1500)})):F==="stop"?(postMessage$1({api:"endTune"}),delayData.open===!1&&setTimeout(()=>{delayData.step=1},500)):F==="finishTune"&&(delayData.step=6,postMessage$1({api:"finishTune"},B=>{var D;(D=B==null?void 0:B.content)==null||D.result}))},startTune=()=>{delayData.erji||handleToggleTune("start")},handleStopCheckDelay=()=>{state.delayCheckFirst=!0,delayData.open=!1,startButtonShow.value=!0,setTimeout(()=>{delayData.checkStatus="init",delayData.step=1,postMessage$1({api:"isWiredHeadsetOn"},setWiredStatus)},500),handleToggleTune("stop")},handleDelayBack=()=>{modelType.value="init",delayData.open=!1,delayData.checkStatus="init",delayData.step=1,handleToggleTune("stop"),clearTimeout(startTuneTimer)},handleStartCheckDelay=async()=>{if(delayData.checkStatus!=="ing"){if(delayData.step=2,delayData.erji=await getWiredStatus(),delayData.erji){delayData.checkStatus="error";return}delayData.checkStatus="ing",startTuneTimer=setTimeout(()=>{delayData.open===!0&&startTune()},2e3)}},getEvaluationCriteria=()=>{let F="frequency";return[23,113,121].includes(state$2.subjectId)?F="amplitude":isRhythmicExercises()&&(F="decibels"),F},formatPitch=F=>F?state$3.sett.hertz&&state$3.sett.hertz!==442?F/442*state$3.sett.hertz:F:-1;let starTime=0;const formatTimes=()=>{var re,se,ie,ae,le,ue,ce,de,ve,he;const F=state.speed/state$2.baseSpeed;actualBeatLength=Math.round(state$2.times[0].fixtime*1e3/F);const B=((se=(re=state$2.times)==null?void 0:re[0])==null?void 0:se.difftime)||0;let D=!1,R=!1,G=!1;const W=[];let q=state$2.times,Z="",Y=[],U=0,J=0;if(unitTestData.isSelectMeasureMode){const me=state$2.times.findIndex(xe=>xe.NoteToGraphicalNoteObjectId==state$2.section[0].NoteToGraphicalNoteObjectId),be=state$2.times.findIndex(xe=>xe.NoteToGraphicalNoteObjectId==state$2.section[1].NoteToGraphicalNoteObjectId);me>1&&(J=state$2.times[me-1].time*1e3),q=state$2.times.filter((xe,Ae)=>Ae>=me&&Ae<=be),Y=state$2.times.filter((xe,Ae)=>Ae<me),starTime=q[0].sourceRelativeTime||q[0].relativeTime,actualBeatLength=me==0&&!state$2.needTick?actualBeatLength:0,U=me}if(Y.length){for(let me=Y.length-1;me>=0;me--){const be=Y[me],xe=getNoteByMeasuresSlursStart(be);if(xe.formatLyricsEntries.contains("Play")||xe.formatLyricsEntries.contains("Play...")){Z="Play";break}if(xe.formatLyricsEntries.contains("Listen")){Z="Listen";break}}Z=Z||"Play"}actualBeatLength=Y.length?actualBeatLength+Y[Y.length-1].duration*1e3:actualBeatLength;let K=-1,Q=-1,te=U>1?J:0;for(let me=0;me<q.length;me++){const be=q[me],xe=getNoteByMeasuresSlursStart(be),Ae=state.speed/state$2.baseSpeed,Pe=B+(be.sourceRelativeTime||be.relativeTime)-starTime,ze=B+(be.sourceRelaEndtime||be.relaEndtime)-starTime,Te=(typeof xe.voiceEntry.isStaccato=="function"?xe.voiceEntry.isStaccato():xe.voiceEntry.isStaccato)?.5:1;me==0&&!xe.formatLyricsEntries.length&&(D=Z==="Play"?!1:Z==="Listen"),(xe.formatLyricsEntries.contains("Play")||xe.formatLyricsEntries.contains("Play..."))&&(D=!1),xe.formatLyricsEntries.contains("Listen")&&(D=!0),xe.formatLyricsEntries.contains("\u7EAF\u5F8B\u7ED3\u675F")&&(R=!1),xe.formatLyricsEntries.contains("\u7EAF\u5F8B")&&(R=!0);const Xe=state$2.times[me+1];G&&(xe.stave||!xe.noteElement.isRestFlag||Xe&&!Xe.noteElement.isRestFlag)&&(G=!1),xe.noteElement.isRestFlag&&!!xe.stave&&!!Xe&&Xe.noteElement.isRestFlag&&(G=!0),xe.measureOpenIndex!=Q&&(K++,Q=xe.measureOpenIndex);const Se={timeStamp:Pe*1e3/Ae,duration:(ze*1e3/Ae-Pe*1e3/Ae)*Te,frequency:formatPitch((ae=(ie=be.noteElement)==null?void 0:ie.pitch)==null?void 0:ae.frequency),nextFrequency:formatPitch((ue=(le=be.noteElement)==null?void 0:le.pitch)==null?void 0:ue.nextFrequency),prevFrequency:formatPitch((de=(ce=be.noteElement)==null?void 0:ce.pitch)==null?void 0:de.prevFrequency),measureIndex:K,measureRenderIndex:xe.noteElement.sourceMeasure.measureListIndex,dontEvaluating:D||R||be.skipMode,musicalNotesIndex:me,denominator:(ve=xe.noteElement)==null?void 0:ve.Length.denominator,isOrnament:!!((he=xe==null?void 0:xe.voiceEntry)!=null&&he.ornamentContainer)};W.push(Se)}return{datas:W,firstNoteTime:te}},connect=async()=>{var W,q,Z,Y;const F=useOriginSearch();connentLoading.value=!0;const B=sessionStorage.getItem("behaviorId")||F.behaviorId||initBehaviorId$2;state.speed/state$2.baseSpeed,calculateInfo=formatTimes();const D={musicXmlInfos:calculateInfo.datas,firstNoteTime:calculateInfo.firstNoteTime,subjectId:state$2.subjectId?state$2.subjectId:state$2.isPercussion?1:state$2.subjectId,detailId:(W=state$2.activeDetail)==null?void 0:W.id,examSongId:F.id,xmlUrl:(q=state$2==null?void 0:state$2.activeDetail)==null?void 0:q.xmlUrl,partIndex:state$2.partIndex,behaviorId:B,platform:"WEB",clientId:"STUDENT",hertz:state$3.sett.hertz,feature:"EVALUATION",practiceSource:F.resourceType&&F.resourceType==="practice"?"UNIT_TEST_PRACTICE":F.unitId?"UNIT_TEST":"PRACTICE",reactionTimeMs:parseFloat(""+state$3.eva.reactionTimeMs)||0,speed:state.speed,heardLevel:state$3.eva.difficulty,beatLength:actualBeatLength,evaluationCriteria:getEvaluationCriteria()},R=useClientType();R==="student"?D.clientId="STUDENT":R==="teacher"?D.clientId="TEACHER":D.clientId="BACKEND",browserInfo$4.android&&(D.platform="ANDROID"),browserInfo$4.ios&&(D.platform="IOS");const G=await promisefiyPostMessage({api:"startEvaluating",content:D});if((Z=G==null?void 0:G.content)!=null&&Z.reson)throw Toast.fail({message:(Y=G==null?void 0:G.content)==null?void 0:Y.reson}),connentLoading.value=!1,G;connentLoading.value=!1},sendOffsetTime=F=>{postMessage$1({api:"proxyServiceMessage",content:{header:{commond:"audioPlayStart",type:"SOUND_COMPARE"},body:{offsetTime:F}}},()=>{})},cancelTheEvaluation=()=>{const F=useOriginSearch();setTimeout(()=>{postMessage$1({api:"endEvaluating",content:{musicScoreId:F.id}}),playStatus.value="stop",pause(),resetPlayStatus(),clearIntervalTimeline(),setCurrentTime(0),Toast.clear()},500)},stopPlay=()=>{console.log("\u8C03\u7528stopPlay"),!connentLoading.value&&evaluating.value&&cancelTheEvaluation(),startButtonShow.value=!0,connentLoading.value=!1,evaluating.value=!1,modelType.value="init"},evaluatStopPlay=stopPlay,startPlay=()=>{console.log("\u8FDE\u63A5\u670D\u52A1\u6210\u529F,\u5F00\u59CB\u64AD\u653E",new Date().getTime()-state.clickTime),startButtonShow.value=!1,setPlayState()},setPlayer=async()=>{if(connentLoading.value)return;if(state.clickTime=new Date().getTime(),resetPlayStatus(),state$2.isPauseRecording){evaluating.value=!1,startPlay();return}state$2.evaluatings={};const F=Toast({duration:0,message:"\u670D\u52A1\u8FDE\u63A5\u4E2D...",type:"loading"});try{await connect(),setTimeout(()=>{console.log("\u5173\u95ED\u5F39\u7A97"),startButtonShow.value=!1,Toast.clear(),F.close()},100)}catch{state.evaluatingStatus=!1,Toast.clear()}evaluatStart()},togglePlay=()=>{if(state$2.isPauseRecording){evaluating.value=!1,startPlay();return}evaluating.value?stopPlay():setPlayer()},playerStop=()=>{console.log("playerStop\u64AD\u653E\u5668\u505C\u6B62\u4E8B\u4EF6",endloading.value),!endloading.value&&(playStatus.value="stop",endloading.value=!0,startButtonShow.value=!0,resetPlayStatus(),clearIntervalTimeline(),setCurrentTime(0),Toast({duration:0,message:"\u8BC4\u5206\u4E2D...",type:"loading"}),setTimeout(()=>{postMessage$1({api:"endEvaluating",content:{musicScoreId:useOriginSearch().id}},F=>{console.log("\u8C03\u7528endEvaluating\u7ED3\u675F",F),endloading.value=!1,evaluating.value=!1}),endCapture()},500))},endevent=F=>{var B;if(unitTestData.isSelectMeasureMode&&playStatus.value==="play"){playerStop(),canSubmit.value=!0;return}((B=F.target)==null?void 0:B.src)===playUrl.value&&playStatus.value==="play"&&(playerStop(),canSubmit.value=!0),state$2.isAppPlay&&(playerStop(),canSubmit.value=!0)},evaluatStart=()=>{if(playStatus.value="play",state$2.isPauseRecording){postMessage$1({api:"resumeRecording"},()=>{evaluating.value=!0,state$2.isPauseRecording=!1,setCaptureMode()});return}else setCaptureMode();console.log("\u5F00\u59CB\u5F55\u97F3",new Date().getTime()),postMessage$1({api:"startRecording",content:{accompanimentState:state$3.eva.mute?1:0,firstNoteTime:calculateInfo.firstNoteTime||0}},()=>{var F,B;evaluating.value=!0,state.playState="play",(F=state$2.activeDetail)!=null&&F.midiUrl&&(console.log("midiUrl",(B=state$2.activeDetail)==null?void 0:B.midiUrl),setTimeout(()=>{sendOffsetTime(0)},220))}),startCapture()},playEnd_endEvalute=()=>{playerStop()},submitEvaluationScore=async F=>{var D,R,G,W;const B=useOriginSearch();if(B.unitId){if(!canSubmit.value){Toast("\u5B8C\u6574\u6F14\u594F\u7ED3\u675F\u624D\u7B97\u6D4B\u9A8C\u5206\u6570\uFF01");return}(D=endResult.value)!=null&&D.score&&(scoreList.push((R=endResult.value)==null?void 0:R.score),recordList.push(endResult.value)),postMessage$1({api:"setCache",content:{key:"h5-orchestra-unit",value:JSON.stringify({musicId:B.id||"",unitId:B.unitId||"",questionId:B.questionId||"",score:canSubmit.value&&((G=endResult.value)==null?void 0:G.score)||0,recordId:canSubmit.value?(W=endResult.value)==null?void 0:W.recordIdStr:""})}}),canSubmit.value=!1}},canSubmit=ref(!1),sendResult=F=>{var R,G;const{body:B,header:D}=(F==null?void 0:F.content)||{};if(console.log("\u8BC4\u6D4B\u8FD4\u56DE",B),B&&D){const W=(R=F==null?void 0:F.content)==null?void 0:R.body;if((F==null?void 0:F.content.header.commond)==="overall")state$2.isHideEvaluatReportSaveBtn=!1,Toast.clear(),endResult.value=W,evaluatingShow.value=!0,submitEvaluationScore();else if((F==null?void 0:F.content.header.commond)!=="checkDone"){if((F==null?void 0:F.content.header.commond)!=="checking")if((F==null?void 0:F.content.header.commond)==="recordEnd"){if(delayData.checkStatus!=="ing")return;if(delayData.count++,delayData.count>=2){handleToggleTune("finishTune");return}setTimeout(()=>{startTune()},100)}else{const q=Y=>{for(;Y>=0;){const U=state$2.times[Y];if(U.stave)return U;Y--}},Z=(Y,U,J=!1)=>{const K=getBoundingBoxByverticalNote(Y);state$2.evaluatings={...state$2.evaluatings,[K.measureIndex]:{...K,...getLeveByScoreMeasure(U.score),score:U.score,dontTransition:J}}};for(let Y=0;Y<state$2.times.length;Y++){let U=state$2.times[Y];if(W.measureRenderIndex==U.noteElement.sourceMeasure.measureListIndex){if(!U.stave){const J=q(Y);J&&(U=J)}if(!U.noteElement.tie)Z(U,W);else for(const J of U.noteElement.tie.notes){const K=getParentNote(J);!K||Z(K,W,J.NoteToGraphicalNoteObjectId!==((G=U.noteElement.tie.StartNote)==null?void 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permissionPopup=reactive({active:"earphone",show:!1});var 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D=[{re:/^rgba\((\d{1,3}),\s*(\d{1,3}),\s*(\d{1,3}),\s*((?:\d?\.)?\d)\)$/,example:["rgba(123, 234, 45, 0.8)","rgba(255,234,245,1.0)"],process:function(Y){return[parseInt(Y[1]),parseInt(Y[2]),parseInt(Y[3]),parseFloat(Y[4])]}},{re:/^rgb\((\d{1,3}),\s*(\d{1,3}),\s*(\d{1,3})\)$/,example:["rgb(123, 234, 45)","rgb(255,234,245)"],process:function(Y){return[parseInt(Y[1]),parseInt(Y[2]),parseInt(Y[3])]}},{re:/^([0-9a-fA-F]{2})([0-9a-fA-F]{2})([0-9a-fA-F]{2})$/,example:["#00ff00","336699"],process:function(Y){return[parseInt(Y[1],16),parseInt(Y[2],16),parseInt(Y[3],16)]}},{re:/^([0-9a-fA-F]{1})([0-9a-fA-F]{1})([0-9a-fA-F]{1})$/,example:["#fb0","f0f"],process:function(Y){return[parseInt(Y[1]+Y[1],16),parseInt(Y[2]+Y[2],16),parseInt(Y[3]+Y[3],16)]}}],R=0;R<D.length;R++){var G=D[R].re,W=D[R].process,q=G.exec(F);if(q){var Z=W(q);this.r=Z[0],this.g=Z[1],this.b=Z[2],Z.length>3&&(this.alpha=Z[3]),this.ok=!0}}this.r=this.r<0||isNaN(this.r)?0:this.r>255?255:this.r,this.g=this.g<0||isNaN(this.g)?0:this.g>255?255:this.g,this.b=this.b<0||isNaN(this.b)?0:this.b>255?255:this.b,this.alpha=this.alpha<0?0:this.alpha>1||isNaN(this.alpha)?1:this.alpha,this.toRGB=function(){return"rgb("+this.r+", "+this.g+", "+this.b+")"},this.toRGBA=function(){return"rgba("+this.r+", "+this.g+", "+this.b+", "+this.alpha+")"},this.toHex=function(){var Y=this.r.toString(16),U=this.g.toString(16),J=this.b.toString(16);return Y.length==1&&(Y="0"+Y),U.length==1&&(U="0"+U),J.length==1&&(J="0"+J),"#"+Y+U+J},this.getHelpXML=function(){for(var Y=new Array,U=0;U<D.length;U++)for(var J=D[U].example,K=0;K<J.length;K++)Y[Y.length]=J[K];for(var Q in B)Y[Y.length]=Q;var te=document.createElement("ul");te.setAttribute("id","rgbcolor-examples");for(var U=0;U<Y.length;U++)try{var re=document.createElement("li"),se=new RGBColor(Y[U]),ie=document.createElement("div");ie.style.cssText="margin: 3px; border: 1px solid black; background:"+se.toHex()+"; color:"+se.toHex(),ie.appendChild(document.createTextNode("test"));var ae=document.createTextNode(" "+Y[U]+" -> "+se.toRGB()+" -> "+se.toHex());re.appendChild(ie),re.appendChild(ae),te.appendChild(re)}catch{}return te}};/*! *****************************************************************************
Copyright (c) Microsoft Corporation.

Permission to use, copy, modify, and/or distribute this software for any
purpose with or without fee is hereby granted.

THE SOFTWARE IS PROVIDED "AS IS" AND THE AUTHOR DISCLAIMS ALL WARRANTIES WITH
REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY
AND FITNESS. IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY SPECIAL, DIRECT,
INDIRECT, OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM
LOSS OF USE, DATA OR PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR
OTHER TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR
PERFORMANCE OF THIS SOFTWARE.
***************************************************************************** */var t=function(F,B){return(t=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(D,R){D.__proto__=R}||function(D,R){for(var G in R)Object.prototype.hasOwnProperty.call(R,G)&&(D[G]=R[G])})(F,B)};function r(F,B){if(typeof B!="function"&&B!==null)throw new TypeError("Class extends value "+String(B)+" is not a constructor or null");function D(){this.constructor=F}t(F,B),F.prototype=B===null?Object.create(B):(D.prototype=B.prototype,new D)}function e(F){var B="";Array.isArray(F)||(F=[F]);for(var D=0;D<F.length;D++){var R=F[D];if(R.type===_.CLOSE_PATH)B+="z";else if(R.type===_.HORIZ_LINE_TO)B+=(R.relative?"h":"H")+R.x;else if(R.type===_.VERT_LINE_TO)B+=(R.relative?"v":"V")+R.y;else if(R.type===_.MOVE_TO)B+=(R.relative?"m":"M")+R.x+" "+R.y;else if(R.type===_.LINE_TO)B+=(R.relative?"l":"L")+R.x+" "+R.y;else if(R.type===_.CURVE_TO)B+=(R.relative?"c":"C")+R.x1+" "+R.y1+" "+R.x2+" "+R.y2+" "+R.x+" "+R.y;else if(R.type===_.SMOOTH_CURVE_TO)B+=(R.relative?"s":"S")+R.x2+" "+R.y2+" "+R.x+" "+R.y;else if(R.type===_.QUAD_TO)B+=(R.relative?"q":"Q")+R.x1+" "+R.y1+" "+R.x+" "+R.y;else if(R.type===_.SMOOTH_QUAD_TO)B+=(R.relative?"t":"T")+R.x+" "+R.y;else{if(R.type!==_.ARC)throw new Error('Unexpected command type "'+R.type+'" at index '+D+".");B+=(R.relative?"a":"A")+R.rX+" "+R.rY+" "+R.xRot+" "+ +R.lArcFlag+" "+ +R.sweepFlag+" "+R.x+" "+R.y}}return B}function i(F,B){var D=F[0],R=F[1];return[D*Math.cos(B)-R*Math.sin(B),D*Math.sin(B)+R*Math.cos(B)]}function a(){for(var F=[],B=0;B<arguments.length;B++)F[B]=arguments[B];for(var D=0;D<F.length;D++)if(typeof F[D]!="number")throw new Error("assertNumbers arguments["+D+"] is not a number. 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G=Math.sqrt(R);return[[(F*D+B*G)/(F*F+B*B),(B*D-F*G)/(F*F+B*B)],[(F*D-B*G)/(F*F+B*B),(B*D+F*G)/(F*F+B*B)]]}var u,h=Math.PI/180;function c$1(F,B,D){return(1-D)*F+D*B}function y(F,B,D,R){return F+Math.cos(R/180*n)*B+Math.sin(R/180*n)*D}function p(F,B,D,R){var G=1e-6,W=B-F,q=D-B,Z=3*W+3*(R-D)-6*q,Y=6*(q-W),U=3*W;return Math.abs(Z)<G?[-U/Y]:function(J,K,Q){Q===void 0&&(Q=1e-6);var te=J*J/4-K;if(te<-Q)return[];if(te<=Q)return[-J/2];var re=Math.sqrt(te);return[-J/2-re,-J/2+re]}(Y/Z,U/Z,G)}function m$1(F,B,D,R,G){var W=1-G;return F*(W*W*W)+B*(3*W*W*G)+D*(3*W*G*G)+R*(G*G*G)}(function(F){function B(){return G(function(Z,Y,U){return Z.relative&&(Z.x1!==void 0&&(Z.x1+=Y),Z.y1!==void 0&&(Z.y1+=U),Z.x2!==void 0&&(Z.x2+=Y),Z.y2!==void 0&&(Z.y2+=U),Z.x!==void 0&&(Z.x+=Y),Z.y!==void 0&&(Z.y+=U),Z.relative=!1),Z})}function D(){var Z=NaN,Y=NaN,U=NaN,J=NaN;return G(function(K,Q,te){return 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te=Z(Q,Y,U,J,K);return Q.type&_.CLOSE_PATH&&(Y=J,U=K),Q.x!==void 0&&(Y=Q.relative?Y+Q.x:Q.x),Q.y!==void 0&&(U=Q.relative?U+Q.y:Q.y),Q.type&_.MOVE_TO&&(J=Y,K=U),te}}function W(Z,Y,U,J,K,Q){return a(Z,Y,U,J,K,Q),G(function(te,re,se,ie){var ae=te.x1,le=te.x2,ue=te.relative&&!isNaN(ie),ce=te.x!==void 0?te.x:ue?0:re,de=te.y!==void 0?te.y:ue?0:se;function ve(Le){return Le*Le}te.type&_.HORIZ_LINE_TO&&Y!==0&&(te.type=_.LINE_TO,te.y=te.relative?0:se),te.type&_.VERT_LINE_TO&&U!==0&&(te.type=_.LINE_TO,te.x=te.relative?0:re),te.x!==void 0&&(te.x=te.x*Z+de*U+(ue?0:K)),te.y!==void 0&&(te.y=ce*Y+te.y*J+(ue?0:Q)),te.x1!==void 0&&(te.x1=te.x1*Z+te.y1*U+(ue?0:K)),te.y1!==void 0&&(te.y1=ae*Y+te.y1*J+(ue?0:Q)),te.x2!==void 0&&(te.x2=te.x2*Z+te.y2*U+(ue?0:K)),te.y2!==void 0&&(te.y2=le*Y+te.y2*J+(ue?0:Q));var he=Z*J-Y*U;if(te.xRot!==void 0&&(Z!==1||Y!==0||U!==0||J!==1))if(he===0)delete te.rX,delete te.rY,delete te.xRot,delete te.lArcFlag,delete te.sweepFlag,te.type=_.LINE_TO;else{var me=te.xRot*Math.PI/180,be=Math.sin(me),xe=Math.cos(me),Ae=1/ve(te.rX),Pe=1/ve(te.rY),ze=ve(xe)*Ae+ve(be)*Pe,ge=2*be*xe*(Ae-Pe),Te=ve(be)*Ae+ve(xe)*Pe,Xe=ze*J*J-ge*Y*J+Te*Y*Y,Se=ge*(Z*J+Y*U)-2*(ze*U*J+Te*Z*Y),we=ze*U*U-ge*Z*U+Te*Z*Z,Me=(Math.atan2(Se,Xe-we)+Math.PI)%Math.PI/2,Ne=Math.sin(Me),Be=Math.cos(Me);te.rX=Math.abs(he)/Math.sqrt(Xe*ve(Be)+Se*Ne*Be+we*ve(Ne)),te.rY=Math.abs(he)/Math.sqrt(Xe*ve(Ne)-Se*Ne*Be+we*ve(Be)),te.xRot=180*Me/Math.PI}return te.sweepFlag!==void 0&&0>he&&(te.sweepFlag=+!te.sweepFlag),te})}function q(){return function(Z){var Y={};for(var U in Z)Y[U]=Z[U];return Y}}F.ROUND=function(Z){function Y(U){return Math.round(U*Z)/Z}return Z===void 0&&(Z=1e13),a(Z),function(U){return U.x1!==void 0&&(U.x1=Y(U.x1)),U.y1!==void 0&&(U.y1=Y(U.y1)),U.x2!==void 0&&(U.x2=Y(U.x2)),U.y2!==void 0&&(U.y2=Y(U.y2)),U.x!==void 0&&(U.x=Y(U.x)),U.y!==void 0&&(U.y=Y(U.y)),U.rX!==void 0&&(U.rX=Y(U.rX)),U.rY!==void 0&&(U.rY=Y(U.rY)),U}},F.TO_ABS=B,F.TO_REL=function(){return G(function(Z,Y,U){return Z.relative||(Z.x1!==void 0&&(Z.x1-=Y),Z.y1!==void 0&&(Z.y1-=U),Z.x2!==void 0&&(Z.x2-=Y),Z.y2!==void 0&&(Z.y2-=U),Z.x!==void 0&&(Z.x-=Y),Z.y!==void 0&&(Z.y-=U),Z.relative=!0),Z})},F.NORMALIZE_HVZ=function(Z,Y,U){return Z===void 0&&(Z=!0),Y===void 0&&(Y=!0),U===void 0&&(U=!0),G(function(J,K,Q,te,re){if(isNaN(te)&&!(J.type&_.MOVE_TO))throw new Error("path must start with moveto");return Y&&J.type&_.HORIZ_LINE_TO&&(J.type=_.LINE_TO,J.y=J.relative?0:Q),U&&J.type&_.VERT_LINE_TO&&(J.type=_.LINE_TO,J.x=J.relative?0:K),Z&&J.type&_.CLOSE_PATH&&(J.type=_.LINE_TO,J.x=J.relative?te-K:te,J.y=J.relative?re-Q:re),J.type&_.ARC&&(J.rX===0||J.rY===0)&&(J.type=_.LINE_TO,delete J.rX,delete J.rY,delete J.xRot,delete J.lArcFlag,delete J.sweepFlag),J})},F.NORMALIZE_ST=D,F.QT_TO_C=R,F.INFO=G,F.SANITIZE=function(Z){Z===void 0&&(Z=0),a(Z);var Y=NaN,U=NaN,J=NaN,K=NaN;return G(function(Q,te,re,se,ie){var 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getImageDataFromCanvas(F,B,D,R,G){if(typeof F=="string"&&(F=document.getElementById(F)),!F||_typeof(F)!=="object"||!("getContext"in F))throw new TypeError("Expecting canvas with `getContext` method in processCanvasRGB(A) calls!");var W=F.getContext("2d");try{return W.getImageData(B,D,R,G)}catch(q){throw new Error("unable to access image data: "+q)}}function processCanvasRGBA(F,B,D,R,G,W){if(!(isNaN(W)||W<1)){W|=0;var q=getImageDataFromCanvas(F,B,D,R,G);q=processImageDataRGBA(q,B,D,R,G,W),F.getContext("2d").putImageData(q,B,D)}}function processImageDataRGBA(F,B,D,R,G,W){for(var q=F.data,Z=2*W+1,Y=R-1,U=G-1,J=W+1,K=J*(J+1)/2,Q=new BlurStack,te=Q,re,se=1;se<Z;se++)te=te.next=new BlurStack,se===J&&(re=te);te.next=Q;for(var ie=null,ae=null,le=0,ue=0,ce=mulTable[W],de=shgTable[W],ve=0;ve<G;ve++){te=Q;for(var he=q[ue],me=q[ue+1],be=q[ue+2],xe=q[ue+3],Ae=0;Ae<J;Ae++)te.r=he,te.g=me,te.b=be,te.a=xe,te=te.next;for(var Pe=0,ze=0,ge=0,Te=0,Xe=J*he,Se=J*me,we=J*be,Me=J*xe,Ne=K*he,Be=K*me,Le=K*be,ke=K*xe,Re=1;Re<J;Re++){var Ie=ue+((Y<Re?Y:Re)<<2),Ye=q[Ie],tt=q[Ie+1],$e=q[Ie+2],st=q[Ie+3],pt=J-Re;Ne+=(te.r=Ye)*pt,Be+=(te.g=tt)*pt,Le+=(te.b=$e)*pt,ke+=(te.a=st)*pt,Pe+=Ye,ze+=tt,ge+=$e,Te+=st,te=te.next}ie=Q,ae=re;for(var ht=0;ht<R;ht++){var gt=ke*ce>>de;if(q[ue+3]=gt,gt!==0){var De=255/gt;q[ue]=(Ne*ce>>de)*De,q[ue+1]=(Be*ce>>de)*De,q[ue+2]=(Le*ce>>de)*De}else q[ue]=q[ue+1]=q[ue+2]=0;Ne-=Xe,Be-=Se,Le-=we,ke-=Me,Xe-=ie.r,Se-=ie.g,we-=ie.b,Me-=ie.a;var Ce=ht+W+1;Ce=le+(Ce<Y?Ce:Y)<<2,Pe+=ie.r=q[Ce],ze+=ie.g=q[Ce+1],ge+=ie.b=q[Ce+2],Te+=ie.a=q[Ce+3],Ne+=Pe,Be+=ze,Le+=ge,ke+=Te,ie=ie.next;var Ue=ae,_e=Ue.r,Fe=Ue.g,He=Ue.b,Ze=Ue.a;Xe+=_e,Se+=Fe,we+=He,Me+=Ze,Pe-=_e,ze-=Fe,ge-=He,Te-=Ze,ae=ae.next,ue+=4}le+=R}for(var Ke=0;Ke<R;Ke++){ue=Ke<<2;var nt=q[ue],Qe=q[ue+1],ct=q[ue+2],ft=q[ue+3],ut=J*nt,At=J*Qe,Pt=J*ct,vt=J*ft,St=K*nt,Bt=K*Qe,Zt=K*ct,vn=K*ft;te=Q;for(var $t=0;$t<J;$t++)te.r=nt,te.g=Qe,te.b=ct,te.a=ft,te=te.next;for(var on=R,An=0,Ut=0,fn=0,hr=0,xr=1;xr<=W;xr++){ue=on+Ke<<2;var wr=J-xr;St+=(te.r=nt=q[ue])*wr,Bt+=(te.g=Qe=q[ue+1])*wr,Zt+=(te.b=ct=q[ue+2])*wr,vn+=(te.a=ft=q[ue+3])*wr,hr+=nt,An+=Qe,Ut+=ct,fn+=ft,te=te.next,xr<U&&(on+=R)}ue=Ke,ie=Q,ae=re;for(var $n=0;$n<G;$n++){var Tt=ue<<2;q[Tt+3]=ft=vn*ce>>de,ft>0?(ft=255/ft,q[Tt]=(St*ce>>de)*ft,q[Tt+1]=(Bt*ce>>de)*ft,q[Tt+2]=(Zt*ce>>de)*ft):q[Tt]=q[Tt+1]=q[Tt+2]=0,St-=ut,Bt-=At,Zt-=Pt,vn-=vt,ut-=ie.r,At-=ie.g,Pt-=ie.b,vt-=ie.a,Tt=Ke+((Tt=$n+J)<U?Tt:U)*R<<2,St+=hr+=ie.r=q[Tt],Bt+=An+=ie.g=q[Tt+1],Zt+=Ut+=ie.b=q[Tt+2],vn+=fn+=ie.a=q[Tt+3],ie=ie.next,ut+=nt=ae.r,At+=Qe=ae.g,Pt+=ct=ae.b,vt+=ft=ae.a,hr-=nt,An-=Qe,Ut-=ct,fn-=ft,ae=ae.next,ue+=R}}return F}var BlurStack=function F(){_classCallCheck(this,F),this.r=0,this.g=0,this.b=0,this.a=0,this.next=null};function offscreen(){let{DOMParser:F}=arguments.length>0&&arguments[0]!==void 0?arguments[0]:{};const B={window:null,ignoreAnimation:!0,ignoreMouse:!0,DOMParser:F,createCanvas(D,R){return new OffscreenCanvas(D,R)},async createImage(D){const G=await(await fetch(D)).blob();return await createImageBitmap(G)}};return(typeof globalThis.DOMParser!="undefined"||typeof F=="undefined")&&Reflect.deleteProperty(B,"DOMParser"),B}function node(F){let{DOMParser:B,canvas:D,fetch:R}=F;return{window:null,ignoreAnimation:!0,ignoreMouse:!0,DOMParser:B,fetch:R,createCanvas:D.createCanvas,createImage:D.loadImage}}var index=Object.freeze({__proto__:null,offscreen,node});function compressSpaces(F){return F.replace(/(?!\u3000)\s+/gm," ")}function trimLeft(F){return F.replace(/^[\n \t]+/,"")}function trimRight(F){return F.replace(/[\n \t]+$/,"")}function toNumbers(F){const B=F.match(/-?(\d+(?:\.\d*(?:[eE][+-]?\d+)?)?|\.\d+)(?=\D|$)/gm);return B?B.map(parseFloat):[]}function toMatrixValue(F){const B=toNumbers(F);return[B[0]||0,B[1]||0,B[2]||0,B[3]||0,B[4]||0,B[5]||0]}const allUppercase=/^[A-Z-]+$/;function normalizeAttributeName(F){return allUppercase.test(F)?F.toLowerCase():F}function parseExternalUrl(F){const B=/url\(('([^']+)'|"([^"]+)"|([^'")]+))\)/.exec(F);return B&&(B[2]||B[3]||B[4])||""}function normalizeColor(F){if(!F.startsWith("rgb"))return F;let B=3;return F.replace(/\d+(\.\d+)?/g,(R,G)=>B--&&G?String(Math.round(parseFloat(R))):R)}const attributeRegex=/(\[[^\]]+\])/g,idRegex=/(#[^\s+>~.[:]+)/g,classRegex=/(\.[^\s+>~.[:]+)/g,pseudoElementRegex=/(::[^\s+>~.[:]+|:first-line|:first-letter|:before|:after)/gi,pseudoClassWithBracketsRegex=/(:[\w-]+\([^)]*\))/gi,pseudoClassRegex=/(:[^\s+>~.[:]+)/g,elementRegex=/([^\s+>~.[:]+)/g;function findSelectorMatch(F,B){const D=B.exec(F);return D?[F.replace(B," "),D.length]:[F,0]}function getSelectorSpecificity(F){const B=[0,0,0];let D=F.replace(/:not\(([^)]*)\)/g,"     $1 ").replace(/{[\s\S]*/gm," "),R=0;return[D,R]=findSelectorMatch(D,attributeRegex),B[1]+=R,[D,R]=findSelectorMatch(D,idRegex),B[0]+=R,[D,R]=findSelectorMatch(D,classRegex),B[1]+=R,[D,R]=findSelectorMatch(D,pseudoElementRegex),B[2]+=R,[D,R]=findSelectorMatch(D,pseudoClassWithBracketsRegex),B[1]+=R,[D,R]=findSelectorMatch(D,pseudoClassRegex),B[1]+=R,D=D.replace(/[*\s+>~]/g," ").replace(/[#.]/g," "),[D,R]=findSelectorMatch(D,elementRegex),B[2]+=R,B.join("")}const PSEUDO_ZERO=1e-8;function vectorMagnitude(F){return Math.sqrt(Math.pow(F[0],2)+Math.pow(F[1],2))}function vectorsRatio(F,B){return(F[0]*B[0]+F[1]*B[1])/(vectorMagnitude(F)*vectorMagnitude(B))}function vectorsAngle(F,B){return(F[0]*B[1]<F[1]*B[0]?-1:1)*Math.acos(vectorsRatio(F,B))}function CB1(F){return F*F*F}function CB2(F){return 3*F*F*(1-F)}function CB3(F){return 3*F*(1-F)*(1-F)}function CB4(F){return(1-F)*(1-F)*(1-F)}function QB1(F){return F*F}function QB2(F){return 2*F*(1-F)}function QB3(F){return(1-F)*(1-F)}class Property{static empty(B){return new Property(B,"EMPTY","")}split(){let B=arguments.length>0&&arguments[0]!==void 0?arguments[0]:" ";const{document:D,name:R}=this;return compressSpaces(this.getString()).trim().split(B).map(G=>new Property(D,R,G))}hasValue(B){const D=this.value;return D!==null&&D!==""&&(B||D!==0)&&typeof D!="undefined"}isString(B){const{value:D}=this,R=typeof D=="string";return!R||!B?R:B.test(D)}isUrlDefinition(){return this.isString(/^url\(/)}isPixels(){if(!this.hasValue())return!1;const B=this.getString();switch(!0){case B.endsWith("px"):case/^[0-9]+$/.test(B):return!0;default:return!1}}setValue(B){return this.value=B,this}getValue(B){return typeof B=="undefined"||this.hasValue()?this.value:B}getNumber(B){if(!this.hasValue())return typeof B=="undefined"?0:parseFloat(B);const{value:D}=this;let R=parseFloat(D);return this.isString(/%$/)&&(R/=100),R}getString(B){return typeof B=="undefined"||this.hasValue()?typeof this.value=="undefined"?"":String(this.value):String(B)}getColor(B){let D=this.getString(B);return this.isNormalizedColor||(this.isNormalizedColor=!0,D=normalizeColor(D),this.value=D),D}getDpi(){return 96}getRem(){return this.document.rootEmSize}getEm(){return this.document.emSize}getUnits(){return this.getString().replace(/[0-9.-]/g,"")}getPixels(B){let D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:!1;if(!this.hasValue())return 0;const[R,G]=typeof B=="boolean"?[void 0,B]:[B],{viewPort:W}=this.document.screen;switch(!0){case this.isString(/vmin$/):return this.getNumber()/100*Math.min(W.computeSize("x"),W.computeSize("y"));case this.isString(/vmax$/):return this.getNumber()/100*Math.max(W.computeSize("x"),W.computeSize("y"));case this.isString(/vw$/):return this.getNumber()/100*W.computeSize("x");case this.isString(/vh$/):return this.getNumber()/100*W.computeSize("y");case this.isString(/rem$/):return this.getNumber()*this.getRem();case this.isString(/em$/):return this.getNumber()*this.getEm();case this.isString(/ex$/):return this.getNumber()*this.getEm()/2;case this.isString(/px$/):return this.getNumber();case this.isString(/pt$/):return this.getNumber()*this.getDpi()*(1/72);case this.isString(/pc$/):return this.getNumber()*15;case this.isString(/cm$/):return this.getNumber()*this.getDpi()/2.54;case this.isString(/mm$/):return this.getNumber()*this.getDpi()/25.4;case this.isString(/in$/):return this.getNumber()*this.getDpi();case(this.isString(/%$/)&&G):return this.getNumber()*this.getEm();case this.isString(/%$/):return this.getNumber()*W.computeSize(R);default:{const q=this.getNumber();return D&&q<1?q*W.computeSize(R):q}}}getMilliseconds(){return this.hasValue()?this.isString(/ms$/)?this.getNumber():this.getNumber()*1e3:0}getRadians(){if(!this.hasValue())return 0;switch(!0){case this.isString(/deg$/):return this.getNumber()*(Math.PI/180);case this.isString(/grad$/):return this.getNumber()*(Math.PI/200);case this.isString(/rad$/):return this.getNumber();default:return this.getNumber()*(Math.PI/180)}}getDefinition(){const B=this.getString(),D=/#([^)'"]+)/.exec(B),R=(D==null?void 0:D[1])||B;return this.document.definitions[R]}getFillStyleDefinition(B,D){let R=this.getDefinition();if(!R)return null;if(typeof R.createGradient=="function"&&"getBoundingBox"in B)return R.createGradient(this.document.ctx,B,D);if(typeof R.createPattern=="function"){if(R.getHrefAttribute().hasValue()){const G=R.getAttribute("patternTransform");R=R.getHrefAttribute().getDefinition(),R&&G.hasValue()&&R.getAttribute("patternTransform",!0).setValue(G.value)}if(R)return R.createPattern(this.document.ctx,B,D)}return null}getTextBaseline(){if(!this.hasValue())return null;const B=this.getString();return Property.textBaselineMapping[B]||null}addOpacity(B){let D=this.getColor();const R=D.length;let G=0;for(let W=0;W<R&&(D[W]===","&&G++,G!==3);W++);if(B.hasValue()&&this.isString()&&G!==3){const W=new rgbcolor(D);W.ok&&(W.alpha=B.getNumber(),D=W.toRGBA())}return new Property(this.document,this.name,D)}constructor(B,D,R){this.document=B,this.name=D,this.value=R,this.isNormalizedColor=!1}}Property.textBaselineMapping={baseline:"alphabetic","before-edge":"top","text-before-edge":"top",middle:"middle",central:"middle","after-edge":"bottom","text-after-edge":"bottom",ideographic:"ideographic",alphabetic:"alphabetic",hanging:"hanging",mathematical:"alphabetic"};class ViewPort{clear(){this.viewPorts=[]}setCurrent(B,D){this.viewPorts.push({width:B,height:D})}removeCurrent(){this.viewPorts.pop()}getRoot(){const[B]=this.viewPorts;return B||getDefault()}getCurrent(){const{viewPorts:B}=this,D=B[B.length-1];return D||getDefault()}get width(){return this.getCurrent().width}get height(){return this.getCurrent().height}computeSize(B){return typeof B=="number"?B:B==="x"?this.width:B==="y"?this.height:Math.sqrt(Math.pow(this.width,2)+Math.pow(this.height,2))/Math.sqrt(2)}constructor(){this.viewPorts=[]}}ViewPort.DEFAULT_VIEWPORT_WIDTH=800;ViewPort.DEFAULT_VIEWPORT_HEIGHT=600;function getDefault(){return{width:ViewPort.DEFAULT_VIEWPORT_WIDTH,height:ViewPort.DEFAULT_VIEWPORT_HEIGHT}}class Point{static parse(B){let D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:0;const[R=D,G=D]=toNumbers(B);return new Point(R,G)}static parseScale(B){let D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:1;const[R=D,G=R]=toNumbers(B);return new Point(R,G)}static parsePath(B){const D=toNumbers(B),R=D.length,G=[];for(let W=0;W<R;W+=2)G.push(new Point(D[W],D[W+1]));return G}angleTo(B){return Math.atan2(B.y-this.y,B.x-this.x)}applyTransform(B){const{x:D,y:R}=this,G=D*B[0]+R*B[2]+B[4],W=D*B[1]+R*B[3]+B[5];this.x=G,this.y=W}constructor(B,D){this.x=B,this.y=D}}class Mouse{isWorking(){return this.working}start(){if(this.working)return;const{screen:B,onClick:D,onMouseMove:R}=this,G=B.ctx.canvas;G.onclick=D,G.onmousemove=R,this.working=!0}stop(){if(!this.working)return;const B=this.screen.ctx.canvas;this.working=!1,B.onclick=null,B.onmousemove=null}hasEvents(){return this.working&&this.events.length>0}runEvents(){if(!this.working)return;const{screen:B,events:D,eventElements:R}=this,{style:G}=B.ctx.canvas;let W;G&&(G.cursor=""),D.forEach((q,Z)=>{let{run:Y}=q;for(W=R[Z];W;)Y(W),W=W.parent}),this.events=[],this.eventElements=[]}checkPath(B,D){if(!this.working||!D)return;const{events:R,eventElements:G}=this;R.forEach((W,q)=>{let{x:Z,y:Y}=W;!G[q]&&D.isPointInPath&&D.isPointInPath(Z,Y)&&(G[q]=B)})}checkBoundingBox(B,D){if(!this.working||!D)return;const{events:R,eventElements:G}=this;R.forEach((W,q)=>{let{x:Z,y:Y}=W;!G[q]&&D.isPointInBox(Z,Y)&&(G[q]=B)})}mapXY(B,D){const{window:R,ctx:G}=this.screen,W=new Point(B,D);let q=G.canvas;for(;q;)W.x-=q.offsetLeft,W.y-=q.offsetTop,q=q.offsetParent;return R!=null&&R.scrollX&&(W.x+=R.scrollX),R!=null&&R.scrollY&&(W.y+=R.scrollY),W}onClick(B){const{x:D,y:R}=this.mapXY(B.clientX,B.clientY);this.events.push({type:"onclick",x:D,y:R,run(G){G.onClick&&G.onClick()}})}onMouseMove(B){const{x:D,y:R}=this.mapXY(B.clientX,B.clientY);this.events.push({type:"onmousemove",x:D,y:R,run(G){G.onMouseMove&&G.onMouseMove()}})}constructor(B){this.screen=B,this.working=!1,this.events=[],this.eventElements=[],this.onClick=this.onClick.bind(this),this.onMouseMove=this.onMouseMove.bind(this)}}const defaultWindow=typeof window!="undefined"?window:null,defaultFetch$1=typeof fetch!="undefined"?fetch.bind(void 0):void 0;class Screen{wait(B){this.waits.push(B)}ready(){return this.readyPromise?this.readyPromise:Promise.resolve()}isReady(){if(this.isReadyLock)return!0;const B=this.waits.every(D=>D());return B&&(this.waits=[],this.resolveReady&&this.resolveReady()),this.isReadyLock=B,B}setDefaults(B){B.strokeStyle="rgba(0,0,0,0)",B.lineCap="butt",B.lineJoin="miter",B.miterLimit=4}setViewBox(B){let{document:D,ctx:R,aspectRatio:G,width:W,desiredWidth:q,height:Z,desiredHeight:Y,minX:U=0,minY:J=0,refX:K,refY:Q,clip:te=!1,clipX:re=0,clipY:se=0}=B;const ie=compressSpaces(G).replace(/^defer\s/,""),[ae,le]=ie.split(" "),ue=ae||"xMidYMid",ce=le||"meet",de=W/q,ve=Z/Y,he=Math.min(de,ve),me=Math.max(de,ve);let be=q,xe=Y;ce==="meet"&&(be*=he,xe*=he),ce==="slice"&&(be*=me,xe*=me);const Ae=new Property(D,"refX",K),Pe=new Property(D,"refY",Q),ze=Ae.hasValue()&&Pe.hasValue();if(ze&&R.translate(-he*Ae.getPixels("x"),-he*Pe.getPixels("y")),te){const ge=he*re,Te=he*se;R.beginPath(),R.moveTo(ge,Te),R.lineTo(W,Te),R.lineTo(W,Z),R.lineTo(ge,Z),R.closePath(),R.clip()}if(!ze){const ge=ce==="meet"&&he===ve,Te=ce==="slice"&&me===ve,Xe=ce==="meet"&&he===de,Se=ce==="slice"&&me===de;ue.startsWith("xMid")&&(ge||Te)&&R.translate(W/2-be/2,0),ue.endsWith("YMid")&&(Xe||Se)&&R.translate(0,Z/2-xe/2),ue.startsWith("xMax")&&(ge||Te)&&R.translate(W-be,0),ue.endsWith("YMax")&&(Xe||Se)&&R.translate(0,Z-xe)}switch(!0){case ue==="none":R.scale(de,ve);break;case ce==="meet":R.scale(he,he);break;case ce==="slice":R.scale(me,me);break}R.translate(-U,-J)}start(B){let{enableRedraw:D=!1,ignoreMouse:R=!1,ignoreAnimation:G=!1,ignoreDimensions:W=!1,ignoreClear:q=!1,forceRedraw:Z,scaleWidth:Y,scaleHeight:U,offsetX:J,offsetY:K}=arguments.length>1&&arguments[1]!==void 0?arguments[1]:{};const{mouse:Q}=this,te=1e3/Screen.FRAMERATE;if(this.frameDuration=te,this.readyPromise=new Promise(le=>{this.resolveReady=le}),this.isReady()&&this.render(B,W,q,Y,U,J,K),!D)return;let re=Date.now(),se=re,ie=0;const ae=()=>{re=Date.now(),ie=re-se,ie>=te&&(se=re-ie%te,this.shouldUpdate(G,Z)&&(this.render(B,W,q,Y,U,J,K),Q.runEvents())),this.intervalId=requestAnimationFrame$1(ae)};R||Q.start(),this.intervalId=requestAnimationFrame$1(ae)}stop(){this.intervalId&&(requestAnimationFrame$1.cancel(this.intervalId),this.intervalId=null),this.mouse.stop()}shouldUpdate(B,D){if(!B){const{frameDuration:R}=this;if(this.animations.reduce((W,q)=>q.update(R)||W,!1))return!0}return!!(typeof D=="function"&&D()||!this.isReadyLock&&this.isReady()||this.mouse.hasEvents())}render(B,D,R,G,W,q,Z){const{viewPort:Y,ctx:U,isFirstRender:J}=this,K=U.canvas;Y.clear(),K.width&&K.height&&Y.setCurrent(K.width,K.height);const Q=B.getStyle("width"),te=B.getStyle("height");!D&&(J||typeof G!="number"&&typeof W!="number")&&(Q.hasValue()&&(K.width=Q.getPixels("x"),K.style&&(K.style.width="".concat(K.width,"px"))),te.hasValue()&&(K.height=te.getPixels("y"),K.style&&(K.style.height="".concat(K.height,"px"))));let re=K.clientWidth||K.width,se=K.clientHeight||K.height;if(D&&Q.hasValue()&&te.hasValue()&&(re=Q.getPixels("x"),se=te.getPixels("y")),Y.setCurrent(re,se),typeof q=="number"&&B.getAttribute("x",!0).setValue(q),typeof Z=="number"&&B.getAttribute("y",!0).setValue(Z),typeof G=="number"||typeof W=="number"){const ie=toNumbers(B.getAttribute("viewBox").getString());let ae=0,le=0;if(typeof G=="number"){const ce=B.getStyle("width");ce.hasValue()?ae=ce.getPixels("x")/G:ie[2]&&!isNaN(ie[2])&&(ae=ie[2]/G)}if(typeof W=="number"){const ce=B.getStyle("height");ce.hasValue()?le=ce.getPixels("y")/W:ie[3]&&!isNaN(ie[3])&&(le=ie[3]/W)}ae||(ae=le),le||(le=ae),B.getAttribute("width",!0).setValue(G),B.getAttribute("height",!0).setValue(W);const ue=B.getStyle("transform",!0,!0);ue.setValue("".concat(ue.getString()," scale(").concat(1/ae,", ").concat(1/le,")"))}R||U.clearRect(0,0,re,se),B.render(U),J&&(this.isFirstRender=!1)}constructor(B,{fetch:D=defaultFetch$1,window:R=defaultWindow}={}){if(this.ctx=B,this.viewPort=new ViewPort,this.mouse=new Mouse(this),this.animations=[],this.waits=[],this.frameDuration=0,this.isReadyLock=!1,this.isFirstRender=!0,this.intervalId=null,this.window=R,!D)throw new Error("Can't find 'fetch' in 'globalThis', please provide it via options");this.fetch=D}}Screen.defaultWindow=defaultWindow;Screen.defaultFetch=defaultFetch$1;Screen.FRAMERATE=30;Screen.MAX_VIRTUAL_PIXELS=3e4;const{defaultFetch}=Screen,DefaultDOMParser=typeof DOMParser!="undefined"?DOMParser:void 0;class Parser$1{async parse(B){return B.startsWith("<")?this.parseFromString(B):this.load(B)}parseFromString(B){const D=new this.DOMParser;try{return this.checkDocument(D.parseFromString(B,"image/svg+xml"))}catch{return this.checkDocument(D.parseFromString(B,"text/xml"))}}checkDocument(B){const D=B.getElementsByTagName("parsererror")[0];if(D)throw new Error(D.textContent||"Unknown parse error");return B}async load(B){const R=await(await this.fetch(B)).text();return this.parseFromString(R)}constructor({fetch:B=defaultFetch,DOMParser:D=DefaultDOMParser}={}){if(!B)throw new Error("Can't find 'fetch' in 'globalThis', please provide it via options");if(!D)throw new Error("Can't find 'DOMParser' in 'globalThis', please provide it via options");this.fetch=B,this.DOMParser=D}}class Translate{apply(B){const{x:D,y:R}=this.point;B.translate(D||0,R||0)}unapply(B){const{x:D,y:R}=this.point;B.translate(-1*D||0,-1*R||0)}applyToPoint(B){const{x:D,y:R}=this.point;B.applyTransform([1,0,0,1,D||0,R||0])}constructor(B,D){this.type="translate",this.point=Point.parse(D)}}class Rotate{apply(B){const{cx:D,cy:R,originX:G,originY:W,angle:q}=this,Z=D+G.getPixels("x"),Y=R+W.getPixels("y");B.translate(Z,Y),B.rotate(q.getRadians()),B.translate(-Z,-Y)}unapply(B){const{cx:D,cy:R,originX:G,originY:W,angle:q}=this,Z=D+G.getPixels("x"),Y=R+W.getPixels("y");B.translate(Z,Y),B.rotate(-1*q.getRadians()),B.translate(-Z,-Y)}applyToPoint(B){const{cx:D,cy:R,angle:G}=this,W=G.getRadians();B.applyTransform([1,0,0,1,D||0,R||0]),B.applyTransform([Math.cos(W),Math.sin(W),-Math.sin(W),Math.cos(W),0,0]),B.applyTransform([1,0,0,1,-D||0,-R||0])}constructor(B,D,R){this.type="rotate";const G=toNumbers(D);this.angle=new Property(B,"angle",G[0]),this.originX=R[0],this.originY=R[1],this.cx=G[1]||0,this.cy=G[2]||0}}class Scale{apply(B){const{scale:{x:D,y:R},originX:G,originY:W}=this,q=G.getPixels("x"),Z=W.getPixels("y");B.translate(q,Z),B.scale(D,R||D),B.translate(-q,-Z)}unapply(B){const{scale:{x:D,y:R},originX:G,originY:W}=this,q=G.getPixels("x"),Z=W.getPixels("y");B.translate(q,Z),B.scale(1/D,1/R||D),B.translate(-q,-Z)}applyToPoint(B){const{x:D,y:R}=this.scale;B.applyTransform([D||0,0,0,R||0,0,0])}constructor(B,D,R){this.type="scale";const G=Point.parseScale(D);(G.x===0||G.y===0)&&(G.x=PSEUDO_ZERO,G.y=PSEUDO_ZERO),this.scale=G,this.originX=R[0],this.originY=R[1]}}class Matrix{apply(B){const{originX:D,originY:R,matrix:G}=this,W=D.getPixels("x"),q=R.getPixels("y");B.translate(W,q),B.transform(G[0],G[1],G[2],G[3],G[4],G[5]),B.translate(-W,-q)}unapply(B){const{originX:D,originY:R,matrix:G}=this,W=G[0],q=G[2],Z=G[4],Y=G[1],U=G[3],J=G[5],K=0,Q=0,te=1,re=1/(W*(U*te-J*Q)-q*(Y*te-J*K)+Z*(Y*Q-U*K)),se=D.getPixels("x"),ie=R.getPixels("y");B.translate(se,ie),B.transform(re*(U*te-J*Q),re*(J*K-Y*te),re*(Z*Q-q*te),re*(W*te-Z*K),re*(q*J-Z*U),re*(Z*Y-W*J)),B.translate(-se,-ie)}applyToPoint(B){B.applyTransform(this.matrix)}constructor(B,D,R){this.type="matrix",this.matrix=toMatrixValue(D),this.originX=R[0],this.originY=R[1]}}class Skew extends Matrix{constructor(B,D,R){super(B,D,R),this.type="skew",this.angle=new Property(B,"angle",D)}}class SkewX extends Skew{constructor(B,D,R){super(B,D,R),this.type="skewX",this.matrix=[1,0,Math.tan(this.angle.getRadians()),1,0,0]}}class SkewY extends Skew{constructor(B,D,R){super(B,D,R),this.type="skewY",this.matrix=[1,Math.tan(this.angle.getRadians()),0,1,0,0]}}function parseTransforms(F){return compressSpaces(F).trim().replace(/\)([a-zA-Z])/g,") $1").replace(/\)(\s?,\s?)/g,") ").split(/\s(?=[a-z])/)}function parseTransform(F){const[B="",D=""]=F.split("(");return[B.trim(),D.trim().replace(")","")]}class Transform{static fromElement(B,D){const R=D.getStyle("transform",!1,!0);if(R.hasValue()){const[G,W=G]=D.getStyle("transform-origin",!1,!0).split();if(G&&W){const q=[G,W];return new Transform(B,R.getString(),q)}}return null}apply(B){this.transforms.forEach(D=>D.apply(B))}unapply(B){this.transforms.forEach(D=>D.unapply(B))}applyToPoint(B){this.transforms.forEach(D=>D.applyToPoint(B))}constructor(B,D,R){this.document=B,this.transforms=[],parseTransforms(D).forEach(W=>{if(W==="none")return;const[q,Z]=parseTransform(W),Y=Transform.transformTypes[q];Y&&this.transforms.push(new Y(this.document,Z,R))})}}Transform.transformTypes={translate:Translate,rotate:Rotate,scale:Scale,matrix:Matrix,skewX:SkewX,skewY:SkewY};class Element$2{getAttribute(B){let D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:!1;const R=this.attributes[B];if(!R&&D){const G=new Property(this.document,B,"");return this.attributes[B]=G,G}return R||Property.empty(this.document)}getHrefAttribute(){let B;for(const D in this.attributes)if(D==="href"||D.endsWith(":href")){B=this.attributes[D];break}return B||Property.empty(this.document)}getStyle(B){let D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:!1,R=arguments.length>2&&arguments[2]!==void 0?arguments[2]:!1;const G=this.styles[B];if(G)return G;const W=this.getAttribute(B);if(W.hasValue())return this.styles[B]=W,W;if(!R){const{parent:q}=this;if(q){const Z=q.getStyle(B);if(Z.hasValue())return Z}}if(D){const q=new Property(this.document,B,"");return this.styles[B]=q,q}return Property.empty(this.document)}render(B){if(!(this.getStyle("display").getString()==="none"||this.getStyle("visibility").getString()==="hidden")){if(B.save(),this.getStyle("mask").hasValue()){const D=this.getStyle("mask").getDefinition();D&&(this.applyEffects(B),D.apply(B,this))}else if(this.getStyle("filter").getValue("none")!=="none"){const D=this.getStyle("filter").getDefinition();D&&(this.applyEffects(B),D.apply(B,this))}else this.setContext(B),this.renderChildren(B),this.clearContext(B);B.restore()}}setContext(B){}applyEffects(B){const D=Transform.fromElement(this.document,this);D&&D.apply(B);const R=this.getStyle("clip-path",!1,!0);if(R.hasValue()){const G=R.getDefinition();G&&G.apply(B)}}clearContext(B){}renderChildren(B){this.children.forEach(D=>{D.render(B)})}addChild(B){const D=B instanceof Element$2?B:this.document.createElement(B);D.parent=this,Element$2.ignoreChildTypes.includes(D.type)||this.children.push(D)}matchesSelector(B){var D;const{node:R}=this;if(typeof R.matches=="function")return R.matches(B);const G=(D=R.getAttribute)===null||D===void 0?void 0:D.call(R,"class");return!G||G===""?!1:G.split(" ").some(W=>".".concat(W)===B)}addStylesFromStyleDefinition(){const{styles:B,stylesSpecificity:D}=this.document;let R;for(const G in B)if(!G.startsWith("@")&&this.matchesSelector(G)){const W=B[G],q=D[G];if(W)for(const Z in W){let Y=this.stylesSpecificity[Z];typeof Y=="undefined"&&(Y="000"),q&&q>=Y&&(R=W[Z],R&&(this.styles[Z]=R),this.stylesSpecificity[Z]=q)}}}removeStyles(B,D){return D.reduce((G,W)=>{const q=B.getStyle(W);if(!q.hasValue())return G;const Z=q.getString();return q.setValue(""),[...G,[W,Z]]},[])}restoreStyles(B,D){D.forEach(R=>{let[G,W]=R;B.getStyle(G,!0).setValue(W)})}isFirstChild(){var B;return((B=this.parent)===null||B===void 0?void 0:B.children.indexOf(this))===0}constructor(B,D,R=!1){if(this.document=B,this.node=D,this.captureTextNodes=R,this.type="",this.attributes={},this.styles={},this.stylesSpecificity={},this.animationFrozen=!1,this.animationFrozenValue="",this.parent=null,this.children=[],!D||D.nodeType!==1)return;Array.from(D.attributes).forEach(q=>{const Z=normalizeAttributeName(q.nodeName);this.attributes[Z]=new Property(B,Z,q.value)}),this.addStylesFromStyleDefinition(),this.getAttribute("style").hasValue()&&this.getAttribute("style").getString().split(";").map(Z=>Z.trim()).forEach(Z=>{if(!Z)return;const[Y,U]=Z.split(":").map(J=>J.trim());Y&&(this.styles[Y]=new Property(B,Y,U))});const{definitions:G}=B,W=this.getAttribute("id");W.hasValue()&&(G[W.getString()]||(G[W.getString()]=this)),Array.from(D.childNodes).forEach(q=>{if(q.nodeType===1)this.addChild(q);else if(R&&(q.nodeType===3||q.nodeType===4)){const Z=B.createTextNode(q);Z.getText().length>0&&this.addChild(Z)}})}}Element$2.ignoreChildTypes=["title"];class UnknownElement extends Element$2{constructor(B,D,R){super(B,D,R)}}function wrapFontFamily(F){const B=F.trim();return/^('|")/.test(B)?B:'"'.concat(B,'"')}function prepareFontFamily(F){return typeof process=="undefined"?F:F.trim().split(",").map(wrapFontFamily).join(",")}function prepareFontStyle(F){if(!F)return"";const B=F.trim().toLowerCase();switch(B){case"normal":case"italic":case"oblique":case"inherit":case"initial":case"unset":return B;default:return/^oblique\s+(-|)\d+deg$/.test(B)?B:""}}function prepareFontWeight(F){if(!F)return"";const B=F.trim().toLowerCase();switch(B){case"normal":case"bold":case"lighter":case"bolder":case"inherit":case"initial":case"unset":return B;default:return/^[\d.]+$/.test(B)?B:""}}class Font$1{static parse(){let B=arguments.length>0&&arguments[0]!==void 0?arguments[0]:"",D=arguments.length>1?arguments[1]:void 0,R="",G="",W="",q="",Z="";const Y=compressSpaces(B).trim().split(" "),U={fontSize:!1,fontStyle:!1,fontWeight:!1,fontVariant:!1};return Y.forEach(J=>{switch(!0){case(!U.fontStyle&&Font$1.styles.includes(J)):J!=="inherit"&&(R=J),U.fontStyle=!0;break;case(!U.fontVariant&&Font$1.variants.includes(J)):J!=="inherit"&&(G=J),U.fontStyle=!0,U.fontVariant=!0;break;case(!U.fontWeight&&Font$1.weights.includes(J)):J!=="inherit"&&(W=J),U.fontStyle=!0,U.fontVariant=!0,U.fontWeight=!0;break;case!U.fontSize:J!=="inherit"&&(q=J.split("/")[0]||""),U.fontStyle=!0,U.fontVariant=!0,U.fontWeight=!0,U.fontSize=!0;break;default:J!=="inherit"&&(Z+=J)}}),new Font$1(R,G,W,q,Z,D)}toString(){return[prepareFontStyle(this.fontStyle),this.fontVariant,prepareFontWeight(this.fontWeight),this.fontSize,prepareFontFamily(this.fontFamily)].join(" ").trim()}constructor(B,D,R,G,W,q){const Z=q?typeof q=="string"?Font$1.parse(q):q:{};this.fontFamily=W||Z.fontFamily,this.fontSize=G||Z.fontSize,this.fontStyle=B||Z.fontStyle,this.fontWeight=R||Z.fontWeight,this.fontVariant=D||Z.fontVariant}}Font$1.styles="normal|italic|oblique|inherit";Font$1.variants="normal|small-caps|inherit";Font$1.weights="normal|bold|bolder|lighter|100|200|300|400|500|600|700|800|900|inherit";class BoundingBox$2{get x(){return this.x1}get y(){return this.y1}get width(){return this.x2-this.x1}get height(){return this.y2-this.y1}addPoint(B,D){typeof B!="undefined"&&((isNaN(this.x1)||isNaN(this.x2))&&(this.x1=B,this.x2=B),B<this.x1&&(this.x1=B),B>this.x2&&(this.x2=B)),typeof D!="undefined"&&((isNaN(this.y1)||isNaN(this.y2))&&(this.y1=D,this.y2=D),D<this.y1&&(this.y1=D),D>this.y2&&(this.y2=D))}addX(B){this.addPoint(B,0)}addY(B){this.addPoint(0,B)}addBoundingBox(B){if(!B)return;const{x1:D,y1:R,x2:G,y2:W}=B;this.addPoint(D,R),this.addPoint(G,W)}sumCubic(B,D,R,G,W){return Math.pow(1-B,3)*D+3*Math.pow(1-B,2)*B*R+3*(1-B)*Math.pow(B,2)*G+Math.pow(B,3)*W}bezierCurveAdd(B,D,R,G,W){const q=6*D-12*R+6*G,Z=-3*D+9*R-9*G+3*W,Y=3*R-3*D;if(Z===0){if(q===0)return;const Q=-Y/q;0<Q&&Q<1&&(B?this.addX(this.sumCubic(Q,D,R,G,W)):this.addY(this.sumCubic(Q,D,R,G,W)));return}const U=Math.pow(q,2)-4*Y*Z;if(U<0)return;const J=(-q+Math.sqrt(U))/(2*Z);0<J&&J<1&&(B?this.addX(this.sumCubic(J,D,R,G,W)):this.addY(this.sumCubic(J,D,R,G,W)));const K=(-q-Math.sqrt(U))/(2*Z);0<K&&K<1&&(B?this.addX(this.sumCubic(K,D,R,G,W)):this.addY(this.sumCubic(K,D,R,G,W)))}addBezierCurve(B,D,R,G,W,q,Z,Y){this.addPoint(B,D),this.addPoint(Z,Y),this.bezierCurveAdd(!0,B,R,W,Z),this.bezierCurveAdd(!1,D,G,q,Y)}addQuadraticCurve(B,D,R,G,W,q){const Z=B+.6666666666666666*(R-B),Y=D+2/3*(G-D),U=Z+1/3*(W-B),J=Y+1/3*(q-D);this.addBezierCurve(B,D,Z,U,Y,J,W,q)}isPointInBox(B,D){const{x1:R,y1:G,x2:W,y2:q}=this;return R<=B&&B<=W&&G<=D&&D<=q}constructor(B=Number.NaN,D=Number.NaN,R=Number.NaN,G=Number.NaN){this.x1=B,this.y1=D,this.x2=R,this.y2=G,this.addPoint(B,D),this.addPoint(R,G)}}class RenderedElement extends Element$2{calculateOpacity(){let B=1,D=this;for(;D;){const R=D.getStyle("opacity",!1,!0);R.hasValue(!0)&&(B*=R.getNumber()),D=D.parent}return B}setContext(B){let D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:!1;if(!D){const R=this.getStyle("fill"),G=this.getStyle("fill-opacity"),W=this.getStyle("stroke"),q=this.getStyle("stroke-opacity");if(R.isUrlDefinition()){const te=R.getFillStyleDefinition(this,G);te&&(B.fillStyle=te)}else if(R.hasValue()){R.getString()==="currentColor"&&R.setValue(this.getStyle("color").getColor());const te=R.getColor();te!=="inherit"&&(B.fillStyle=te==="none"?"rgba(0,0,0,0)":te)}if(G.hasValue()){const te=new Property(this.document,"fill",B.fillStyle).addOpacity(G).getColor();B.fillStyle=te}if(W.isUrlDefinition()){const te=W.getFillStyleDefinition(this,q);te&&(B.strokeStyle=te)}else if(W.hasValue()){W.getString()==="currentColor"&&W.setValue(this.getStyle("color").getColor());const te=W.getString();te!=="inherit"&&(B.strokeStyle=te==="none"?"rgba(0,0,0,0)":te)}if(q.hasValue()){const te=new Property(this.document,"stroke",B.strokeStyle).addOpacity(q).getString();B.strokeStyle=te}const Z=this.getStyle("stroke-width");if(Z.hasValue()){const te=Z.getPixels();B.lineWidth=te||PSEUDO_ZERO}const Y=this.getStyle("stroke-linecap"),U=this.getStyle("stroke-linejoin"),J=this.getStyle("stroke-miterlimit"),K=this.getStyle("stroke-dasharray"),Q=this.getStyle("stroke-dashoffset");if(Y.hasValue()&&(B.lineCap=Y.getString()),U.hasValue()&&(B.lineJoin=U.getString()),J.hasValue()&&(B.miterLimit=J.getNumber()),K.hasValue()&&K.getString()!=="none"){const te=toNumbers(K.getString());typeof B.setLineDash!="undefined"?B.setLineDash(te):typeof B.webkitLineDash!="undefined"?B.webkitLineDash=te:typeof B.mozDash!="undefined"&&!(te.length===1&&te[0]===0)&&(B.mozDash=te);const re=Q.getPixels();typeof B.lineDashOffset!="undefined"?B.lineDashOffset=re:typeof B.webkitLineDashOffset!="undefined"?B.webkitLineDashOffset=re:typeof B.mozDashOffset!="undefined"&&(B.mozDashOffset=re)}}if(this.modifiedEmSizeStack=!1,typeof B.font!="undefined"){const R=this.getStyle("font"),G=this.getStyle("font-style"),W=this.getStyle("font-variant"),q=this.getStyle("font-weight"),Z=this.getStyle("font-size"),Y=this.getStyle("font-family"),U=new Font$1(G.getString(),W.getString(),q.getString(),Z.hasValue()?"".concat(Z.getPixels(!0),"px"):"",Y.getString(),Font$1.parse(R.getString(),B.font));G.setValue(U.fontStyle),W.setValue(U.fontVariant),q.setValue(U.fontWeight),Z.setValue(U.fontSize),Y.setValue(U.fontFamily),B.font=U.toString(),Z.isPixels()&&(this.document.emSize=Z.getPixels(),this.modifiedEmSizeStack=!0)}D||(this.applyEffects(B),B.globalAlpha=this.calculateOpacity())}clearContext(B){super.clearContext(B),this.modifiedEmSizeStack&&this.document.popEmSize()}constructor(...B){super(...B),this.modifiedEmSizeStack=!1}}class TextElement extends RenderedElement{setContext(B){let D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:!1;super.setContext(B,D);const R=this.getStyle("dominant-baseline").getTextBaseline()||this.getStyle("alignment-baseline").getTextBaseline();R&&(B.textBaseline=R)}initializeCoordinates(){this.x=0,this.y=0,this.leafTexts=[],this.textChunkStart=0,this.minX=Number.POSITIVE_INFINITY,this.maxX=Number.NEGATIVE_INFINITY}getBoundingBox(B){if(this.type!=="text")return this.getTElementBoundingBox(B);this.initializeCoordinates(),this.adjustChildCoordinatesRecursive(B);let D=null;return this.children.forEach((R,G)=>{const W=this.getChildBoundingBox(B,this,this,G);D?D.addBoundingBox(W):D=W}),D}getFontSize(){const{document:B,parent:D}=this,R=Font$1.parse(B.ctx.font).fontSize;return D.getStyle("font-size").getNumber(R)}getTElementBoundingBox(B){const D=this.getFontSize();return new BoundingBox$2(this.x,this.y-D,this.x+this.measureText(B),this.y)}getGlyph(B,D,R){const G=D[R];let W;if(B.isArabic){var q;const Z=D.length,Y=D[R-1],U=D[R+1];let J="isolated";(R===0||Y===" ")&&R<Z-1&&U!==" "&&(J="terminal"),R>0&&Y!==" "&&R<Z-1&&U!==" "&&(J="medial"),R>0&&Y!==" "&&(R===Z-1||U===" ")&&(J="initial"),W=((q=B.arabicGlyphs[G])===null||q===void 0?void 0:q[J])||B.glyphs[G]}else W=B.glyphs[G];return W||(W=B.missingGlyph),W}getText(){return""}getTextFromNode(B){const D=B||this.node,R=Array.from(D.parentNode.childNodes),G=R.indexOf(D),W=R.length-1;let q=compressSpaces(D.textContent||"");return G===0&&(q=trimLeft(q)),G===W&&(q=trimRight(q)),q}renderChildren(B){if(this.type!=="text"){this.renderTElementChildren(B);return}this.initializeCoordinates(),this.adjustChildCoordinatesRecursive(B),this.children.forEach((R,G)=>{this.renderChild(B,this,this,G)});const{mouse:D}=this.document.screen;D.isWorking()&&D.checkBoundingBox(this,this.getBoundingBox(B))}renderTElementChildren(B){const{document:D,parent:R}=this,G=this.getText(),W=R.getStyle("font-family").getDefinition();if(W){const{unitsPerEm:Y}=W.fontFace,U=Font$1.parse(D.ctx.font),J=R.getStyle("font-size").getNumber(U.fontSize),K=R.getStyle("font-style").getString(U.fontStyle),Q=J/Y,te=W.isRTL?G.split("").reverse().join(""):G,re=toNumbers(R.getAttribute("dx").getString()),se=te.length;for(let ie=0;ie<se;ie++){const ae=this.getGlyph(W,te,ie);B.translate(this.x,this.y),B.scale(Q,-Q);const le=B.lineWidth;B.lineWidth=B.lineWidth*Y/J,K==="italic"&&B.transform(1,0,.4,1,0,0),ae.render(B),K==="italic"&&B.transform(1,0,-.4,1,0,0),B.lineWidth=le,B.scale(1/Q,-1/Q),B.translate(-this.x,-this.y),this.x+=J*(ae.horizAdvX||W.horizAdvX)/Y,typeof re[ie]!="undefined"&&!isNaN(re[ie])&&(this.x+=re[ie])}return}const{x:q,y:Z}=this;B.fillStyle&&B.fillText(G,q,Z),B.strokeStyle&&B.strokeText(G,q,Z)}applyAnchoring(){if(this.textChunkStart>=this.leafTexts.length)return;const B=this.leafTexts[this.textChunkStart],D=B.getStyle("text-anchor").getString("start"),R=!1;let G=0;D==="start"&&!R||D==="end"&&R?G=B.x-this.minX:D==="end"&&!R||D==="start"&&R?G=B.x-this.maxX:G=B.x-(this.minX+this.maxX)/2;for(let W=this.textChunkStart;W<this.leafTexts.length;W++)this.leafTexts[W].x+=G;this.minX=Number.POSITIVE_INFINITY,this.maxX=Number.NEGATIVE_INFINITY,this.textChunkStart=this.leafTexts.length}adjustChildCoordinatesRecursive(B){this.children.forEach((D,R)=>{this.adjustChildCoordinatesRecursiveCore(B,this,this,R)}),this.applyAnchoring()}adjustChildCoordinatesRecursiveCore(B,D,R,G){const W=R.children[G];W.children.length>0?W.children.forEach((q,Z)=>{D.adjustChildCoordinatesRecursiveCore(B,D,W,Z)}):this.adjustChildCoordinates(B,D,R,G)}adjustChildCoordinates(B,D,R,G){const W=R.children[G];if(typeof W.measureText!="function")return W;B.save(),W.setContext(B,!0);const q=W.getAttribute("x"),Z=W.getAttribute("y"),Y=W.getAttribute("dx"),U=W.getAttribute("dy"),J=W.getStyle("font-family").getDefinition(),K=Boolean(J==null?void 0:J.isRTL);G===0&&(q.hasValue()||q.setValue(W.getInheritedAttribute("x")),Z.hasValue()||Z.setValue(W.getInheritedAttribute("y")),Y.hasValue()||Y.setValue(W.getInheritedAttribute("dx")),U.hasValue()||U.setValue(W.getInheritedAttribute("dy")));const Q=W.measureText(B);return K&&(D.x-=Q),q.hasValue()?(D.applyAnchoring(),W.x=q.getPixels("x"),Y.hasValue()&&(W.x+=Y.getPixels("x"))):(Y.hasValue()&&(D.x+=Y.getPixels("x")),W.x=D.x),D.x=W.x,K||(D.x+=Q),Z.hasValue()?(W.y=Z.getPixels("y"),U.hasValue()&&(W.y+=U.getPixels("y"))):(U.hasValue()&&(D.y+=U.getPixels("y")),W.y=D.y),D.y=W.y,D.leafTexts.push(W),D.minX=Math.min(D.minX,W.x,W.x+Q),D.maxX=Math.max(D.maxX,W.x,W.x+Q),W.clearContext(B),B.restore(),W}getChildBoundingBox(B,D,R,G){const W=R.children[G];if(typeof W.getBoundingBox!="function")return null;const q=W.getBoundingBox(B);return q&&W.children.forEach((Z,Y)=>{const U=D.getChildBoundingBox(B,D,W,Y);q.addBoundingBox(U)}),q}renderChild(B,D,R,G){const W=R.children[G];W.render(B),W.children.forEach((q,Z)=>{D.renderChild(B,D,W,Z)})}measureText(B){const{measureCache:D}=this;if(~D)return D;const R=this.getText(),G=this.measureTargetText(B,R);return this.measureCache=G,G}measureTargetText(B,D){if(!D.length)return 0;const{parent:R}=this,G=R.getStyle("font-family").getDefinition();if(G){const q=this.getFontSize(),Z=G.isRTL?D.split("").reverse().join(""):D,Y=toNumbers(R.getAttribute("dx").getString()),U=Z.length;let J=0;for(let K=0;K<U;K++)J+=(this.getGlyph(G,Z,K).horizAdvX||G.horizAdvX)*q/G.fontFace.unitsPerEm,typeof Y[K]!="undefined"&&!isNaN(Y[K])&&(J+=Y[K]);return J}if(!B.measureText)return D.length*10;B.save(),this.setContext(B,!0);const{width:W}=B.measureText(D);return this.clearContext(B),B.restore(),W}getInheritedAttribute(B){let D=this;for(;D instanceof TextElement&&D.isFirstChild()&&D.parent;){const R=D.parent.getAttribute(B);if(R.hasValue(!0))return R.getString("0");D=D.parent}return null}constructor(B,D,R){super(B,D,new.target===TextElement?!0:R),this.type="text",this.x=0,this.y=0,this.leafTexts=[],this.textChunkStart=0,this.minX=Number.POSITIVE_INFINITY,this.maxX=Number.NEGATIVE_INFINITY,this.measureCache=-1}}class TSpanElement extends TextElement{getText(){return this.text}constructor(B,D,R){super(B,D,new.target===TSpanElement?!0:R),this.type="tspan",this.text=this.children.length>0?"":this.getTextFromNode()}}class TextNode extends TSpanElement{constructor(...B){super(...B),this.type="textNode"}}class PathParser extends _{reset(){this.i=-1,this.command=null,this.previousCommand=null,this.start=new Point(0,0),this.control=new Point(0,0),this.current=new Point(0,0),this.points=[],this.angles=[]}isEnd(){const{i:B,commands:D}=this;return B>=D.length-1}next(){const B=this.commands[++this.i];return this.previousCommand=this.command,this.command=B,B}getPoint(){let B=arguments.length>0&&arguments[0]!==void 0?arguments[0]:"x",D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:"y";const R=new Point(this.command[B],this.command[D]);return this.makeAbsolute(R)}getAsControlPoint(B,D){const R=this.getPoint(B,D);return this.control=R,R}getAsCurrentPoint(B,D){const R=this.getPoint(B,D);return this.current=R,R}getReflectedControlPoint(){const B=this.previousCommand.type;if(B!==_.CURVE_TO&&B!==_.SMOOTH_CURVE_TO&&B!==_.QUAD_TO&&B!==_.SMOOTH_QUAD_TO)return this.current;const{current:{x:D,y:R},control:{x:G,y:W}}=this;return new Point(2*D-G,2*R-W)}makeAbsolute(B){if(this.command.relative){const{x:D,y:R}=this.current;B.x+=D,B.y+=R}return B}addMarker(B,D,R){const{points:G,angles:W}=this;R&&W.length>0&&!W[W.length-1]&&(W[W.length-1]=G[G.length-1].angleTo(R)),this.addMarkerAngle(B,D?D.angleTo(B):null)}addMarkerAngle(B,D){this.points.push(B),this.angles.push(D)}getMarkerPoints(){return this.points}getMarkerAngles(){const{angles:B}=this,D=B.length;for(let R=0;R<D;R++)if(!B[R]){for(let G=R+1;G<D;G++)if(B[G]){B[R]=B[G];break}}return B}constructor(B){super(B.replace(/([+\-.])\s+/gm,"$1").replace(/[^MmZzLlHhVvCcSsQqTtAae\d\s.,+-].*/g,"")),this.control=new Point(0,0),this.start=new Point(0,0),this.current=new Point(0,0),this.command=null,this.commands=this.commands,this.i=-1,this.previousCommand=null,this.points=[],this.angles=[]}}class PathElement extends RenderedElement{path(B){const{pathParser:D}=this,R=new BoundingBox$2;for(D.reset(),B&&B.beginPath();!D.isEnd();)switch(D.next().type){case PathParser.MOVE_TO:this.pathM(B,R);break;case PathParser.LINE_TO:this.pathL(B,R);break;case PathParser.HORIZ_LINE_TO:this.pathH(B,R);break;case PathParser.VERT_LINE_TO:this.pathV(B,R);break;case PathParser.CURVE_TO:this.pathC(B,R);break;case PathParser.SMOOTH_CURVE_TO:this.pathS(B,R);break;case PathParser.QUAD_TO:this.pathQ(B,R);break;case PathParser.SMOOTH_QUAD_TO:this.pathT(B,R);break;case PathParser.ARC:this.pathA(B,R);break;case PathParser.CLOSE_PATH:this.pathZ(B,R);break}return R}getBoundingBox(B){return this.path()}getMarkers(){const{pathParser:B}=this,D=B.getMarkerPoints(),R=B.getMarkerAngles();return D.map((W,q)=>[W,R[q]])}renderChildren(B){this.path(B),this.document.screen.mouse.checkPath(this,B);const D=this.getStyle("fill-rule");B.fillStyle!==""&&(D.getString("inherit")!=="inherit"?B.fill(D.getString()):B.fill()),B.strokeStyle!==""&&(this.getAttribute("vector-effect").getString()==="non-scaling-stroke"?(B.save(),B.setTransform(1,0,0,1,0,0),B.stroke(),B.restore()):B.stroke());const R=this.getMarkers();if(R){const G=R.length-1,W=this.getStyle("marker-start"),q=this.getStyle("marker-mid"),Z=this.getStyle("marker-end");if(W.isUrlDefinition()){const Y=W.getDefinition(),[U,J]=R[0];Y.render(B,U,J)}if(q.isUrlDefinition()){const Y=q.getDefinition();for(let U=1;U<G;U++){const[J,K]=R[U];Y.render(B,J,K)}}if(Z.isUrlDefinition()){const Y=Z.getDefinition(),[U,J]=R[G];Y.render(B,U,J)}}}static pathM(B){const D=B.getAsCurrentPoint();return B.start=B.current,{point:D}}pathM(B,D){const{pathParser:R}=this,{point:G}=PathElement.pathM(R),{x:W,y:q}=G;R.addMarker(G),D.addPoint(W,q),B&&B.moveTo(W,q)}static pathL(B){const{current:D}=B,R=B.getAsCurrentPoint();return{current:D,point:R}}pathL(B,D){const{pathParser:R}=this,{current:G,point:W}=PathElement.pathL(R),{x:q,y:Z}=W;R.addMarker(W,G),D.addPoint(q,Z),B&&B.lineTo(q,Z)}static pathH(B){const{current:D,command:R}=B,G=new Point((R.relative?D.x:0)+R.x,D.y);return B.current=G,{current:D,point:G}}pathH(B,D){const{pathParser:R}=this,{current:G,point:W}=PathElement.pathH(R),{x:q,y:Z}=W;R.addMarker(W,G),D.addPoint(q,Z),B&&B.lineTo(q,Z)}static pathV(B){const{current:D,command:R}=B,G=new Point(D.x,(R.relative?D.y:0)+R.y);return B.current=G,{current:D,point:G}}pathV(B,D){const{pathParser:R}=this,{current:G,point:W}=PathElement.pathV(R),{x:q,y:Z}=W;R.addMarker(W,G),D.addPoint(q,Z),B&&B.lineTo(q,Z)}static pathC(B){const{current:D}=B,R=B.getPoint("x1","y1"),G=B.getAsControlPoint("x2","y2"),W=B.getAsCurrentPoint();return{current:D,point:R,controlPoint:G,currentPoint:W}}pathC(B,D){const{pathParser:R}=this,{current:G,point:W,controlPoint:q,currentPoint:Z}=PathElement.pathC(R);R.addMarker(Z,q,W),D.addBezierCurve(G.x,G.y,W.x,W.y,q.x,q.y,Z.x,Z.y),B&&B.bezierCurveTo(W.x,W.y,q.x,q.y,Z.x,Z.y)}static pathS(B){const{current:D}=B,R=B.getReflectedControlPoint(),G=B.getAsControlPoint("x2","y2"),W=B.getAsCurrentPoint();return{current:D,point:R,controlPoint:G,currentPoint:W}}pathS(B,D){const{pathParser:R}=this,{current:G,point:W,controlPoint:q,currentPoint:Z}=PathElement.pathS(R);R.addMarker(Z,q,W),D.addBezierCurve(G.x,G.y,W.x,W.y,q.x,q.y,Z.x,Z.y),B&&B.bezierCurveTo(W.x,W.y,q.x,q.y,Z.x,Z.y)}static pathQ(B){const{current:D}=B,R=B.getAsControlPoint("x1","y1"),G=B.getAsCurrentPoint();return{current:D,controlPoint:R,currentPoint:G}}pathQ(B,D){const{pathParser:R}=this,{current:G,controlPoint:W,currentPoint:q}=PathElement.pathQ(R);R.addMarker(q,W,W),D.addQuadraticCurve(G.x,G.y,W.x,W.y,q.x,q.y),B&&B.quadraticCurveTo(W.x,W.y,q.x,q.y)}static pathT(B){const{current:D}=B,R=B.getReflectedControlPoint();B.control=R;const G=B.getAsCurrentPoint();return{current:D,controlPoint:R,currentPoint:G}}pathT(B,D){const{pathParser:R}=this,{current:G,controlPoint:W,currentPoint:q}=PathElement.pathT(R);R.addMarker(q,W,W),D.addQuadraticCurve(G.x,G.y,W.x,W.y,q.x,q.y),B&&B.quadraticCurveTo(W.x,W.y,q.x,q.y)}static pathA(B){const{current:D,command:R}=B;let{rX:G,rY:W,xRot:q,lArcFlag:Z,sweepFlag:Y}=R;const U=q*(Math.PI/180),J=B.getAsCurrentPoint(),K=new Point(Math.cos(U)*(D.x-J.x)/2+Math.sin(U)*(D.y-J.y)/2,-Math.sin(U)*(D.x-J.x)/2+Math.cos(U)*(D.y-J.y)/2),Q=Math.pow(K.x,2)/Math.pow(G,2)+Math.pow(K.y,2)/Math.pow(W,2);Q>1&&(G*=Math.sqrt(Q),W*=Math.sqrt(Q));let te=(Z===Y?-1:1)*Math.sqrt((Math.pow(G,2)*Math.pow(W,2)-Math.pow(G,2)*Math.pow(K.y,2)-Math.pow(W,2)*Math.pow(K.x,2))/(Math.pow(G,2)*Math.pow(K.y,2)+Math.pow(W,2)*Math.pow(K.x,2)));isNaN(te)&&(te=0);const re=new Point(te*G*K.y/W,te*-W*K.x/G),se=new Point((D.x+J.x)/2+Math.cos(U)*re.x-Math.sin(U)*re.y,(D.y+J.y)/2+Math.sin(U)*re.x+Math.cos(U)*re.y),ie=vectorsAngle([1,0],[(K.x-re.x)/G,(K.y-re.y)/W]),ae=[(K.x-re.x)/G,(K.y-re.y)/W],le=[(-K.x-re.x)/G,(-K.y-re.y)/W];let ue=vectorsAngle(ae,le);return vectorsRatio(ae,le)<=-1&&(ue=Math.PI),vectorsRatio(ae,le)>=1&&(ue=0),{currentPoint:J,rX:G,rY:W,sweepFlag:Y,xAxisRotation:U,centp:se,a1:ie,ad:ue}}pathA(B,D){const{pathParser:R}=this,{currentPoint:G,rX:W,rY:q,sweepFlag:Z,xAxisRotation:Y,centp:U,a1:J,ad:K}=PathElement.pathA(R),Q=1-Z?1:-1,te=J+Q*(K/2),re=new Point(U.x+W*Math.cos(te),U.y+q*Math.sin(te));if(R.addMarkerAngle(re,te-Q*Math.PI/2),R.addMarkerAngle(G,te-Q*Math.PI),D.addPoint(G.x,G.y),B&&!isNaN(J)&&!isNaN(K)){const se=W>q?W:q,ie=W>q?1:W/q,ae=W>q?q/W:1;B.translate(U.x,U.y),B.rotate(Y),B.scale(ie,ae),B.arc(0,0,se,J,J+K,Boolean(1-Z)),B.scale(1/ie,1/ae),B.rotate(-Y),B.translate(-U.x,-U.y)}}static pathZ(B){B.current=B.start}pathZ(B,D){PathElement.pathZ(this.pathParser),B&&D.x1!==D.x2&&D.y1!==D.y2&&B.closePath()}constructor(B,D,R){super(B,D,R),this.type="path",this.pathParser=new PathParser(this.getAttribute("d").getString())}}class SVGElement$1 extends RenderedElement{setContext(B){var D;const{document:R}=this,{screen:G,window:W}=R,q=B.canvas;if(G.setDefaults(B),"style"in q&&typeof B.font!="undefined"&&W&&typeof W.getComputedStyle!="undefined"){B.font=W.getComputedStyle(q).getPropertyValue("font");const le=new Property(R,"fontSize",Font$1.parse(B.font).fontSize);le.hasValue()&&(R.rootEmSize=le.getPixels("y"),R.emSize=R.rootEmSize)}this.getAttribute("x").hasValue()||this.getAttribute("x",!0).setValue(0),this.getAttribute("y").hasValue()||this.getAttribute("y",!0).setValue(0);let{width:Z,height:Y}=G.viewPort;this.getStyle("width").hasValue()||this.getStyle("width",!0).setValue("100%"),this.getStyle("height").hasValue()||this.getStyle("height",!0).setValue("100%"),this.getStyle("color").hasValue()||this.getStyle("color",!0).setValue("black");const U=this.getAttribute("refX"),J=this.getAttribute("refY"),K=this.getAttribute("viewBox"),Q=K.hasValue()?toNumbers(K.getString()):null,te=!this.root&&this.getStyle("overflow").getValue("hidden")!=="visible";let re=0,se=0,ie=0,ae=0;Q&&(re=Q[0],se=Q[1]),this.root||(Z=this.getStyle("width").getPixels("x"),Y=this.getStyle("height").getPixels("y"),this.type==="marker"&&(ie=re,ae=se,re=0,se=0)),G.viewPort.setCurrent(Z,Y),this.node&&(!this.parent||((D=this.node.parentNode)===null||D===void 0?void 0:D.nodeName)==="foreignObject")&&this.getStyle("transform",!1,!0).hasValue()&&!this.getStyle("transform-origin",!1,!0).hasValue()&&this.getStyle("transform-origin",!0,!0).setValue("50% 50%"),super.setContext(B),B.translate(this.getAttribute("x").getPixels("x"),this.getAttribute("y").getPixels("y")),Q&&(Z=Q[2],Y=Q[3]),R.setViewBox({ctx:B,aspectRatio:this.getAttribute("preserveAspectRatio").getString(),width:G.viewPort.width,desiredWidth:Z,height:G.viewPort.height,desiredHeight:Y,minX:re,minY:se,refX:U.getValue(),refY:J.getValue(),clip:te,clipX:ie,clipY:ae}),Q&&(G.viewPort.removeCurrent(),G.viewPort.setCurrent(Z,Y))}clearContext(B){super.clearContext(B),this.document.screen.viewPort.removeCurrent()}resize(B){let D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:B,R=arguments.length>2&&arguments[2]!==void 0?arguments[2]:!1;const G=this.getAttribute("width",!0),W=this.getAttribute("height",!0),q=this.getAttribute("viewBox"),Z=this.getAttribute("style"),Y=G.getNumber(0),U=W.getNumber(0);if(R)if(typeof R=="string")this.getAttribute("preserveAspectRatio",!0).setValue(R);else{const J=this.getAttribute("preserveAspectRatio");J.hasValue()&&J.setValue(J.getString().replace(/^\s*(\S.*\S)\s*$/,"$1"))}if(G.setValue(B),W.setValue(D),q.hasValue()||q.setValue("0 0 ".concat(Y||B," ").concat(U||D)),Z.hasValue()){const J=this.getStyle("width"),K=this.getStyle("height");J.hasValue()&&J.setValue("".concat(B,"px")),K.hasValue()&&K.setValue("".concat(D,"px"))}}constructor(...B){super(...B),this.type="svg",this.root=!1}}class RectElement extends PathElement{path(B){const D=this.getAttribute("x").getPixels("x"),R=this.getAttribute("y").getPixels("y"),G=this.getStyle("width",!1,!0).getPixels("x"),W=this.getStyle("height",!1,!0).getPixels("y"),q=this.getAttribute("rx"),Z=this.getAttribute("ry");let Y=q.getPixels("x"),U=Z.getPixels("y");if(q.hasValue()&&!Z.hasValue()&&(U=Y),Z.hasValue()&&!q.hasValue()&&(Y=U),Y=Math.min(Y,G/2),U=Math.min(U,W/2),B){const J=4*((Math.sqrt(2)-1)/3);B.beginPath(),W>0&&G>0&&(B.moveTo(D+Y,R),B.lineTo(D+G-Y,R),B.bezierCurveTo(D+G-Y+J*Y,R,D+G,R+U-J*U,D+G,R+U),B.lineTo(D+G,R+W-U),B.bezierCurveTo(D+G,R+W-U+J*U,D+G-Y+J*Y,R+W,D+G-Y,R+W),B.lineTo(D+Y,R+W),B.bezierCurveTo(D+Y-J*Y,R+W,D,R+W-U+J*U,D,R+W-U),B.lineTo(D,R+U),B.bezierCurveTo(D,R+U-J*U,D+Y-J*Y,R,D+Y,R),B.closePath())}return new BoundingBox$2(D,R,D+G,R+W)}getMarkers(){return null}constructor(...B){super(...B),this.type="rect"}}class CircleElement extends PathElement{path(B){const D=this.getAttribute("cx").getPixels("x"),R=this.getAttribute("cy").getPixels("y"),G=this.getAttribute("r").getPixels();return B&&G>0&&(B.beginPath(),B.arc(D,R,G,0,Math.PI*2,!1),B.closePath()),new BoundingBox$2(D-G,R-G,D+G,R+G)}getMarkers(){return null}constructor(...B){super(...B),this.type="circle"}}class EllipseElement extends PathElement{path(B){const D=4*((Math.sqrt(2)-1)/3),R=this.getAttribute("rx").getPixels("x"),G=this.getAttribute("ry").getPixels("y"),W=this.getAttribute("cx").getPixels("x"),q=this.getAttribute("cy").getPixels("y");return B&&R>0&&G>0&&(B.beginPath(),B.moveTo(W+R,q),B.bezierCurveTo(W+R,q+D*G,W+D*R,q+G,W,q+G),B.bezierCurveTo(W-D*R,q+G,W-R,q+D*G,W-R,q),B.bezierCurveTo(W-R,q-D*G,W-D*R,q-G,W,q-G),B.bezierCurveTo(W+D*R,q-G,W+R,q-D*G,W+R,q),B.closePath()),new BoundingBox$2(W-R,q-G,W+R,q+G)}getMarkers(){return null}constructor(...B){super(...B),this.type="ellipse"}}class LineElement extends PathElement{getPoints(){return[new Point(this.getAttribute("x1").getPixels("x"),this.getAttribute("y1").getPixels("y")),new Point(this.getAttribute("x2").getPixels("x"),this.getAttribute("y2").getPixels("y"))]}path(B){const[{x:D,y:R},{x:G,y:W}]=this.getPoints();return B&&(B.beginPath(),B.moveTo(D,R),B.lineTo(G,W)),new BoundingBox$2(D,R,G,W)}getMarkers(){const[B,D]=this.getPoints(),R=B.angleTo(D);return[[B,R],[D,R]]}constructor(...B){super(...B),this.type="line"}}class PolylineElement extends PathElement{path(B){const{points:D}=this,[{x:R,y:G}]=D,W=new BoundingBox$2(R,G);return B&&(B.beginPath(),B.moveTo(R,G)),D.forEach(q=>{let{x:Z,y:Y}=q;W.addPoint(Z,Y),B&&B.lineTo(Z,Y)}),W}getMarkers(){const{points:B}=this,D=B.length-1,R=[];return B.forEach((G,W)=>{W!==D&&R.push([G,G.angleTo(B[W+1])])}),R.length>0&&R.push([B[B.length-1],R[R.length-1][1]]),R}constructor(B,D,R){super(B,D,R),this.type="polyline",this.points=[],this.points=Point.parsePath(this.getAttribute("points").getString())}}class PolygonElement extends PolylineElement{path(B){const D=super.path(B),[{x:R,y:G}]=this.points;return B&&(B.lineTo(R,G),B.closePath()),D}constructor(...B){super(...B),this.type="polygon"}}class PatternElement extends Element$2{createPattern(B,D,R){const G=this.getStyle("width").getPixels("x",!0),W=this.getStyle("height").getPixels("y",!0),q=new SVGElement$1(this.document,null);q.attributes.viewBox=new Property(this.document,"viewBox",this.getAttribute("viewBox").getValue()),q.attributes.width=new Property(this.document,"width","".concat(G,"px")),q.attributes.height=new Property(this.document,"height","".concat(W,"px")),q.attributes.transform=new Property(this.document,"transform",this.getAttribute("patternTransform").getValue()),q.children=this.children;const Z=this.document.createCanvas(G,W),Y=Z.getContext("2d"),U=this.getAttribute("x"),J=this.getAttribute("y");U.hasValue()&&J.hasValue()&&Y.translate(U.getPixels("x",!0),J.getPixels("y",!0)),R.hasValue()?this.styles["fill-opacity"]=R:Reflect.deleteProperty(this.styles,"fill-opacity");for(let Q=-1;Q<=1;Q++)for(let te=-1;te<=1;te++)Y.save(),q.attributes.x=new Property(this.document,"x",Q*Z.width),q.attributes.y=new Property(this.document,"y",te*Z.height),q.render(Y),Y.restore();return B.createPattern(Z,"repeat")}constructor(...B){super(...B),this.type="pattern"}}class MarkerElement extends Element$2{render(B,D,R){if(!D)return;const{x:G,y:W}=D,q=this.getAttribute("orient").getString("auto"),Z=this.getAttribute("markerUnits").getString("strokeWidth");B.translate(G,W),q==="auto"&&B.rotate(R),Z==="strokeWidth"&&B.scale(B.lineWidth,B.lineWidth),B.save();const Y=new SVGElement$1(this.document);Y.type=this.type,Y.attributes.viewBox=new Property(this.document,"viewBox",this.getAttribute("viewBox").getValue()),Y.attributes.refX=new Property(this.document,"refX",this.getAttribute("refX").getValue()),Y.attributes.refY=new Property(this.document,"refY",this.getAttribute("refY").getValue()),Y.attributes.width=new Property(this.document,"width",this.getAttribute("markerWidth").getValue()),Y.attributes.height=new Property(this.document,"height",this.getAttribute("markerHeight").getValue()),Y.attributes.overflow=new Property(this.document,"overflow",this.getAttribute("overflow").getValue()),Y.attributes.fill=new Property(this.document,"fill",this.getAttribute("fill").getColor("black")),Y.attributes.stroke=new Property(this.document,"stroke",this.getAttribute("stroke").getValue("none")),Y.children=this.children,Y.render(B),B.restore(),Z==="strokeWidth"&&B.scale(1/B.lineWidth,1/B.lineWidth),q==="auto"&&B.rotate(-R),B.translate(-G,-W)}constructor(...B){super(...B),this.type="marker"}}class DefsElement extends Element$2{render(){}constructor(...B){super(...B),this.type="defs"}}class GElement extends RenderedElement{getBoundingBox(B){const D=new BoundingBox$2;return this.children.forEach(R=>{D.addBoundingBox(R.getBoundingBox(B))}),D}constructor(...B){super(...B),this.type="g"}}class GradientElement extends Element$2{getGradientUnits(){return this.getAttribute("gradientUnits").getString("objectBoundingBox")}createGradient(B,D,R){let G=this;this.getHrefAttribute().hasValue()&&(G=this.getHrefAttribute().getDefinition(),this.inheritStopContainer(G));const{stops:W}=G,q=this.getGradient(B,D);if(!q)return this.addParentOpacity(R,W[W.length-1].color);if(W.forEach(Z=>{q.addColorStop(Z.offset,this.addParentOpacity(R,Z.color))}),this.getAttribute("gradientTransform").hasValue()){const{document:Z}=this,{MAX_VIRTUAL_PIXELS:Y}=Screen,{viewPort:U}=Z.screen,J=U.getRoot(),K=new RectElement(Z);K.attributes.x=new Property(Z,"x",-Y/3),K.attributes.y=new Property(Z,"y",-Y/3),K.attributes.width=new Property(Z,"width",Y),K.attributes.height=new Property(Z,"height",Y);const Q=new GElement(Z);Q.attributes.transform=new Property(Z,"transform",this.getAttribute("gradientTransform").getValue()),Q.children=[K];const te=new SVGElement$1(Z);te.attributes.x=new Property(Z,"x",0),te.attributes.y=new Property(Z,"y",0),te.attributes.width=new Property(Z,"width",J.width),te.attributes.height=new Property(Z,"height",J.height),te.children=[Q];const re=Z.createCanvas(J.width,J.height),se=re.getContext("2d");return se.fillStyle=q,te.render(se),se.createPattern(re,"no-repeat")}return q}inheritStopContainer(B){this.attributesToInherit.forEach(D=>{!this.getAttribute(D).hasValue()&&B.getAttribute(D).hasValue()&&this.getAttribute(D,!0).setValue(B.getAttribute(D).getValue())})}addParentOpacity(B,D){return B.hasValue()?new Property(this.document,"color",D).addOpacity(B).getColor():D}constructor(B,D,R){super(B,D,R),this.attributesToInherit=["gradientUnits"],this.stops=[];const{stops:G,children:W}=this;W.forEach(q=>{q.type==="stop"&&G.push(q)})}}class LinearGradientElement extends GradientElement{getGradient(B,D){const R=this.getGradientUnits()==="objectBoundingBox",G=R?D.getBoundingBox(B):null;if(R&&!G)return null;!this.getAttribute("x1").hasValue()&&!this.getAttribute("y1").hasValue()&&!this.getAttribute("x2").hasValue()&&!this.getAttribute("y2").hasValue()&&(this.getAttribute("x1",!0).setValue(0),this.getAttribute("y1",!0).setValue(0),this.getAttribute("x2",!0).setValue(1),this.getAttribute("y2",!0).setValue(0));const W=R?G.x+G.width*this.getAttribute("x1").getNumber():this.getAttribute("x1").getPixels("x"),q=R?G.y+G.height*this.getAttribute("y1").getNumber():this.getAttribute("y1").getPixels("y"),Z=R?G.x+G.width*this.getAttribute("x2").getNumber():this.getAttribute("x2").getPixels("x"),Y=R?G.y+G.height*this.getAttribute("y2").getNumber():this.getAttribute("y2").getPixels("y");return W===Z&&q===Y?null:B.createLinearGradient(W,q,Z,Y)}constructor(B,D,R){super(B,D,R),this.type="linearGradient",this.attributesToInherit.push("x1","y1","x2","y2")}}class RadialGradientElement extends GradientElement{getGradient(B,D){const R=this.getGradientUnits()==="objectBoundingBox",G=D.getBoundingBox(B);if(R&&!G)return null;this.getAttribute("cx").hasValue()||this.getAttribute("cx",!0).setValue("50%"),this.getAttribute("cy").hasValue()||this.getAttribute("cy",!0).setValue("50%"),this.getAttribute("r").hasValue()||this.getAttribute("r",!0).setValue("50%");const W=R?G.x+G.width*this.getAttribute("cx").getNumber():this.getAttribute("cx").getPixels("x"),q=R?G.y+G.height*this.getAttribute("cy").getNumber():this.getAttribute("cy").getPixels("y");let Z=W,Y=q;this.getAttribute("fx").hasValue()&&(Z=R?G.x+G.width*this.getAttribute("fx").getNumber():this.getAttribute("fx").getPixels("x")),this.getAttribute("fy").hasValue()&&(Y=R?G.y+G.height*this.getAttribute("fy").getNumber():this.getAttribute("fy").getPixels("y"));const U=R?(G.width+G.height)/2*this.getAttribute("r").getNumber():this.getAttribute("r").getPixels(),J=this.getAttribute("fr").getPixels();return B.createRadialGradient(Z,Y,J,W,q,U)}constructor(B,D,R){super(B,D,R),this.type="radialGradient",this.attributesToInherit.push("cx","cy","r","fx","fy","fr")}}class StopElement extends Element$2{constructor(B,D,R){super(B,D,R),this.type="stop";const G=Math.max(0,Math.min(1,this.getAttribute("offset").getNumber())),W=this.getStyle("stop-opacity");let q=this.getStyle("stop-color",!0);q.getString()===""&&q.setValue("#000"),W.hasValue()&&(q=q.addOpacity(W)),this.offset=G,this.color=q.getColor()}}class AnimateElement extends Element$2{getProperty(){const B=this.getAttribute("attributeType").getString(),D=this.getAttribute("attributeName").getString();return B==="CSS"?this.parent.getStyle(D,!0):this.parent.getAttribute(D,!0)}calcValue(){const{initialUnits:B}=this,{progress:D,from:R,to:G}=this.getProgress();let W=R.getNumber()+(G.getNumber()-R.getNumber())*D;return B==="%"&&(W*=100),"".concat(W).concat(B)}update(B){const{parent:D}=this,R=this.getProperty();if(this.initialValue||(this.initialValue=R.getString(),this.initialUnits=R.getUnits()),this.duration>this.maxDuration){const W=this.getAttribute("fill").getString("remove");if(this.getAttribute("repeatCount").getString()==="indefinite"||this.getAttribute("repeatDur").getString()==="indefinite")this.duration=0;else if(W==="freeze"&&!this.frozen)this.frozen=!0,D&&R&&(D.animationFrozen=!0,D.animationFrozenValue=R.getString());else if(W==="remove"&&!this.removed)return this.removed=!0,D&&R&&R.setValue(D.animationFrozen?D.animationFrozenValue:this.initialValue),!0;return!1}this.duration+=B;let G=!1;if(this.begin<this.duration){let W=this.calcValue();const q=this.getAttribute("type");if(q.hasValue()){const Z=q.getString();W="".concat(Z,"(").concat(W,")")}R.setValue(W),G=!0}return G}getProgress(){const{document:B,values:D}=this;let R=(this.duration-this.begin)/(this.maxDuration-this.begin),G,W;if(D.hasValue()){const q=R*(D.getValue().length-1),Z=Math.floor(q),Y=Math.ceil(q);let U;U=D.getValue()[Z],G=new Property(B,"from",U?parseFloat(U):0),U=D.getValue()[Y],W=new Property(B,"to",U?parseFloat(U):0),R=(q-Z)/(Y-Z)}else G=this.from,W=this.to;return{progress:R,from:G,to:W}}constructor(B,D,R){super(B,D,R),this.type="animate",this.duration=0,this.initialUnits="",this.removed=!1,this.frozen=!1,B.screen.animations.push(this),this.begin=this.getAttribute("begin").getMilliseconds(),this.maxDuration=this.begin+this.getAttribute("dur").getMilliseconds(),this.from=this.getAttribute("from"),this.to=this.getAttribute("to"),this.values=new Property(B,"values",null);const G=this.getAttribute("values");G.hasValue()&&this.values.setValue(G.getString().split(";"))}}class AnimateColorElement extends AnimateElement{calcValue(){const{progress:B,from:D,to:R}=this.getProgress(),G=new rgbcolor(D.getColor()),W=new rgbcolor(R.getColor());if(G.ok&&W.ok){const q=G.r+(W.r-G.r)*B,Z=G.g+(W.g-G.g)*B,Y=G.b+(W.b-G.b)*B;return"rgb(".concat(Math.floor(q),", ").concat(Math.floor(Z),", ").concat(Math.floor(Y),")")}return this.getAttribute("from").getColor()}constructor(...B){super(...B),this.type="animateColor"}}class AnimateTransformElement extends AnimateElement{calcValue(){const{progress:B,from:D,to:R}=this.getProgress(),G=toNumbers(D.getString()),W=toNumbers(R.getString());return G.map((Z,Y)=>{const U=W[Y];return Z+(U-Z)*B}).join(" ")}constructor(...B){super(...B),this.type="animateTransform"}}class FontFaceElement extends Element$2{constructor(B,D,R){super(B,D,R),this.type="font-face",this.ascent=this.getAttribute("ascent").getNumber(),this.descent=this.getAttribute("descent").getNumber(),this.unitsPerEm=this.getAttribute("units-per-em").getNumber()}}class GlyphElement extends PathElement{constructor(B,D,R){super(B,D,R),this.type="glyph",this.horizAdvX=this.getAttribute("horiz-adv-x").getNumber(),this.unicode=this.getAttribute("unicode").getString(),this.arabicForm=this.getAttribute("arabic-form").getString()}}class MissingGlyphElement extends GlyphElement{constructor(...B){super(...B),this.type="missing-glyph",this.horizAdvX=0}}class FontElement extends Element$2{render(){}constructor(B,D,R){super(B,D,R),this.type="font",this.isArabic=!1,this.glyphs={},this.arabicGlyphs={},this.isRTL=!1,this.horizAdvX=this.getAttribute("horiz-adv-x").getNumber();const{definitions:G}=B,{children:W}=this;for(const q of W)if(q instanceof FontFaceElement){this.fontFace=q;const Z=q.getStyle("font-family");Z.hasValue()&&(G[Z.getString()]=this)}else if(q instanceof MissingGlyphElement)this.missingGlyph=q;else if(q instanceof GlyphElement)if(q.arabicForm){this.isRTL=!0,this.isArabic=!0;const Z=this.arabicGlyphs[q.unicode];typeof Z=="undefined"?this.arabicGlyphs[q.unicode]={[q.arabicForm]:q}:Z[q.arabicForm]=q}else this.glyphs[q.unicode]=q}}class TRefElement extends TextElement{getText(){const B=this.getHrefAttribute().getDefinition();if(B){const D=B.children[0];if(D)return D.getText()}return""}constructor(...B){super(...B),this.type="tref"}}class AElement extends TextElement{getText(){return this.text}renderChildren(B){if(this.hasText){super.renderChildren(B);const{document:D,x:R,y:G}=this,{mouse:W}=D.screen,q=new Property(D,"fontSize",Font$1.parse(D.ctx.font).fontSize);W.isWorking()&&W.checkBoundingBox(this,new BoundingBox$2(R,G-q.getPixels("y"),R+this.measureText(B),G))}else if(this.children.length>0){const D=new GElement(this.document);D.children=this.children,D.parent=this,D.render(B)}}onClick(){const{window:B}=this.document;B&&B.open(this.getHrefAttribute().getString())}onMouseMove(){const B=this.document.ctx;B.canvas.style.cursor="pointer"}constructor(B,D,R){super(B,D,R),this.type="a";const{childNodes:G}=D,W=G[0],q=G.length>0&&Array.from(G).every(Z=>Z.nodeType===3);this.hasText=q,this.text=q?this.getTextFromNode(W):""}}class TextPathElement extends TextElement{getText(){return this.text}path(B){const{dataArray:D}=this;B&&B.beginPath(),D.forEach(R=>{let{type:G,points:W}=R;switch(G){case PathParser.LINE_TO:B&&B.lineTo(W[0],W[1]);break;case PathParser.MOVE_TO:B&&B.moveTo(W[0],W[1]);break;case PathParser.CURVE_TO:B&&B.bezierCurveTo(W[0],W[1],W[2],W[3],W[4],W[5]);break;case PathParser.QUAD_TO:B&&B.quadraticCurveTo(W[0],W[1],W[2],W[3]);break;case PathParser.ARC:{const[q,Z,Y,U,J,K,Q,te]=W,re=Y>U?Y:U,se=Y>U?1:Y/U,ie=Y>U?U/Y:1;B&&(B.translate(q,Z),B.rotate(Q),B.scale(se,ie),B.arc(0,0,re,J,J+K,Boolean(1-te)),B.scale(1/se,1/ie),B.rotate(-Q),B.translate(-q,-Z));break}case PathParser.CLOSE_PATH:B&&B.closePath();break}})}renderChildren(B){this.setTextData(B),B.save();const D=this.parent.getStyle("text-decoration").getString(),R=this.getFontSize(),{glyphInfo:G}=this,W=B.fillStyle;D==="underline"&&B.beginPath(),G.forEach((q,Z)=>{const{p0:Y,p1:U,rotation:J,text:K}=q;B.save(),B.translate(Y.x,Y.y),B.rotate(J),B.fillStyle&&B.fillText(K,0,0),B.strokeStyle&&B.strokeText(K,0,0),B.restore(),D==="underline"&&(Z===0&&B.moveTo(Y.x,Y.y+R/8),B.lineTo(U.x,U.y+R/5))}),D==="underline"&&(B.lineWidth=R/20,B.strokeStyle=W,B.stroke(),B.closePath()),B.restore()}getLetterSpacingAt(){let B=arguments.length>0&&arguments[0]!==void 0?arguments[0]:0;return this.letterSpacingCache[B]||0}findSegmentToFitChar(B,D,R,G,W,q,Z,Y,U){let J=q,K=this.measureText(B,Y);Y===" "&&D==="justify"&&R<G&&(K+=(G-R)/W),U>-1&&(J+=this.getLetterSpacingAt(U));const Q=this.textHeight/20,te=this.getEquidistantPointOnPath(J,Q,0),re=this.getEquidistantPointOnPath(J+K,Q,0),se={p0:te,p1:re},ie=te&&re?Math.atan2(re.y-te.y,re.x-te.x):0;if(Z){const ae=Math.cos(Math.PI/2+ie)*Z,le=Math.cos(-ie)*Z;se.p0={...te,x:te.x+ae,y:te.y+le},se.p1={...re,x:re.x+ae,y:re.y+le}}return J+=K,{offset:J,segment:se,rotation:ie}}measureText(B,D){const{measuresCache:R}=this,G=D||this.getText();if(R.has(G))return R.get(G);const W=this.measureTargetText(B,G);return R.set(G,W),W}setTextData(B){if(this.glyphInfo)return;const D=this.getText(),R=D.split(""),G=D.split(" ").length-1,W=this.parent.getAttribute("dx").split().map(ue=>ue.getPixels("x")),q=this.parent.getAttribute("dy").getPixels("y"),Z=this.parent.getStyle("text-anchor").getString("start"),Y=this.getStyle("letter-spacing"),U=this.parent.getStyle("letter-spacing");let J=0;!Y.hasValue()||Y.getValue()==="inherit"?J=U.getPixels():Y.hasValue()&&Y.getValue()!=="initial"&&Y.getValue()!=="unset"&&(J=Y.getPixels());const K=[],Q=D.length;this.letterSpacingCache=K;for(let ue=0;ue<Q;ue++)K.push(typeof W[ue]!="undefined"?W[ue]:J);const te=K.reduce((ue,ce,de)=>de===0?0:ue+ce||0,0),re=this.measureText(B),se=Math.max(re+te,0);this.textWidth=re,this.textHeight=this.getFontSize(),this.glyphInfo=[];const ie=this.getPathLength(),ae=this.getStyle("startOffset").getNumber(0)*ie;let le=0;(Z==="middle"||Z==="center")&&(le=-se/2),(Z==="end"||Z==="right")&&(le=-se),le+=ae,R.forEach((ue,ce)=>{const{offset:de,segment:ve,rotation:he}=this.findSegmentToFitChar(B,Z,se,ie,G,le,q,ue,ce);le=de,!(!ve.p0||!ve.p1)&&this.glyphInfo.push({text:R[ce],p0:ve.p0,p1:ve.p1,rotation:he})})}parsePathData(B){if(this.pathLength=-1,!B)return[];const D=[],{pathParser:R}=B;for(R.reset();!R.isEnd();){const{current:G}=R,W=G?G.x:0,q=G?G.y:0,Z=R.next();let Y=Z.type,U=[];switch(Z.type){case PathParser.MOVE_TO:this.pathM(R,U);break;case PathParser.LINE_TO:Y=this.pathL(R,U);break;case PathParser.HORIZ_LINE_TO:Y=this.pathH(R,U);break;case PathParser.VERT_LINE_TO:Y=this.pathV(R,U);break;case PathParser.CURVE_TO:this.pathC(R,U);break;case PathParser.SMOOTH_CURVE_TO:Y=this.pathS(R,U);break;case PathParser.QUAD_TO:this.pathQ(R,U);break;case PathParser.SMOOTH_QUAD_TO:Y=this.pathT(R,U);break;case PathParser.ARC:U=this.pathA(R);break;case PathParser.CLOSE_PATH:PathElement.pathZ(R);break}Z.type!==PathParser.CLOSE_PATH?D.push({type:Y,points:U,start:{x:W,y:q},pathLength:this.calcLength(W,q,Y,U)}):D.push({type:PathParser.CLOSE_PATH,points:[],pathLength:0})}return D}pathM(B,D){const{x:R,y:G}=PathElement.pathM(B).point;D.push(R,G)}pathL(B,D){const{x:R,y:G}=PathElement.pathL(B).point;return D.push(R,G),PathParser.LINE_TO}pathH(B,D){const{x:R,y:G}=PathElement.pathH(B).point;return D.push(R,G),PathParser.LINE_TO}pathV(B,D){const{x:R,y:G}=PathElement.pathV(B).point;return D.push(R,G),PathParser.LINE_TO}pathC(B,D){const{point:R,controlPoint:G,currentPoint:W}=PathElement.pathC(B);D.push(R.x,R.y,G.x,G.y,W.x,W.y)}pathS(B,D){const{point:R,controlPoint:G,currentPoint:W}=PathElement.pathS(B);return D.push(R.x,R.y,G.x,G.y,W.x,W.y),PathParser.CURVE_TO}pathQ(B,D){const{controlPoint:R,currentPoint:G}=PathElement.pathQ(B);D.push(R.x,R.y,G.x,G.y)}pathT(B,D){const{controlPoint:R,currentPoint:G}=PathElement.pathT(B);return D.push(R.x,R.y,G.x,G.y),PathParser.QUAD_TO}pathA(B){let{rX:D,rY:R,sweepFlag:G,xAxisRotation:W,centp:q,a1:Z,ad:Y}=PathElement.pathA(B);return G===0&&Y>0&&(Y-=2*Math.PI),G===1&&Y<0&&(Y+=2*Math.PI),[q.x,q.y,D,R,Z,Y,W,G]}calcLength(B,D,R,G){let W=0,q=null,Z=null,Y=0;switch(R){case PathParser.LINE_TO:return this.getLineLength(B,D,G[0],G[1]);case PathParser.CURVE_TO:for(W=0,q=this.getPointOnCubicBezier(0,B,D,G[0],G[1],G[2],G[3],G[4],G[5]),Y=.01;Y<=1;Y+=.01)Z=this.getPointOnCubicBezier(Y,B,D,G[0],G[1],G[2],G[3],G[4],G[5]),W+=this.getLineLength(q.x,q.y,Z.x,Z.y),q=Z;return W;case PathParser.QUAD_TO:for(W=0,q=this.getPointOnQuadraticBezier(0,B,D,G[0],G[1],G[2],G[3]),Y=.01;Y<=1;Y+=.01)Z=this.getPointOnQuadraticBezier(Y,B,D,G[0],G[1],G[2],G[3]),W+=this.getLineLength(q.x,q.y,Z.x,Z.y),q=Z;return W;case PathParser.ARC:{W=0;const U=G[4],J=G[5],K=G[4]+J;let Q=Math.PI/180;if(Math.abs(U-K)<Q&&(Q=Math.abs(U-K)),q=this.getPointOnEllipticalArc(G[0],G[1],G[2],G[3],U,0),J<0)for(Y=U-Q;Y>K;Y-=Q)Z=this.getPointOnEllipticalArc(G[0],G[1],G[2],G[3],Y,0),W+=this.getLineLength(q.x,q.y,Z.x,Z.y),q=Z;else for(Y=U+Q;Y<K;Y+=Q)Z=this.getPointOnEllipticalArc(G[0],G[1],G[2],G[3],Y,0),W+=this.getLineLength(q.x,q.y,Z.x,Z.y),q=Z;return Z=this.getPointOnEllipticalArc(G[0],G[1],G[2],G[3],K,0),W+=this.getLineLength(q.x,q.y,Z.x,Z.y),W}}return 0}getPointOnLine(B,D,R,G,W){let q=arguments.length>5&&arguments[5]!==void 0?arguments[5]:D,Z=arguments.length>6&&arguments[6]!==void 0?arguments[6]:R;const Y=(W-R)/(G-D+PSEUDO_ZERO);let U=Math.sqrt(B*B/(1+Y*Y));G<D&&(U*=-1);let J=Y*U,K=null;if(G===D)K={x:q,y:Z+J};else if((Z-R)/(q-D+PSEUDO_ZERO)===Y)K={x:q+U,y:Z+J};else{let Q=0,te=0;const re=this.getLineLength(D,R,G,W);if(re<PSEUDO_ZERO)return null;let se=(q-D)*(G-D)+(Z-R)*(W-R);se/=re*re,Q=D+se*(G-D),te=R+se*(W-R);const ie=this.getLineLength(q,Z,Q,te),ae=Math.sqrt(B*B-ie*ie);U=Math.sqrt(ae*ae/(1+Y*Y)),G<D&&(U*=-1),J=Y*U,K={x:Q+U,y:te+J}}return K}getPointOnPath(B){const D=this.getPathLength();let R=0,G=null;if(B<-5e-5||B-5e-5>D)return null;const{dataArray:W}=this;for(const q of W){if(q&&(q.pathLength<5e-5||R+q.pathLength+5e-5<B)){R+=q.pathLength;continue}const Z=B-R;let Y=0;switch(q.type){case PathParser.LINE_TO:G=this.getPointOnLine(Z,q.start.x,q.start.y,q.points[0],q.points[1],q.start.x,q.start.y);break;case PathParser.ARC:{const U=q.points[4],J=q.points[5],K=q.points[4]+J;if(Y=U+Z/q.pathLength*J,J<0&&Y<K||J>=0&&Y>K)break;G=this.getPointOnEllipticalArc(q.points[0],q.points[1],q.points[2],q.points[3],Y,q.points[6]);break}case PathParser.CURVE_TO:Y=Z/q.pathLength,Y>1&&(Y=1),G=this.getPointOnCubicBezier(Y,q.start.x,q.start.y,q.points[0],q.points[1],q.points[2],q.points[3],q.points[4],q.points[5]);break;case PathParser.QUAD_TO:Y=Z/q.pathLength,Y>1&&(Y=1),G=this.getPointOnQuadraticBezier(Y,q.start.x,q.start.y,q.points[0],q.points[1],q.points[2],q.points[3]);break}if(G)return G;break}return null}getLineLength(B,D,R,G){return Math.sqrt((R-B)*(R-B)+(G-D)*(G-D))}getPathLength(){return this.pathLength===-1&&(this.pathLength=this.dataArray.reduce((B,D)=>D.pathLength>0?B+D.pathLength:B,0)),this.pathLength}getPointOnCubicBezier(B,D,R,G,W,q,Z,Y,U){const J=Y*CB1(B)+q*CB2(B)+G*CB3(B)+D*CB4(B),K=U*CB1(B)+Z*CB2(B)+W*CB3(B)+R*CB4(B);return{x:J,y:K}}getPointOnQuadraticBezier(B,D,R,G,W,q,Z){const Y=q*QB1(B)+G*QB2(B)+D*QB3(B),U=Z*QB1(B)+W*QB2(B)+R*QB3(B);return{x:Y,y:U}}getPointOnEllipticalArc(B,D,R,G,W,q){const Z=Math.cos(q),Y=Math.sin(q),U={x:R*Math.cos(W),y:G*Math.sin(W)};return{x:B+(U.x*Z-U.y*Y),y:D+(U.x*Y+U.y*Z)}}buildEquidistantCache(B,D){const R=this.getPathLength(),G=D||.25,W=B||R/100;if(!this.equidistantCache||this.equidistantCache.step!==W||this.equidistantCache.precision!==G){this.equidistantCache={step:W,precision:G,points:[]};let q=0;for(let Z=0;Z<=R;Z+=G){const Y=this.getPointOnPath(Z),U=this.getPointOnPath(Z+G);!Y||!U||(q+=this.getLineLength(Y.x,Y.y,U.x,U.y),q>=W&&(this.equidistantCache.points.push({x:Y.x,y:Y.y,distance:Z}),q-=W))}}}getEquidistantPointOnPath(B,D,R){if(this.buildEquidistantCache(D,R),B<0||B-this.getPathLength()>5e-5)return null;const G=Math.round(B/this.getPathLength()*(this.equidistantCache.points.length-1));return this.equidistantCache.points[G]||null}constructor(B,D,R){super(B,D,R),this.type="textPath",this.textWidth=0,this.textHeight=0,this.pathLength=-1,this.glyphInfo=null,this.letterSpacingCache=[],this.measuresCache=new Map([["",0]]);const G=this.getHrefAttribute().getDefinition();this.text=this.getTextFromNode(),this.dataArray=this.parsePathData(G)}}const dataUriRegex=/^\s*data:(([^/,;]+\/[^/,;]+)(?:;([^,;=]+=[^,;=]+))?)?(?:;(base64))?,(.*)$/i;class ImageElement extends RenderedElement{async loadImage(B){try{const D=await this.document.createImage(B);this.image=D}catch(D){console.error('Error while loading image "'.concat(B,'":'),D)}this.loaded=!0}async loadSvg(B){const D=dataUriRegex.exec(B);if(D){const R=D[5];R&&(D[4]==="base64"?this.image=atob(R):this.image=decodeURIComponent(R))}else try{const G=await(await this.document.fetch(B)).text();this.image=G}catch(R){console.error('Error while loading image "'.concat(B,'":'),R)}this.loaded=!0}renderChildren(B){const{document:D,image:R,loaded:G}=this,W=this.getAttribute("x").getPixels("x"),q=this.getAttribute("y").getPixels("y"),Z=this.getStyle("width").getPixels("x"),Y=this.getStyle("height").getPixels("y");if(!(!G||!R||!Z||!Y)){if(B.save(),B.translate(W,q),typeof R=="string"){const U=D.canvg.forkString(B,R,{ignoreMouse:!0,ignoreAnimation:!0,ignoreDimensions:!0,ignoreClear:!0,offsetX:0,offsetY:0,scaleWidth:Z,scaleHeight:Y}),{documentElement:J}=U.document;J&&(J.parent=this),U.render()}else D.setViewBox({ctx:B,aspectRatio:this.getAttribute("preserveAspectRatio").getString(),width:Z,desiredWidth:R.width,height:Y,desiredHeight:R.height}),this.loaded&&(!("complete"in R)||R.complete)&&B.drawImage(R,0,0);B.restore()}}getBoundingBox(){const B=this.getAttribute("x").getPixels("x"),D=this.getAttribute("y").getPixels("y"),R=this.getStyle("width").getPixels("x"),G=this.getStyle("height").getPixels("y");return new BoundingBox$2(B,D,B+R,D+G)}constructor(B,D,R){super(B,D,R),this.type="image",this.loaded=!1;const G=this.getHrefAttribute().getString();if(!G)return;const W=G.endsWith(".svg")||/^\s*data:image\/svg\+xml/i.test(G);B.images.push(this),W?this.loadSvg(G):this.loadImage(G)}}class SymbolElement extends RenderedElement{render(B){}constructor(...B){super(...B),this.type="symbol"}}class SVGFontLoader{async load(B,D){try{const{document:R}=this,W=(await R.canvg.parser.load(D)).getElementsByTagName("font");Array.from(W).forEach(q=>{const Z=R.createElement(q);R.definitions[B]=Z})}catch(R){console.error('Error while loading font "'.concat(D,'":'),R)}this.loaded=!0}constructor(B){this.document=B,this.loaded=!1,B.fonts.push(this)}}class StyleElement extends Element$2{constructor(B,D,R){super(B,D,R),this.type="style",compressSpaces(Array.from(D.childNodes).map(q=>q.textContent).join("").replace(/(\/\*([^*]|[\r\n]|(\*+([^*/]|[\r\n])))*\*+\/)|(^[\s]*\/\/.*)/gm,"").replace(/@import.*;/g,"")).split("}").forEach(q=>{const Z=q.trim();if(!Z)return;const Y=Z.split("{"),U=Y[0].split(","),J=Y[1].split(";");U.forEach(K=>{const Q=K.trim();if(!Q)return;const te=B.styles[Q]||{};if(J.forEach(re=>{const se=re.indexOf(":"),ie=re.substr(0,se).trim(),ae=re.substr(se+1,re.length-se).trim();ie&&ae&&(te[ie]=new Property(B,ie,ae))}),B.styles[Q]=te,B.stylesSpecificity[Q]=getSelectorSpecificity(Q),Q==="@font-face"){const re=te["font-family"].getString().replace(/"|'/g,"");te.src.getString().split(",").forEach(ie=>{if(ie.indexOf('format("svg")')>0){const ae=parseExternalUrl(ie);ae&&new SVGFontLoader(B).load(re,ae)}})}})})}}StyleElement.parseExternalUrl=parseExternalUrl;class UseElement extends RenderedElement{setContext(B){super.setContext(B);const D=this.getAttribute("x"),R=this.getAttribute("y");D.hasValue()&&B.translate(D.getPixels("x"),0),R.hasValue()&&B.translate(0,R.getPixels("y"))}path(B){const{element:D}=this;D&&D.path(B)}renderChildren(B){const{document:D,element:R}=this;if(R){let G=R;if(R.type==="symbol"&&(G=new SVGElement$1(D),G.attributes.viewBox=new Property(D,"viewBox",R.getAttribute("viewBox").getString()),G.attributes.preserveAspectRatio=new Property(D,"preserveAspectRatio",R.getAttribute("preserveAspectRatio").getString()),G.attributes.overflow=new Property(D,"overflow",R.getAttribute("overflow").getString()),G.children=R.children,R.styles.opacity=new Property(D,"opacity",this.calculateOpacity())),G.type==="svg"){const q=this.getStyle("width",!1,!0),Z=this.getStyle("height",!1,!0);q.hasValue()&&(G.attributes.width=new Property(D,"width",q.getString())),Z.hasValue()&&(G.attributes.height=new Property(D,"height",Z.getString()))}const W=G.parent;G.parent=this,G.render(B),G.parent=W}}getBoundingBox(B){const{element:D}=this;return D?D.getBoundingBox(B):null}elementTransform(){const{document:B,element:D}=this;return D?Transform.fromElement(B,D):null}get element(){return this.cachedElement||(this.cachedElement=this.getHrefAttribute().getDefinition()),this.cachedElement}constructor(...B){super(...B),this.type="use"}}function imGet(F,B,D,R,G,W){return F[D*R*4+B*4+W]}function imSet(F,B,D,R,G,W,q){F[D*R*4+B*4+W]=q}function m(F,B,D){return F[B]*D}function c(F,B,D,R){return B+Math.cos(F)*D+Math.sin(F)*R}class FeColorMatrixElement extends Element$2{apply(B,D,R,G,W){const{includeOpacity:q,matrix:Z}=this,Y=B.getImageData(0,0,G,W);for(let U=0;U<W;U++)for(let J=0;J<G;J++){const K=imGet(Y.data,J,U,G,W,0),Q=imGet(Y.data,J,U,G,W,1),te=imGet(Y.data,J,U,G,W,2),re=imGet(Y.data,J,U,G,W,3);let se=m(Z,0,K)+m(Z,1,Q)+m(Z,2,te)+m(Z,3,re)+m(Z,4,1),ie=m(Z,5,K)+m(Z,6,Q)+m(Z,7,te)+m(Z,8,re)+m(Z,9,1),ae=m(Z,10,K)+m(Z,11,Q)+m(Z,12,te)+m(Z,13,re)+m(Z,14,1),le=m(Z,15,K)+m(Z,16,Q)+m(Z,17,te)+m(Z,18,re)+m(Z,19,1);q&&(se=0,ie=0,ae=0,le*=re/255),imSet(Y.data,J,U,G,W,0,se),imSet(Y.data,J,U,G,W,1,ie),imSet(Y.data,J,U,G,W,2,ae),imSet(Y.data,J,U,G,W,3,le)}B.clearRect(0,0,G,W),B.putImageData(Y,0,0)}constructor(B,D,R){super(B,D,R),this.type="feColorMatrix";let G=toNumbers(this.getAttribute("values").getString());switch(this.getAttribute("type").getString("matrix")){case"saturate":{const W=G[0];G=[.213+.787*W,.715-.715*W,.072-.072*W,0,0,.213-.213*W,.715+.285*W,.072-.072*W,0,0,.213-.213*W,.715-.715*W,.072+.928*W,0,0,0,0,0,1,0,0,0,0,0,1];break}case"hueRotate":{const W=G[0]*Math.PI/180;G=[c(W,.213,.787,-.213),c(W,.715,-.715,-.715),c(W,.072,-.072,.928),0,0,c(W,.213,-.213,.143),c(W,.715,.285,.14),c(W,.072,-.072,-.283),0,0,c(W,.213,-.213,-.787),c(W,.715,-.715,.715),c(W,.072,.928,.072),0,0,0,0,0,1,0,0,0,0,0,1];break}case"luminanceToAlpha":G=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,.2125,.7154,.0721,0,0,0,0,0,0,1];break}this.matrix=G,this.includeOpacity=this.getAttribute("includeOpacity").hasValue()}}class MaskElement extends Element$2{apply(B,D){const{document:R}=this;let G=this.getAttribute("x").getPixels("x"),W=this.getAttribute("y").getPixels("y"),q=this.getStyle("width").getPixels("x"),Z=this.getStyle("height").getPixels("y");if(!q&&!Z){const te=new BoundingBox$2;this.children.forEach(re=>{te.addBoundingBox(re.getBoundingBox(B))}),G=Math.floor(te.x1),W=Math.floor(te.y1),q=Math.floor(te.width),Z=Math.floor(te.height)}const Y=this.removeStyles(D,MaskElement.ignoreStyles),U=R.createCanvas(G+q,W+Z),J=U.getContext("2d");R.screen.setDefaults(J),this.renderChildren(J),new FeColorMatrixElement(R,{nodeType:1,childNodes:[],attributes:[{nodeName:"type",value:"luminanceToAlpha"},{nodeName:"includeOpacity",value:"true"}]}).apply(J,0,0,G+q,W+Z);const K=R.createCanvas(G+q,W+Z),Q=K.getContext("2d");R.screen.setDefaults(Q),D.render(Q),Q.globalCompositeOperation="destination-in",Q.fillStyle=J.createPattern(U,"no-repeat"),Q.fillRect(0,0,G+q,W+Z),B.fillStyle=Q.createPattern(K,"no-repeat"),B.fillRect(0,0,G+q,W+Z),this.restoreStyles(D,Y)}render(B){}constructor(...B){super(...B),this.type="mask"}}MaskElement.ignoreStyles=["mask","transform","clip-path"];const noop$1=()=>{};class ClipPathElement extends Element$2{apply(B){const{document:D}=this,R=Reflect.getPrototypeOf(B),{beginPath:G,closePath:W}=B;R&&(R.beginPath=noop$1,R.closePath=noop$1),Reflect.apply(G,B,[]),this.children.forEach(q=>{if(!("path"in q))return;let Z="elementTransform"in q?q.elementTransform():null;Z||(Z=Transform.fromElement(D,q)),Z&&Z.apply(B),q.path(B),R&&(R.closePath=W),Z&&Z.unapply(B)}),Reflect.apply(W,B,[]),B.clip(),R&&(R.beginPath=G,R.closePath=W)}render(B){}constructor(...B){super(...B),this.type="clipPath"}}class FilterElement extends Element$2{apply(B,D){const{document:R,children:G}=this,W="getBoundingBox"in D?D.getBoundingBox(B):null;if(!W)return;let q=0,Z=0;G.forEach(ae=>{const le=ae.extraFilterDistance||0;q=Math.max(q,le),Z=Math.max(Z,le)});const Y=Math.floor(W.width),U=Math.floor(W.height),J=Y+2*q,K=U+2*Z;if(J<1||K<1)return;const Q=Math.floor(W.x),te=Math.floor(W.y),re=this.removeStyles(D,FilterElement.ignoreStyles),se=R.createCanvas(J,K),ie=se.getContext("2d");R.screen.setDefaults(ie),ie.translate(-Q+q,-te+Z),D.render(ie),G.forEach(ae=>{typeof ae.apply=="function"&&ae.apply(ie,0,0,J,K)}),B.drawImage(se,0,0,J,K,Q-q,te-Z,J,K),this.restoreStyles(D,re)}render(B){}constructor(...B){super(...B),this.type="filter"}}FilterElement.ignoreStyles=["filter","transform","clip-path"];class FeDropShadowElement extends Element$2{apply(B,D,R,G,W){}constructor(B,D,R){super(B,D,R),this.type="feDropShadow",this.addStylesFromStyleDefinition()}}class FeMorphologyElement extends Element$2{apply(B,D,R,G,W){}constructor(...B){super(...B),this.type="feMorphology"}}class FeCompositeElement extends Element$2{apply(B,D,R,G,W){}constructor(...B){super(...B),this.type="feComposite"}}class FeGaussianBlurElement extends Element$2{apply(B,D,R,G,W){const{document:q,blurRadius:Z}=this,Y=q.window?q.window.document.body:null,U=B.canvas;U.id=q.getUniqueId(),Y&&(U.style.display="none",Y.appendChild(U)),processCanvasRGBA(U,D,R,G,W,Z),Y&&Y.removeChild(U)}constructor(B,D,R){super(B,D,R),this.type="feGaussianBlur",this.blurRadius=Math.floor(this.getAttribute("stdDeviation").getNumber()),this.extraFilterDistance=this.blurRadius}}class TitleElement extends Element$2{constructor(...B){super(...B),this.type="title"}}class DescElement extends Element$2{constructor(...B){super(...B),this.type="desc"}}const elements={svg:SVGElement$1,rect:RectElement,circle:CircleElement,ellipse:EllipseElement,line:LineElement,polyline:PolylineElement,polygon:PolygonElement,path:PathElement,pattern:PatternElement,marker:MarkerElement,defs:DefsElement,linearGradient:LinearGradientElement,radialGradient:RadialGradientElement,stop:StopElement,animate:AnimateElement,animateColor:AnimateColorElement,animateTransform:AnimateTransformElement,font:FontElement,"font-face":FontFaceElement,"missing-glyph":MissingGlyphElement,glyph:GlyphElement,text:TextElement,tspan:TSpanElement,tref:TRefElement,a:AElement,textPath:TextPathElement,image:ImageElement,g:GElement,symbol:SymbolElement,style:StyleElement,use:UseElement,mask:MaskElement,clipPath:ClipPathElement,filter:FilterElement,feDropShadow:FeDropShadowElement,feMorphology:FeMorphologyElement,feComposite:FeCompositeElement,feColorMatrix:FeColorMatrixElement,feGaussianBlur:FeGaussianBlurElement,title:TitleElement,desc:DescElement};function createCanvas(F,B){const D=document.createElement("canvas");return D.width=F,D.height=B,D}async function createImage(F){let B=arguments.length>1&&arguments[1]!==void 0?arguments[1]:!1;const D=document.createElement("img");return B&&(D.crossOrigin="Anonymous"),new Promise((R,G)=>{D.onload=()=>{R(D)},D.onerror=(W,q,Z,Y,U)=>{G(U)},D.src=F})}const DEFAULT_EM_SIZE=12;class Document$1{bindCreateImage(B,D){return typeof D=="boolean"?(R,G)=>B(R,typeof G=="boolean"?G:D):B}get window(){return this.screen.window}get fetch(){return this.screen.fetch}get ctx(){return this.screen.ctx}get emSize(){const{emSizeStack:B}=this;return B[B.length-1]||DEFAULT_EM_SIZE}set emSize(B){const{emSizeStack:D}=this;D.push(B)}popEmSize(){const{emSizeStack:B}=this;B.pop()}getUniqueId(){return"canvg".concat(++this.uniqueId)}isImagesLoaded(){return this.images.every(B=>B.loaded)}isFontsLoaded(){return this.fonts.every(B=>B.loaded)}createDocumentElement(B){const D=this.createElement(B.documentElement);return D.root=!0,D.addStylesFromStyleDefinition(),this.documentElement=D,D}createElement(B){const D=B.nodeName.replace(/^[^:]+:/,""),R=Document$1.elementTypes[D];return R?new R(this,B):new UnknownElement(this,B)}createTextNode(B){return new TextNode(this,B)}setViewBox(B){this.screen.setViewBox({document:this,...B})}constructor(B,{rootEmSize:D=DEFAULT_EM_SIZE,emSize:R=DEFAULT_EM_SIZE,createCanvas:G=Document$1.createCanvas,createImage:W=Document$1.createImage,anonymousCrossOrigin:q}={}){this.canvg=B,this.definitions={},this.styles={},this.stylesSpecificity={},this.images=[],this.fonts=[],this.emSizeStack=[],this.uniqueId=0,this.screen=B.screen,this.rootEmSize=D,this.emSize=R,this.createCanvas=G,this.createImage=this.bindCreateImage(W,q),this.screen.wait(()=>this.isImagesLoaded()),this.screen.wait(()=>this.isFontsLoaded())}}Document$1.createCanvas=createCanvas;Document$1.createImage=createImage;Document$1.elementTypes=elements;class Canvg{static async from(B,D){let R=arguments.length>2&&arguments[2]!==void 0?arguments[2]:{};const W=await new Parser$1(R).parse(D);return new Canvg(B,W,R)}static fromString(B,D){let R=arguments.length>2&&arguments[2]!==void 0?arguments[2]:{};const W=new Parser$1(R).parseFromString(D);return new Canvg(B,W,R)}fork(B,D){let R=arguments.length>2&&arguments[2]!==void 0?arguments[2]:{};return Canvg.from(B,D,{...this.options,...R})}forkString(B,D){let R=arguments.length>2&&arguments[2]!==void 0?arguments[2]:{};return Canvg.fromString(B,D,{...this.options,...R})}ready(){return this.screen.ready()}isReady(){return this.screen.isReady()}async render(){let B=arguments.length>0&&arguments[0]!==void 0?arguments[0]:{};this.start({enableRedraw:!0,ignoreAnimation:!0,ignoreMouse:!0,...B}),await this.ready(),this.stop()}start(){let B=arguments.length>0&&arguments[0]!==void 0?arguments[0]:{};const{documentElement:D,screen:R,options:G}=this;R.start(D,{enableRedraw:!0,...G,...B})}stop(){this.screen.stop()}resize(B){let D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:B,R=arguments.length>2&&arguments[2]!==void 0?arguments[2]:!1;this.documentElement.resize(B,D,R)}constructor(B,D,R={}){this.parser=new Parser$1(R),this.screen=new Screen(B,R),this.options=R;const G=new Document$1(this,R),W=G.createDocumentElement(D);this.document=G,this.documentElement=W}}globalThis&&globalThis.__awaiter;globalThis&&globalThis.__awaiter;globalThis&&globalThis.__awaiter;globalThis&&globalThis.__awaiter;globalThis&&globalThis.__awaiter;globalThis&&globalThis.__awaiter;const 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",bgImg=new 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Seet=defineComponent({name:"ColexiuSettingSett",setup(){return()=>createVNode(Fragment,null,[createVNode("div",null,[createVNode(NoticeBar,{class:styles$l.noticebar,"left-icon":InfoIcon,background:"#FFF6E8",color:"var(--van-primary-color)",text:"\u5168\u5C40\u8BBE\u7F6E\u4F1A\u66F4\u6539\u6240\u6709\u4E50\u8C31\u7EC3\u4E60\u53CA\u8BC4\u6D4B"},null),createVNode("div",{class:styles$l.groupBox,style:{height:"auto"}},[createVNode(Cell,{center:!0,border:!1,title:"\u62A4\u773C\u6A21\u5F0F"},{default:()=>[createVNode(Switch,mergeProps({modelValue:state$3.sett.eyeProtection,"onUpdate:modelValue":F=>state$3.sett.eyeProtection=F},switchProps$2),null)]}),createVNode(Divider,null,null)]),createVNode("div",{class:styles$l.btnsbar},[createVNode("div",{class:styles$l.btn,onClick:()=>show.value=!0},[createVNode("img",{class:styles$l.iconBtn,src:iconTv},null),createTextVNode("\u6295\u5C4F\u5E2E\u52A9")]),createVNode("div",{class:styles$l.btn,onClick:()=>{var F;(F=suggestPopup.value)==null||F.onShow()}},[createVNode("img",{class:styles$l.iconBtn,src:iconYijian},null),createTextVNode("\u610F\u89C1\u53CD\u9988")])])]),createVNode(Popups,{ref:suggestPopup,overlay:!1,style:{borderRadius:"8px"}},{default:()=>[createVNode(Feedback,null,null)]}),createVNode(Dialog.Component,{teleport:"body",class:evastyles.confirm,style:{overflow:"initial"},show:confirmShow$1.value,"onUpdate:show":F=>confirmShow$1.value=F,message:"\u8BBE\u7F6E\u6210\u529F\uFF0C\u662F\u5426\u7ACB\u5373\u91CD\u65B0\u52A0\u8F7D\uFF1F"},{title:()=>createVNode("img",{class:evastyles.iconTitle,src:iconTitle},null),footer:()=>createVNode("div",{class:evastyles.footer},[createVNode("img",{src:iconCancel,onClick:()=>confirmShow$1.value=!1},null),createVNode("img",{src:iconConfirm,onClick:useReload},null)])})])}});ref(!1);const switchProps$1={"active-color":"#2dc7aa","inactive-color":"#CCCCCC",size:"20px"};var Practise=defineComponent({name:"ColexiuSettingPractise",setup(){return()=>createVNode("div",null,[createVNode("div",{class:styles$l.groupBox},[createVNode(Cell,{center:!0,border:!1,title:"\u5FAA\u73AF\u64AD\u653E"},{default:()=>[createVNode(Switch,mergeProps({modelValue:state$3.sett.loop,"onUpdate:modelValue":F=>state$3.sett.loop=F},switchProps$1),{default:()=>[createTextVNode("off")]})]}),createVNode(Divider,null,null),createVNode(Cell,{center:!0,border:!1,title:"\u663E\u793A\u6307\u6CD5"},{default:()=>[createVNode(Switch,mergeProps({modelValue:state$3.sett.fingering,"onUpdate:modelValue":F=>state$3.sett.fingering=F},switchProps$1,{onChange:F=>{state$3.sett.fingering=F,event$1.emit("settingFingeringChange")}}),{default:()=>[createTextVNode("off")]})]})])])}});const switchProps={};var Evaluat=defineComponent({name:"ColexiuSettingPractise",setup(){return()=>createVNode("div",null,[createVNode("div",{class:styles$l.groupBox},[createVNode(Cell,{center:!0,border:!1,title:"\u8BC4\u6D4B\u96BE\u5EA6"},{default:()=>[createVNode(RadioGroup,{iconSize:20,class:styles$l.radioGroup,modelValue:state$3.eva.difficulty,"onUpdate:modelValue":F=>state$3.eva.difficulty=F},{default:()=>[createVNode(Radio,{name:"BEGINNER"},{default:()=>[createTextVNode("\u5165\u95E8")]}),createVNode(Radio,{name:"ADVANCED"},{default:()=>[createTextVNode("\u8FDB\u9636")]}),createVNode(Radio,{name:"PERFORMER"},{default:()=>[createTextVNode("\u5927\u5E08")]})]})]}),createVNode(Divider,null,null),createVNode(Cell,{center:!0,border:!1,title:"\u5EF6\u8FDF\u68C0\u6D4B"},{default:()=>[createVNode(Switch,mergeProps({modelValue:state$3.sett.tuning,"onUpdate:modelValue":F=>state$3.sett.tuning=F},switchProps),{default:()=>[createTextVNode("off")]})]}),createVNode(Divider,null,null),createVNode(Cell,{center:!0,border:!1,title:"\u6444\u50CF\u5934"},{default:()=>[createVNode(Switch,mergeProps({modelValue:state$3.sett.camera,"onUpdate:modelValue":F=>state$3.sett.camera=F},switchProps),{default:()=>[createTextVNode("off")]})]}),state$3.sett.camera&&createVNode(Fragment,null,[createVNode(Divider,null,null),createVNode("div",{class:styles$l.sliderWrap},[createVNode("div",{class:"cell__title"},[createTextVNode("\u900F\u660E\u5EA6")]),createVNode(Slider,{min:0,max:100,modelValue:state$3.sett.opacity,"onUpdate:modelValue":F=>state$3.sett.opacity=F},{button:()=>createVNode("div",{class:styles$l.slider},[state$3.sett.opacity])})])]),createVNode(Divider,null,null),createVNode(Cell,{center:!0,border:!1,title:"\u4FDD\u5B58\u5230\u76F8\u518C"},{default:()=>[createVNode(Switch,mergeProps({modelValue:state$3.eva.save,"onUpdate:modelValue":F=>state$3.eva.save=F},switchProps),{default:()=>[createTextVNode("off")]})]}),createVNode(Divider,null,null),createVNode(Cell,{center:!0,border:!1,title:"\u8BC4\u6D4B\u4F34\u594F"},{default:()=>[createVNode(Switch,mergeProps({modelValue:state$3.eva.mute,"onUpdate:modelValue":F=>state$3.eva.mute=F},switchProps),{default:()=>[createTextVNode("off")]})]}),createVNode(Divider,null,null),createVNode(Cell,{center:!0,border:!1,title:"\u6807\u51C6\u97F3\u9AD8"},{default:()=>[createVNode("div",{style:{display:"flex"}},[createVNode(RadioGroup,{iconSize:20,class:styles$l.radioGroup,modelValue:state$3.sett.hertz,"onUpdate:modelValue":F=>state$3.sett.hertz=F},{default:()=>[createVNode(Radio,{name:440},{default:()=>[createTextVNode("440")]}),createVNode(Radio,{name:442},{default:()=>[createTextVNode("442")]})]})])]}),createVNode(Divider,null,null)])])}}),Setting=defineComponent({name:"ColexiuSetting",props:{active:{type:String,default:"1"}},setup(F){return()=>createVNode("div",{class:styles$l.setting},[createVNode(Tabs,{active:F.active},{default:()=>[createVNode(Tab,{title:"\u5168\u5C40\u8BBE\u7F6E",name:"1"},{default:()=>[createVNode(Seet,null,null)]}),createVNode(Tab,{title:"\u7EC3\u4E60\u8BBE\u7F6E",name:"2"},{default:()=>[createVNode(Practise,null,null)]}),createVNode(Tab,{title:"\u8BC4\u6D4B\u8BBE\u7F6E",name:"3"},{default:()=>[createVNode(Evaluat,null,null)]})]})])}}),BackIcon="/orchestra-music-score/assets/icon-back.a96b2fe2.png",iconFollowEndBtn="/orchestra-music-score/assets/icon-followEndBtn.7736176b.png",iconEvaluatingEnd="/orchestra-music-score/assets/icon-evaluatingEnd.74d03c3c.png",iconCameraOff="data:image/png;base64,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",iconCameraOn="data:image/png;base64,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",iconToggle$1="/orchestra-music-score/assets/icon_toggle.2861c3f0.png";const iconToggle="_iconToggle_8ao41_1",popup$2="_popup_8ao41_12";var styles$i={iconToggle,popup:popup$2};const container$6="_container_1nzf5_1",top="_top_1nzf5_10",picker="_picker_1nzf5_29",button$3="_button_1nzf5_32";var styles$h={container:container$6,top,picker,button:button$3},ChoosePartName=defineComponent({name:"choosePartName",props:{partListNames:{type:Array,default:()=>[]},partIndex:{type:Number,default:0}},emits:["close"],setup(F,{emit:B}){const{partListNames:D,partIndex:R}=toRefs(F),G=ref(D.value[R.value].value),W=computed(()=>D.value);return()=>createVNode("div",{class:styles$h.container},[createVNode("div",{class:styles$h.top},[createVNode("div",{class:styles$h.title},[createTextVNode("\u8BF7\u9009\u62E9\u60A8\u7EC3\u4E60\u7684\u4E50\u5668")]),createVNode(Icon,{name:"cross",size:24,onClick:()=>B("close")},null)]),createVNode(Picker,{class:styles$h.picker,defaultIndex:R.value,showToolbar:!1,columns:W.value,visibleItemCount:Math.ceil(document.body.clientHeight/44/3),onChange:q=>{G.value=q.value}},null),createVNode(Button,{class:styles$h.button,type:"primary",round:!0,block:!0,onClick:()=>{B("close",G.value)}},{default:()=>[createTextVNode("\u786E\u5B9A")]})])}});const instruments={"Acoustic Grand Piano":"\u5927\u94A2\u7434","Bright Acoustic Piano":"\u660E\u4EAE\u7684\u94A2\u7434","Electric Grand Piano":"\u7535\u94A2\u7434","Rhodes Piano":"\u67D4\u548C\u7684\u7535\u94A2\u7434","Chorused Piano":"\u52A0\u5408\u5531\u6548\u679C\u7684\u7535\u94A2\u7434",Harpsichord:"\u7FBD\u7BA1\u952E\u7434",Clavichord:"\u79D1\u62C9\u7EF4\u79D1\u7279\u7434",Celesta:"\u94A2\u7247\u7434",Glockenspiel:"\u94A2\u7247\u7434","Music box":"\u516B\u97F3\u76D2",Vibraphone:"\u98A4\u97F3\u7434",Marimba:"\u9A6C\u6797\u5DF4",Xylophone:"\u6728\u7434","Tubular Bells":"\u7BA1\u949F",Dulcimer:"\u5927\u626C\u7434","Hammond Organ":"\u51FB\u6746\u98CE\u7434","Percussive Organ":"\u6253\u51FB\u5F0F\u98CE\u7434","Rock Organ":"\u6447\u6EDA\u98CE\u7434","Church Organ":"\u6559\u5802\u98CE\u7434","Reed Organ":"\u7C27\u7BA1\u98CE\u7434",Accordian:"\u624B\u98CE\u7434",Harmonica:"\u53E3\u7434","Tango Accordian":"\u63A2\u6208\u624B\u98CE\u7434","Acoustic Guitar":"\u94A2\u5F26\u5409\u4ED6","Electric Guitar":"\u95F7\u97F3\u7535\u5409\u4ED6","Overdriven Guitar":"\u52A0\u9A71\u52A8\u6548\u679C\u7684\u7535\u5409\u4ED6","Distortion Guitar":"\u52A0\u5931\u771F\u6548\u679C\u7684\u7535\u5409\u4ED6","Guitar Harmonics":"\u5409\u4ED6\u548C\u97F3","Acoustic Bass":"\u5927\u8D1D\u53F8","Electric Bass":"\u7535\u8D1D\u53F8","Fretless Bass":"\u65E0\u54C1\u8D1D\u53F8","Slap Bass":"\u638C\u51FB","Synth Bass":"\u7535\u5B50\u5408\u6210",Violin:"\u5C0F\u63D0\u7434",Viola:"\u4E2D\u63D0\u7434",Cello:"\u5927\u63D0\u7434",Contrabass:"\u4F4E\u97F3\u5927\u63D0\u7434","Tremolo Strings":"\u5F26\u4E50\u7FA4\u98A4\u97F3\u97F3\u8272","Pizzicato Strings":"\u5F26\u4E50\u7FA4\u62E8\u5F26\u97F3\u8272","Orchestral Harp":"\u7AD6\u7434",Timpani:"\u5B9A\u97F3\u9F13","String Ensemble":"\u5F26\u4E50\u5408\u594F\u97F3\u8272","Synth Strings":"\u5408\u6210\u5F26\u4E50\u5408\u594F\u97F3\u8272","Choir Aahs":"\u4EBA\u58F0\u5408\u5531","Voice Oohs":"\u4EBA\u58F0","Synth Voice":"\u5408\u6210\u4EBA\u58F0","Orchestra Hit":"\u7BA1\u5F26\u4E50\u6572\u51FB\u9F50\u594F",Trumpet:"\u5C0F\u53F7",Trombone:"\u957F\u53F7",Tuba:"\u5927\u53F7","Muted Trumpet":"\u52A0\u5F31\u97F3\u5668\u5C0F\u53F7","French Horn":"\u6CD5\u56FD\u53F7","Brass Section":"\u94DC\u7BA1\u7EC4","Synth Brass":"\u5408\u6210\u94DC\u7BA1\u97F3\u8272","Soprano Sax":"\u9AD8\u97F3\u8428\u514B\u65AF\u7BA1","Alto Sax":"\u4E2D\u97F3\u8428\u514B\u65AF\u7BA1","Tenor Sax":"\u6B21\u4E2D\u97F3\u8428\u514B\u65AF\u7BA1","Baritone Sax":"\u4F4E\u97F3\u8428\u514B\u65AF\u7BA1",Oboe:"\u53CC\u7C27\u7BA1","English Horn":"\u82F1\u56FD\u7BA1",Bassoon:"\u5DF4\u677E",Clarinet:"\u5355\u7C27\u7BA1","Soprano Saxophone":"\u9AD8\u97F3\u8428\u514B\u65AF\u7BA1","Alto Saxophone":"\u4E2D\u97F3\u8428\u514B\u65AF\u7BA1","Tenor Saxophone":"\u6B21\u4E2D\u97F3\u8428\u514B\u65AF\u7BA1","Baritone Saxophone":"\u4F4E\u97F3\u8428\u514B\u65AF\u7BA1",Piccolo:"\u77ED\u7B1B",Flute:"\u957F\u7B1B",Recorder:"\u7AD6\u7B1B","Soprano Recorder":"\u9AD8\u97F3\u7AD6\u7B1B","Pan Flute":"\u6392\u7BAB","Bottle Blow":"\u74F6\u6728\u7BA1",Whistle:"\u53E3\u54E8\u58F0",Ocarina:"\u9676\u7B1B",Lead:"\u5408\u6210\u4E3B\u97F3","Lead lead":"\u5408\u6210\u4E3B\u97F3","Pad age":"\u5408\u6210\u97F3\u8272",Pad:"\u5408\u6210\u97F3\u8272",FX:"\u5408\u6210\u6548\u679C  \u79D1\u5E7B",Sitar:"\u897F\u5854\u5C14",Banjo:"\u73ED\u5353\u7434",Shamisen:"\u4E09\u6627\u7EBF",Koto:"\u5341\u4E09\u5F26\u7B5D",Kalimba:"\u5361\u6797\u5DF4",Bagpipe:"\u98CE\u7B1B",Fiddle:"\u6C11\u65CF\u63D0\u7434",Shanai:"\u5C71\u5948","Tinkle Bell":"\u53EE\u5F53\u94C3",Agogos:"\u963F\u6208\u6208\u94C3","Steel Drums":"\u94A2\u9F13","Taiko Drum":"\u592A\u9F13","Melodic Toms":"\u55F5\u55F5\u9F13","Synth Drums":"\u5408\u6210\u9F13","Reverse Cymbals":"\u53CD\u5411\u9572","Agogo Bells":"\u963F\u6208\u6208\u94C3","Taiko Drums":"\u592A\u9F13",Bongos:"\u90A6\u6208\u9F13","Bongo Bell":"\u90A6\u6208\u94C3",Congas:"\u5EB7\u52A0\u9F13",Guiro:"\u522E\u58F6","Guitar Fret Noise":"\u5409\u4ED6\u6362\u628A\u6742\u97F3","Breath Noise":"\u547C\u5438\u58F0",Seashore:"\u6D77\u6D6A\u58F0","Bird Tweet":"\u9E1F\u9E23","Telephone Ring":"\u7535\u8BDD\u94C3",Helicopter:"\u76F4\u5347\u673A",Applause:"\u9F13\u638C\u58F0",Gunshot:"\u67AA\u58F0","Acoustic Bass Drum":"\u5927\u9F13","Bass Drum":"\u5927\u9F13","Side Drum":"\u5C0F\u9F13\u9F13\u8FB9","Acoustic Snare":"\u5C0F\u9F13","Hand Claps":"\u62CD\u624B","Electric Snare":"\u5C0F\u9F13","Low Floor Tom":"\u4F4E\u97F3\u55F5\u9F13","Closed Hi-Hat":"\u95ED\u5408\u8E29\u9572","High Floor Tom":"\u9AD8\u97F3\u843D\u5730\u55F5\u9F13","Pedal Hi-Hat":"\u811A\u8E0F\u8E29\u9572","Low Tom":"\u4F4E\u97F3\u55F5\u9F13","Open Hi-Hat":"\u5F00\u97F3\u8E29\u9572","Low-Mid Tom":"\u4E2D\u4F4E\u97F3\u55F5\u9F13","Hi Mid Tom":"\u9AD8\u97F3\u9F13","Crash Cymbals":"\u5BF9\u9572","High Tom":"\u9AD8\u97F3\u55F5\u9F13","Ride Cymbals":"\u53EE\u53EE\u9572","Chinese Cymbals":"\u4E2D\u56FD\u9572","Ride Bell":"\u5706\u94C3",Tambourine:"\u94C3\u9F13","Splash Cymbal":"\u6E85\u97F3\u9572",Cowbell:"\u725B\u94C3","Crash Cymbal":"\u5F3A\u97F3\u94B9","Vibra-Slap":"\u98A4\u97F3\u5668","Ride Cymbal":"\u6253\u70B9\u94B9","Hi Bongo":"\u9AD8\u97F3\u90A6\u6208\u9F13","Low Bongo":"\u4F4E\u97F3\u90A6\u6208\u9F13","Mute Hi Conga":"\u5F31\u97F3\u9AD8\u97F3\u5EB7\u52A0\u9F13","Open Hi Conga":"\u5F3A\u97F3\u9AD8\u97F3\u5EB7\u52A0\u9F13","Low Conga":"\u4F4E\u97F3\u5EB7\u52A0\u9F13","High Timbale":"\u9AD8\u97F3\u5929\u5DF4\u9F13","Low Timbale":"\u4F4E\u97F3\u5929\u5DF4\u9F13","High Agogo":"\u9AD8\u97F3\u963F\u6208\u6208\u94C3","Low Agogo":"\u4F4E\u97F3\u963F\u6208\u6208\u94C3",Cabasa:"\u5361\u5DF4\u8428",Maracas:"\u6C99\u9524","Short Whistle":"\u77ED\u53E3\u54E8","Long Whistle":"\u957F\u53E3\u54E8","Short Guiro":"\u77ED\u522E\u58F6","Long Guiro":"\u957F\u522E\u58F6",Claves:"\u54CD\u68D2","Hi Wood Block":"\u9AD8\u97F3\u6728\u9C7C","Low Wood Block":"\u4F4E\u97F3\u6728\u9C7C","Mute Triangle":"\u5F31\u97F3\u4E09\u89D2\u94C1","Open Triangle":"\u5F3A\u97F3\u4E09\u89D2\u94C1","Drum Set":"\u67B6\u5B50\u9F13","Hulusi flute":"\u846B\u82A6\u4E1D",Melodica:"\u53E3\u98CE\u7434","Snare Drum":"\u5C0F\u519B\u9F13",Cymbal:"\u9572",Cymbals:"\u9572","Horn in F":"\u5706\u53F7",Triangle:"\u4E09\u89D2\u94C1",Vibrato:"\u98A4\u97F3\u7434","Suspend Cymbals":"\u540A\u9572","Suspended Cymbals":"\u540A\u9572","Tom-Toms":"\u55F5\u55F5\u9F13",Bell:"\u94C3\u94DB",Bells:"\u94C3\u94DB","Alto Clarinet":"\u4E2D\u97F3\u5355\u7C27\u7BA1","Bass Clarinet":"\u4F4E\u97F3\u5355\u7C27\u7BA1",Cornet:"\u77ED\u53F7",Euphonium:"\u4E0A\u4F4E\u97F3\u53F7","crash cymbals":"\u5BF9\u9572",Castanets:"\u54CD\u677F",Shaker:"\u6C99\u9524","Mark tree":"\u97F3\u6811",Chimes:"\u7BA1\u949F","Mark Tree":"\u97F3\u6811","Tom-toms":"\u55F5\u55F5\u9F13","Hi-Hat":"\u8E29\u9572","Sleigh Bells":"\u96EA\u6A47\u94C3",Flexatone:"\u5F39\u97F3\u5668","Brake drum":"\u95F8\u9F13",Gong:"\u9523","concert tom":"\u97F3\u4E50\u4F1A\u55F5\u55F5\u9F13","brake drum":"\u8F66\u8F6E\u9F13","finger cymbal":"\u6307\u94B9","ride cymbal":"\u53EE\u53EE\u9572","Concert Toms":"\u97F3\u4E50\u4F1A\u55F5\u55F5\u9F13",Vibraslap:"\u5F39\u97F3\u5668","Wood Blocks":"\u6728\u9C7C","Temple Blocks":"\u6728\u9C7C","Wood Block":"\u6728\u9C7C","Field Drum":"\u519B\u9F13","Quad-Toms":"\u7B52\u9F13",Quads:"\u7B52\u9F13","Drums set":"\u67B6\u5B50\u9F13","High Bongo":"\u90A6\u6208",Timbales:"\u5929\u5DF4\u9F13","rain stick":"\u96E8\u68D2","String Bass":"\u5F26\u4E50\u4F4E\u97F3","Floor Tom":"\u4FA7\u55F5\u9F13","Brake Drum":"\u95F8\u9F13","Tam-tam":"\u5927\u9523"},getInstrumentName=F=>{const B=F.replace(/ /g," ").toLocaleLowerCase(),D=Object.keys(instruments);for(let R=0;R<D.length;R++)if(D[R].replace(/ /g," ").toLocaleLowerCase()===B)return instruments[D[R]]||"";for(let R=0;R<D.length;R++){const G=D[R].replace(/ /g," ").toLocaleLowerCase();if(B.includes(G))return instruments[D[R]]||""}return""},toggleMusicSheet=reactive({show:!1,toggle:(F=!0)=>{toggleMusicSheet.show=F}});var ToggleMusicSheet=defineComponent({name:"ToggleMusicSheet",setup(){const F=useOriginSearch(),B=computed(()=>{var G;let R=((G=state$2.activeDetail)==null?void 0:G.background)||[];return R=R.filter(W=>{var q,Z;return!((Z=(q=W.track)==null?void 0:q.toLocaleUpperCase())!=null&&Z.includes("COMMON"))}),R.map((W,q)=>{const Z=getInstrumentName(W.track);return{text:W.track+(Z?`(${Z})`:""),value:q}}).filter(Boolean)}),D=R=>{pause(),postMessage({api:"cloudDestroy"}),postMessage({api:"cloudLoading",content:{show:!0,type:"fullscreen"}});const G=location.origin+location.pathname+"?"+queryString.stringify({...F,behaviorId:sessionStorage.getItem("behaviorId")||"",_t:new Date().valueOf(),"part-index":R});console.log(G),location.href=G};return()=>createVNode(Popup,{class:styles$i.popup,show:toggleMusicSheet.show,"onUpdate:show":R=>toggleMusicSheet.show=R},{default:()=>[createVNode(ChoosePartName,{partIndex:state$2.partIndex,partListNames:B.value,onClose:R=>{console.log("\u{1F680} ~ value:",R),toggleMusicSheet.show=!1,R!==void 0&&D(R)}},null)]})}});const ac=window.AudioContext||window.webkitAudioContext||window.mozAudioContext||window.msAudioContext;browser();let tipsTimer=null;const metronomeData=reactive({disable:!0,lineShow:!1,isClick:!1,metro:null,metroList:[],activeList:[],metroMeasure:[],activeIndex:null,activeMetro:{},cursorMode:1,cursorTips:""});watch(()=>metronomeData.cursorMode,()=>{const F=document.querySelector("#cursorImg-0");if(F){switch(metronomeData.cursorMode){case 1:F.classList.remove("lineHide"),F.style.opacity="inherit",metronomeData.cursorTips="\u60A8\u5DF2\u5207\u6362\u5230\u6307\u9488\u8DDF\u968F\u97F3\u7B26\u64AD\u653E",F.style.opacity="inherit";break;case 2:F.classList.add("lineHide"),F.style.opacity="inherit",metronomeData.cursorTips="\u60A8\u5DF2\u5207\u6362\u5230\u6307\u9488\u8DDF\u968F\u8282\u62CD\u64AD\u653E",console.log("\u5149\u6807",F);break;case 3:F.style.opacity="0",metronomeData.cursorTips="\u60A8\u5DF2\u5173\u95ED\u6307\u9488\u663E\u793A",console.log("\u9690\u85CF\u5149\u6807");break}hideCursorTip()}});class Metronome{constructor(B){this.ctx=new ac,this.playType="tick",this.source=null,this.source1=null,this.source2=null,this.sound=D=>{let R=-1,G=-1;for(let W=0;W<metronomeData.metroList.length;W++){const q=metronomeData.metroList[W];if(D>=q)R=W,G=q;else break}if(R>-1&&metronomeData.activeIndex!==R){metronomeData.activeIndex=R,metronomeData.activeMetro=this.getStep(G),this.playAudio(),metronomeData.isClick=!1;return}metronomeData.isClick=!1},this.playAudio=()=>{var R;this.source=this.ctx.createBufferSource(),this.source.buffer=((R=metronomeData.activeMetro)==null?void 0:R.index)===0?this.source1:this.source2;const D=this.ctx.createGain();D.gain.value=metronomeData.disable?0:.4,this.source.connect(D),D.connect(this.ctx.destination),this.source.start(0)},this.loadAudio1=async()=>{const G=await(await fetch(tickUrl)).arrayBuffer();return await this.ctx.decodeAudioData(G,function(q){return q})},this.loadAudio2=async()=>{const G=await(await fetch(tockUrl)).arrayBuffer();return await this.ctx.decodeAudioData(G,function(q){return q})}}init(B){return this.calculation(B),metronomeData.activeList=[],new Promise(async D=>{if(this.source1&&this.source2)return D(!0);this.source1=await this.loadAudio1(),this.source2=await this.loadAudio2(),D(!0)})}selectPlay(){}getStep(B){for(let D=0;D<metronomeData.metroMeasure.length;D++){const G=metronomeData.metroMeasure[D].find(W=>W.time===B);if(G)return G}return{}}calculation(B){var q,Z,Y,U,J,K,Q,te,re,se,ie,ae,le;console.log("\u{1F680} ~ times",B);const D=[];let R=-1;for(let ue=0;ue<B.length;ue++){const ce=B[ue],de=((Z=(q=ce==null?void 0:ce.noteElement)==null?void 0:q.sourceMeasure)==null?void 0:Z.measureNumber)+1||-1,ve=(U=(Y=ce==null?void 0:ce.noteElement)==null?void 0:Y.sourceMeasure)==null?void 0:U.measureListIndex;if(de>-1&&de!=R){const he={measureNumberXML:de,measureNumberIndex:ve,numerator:((Q=(K=(J=ce==null?void 0:ce.noteElement)==null?void 0:J.sourceMeasure)==null?void 0:K.ActiveTimeSignature)==null?void 0:Q.numerator)||0,start:ce.measures[0].time,end:ce.measures[ce.measures.length-1].endtime,time:ce.measures[ce.measures.length-1].endtime-ce.measures[0].time,stave_x:((ae=(ie=(se=(re=(te=ce==null?void 0:ce.noteElement)==null?void 0:te.sourceMeasure)==null?void 0:re.verticalMeasureList)==null?void 0:se[0])==null?void 0:ie.stave)==null?void 0:ae.x)||0,end_x:((le=ce==null?void 0:ce.stave)==null?void 0:le.end_x)||0||0,stepList:[],svgs:[]};if([121].includes(state$2.subjectId)){const me=B.filter(be=>{var xe,Ae;return((Ae=(xe=be==null?void 0:be.noteElement)==null?void 0:xe.sourceMeasure)==null?void 0:Ae.measureListIndex)==ve});ce.measures=me,he.start=ce.measures[0].time,he.end=ce.measures[ce.measures.length-1].endtime,he.time=ce.measures[ce.measures.length-1].endtime-ce.measures[0].time;try{const be=ce.noteElement.sourceMeasure.verticalMeasureList.reduce((Ae,Pe)=>(Ae.push(...Pe.vfVoices[1].tickables),Ae),[]),xe=[];he.svgs=be.map(Ae=>{const Pe=Ae.getBoundingBox().x;if(!xe.includes(Pe)&&Ae.duration!=="w")return xe.push(Pe),Ae._start_x=Pe,Ae}).filter(Boolean).sort((Ae,Pe)=>Ae._start_x-Pe._start_x)}catch(be){console.log(be)}he.stepList=calculateMutilpleMetroStep(ce.measures,he)}else he.stepList=calculateMetroStep(ce.measures,he);D.push(he),R=de}}console.log(D,D.length,6667);let G=[];const W=[];try{for(let ue=0;ue<D.length;ue++){const ce=D[ue],de=ce.time/ce.numerator,he=([121].includes(state$2.subjectId)?95:100)/(ce.numerator+1);W[ue]=[];for(let me=0;me<ce.numerator;me++){const be=de*me+ce.start;G.push(be);let xe="";if(!(ce.stepList[me]===-1||ce.measureNumberXML===1&&!ce.stepList[me])){if(ce.stepList[me])xe=ce.stepList[me]+"px";else{const Ae=ce.stepList[me-1];xe=Ae?Ae.toString().indexOf("%")>-1?`${Ae} + ${he}%`:`${Ae}px + ${he}%`:`${he}%`,ce.stepList[me]=xe}W[ue].push({index:me,time:be,left:(xe==null?void 0:xe.indexOf("%"))>-1?`calc(${xe})`:xe,measureNumberXML:ce.measureNumberXML})}}}}catch(ue){console.log(ue)}metronomeData.metroList=G,metronomeData.metroMeasure=W}}function calculateMetroStep(F,B){var Z,Y,U,J,K,Q,te,re,se,ie,ae,le,ue,ce,de,ve,he,me,be,xe,Ae,Pe,ze,ge,Te,Xe,Se,we,Me,Ne,Be,Le,ke,Re,Ie,Ye,tt,$e,st,pt,ht,gt,De,Ce,Ue,_e,Fe,He,Ze;const R=F.reduce((Ke,nt)=>(Ke+=nt._noteLength,Ke),0)/B.numerator;if(F.length===1){const Ke=F[0].svgElelent;if(Ke&&!Ke.isRest()){const nt=((K=(J=(U=(Y=(Z=Ke==null?void 0:Ke.attrs)==null?void 0:Z.el)==null?void 0:Y.parentElement)==null?void 0:U.parentElement)==null?void 0:J.getBoundingClientRect)==null?void 0:K.call(J))||{x:0,right:0};let Qe=((re=(te=(Q=Ke==null?void 0:Ke.attrs)==null?void 0:Q.el)==null?void 0:te.getBoundingClientRect)==null?void 0:re.call(te))||{x:0},ct=Math.abs(nt.right-Qe.x)/B.numerator,ft=[];for(let ut=0;ut<B.numerator;ut++)B.measureNumberXML===1&&Ke.duration!=="w"?ft.push(ut===0?Qe.x-nt.x:-1):ft.push(Qe.x-nt.x+ut*ct);return ft}try{if(B.measureNumberXML===1&&Ke&&Ke.isRest()){const nt=((ue=(le=(ae=(ie=(se=Ke==null?void 0:Ke.attrs)==null?void 0:se.el)==null?void 0:ie.parentElement)==null?void 0:ae.parentElement)==null?void 0:le.getBoundingClientRect)==null?void 0:ue.call(le))||{x:0,right:0};let Qe=((ve=(de=(ce=Ke==null?void 0:Ke.attrs)==null?void 0:ce.el)==null?void 0:de.getBoundingClientRect)==null?void 0:ve.call(de))||{x:0},ct=Math.abs(nt.right-Qe.x)/B.numerator,ft=[];for(let ut=-1;ut<B.numerator-1;ut++)ft.push(Qe.x-nt.x+ut*ct);return ft}}catch(nt){console.log("\u{1F680} ~ error:",nt)}return[]}let G=0,W=[],q=[];for(let Ke=0;Ke<F.length;Ke++){const nt=F[Ke];nt.index=Ke,G+=nt._noteLength;const ct=G/R;if(ct>=1){G-=R;const ft=((Pe=(Ae=(xe=(be=(me=(he=nt==null?void 0:nt.svgElelent)==null?void 0:he.attrs)==null?void 0:me.el)==null?void 0:be.parentElement)==null?void 0:xe.parentElement)==null?void 0:Ae.getBoundingClientRect)==null?void 0:Pe.call(Ae))||{x:0};if(W.length>0){let vt=((we=(Se=(Xe=(Te=(ge=(ze=W[0])==null?void 0:ze.svgElelent)==null?void 0:ge.attrs)==null?void 0:Te.el)==null?void 0:Xe.querySelector(".vf-note"))==null?void 0:Se.getBoundingClientRect)==null?void 0:we.call(Se))||{x:0},St=vt.x-ft.x;if(W[0]._noteLength/R>=1){const Bt=((ke=(Le=(Be=(Ne=(Me=F[W[0].index+1])==null?void 0:Me.svgElelent)==null?void 0:Ne.attrs)==null?void 0:Be.el)==null?void 0:Le.getBoundingClientRect)==null?void 0:ke.call(Le))||{x:ft.right},Zt=Math.abs(vt.x-Bt.x)/2;St=vt.x-ft.x+Zt}q.push(St)}else{let St=((($e=(tt=(Ye=(Ie=(Re=nt==null?void 0:nt.svgElelent)==null?void 0:Re.attrs)==null?void 0:Ie.el)==null?void 0:Ye.querySelector(".vf-note"))==null?void 0:tt.getBoundingClientRect)==null?void 0:$e.call(tt))||{x:0}).x-ft.x;q.push(St)}W=[];let ut=((De=(gt=(ht=(pt=(st=nt==null?void 0:nt.svgElelent)==null?void 0:st.attrs)==null?void 0:pt.el)==null?void 0:ht.querySelector(".vf-note"))==null?void 0:gt.getBoundingClientRect)==null?void 0:De.call(gt))||{x:0},At=ut.x-ft.x,Pt=0;if(ct>1){const vt=((Ze=(He=(Fe=(_e=(Ue=(Ce=F[Ke+1])==null?void 0:Ce.svgElelent)==null?void 0:Ue.attrs)==null?void 0:_e.el)==null?void 0:Fe.querySelector(".vf-note"))==null?void 0:He.getBoundingClientRect)==null?void 0:Ze.call(He))||{x:ft.right};Pt=Math.abs(ut.x-vt.x)/Math.ceil(ct)}for(let vt=1;vt<ct;vt++)G-=R,q.push(At+Pt*vt)}G>Number.EPSILON&&G>0&&W.push(nt)}return q=q.reduce((Ke,nt)=>(Ke.includes(nt)?Ke.push(void 0):Ke.push(nt),Ke),[]),q}function calculateMutilpleMetroStep(F,B){var Z,Y,U,J,K,Q,te,re,se,ie,ae,le,ue,ce,de,ve,he,me,be;const D=B.time/B.numerator,R=((te=(Q=(K=(J=(U=(Y=(Z=F[0])==null?void 0:Z.svgElelent)==null?void 0:Y.attrs)==null?void 0:U.el)==null?void 0:J.parentElement)==null?void 0:K.parentElement)==null?void 0:Q.getBoundingClientRect)==null?void 0:te.call(Q))||{x:0};if(F.length===1){const xe=B.svgs[0];let Ae=((ie=(se=(re=xe==null?void 0:xe.attrs)==null?void 0:re.el)==null?void 0:se.getBoundingClientRect)==null?void 0:ie.call(se))||{x:0};return xe&&!xe.isRest()?[Ae.x-R.x]:[]}let G=0,W=[],q=[];for(let xe=0;xe<F.length;xe++){const Ae=F[xe];Ae._index=xe;const Pe=Ae.endtime-Ae.time;G+=Pe;let ze=(le=(ae=B.svgs[xe])==null?void 0:ae.attrs)==null?void 0:le.el,ge=((ue=ze==null?void 0:ze.getBoundingClientRect)==null?void 0:ue.call(ze))||{x:0};if(Pe>D){G-=D;let Te=ge.x-R.x;W.length>0&&(ze=(de=(ce=B.svgs[W[0]._index])==null?void 0:ce.attrs)==null?void 0:de.el,ge=((ve=ze==null?void 0:ze.getBoundingClientRect)==null?void 0:ve.call(ze))||{x:0},Te=ge.x-R.x),q.push(Te),W=[]}else W.push(Ae);if(Math.abs(G-D)<.001){let Te=ge.x-R.x;W.length>0&&(ze=(me=(he=B.svgs[W[0]._index])==null?void 0:he.attrs)==null?void 0:me.el,ge=((be=ze==null?void 0:ze.getBoundingClientRect)==null?void 0:be.call(ze))||{x:0},Te=ge.x-R.x),q.push(Te),G=0,W=[]}}return q=q.reduce((xe,Ae)=>(xe.includes(Ae)?xe.push(void 0):xe.push(Ae),xe),[]),q}function hideCursorTip(){tipsTimer?(clearTimeout(tipsTimer),tipsTimer=setTimeout(()=>{metronomeData.cursorTips="",clearTimeout(tipsTimer),tipsTimer=null},2e3)):tipsTimer=setTimeout(()=>{metronomeData.cursorTips="",clearTimeout(tipsTimer),tipsTimer=null},2e3)}const confirmShow=ref(!1),startButtonShow=ref(!0),evaluatingRef=ref({}),settingPopup=ref(null);ref(null);const followRef=ref(null),back$1=()=>{submitMaxScore(),sendBackRecordTotalTime(),postMessage$1({api:"back"})},modelType=ref("init"),onChangeModelType=F=>{var B;if(F!==modelType.value){if(F==="follow"&&metronomeData.cursorMode===2&&(metronomeData.cursorMode=1),F==="evaluation")changeSpeed((B=state$2.activeDetail)==null?void 0:B.originalSpeed,!1),state.evaluatingStatus=!0,modelType.value=F;else{const D=store_legacy.get("speeds")||{},R=useOriginSearch();D[R.id]&&changeSpeed(D[R.id])}nextTick(()=>{modelType.value=F})}};var Buttons=defineComponent({name:"Colexiu-Buttons",props:{onSetMusicScoreType:{type:Object,default:F=>{}}},emits:["setMusicScoreType"],setup(F,{emit:B}){try{state$2.times=getAllNodes(state.osmd)}catch(Q){console.log(Q)}const D=useOriginSearch(),R=ref(),[G]=useMenu(),W=ref(!1),q=()=>{const Q=D.lessonTrainingId?"practice":D.modelType;Q&&Q!="evaluation"&&onChangeModelType(Q)};onMounted(()=>{q()});const Z=ref(!1),Y=ref(""),U=Q=>{Y.value=Q.text,confirmShow.value=!0},J=()=>{Y.value==="\u4E94\u7EBF\u8C31"?state$3.sett.type="staff":Y.value==="\u7B80\u8C31"?(state$3.sett.type="jianpu",state$3.sett.keySignature=!1):Y.value==="\u56FA\u5B9A\u8C03"&&(state$3.sett.type="jianpu",state$3.sett.keySignature=!0),sessionStorage.setItem("notation",state$3.sett.type)},K=Q=>{if(Q==="staff")return state$3.sett.type===Q;if(Q==="shoudiao")return state$3.sett.type==="jianpu"&&!state$3.sett.keySignature;if(Q==="guding")return state$3.sett.type==="jianpu"&&state$3.sett.keySignature};return()=>{var te,re,se,ie,ae,le,ue,ce,de,ve;const Q=((te=state$2.activeDetail)!=null&&te.isAppPlay?((re=state$2.activeDetail)==null?void 0:re.midiUrl)==="":state.isFirstPlay||((se=state.audiosInstance)==null?void 0:se.length)==1)||state.evaluatingStatus||((ie=state$2.activeDetail)==null?void 0:ie.isAppPlay)&&state$2.midiPlayIniting;return createVNode("div",{onClick:he=>he.stopPropagation(),class:[styles$o.container,G.value?"":styles$o.outUp],style:D.headerHeight?{height:"1rem",paddingTop:"0.25rem"}:""},[createVNode("div",{class:styles$o.leftButton},[(D==null?void 0:D.modelType)&&!D.unitId?null:createVNode("img",{class:styles$o.backbtn,src:BackIcon,onClick:back$1},null),createVNode("div",{class:styles$o.titleWrap},[createVNode("div",{class:styles$o.title},[(ae=state$2.activeDetail)==null?void 0:ae.musicSheetName]),D.albumName&&createVNode("div",{class:styles$o.album},[D.albumName])])]),createVNode("div",{class:styles$o.centerButton},[createVNode(Transition,{name:"finish"},{default:()=>[!startButtonShow.value&&modelType.value==="evaluation"&&createVNode(Button,{class:[styles$o.button,styles$o.finish],onClick:()=>{var he,me;(me=(he=evaluatingRef.value)==null?void 0:he.playerStop)==null||me.call(he)}},{default:()=>[createVNode("img",{style:{width:"100%",display:"block"},src:iconEvaluatingEnd},null)]})]}),createVNode(Transition,{name:"finish"},{default:()=>{var he;return[((he=followRef==null?void 0:followRef.value)==null?void 0:he.data.start)&&createVNode(Button,{class:[styles$o.button,styles$o.finish,styles$o.followEndBtn],onClick:()=>{var me,be;(be=(me=followRef.value)==null?void 0:me.handleEnd)==null||be.call(me)}},{default:()=>[createVNode("img",{style:{width:"100%",display:"block"},src:iconFollowEndBtn},null)]})]}})]),createVNode("div",{class:[styles$o.moreButton],style:{opacity:state$2.initRendered?1:0}},[!(D!=null&&D.modelType)&&modelType.value!=="init"&&!state$2.frozenMode&&!state$2.isLessonTrain&&createVNode(Button,{"data-step":"m0",class:[styles$o.button,styles$o.hasText],disabled:state.evaluatingStatus&&!startButtonShow.value||((le=followRef.value)==null?void 0:le.data.start),onClick:()=>{!unitTestData.isSelectMeasureMode&&state$2.sectionStatus&&clearSectionStatus(),modelType.value==="practice"&&(resetPlayStatus(),setCurrentTime(0)),modelType.value==="evaluation"&&(state.evaluatingStatus=!1,evaluatStopPlay()),modelType.value="init"}},{default:()=>[createVNode(ButtonIcon,{key:"modelType",name:["init","practice"].includes(modelType.value)?"modelType":["follow"].includes(modelType.value)?"modelType1":"modelType2"},null),createVNode("span",null,[createTextVNode("\u6A21\u5F0F")])]}),createVNode(Fragment,null,[createVNode(Button,{class:classnames(styles$o.button,styles$o.hasText,styles$o.minPadding),onClick:()=>{let he=metronomeData.cursorMode;["follow"].includes(modelType.value)?he=metronomeData.cursorMode===1?3:1:he=metronomeData.cursorMode===3?1:metronomeData.cursorMode+1,metronomeData.cursorMode=he}},{default:()=>[createVNode(ButtonIcon,{key:"modelType",name:metronomeData.cursorMode===1?"cursor-icon-1":metronomeData.cursorMode===2?"cursor-icon-2":metronomeData.cursorMode===3?"cursor-icon-3":""},null),createVNode("span",{class:styles$o.iconContent},[metronomeData.cursorMode===1?"\u97F3\u7B26\u6307\u9488":metronomeData.cursorMode===2?"\u8282\u62CD\u6307\u9488":metronomeData.cursorMode===3?"\u5173\u95ED\u6307\u9488":"",metronomeData.cursorTips&&createVNode(Fragment,null,[createVNode("i",{class:styles$o.arrowIcon},null),createVNode("div",{class:classnames(styles$o["botton-tips"],metronomeData.cursorMode===3?styles$o.tipSpec:"")},[metronomeData.cursorTips])])])]})]),state$2.initRendered&&!D.lessonTrainingId&&!D.questionId&&((ue=state$2.activeDetail)==null?void 0:ue.musicSheetType)=="CONCERT"&&createVNode(Button,{class:[styles$o.button,styles$o.hasText],onClick:()=>{toggleMusicSheet.toggle(!0)},disabled:state.evaluatingStatus&&!startButtonShow.value||state.playState==="play"||((ce=followRef.value)==null?void 0:ce.data.start)},{default:()=>[createVNode("img",{src:iconToggle$1},null),createVNode("span",null,[createTextVNode("\u58F0\u8F68")])]}),modelType.value==="evaluation"&&createVNode(Fragment,null,[createVNode(Popover,{show:W.value,"onUpdate:show":he=>W.value=he,overlay:!1,placement:"bottom-end",class:"cameraPopover","show-arrow":!1},{default:()=>[createVNode(CellGroup,{border:!1},{default:()=>[createVNode(Cell,{center:!0,title:"\u6444\u50CF\u5934"},{default:()=>[createVNode("div",{style:"display:flex;justify-content: flex-end;"},[createVNode(Switch,mergeProps({modelValue:state$3.sett.camera,"onUpdate:modelValue":he=>state$3.sett.camera=he},switchProps),{default:()=>[createTextVNode("off")]})])]}),state$3.sett.camera&&createVNode(Cell,{class:"cameraOpacity",center:!0,title:"\u900F\u660E\u5EA6"},{default:()=>[createVNode(Slider,{style:{width:"90%"},min:0,max:100,modelValue:state$3.sett.opacity,"onUpdate:modelValue":he=>state$3.sett.opacity=he},{button:()=>createVNode("div",{class:styles$o.slider},[state$3.sett.opacity])})]})]})],reference:()=>createVNode("div",{onClick:he=>{startButtonShow.value||he.stopPropagation()}},[createVNode(Button,{class:[styles$o.button,styles$o.hasText],disabled:!startButtonShow.value},{default:()=>[createVNode("img",{src:state$3.sett.camera?iconCameraOn:iconCameraOff},null),createVNode("span",null,[createTextVNode("\u6444\u50CF\u5934")])]})])}),createVNode(Evaluating$1,{ref:evaluatingRef},null)]),modelType.value==="practice"&&createVNode(Fragment,null,[createVNode(Button,{"data-step":"m1",class:[styles$o.button,styles$o.hasText],onClick:()=>changeMode(state.mode==="background"?"music":"background"),disabled:Q},{default:()=>[createVNode(ButtonIcon,{key:"music",name:state.mode==="music"?"music":"accompaniment"},null),createVNode("span",null,[state.mode==="background"?"\u4F34\u594F":"\u539F\u58F0"])]}),unitTestData.isSelectMeasureMode?null:createVNode(Button,{"data-step":"m2",class:[styles$o.button,styles$o.hasText],onClick:sectionChange,disabled:state.evaluatingStatus||state.playState==="play"},{default:()=>[createVNode(ButtonIcon,{key:"section",name:"section"+(state$2.section.length&&state$2.section.length<=2?state$2.section.length:"")},null),createVNode("span",null,[createTextVNode("\u9009\u6BB5")])]}),createVNode(Button,{"data-step":"m3",class:[styles$o.button,styles$o.hasText],disabled:state.playState==="play",onClick:()=>{state$3.sett.fingering=!state$3.sett.fingering,event$1.emit("settingFingeringChange")}},{default:()=>[createVNode(ButtonIcon,{key:"music",name:state$3.sett.fingering?"fingeringOn":"fingeringOff"},null),createVNode("span",null,[createTextVNode("\u6307\u6CD5")])]})]),["practice","evaluation"].includes(modelType.value)&&!D.lessonTrainingId&&createVNode(Popover,{trigger:"manual",overlay:!1,placement:"bottom",class:styles$o.popover,show:G.value&&state.speedShow&&!(state.evaluatingStatus||state.playState==="play"),"onUpdate:show":he=>state.speedShow=he},{default:()=>[createVNode(Speed,{ref:R,updateSpeed:he=>state.speed=he,changed:changeSpeed,mode:state.mode,changeMode,lib:{speed:state.speed},class:styles$o.speed},null)],reference:()=>createVNode(Button,{"data-step":"m4",class:[styles$o.button,styles$o.hasText,styles$o.speedButton],disabled:state.evaluatingStatus||state.playState==="play",onClick:()=>{var he;(he=R.value)==null||he.refUpdateSpeed(state.speed),state.speedShow=!state.speedShow}},{default:()=>[createVNode(ButtonIcon,{name:"speed"},null),createVNode("span",null,[createTextVNode("\u901F\u5EA6")]),createVNode("span",{class:styles$o.label},[state.speed])]})}),(de=state$2.activeDetail)!=null&&de.notation?createVNode(Popover,{class:styles$o.toggleMusicType,placement:"bottom-end",show:Z.value,"onUpdate:show":he=>{var me;state.playState==="play"||state.evaluatingStatus&&!startButtonShow.value||((me=followRef.value)==null?void 0:me.data.start)||(Z.value=he)}},{reference:()=>{var he;return createVNode(Button,{disabled:state.playState==="play"||state.evaluatingStatus&&!startButtonShow.value||((he=followRef.value)==null?void 0:he.data.start),class:[styles$o.button,styles$o.hasText,styles$o.speedButton]},{default:()=>[createVNode(ButtonIcon,{name:"icon-zhuanpu"},null),createVNode("span",null,[K("staff")?"\u8F6C\u7B80\u8C31":"\u8F6C\u4E94\u7EBF\u8C31"])]})},default:()=>createVNode(Fragment,null,[createVNode("div",{role:"menuitem",class:"van-popover__action",onClick:()=>U({text:"\u4E94\u7EBF\u8C31"})},[createVNode(ButtonIcon,{key:"type",name:K("staff")?"icon-staff-active":"icon-staff"},null),createVNode("div",{class:["action-text",K("staff")&&"action-active"]},[createTextVNode("\u4E94\u7EBF\u8C31")])]),createVNode("div",{role:"menuitem",class:"van-popover__action",onClick:()=>U({text:"\u7B80\u8C31"})},[createVNode(ButtonIcon,{key:"type",name:K("shoudiao")?"shuodiao-active":"shuodiao"},null),createVNode("div",{class:["action-text",K("shoudiao")&&"action-active"]},[createTextVNode("\u9996\u8C03")])]),createVNode("div",{role:"menuitem",class:"van-popover__action",onClick:()=>U({text:"\u56FA\u5B9A\u8C03"})},[createVNode(ButtonIcon,{key:"type",name:K("guding")?"guding-active":"guding"},null),createVNode("div",{class:["action-text",K("guding")&&"action-active"]},[createTextVNode("\u56FA\u5B9A\u8C03")])])])}):null,state$2.initRendered&&createVNode(Fragment,null,[createVNode(Button,{class:[styles$o.button,styles$o.hasText],onClick:()=>{var he;(he=settingPopup.value)==null||he.onShow()},disabled:state.evaluatingStatus&&!startButtonShow.value||state.playState==="play"||((ve=followRef.value)==null?void 0:ve.data.start)},{default:()=>[createVNode(ButtonIcon,{name:"setting"},null),createVNode("span",null,[createTextVNode("\u8BBE\u7F6E")])]}),createVNode(Popups,{ref:settingPopup,style:{borderRadius:"8px"}},{default:()=>[createVNode(Setting,{active:modelType.value=="practice"?"2":modelType.value=="evaluation"?"3":"1"},null)]})])]),createVNode(FloatWraper,null,null),createVNode(Dialog.Component,{teleport:"body",class:evastyles.confirm,style:{overflow:"initial"},show:confirmShow.value,"onUpdate:show":he=>confirmShow.value=he,message:"\u8BBE\u7F6E\u6210\u529F\uFF0C\u662F\u5426\u7ACB\u5373\u91CD\u65B0\u52A0\u8F7D\uFF1F"},{title:()=>createVNode("img",{class:evastyles.iconTitle,src:iconTitle},null),footer:()=>createVNode("div",{class:evastyles.footer},[createVNode("img",{src:iconCancel,onClick:()=>confirmShow.value=!1},null),createVNode("img",{src:iconConfirm,onClick:()=>{J(),useReload()}},null)])})])}}});const event$1=new EventEmitter,browserInfo$3=browser(),initBehaviorId$1=""+new Date().valueOf(),getLinkId$1=()=>{const F=useOriginSearch().id;return location.hash.split("?")[0].split("/").pop()||F||""},getFixTime=F=>{const B=getDuration(state.osmd);let D=B.numerator||0,R=B.denominator||4;const G=B.beatUnit||"quarter";return state$2.repeatedBeats&&(D=D===2?4:D),!state$2.needTick&&!state$2.skipTick?60/F*formatBeatUnit(G)*(D/R):0};let prevIndex=0;const state=reactive({songs:{},playState:"init",sectionHint:new SectionHint,audiosInstance:null,mode:"music",isFirstPlay:!0,metro:null,metroing:!1,duration:"0:00",durationNum:0,currentTime:"0:00",currentTimeNum:0,loading:!1,speed:90,browser:browser(),speedShow:!1,progressShow:!1,touched:!1,osmd:null,tickPlayer:null,evaluatingStatus:!1,evaluatingTips:!1,clickTime:0,evaluatingFixTime:0,cameraStatus:!1,captureStatus:!1,ticking:!1,partIndex:0,activeIndex:0,playEndCallback:{endEvaluat:()=>{}},delayCheckFirst:!1}),syncStepIndex=F=>{var B;console.log("\u{1F680} ~ i",F),state.osmd.hidden!==!1&&state.osmd.cursor.show(),prevIndex=F,setStepIndex(state.osmd,F),refreshIndex((B=state$2.times[F])==null?void 0:B.time)},sendParentMessage=F=>{window.parent.postMessage({api:"headerTogge",playState:F},"*")};watchEffect(()=>{state$2.maskStatus=state.playState==="play",["play","pause"].includes(state.playState)&&sendParentMessage(state.playState)});const syncPlayState=async()=>{if(state$2.activeDetail.isAppPlay){const F=await promisefiyPostMessage({api:"cloudGetMediaStatus"}),B=F==null?void 0:F.content.status;state.playState=B}else state.playState=state.audiosInstance.getStatus()},setCurrentTime=F=>{console.log("setCurrentTime",F);const B=F;state$2.fixedKey=0,state.currentTimeNum=B,state.currentTime=formatTime(B),state.audiosInstance.setCurrentTime(B),state$2.activeDetail.isAppPlay?promisefiyPostMessage({api:"cloudSetCurrentTime",content:{currentTime:F*1e3,songID:state$2.activeDetail.examSongId}}):state.audiosInstance.setCurrentTime(B),refreshView(),syncPlayState();const D=getIndex(state$2.times,state.currentTimeNum);syncStepIndex(D)},getActiveMidiId=()=>{var F,B,D,R,G,W,q;return(q=(W=(G=(R=(D=(B=(F=state.osmd)==null?void 0:F.sheet)==null?void 0:B.instruments)==null?void 0:D[0])==null?void 0:R.subInstruments)==null?void 0:G[0])==null?void 0:W.midiInstrumentID)!=null?q:0},changeMode=async(F,B)=>{var R,G,W,q;const D=F==="background"?"music":"background";if(state$2.activeDetail.isAppPlay){const Z=new Map;for(const Y of state$2.partListNames)Z.set(Y,60);for(const Y of getVoicePartInfo().partListNames)Z.set(Y,D==="background"?100:0);promisefiyPostMessage({api:"cloudVolume",content:{activeMidiId:getActiveMidiId(),activeMidiVolume:D==="background"?100:0,parts:Array.from(Z.keys()).map(Y=>({name:Y,volume:Z.get(Y)}))}})}state.mode=F,B==="all"?((R=state.audiosInstance)==null||R.setMute(!0,state.songs[D]),(G=state.audiosInstance)==null||G.setMute(!0,state.songs[F])):((W=state.audiosInstance)==null||W.setMute(!0,state.songs[D]),(q=state.audiosInstance)==null||q.setMute(!1,state.songs[F]))},changeAllMode=()=>{var F,B;if((F=state$2.activeDetail)!=null&&F.isAppPlay){const D=new Map;for(const R of state$2.partListNames)D.set(R,1);promisefiyPostMessage({api:"cloudVolume",content:{activeMidiId:getActiveMidiId(),activeMidiVolume:100,parts:Array.from(D.keys()).map(R=>({name:R,volume:D.get(R)}))}})}else state.mode="background",(B=state.audiosInstance)==null||B.setMute(!0)},changeSpeed=(F,B=!0)=>{var R;const D=store_legacy.get("speeds")||{};B&&(D[getLinkId$1()]=F,store_legacy.set("speeds",D)),state.speed=F,state$2.activeDetail&&((R=state.audiosInstance)==null||R.setSpeed(F/state$2.baseSpeed),promisefiyPostMessage({api:"cloudChangeSpeed",content:{speed:F,originalSpeed:state$2.activeDetail.originalSpeed,songID:state$2.activeDetail.examSongId}}),state.playState==="play"&&syncStepIndex(getIndex(state$2.times,state.currentTimeNum)))},resetCursor=()=>{state.osmd&&(state.osmd.product?state.osmd.cursor.setPosition({...state$2.times[0].cursorBox}):state.osmd.cursor.reset(),state.osmd.cursor.hide(),state$2.fixedKey=0)},refreshIndexBase=F=>{if(F<0)return;const{osmd:B}=state;B&&state$2.times[F]&&(state$2.sectionStatus||state.sectionHint.show(),state$2.times[F]&&state$2.times[F].noteElement&&state.sectionHint.showForElement(state$2.times[F]),B.product||B.cursor.hidden!==!1&&(B.cursor.reset(),B.cursor.show(),state$2.fixedKey=0),prevIndex!==F&&(setStepIndex(state.osmd,state$2.times[F].i,prevIndex),prevIndex=F),state$2.fixedKey=state$2.times[F].realKey,state$2.activeNote=state$2.times[F])},refreshIndex=F=>{var D;const{osmd:B}=state;if(B&&(F||state.audiosInstance.audio)){const R=F||state.audiosInstance.audio.currentTime;try{(D=metronomeData==null?void 0:metronomeData.metro)==null||D.sound(R)}catch{}const G=getIndex(state$2.times,R);state.activeIndex=G,removeRepateBackground(G);const W=state$2.times[state$2.times.length-1],q=(W==null?void 0:W.sourceEndTime)||(W==null?void 0:W.endtime);R>q?(state.osmd.cursor.hide(),state.sectionHint.destroy()):state$2.times[G]&&refreshIndexBase(G)}},removeRepateBackground=F=>{var B,D;if(state.evaluatingStatus&&F){const R=state$2.times[F],G=state$2.times[F+1]||R,W=(D=(B=G==null?void 0:G.noteElement)==null?void 0:B.sourceMeasure)==null?void 0:D.measureListIndex;G&&state$2.evaluatings[W]&&F>0&&(state$2.evaluatings={...state$2.evaluatings,[W]:void 0})}},refreshPlayer=async F=>{var D,R,G;const{osmd:B}=state;if(B&&(F||state.audiosInstance.audio)){const W=F||state.audiosInstance.audio.currentTime;try{(D=metronomeData==null?void 0:metronomeData.metro)==null||D.sound(W)}catch{}const q=0;if(W+1<q){setCurrentTime(q);return}if((()=>{if(state$2.sectionStatus&&state$2.section.length===2){W>=state$2.section[0].time&&(state$2.sectionFlash=!1);const U=state$2.times[state$2.section[1].i+1],J=U?U.halfTone===0?state$2.section[1].endtime:U.time:state.durationNum;return W+(browserInfo$3.xiaomi?.2:.08)>=J}return!1})()){if(state.audiosInstance.setMute(!0),state.osmd.cursor.hide(),(R=state$2.activeDetail)!=null&&R.isAppPlay?pause():await state.audiosInstance.pause(),unitTestData.isSelectMeasureMode&&state.evaluatingStatus){console.log(1),event$1.emit("ended");return}setSectionModeCurrentTime(),clearAccelerateRefreshPlayer(),setTimeout(()=>{state$2.section.length&&setPlayState()},1e3),state.loading=!1;return}((G=state$2.activeDetail)==null?void 0:G.isAppPlay)&&state.durationNum+3<W&&(state.evaluatingStatus?(pause(),console.log(2),event$1.emit("ended",new Event("ended"))):state$3.sett.loop?(await pause(),await setCurrentTime(0),await play()):pause())}},resetPlayStatus=async F=>{try{prevIndex=0,state.osmd.cursor.reset(),state.osmd.cursor.hide(),state$2.fixedKey=0,state$2.sectionFlash=!1,state.sectionHint&&state.sectionHint.destroy(),F||(state$2.activeDetail.isAppPlay?await promisefiyPostMessage({api:"cloudSuspend",content:{songID:state$2.activeDetail.examSongId}}):(console.log("resetPlayStatus\u8C03\u7528\u6682\u505C"),state.audiosInstance.pause())),syncPlayState()}catch(B){console.log("resetPlayStatus\u9519\u8BEF",B)}},play=async()=>{state.isFirstPlay&&(resetPlayStatus(),state$2.fixedKey=0),state$2.activeDetail.isAppPlay?(await syncPlayState(),promisefiyPostMessage({api:"cloudSuspend",content:{songID:state$2.activeDetail.examSongId}})):(state.playState=state.audiosInstance.getStatus(),clearAccelerateRefreshPlayer(),accelerateRefreshPlayer())},setDelayTime=async F=>new Promise(B=>{setTimeout(()=>{B(F)},F)}),pause=async()=>{state$2.sectionStatus&&state.osmd.cursor.hide(),state$2.activeDetail.isAppPlay?(await syncPlayState(),await promisefiyPostMessage({api:"cloudSuspend"}),await setDelayTime(200)):(state.playState=state.audiosInstance.getStatus(),clearAccelerateRefreshPlayer(),state.audiosInstance.pause())},waiting=()=>{state.loading=!0},playing=()=>{state.loading=!1},ended=lodash$1.exports.debounce(async F=>{resetPlayStatus(),state$2.fixedKey=0,state.evaluatingStatus||(refreshPlayer(0),state$3.sett.loop&&await setPlayState()),setCurrentTime(0),event$1.emit("ended",F)},300,{leading:!0,trailing:!1});let timer$1=null;const accelerateRefreshPlayer=()=>{timer$1||!state.audiosInstance||(timer$1=setInterval(()=>{requestAnimationFrame(()=>{refreshPlayer(),state.audiosInstance.getStatus()==="play"&&refreshIndex()})},16.7))},clearAccelerateRefreshPlayer=()=>{clearInterval(timer$1),timer$1=null},sectionChange=()=>{state$2.sectionStatus=!state$2.sectionStatus,clearAccelerateRefreshPlayer(),resetPlayStatus(),state$2.sectionStatus||(setCurrentTime(0),state$2.fixedKey=0),state$2.sectionStatus&&state$2.section.length!=2&&resetCursor()},clearSectionStatus=()=>{state$2.section=[],state$2.sectionBoundingBoxs=[],state$2.sectionStatus=!1},getFirsrNoteByMeasureListIndex=(F,B=!0)=>{var D,R,G;for(const W of state$2.times)if(((R=(D=W==null?void 0:W.noteElement)==null?void 0:D.sourceMeasure)==null?void 0:R.measureListIndex)===F){let q=null;for(const Z of W.measures)getSlursNote(Z)&&(q=getSlursNote(Z));if(q&&((G=q.sourceMeasure)==null?void 0:G.measureListIndex)!==F){for(const Z of state$2.times)if(Z.noteElement.NoteToGraphicalNoteObjectId===q.NoteToGraphicalNoteObjectId)return Z}return W}return null},setSectionModeCurrentTime=()=>{var F,B;if(state$2.needTick)setCurrentTime(state$2.section[0].sourceStartTime||state$2.section[0].time);else{const D=(B=(F=state$2.section[0].noteElement)==null?void 0:F.sourceMeasure)==null?void 0:B.measureListIndex;D>0?(setCurrentTime(getFirsrNoteByMeasureListIndex(D-1).time),state$2.sectionFlash=!0):setCurrentTime(0)}},setPlayerView=()=>{state$2.sectionStatus&&(syncStepIndex(getIndex(state$2.times,state.currentTimeNum)),state$2.section.length===2?setSectionModeCurrentTime():(state$2.section=[],state$2.sectionBoundingBoxs=[],state$2.sectionStatus=!1,Toast.clear()))},cloudToggleState=async()=>{const F=await promisefiyPostMessage({api:"cloudGetMediaStatus"}),B=F==null?void 0:F.content.status;if(B==="init")return;B==="suspend"?await promisefiyPostMessage({api:"cloudPlay",content:{songID:state$2.activeDetail.examSongId,startTime:state.currentTimeNum*1e3,originalSpeed:state$2.activeDetail.originalSpeed,speed:state.speed,hertz:state$3.sett.hertz}}):await promisefiyPostMessage({api:"cloudSuspend"});const D=await promisefiyPostMessage({api:"cloudGetMediaStatus"});state.playState=D==null?void 0:D.content.status,console.log(D,"cloudGetMediaStatused")},toggleState=async F=>{modelType.value!=="init"&&(state$2.activeDetail.isAppPlay?await cloudToggleState():(state.isFirstPlay=!1,setPlayerView(),await state.audiosInstance.togglePlay(F),state.evaluatingStatus||changeMode(state.mode),state.playState=state.audiosInstance.getStatus()))},setActiveKey=F=>{state$2.activeTick=F},setTickStop=()=>{state$2.activeTick=-1,state$2.activeTickRepeat=1,toggleState(getTickTime(state.speed/state$2.baseSpeed))};let timeliner=-1;const clearIntervalTimeline=()=>{clearInterval(timeliner)},onTickDestroy=()=>{event$1.emit("tickDestroy")},setTick=(F,B)=>{var R,G,W,q,Z,Y,U;const D=()=>{F(),event$1.emit("tickEnd")};if(state$2.needTick){let{numerator:J,denominator:K}=getDuration(state.osmd);if(state.osmd.numerator&&state.osmd.denominator&&(J=state.osmd.numerator,K=state.osmd.denominator),state$2.activeDetail.isAppPlay)state.ticking=!0,postMessage$1({api:"cloudMetronome",content:{repeat:J===2?2:1,denominator:K,numerator:J}},Q=>{state.ticking=!1,(Q==null?void 0:Q.content.status)==="finish"?D():(Q==null?void 0:Q.content.status)==="cancel"&&event$1.emit("tickDestroy")});else{const Q=J===2?2:1;state$2.activeTickRepeat=Q,console.log("ticking"),state.tickPlayer=new Player(J,(B||state.speed)/90),(R=state.tickPlayer)==null||R.start(J,(B||state.speed)/90,Q),(G=state.tickPlayer)==null||G.event.off("tick",setActiveKey),(W=state.tickPlayer)==null||W.event.off("stop",D),(q=state.tickPlayer)==null||q.event.off("destroy",onTickDestroy),(Z=state.tickPlayer)==null||Z.event.on("tick",setActiveKey),(Y=state.tickPlayer)==null||Y.event.on("stop",D),(U=state.tickPlayer)==null||U.event.on("destroy",onTickDestroy)}}else D()},setPlayState=async()=>{if(!(state$2.activeTick>-1||state.ticking)){if(await syncPlayState(),state.playState!=="pause"&&state.playState!=="suspend"){await toggleState();return}setPlayerView(),setTick(setTickStop)}},stopTick=()=>{state.tickPlayer&&state.tickPlayer.destroy(),event$1.emit("stopTick"),state$2.activeTickRepeat=1,state$2.activeTick=-1},windowResize=()=>{const F=getIndex(state$2.times,state.currentTimeNum);setTimeout(()=>{var B,D;(D=state.sectionHint)==null||D.showForElement((B=state$2.times[F])==null?void 0:B.noteElement)},200)},loadedmetadata=()=>{state.duration=formatTime(state.audiosInstance.duration),state.durationNum=state.audiosInstance.duration};let prevDiff=0,viewing=!1;const refreshView=()=>{var R;let F,B;(R=state==null?void 0:state.osmd)!=null&&R.product&&(F=state.osmd.cursor.img,B=document.querySelector("#colexiu-detail-music-sheet"));const D=Math.max(parseFloat((F||state.osmd.cursor.cursorElement).style.top),0);Math.abs(prevDiff-D)>10&&!viewing&&(viewing=!0,setTimeout(()=>{viewing=!1,(B||(state$4.clintNmae==="colexiu"?state.osmd.container.parentElement.parentElement:state.osmd.container.parentElement)).scrollTo({top:D,left:0,behavior:"smooth"}),prevDiff=D},100))},updatePlayTime=async F=>{const B=useOriginSearch();sessionStorage.getItem("behaviorId")||B.behaviorId,getRequestHostname(),useClientType()},setAudioInit=()=>{state.audiosInstance.event.on("loadedmetadata",loadedmetadata),state.audiosInstance.event.on("waiting",waiting),state.audiosInstance.event.on("playing",playing),state.audiosInstance.event.on("play",play,!1),state.audiosInstance.event.on("pause",pause,!1),state.audiosInstance.event.on("ended",ended,!1),state.audiosInstance.event.on("updatePlayTime",updatePlayTime,!1),listenerMessage("cloudplayed",async()=>{await syncPlayState(),state.currentTimeNum=0,state.currentTime="00:00",state.audiosInstance.event.emit("ended",new Event("ended"))}),listenerMessage("cloudTimeUpdae",F=>{const B=(F==null?void 0:F.content.currentTime)/1e3;state.playState==="play"&&(state.currentTimeNum=B,state.currentTime=formatTime(B),refreshPlayer(B),refreshIndex(B)),refreshView()}),listenerMessage("playProgress",F=>{const B=(F==null?void 0:F.content.currentTime)/1e3;requestAnimationFrame(async()=>{var D,R,G;state.playState==="play"&&(state.currentTimeNum=B,refreshPlayer(B),refreshIndex(B),((D=F==null?void 0:F.content)==null?void 0:D.totalDuration)>1e3&&((R=F==null?void 0:F.content)==null?void 0:R.currentTime)>=((G=F==null?void 0:F.content)==null?void 0:G.totalDuration)&&(console.log("\u64AD\u653E\u7ED3\u675F123"),state.playState="pause",state.playEndCallback.endEvaluat(),ended(new Event("ended")))),refreshView()})}),state.audiosInstance.event.on("timeupdate",()=>{state.currentTimeNum=state.audiosInstance.currentTime,state.currentTime=formatTime(state.audiosInstance.currentTime),requestAnimationFrame(()=>{state.audiosInstance.getStatus()==="play"&&refreshPlayer(),refreshView()})}),window.addEventListener("resize",windowResize)},setStepView=(F,B)=>{prevIndex=Math.max(F.i,0),syncStepIndex(F.i),B&&refreshPlayer(B),refreshView()},noteClick=F=>{if(state.isFirstPlay){Toast("\u5F00\u59CB\u64AD\u653E\u540E\u624D\u80FD\u8C03\u6574\u8FDB\u5EA6");return}let B=getNoteBySlursStart(getActtiveNoteByTimes(F));if(B){const D=B.sourceStartTime||B.time;setCurrentTime(D),setStepView(B.i,D),state$2.fixedKey=B.realKey,state$2.activeNote=B}},startCapture=async()=>{console.log("SettingState.sett.camera:",state$3.sett.camera," SettingState.eva.save:",state$3.eva.save),state$3.sett.camera&&state$3.eva.save&&postMessage$1({api:"startCapture"})},endCapture=async()=>{state$3.eva.save&&state$3.sett.camera&&postMessage$1({api:"endCapture"})},setCaptureMode=async()=>{browserInfo$3.isApp&&state$3.sett.camera&&postMessage$1({api:"setCaptureMode",content:{mode:state.evaluatingStatus?"evaluating":"practice"}})},getBoundingBoxByNote=(F,B)=>{var G,W,q,Z,Y,U,J,K,Q,te,re;const D=(q=(W=(G=F.sourceMeasure)==null?void 0:G.verticalMeasureList)==null?void 0:W[0])==null?void 0:q.boundingBox;if(!D)return null;const R={...D.absolutePosition,...D.size,...B};return R.x=R.x*10,R.y=R.y*10,R.width=R.width*10,R.height=R.height*10,(J=(U=(Y=(Z=F==null?void 0:F.sourceMeasure)==null?void 0:Z.verticalMeasureList)==null?void 0:Y[0])==null?void 0:U.stave)!=null&&J.height&&(R.height=(re=(te=(Q=(K=F.sourceMeasure)==null?void 0:K.verticalMeasureList)==null?void 0:Q[0])==null?void 0:te.stave)==null?void 0:re.height),R};class AJAX{static ajax(B,D=9e3){let R;const G=B.indexOf(".mxl")>-1?"text/plain; charset=x-user-defined":"application/xml";if(XMLHttpRequest)R=new XMLHttpRequest;else if(ActiveXObject)R=new ActiveXObject("Microsoft.XMLHTTP");else return Promise.reject(new Error("XMLHttp not supported."));return R.timeout=D,new Promise((W,q)=>{R.onreadystatechange=()=>{R.readyState===XMLHttpRequest.DONE&&(R.status===200||R.status===0&&R.responseText?W(R.responseText):q(new Error("Could not retrieve requested URL "+R.status)))},R.ontimeout=Z=>{q(new Error("Server request Timeout"))},R.overrideMimeType(G),R.open("GET",B,!0),R.send()})}}const _Fraction=class{constructor(F=0,B=1,D=0,R=!0){this.numerator=0,this.denominator=1,this.wholeValue=0,this.numerator=F,this.denominator=B,this.wholeValue=D,R&&this.simplify(),this.setRealValue()}static max(F,B){return F.RealValue>B.RealValue?F:B}static Equal(F,B){return F.wholeValue===B.wholeValue&&F.Denominator===B.Denominator&&F.Numerator===B.Numerator}static createFromFraction(F){return new _Fraction(F.numerator,F.denominator,F.wholeValue,!1)}static plus(F,B){const D=F.clone();return D.Add(B),D}static minus(F,B){const D=F.clone();return D.Sub(B),D}static multiply(F,B){return new _Fraction((F.wholeValue*F.denominator+F.numerator)*(B.wholeValue*B.denominator+B.numerator),F.denominator*B.denominator)}static greatestCommonDenominator(F,B){if(F===0)return B;if(B===1)return 1;for(;Math.abs(B)>1e-8;)F>B?F-=B:B-=F;return Math.round(F)}toString(){let F=this.numerator+"/"+this.denominator;return this.wholeValue!==0&&(F=this.wholeValue+" "+F),F}clone(){return new _Fraction(this.numerator,this.denominator,this.wholeValue,!1)}get Numerator(){return this.numerator}set Numerator(F){this.numerator!==F&&(this.numerator=F,this.simplify(),this.setRealValue())}get Denominator(){return this.denominator}set Denominator(F){this.denominator!==F&&(this.denominator=F,this.numerator!==0&&this.simplify(),this.setRealValue())}get WholeValue(){return this.wholeValue}set WholeValue(F){this.wholeValue!==F&&(this.wholeValue=F,this.setRealValue())}GetExpandedNumerator(){return this.wholeValue*this.denominator+this.numerator}calculateNumberOfNeededDots(){let F=1,B=2;const D=this.GetExpandedNumerator();for(;B<D;)F++,B=Math.pow(2,F);return Math.min(3,F-1)}IsNegative(){return this.realValue<0}get RealValue(){return this.realValue}expand(F){this.numerator*=F,this.denominator*=F,this.wholeValue!==0&&(this.numerator+=this.wholeValue*this.denominator,this.wholeValue=0)}Add(F){return this.numerator=(this.wholeValue*this.denominator+this.numerator)*F.denominator+(F.wholeValue*F.denominator+F.numerator)*this.denominator,this.denominator=this.denominator*F.denominator,this.wholeValue=0,this.simplify(),this.setRealValue(),this}Sub(F){return this.numerator=(this.wholeValue*this.denominator+this.numerator)*F.denominator-(F.wholeValue*F.denominator+F.numerator)*this.denominator,this.denominator=this.denominator*F.denominator,this.wholeValue=0,this.simplify(),this.setRealValue(),this}getHalfLength(){return new _Fraction(this.WholeValue,2).Add(new _Fraction(this.Numerator,this.Denominator*2))}Quantize(F){if(this.denominator<=F)return this;const B=new _Fraction(this.numerator+1,this.denominator,this.wholeValue);for(;B.Denominator>F;)B.Numerator++;if(this.numerator>this.denominator){const D=new _Fraction(this.numerator-1,this.denominator,this.wholeValue);for(;D.Denominator>F;)D.Numerator--;if(D.Denominator<B.Denominator)return D}return B}Equals(F){return this.realValue===(F==null?void 0:F.realValue)}CompareTo(F){const B=this.realValue-F.realValue;return B?B<0?-1:1:0}lt(F){return this.realValue<F.realValue}lte(F){return this.realValue<=F.realValue}gt(F){return!this.lte(F)}gte(F){return!this.lt(F)}setRealValue(){this.realValue=this.wholeValue+this.numerator/this.denominator}simplify(){if(this.numerator===0){this.denominator=1;return}const F=_Fraction.greatestCommonDenominator(Math.abs(this.numerator),Math.abs(this.denominator));this.numerator/=F,this.denominator/=F;const B=Math.floor(this.numerator/this.denominator);if(B!==0&&(this.wholeValue+=B,this.numerator-=B*this.denominator,this.numerator===0&&(this.denominator=1)),this.denominator>_Fraction.maximumAllowedNumber){const D=this.denominator/_Fraction.maximumAllowedNumber;this.numerator=Math.round(this.numerator/D),this.denominator=Math.round(this.denominator/D)}if(this.numerator>_Fraction.maximumAllowedNumber){const D=this.numerator/_Fraction.maximumAllowedNumber;this.numerator=Math.round(this.numerator/D),this.denominator=Math.round(this.denominator/D)}}isOnBeat(F){const B=this.distanceFromBeat(F);return Math.abs(B)<_Fraction.FloatInaccuracyTolerance}distanceFromBeat(F){const B=new _Fraction(1,F.Denominator);return this.RealValue%B.RealValue}};let Fraction$1=_Fraction;Fraction$1.maximumAllowedNumber=46340;Fraction$1.FloatInaccuracyTolerance=1e-4;class AbstractExpression{constructor(B){this.placement=B}static isStringInStringList(B,D){for(let R=0,G=B.length;R<G;++R){const W=B[R];if(D===W.toLowerCase().trim())return!0}return!1}get Placement(){return this.placement}static PlacementEnumFromString(B){switch(B.toLowerCase()){case"above":return PlacementEnum.Above;case"below":return PlacementEnum.Below;case"aboveorbelow":case"abovebelow":return PlacementEnum.AboveOrBelow;case"left":return PlacementEnum.Left;case"right":return PlacementEnum.Right;case"auto":default:return PlacementEnum.NotYetDefined}}}var PlacementEnum=(F=>(F[F.Above=0]="Above",F[F.Below=1]="Below",F[F.Left=2]="Left",F[F.Right=3]="Right",F[F.NotYetDefined=4]="NotYetDefined",F[F.AboveOrBelow=5]="AboveOrBelow",F))(PlacementEnum||{});const _ContinuousDynamicExpression=class extends AbstractExpression{constructor(F,B,D,R,G,W,q=""){super(B),super.parentMeasure=R,this.NumberXml=W,this.dynamicType=F,this.label=q,this.staffNumber=D,this.activeInstantaneousDynamic=G,this.startVolume=1,this.endVolume=1,this.setStartAndEndVolume(),q!==""&&this.setType()}setStartAndEndVolume(){this.activeInstantaneousDynamic&&(this.dynamicType===ContDynamicEnum.crescendo&&(this.startVolume=this.activeInstantaneousDynamic.Volume,this.endVolume=this.activeInstantaneousDynamic.Volume*1.2),this.dynamicType===ContDynamicEnum.diminuendo&&(this.startVolume=this.activeInstantaneousDynamic.Volume,this.endVolume=this.activeInstantaneousDynamic.Volume*.8))}get DynamicType(){return this.dynamicType}set DynamicType(F){this.dynamicType=F}get 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D=this.searchNode(this.root,B);if(D!==null)return D.element},F.prototype.remove=function(B){var D=this.searchNode(this.root,B);return D===null?!1:(this.removeNode(D),this.nElements--,!0)},F.prototype.inorderTraversal=function(B){this.inorderTraversalAux(this.root,B,{stop:!1})},F.prototype.preorderTraversal=function(B){this.preorderTraversalAux(this.root,B,{stop:!1})},F.prototype.postorderTraversal=function(B){this.postorderTraversalAux(this.root,B,{stop:!1})},F.prototype.levelTraversal=function(B){this.levelTraversalAux(this.root,B)},F.prototype.minimum=function(){if(!(this.isEmpty()||this.root===null))return this.minimumAux(this.root).element},F.prototype.maximum=function(){if(!(this.isEmpty()||this.root===null))return this.maximumAux(this.root).element},F.prototype.forEach=function(B){this.inorderTraversal(B)},F.prototype.toArray=function(){var B=[];return this.inorderTraversal(function(D){return B.push(D),!0}),B},F.prototype.height=function(){return this.heightAux(this.root)},F.prototype.searchNode=function(B,D){for(var R=1;B!==null&&R!==0;)R=this.compare(D,B.element),R<0?B=B.leftCh:R>0&&(B=B.rightCh);return B},F.prototype.transplant=function(B,D){B.parent===null?this.root=D:B===B.parent.leftCh?B.parent.leftCh=D:B.parent.rightCh=D,D!==null&&(D.parent=B.parent)},F.prototype.removeNode=function(B){if(B.leftCh===null)this.transplant(B,B.rightCh);else if(B.rightCh===null)this.transplant(B,B.leftCh);else{var D=this.minimumAux(B.rightCh);D.parent!==B&&(this.transplant(D,D.rightCh),D.rightCh=B.rightCh,D.rightCh.parent=D),this.transplant(B,D),D.leftCh=B.leftCh,D.leftCh.parent=D}},F.prototype.inorderTraversalAux=function(B,D,R){B===null||R.stop||(this.inorderTraversalAux(B.leftCh,D,R),!R.stop&&(R.stop=D(B.element)===!1,!R.stop&&this.inorderTraversalAux(B.rightCh,D,R)))},F.prototype.levelTraversalAux=function(B,D){var R=new Queue_1$1.default;for(B!==null&&R.enqueue(B),B=R.dequeue()||null;B!=null;){if(D(B.element)===!1)return;B.leftCh!==null&&R.enqueue(B.leftCh),B.rightCh!==null&&R.enqueue(B.rightCh),B=R.dequeue()||null}},F.prototype.preorderTraversalAux=function(B,D,R){B===null||R.stop||(R.stop=D(B.element)===!1,!R.stop&&(this.preorderTraversalAux(B.leftCh,D,R),!R.stop&&this.preorderTraversalAux(B.rightCh,D,R)))},F.prototype.postorderTraversalAux=function(B,D,R){B===null||R.stop||(this.postorderTraversalAux(B.leftCh,D,R),!R.stop&&(this.postorderTraversalAux(B.rightCh,D,R),!R.stop&&(R.stop=D(B.element)===!1)))},F.prototype.minimumAux=function(B){for(;B!=null&&B.leftCh!==null;)B=B.leftCh;return B},F.prototype.maximumAux=function(B){for(;B!=null&&B.rightCh!==null;)B=B.rightCh;return B},F.prototype.heightAux=function(B){return B===null?-1:Math.max(this.heightAux(B.leftCh),this.heightAux(B.rightCh))+1},F.prototype.insertNode=function(B){for(var D=null,R=this.root;R!==null;){var G=this.compare(B.element,R.element);if(G===0)return null;G<0?(D=R,R=R.leftCh):(D=R,R=R.rightCh)}return B.parent=D,D===null?this.root=B:this.compare(B.element,D.element)<0?D.leftCh=B:D.rightCh=B,B},F.prototype.createNode=function(B){return{element:B,leftCh:null,rightCh:null,parent:null}},F}();BSTreeKV$1.default=BSTreeKV;var __extends$2=commonjsGlobal$2&&commonjsGlobal$2.__extends||function(){var F=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(B,D){B.__proto__=D}||function(B,D){for(var R in D)D.hasOwnProperty(R)&&(B[R]=D[R])};return function(B,D){F(B,D);function R(){this.constructor=B}B.prototype=D===null?Object.create(D):(R.prototype=D.prototype,new R)}}();Object.defineProperty(BSTree$1,"__esModule",{value:!0});var BSTreeKV_1$1=BSTreeKV$1,BSTree=function(F){__extends$2(B,F);function B(){return F!==null&&F.apply(this,arguments)||this}return B}(BSTreeKV_1$1.default);BSTree$1.default=BSTree;var Heap$1={};Object.defineProperty(Heap$1,"__esModule",{value:!0});var collections=util$a,arrays$1=arrays$4,Heap=function(){function F(B){this.data=[],this.compare=B||collections.defaultCompare}return F.prototype.leftChildIndex=function(B){return 2*B+1},F.prototype.rightChildIndex=function(B){return 2*B+2},F.prototype.parentIndex=function(B){return Math.floor((B-1)/2)},F.prototype.minIndex=function(B,D){return D>=this.data.length?B>=this.data.length?-1:B:this.compare(this.data[B],this.data[D])<=0?B:D},F.prototype.siftUp=function(B){for(var D=this.parentIndex(B);B>0&&this.compare(this.data[D],this.data[B])>0;)arrays$1.swap(this.data,D,B),B=D,D=this.parentIndex(B)},F.prototype.siftDown=function(B){for(var D=this.minIndex(this.leftChildIndex(B),this.rightChildIndex(B));D>=0&&this.compare(this.data[B],this.data[D])>0;)arrays$1.swap(this.data,D,B),B=D,D=this.minIndex(this.leftChildIndex(B),this.rightChildIndex(B))},F.prototype.peek=function(){if(this.data.length>0)return this.data[0]},F.prototype.add=function(B){return collections.isUndefined(B)?!1:(this.data.push(B),this.siftUp(this.data.length-1),!0)},F.prototype.removeRoot=function(){if(this.data.length>0){var B=this.data[0];return this.data[0]=this.data[this.data.length-1],this.data.splice(this.data.length-1,1),this.data.length>0&&this.siftDown(0),B}},F.prototype.contains=function(B){var D=collections.compareToEquals(this.compare);return arrays$1.contains(this.data,B,D)},F.prototype.size=function(){return this.data.length},F.prototype.isEmpty=function(){return this.data.length<=0},F.prototype.clear=function(){this.data.length=0},F.prototype.forEach=function(B){arrays$1.forEach(this.data,B)},F}();Heap$1.default=Heap;var LinkedDictionary$1={},__extends$1=commonjsGlobal$2&&commonjsGlobal$2.__extends||function(){var F=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(B,D){B.__proto__=D}||function(B,D){for(var R in D)D.hasOwnProperty(R)&&(B[R]=D[R])};return function(B,D){F(B,D);function R(){this.constructor=B}B.prototype=D===null?Object.create(D):(R.prototype=D.prototype,new R)}}();Object.defineProperty(LinkedDictionary$1,"__esModule",{value:!0});var Dictionary_1$3=Dictionary$2,util$3=util$a,LinkedDictionaryPair=function(){function F(B,D){this.key=B,this.value=D}return F.prototype.unlink=function(){this.prev.next=this.next,this.next.prev=this.prev},F}(),HeadOrTailLinkedDictionaryPair=function(){function F(){this.key=null,this.value=null}return F.prototype.unlink=function(){this.prev.next=this.next,this.next.prev=this.prev},F}();function isHeadOrTailLinkedDictionaryPair(F){return!F.next}var LinkedDictionary=function(F){__extends$1(B,F);function B(D){var R=F.call(this,D)||this;return R.head=new HeadOrTailLinkedDictionaryPair,R.tail=new HeadOrTailLinkedDictionaryPair,R.head.next=R.tail,R.tail.prev=R.head,R}return B.prototype.appendToTail=function(D){var R=this.tail.prev;R.next=D,D.prev=R,D.next=this.tail,this.tail.prev=D},B.prototype.getLinkedDictionaryPair=function(D){if(!util$3.isUndefined(D)){var R="$"+this.toStr(D),G=this.table[R];return G}},B.prototype.getValue=function(D){var R=this.getLinkedDictionaryPair(D);if(!util$3.isUndefined(R))return R.value},B.prototype.remove=function(D){var R=this.getLinkedDictionaryPair(D);if(!util$3.isUndefined(R))return F.prototype.remove.call(this,D),R.unlink(),R.value},B.prototype.clear=function(){F.prototype.clear.call(this),this.head.next=this.tail,this.tail.prev=this.head},B.prototype.replace=function(D,R){var G="$"+this.toStr(R.key);R.next=D.next,R.prev=D.prev,this.remove(D.key),R.prev.next=R,R.next.prev=R,this.table[G]=R,++this.nElements},B.prototype.setValue=function(D,R){if(!(util$3.isUndefined(D)||util$3.isUndefined(R))){var G=this.getLinkedDictionaryPair(D),W=new LinkedDictionaryPair(D,R),q="$"+this.toStr(D);if(util$3.isUndefined(G)){this.appendToTail(W),this.table[q]=W,++this.nElements;return}else return this.replace(G,W),G.value}},B.prototype.keys=function(){var D=[];return this.forEach(function(R,G){D.push(R)}),D},B.prototype.values=function(){var D=[];return this.forEach(function(R,G){D.push(G)}),D},B.prototype.forEach=function(D){for(var R=this.head.next;!isHeadOrTailLinkedDictionaryPair(R);){var G=D(R.key,R.value);if(G===!1)return;R=R.next}},B}(Dictionary_1$3.default);LinkedDictionary$1.default=LinkedDictionary;var MultiDictionary$1={};Object.defineProperty(MultiDictionary$1,"__esModule",{value:!0});var util$2=util$a,Dictionary_1$2=Dictionary$2,arrays=arrays$4,MultiDictionary=function(){function F(B,D,R){R===void 0&&(R=!1),this.dict=new Dictionary_1$2.default(B),this.equalsF=D||util$2.defaultEquals,this.allowDuplicate=R}return F.prototype.getValue=function(B){var D=this.dict.getValue(B);return util$2.isUndefined(D)?[]:arrays.copy(D)},F.prototype.setValue=function(B,D){if(util$2.isUndefined(B)||util$2.isUndefined(D))return!1;var R=this.dict.getValue(B);return util$2.isUndefined(R)?(this.dict.setValue(B,[D]),!0):!this.allowDuplicate&&arrays.contains(R,D,this.equalsF)?!1:(R.push(D),!0)},F.prototype.remove=function(B,D){if(util$2.isUndefined(D)){var R=this.dict.remove(B);return!util$2.isUndefined(R)}var G=this.dict.getValue(B);return!util$2.isUndefined(G)&&arrays.remove(G,D,this.equalsF)?(G.length===0&&this.dict.remove(B),!0):!1},F.prototype.keys=function(){return this.dict.keys()},F.prototype.values=function(){for(var B=this.dict.values(),D=[],R=0,G=B;R<G.length;R++)for(var W=G[R],q=0,Z=W;q<Z.length;q++){var Y=Z[q];D.push(Y)}return D},F.prototype.containsKey=function(B){return this.dict.containsKey(B)},F.prototype.clear=function(){this.dict.clear()},F.prototype.size=function(){return this.dict.size()},F.prototype.isEmpty=function(){return this.dict.isEmpty()},F}();MultiDictionary$1.default=MultiDictionary;var FactoryDictionary$1={},__extends=commonjsGlobal$2&&commonjsGlobal$2.__extends||function(){var F=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(B,D){B.__proto__=D}||function(B,D){for(var R in D)D.hasOwnProperty(R)&&(B[R]=D[R])};return function(B,D){F(B,D);function R(){this.constructor=B}B.prototype=D===null?Object.create(D):(R.prototype=D.prototype,new R)}}();Object.defineProperty(FactoryDictionary$1,"__esModule",{value:!0});var Dictionary_1$1=Dictionary$2,util$1=util$a,FactoryDictionary=function(F){__extends(B,F);function B(D,R){var G=F.call(this,R)||this;return G.defaultFactoryFunction=D,G}return B.prototype.setDefault=function(D,R){var G=F.prototype.getValue.call(this,D);return util$1.isUndefined(G)?(this.setValue(D,R),R):G},B.prototype.getValue=function(D){return this.setDefault(D,this.defaultFactoryFunction())},B}(Dictionary_1$1.default);FactoryDictionary$1.default=FactoryDictionary;var PriorityQueue$1={};Object.defineProperty(PriorityQueue$1,"__esModule",{value:!0});var util=util$a,Heap_1$1=Heap$1,PriorityQueue=function(){function F(B){this.heap=new Heap_1$1.default(util.reverseCompareFunction(B))}return F.prototype.enqueue=function(B){return this.heap.add(B)},F.prototype.add=function(B){return this.heap.add(B)},F.prototype.dequeue=function(){if(this.heap.size()!==0){var B=this.heap.peek();return this.heap.removeRoot(),B}},F.prototype.peek=function(){return this.heap.peek()},F.prototype.contains=function(B){return this.heap.contains(B)},F.prototype.isEmpty=function(){return this.heap.isEmpty()},F.prototype.size=function(){return this.heap.size()},F.prototype.clear=function(){this.heap.clear()},F.prototype.forEach=function(B){this.heap.forEach(B)},F}();PriorityQueue$1.default=PriorityQueue;var Stack$1={};Object.defineProperty(Stack$1,"__esModule",{value:!0});var LinkedList_1$1=LinkedList$1,Stack=function(){function F(){this.list=new LinkedList_1$1.default}return F.prototype.push=function(B){return this.list.add(B,0)},F.prototype.add=function(B){return this.list.add(B,0)},F.prototype.pop=function(){return this.list.removeElementAtIndex(0)},F.prototype.peek=function(){return this.list.first()},F.prototype.size=function(){return this.list.size()},F.prototype.contains=function(B,D){return this.list.contains(B,D)},F.prototype.isEmpty=function(){return this.list.isEmpty()},F.prototype.clear=function(){this.list.clear()},F.prototype.forEach=function(B){this.list.forEach(B)},F}();Stack$1.default=Stack;var MultiRootTree$1={};Object.defineProperty(MultiRootTree$1,"__esModule",{value:!0});var Direction;(function(F){F[F.BEFORE=0]="BEFORE",F[F.AFTER=1]="AFTER",F[F.INSIDE_AT_END=2]="INSIDE_AT_END",F[F.INSIDE_AT_START=3]="INSIDE_AT_START"})(Direction||(Direction={}));var MultiRootTree=function(){function F(B,D){B===void 0&&(B=[]),D===void 0&&(D={}),this.rootIds=B,this.nodes=D,this.initRootIds(),this.initNodes()}return F.prototype.initRootIds=function(){for(var B=0,D=this.rootIds;B<D.length;B++){var R=D[B];this.createEmptyNodeIfNotExist(R)}},F.prototype.initNodes=function(){for(var B in this.nodes)if(this.nodes.hasOwnProperty(B))for(var D=0,R=this.nodes[B];D<R.length;D++){var G=R[D];this.createEmptyNodeIfNotExist(G)}},F.prototype.createEmptyNodeIfNotExist=function(B){this.nodes[B]||(this.nodes[B]=[])},F.prototype.getRootIds=function(){var B=this.rootIds.slice();return B},F.prototype.getNodes=function(){var B={};for(var D in this.nodes)this.nodes.hasOwnProperty(D)&&(B[D]=this.nodes[D].slice());return B},F.prototype.getObject=function(){return{rootIds:this.getRootIds(),nodes:this.getNodes()}},F.prototype.toObject=function(){return this.getObject()},F.prototype.flatten=function(){for(var B=this,D=[],R=0;R<this.rootIds.length;R++){var G=this.rootIds[R];D.push({id:G,level:0,hasParent:!1,childrenCount:0}),U(G,this.nodes,D,0)}for(var W=0,q=D;W<q.length;W++){var Z=q[W];Z.childrenCount=Y(Z.id)}return D;function Y(J){if(B.nodes[J]){var K=B.nodes[J].length;return K}else return 0}function U(J,K,Q,te){if(te===void 0&&(te=0),!(!J||!K||!Q||!K[J])){te++;for(var re=K[J],se=0;se<re.length;se++){var ie=re[se];Q.push({id:ie,level:te,hasParent:!0}),U(ie,K,Q,te)}te--}}},F.prototype.moveIdBeforeId=function(B,D){return this.moveId(B,D,Direction.BEFORE)},F.prototype.moveIdAfterId=function(B,D){return this.moveId(B,D,Direction.AFTER)},F.prototype.moveIdIntoId=function(B,D,R){return R===void 0&&(R=!0),R?this.moveId(B,D,Direction.INSIDE_AT_START):this.moveId(B,D,Direction.INSIDE_AT_END)},F.prototype.swapRootIdWithRootId=function(B,D){var R=this.findRootId(B),G=this.findRootId(D);this.swapRootPositionWithRootPosition(R,G)},F.prototype.swapRootPositionWithRootPosition=function(B,D){var R=this.rootIds[D];this.rootIds[D]=this.rootIds[B],this.rootIds[B]=R},F.prototype.deleteId=function(B){this.rootDeleteId(B),this.nodeAndSubNodesDelete(B),this.nodeRefrencesDelete(B)},F.prototype.insertIdBeforeId=function(B,D){var R=this.findRootId(B);R>-1&&this.insertIdIntoRoot(D,R);for(var G in this.nodes)if(this.nodes.hasOwnProperty(G)){var W=this.findNodeId(G,B);W>-1&&this.insertIdIntoNode(G,D,W)}},F.prototype.insertIdAfterId=function(B,D){var R=this.findRootId(B);R>-1&&this.insertIdIntoRoot(D,R+1);for(var G in this.nodes)if(this.nodes.hasOwnProperty(G)){var W=this.findNodeId(G,B);W>-1&&this.insertIdIntoNode(G,D,W+1)}},F.prototype.insertIdIntoId=function(B,D){this.nodeInsertAtEnd(B,D),this.nodes[D]=[]},F.prototype.insertIdIntoRoot=function(B,D){if(D===void 0)this.rootInsertAtEnd(B);else if(D<0){var R=this.rootIds.length;this.rootIds.splice(D+R+1,0,B)}else this.rootIds.splice(D,0,B);this.nodes[B]=this.nodes[B]||[]},F.prototype.insertIdIntoNode=function(B,D,R){if(this.nodes[B]=this.nodes[B]||[],this.nodes[D]=this.nodes[D]||[],R===void 0)this.nodeInsertAtEnd(B,D);else if(R<0){var G=this.nodes[B].length;this.nodes[B].splice(R+G+1,0,D)}else this.nodes[B].splice(R,0,D)},F.prototype.moveId=function(B,D,R){var G=B,W=this.findRootId(G);this.nodes[D];for(var q in this.nodes)if(this.nodes.hasOwnProperty(q)){this.findNodeId(q,D);break}var Z=D,Y=this.findRootId(Z);this.nodes[D];for(var q in this.nodes)if(this.nodes.hasOwnProperty(q)){this.findNodeId(q,D);break}if(W>-1)if(Y>-1)switch(this.rootDelete(W),Y>W&&Y--,R){case Direction.BEFORE:this.insertIdIntoRoot(G,Y);break;case Direction.AFTER:this.insertIdIntoRoot(G,Y+1);break;case Direction.INSIDE_AT_START:this.nodeInsertAtStart(Z,G);break;case Direction.INSIDE_AT_END:this.nodeInsertAtEnd(Z,G);break}else{this.rootDelete(W);for(var q in this.nodes)if(this.nodes.hasOwnProperty(q)){var U=this.findNodeId(q,Z);if(U>-1){switch(R){case Direction.BEFORE:this.insertIdIntoNode(q,G,U);break;case Direction.AFTER:this.insertIdIntoNode(q,G,U+1);break;case Direction.INSIDE_AT_START:this.nodeInsertAtStart(Z,G);break;case Direction.INSIDE_AT_END:this.nodeInsertAtEnd(Z,G);break}break}}}else if(Y>-1){for(var q in this.nodes)if(this.nodes.hasOwnProperty(q)){var U=this.findNodeId(q,G);if(U>-1){this.nodeDeleteAtIndex(q,U);break}}switch(R){case Direction.BEFORE:this.insertIdIntoRoot(G,Y);break;case Direction.AFTER:this.insertIdIntoRoot(G,Y+1);break;case Direction.INSIDE_AT_START:this.nodeInsertAtStart(Z,G);break;case Direction.INSIDE_AT_END:this.nodeInsertAtEnd(Z,G);break}}else{for(var q in this.nodes)if(this.nodes.hasOwnProperty(q)){var U=this.findNodeId(q,G);if(U>-1){this.nodeDeleteAtIndex(q,U);break}}for(var q in this.nodes)if(this.nodes.hasOwnProperty(q)){var U=this.findNodeId(q,Z);if(U>-1){switch(R){case Direction.BEFORE:this.insertIdIntoNode(q,G,U);break;case Direction.AFTER:this.insertIdIntoNode(q,G,U+1);break;case Direction.INSIDE_AT_START:this.nodeInsertAtStart(Z,G);break;case Direction.INSIDE_AT_END:this.nodeInsertAtEnd(Z,G);break}break}}}},F.prototype.swapArrayElements=function(B,D,R){var G=B[D];return B[D]=B[R],B[R]=G,B},F.prototype.rootDeleteId=function(B){var D=this.findRootId(B);D>-1&&this.rootDelete(D)},F.prototype.nodeAndSubNodesDelete=function(B){for(var D=[],R=0;R<this.nodes[B].length;R++){var G=this.nodes[B][R];this.nodeAndSubNodesDelete(G),D.push(B)}this.nodeDelete(B);for(var R=0;R<D.length;R++)this.nodeDelete(D[R])},F.prototype.nodeRefrencesDelete=function(B){for(var D in this.nodes)if(this.nodes.hasOwnProperty(D))for(var R=0;R<this.nodes[D].length;R++){var G=this.nodes[D][R];G===B&&this.nodeDeleteAtIndex(D,R)}},F.prototype.nodeDelete=function(B){delete this.nodes[B]},F.prototype.findRootId=function(B){return this.rootIds.indexOf(B)},F.prototype.findNodeId=function(B,D){return this.nodes[B].indexOf(D)},F.prototype.findNode=function(B){return this.nodes[B]},F.prototype.nodeInsertAtStart=function(B,D){this.nodes[B].unshift(D)},F.prototype.nodeInsertAtEnd=function(B,D){this.nodes[B].push(D)},F.prototype.rootDelete=function(B){this.rootIds.splice(B,1)},F.prototype.nodeDeleteAtIndex=function(B,D){this.nodes[B].splice(D,1)},F.prototype.rootInsertAtStart=function(B){this.rootIds.unshift(B)},F.prototype.rootInsertAtEnd=function(B){this.rootIds.push(B)},F}();MultiRootTree$1.default=MultiRootTree;Object.defineProperty(lib$3,"__esModule",{value:!0});var _arrays=arrays$4;lib$3.arrays=_arrays;var Bag_1=Bag$1;lib$3.Bag=Bag_1.default;var BSTree_1=BSTree$1;lib$3.BSTree=BSTree_1.default;var BSTreeKV_1=BSTreeKV$1;lib$3.BSTreeKV=BSTreeKV_1.default;var Dictionary_1=Dictionary$2,Dictionary=lib$3.Dictionary=Dictionary_1.default,Heap_1=Heap$1;lib$3.Heap=Heap_1.default;var LinkedDictionary_1=LinkedDictionary$1;lib$3.LinkedDictionary=LinkedDictionary_1.default;var LinkedList_1=LinkedList$1;lib$3.LinkedList=LinkedList_1.default;var MultiDictionary_1=MultiDictionary$1;lib$3.MultiDictionary=MultiDictionary_1.default;var FactoryDictionary_1=FactoryDictionary$1;lib$3.FactoryDictionary=FactoryDictionary_1.default;var FactoryDictionary_2=FactoryDictionary$1;lib$3.DefaultDictionary=FactoryDictionary_2.default;var Queue_1=Queue$1;lib$3.Queue=Queue_1.default;var PriorityQueue_1=PriorityQueue$1;lib$3.PriorityQueue=PriorityQueue_1.default;var Set_1=_Set;lib$3.Set=Set_1.default;var Stack_1=Stack$1;lib$3.Stack=Stack_1.default;var MultiRootTree_1=MultiRootTree$1;lib$3.MultiRootTree=MultiRootTree_1.default;var _util=util$a;lib$3.util=_util;const _InstantaneousDynamicExpression=class extends AbstractExpression{constructor(F,B,D,R,G){super(D),super.parentMeasure=G,this.dynamicEnum=DynamicEnum[F.toLowerCase()],this.soundDynamic=B,this.staffNumber=R}static staticConstructor(){_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.ffffff,127/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.fffff,126/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.ffff,125/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.fff,124/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.ff,122/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.f,108/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.mf,76/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.sf,.5),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.sfp,.5),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.sfpp,.5),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.fp,.5),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.rf,.5),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.rfz,.5),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.sfz,.5),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.sffz,.5),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.fz,.5),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.mp,60/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.p,28/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.pp,12/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.ppp,10/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.pppp,7/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.ppppp,5/127),_InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.setValue(DynamicEnum.pppppp,4/127)}get ParentMultiExpression(){return this.multiExpression}set ParentMultiExpression(F){this.multiExpression=F}get DynEnum(){return this.dynamicEnum}set DynEnum(F){this.dynamicEnum=F}get SoundDynamic(){return this.soundDynamic}set SoundDynamic(F){this.soundDynamic=F}get Placement(){return this.placement}set Placement(F){this.placement=F}get StaffNumber(){return this.staffNumber}set StaffNumber(F){this.staffNumber=F}get Length(){return Math.abs(this.length)<1e-4&&(this.length=this.calculateLength()),this.length}get MidiVolume(){return this.Volume*127}get Volume(){return _InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.getValue(this.dynamicEnum)}static isInputStringInstantaneousDynamic(F){return F?_InstantaneousDynamicExpression.isStringInStringList(_InstantaneousDynamicExpression.listInstantaneousDynamics,F):!1}getDynamicExpressionSymbol(F){switch(F){case"p":return DynamicExpressionSymbolEnum.p;case"f":return DynamicExpressionSymbolEnum.f;case"s":return DynamicExpressionSymbolEnum.s;case"z":return DynamicExpressionSymbolEnum.z;case"m":return DynamicExpressionSymbolEnum.m;case"r":return DynamicExpressionSymbolEnum.r;default:throw new InvalidEnumArgumentException("unknown DynamicExpressionSymbolEnum: "+F)}}calculateLength(){return log$2.debug("[Andrea] instantaneousDynamicExpression: not implemented: calculateLength!"),0}};let InstantaneousDynamicExpression=_InstantaneousDynamicExpression;InstantaneousDynamicExpression.dynamicToRelativeVolumeDict=new Dictionary;InstantaneousDynamicExpression.listInstantaneousDynamics=["pppppp","ppppp","pppp","ppp","pp","p","ffffff","fffff","ffff","fff","ff","f","mf","mp","sf","sff","sp","spp","fp","rf","rfz","sfz","sffz","fz"];var DynamicEnum=(F=>(F[F.pppppp=0]="pppppp",F[F.ppppp=1]="ppppp",F[F.pppp=2]="pppp",F[F.ppp=3]="ppp",F[F.pp=4]="pp",F[F.p=5]="p",F[F.mp=6]="mp",F[F.mf=7]="mf",F[F.f=8]="f",F[F.ff=9]="ff",F[F.fff=10]="fff",F[F.ffff=11]="ffff",F[F.fffff=12]="fffff",F[F.ffffff=13]="ffffff",F[F.sf=14]="sf",F[F.sff=15]="sff",F[F.sfp=16]="sfp",F[F.sfpp=17]="sfpp",F[F.fp=18]="fp",F[F.rf=19]="rf",F[F.rfz=20]="rfz",F[F.sfz=21]="sfz",F[F.sffz=22]="sffz",F[F.fz=23]="fz",F[F.other=24]="other",F))(DynamicEnum||{});InstantaneousDynamicExpression.staticConstructor();class DynamicsContainer{constructor(B,D){B instanceof ContinuousDynamicExpression?this.continuousDynamicExpression=B:B instanceof InstantaneousDynamicExpression&&(this.instantaneousDynamicExpression=B),this.staffNumber=D}static Compare(B,D){return B.parMultiExpression().AbsoluteTimestamp.CompareTo(D.parMultiExpression().AbsoluteTimestamp)}parMultiExpression(){if(this.continuousDynamicExpression)return this.continuousDynamicExpression.StartMultiExpression;if(this.instantaneousDynamicExpression)return this.instantaneousDynamicExpression.ParentMultiExpression}}class AbstractNotationInstruction{constructor(B){this.printObject=!0,this.parent=B}get Parent(){return this.parent}set Parent(B){this.parent=B}get PrintObject(){return this.printObject}set PrintObject(B){this.printObject=B}}class RhythmInstruction extends AbstractNotationInstruction{constructor(B,D){super(void 0),this.rhythm=B,this.numerator=B.Numerator,this.denominator=B.Denominator,this.symbolEnum=D}get Rhythm(){return this.rhythm}set Rhythm(B){this.rhythm=B}get SymbolEnum(){return this.symbolEnum}set SymbolEnum(B){this.symbolEnum=B}clone(){return new RhythmInstruction(this.rhythm.clone(),this.symbolEnum)}OperatorEquals(B){const D=this;return D===B?!0:!D||!B?!1:D.numerator===B.numerator&&D.denominator===B.denominator}OperatorNotEqual(B){return this!==B}ToString(){return"Rhythm: "+this.rhythm.toString()}}var RhythmSymbolEnum=(F=>(F[F.NONE=0]="NONE",F[F.COMMON=1]="COMMON",F[F.CUT=2]="CUT",F))(RhythmSymbolEnum||{});class MusicPartManagerIterator{constructor(B,D,R){this.currentMeasureIndex=0,this.currentPartIndex=0,this.currentVoiceEntryIndex=-1,this.currentDynamicEntryIndex=0,this.currentTempoEntryIndex=0,this.currentDynamicChangingExpressions=[],this.repetitionIterationCountDictKeys=[],this.repetitionIterationCountDictValues=[],this.currentRepetition=void 0,this.endReached=!1,this.frontReached=!1,this.currentTimeStamp=new Fraction$1(0,1),this.currentEnrolledMeasureTimestamp=new Fraction$1(0,1),this.currentRelativeInMeasureTimestamp=new Fraction$1(0,1),this.currentVerticalContainerInMeasureTimestamp=new Fraction$1(0,1),this.jumpResponsibleRepetition=void 0,this.activeDynamicExpressions=[];try{this.frontReached=!0,this.musicSheet=B,this.currentBpm=B.userStartTempoInBPM,this.currentVoiceEntries=void 0,this.frontReached=!1;for(const G of this.musicSheet.Repetitions)this.setRepetitionIterationCount(G,1);for(let G=0;G<B.getCompleteNumberOfStaves();G++)this.ActiveDynamicExpressions.push(void 0);this.currentMeasure=this.musicSheet.SourceMeasures[0],D||(D=new Fraction$1);do this.moveToNext();while((!this.currentVoiceEntries||this.currentTimeStamp.lt(D))&&!this.endReached);for(let G=0;G<this.activeDynamicExpressions.length;G++)if(this.activeDynamicExpressions[G])if(this.activeDynamicExpressions[G]instanceof ContinuousDynamicExpression){const W=this.activeDynamicExpressions[G];this.currentDynamicChangingExpressions.push(new DynamicsContainer(W,G))}else{const W=this.activeDynamicExpressions[G];this.currentDynamicChangingExpressions.push(new DynamicsContainer(W,G))}this.currentTempoChangingExpression=this.activeTempoExpression}catch(G){log$2.info("MusicPartManagerIterator: "+G)}}get EndReached(){return this.endReached}get FrontReached(){return this.frontReached}get CurrentMeasure(){return this.currentMeasure}get CurrentRepetition(){return this.currentRepetition}get CurrentRepetitionIteration(){return this.CurrentRepetition?this.getRepetitionIterationCount(this.CurrentRepetition):0}get CurrentJumpResponsibleRepetitionIterationBeforeJump(){return this.jumpResponsibleRepetition?this.getRepetitionIterationCount(this.jumpResponsibleRepetition)-1:0}get CurrentBpm(){return this.currentBpm}get CurrentVoiceEntries(){return this.currentVoiceEntries}get CurrentMeasureIndex(){return this.currentMeasureIndex}get CurrentEnrolledTimestamp(){return Fraction$1.plus(this.currentEnrolledMeasureTimestamp,this.currentVerticalContainerInMeasureTimestamp)}get CurrentSourceTimestamp(){return this.currentTimeStamp}get CurrentRelativeInMeasureTimestamp(){return this.currentRelativeInMeasureTimestamp}get JumpOccurred(){return this.backJumpOccurred||this.forwardJumpOccurred}get ActiveTempoExpression(){return this.activeTempoExpression}get ActiveDynamicExpressions(){return this.activeDynamicExpressions}get CurrentTempoChangingExpression(){return this.currentTempoChangingExpression}get JumpResponsibleRepetition(){return this.jumpResponsibleRepetition}clone(B=void 0,D=void 0){const R=new MusicPartManagerIterator(this.musicSheet,B!=null?B:this.currentTimeStamp,D);return R.currentVoiceEntryIndex=this.currentVoiceEntryIndex,R.currentMappingPart=this.currentMappingPart,R.currentPartIndex=this.currentPartIndex,R.currentVoiceEntries=this.currentVoiceEntries,R.endReached=this.endReached,R.frontReached=this.frontReached,R}CurrentVisibleVoiceEntries(B){const D=[];if(!this.currentVoiceEntries)return D;if(B){for(const R of this.currentVoiceEntries)if(R.ParentVoice.Parent.IdString===B.IdString)return this.getVisibleEntries(R,D),D}else for(const R of this.currentVoiceEntries)this.getVisibleEntries(R,D);return D}CurrentAudibleVoiceEntries(B){const D=[];if(this.currentVoiceEntries)if(B){for(const R of this.currentVoiceEntries)if(R.ParentVoice.Parent.IdString===B.IdString)return this.getAudibleEntries(R,D),D}else for(const R of this.currentVoiceEntries)this.getAudibleEntries(R,D);return D}getCurrentDynamicChangingExpressions(){return this.currentDynamicChangingExpressions}CurrentScoreFollowingVoiceEntries(B){const D=[];if(!this.currentVoiceEntries)return D;if(B){for(const R of this.currentVoiceEntries)if(R.ParentVoice.Parent.IdString===B.IdString)return this.getScoreFollowingEntries(R,D),D}else for(const R of this.currentVoiceEntries)this.getScoreFollowingEntries(R,D);return D}currentPlaybackSettings(){return this.musicSheet.SheetPlaybackSetting}moveToNext(){this.forwardJumpOccurred=this.backJumpOccurred=!1,!this.endReached&&(this.currentVoiceEntries&&(this.currentVoiceEntries.length=0),this.recursiveMove(),this.currentMeasure||(this.currentTimeStamp=new Fraction$1(99999,1)),this.CurrentTempoChangingExpression!==void 0&&(this.CurrentTempoChangingExpression.ContinuousTempo!==void 0?this.currentBpm=this.CurrentTempoChangingExpression.ContinuousTempo.getInterpolatedTempo(this.CurrentSourceTimestamp):this.currentBpm=this.CurrentTempoChangingExpression.InstantaneousTempo.TempoInBpm))}moveToNextVisibleVoiceEntry(B){for(;!this.endReached;)if(this.moveToNext(),this.checkEntries(B))return}resetRepetitionIterationCount(B){return 1}incrementRepetitionIterationCount(B){return this.repetitionIterationCountDictKeys.indexOf(B)===-1?this.setRepetitionIterationCount(B,1):this.setRepetitionIterationCount(B,this.getRepetitionIterationCount(B)+1)}setRepetitionIterationCount(B,D){const R=this.repetitionIterationCountDictKeys.indexOf(B);return R===-1?(this.repetitionIterationCountDictKeys.push(B),this.repetitionIterationCountDictValues.push(D)):this.repetitionIterationCountDictValues[R]=D,D}getRepetitionIterationCount(B){const D=this.repetitionIterationCountDictKeys.indexOf(B);if(D!==-1)return this.repetitionIterationCountDictValues[D]}handleRepetitionsAtMeasureBegin(){for(let B=0,D=this.currentMeasure.FirstRepetitionInstructions.length;B<D;++B){const R=this.currentMeasure.FirstRepetitionInstructions[B];if(!R.parentRepetition)continue;const G=R.parentRepetition;this.currentRepetition=G,G.StartIndex===this.currentMeasureIndex&&this.JumpResponsibleRepetition!==void 0&&G!==this.JumpResponsibleRepetition&&G.StartIndex>=this.JumpResponsibleRepetition.StartIndex&&G.EndIndex<=this.JumpResponsibleRepetition.EndIndex&&this.resetRepetitionIterationCount(G)}}handleRepetitionsAtMeasureEnd(){for(let B=0,D=this.currentMeasure.LastRepetitionInstructions.length;B<D;++B){const R=this.currentMeasure.LastRepetitionInstructions[B],G=R.parentRepetition;if(!!G){if(G.BackwardJumpInstructions.indexOf(R)>-1&&this.getRepetitionIterationCount(G)<G.UserNumberOfRepetitions){this.doBackJump(G);return}if(R===G.forwardJumpInstruction&&(this.JumpResponsibleRepetition!==void 0&&G!==this.JumpResponsibleRepetition&&G.StartIndex>=this.JumpResponsibleRepetition.StartIndex&&G.EndIndex<=this.JumpResponsibleRepetition.EndIndex&&this.resetRepetitionIterationCount(G),this.repetitionIterationCountDictKeys.contains(G))){const W=G.getForwardJumpTargetForIteration(this.getRepetitionIterationCount(G));if(W>=0){this.currentMeasureIndex=W,this.currentMeasure=this.musicSheet.SourceMeasures[this.currentMeasureIndex],this.currentVoiceEntryIndex=-1,this.jumpResponsibleRepetition=G,this.forwardJumpOccurred=!0;return}W===-2&&(this.endReached=!0)}}}this.currentMeasureIndex++,this.JumpResponsibleRepetition!==void 0&&this.currentMeasureIndex>this.JumpResponsibleRepetition.EndIndex&&(this.jumpResponsibleRepetition=void 0)}doBackJump(B){this.currentMeasureIndex=B.getBackwardJumpTarget(),this.currentMeasure=this.musicSheet.SourceMeasures[this.currentMeasureIndex],this.currentVoiceEntryIndex=-1,this.incrementRepetitionIterationCount(B),this.jumpResponsibleRepetition=B,this.backJumpOccurred=!0}activateCurrentRhythmInstructions(){if(this.currentMeasure!==void 0&&this.currentMeasure.FirstInstructionsStaffEntries.length>0&&this.currentMeasure.FirstInstructionsStaffEntries[0]!==void 0){const B=this.currentMeasure.FirstInstructionsStaffEntries[0].Instructions;for(let D=0,R=B.length;D<R;++D){const G=B[D];G instanceof RhythmInstruction&&(this.musicSheet.SheetPlaybackSetting.rhythm=G.Rhythm)}}}activateCurrentDynamicOrTempoInstructions(){const B=this.musicSheet.TimestampSortedDynamicExpressionsList;for(;this.currentDynamicEntryIndex>0&&(this.currentDynamicEntryIndex>=B.length||B[this.currentDynamicEntryIndex].parMultiExpression().AbsoluteTimestamp.gte(this.CurrentSourceTimestamp));)this.currentDynamicEntryIndex--;for(;this.currentDynamicEntryIndex<B.length&&B[this.currentDynamicEntryIndex].parMultiExpression().AbsoluteTimestamp.lt(this.CurrentSourceTimestamp);)this.currentDynamicEntryIndex++;for(;this.currentDynamicEntryIndex<B.length&&B[this.currentDynamicEntryIndex].parMultiExpression().AbsoluteTimestamp.Equals(this.CurrentSourceTimestamp);){const R=B[this.currentDynamicEntryIndex],G=R.staffNumber;this.CurrentSourceTimestamp.Equals(R.parMultiExpression().AbsoluteTimestamp)&&(R.continuousDynamicExpression?this.activeDynamicExpressions[G]=R.continuousDynamicExpression:R.instantaneousDynamicExpression&&(this.activeDynamicExpressions[G]=R.instantaneousDynamicExpression)),this.currentDynamicEntryIndex++}this.currentDynamicChangingExpressions.length=0;for(let R=0;R<this.activeDynamicExpressions.length;R++)if(this.activeDynamicExpressions[R]){let G,W;if(this.activeDynamicExpressions[R]instanceof ContinuousDynamicExpression){const q=this.activeDynamicExpressions[R];G=q.StartMultiExpression.AbsoluteTimestamp,W=q.EndMultiExpression.AbsoluteTimestamp,this.CurrentSourceTimestamp.gte(G)&&this.CurrentSourceTimestamp.lte(W)&&this.currentDynamicChangingExpressions.push(new DynamicsContainer(q,R))}else{const q=this.activeDynamicExpressions[R];this.CurrentSourceTimestamp.Equals(q.ParentMultiExpression.AbsoluteTimestamp)&&this.currentDynamicChangingExpressions.push(new DynamicsContainer(q,R))}}const D=this.musicSheet.TimestampSortedTempoExpressionsList;for(;this.currentTempoEntryIndex>0&&(this.currentTempoEntryIndex>=D.length||D[this.currentTempoEntryIndex].AbsoluteTimestamp.gte(this.CurrentSourceTimestamp));)this.currentTempoEntryIndex--;for(;this.currentTempoEntryIndex<D.length&&D[this.currentTempoEntryIndex].AbsoluteTimestamp.lt(this.CurrentSourceTimestamp);)this.currentTempoEntryIndex++;for(;this.currentTempoEntryIndex<D.length&&D[this.currentTempoEntryIndex].AbsoluteTimestamp.Equals(this.CurrentSourceTimestamp);)this.activeTempoExpression=D[this.currentTempoEntryIndex],this.currentTempoEntryIndex++;if(this.currentTempoChangingExpression=void 0,this.activeTempoExpression){let R=this.activeTempoExpression.AbsoluteTimestamp;this.activeTempoExpression.ContinuousTempo&&(R=this.activeTempoExpression.ContinuousTempo.AbsoluteEndTimestamp),(this.CurrentSourceTimestamp.gte(this.activeTempoExpression.AbsoluteTimestamp)||this.CurrentSourceTimestamp.lte(R))&&(this.currentTempoChangingExpression=this.activeTempoExpression)}}recursiveMove(){if(this.currentVoiceEntryIndex++,this.currentVoiceEntryIndex===0&&(this.handleRepetitionsAtMeasureBegin(),this.activateCurrentRhythmInstructions()),this.currentVoiceEntryIndex>=0&&this.currentVoiceEntryIndex<this.currentMeasure.VerticalSourceStaffEntryContainers.length){const B=this.currentMeasure.VerticalSourceStaffEntryContainers[this.currentVoiceEntryIndex];this.currentVoiceEntries=this.getVoiceEntries(B),this.currentVerticalContainerInMeasureTimestamp=B.Timestamp,this.currentTimeStamp=Fraction$1.plus(this.currentMeasure.AbsoluteTimestamp,this.currentVerticalContainerInMeasureTimestamp);const D=this.musicSheet.SelectionEnd;D&&this.currentTimeStamp.gte(D)&&(this.endReached=!0),this.activateCurrentDynamicOrTempoInstructions();return}if(this.currentEnrolledMeasureTimestamp.Add(this.currentMeasure.Duration),this.handleRepetitionsAtMeasureEnd(),this.currentMeasureIndex>=0&&this.currentMeasureIndex<this.musicSheet.SourceMeasures.length){this.currentMeasure=this.musicSheet.SourceMeasures[this.currentMeasureIndex],this.currentTimeStamp=Fraction$1.plus(this.currentMeasure.AbsoluteTimestamp,this.currentVerticalContainerInMeasureTimestamp),this.currentVoiceEntryIndex=-1,this.recursiveMove();return}this.currentVerticalContainerInMeasureTimestamp=new Fraction$1,this.currentMeasure=void 0,this.currentVoiceEntries=void 0,this.endReached=!0}checkEntries(B){const D=this.CurrentVisibleVoiceEntries();if(D.length>0){if(!B)return!0;for(let R=0,G=D.length;R<G;++R)if(D[R].Notes[0].Pitch)return!0}return!1}getVisibleEntries(B,D){B.ParentVoice.Visible&&D.push(B)}getAudibleEntries(B,D){if(B.hasTie()){const R=B.Notes[0];if(R.NoteTie!==void 0&&R.NoteTie.StartNote!==R)return}B.ParentVoice.Audible&&D.push(B)}getScoreFollowingEntries(B,D){B.ParentVoice.Following&&B.ParentVoice.Parent.Following&&D.push(B)}getVoiceEntries(B){var R,G;const D=[];for(const W of B.StaffEntries)(G=(R=W==null?void 0:W.ParentStaff)==null?void 0:R.ParentInstrument)!=null&&G.Visible&&W.VoiceEntries[0]&&D.push(...W.VoiceEntries);return D}}class Cursor$1{constructor(B,D,R){this.hidden=!1,this.currentPageNumber=1,this.container=B,this.openSheetMusicDisplay=D,this.rules=this.openSheetMusicDisplay.EngravingRules,this.cursorOptions=R;let G=0;for(this.cursorElementId="cursorImg-0";document.getElementById(this.cursorElementId);)G++,this.cursorElementId=`cursorImg-${G}`;const W=document.createElement("img");W.id=this.cursorElementId,W.style.position="absolute",this.cursorOptions.follow===!0?(this.wantedZIndex="-1",W.style.zIndex=this.wantedZIndex):(this.wantedZIndex="-2",W.style.zIndex=this.wantedZIndex),this.cursorElement=W,this.container.appendChild(W)}cursorPositionChanged(B,D){for(;this.iterator.CurrentEnrolledTimestamp.lt(B);)this.iterator.moveToNext();this.iterator.CurrentEnrolledTimestamp.gt(B)&&(this.iterator=new MusicPartManagerIterator(this.manager.MusicSheet,B)),this.updateWithTimestamp(D.PredictedPosition)}pauseOccurred(B){}setSound(){}selectionEndReached(B){}resetOccurred(B){this.reset()}notesPlaybackEventOccurred(B){}adjustToBackgroundColor(){let B;this.rules.PageBackgroundColor?B="1":B=this.wantedZIndex,this.cursorElement.style.zIndex=B}init(B,D){this.manager=B,this.graphic=D,this.reset(),this.hidden=!1}show(){this.hidden=!1,this.update(),this.adjustToBackgroundColor()}resetIterator(){if(!this.openSheetMusicDisplay.Sheet||!this.openSheetMusicDisplay.Sheet.SourceMeasures){console.log("OSMD.Cursor.resetIterator(): sheet or measures were null/undefined.");return}const B=this.openSheetMusicDisplay.Sheet.SourceMeasures.length-1;let D=this.rules.MinMeasureToDrawIndex;D=Math.min(D,B);let R=this.rules.MaxMeasureToDrawIndex;if(R=Math.min(R,B),this.openSheetMusicDisplay.Sheet&&(!this.openSheetMusicDisplay.Sheet.SelectionStart||this.openSheetMusicDisplay.Sheet.SelectionStart.WholeValue<D)&&this.openSheetMusicDisplay.Sheet.SourceMeasures.length>D&&(this.openSheetMusicDisplay.Sheet.SelectionStart=this.openSheetMusicDisplay.Sheet.SourceMeasures[D].AbsoluteTimestamp),this.openSheetMusicDisplay.Sheet&&this.openSheetMusicDisplay.Sheet.SourceMeasures.length>R){const W=this.openSheetMusicDisplay.Sheet.SourceMeasures[R];this.openSheetMusicDisplay.Sheet.SelectionEnd=Fraction$1.plus(W.AbsoluteTimestamp,W.Duration)}this.iterator=this.manager.getIterator()}getStaffEntryFromVoiceEntry(B){const D=B.ParentSourceStaffEntry.VerticalContainerParent.ParentMeasure.measureListIndex,R=B.ParentSourceStaffEntry.ParentStaff.idInMusicSheet;return this.graphic.findGraphicalStaffEntryFromMeasureList(R,D,B.ParentSourceStaffEntry)}updateWithTimestamp(B){const D=this.manager.absoluteEnrolledToSheetTimestamp(B),R=this.graphic.calculateXPositionFromTimestamp(D),G=R[0],W=R[1];this.updateCurrentPageFromSystem(W);const q=R[2];if(!q)return;const Z=Math.max(q.parentMeasure.MeasureNumber,1);let Y;for(const Q of this.graphic.MeasureList[Z-1])if(Q){Y=Q;break}const U=this.graphic.calculateCursorPoints(G,W),J=U[0].y,K=U[1].y-J;if(!!Y){if(this.updateWidthAndStyle(Y.PositionAndShape,G,J,K),this.openSheetMusicDisplay.FollowCursor){const Q=this.cursorElement.getBoundingClientRect().top;this.cursorElement.scrollIntoView({behavior:Q<1e3?"smooth":"auto",block:"center"})}this.cursorElement.style.display=""}}update(){if(this.hidden||this.hidden===void 0||this.hidden===null)return;this.updateCurrentPage();const B=this.Iterator,D=B.CurrentVisibleVoiceEntries();if(B.EndReached||!B.CurrentVoiceEntries||D.length===0)return;let R=0,G=0,W=0,q;if(B.CurrentMeasure.isReducedToMultiRest){const J=this.graphic.findGraphicalMeasure(B.CurrentMeasureIndex,0),K=J.parentSourceMeasure.multipleRestMeasures,te=B.CurrentMeasure.multipleRestMeasureNumber/(K+1),re=J.PositionAndShape.Size.width-J.beginInstructionsWidth;R=J.PositionAndShape.AbsolutePosition.x+J.beginInstructionsWidth+te*re,q=J.ParentMusicSystem}else{const K=D.map(Q=>this.getStaffEntryFromVoiceEntry(Q)).sort((Q,te)=>{var re,se,ie,ae;return((se=(re=Q==null?void 0:Q.PositionAndShape)==null?void 0:re.AbsolutePosition)==null?void 0:se.x)<=((ae=(ie=te==null?void 0:te.PositionAndShape)==null?void 0:ie.AbsolutePosition)==null?void 0:ae.x)?-1:1})[0];K&&(R=K.PositionAndShape.AbsolutePosition.x,q=K.parentMeasure.ParentMusicSystem)}if(!q)return;G=q.PositionAndShape.AbsolutePosition.y+q.StaffLines[0].PositionAndShape.RelativePosition.y;const Z=q.StaffLines[q.StaffLines.length-1];W=q.PositionAndShape.AbsolutePosition.y+Z.PositionAndShape.RelativePosition.y+Z.StaffHeight-G;const U=this.graphic.findGraphicalMeasure(B.CurrentMeasureIndex,0).PositionAndShape;if(this.updateWidthAndStyle(U,R,G,W),this.openSheetMusicDisplay.FollowCursor&&this.cursorOptions.follow)if(this.openSheetMusicDisplay.EngravingRules.RenderSingleHorizontalStaffline)this.cursorElement.scrollIntoView({behavior:"smooth",inline:"center"});else{const J=this.cursorElement.getBoundingClientRect().top;this.cursorElement.scrollIntoView({behavior:J<1e3?"smooth":"auto",block:"center"})}this.cursorElement.style.display=""}updateWidthAndStyle(B,D,R,G){var Y;const W=this.cursorElement;let q=0,Z=G;switch(this.cursorOptions.type){case 1:W.style.top=R*10*this.openSheetMusicDisplay.zoom+"px",W.style.left=(D-1.5)*10*this.openSheetMusicDisplay.zoom+"px",Z=G*10*this.openSheetMusicDisplay.zoom,W.height=Z,W.style.height=Z+"px",q=5*this.openSheetMusicDisplay.zoom;break;case 2:W.style.top=(R-2.5)*10*this.openSheetMusicDisplay.zoom+"px",W.style.left=D*10*this.openSheetMusicDisplay.zoom+"px",Z=1.5*10*this.openSheetMusicDisplay.zoom,W.height=Z,W.style.height=Z+"px",q=5*this.openSheetMusicDisplay.zoom;break;case 3:W.style.top=B.AbsolutePosition.y*10*this.openSheetMusicDisplay.zoom+"px",W.style.left=B.AbsolutePosition.x*10*this.openSheetMusicDisplay.zoom+"px",Z=G*10*this.openSheetMusicDisplay.zoom,W.height=Z,W.style.height=Z+"px",q=B.Size.width*10*this.openSheetMusicDisplay.zoom;break;case 4:W.style.top=B.AbsolutePosition.y*10*this.openSheetMusicDisplay.zoom+"px",W.style.left=B.AbsolutePosition.x*10*this.openSheetMusicDisplay.zoom+"px",Z=G*10*this.openSheetMusicDisplay.zoom,W.height=Z,W.style.height=Z+"px",q=(D-B.AbsolutePosition.x)*10*this.openSheetMusicDisplay.zoom;break;default:W.style.top=R*10*this.openSheetMusicDisplay.zoom+"px",W.style.left=(D-1.5)*10*this.openSheetMusicDisplay.zoom+"px",Z=G*10*this.openSheetMusicDisplay.zoom,W.height=Z,W.style.height=Z+"px",q=3*10*this.openSheetMusicDisplay.zoom;break}(Y=window.GYM)!=null&&Y.multitrack&&(W.height=Z+24,W.style.height=Z+24+"px"),q!==W.width&&(W.width=q,this.updateStyle(q,this.cursorOptions))}hide(){this.cursorElement.style.display="none",this.hidden=!0}next(){this.Iterator.moveToNextVisibleVoiceEntry(!1),this.update()}reset(){this.resetIterator();const B=this.manager.getIterator(this.graphic.ParentMusicSheet.SelectionStart);this.updateWithTimestamp(B.CurrentEnrolledTimestamp)}updateStyle(B,D=void 0){D!==void 0&&(this.cursorOptions=D);const R=document.createElement("canvas");R.width=this.cursorElement.width,R.height=1;const G=R.getContext("2d");G.globalAlpha=this.cursorOptions.alpha;const W=G.createLinearGradient(0,0,this.cursorElement.width,0);switch(this.cursorOptions.type){case 1:case 2:case 3:case 4:W.addColorStop(1,this.cursorOptions.color);break;default:W.addColorStop(0,"white"),W.addColorStop(.2,this.cursorOptions.color),W.addColorStop(.8,this.cursorOptions.color),W.addColorStop(1,"white");break}G.fillStyle=W,G.fillRect(0,0,B,1),this.cursorElement.src=R.toDataURL("image/png")}get Iterator(){return this.iterator}get Hidden(){return this.hidden}VoicesUnderCursor(B){return this.Iterator.CurrentVisibleVoiceEntries(B)}NotesUnderCursor(B){const D=this.VoicesUnderCursor(B),R=[];return D.forEach(G=>{R.push.apply(R,G.Notes)}),R}GNotesUnderCursor(B){const D=this.VoicesUnderCursor(B),R=[];return D.forEach(G=>{R.push(...G.Notes.map(W=>this.rules.GNote(W)))}),R}updateCurrentPage(){const B=this.Iterator.currentTimeStamp;for(const D of this.graphic.MusicPages)if(D.MusicSystems.last().GetSystemsLastTimeStamp().gt(B)){const G=D.PageNumber;return G!==this.currentPageNumber&&(this.container.removeChild(this.cursorElement),this.container=document.getElementById(this.rules.DYContainerId+G),this.container.appendChild(this.cursorElement)),this.currentPageNumber=G}return 1}updateCurrentPageFromSystem(B){if(B!=null&&B.Parent){const D=B.Parent.PageNumber;return D!==this.currentPageNumber&&(this.container.removeChild(this.cursorElement),this.container=document.getElementById(this.rules.DYContainerId+D),this.container.appendChild(this.cursorElement)),this.currentPageNumber=D}return 1}}class PointF2D{constructor(B=0,D=0){this.x=0,this.y=0,this.x=B,this.y=D}static get Empty(){return new PointF2D}static pointsAreEqual(B,D){return B.x===D.x&&B.y===D.y}ToString(){return"["+this.x+", "+this.y+"]"}}class SizeF2D{constructor(B=0,D=0){this.width=B,this.height=D}}class RectangleF2D{constructor(B,D,R,G){this.x=0,this.y=0,this.width=0,this.height=0,this.x=B,this.y=D,this.width=R,this.height=G}static createFromLocationAndSize(B,D){return new RectangleF2D(B.x,B.y,D.width,D.height)}get Location(){return new PointF2D(this.x,this.y)}get Size(){return new SizeF2D(this.width,this.height)}}class AClassHierarchyTrackable{isInstanceOfClass(B){let D=this.constructor.prototype;for(;D;){if(B===D.constructor.name)return!0;D=D.__proto__}return!1}}class GraphicalObject extends AClassHierarchyTrackable{get PositionAndShape(){return this.boundingBox}set PositionAndShape(B){this.boundingBox=B}}class StaffLineActivitySymbol extends GraphicalObject{constructor(B){super(),this.parentStaffLine=B;const D=B.PositionAndShape;this.boundingBox=new BoundingBox$1(this,D),this.boundingBox.BorderRight=6,this.boundingBox.BorderBottom=4.5,this.boundingBox.BorderLeft=-1.5,this.boundingBox.BorderTop=-1.5}}class Clickable extends GraphicalObject{}class BoundingBox$1{constructor(B=void 0,D=void 0,R=!1){this.isSymbol=!1,this.relativePositionHasBeenSet=!1,this.xBordersHaveBeenSet=!1,this.yBordersHaveBeenSet=!1,this.absolutePosition=new PointF2D,this.relativePosition=new PointF2D,this.size=new SizeF2D,this.marginSize=new SizeF2D,this.upperLeftCorner=new PointF2D,this.upperLeftMarginCorner=new PointF2D,this.borderLeft=0,this.borderRight=0,this.borderTop=0,this.borderBottom=0,this.borderMarginLeft=0,this.borderMarginRight=0,this.borderMarginTop=0,this.borderMarginBottom=0,this.childElements=[],this.parent=D,this.dataObject=B,this.isSymbol=R,this.xBordersHaveBeenSet=!1,this.yBordersHaveBeenSet=!1,D&&(this.Parent=D)}get RelativePositionHasBeenSet(){return this.relativePositionHasBeenSet}get XBordersHaveBeenSet(){return this.xBordersHaveBeenSet}set XBordersHaveBeenSet(B){this.xBordersHaveBeenSet=B}get YBordersHaveBeenSet(){return this.yBordersHaveBeenSet}set YBordersHaveBeenSet(B){this.yBordersHaveBeenSet=B}get AbsolutePosition(){return this.absolutePosition}set AbsolutePosition(B){this.absolutePosition=B}get RelativePosition(){return this.relativePosition}set RelativePosition(B){this.relativePosition=B,this.relativePositionHasBeenSet=!0}get Size(){return this.size}set Size(B){this.size=B}get MarginSize(){return this.marginSize}get UpperLeftCorner(){return this.upperLeftCorner}get UpperLeftMarginCorner(){return this.upperLeftMarginCorner}get BorderLeft(){return this.borderLeft}set BorderLeft(B){this.borderLeft=B,this.calculateRectangle()}get BorderRight(){return this.borderRight}set BorderRight(B){this.borderRight=B,this.calculateRectangle()}get BorderTop(){return this.borderTop}set BorderTop(B){this.borderTop=B,this.calculateRectangle()}get BorderBottom(){return this.borderBottom}set BorderBottom(B){this.borderBottom=B,this.calculateRectangle()}get BorderMarginLeft(){return this.borderMarginLeft>this.borderLeft?this.borderLeft:this.borderMarginLeft}set BorderMarginLeft(B){this.borderMarginLeft=B,this.calculateMarginRectangle()}get BorderMarginRight(){return this.borderMarginRight<this.borderRight?this.borderRight:this.borderMarginRight}set BorderMarginRight(B){this.borderMarginRight=B,this.calculateMarginRectangle()}get BorderMarginTop(){return this.borderMarginTop>this.borderTop?this.borderTop:this.borderMarginTop}set BorderMarginTop(B){this.borderMarginTop=B,this.calculateMarginRectangle()}get BorderMarginBottom(){return this.borderMarginBottom<this.borderBottom?this.borderBottom:this.borderMarginBottom}set BorderMarginBottom(B){this.borderMarginBottom=B,this.calculateMarginRectangle()}get BoundingRectangle(){return this.boundingRectangle}get BoundingMarginRectangle(){return this.boundingMarginRectangle}get ChildElements(){return this.childElements}set ChildElements(B){this.childElements=B}get Parent(){return this.parent}set Parent(B){var D,R,G,W;if(this.parent){const q=this.parent.ChildElements.indexOf(this,0);q>-1&&this.parent.ChildElements.splice(q,1)}this.parent=B,((R=(D=this.parent)==null?void 0:D.ChildElements)==null?void 0:R.indexOf(this))>-1?log$2.error("BoundingBox of "+this.dataObject.constructor.name+" already in children list of "+this.parent.dataObject.constructor.name+"'s BoundingBox"):(W=(G=this.parent)==null?void 0:G.ChildElements)==null||W.push(this)}get DataObject(){return this.dataObject}get Center(){return new PointF2D(this.RelativePosition.x+(this.BorderMarginRight+this.BorderMarginLeft),this.RelativePosition.y+(this.BorderMarginBottom+this.BorderMarginTop))}setAbsolutePositionFromParent(){this.parent?(this.absolutePosition.x=this.parent.AbsolutePosition.x+this.relativePosition.x,this.absolutePosition.y=this.parent.AbsolutePosition.y+this.relativePosition.y):this.absolutePosition=this.relativePosition}calculateAbsolutePosition(){this.absolutePosition.x=this.relativePosition.x,this.absolutePosition.y=this.relativePosition.y;let B=this.parent;for(;B;)this.absolutePosition.x+=B.relativePosition.x,this.absolutePosition.y+=B.relativePosition.y,B=B.parent}calculateAbsolutePositionsRecursiveWithoutTopelement(){this.absolutePosition.x=0,this.absolutePosition.y=0;for(let B=0,D=this.ChildElements.length;B<D;++B)this.ChildElements[B].calculateAbsolutePositionsRecursive(this.absolutePosition.x,this.absolutePosition.y)}calculateAbsolutePositionsRecursive(B,D){this.absolutePosition.x=this.relativePosition.x+B,this.absolutePosition.y=this.relativePosition.y+D;for(let R=0,G=this.ChildElements.length;R<G;++R)this.ChildElements[R].calculateAbsolutePositionsRecursive(this.absolutePosition.x,this.absolutePosition.y)}calculateAbsolutePositionsOfChildren(){for(let B=0,D=this.ChildElements.length;B<D;++B)this.ChildElements[B].calculateAbsolutePositionsRecursive(this.absolutePosition.x,this.absolutePosition.y)}calculateBoundingBox(){if(this.childElements.length===0)return;for(let U=0,J=this.ChildElements.length;U<J;++U)this.ChildElements[U].calculateBoundingBox();let B=Number.MAX_VALUE,D=Number.MIN_VALUE,R=Number.MAX_VALUE,G=Number.MIN_VALUE,W=Number.MAX_VALUE,q=Number.MIN_VALUE,Z=Number.MAX_VALUE,Y=Number.MIN_VALUE;this.isSymbol&&(B=this.borderLeft,D=this.borderRight,R=this.borderTop,G=this.borderBottom,W=this.borderMarginLeft,q=this.borderMarginRight,Z=this.borderMarginTop,Y=this.borderMarginBottom);for(let U=0,J=this.ChildElements.length;U<J;++U){const K=this.ChildElements[U];B=Math.min(B,K.relativePosition.x+K.borderLeft),D=Math.max(D,K.relativePosition.x+K.borderRight),R=Math.min(R,K.relativePosition.y+K.borderTop),G=Math.max(G,K.relativePosition.y+K.borderBottom),W=Math.min(W,K.relativePosition.x+K.borderMarginLeft),q=Math.max(q,K.relativePosition.x+K.borderMarginRight),Z=Math.min(Z,K.relativePosition.y+K.borderMarginTop),Y=Math.max(Y,K.relativePosition.y+K.borderMarginBottom)}this.borderLeft=B,this.borderRight=D,this.borderTop=R,this.borderBottom=G,this.borderMarginLeft=W,this.borderMarginRight=q,this.borderMarginTop=Z,this.borderMarginBottom=Y,this.calculateRectangle(),this.calculateMarginRectangle(),this.xBordersHaveBeenSet=!0,this.yBordersHaveBeenSet=!0}calculateTopBottomBorders(){if(this.childElements.length===0)return;for(let W=0,q=this.ChildElements.length;W<q;++W)this.ChildElements[W].calculateTopBottomBorders();let B=Number.MAX_VALUE,D=Number.MIN_VALUE,R=Number.MAX_VALUE,G=Number.MIN_VALUE;this.yBordersHaveBeenSet&&(B=this.borderTop,D=this.borderBottom,R=this.borderMarginTop,G=this.borderMarginBottom);for(let W=0,q=this.ChildElements.length;W<q;++W){const Z=this.ChildElements[W];B=Math.min(B,Z.relativePosition.y+Z.borderTop),(!EngravingRules.FixStafflineBoundingBox||!(Z.dataObject instanceof StaffLineActivitySymbol))&&(D=Math.max(D,Z.relativePosition.y+Z.borderBottom)),R=Math.min(R,Z.relativePosition.y+Z.borderMarginTop),G=Math.max(G,Z.relativePosition.y+Z.borderMarginBottom)}this.borderTop=B,this.borderBottom=D,this.borderMarginTop=R,this.borderMarginBottom=G,this.calculateRectangle(),this.calculateMarginRectangle()}computeNonOverlappingPositionWithMargin(B,D,R){this.RelativePosition=new PointF2D(R.x,R.y),this.setAbsolutePositionFromParent();let G=0,W=!1;do switch(D){case ColDirEnum.Left:case ColDirEnum.Right:G=this.relativePosition.x,B.calculateMarginPositionAlongDirection(this,D),W=Math.abs(G-this.relativePosition.x)>.001;break;case ColDirEnum.Up:case ColDirEnum.Down:G=this.relativePosition.y,B.calculateMarginPositionAlongDirection(this,D),W=Math.abs(G-this.relativePosition.y)>.001;break;default:throw new ArgumentOutOfRangeException("direction")}while(W)}collisionDetection(B){const D=Math.min(this.AbsolutePosition.x+this.borderRight,B.absolutePosition.x+B.borderRight)-Math.max(this.AbsolutePosition.x+this.borderLeft,B.absolutePosition.x+B.borderLeft),R=Math.min(this.AbsolutePosition.y+this.borderBottom,B.absolutePosition.y+B.borderBottom)-Math.max(this.AbsolutePosition.y+this.borderTop,B.absolutePosition.y+B.borderTop);return D>0&&R>0}liesInsideBorders(B){const D=this.AbsolutePosition.x+this.borderLeft<=B.absolutePosition.x+B.borderLeft&&B.absolutePosition.x+B.borderLeft<=this.AbsolutePosition.x+this.borderRight,R=this.AbsolutePosition.x+this.borderLeft<=B.absolutePosition.x+B.borderRight&&B.absolutePosition.x+B.borderRight<=this.AbsolutePosition.x+this.borderRight;if(D&&R){const G=this.AbsolutePosition.y+this.borderTop<=B.absolutePosition.y+B.borderTop&&B.absolutePosition.y+B.borderTop<=this.AbsolutePosition.y+this.borderBottom,W=this.AbsolutePosition.y+this.borderTop<=B.absolutePosition.y+B.borderBottom&&B.absolutePosition.y+B.borderBottom<=this.AbsolutePosition.y+this.borderBottom;if(G&&W)return!0}return!1}pointLiesInsideBorders(B){return this.AbsolutePosition.x+this.borderLeft<=B.x&&B.x<=this.AbsolutePosition.x+this.borderRight&&this.AbsolutePosition.y+this.borderTop<=B.y&&B.y<=this.AbsolutePosition.y+this.borderBottom}marginCollisionDetection(B){const D=Math.min(this.AbsolutePosition.x+this.borderMarginRight,B.absolutePosition.x+B.borderMarginRight)-Math.max(this.AbsolutePosition.x+this.borderMarginLeft,B.absolutePosition.x+B.borderMarginLeft),R=Math.min(this.AbsolutePosition.y+this.borderMarginBottom,B.absolutePosition.y+B.borderMarginBottom)-Math.max(this.AbsolutePosition.y+this.borderMarginTop,B.absolutePosition.y+B.borderMarginTop);return D>0&&R>0}liesInsideMargins(B){const D=this.AbsolutePosition.x+this.borderMarginLeft<=B.absolutePosition.x+B.borderMarginLeft&&B.absolutePosition.x+B.borderMarginLeft<=this.AbsolutePosition.x+this.borderMarginRight,R=this.AbsolutePosition.x+this.borderMarginLeft<=B.absolutePosition.x+B.borderMarginRight&&B.absolutePosition.x+B.borderMarginRight<=this.AbsolutePosition.x+this.borderMarginRight;if(D&&R){const G=this.AbsolutePosition.y+this.borderMarginTop<=B.absolutePosition.y+B.borderMarginTop&&B.absolutePosition.y+B.borderMarginTop<=this.AbsolutePosition.y+this.borderMarginBottom,W=this.AbsolutePosition.y+this.borderMarginTop<=B.absolutePosition.y+B.borderMarginBottom&&B.absolutePosition.y+B.borderMarginBottom<=this.AbsolutePosition.y+this.borderMarginBottom;if(G&&W)return!0}return!1}pointLiesInsideMargins(B){return this.AbsolutePosition.x+this.borderMarginLeft<=B.x&&B.x<=this.AbsolutePosition.x+this.borderMarginRight&&this.AbsolutePosition.y+this.borderMarginTop<=B.y&&B.y<=this.AbsolutePosition.y+this.borderMarginBottom}computeNonOverlappingPosition(B,D,R){this.RelativePosition=new PointF2D(R.x,R.y),this.setAbsolutePositionFromParent();let G=0,W=!1;do switch(D){case ColDirEnum.Left:case ColDirEnum.Right:G=this.relativePosition.x,B.calculatePositionAlongDirection(this,D),W=Math.abs(G-this.relativePosition.x)>1e-4;break;case ColDirEnum.Up:case ColDirEnum.Down:G=this.relativePosition.y,B.calculatePositionAlongDirection(this,D),W=Math.abs(G-this.relativePosition.y)>1e-4;break;default:throw new ArgumentOutOfRangeException("direction")}while(W)}getClickedObjectOfType(B){const D=this.dataObject;if(this.pointLiesInsideBorders(B)&&D)return D;for(let R=0,G=this.childElements.length;R<G;++R){const q=this.childElements[R].getClickedObjectOfType(B);if(q)return q}}getClickedClickable(B){const D=this.dataObject;if(this.pointLiesInsideBorders(B)&&D&&D instanceof Clickable)return D;for(let R=0,G=this.childElements.length;R<G;++R){const q=this.childElements[R].getClickedClickable(B);if(q&&q instanceof Clickable)return q}}getObjectsInRegion(B,D=!0,R=GraphicalObject.name){let G=[];for(const W of this.childElements)G=G.concat(W.getObjectsInRegion(B,D,R));return this.dataObject&&this.dataObject.isInstanceOfClass(R)&&(D?B.liesInsideBorders(this)&&G.push(this.dataObject):B.collisionDetection(this)&&G.push(this.dataObject)),G}calculateRectangle(){this.upperLeftCorner=new PointF2D(this.BorderLeft,this.BorderTop),this.size=new SizeF2D(this.BorderRight-this.BorderLeft,this.BorderBottom-this.BorderTop),this.boundingRectangle=RectangleF2D.createFromLocationAndSize(this.upperLeftCorner,this.size)}calculateMarginRectangle(){this.upperLeftMarginCorner=new PointF2D(this.BorderMarginLeft,this.BorderMarginTop),this.marginSize=new SizeF2D(this.BorderMarginRight-this.BorderMarginLeft,this.BorderMarginBottom-this.BorderMarginTop),this.boundingMarginRectangle=RectangleF2D.createFromLocationAndSize(this.upperLeftMarginCorner,this.marginSize)}calculateMarginPositionAlongDirection(B,D){if(this!==B){if(this.isSymbol&&this.marginCollisionDetection(B)){let R=0;switch(D){case ColDirEnum.Left:R=this.absolutePosition.x+this.borderMarginLeft-(B.absolutePosition.x+B.borderMarginRight),B.relativePosition.x+=R,B.absolutePosition.x+=R;return;case ColDirEnum.Right:R=this.absolutePosition.x+this.borderMarginRight-(B.absolutePosition.x+B.borderMarginLeft),B.relativePosition.x+=R,B.absolutePosition.x+=R;return;case ColDirEnum.Up:R=this.absolutePosition.y+this.borderMarginTop-(B.absolutePosition.y+B.borderMarginBottom),B.relativePosition.y+=R,B.absolutePosition.y+=R;return;case ColDirEnum.Down:R=this.absolutePosition.y+this.borderMarginBottom-(B.absolutePosition.y+B.borderMarginTop),B.relativePosition.y+=R,B.absolutePosition.y+=R;return;default:throw new ArgumentOutOfRangeException("direction")}}for(let R=0,G=this.ChildElements.length;R<G;++R)this.ChildElements[R].calculateMarginPositionAlongDirection(B,D)}}calculatePositionAlongDirection(B,D){if(this!==B){if(this.isSymbol&&this.collisionDetection(B)){let R;switch(D){case ColDirEnum.Left:R=this.absolutePosition.x+this.borderLeft-(B.absolutePosition.x+B.borderRight),B.relativePosition.x+=R,B.absolutePosition.x+=R;return;case ColDirEnum.Right:R=this.absolutePosition.x+this.borderRight-(B.absolutePosition.x+B.borderLeft),B.relativePosition.x+=R,B.absolutePosition.x+=R;return;case ColDirEnum.Up:R=this.absolutePosition.y+this.borderTop-(B.absolutePosition.y+B.borderBottom),B.relativePosition.y+=R,B.absolutePosition.y+=R;return;case ColDirEnum.Down:R=this.absolutePosition.y+this.borderBottom-(B.absolutePosition.y+B.borderTop),B.relativePosition.y+=R,B.absolutePosition.y+=R;return;default:throw new ArgumentOutOfRangeException("direction")}}for(let R=0,G=this.ChildElements.length;R<G;++R)this.ChildElements[R].calculatePositionAlongDirection(B,D)}}}var ColDirEnum=(F=>(F[F.Left=0]="Left",F[F.Right=1]="Right",F[F.Up=2]="Up",F[F.Down=3]="Down",F))(ColDirEnum||{});class GraphicalMusicPage extends GraphicalObject{constructor(B){super(),this.musicSystems=[],this.labels=[],this.parent=B,this.boundingBox=new BoundingBox$1(this,void 0)}get MusicSystems(){return this.musicSystems}set MusicSystems(B){this.musicSystems=B}get Labels(){return this.labels}set Labels(B){this.labels=B}get Parent(){return this.parent}set Parent(B){this.parent=B}get PageNumber(){return this.pageNumber}set PageNumber(B){this.pageNumber=B}setMusicPageAbsolutePosition(B,D){return new PointF2D(0,0)}}var PagePlacementEnum=(F=>(F[F.Down=0]="Down",F[F.Right=1]="Right",F[F.RightDown=2]="RightDown",F))(PagePlacementEnum||{}),TextAlignmentEnum=(F=>(F[F.LeftTop=0]="LeftTop",F[F.LeftCenter=1]="LeftCenter",F[F.LeftBottom=2]="LeftBottom",F[F.CenterTop=3]="CenterTop",F[F.CenterCenter=4]="CenterCenter",F[F.CenterBottom=5]="CenterBottom",F[F.RightTop=6]="RightTop",F[F.RightCenter=7]="RightCenter",F[F.RightBottom=8]="RightBottom",F))(TextAlignmentEnum||{});class TextAlignment{static IsLeft(B){return B===0||B===1||B===2}static IsCenterAligned(B){return B===3||B===4||B===5}static IsRight(B){return B===6||B===7||B===8}}var FontStyles=(F=>(F[F.Regular=0]="Regular",F[F.Bold=1]="Bold",F[F.Italic=2]="Italic",F[F.BoldItalic=3]="BoldItalic",F[F.Underlined=4]="Underlined",F))(FontStyles||{}),Fonts=(F=>(F[F.TimesNewRoman=0]="TimesNewRoman",F[F.Kokila=1]="Kokila",F[F.Gonville=2]="Gonville",F))(Fonts||{});const FontStringNames={0:"Times New Roman",1:"Kokila",2:"Gonville"};var TieTypes=(F=>(F.SIMPLE="",F.HAMMERON="H",F.PULLOFF="P",F.SLIDE="S",F.TAPPING="T",F))(TieTypes||{});const Additional={"-2":[4,12,23],"-7":[13],"-9":[6]};var NoteEnum=(F=>(F[F.C=0]="C",F[F.D=2]="D",F[F.E=4]="E",F[F.F=5]="F",F[F.G=7]="G",F[F.A=9]="A",F[F.B=11]="B",F))(NoteEnum||{}),AccidentalEnum=(F=>(F[F.SHARP=0]="SHARP",F[F.FLAT=1]="FLAT",F[F.NONE=2]="NONE",F[F.NATURAL=3]="NATURAL",F[F.DOUBLESHARP=4]="DOUBLESHARP",F[F.DOUBLEFLAT=5]="DOUBLEFLAT",F[F.TRIPLESHARP=6]="TRIPLESHARP",F[F.TRIPLEFLAT=7]="TRIPLEFLAT",F[F.QUARTERTONESHARP=8]="QUARTERTONESHARP",F[F.QUARTERTONEFLAT=9]="QUARTERTONEFLAT",F[F.SLASHFLAT=10]="SLASHFLAT",F[F.THREEQUARTERSSHARP=11]="THREEQUARTERSSHARP",F[F.THREEQUARTERSFLAT=12]="THREEQUARTERSFLAT",F[F.SLASHQUARTERSHARP=13]="SLASHQUARTERSHARP",F[F.SLASHSHARP=14]="SLASHSHARP",F[F.DOUBLESLASHFLAT=15]="DOUBLESLASHFLAT",F[F.SORI=16]="SORI",F[F.KORON=17]="KORON",F))(AccidentalEnum||{});const _Pitch=class{constructor(F,B,D,R=void 0){this.accidental=2,this.fundamentalNote=F,this.octave=B,this.accidental=D,this.accidentalXml=R,this.halfTone=F+(B+_Pitch.octXmlDiff)*12+_Pitch.HalfTonesFromAccidental(D),this.frequency=_Pitch.calcFrequency(this),this.nextFrequency=_Pitch.calcFrequency(this,"next"),this.prevFrequency=_Pitch.calcFrequency(this,"prev")}static getNoteEnumString(F){switch(F){case 0:return"C";case 2:return"D";case 4:return"E";case 5:return"F";case 7:return"G";case 9:return"A";case 11:return"B";default:return""}}static lineShiftFromNoteEnum(F,B){if(B===0)return[F,0];const D=_Pitch.pitchEnumValues,R=D.indexOf(F);let G=0,W=(R+B)%D.length;return R+B>D.length-1&&(G=1),W<0&&(W=D.length+W,G=-1),[D[W],G]}static CalculateTransposedHalfTone(F,B){const D=F.fundamentalNote+F.AccidentalHalfTones+B;return _Pitch.WrapAroundCheck(D,12)}static WrapAroundCheck(F,B){let D=0;for(;F<0;)F+=B,D--;for(;F>=B;)F-=B,D++;return{overflow:D,halftone:F}}static calcFrequency(F,B){let D=0,R;if(F instanceof _Pitch){const Z=F;D=Z.octave-1,R=Z.fundamentalNote-9+Z.AccidentalHalfTones}else typeof F=="number"&&(R=F-57);const G=window.DYSubjectId;let W=0;window.DYEnvironment==="COLEXIU"&&(Additional[12]=[120]);for(const Z in Additional)if(Object.prototype.hasOwnProperty.call(Additional,Z)&&Additional[Z].includes(G)){W=parseFloat(Z);break}let q=R+W;return B==="next"&&q++,B==="prev"&&q--,442*Math.pow(2,D)*Math.pow(2,q/12)}static calcFractionalKey(F){return Math.log(F/440)/Math.LN10*_Pitch.halftoneFactor+57}static fromFrequency(F){const B=_Pitch.calcFractionalKey(F)+.5,D=Math.floor(B/12)-_Pitch.octXmlDiff,R=Math.floor(B)%12;let G=R,W=2;return this.pitchEnumValues.indexOf(G)===-1&&(G=R-1,W=0),new _Pitch(G,D,W)}static fromHalftone(F){const B=Math.floor(F/12)-_Pitch.octXmlDiff,D=F%12;let R=D,G=2;return this.pitchEnumValues.indexOf(R)===-1&&(R=D-1,G=0),new _Pitch(R,B,G)}static ceiling(F){F=F%12;let B=F;return this.pitchEnumValues.indexOf(B)===-1&&(B=F+1),B}static floor(F){F=F%12;let B=F;return this.pitchEnumValues.indexOf(B)===-1&&(B=F-1),B}static HalfTonesFromAccidental(F){switch(F){case 2:return 0;case 0:return 1;case 1:return-1;case 3:return 0;case 4:return 2;case 5:return-2;case 6:return 3;case 7:return-3;case 8:return .5;case 9:return-.5;case 10:return-.51;case 11:return 1.5;case 12:return-1.5;case 13:return .0013;case 14:return .0014;case 15:return-.0015;case 16:return .0016;case 17:return .0017;default:throw new Error("Unhandled AccidentalEnum value")}}static AccidentalFromHalfTones(F){switch(F){case 0:return 2;case 1:return 0;case-1:return 1;case 2:return 4;case-2:return 5;case 3:return 6;case-3:return 7;case .5:return 8;case-.5:return 9;case 1.5:return 11;case-1.5:return 12;default:return F>0&&F<1?8:F<0&&F>-1?9:8}}static accidentalVexflow(F){let B;switch(F){case 3:B="n";break;case 1:B="b";break;case 0:B="#";break;case 4:B="##";break;case 6:B="###";break;case 5:B="bb";break;case 7:B="bbs";break;case 8:B="+";break;case 9:B="d";break;case 10:B="bs";break;case 11:B="++";break;case 12:B="db";break;case 13:B="+-";break;case 14:B="++-";break;case 15:B="bss";break;case 16:B="o";break;case 17:B="k";break}return B}get AccidentalHalfTones(){return _Pitch.HalfTonesFromAccidental(this.accidental)}get Octave(){return this.octave}get FundamentalNote(){return this.fundamentalNote}get Accidental(){return this.accidental}get AccidentalXml(){return this.accidentalXml}get Frequency(){return this.frequency}static get OctaveXmlDifference(){return _Pitch.octXmlDiff}getHalfTone(){return this.halfTone}getTransposedPitch(F){if(F>12)throw new Error("rewrite this method to handle bigger octave changes or don't use is with bigger octave changes!");return F>0?this.getHigherPitchByTransposeFactor(F):F<0?this.getLowerPitchByTransposeFactor(-F):this}DoEnharmonicChange(){switch(this.accidental){case 1:case 5:this.fundamentalNote=this.getPreviousFundamentalNote(this.fundamentalNote),this.accidental=_Pitch.AccidentalFromHalfTones(this.halfTone-(this.fundamentalNote+(this.octave+_Pitch.octXmlDiff)*12));break;case 0:case 4:this.fundamentalNote=this.getNextFundamentalNote(this.fundamentalNote),this.accidental=_Pitch.AccidentalFromHalfTones(this.halfTone-(this.fundamentalNote+(this.octave+_Pitch.octXmlDiff)*12));break;default:return}}ToString(){let F=_Pitch.accidentalVexflow(this.accidental);return F||(F=""),"Key: "+_Pitch.getNoteEnumString(this.fundamentalNote)+F+", Note: "+this.fundamentalNote+", octave: "+this.octave.toString()}OperatorEquals(F){const B=this;return!B||!F?!1:B.FundamentalNote===F.FundamentalNote&&B.Octave===F.Octave&&B.Accidental===F.Accidental}OperatorNotEqual(F){return this!==F}OperatorFundamentalGreaterThan(F){const B=this;return B.Octave===F.Octave?B.FundamentalNote>F.FundamentalNote:B.Octave>F.Octave}OperatorFundamentalLessThan(F){const B=this;return B.Octave===F.Octave?B.FundamentalNote<F.FundamentalNote:B.Octave<F.Octave}getHigherPitchByTransposeFactor(F){const B=_Pitch.pitchEnumValues.indexOf(this.fundamentalNote);let D=this.octave,R;return B+F>_Pitch.pitchEnumValues.length-1?(R=_Pitch.pitchEnumValues[B+F-_Pitch.pitchEnumValues.length],D++):R=_Pitch.pitchEnumValues[B+F],new _Pitch(R,D,2)}getLowerPitchByTransposeFactor(F){const B=_Pitch.pitchEnumValues.indexOf(this.fundamentalNote);let D=this.octave,R;return B-F<0?(R=_Pitch.pitchEnumValues[_Pitch.pitchEnumValues.length+B-F],D--):R=_Pitch.pitchEnumValues[B-F],new _Pitch(R,D,2)}getNextFundamentalNote(F){let B=_Pitch.pitchEnumValues.indexOf(F);return B=(B+1)%_Pitch.pitchEnumValues.length,_Pitch.pitchEnumValues[B]}getPreviousFundamentalNote(F){const B=_Pitch.pitchEnumValues.indexOf(F);return B>0?_Pitch.pitchEnumValues[B-1]:_Pitch.pitchEnumValues[_Pitch.pitchEnumValues.length-1]}};let Pitch=_Pitch;Pitch.pitchEnumValues=[0,2,4,5,7,9,11];Pitch.halftoneFactor=12/(Math.LN2/Math.LN10);Pitch.octXmlDiff=3;class VerticalGraphicalStaffEntryContainer{constructor(B,D){this.staffEntries=[],this.absoluteTimestamp=D,this.staffEntries=new Array(B)}get Index(){return this.index}set Index(B){this.index=B}get AbsoluteTimestamp(){return this.absoluteTimestamp}get StaffEntries(){return this.staffEntries}set StaffEntries(B){this.staffEntries=B}static compareByTimestamp(B,D){const R=B.absoluteTimestamp.RealValue,G=D.absoluteTimestamp.RealValue;return R<G?-1:R>G?1:0}getFirstNonNullStaffEntry(){for(let B=0,D=this.staffEntries.length;B<D;++B){const R=this.staffEntries[B];if(R)return R}}}var OutlineAndFillStyleEnum=(F=>(F[F.BaseWritingColor=0]="BaseWritingColor",F[F.FollowingCursor=1]="FollowingCursor",F[F.AlternativeFollowingCursor=2]="AlternativeFollowingCursor",F[F.PlaybackCursor=3]="PlaybackCursor",F[F.Highlighted=4]="Highlighted",F[F.ErrorUnderlay=5]="ErrorUnderlay",F[F.Selected=6]="Selected",F[F.SelectionSymbol=7]="SelectionSymbol",F[F.DebugColor1=8]="DebugColor1",F[F.DebugColor2=9]="DebugColor2",F[F.DebugColor3=10]="DebugColor3",F[F.SplitScreenDivision=11]="SplitScreenDivision",F[F.GreyTransparentOverlay=12]="GreyTransparentOverlay",F[F.MarkedArea1=13]="MarkedArea1",F[F.MarkedArea2=14]="MarkedArea2",F[F.MarkedArea3=15]="MarkedArea3",F[F.MarkedArea4=16]="MarkedArea4",F[F.MarkedArea5=17]="MarkedArea5",F[F.MarkedArea6=18]="MarkedArea6",F[F.MarkedArea7=19]="MarkedArea7",F[F.MarkedArea8=20]="MarkedArea8",F[F.MarkedArea9=21]="MarkedArea9",F[F.MarkedArea10=22]="MarkedArea10",F[F.Comment1=23]="Comment1",F[F.Comment2=24]="Comment2",F[F.Comment3=25]="Comment3",F[F.Comment4=26]="Comment4",F[F.Comment5=27]="Comment5",F[F.Comment6=28]="Comment6",F[F.Comment7=29]="Comment7",F[F.Comment8=30]="Comment8",F[F.Comment9=31]="Comment9",F[F.Comment10=32]="Comment10",F))(OutlineAndFillStyleEnum||{});const OUTLINE_AND_FILL_STYLE_DICT=new Dictionary;OUTLINE_AND_FILL_STYLE_DICT.setValue(0,"Thistle");OUTLINE_AND_FILL_STYLE_DICT.setValue(1,"Aqua");OUTLINE_AND_FILL_STYLE_DICT.setValue(2,"Azure");OUTLINE_AND_FILL_STYLE_DICT.setValue(3,"Bisque");OUTLINE_AND_FILL_STYLE_DICT.setValue(4,"CadetBlue");OUTLINE_AND_FILL_STYLE_DICT.setValue(5,"DarkBlue");OUTLINE_AND_FILL_STYLE_DICT.setValue(6,"DarkGoldenRod");OUTLINE_AND_FILL_STYLE_DICT.setValue(7,"BlanchedAlmond");OUTLINE_AND_FILL_STYLE_DICT.setValue(8,"Chartreuse");OUTLINE_AND_FILL_STYLE_DICT.setValue(9,"DarkGreen");OUTLINE_AND_FILL_STYLE_DICT.setValue(10,"DarkOrange");OUTLINE_AND_FILL_STYLE_DICT.setValue(11,"FireBrick");OUTLINE_AND_FILL_STYLE_DICT.setValue(12,"DarkSalmon");OUTLINE_AND_FILL_STYLE_DICT.setValue(13,"DarkSeaGreen");OUTLINE_AND_FILL_STYLE_DICT.setValue(14,"DarkOrchid");OUTLINE_AND_FILL_STYLE_DICT.setValue(15,"Aquamarine");OUTLINE_AND_FILL_STYLE_DICT.setValue(16,"DarkKhaki");OUTLINE_AND_FILL_STYLE_DICT.setValue(17,"ForestGreen");OUTLINE_AND_FILL_STYLE_DICT.setValue(18,"AliceBlue");OUTLINE_AND_FILL_STYLE_DICT.setValue(19,"DeepPink");OUTLINE_AND_FILL_STYLE_DICT.setValue(20,"Coral");OUTLINE_AND_FILL_STYLE_DICT.setValue(21,"DarkOliveGreen");OUTLINE_AND_FILL_STYLE_DICT.setValue(22,"Chocolate");OUTLINE_AND_FILL_STYLE_DICT.setValue(23,"DodgerBlue");OUTLINE_AND_FILL_STYLE_DICT.setValue(24,"Blue");OUTLINE_AND_FILL_STYLE_DICT.setValue(25,"Beige");OUTLINE_AND_FILL_STYLE_DICT.setValue(26,"Crimson");OUTLINE_AND_FILL_STYLE_DICT.setValue(27,"Fuchsia");OUTLINE_AND_FILL_STYLE_DICT.setValue(28,"Brown");OUTLINE_AND_FILL_STYLE_DICT.setValue(29,"BlanchedAlmond");OUTLINE_AND_FILL_STYLE_DICT.setValue(30,"CornflowerBlue");OUTLINE_AND_FILL_STYLE_DICT.setValue(31,"Cornsilk");OUTLINE_AND_FILL_STYLE_DICT.setValue(32,"DarkGrey");var GraphicalLayers=(F=>(F[F.Background=0]="Background",F[F.Highlight=1]="Highlight",F[F.MeasureError=2]="MeasureError",F[F.SelectionSymbol=3]="SelectionSymbol",F[F.Cursor=4]="Cursor",F[F.PSI_Debug=5]="PSI_Debug",F[F.Notes=6]="Notes",F[F.Comment=7]="Comment",F[F.Debug_above=8]="Debug_above",F))(GraphicalLayers||{}),NoteState=(F=>(F[F.Normal=0]="Normal",F[F.Selected=1]="Selected",F[F.Follow_Confirmed=2]="Follow_Confirmed",F[F.QFeedback_NotFound=3]="QFeedback_NotFound",F[F.QFeedback_OK=4]="QFeedback_OK",F[F.QFeedback_Perfect=5]="QFeedback_Perfect",F[F.Debug1=6]="Debug1",F[F.Debug2=7]="Debug2",F[F.Debug3=8]="Debug3",F))(NoteState||{}),AutoColorSet=(F=>(F.C="#d82c6b",F.D="#F89D15",F.E="#FFE21A",F.F="#4dbd5c",F.G="#009D96",F.A="#43469d",F.B="#76429c",F.Rest="#000000",F))(AutoColorSet||{});class GraphicalLine{constructor(B,D,R=0,G=OutlineAndFillStyleEnum.BaseWritingColor,W=void 0){this.start=B,this.end=D,this.width=R,this.styleId=G,this.colorHex=W}get Start(){return this.start}set Start(B){this.start=B}get End(){return this.end}set End(B){this.end=B}get Width(){return this.width}set Width(B){this.width=B}}class ClefInstruction extends AbstractNotationInstruction{constructor(B=ClefEnum.G,D=0,R=2){super(void 0),this.clefType=ClefEnum.G,this.line=2,this.octaveOffset=0,this.line=R,this.clefType=B,this.octaveOffset=D,this.calcParameters()}static getDefaultClefFromMidiInstrument(B){switch(B){case MidiInstrument.Acoustic_Grand_Piano:return new ClefInstruction(ClefEnum.F,0,4);case MidiInstrument.Electric_Bass_finger:return new ClefInstruction(ClefEnum.F,0,4);case MidiInstrument.Electric_Bass_pick:return new ClefInstruction(ClefEnum.F,0,4);case MidiInstrument.Fretless_Bass:return new ClefInstruction(ClefEnum.F,0,4);case MidiInstrument.Slap_Bass_1:return new ClefInstruction(ClefEnum.F,0,4);case MidiInstrument.Slap_Bass_2:return new ClefInstruction(ClefEnum.F,0,4);case MidiInstrument.Synth_Bass_1:return new ClefInstruction(ClefEnum.F,0,4);case MidiInstrument.Synth_Bass_2:return new ClefInstruction(ClefEnum.F,0,4);case MidiInstrument.Contrabass:return new ClefInstruction(ClefEnum.F,0,4);default:return new ClefInstruction(ClefEnum.G,0,2)}}static getAllPossibleClefs(){const B=[];for(let D=0;D<=2;D++){const R=new ClefInstruction(ClefEnum.G,D,2);B.push(R)}for(let D=-2;D<=0;D++){const R=new ClefInstruction(ClefEnum.F,D,4);B.push(R)}return B}static isSupportedClef(B){switch(B){case ClefEnum.G:case ClefEnum.F:case ClefEnum.C:case ClefEnum.percussion:case ClefEnum.TAB:return!0;default:return!1}}get ClefType(){return this.clefType}set ClefType(B){this.clefType=B}get Line(){return this.line}set Line(B){this.line=B}get OctaveOffset(){return this.octaveOffset}set OctaveOffset(B){this.octaveOffset=B}get ClefPitch(){return this.clefPitch}set ClefPitch(B){this.clefPitch=B}get ReferenceCyPosition(){return this.referenceCyPosition}set ReferenceCyPosition(B){this.referenceCyPosition=B}Equals(B){return this===B?!0:!this||!B?!1:this.clefPitch===B.clefPitch&&this.Line===B.Line}NotEqual(B){return!this.Equals(B)}ToString(){return"ClefType: "+this.clefType}calcParameters(){switch(this.clefType){case ClefEnum.G:this.clefPitch=new Pitch(NoteEnum.G,1+this.octaveOffset,AccidentalEnum.NONE),this.referenceCyPosition=5-this.line+2;break;case ClefEnum.F:this.clefPitch=new Pitch(NoteEnum.F,0+this.octaveOffset,AccidentalEnum.NONE),this.referenceCyPosition=5-this.line+1.5;break;case ClefEnum.C:this.clefPitch=new Pitch(NoteEnum.C,1+this.octaveOffset,AccidentalEnum.NONE),this.referenceCyPosition=5-this.line;break;case ClefEnum.percussion:this.clefPitch=new Pitch(NoteEnum.C,2,AccidentalEnum.NONE),this.referenceCyPosition=2;break;case ClefEnum.TAB:this.clefPitch=new Pitch(NoteEnum.G,0,AccidentalEnum.NONE),this.referenceCyPosition=0;break;default:throw new ArgumentOutOfRangeException("clefType")}}}var ClefEnum=(F=>(F[F.G=0]="G",F[F.F=1]="F",F[F.C=2]="C",F[F.percussion=3]="percussion",F[F.TAB=4]="TAB",F))(ClefEnum||{}),MidiInstrument=(F=>(F[F.None=-1]="None",F[F.Acoustic_Grand_Piano=0]="Acoustic_Grand_Piano",F[F.Bright_Acoustic_Piano=1]="Bright_Acoustic_Piano",F[F.Electric_Grand_Piano=2]="Electric_Grand_Piano",F[F.Honky_tonk_Piano=3]="Honky_tonk_Piano",F[F.Electric_Piano_1=4]="Electric_Piano_1",F[F.Electric_Piano_2=5]="Electric_Piano_2",F[F.Harpsichord=6]="Harpsichord",F[F.Clavinet=7]="Clavinet",F[F.Celesta=8]="Celesta",F[F.Glockenspiel=9]="Glockenspiel",F[F.Music_Box=10]="Music_Box",F[F.Vibraphone=11]="Vibraphone",F[F.Marimba=12]="Marimba",F[F.Xylophone=13]="Xylophone",F[F.Tubular_Bells=14]="Tubular_Bells",F[F.Dulcimer=15]="Dulcimer",F[F.Drawbar_Organ=16]="Drawbar_Organ",F[F.Percussive_Organ=17]="Percussive_Organ",F[F.Rock_Organ=18]="Rock_Organ",F[F.Church_Organ=19]="Church_Organ",F[F.Reed_Organ=20]="Reed_Organ",F[F.Accordion=21]="Accordion",F[F.Harmonica=22]="Harmonica",F[F.Tango_Accordion=23]="Tango_Accordion",F[F.Acoustic_Guitar_nylon=24]="Acoustic_Guitar_nylon",F[F.Acoustic_Guitar_steel=25]="Acoustic_Guitar_steel",F[F.Electric_Guitar_jazz=26]="Electric_Guitar_jazz",F[F.Electric_Guitar_clean=27]="Electric_Guitar_clean",F[F.Electric_Guitar_muted=28]="Electric_Guitar_muted",F[F.Overdriven_Guitar=29]="Overdriven_Guitar",F[F.Distortion_Guitar=30]="Distortion_Guitar",F[F.Guitar_harmonics=31]="Guitar_harmonics",F[F.Acoustic_Bass=32]="Acoustic_Bass",F[F.Electric_Bass_finger=33]="Electric_Bass_finger",F[F.Electric_Bass_pick=34]="Electric_Bass_pick",F[F.Fretless_Bass=35]="Fretless_Bass",F[F.Slap_Bass_1=36]="Slap_Bass_1",F[F.Slap_Bass_2=37]="Slap_Bass_2",F[F.Synth_Bass_1=38]="Synth_Bass_1",F[F.Synth_Bass_2=39]="Synth_Bass_2",F[F.Violin=40]="Violin",F[F.Viola=41]="Viola",F[F.Cello=42]="Cello",F[F.Contrabass=43]="Contrabass",F[F.Tremolo_Strings=44]="Tremolo_Strings",F[F.Pizzicato_Strings=45]="Pizzicato_Strings",F[F.Orchestral_Harp=46]="Orchestral_Harp",F[F.Timpani=47]="Timpani",F[F.String_Ensemble_1=48]="String_Ensemble_1",F[F.String_Ensemble_2=49]="String_Ensemble_2",F[F.Synth_Strings_1=50]="Synth_Strings_1",F[F.Synth_Strings_2=51]="Synth_Strings_2",F[F.Choir_Aahs=52]="Choir_Aahs",F[F.Voice_Oohs=53]="Voice_Oohs",F[F.Synth_Voice=54]="Synth_Voice",F[F.Orchestra_Hit=55]="Orchestra_Hit",F[F.Trumpet=56]="Trumpet",F[F.Trombone=57]="Trombone",F[F.Tuba=58]="Tuba",F[F.Muted_Trumpet=59]="Muted_Trumpet",F[F.French_Horn=60]="French_Horn",F[F.Brass_Section=61]="Brass_Section",F[F.Synth_Brass_1=62]="Synth_Brass_1",F[F.Synth_Brass_2=63]="Synth_Brass_2",F[F.Soprano_Sax=64]="Soprano_Sax",F[F.Alto_Sax=65]="Alto_Sax",F[F.Tenor_Sax=66]="Tenor_Sax",F[F.Baritone_Sax=67]="Baritone_Sax",F[F.Oboe=68]="Oboe",F[F.English_Horn=69]="English_Horn",F[F.Bassoon=70]="Bassoon",F[F.Clarinet=71]="Clarinet",F[F.Piccolo=72]="Piccolo",F[F.Flute=73]="Flute",F[F.Recorder=74]="Recorder",F[F.Pan_Flute=75]="Pan_Flute",F[F.Blown_Bottle=76]="Blown_Bottle",F[F.Shakuhachi=77]="Shakuhachi",F[F.Whistle=78]="Whistle",F[F.Ocarina=79]="Ocarina",F[F.Lead_1_square=80]="Lead_1_square",F[F.Lead_2_sawtooth=81]="Lead_2_sawtooth",F[F.Lead_3_calliope=82]="Lead_3_calliope",F[F.Lead_4_chiff=83]="Lead_4_chiff",F[F.Lead_5_charang=84]="Lead_5_charang",F[F.Lead_6_voice=85]="Lead_6_voice",F[F.Lead_7_fifths=86]="Lead_7_fifths",F[F.Lead_8_bass_lead=87]="Lead_8_bass_lead",F[F.Pad_1_new_age=88]="Pad_1_new_age",F[F.Pad_2_warm=89]="Pad_2_warm",F[F.Pad_3_polysynth=90]="Pad_3_polysynth",F[F.Pad_4_choir=91]="Pad_4_choir",F[F.Pad_5_bowed=92]="Pad_5_bowed",F[F.Pad_6_metallic=93]="Pad_6_metallic",F[F.Pad_7_halo=94]="Pad_7_halo",F[F.Pad_8_sweep=95]="Pad_8_sweep",F[F.FX_1_rain=96]="FX_1_rain",F[F.FX_2_soundtrack=97]="FX_2_soundtrack",F[F.FX_3_crystal=98]="FX_3_crystal",F[F.FX_4_atmosphere=99]="FX_4_atmosphere",F[F.FX_5_brightness=100]="FX_5_brightness",F[F.FX_6_goblins=101]="FX_6_goblins",F[F.FX_7_echoes=102]="FX_7_echoes",F[F.FX_8_scifi=103]="FX_8_scifi",F[F.Sitar=104]="Sitar",F[F.Banjo=105]="Banjo",F[F.Shamisen=106]="Shamisen",F[F.Koto=107]="Koto",F[F.Kalimba=108]="Kalimba",F[F.Bag_pipe=109]="Bag_pipe",F[F.Fiddle=110]="Fiddle",F[F.Shanai=111]="Shanai",F[F.Tinkle_Bell=112]="Tinkle_Bell",F[F.Agogo=113]="Agogo",F[F.Steel_Drums=114]="Steel_Drums",F[F.Woodblock=115]="Woodblock",F[F.Taiko_Drum=116]="Taiko_Drum",F[F.Melodic_Tom=117]="Melodic_Tom",F[F.Synth_Drum=118]="Synth_Drum",F[F.Reverse_Cymbal=119]="Reverse_Cymbal",F[F.Guitar_Fret_Noise=120]="Guitar_Fret_Noise",F[F.Breath_Noise=121]="Breath_Noise",F[F.Seashore=122]="Seashore",F[F.Bird_Tweet=123]="Bird_Tweet",F[F.Telephone_Ring=124]="Telephone_Ring",F[F.Helicopter=125]="Helicopter",F[F.Applause=126]="Applause",F[F.Gunshot=127]="Gunshot",F[F.euphonium=128]="euphonium",F[F.AltoClarinetInEb=200]="AltoClarinetInEb",F[F.TrumpetInBb=201]="TrumpetInBb",F[F.BaritoneSaxophone=202]="BaritoneSaxophone",F[F.TenorSaxophone=203]="TenorSaxophone",F[F.ClarinetInEb=204]="ClarinetInEb",F[F.Euphonium=205]="Euphonium",F[F.Alto_Clarinet=206]="Alto_Clarinet",F[F.Bass_Clarinet=207]="Bass_Clarinet",F[F.Bass_Trombone=208]="Bass_Trombone",F[F.clarinet_in_bb=209]="clarinet_in_bb",F[F.clarinet_in_eb=210]="clarinet_in_eb",F[F.Percussion=135]="Percussion",F))(MidiInstrument||{});const _KeyInstruction=class extends AbstractNotationInstruction{constructor(F=void 0,B=0,D=KeyEnum.major){super(F),this.isTransposedBy=0,this.Key=B,this.keyTypeOriginal=B,this.mode=D,this.alteratedNotes=this.calcAlteratedNotes()}static copy(F){const B=new _KeyInstruction(F.parent,F.Key,F.Mode);return B.keyTypeOriginal=F.keyTypeOriginal,B}static getAllPossibleMajorKeyInstructions(){const F=[];for(let B=-7;B<7;B++){const D=new _KeyInstruction(void 0,B,KeyEnum.major);F.push(D)}return F}get Key(){return this.keyType}set Key(F){this.keyType=F,this.alteratedNotes=this.calcAlteratedNotes()}get Mode(){return this.mode}set Mode(F){this.mode=F}get AlteratedNotes(){return this.alteratedNotes}calcAlteratedNotes(){const F=[];if(this.keyType>0)for(let B=0;B<this.keyType;B++)F.push(_KeyInstruction.sharpPositionList[B]);else if(this.keyType<0)for(let B=0;B<-this.keyType;B++)F.push(_KeyInstruction.flatPositionList[B]);return F}willAlterateNote(F){return this.alteratedNotes.indexOf(F)>=0}getAlterationForPitch(F){return this.keyType>0&&this.alteratedNotes.indexOf(F.FundamentalNote)<=this.keyType?AccidentalEnum.SHARP:this.keyType<0&&this.alteratedNotes.indexOf(F.FundamentalNote)<=Math.abs(this.keyType)?AccidentalEnum.FLAT:AccidentalEnum.NONE}ToString(){return"Key: "+this.keyType+this.mode}OperatorEquals(F){const B=this;return B===F?!0:!B||!F?!1:B.Key===F.Key&&B.Mode===F.Mode}OperatorNotEqual(F){return!this.OperatorEquals(F)}};let KeyInstruction=_KeyInstruction;KeyInstruction.sharpPositionList=[NoteEnum.F,NoteEnum.C,NoteEnum.G,NoteEnum.D,NoteEnum.A,NoteEnum.E,NoteEnum.B];KeyInstruction.flatPositionList=[NoteEnum.B,NoteEnum.E,NoteEnum.A,NoteEnum.D,NoteEnum.G,NoteEnum.C,NoteEnum.F];var KeyEnum=(F=>(F[F.major=0]="major",F[F.minor=1]="minor",F[F.none=2]="none",F[F.dorian=3]="dorian",F[F.phrygian=4]="phrygian",F[F.lydian=5]="lydian",F[F.mixolydian=6]="mixolydian",F[F.aeolian=7]="aeolian",F[F.ionian=8]="ionian",F[F.locrian=9]="locrian",F))(KeyEnum||{});Array.prototype.last||Object.defineProperty(Array.prototype,"last",{enumerable:!1,value:function(){return this[this.length-1]}});Array.prototype.clear||Object.defineProperty(Array.prototype,"clear",{enumerable:!1,value:function(){this.length=0}});Array.prototype.contains||Object.defineProperty(Array.prototype,"contains",{enumerable:!1,value:function(F){return this.indexOf(F)!==-1}});class CollectionUtil{static contains2(B,D){for(let R=0;R<B.length;R++)if(B[R]===D)return!0;return!1}static last(B){return B[B.length-1]}static removeDictElementIfTrue(B,D,R){const G=[];D.forEach(function(W,q){R(B,W,q)&&G.push(W)});for(let W=0;W<G.length;W++)D.remove(G[W])}static getLastElement(B){return B[B.length-1]}static binarySearch(B,D,R,G=0,W=B.length-1){let q=1;for(;G<=W;){q=Math.floor((G+W)/2);const Z=R(B[q],D);if(Z===0)return q;Z<0&&(G=q+1),0<Z&&(W=q)}return-q}}class GraphicalVoiceEntry extends GraphicalObject{constructor(B,D){super(),this.parentVoiceEntry=B,this.parentStaffEntry=D,this.PositionAndShape=new BoundingBox$1(this,D?D.PositionAndShape:void 0,!0),this.notes=[],this.rules=D?D.parentMeasure.parentSourceMeasure.Rules:new EngravingRules}sort(){return this.notes.sort((B,D)=>{var R,G,W,q;return((G=(R=D.sourceNote.Pitch)==null?void 0:R.getHalfTone())!=null?G:0)-((q=(W=B.sourceNote.Pitch)==null?void 0:W.getHalfTone())!=null?q:0)}),this.notes}sortForVexflow(){return this.notes.sort((B,D)=>{var R,G,W;return((G=(R=B.sourceNote.Pitch)==null?void 0:R.getHalfTone())!=null?G:0)-((W=D.sourceNote.Pitch.getHalfTone())!=null?W:0)}),this.notes}color(){}}class GraphicalMusicSheet{constructor(B,D){this.musicPages=[],this.measureList=[],this.verticalGraphicalStaffEntryContainers=[],this.cursors=[],this.leadSheet=!1,this.musicSheet=B,this.numberOfStaves=this.musicSheet.Staves.length,this.calculator=D,this.calculator.initialize(this)}get ParentMusicSheet(){return this.musicSheet}get GetCalculator(){return this.calculator}get JianpuKeySignature(){return this.jianpuKeySignature}set JianpuKeySignature(B){this.jianpuKeySignature=B}get MusicPages(){return this.musicPages}set MusicPages(B){this.musicPages=B}get MeasureList(){return this.measureList}set MeasureList(B){this.measureList=B}get VerticalGraphicalStaffEntryContainers(){return this.verticalGraphicalStaffEntryContainers}set VerticalGraphicalStaffEntryContainers(B){this.verticalGraphicalStaffEntryContainers=B}get Title(){return this.title}set Title(B){this.title=B}get Subtitle(){return this.subtitle}set Subtitle(B){this.subtitle=B}get Composer(){return this.composer}set Composer(B){this.composer=B}get Lyricist(){return this.lyricist}set Lyricist(B){this.lyricist=B}get Cursors(){return this.cursors}get SelectionStartSymbol(){return this.selectionStartSymbol}get SelectionEndSymbol(){return this.selectionEndSymbol}get MinAllowedSystemWidth(){return this.minAllowedSystemWidth}set MinAllowedSystemWidth(B){this.minAllowedSystemWidth=B}get NumberOfStaves(){return this.numberOfStaves}get LeadSheet(){return this.leadSheet}set LeadSheet(B){this.leadSheet=B}static transformRelativeToAbsolutePosition(B){for(let D=0;D<B.MusicPages.length;D++){const R=B.MusicPages[D].setMusicPageAbsolutePosition(D,B.ParentMusicSheet.Rules);B.MusicPages[D].PositionAndShape.calculateAbsolutePositionsRecursive(R.x,R.y)}}Initialize(){this.verticalGraphicalStaffEntryContainers=[],this.musicPages=[],this.measureList=[]}reCalculate(){this.calculator.calculate()}EnforceRedrawOfMusicSystems(){for(let B=0,D=this.musicPages.length;B<D;++B){const R=this.musicPages[B];for(let G=0,W=R.MusicSystems.length;G<W;++G){const q=R.MusicSystems[G];q.needsToBeRedrawn=!0}}}getClickedObject(B){for(let D=0,R=this.MusicPages.length;D<R;++D)return this.MusicPages[D].PositionAndShape.getClickedObjectOfType(B)}findGraphicalMeasure(B,D){for(let R=B;R>=0;R--){const G=this.measureList[R][D];if(G)return G}}findGraphicalStaffEntryFromMeasureList(B,D,R){for(let G=D;G<this.measureList.length;G++){const W=this.measureList[G][B];if(!!W)for(let q=0,Z=W.staffEntries.length;q<Z;++q){const Y=W.staffEntries[q];if(Y.sourceStaffEntry===R)return Y}}}findNextGraphicalStaffEntry(B,D,R){const G=R.parentMeasure,W=G.staffEntries.indexOf(R);if(W<G.staffEntries.length-1)return G.staffEntries[W+1];if(D<this.measureList.length-1){const q=this.measureList[D+1][B];if(q.staffEntries.length>0)return q.staffEntries[0]}}getFirstVisibleMeasuresListFromIndices(B,D){const R=[],G=this.measureList[0].length;for(let W=B;W<=D;W++)for(let q=0;q<G;q++)if(this.measureList[W][q].isVisible()){R.push(this.measureList[W][q]);break}return R}orderMeasuresByStaffLine(B){const D=[];let R=[];D.push(R);for(let G=0;G<B.length;G++)G===0?R.push(B[0]):(B[G].ParentStaffLine===B[G-1].ParentStaffLine||(D.indexOf(R)===-1&&D.push(R),R=[],D.push(R)),R.push(B[G]));return D}initializeActiveClefs(){const B=[],D=this.musicSheet.getFirstSourceMeasure();if(D)for(let R=0;R<D.CompleteNumberOfStaves;R++){let G=new ClefInstruction;if(D.FirstInstructionsStaffEntries[R])for(let W=0,q=D.FirstInstructionsStaffEntries[R].Instructions.length;W<q;++W){const Z=D.FirstInstructionsStaffEntries[R].Instructions[W];Z instanceof ClefInstruction&&(G=Z)}B.push(G)}return B}GetMainKey(){const B=this.musicSheet.getFirstSourceMeasure();if(B)for(let D=0;D<B.CompleteNumberOfStaves;D++)for(let R=0,G=B.FirstInstructionsStaffEntries[D].Instructions.length;R<G;++R){const W=B.FirstInstructionsStaffEntries[D].Instructions[R];if(W instanceof KeyInstruction)return W}}getOrCreateVerticalContainer(B){if(this.verticalGraphicalStaffEntryContainers.length===0||CollectionUtil.getLastElement(this.verticalGraphicalStaffEntryContainers).AbsoluteTimestamp.lt(B)){const D=new VerticalGraphicalStaffEntryContainer(this.numberOfStaves,B);return this.verticalGraphicalStaffEntryContainers.push(D),D}for(let D=this.verticalGraphicalStaffEntryContainers.length-1;D>=0;D--){if(this.verticalGraphicalStaffEntryContainers[D].AbsoluteTimestamp.lt(B)){const R=new VerticalGraphicalStaffEntryContainer(this.numberOfStaves,B);return this.verticalGraphicalStaffEntryContainers.splice(D+1,0,R),R}if(this.verticalGraphicalStaffEntryContainers[D].AbsoluteTimestamp.Equals(B))return this.verticalGraphicalStaffEntryContainers[D]}}GetVerticalContainerFromTimestamp(B,D=0){const R=CollectionUtil.binarySearch(this.verticalGraphicalStaffEntryContainers,new VerticalGraphicalStaffEntryContainer(0,B),VerticalGraphicalStaffEntryContainer.compareByTimestamp,D);if(R>=0)return this.verticalGraphicalStaffEntryContainers[R]}GetInterpolatedIndexInVerticalContainers(B){const D=this.verticalGraphicalStaffEntryContainers;let R=0,G=D.length-1,W,q;if(B.lte(D[D.length-1].AbsoluteTimestamp)){for(;G-R>1;){const J=Math.floor((G+R)/2);if(D[R].AbsoluteTimestamp.Equals(B)){G=R;break}else if(D[G].AbsoluteTimestamp.Equals(B)){R=G;break}else{if(D[J].AbsoluteTimestamp.Equals(B))return this.verticalGraphicalStaffEntryContainers.indexOf(D[J]);B.lt(D[J].AbsoluteTimestamp)?G=J:R=J}}if(R===G)return this.verticalGraphicalStaffEntryContainers.indexOf(D[R]);W=D[R].AbsoluteTimestamp,q=D[G].AbsoluteTimestamp}else W=D[D.length-1].AbsoluteTimestamp,q=Fraction$1.plus(this.getLongestStaffEntryDuration(D.length-1),W),G=D.length;const Z=q.RealValue-W.RealValue,Y=q.RealValue-B.RealValue,U=G-Y/Z;return Math.min(U,this.verticalGraphicalStaffEntryContainers.length)}getVisibleStavesIndicesFromSourceMeasure(B){const D=[],R=[];for(let G=0,W=B.length;G<W;++G){const Z=B[G].ParentStaff.ParentInstrument;D.indexOf(Z)===-1&&D.push(Z)}for(let G=0,W=D.length;G<W;++G){const q=D[G],Z=this.musicSheet.getGlobalStaffIndexOfFirstStaff(q);for(let Y=0;Y<q.Staves.length;Y++)R.push(Z+Y)}return R}getGraphicalMeasureFromSourceMeasureAndIndex(B,D){var R;for(let G=0;G<this.measureList.length;G++)if(((R=this.measureList[G][0])==null?void 0:R.parentSourceMeasure)===B)return this.measureList[G][D]}getLastGraphicalMeasureFromIndex(B,D=!0){let R=this.measureList.length-1;return D&&(R=Math.min(R,this.musicSheet.Rules.MaxMeasureToDrawIndex)),this.measureList[R][B]}getMeasureIndex(B,D,R){for(D=0;D<this.measureList.length;D++)for(let G=0,W=this.measureList[D].length;G<W;++G)if(this.measureList[D][G]===B)return!0;return!1}GetNearestGraphicalObject(B,D=GraphicalObject.name,R=5,G=20,W=5,q=void 0){const Z=[];for(;Z.length===0&&R<=G;){const U=new BoundingBox$1(void 0);U.BorderLeft=B.x-R,U.BorderTop=B.y-R,U.BorderRight=B.x+R,U.BorderBottom=B.y+R,U.AbsolutePosition=new PointF2D(B.x,B.y),U.calculateAbsolutePosition();for(let J=0,K=this.MusicPages.length;J<K;++J){const te=this.MusicPages[J].PositionAndShape.getObjectsInRegion(U,!1,D);if(!(!te||te.length===0))for(let re=0,se=te.length;re<se;++re)q?q(te[re])&&Z.push(te[re]):Z.push(te[re])}R+=W}let Y;for(let U=0,J=Z.length;U<J;++U){const K=Z[U];if(Y===void 0)Y=K;else{const Q=this.CalculateDistance(K.PositionAndShape.AbsolutePosition,B),te=this.CalculateDistance(Y.PositionAndShape.AbsolutePosition,B);Q<te&&(Y=K)}}if(Y)return Y}GetNearestVoiceEntry(B){return this.GetNearestGraphicalObject(B,GraphicalVoiceEntry.name,5,20,5,D=>{var R;return((R=D.parentStaffEntry)==null?void 0:R.relInMeasureTimestamp)!==void 0})}GetNearestNote(B,D){const R=this.GetNearestVoiceEntry(B);if(!R)return;let G,W=Number.MAX_SAFE_INTEGER;for(const q of R.notes){const Z=q.PositionAndShape.AbsolutePosition.y,Y=Math.abs(q.PositionAndShape.AbsolutePosition.x-B.x),U=Math.abs(Z-B.y);Y+U<W&&(G=q,W=Y+U)}return G}domToSvg(B){return this.domToSvgTransform(B,!0)}svgToDom(B){return this.domToSvgTransform(B,!1)}svgToOsmd(B){const D=new PointF2D(B.x,B.y);return D.x/=10,D.y/=10,D}domToSvgTransform(B,D){const G=this.drawer.Backends[0].getSvgElement(),W=G.createSVGPoint();W.x=B.x,W.y=B.y;let q=G.getScreenCTM();D&&(q=q.inverse());const Z=W.matrixTransform(q);return new PointF2D(Z.x,Z.y)}GetClickableLabel(B){const G=new BoundingBox$1;G.BorderLeft=B.x-4,G.BorderTop=B.y-4,G.BorderRight=B.x+4,G.BorderBottom=B.y+4,G.AbsolutePosition=new PointF2D(0,0);for(let W=0,q=this.MusicPages.length;W<q;++W){const Y=this.MusicPages[W].PositionAndShape.getObjectsInRegion(G);if(Y.length===1)for(let U=0,J=Y.length;U<J;++U)return Y[U]}}GetPossibleCommentAnchor(B){const D=this.GetNearestVoiceEntry(B);if(!!D)return D.parentStaffEntry.sourceStaffEntry}GetClickedObjectOfType(B){for(let D=0,R=this.musicPages.length;D<R;++D){const W=this.musicPages[D].PositionAndShape.getClickedObjectOfType(B);if(W)return W}}GetClickedClickable(B){for(let D=0,R=this.musicPages.length;D<R;++D){const W=this.musicPages[D].PositionAndShape.getClickedClickable(B);if(W&&W instanceof Clickable)return W}}tryGetTimestampFromPosition(B){const D=this.GetClickedObjectOfType(B);if(!!D)return D.getAbsoluteTimestamp()}tryGetClickableLabel(B){try{return this.GetClickableLabel(B)}catch(D){log$2.info("GraphicalMusicSheet.tryGetClickableObject","positionOnMusicSheet: "+B,D)}}tryGetTimeStampFromPosition(B){try{const D=this.GetNearestVoiceEntry(B);return D?D.parentStaffEntry.getAbsoluteTimestamp():void 0}catch(D){log$2.info("GraphicalMusicSheet.tryGetTimeStampFromPosition","positionOnMusicSheet: "+B,D)}}getStaffEntry(B){const D=this.VerticalGraphicalStaffEntryContainers[B];let R;try{for(let G=0,W=D.StaffEntries.length;G<W;++G){const q=D.StaffEntries[G];!q||!q.sourceStaffEntry.ParentStaff.ParentInstrument.Visible||(R?q.PositionAndShape&&R.PositionAndShape&&R.PositionAndShape.RelativePosition.x>q.PositionAndShape.RelativePosition.x&&(R=q):R=q)}}catch(G){log$2.info("GraphicalMusicSheet.getStaffEntry",G)}return R}GetPreviousVisibleContainerIndex(B){for(let D=B-1;D>=0;D--){const R=this.verticalGraphicalStaffEntryContainers[D].StaffEntries;for(let G=0,W=R.length;G<W;++G){const q=R[G];if(q&&q.sourceStaffEntry.ParentStaff.ParentInstrument.Visible)return D}}return-1}GetNextVisibleContainerIndex(B){for(let D=B+1;D<this.verticalGraphicalStaffEntryContainers.length;++D){const R=this.verticalGraphicalStaffEntryContainers[D].StaffEntries;for(let G=0,W=R.length;G<W;++G){const q=R[G];if(q&&q.sourceStaffEntry.ParentStaff.ParentInstrument.Visible)return D}}return-1}findClosestLeftStaffEntry(B,D){let R,G=Math.floor(B);G=Math.min(this.VerticalGraphicalStaffEntryContainers.length-1,G);for(let W=G;W>=0;W--)if(R=this.getStaffEntry(W),R)if(D){if(R.sourceStaffEntry.ParentStaff.ParentInstrument.Visible)return R}else return R}findClosestRightStaffEntry(B,D){let R;const G=Math.max(0,Math.ceil(B));for(let W=G;W<this.VerticalGraphicalStaffEntryContainers.length;W++)if(R=this.getStaffEntry(W),R)if(D){if(R.sourceStaffEntry.ParentStaff.ParentInstrument.Visible)return R}else return R}calculateCursorLineAtTimestamp(B,D){const R=this.calculateXPositionFromTimestamp(B),G=R[0],W=R[1];if(!W||W.StaffLines.length===0)return;const q=W.PositionAndShape.AbsolutePosition.y,Z=CollectionUtil.last(W.StaffLines).PositionAndShape.RelativePosition.y+4;return new GraphicalLine(new PointF2D(G,q),new PointF2D(G,q+Z),3,D)}calculateXPositionFromTimestamp(B){var U,J,K,Q;let D;const R=this.GetInterpolatedIndexInVerticalContainers(B),G=this.findClosestLeftStaffEntry(R,!0),W=this.findClosestRightStaffEntry(R,!0),q=B.RealValue;if(!G&&!W)return[0,void 0,void 0];let Z;G?Z=(U=G.parentMeasure.ParentStaffLine)==null?void 0:U.ParentMusicSystem:Z=(J=W.parentMeasure.ParentStaffLine)==null?void 0:J.ParentMusicSystem;let Y;if(W?Y=(K=W.parentMeasure.ParentStaffLine)==null?void 0:K.ParentMusicSystem:Y=(Q=G.parentMeasure.ParentStaffLine)==null?void 0:Q.ParentMusicSystem,Z===Y){D=Z;let te,re,se,ie=0;if(!G)re=se=W.PositionAndShape.AbsolutePosition.x,te=0;else if(W){re=G.PositionAndShape.AbsolutePosition.x,se=W.PositionAndShape.AbsolutePosition.x,G===W?te=0:te=(q-G.getAbsoluteTimestamp().RealValue)/(W.getAbsoluteTimestamp().RealValue-G.getAbsoluteTimestamp().RealValue);const le=G.parentMeasure,ue=G.parentMeasure.parentSourceMeasure.multipleRestMeasures,de=le.MeasureNumber/(ue+1),ve=le.PositionAndShape.Size.width-le.beginInstructionsWidth;ie=le.PositionAndShape.AbsolutePosition.x+le.beginInstructionsWidth+de*ve}else{re=G.PositionAndShape.AbsolutePosition.x,se=D.GetRightBorderAbsoluteXPosition();const le=G.parentMeasure.parentSourceMeasure;te=(q-G.getAbsoluteTimestamp().RealValue)/(Fraction$1.plus(le.AbsoluteTimestamp,le.Duration).RealValue-G.getAbsoluteTimestamp().RealValue)}return te=Math.min(1,Math.max(0,te)),ie&&G.parentMeasure.MeasureNumber===1?[ie,D,G]:[re+te*(se-re),D,G]}else{const te=W.parentMeasure.parentSourceMeasure.AbsoluteTimestamp.RealValue;let re,se;if(q<te){D=Z;const ie=G.PositionAndShape.AbsolutePosition.x,ae=D.GetRightBorderAbsoluteXPosition();re=(q-G.getAbsoluteTimestamp().RealValue)/(te-G.getAbsoluteTimestamp().RealValue),re=Math.min(1,Math.max(0,re)),se=ie+re*(ae-ie)}else{D=Y;const ie=W.PositionAndShape.AbsolutePosition.x,ae=D.GetLeftBorderAbsoluteXPosition();re=(q-te)/(W.getAbsoluteTimestamp().RealValue-te),re=Math.min(1,Math.max(0,re)),se=ae+re*(ie-ae)}return[se,D,G]}}calculateCursorPoints(B,D){if(D===void 0||D.StaffLines.length===0)return[new PointF2D,new PointF2D];const R=D.PositionAndShape.AbsolutePosition.y,G=D.StaffLines.last(),W=G.PositionAndShape.RelativePosition.y+G.StaffHeight;return[new PointF2D(B,R),new PointF2D(B,R+W)]}GetNumberOfVisibleInstruments(){let B=0;for(let D=0,R=this.musicSheet.Instruments.length;D<R;++D)this.musicSheet.Instruments[D].Visible===!0&&B++;return B}GetNumberOfFollowedInstruments(){let B=0;for(let D=0,R=this.musicSheet.Instruments.length;D<R;++D)this.musicSheet.Instruments[D].Following===!0&&B++;return B}GetGraphicalFromSourceStaffEntry(B){var R;return(R=B.VerticalContainerParent.ParentMeasure)!=null&&R.VerticalMeasureList?B.VerticalContainerParent.ParentMeasure.VerticalMeasureList[B.ParentStaff.idInMusicSheet].findGraphicalStaffEntryFromTimestamp(B.Timestamp):void 0}CalculateDistance(B,D){const R=B.x-D.x,G=B.y-D.y;return R*R+G*G}getLongestStaffEntryDuration(B){let D=new Fraction$1(0,1);for(const R of this.verticalGraphicalStaffEntryContainers[B].StaffEntries){if(!R)continue;const G=R.findStaffEntryMaxNoteLength();D.lt(G)&&(D=G)}return D}}class Note$1{constructor(B,D,R,G,W,q){this.slurs=[],this.playbackInstrumentId=void 0,this.notehead=void 0,this.printObject=!0,this.voiceEntry=B,this.parentStaffEntry=D,this.length=R,this.pitch=G,this.sourceMeasure=W,this.isRestFlag=q!=null?q:!1,this.noteTremoloType="",this.glissandoType="",this.slideType="",G?this.halfTone=G.getHalfTone():this.halfTone=0}get NoteAsString(){return this.pitch.toString()}get TremoloType(){return this.noteTremoloType}set TremoloType(B){this.noteTremoloType=B}get ParentVoiceEntry(){return this.voiceEntry}set ParentVoiceEntry(B){this.voiceEntry=B}get ParentStaffEntry(){return this.parentStaffEntry}get ParentStaff(){return this.parentStaffEntry.ParentStaff}get Length(){return this.length}set PlaybackNote(B){this.playbackNote=B}get PlaybackNote(){return this.playbackNote}set Length(B){this.length=B}get SourceMeasure(){return this.sourceMeasure}get TypeLength(){return this.typeLength}set TypeLength(B){this.typeLength=B}get NoteTypeXml(){return this.noteTypeXml}set NoteTypeXml(B){this.noteTypeXml=B}get NormalNotes(){return this.normalNotes}set NormalNotes(B){this.normalNotes=B}get Pitch(){return this.pitch}get NoteBeam(){return this.beam}set NoteBeam(B){this.beam=B}set Notehead(B){this.notehead=B}get Notehead(){return this.notehead}get NoteTuplet(){return this.tuplet}set NoteTuplet(B){this.tuplet=B}get NoteTie(){return this.tie}set NoteTie(B){this.tie=B}get NoteSlurs(){return this.slurs}set NoteSlurs(B){this.slurs=B}get PlaybackInstrumentId(){return this.playbackInstrumentId}set PlaybackInstrumentId(B){this.playbackInstrumentId=B}get PrintObject(){return this.printObject}set PrintObject(B){this.printObject=B}get Arpeggio(){return this.arpeggio}set Arpeggio(B){this.arpeggio=B}get IsCueNote(){return this.isCueNote}set IsCueNote(B){this.isCueNote=B}get StemDirectionXml(){return this.stemDirectionXml}set StemDirectionXml(B){this.stemDirectionXml=B}get TremoloStrokes(){return this.tremoloStrokes}set TremoloStrokes(B){this.tremoloStrokes=B}get StemColorXml(){return this.stemColorXml}set StemColorXml(B){this.stemColorXml=B}get NoteheadColorXml(){return this.noteheadColorXml}set NoteheadColorXml(B){this.noteheadColorXml=B}get NoteheadColor(){return this.noteheadColor}set NoteheadColor(B){this.noteheadColor=B}get NoteheadColorCurrentlyRendered(){return this.noteheadColorCurrentlyRendered}set NoteheadColorCurrentlyRendered(B){this.noteheadColorCurrentlyRendered=B}isRest(){return this.isRestFlag}isWholeRest(){return this.isRest()&&this.Length.RealValue===this.sourceMeasure.ActiveTimeSignature.RealValue}ToString(){return this.pitch?this.Pitch.ToString()+", length: "+this.length.toString():"rest note, length: "+this.length.toString()}getAbsoluteTimestamp(){return Fraction$1.plus(this.voiceEntry.Timestamp,this.sourceMeasure.AbsoluteTimestamp)}checkForDoubleSlur(B){for(let D=0,R=this.slurs.length;D<R;++D){const G=this.slurs[D];if(G.StartNote!==void 0&&G.EndNote!==void 0&&B.StartNote!==void 0&&B.StartNote===G.StartNote&&G.EndNote===this)return!0}return!1}}const Vex=()=>{};Vex.L=(F,B)=>{if(!B)return;const D=Array.prototype.slice.call(B).join(" ");window.console.log(F+": "+D)};Vex.MakeException=F=>class extends Error{constructor(D,R){super(D),this.name=F,this.message=D,this.data=R}};class RuntimeError{constructor(B,D){this.code=B,this.message=D}toString(){return"[RuntimeError] "+this.code+":"+this.message}}Vex.RuntimeError=RuntimeError;Vex.RERR=Vex.RuntimeError;Vex.Merge=(F,B)=>{for(const D in B)F[D]=B[D];return F};Vex.Min=Math.min;Vex.Max=Math.max;Vex.forEach=(F,B)=>{for(let D=0;D<F.length;D++)B(F[D],D)};Vex.RoundN=(F,B)=>F%B>=B/2?parseInt(F/B,10)*B+B:parseInt(F/B,10)*B;Vex.MidLine=(F,B)=>{let D=B+(F-B)/2;return D%2>0&&(D=Vex.RoundN(D*10,5)/10),D};Vex.SortAndUnique=(F,B,D)=>{if(F.length>1){const R=[];let G;F.sort(B);for(let W=0;W<F.length;++W)(W===0||!D(F[W],G))&&R.push(F[W]),G=F[W];return R}else return F};Vex.Contains=(F,B)=>{let D=F.length;for(;D--;)if(F[D]===B)return!0;return!1};Vex.getCanvasContext=F=>{if(!F)throw new Vex.RERR("BadArgument","Invalid canvas selector: "+F);const B=document.getElementById(F);if(!(B&&B.getContext))throw new Vex.RERR("UnsupportedBrowserError","This browser does not support HTML5 Canvas");return B.getContext("2d")};Vex.drawDot=(F,B,D,R="#55")=>{F.save(),F.setFillStyle(R),F.beginPath(),F.arc(B,D,3,0,Math.PI*2,!0),F.closePath(),F.fill(),F.restore()};Vex.BM=(F,B)=>{const D=new Date().getTime();B();const R=new Date().getTime()-D;Vex.L(F+R+"ms")};Vex.StackTrace=()=>new Error().stack;Vex.W=(...F)=>{const B=F.join(" ");window.console.log("Warning: ",B,Vex.StackTrace())};Vex.Prefix=F=>Vex.Prefix.prefix+F;Vex.Prefix.prefix="vf-";class Fraction{static GCD(B,D){if(typeof B!="number"||typeof D!="number")throw new Vex.RERR("BadArgument",`Invalid numbers: ${B}, ${D}`);let R;for(;D!==0;)R=D,D=B%D,B=R;return B}static LCM(B,D){return B*D/Fraction.GCD(B,D)}static LCMM(B){if(B.length===0)return 0;if(B.length===1)return B[0];if(B.length===2)return Fraction.LCM(B[0],B[1]);{const D=B[0];return B.shift(),Fraction.LCM(D,Fraction.LCMM(B))}}constructor(B,D){this.set(B,D)}set(B,D){return this.numerator=B===void 0?1:B,this.denominator=D===void 0?1:D,this}value(){return this.numerator/this.denominator}simplify(){let B=this.numerator,D=this.denominator;const R=Fraction.GCD(B,D);return B/=R,D/=R,D<0&&(D=-D,B=-B),this.set(B,D)}add(B,D){let R,G;B instanceof Fraction?(R=B.numerator,G=B.denominator):(B!==void 0?R=B:R=0,D!==void 0?G=D:G=1);const W=Fraction.LCM(this.denominator,G),q=W/this.denominator,Z=W/G,Y=this.numerator*q+R*Z;return this.set(Y,W)}subtract(B,D){let R,G;B instanceof Fraction?(R=B.numerator,G=B.denominator):(B!==void 0?R=B:R=0,D!==void 0?G=D:G=1);const W=Fraction.LCM(this.denominator,G),q=W/this.denominator,Z=W/G,Y=this.numerator*q-R*Z;return this.set(Y,W)}multiply(B,D){let R,G;return B instanceof Fraction?(R=B.numerator,G=B.denominator):(B!==void 0?R=B:R=1,D!==void 0?G=D:G=1),this.set(this.numerator*R,this.denominator*G)}divide(B,D){let R,G;return B instanceof Fraction?(R=B.numerator,G=B.denominator):(B!==void 0?R=B:R=1,D!==void 0?G=D:G=1),this.set(this.numerator*G,this.denominator*R)}equals(B){const D=Fraction.__compareA.copy(B).simplify(),R=Fraction.__compareB.copy(this).simplify();return D.numerator===R.numerator&&D.denominator===R.denominator}greaterThan(B){const D=Fraction.__compareB.copy(this);return D.subtract(B),D.numerator>0}greaterThanEquals(B){const D=Fraction.__compareB.copy(this);return D.subtract(B),D.numerator>=0}lessThan(B){return!this.greaterThanEquals(B)}lessThanEquals(B){return!this.greaterThan(B)}clone(){return new Fraction(this.numerator,this.denominator)}copy(B){return typeof B=="number"?this.set(B||0,1):this.set(B.numerator,B.denominator)}quotient(){return Math.floor(this.numerator/this.denominator)}fraction(){return this.numerator%this.denominator}abs(){return this.denominator=Math.abs(this.denominator),this.numerator=Math.abs(this.numerator),this}toString(){return this.numerator+"/"+this.denominator}toSimplifiedString(){return Fraction.__tmp.copy(this).simplify().toString()}toMixedString(){let B="";const D=this.quotient(),R=Fraction.__tmp.copy(this);return D<0?R.abs().fraction():R.fraction(),D!==0?(B+=D,R.numerator!==0&&(B+=" "+R.toSimplifiedString())):R.numerator===0?B="0":B=R.toSimplifiedString(),B}parse(B){const D=B.split("/"),R=parseInt(D[0],10),G=D[1]?parseInt(D[1],10):1;return this.set(R,G)}}Fraction.__compareA=new Fraction;Fraction.__compareB=new Fraction;Fraction.__tmp=new Fraction;const X$3=Vex.MakeException("RegistryError");function setIndexValue(F,B,D,R,G){F[B][D]||(F[B][D]={}),F[B][D][R]=G}class Registry{static get INDEXES(){return["type"]}constructor(){this.clear()}static enableDefaultRegistry(B){Registry.defaultRegistry=B}static getDefaultRegistry(){return Registry.defaultRegistry}static disableDefaultRegistry(){Registry.defaultRegistry=null}clear(){return this.index={id:{},type:{},class:{}},this}updateIndex({id:B,name:D,value:R,oldValue:G}){const W=this.getElementById(B);G!==null&&this.index[D][G]&&delete this.index[D][G][B],R!==null&&setIndexValue(this.index,D,R,W.getAttribute("id"),W)}register(B,D){if(D=D||B.getAttribute("id"),!D)throw new X$3("Can't add element without `id` attribute to registry",B);return B.setAttribute("id",D),setIndexValue(this.index,"id",D,D,B),Registry.INDEXES.forEach(R=>{this.updateIndex({id:D,name:R,value:B.getAttribute(R),oldValue:null})}),B.onRegister(this),this}getElementById(B){return this.index.id[B]?this.index.id[B][B]:null}getElementsByAttribute(B,D){const R=this.index[B];return R&&R[D]?Object.keys(R[D]).map(G=>R[D][G]):[]}getElementsByType(B){return this.getElementsByAttribute("type",B)}getElementsByClass(B){return this.getElementsByAttribute("class",B)}onUpdate({id:B,name:D,value:R,oldValue:G}){function W(q,Z){return q.filter(Y=>Y===Z).length>0}return W(Registry.INDEXES.concat(["id","class"]),D)?(this.updateIndex({id:B,name:D,value:R,oldValue:G}),this):this}}Registry.defaultRegistry=null;class Element$1{static newID(){return"auto"+Element$1.ID++}constructor({type:B}={}){this.attrs={id:Element$1.newID(),el:null,type:B||"Base",classes:{}},this.boundingBox=null,this.context=null,this.rendered=!1,Registry.getDefaultRegistry()&&Registry.getDefaultRegistry().register(this)}setStyle(B){return this.style=B,this}getStyle(){return this.style}applyStyle(B=this.context,D=this.getStyle()){return D?(B.save(),D.shadowColor&&B.setShadowColor(D.shadowColor),D.shadowBlur&&B.setShadowBlur(D.shadowBlur),D.fillStyle&&B.setFillStyle(D.fillStyle),D.strokeStyle&&B.setStrokeStyle(D.strokeStyle),D.lineWidth&&B.setLineWidth(D.lineWidth),this):this}restoreStyle(B=this.context,D=this.getStyle()){return D?(B.restore(),this):this}drawWithStyle(){this.checkContext(),this.applyStyle(),this.draw(),this.restoreStyle()}hasClass(B){return this.attrs.classes[B]===!0}addClass(B){return this.attrs.classes[B]=!0,this.registry&&this.registry.onUpdate({id:this.getAttribute("id"),name:"class",value:B,oldValue:null}),this}removeClass(B){return delete this.attrs.classes[B],this.registry&&this.registry.onUpdate({id:this.getAttribute("id"),name:"class",value:null,oldValue:B}),this}onRegister(B){return this.registry=B,this}isRendered(){return this.rendered}setRendered(B=!0){return this.rendered=B,this}getAttributes(){return this.attrs}getAttribute(B){return this.attrs[B]}setAttribute(B,D){const R=this.attrs.id,G=this.attrs[B];return this.attrs[B]=D,this.registry&&this.registry.onUpdate({id:R,name:B,value:D,oldValue:G}),this}getContext(){return this.context}setContext(B){return this.context=B,this}getBoundingBox(){return this.boundingBox}checkContext(){if(!this.context)throw new Vex.RERR("NoContext","No rendering context attached to instance");return this.context}}Element$1.ID=1e3;class BoundingBoxComputation{constructor(B,D,R,G){this.x1=Number.NaN,this.y1=Number.NaN,this.x2=Number.NaN,this.y2=Number.NaN,this.addPoint(B,D),this.addPoint(R,G)}width(){return this.x2-this.x1}height(){return this.y2-this.y1}addPoint(B,D){B!=null&&((isNaN(this.x1)||isNaN(this.x2))&&(this.x1=B,this.x2=B),B<this.x1&&(this.x1=B),B>this.x2&&(this.x2=B)),D!=null&&((isNaN(this.y1)||isNaN(this.y2))&&(this.y1=D,this.y2=D),D<this.y1&&(this.y1=D),D>this.y2&&(this.y2=D))}addX(B){this.addPoint(B,null)}addY(B){this.addPoint(null,B)}addQuadraticCurve(B,D,R,G,W,q){const Z=B+.6666666666666666*(R-B),Y=D+2/3*(G-D),U=Z+1/3*(W-B),J=Y+1/3*(q-D);this.addBezierCurve(B,D,Z,Y,U,J,W,q)}addBezierCurve(B,D,R,G,W,q,Z,Y){const U=[B,D],J=[R,G],K=[W,q],Q=[Z,Y];let te;this.addPoint(U[0],U[1]),this.addPoint(Q[0],Q[1]);const re=(se,ie)=>Math.pow(1-se,3)*U[ie]+3*Math.pow(1-se,2)*se*J[ie]+3*(1-se)*Math.pow(se,2)*K[ie]+Math.pow(se,3)*Q[ie];for(te=0;te<=1;te++){const se=6*U[te]-12*J[te]+6*K[te],ie=-3*U[te]+9*J[te]-9*K[te]+3*Q[te],ae=3*J[te]-3*U[te];if(ie===0){if(se===0)continue;const de=-ae/se;0<de&&de<1&&(te===0&&this.addX(re(de,te)),te===1&&this.addY(re(de,te)));continue}const le=Math.pow(se,2)-4*ae*ie;if(le<0)continue;const ue=(-se+Math.sqrt(le))/(2*ie);0<ue&&ue<1&&(te===0&&this.addX(re(ue,te)),te===1&&this.addY(re(ue,te)));const ce=(-se-Math.sqrt(le))/(2*ie);0<ce&&ce<1&&(te===0&&this.addX(re(ce,te)),te===1&&this.addY(re(ce,te)))}}}class BoundingBox{static copy(B){return new BoundingBox(B.x,B.y,B.w,B.h)}constructor(B,D,R,G){this.x=B,this.y=D,this.w=R,this.h=G}getX(){return this.x}getY(){return this.y}getW(){return this.w}getH(){return this.h}setX(B){return this.x=B,this}setY(B){return this.y=B,this}setW(B){return this.w=B,this}setH(B){return this.h=B,this}move(B,D){this.x+=B,this.y+=D}clone(){return 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148 22 l 148 84 b 113 133 148 115 138 128 z "}},cssFontWeight:"normal",ascender:1903,underlinePosition:-125,cssFontStyle:"normal",boundingBox:{yMin:-2065.375,xMin:-695.53125,yMax:1901.578125,xMax:1159.671875},resolution:1e3,descender:-2066,familyName:"VexFlow-18",lineHeight:4093,underlineThickness:50};function processOutline(F,B,D,R,G,W){let q,Z,Y,U=0;function J(){return B+F[U++]*R}function K(){return D+F[U++]*G}for(;U<F.length;)switch(q=F[U++],q){case"m":case"l":W[q](J(),K());break;case"q":Z=J(),Y=K(),W.q(J(),K(),Z,Y);break;case"b":Z=J(),Y=K(),W.b(J(),K(),J(),K(),Z,Y);break}}class Glyph extends Element$1{static loadMetrics(B,D,R){const G=B.glyphs[D];if(!G)throw new Vex.RERR("BadGlyph",`Glyph ${D} does not exist in font.`);const W=G.x_min,q=G.x_max,Z=G.ha;let Y;if(G.o)return R?G.cached_outline?Y=G.cached_outline:(Y=G.o.split(" "),G.cached_outline=Y):(G.cached_outline&&delete G.cached_outline,Y=G.o.split(" ")),{x_min:W,x_max:q,ha:Z,outline:Y};throw new Vex.RERR("BadGlyph",`Glyph ${D} has no outline defined.`)}static renderGlyph(B,D,R,G,W,q){const Z=G*72/(Font.resolution*100),Y=Glyph.loadMetrics(Font,W,!q);Glyph.renderOutline(B,Y.outline,Z,D,R)}static renderOutline(B,D,R,G,W){B.beginPath(),B.moveTo(G,W),processOutline(D,G,W,R,-R,{m:B.moveTo.bind(B),l:B.lineTo.bind(B),q:B.quadraticCurveTo.bind(B),b:B.bezierCurveTo.bind(B)}),B.fill()}static getOutlineBoundingBox(B,D,R,G){const W=new BoundingBoxComputation;return processOutline(B,R,G,D,-D,{m:W.addPoint.bind(W),l:W.addPoint.bind(W),q:W.addQuadraticCurve.bind(W),b:W.addBezierCurve.bind(W)}),new BoundingBox(W.x1,W.y1,W.width(),W.height())}constructor(B,D,R){super(),this.setAttribute("type","Glyph"),this.code=B,this.point=D,this.options={cache:!0,font:Font},this.metrics=null,this.x_shift=0,this.y_shift=0,this.originShift={x:0,y:0},R?this.setOptions(R):this.reset()}setOptions(B){Vex.Merge(this.options,B),this.reset()}setPoint(B){return this.point=B,this}setStave(B){return this.stave=B,this}setXShift(B){return this.x_shift=B,this}setYShift(B){return this.y_shift=B,this}reset(){this.scale=this.point*72/(this.options.font.resolution*100),this.metrics=Glyph.loadMetrics(this.options.font,this.code,this.options.cache),this.bbox=Glyph.getOutlineBoundingBox(this.metrics.outline,this.scale,0,0)}getMetrics(){if(!this.metrics)throw new Vex.RuntimeError("BadGlyph",`Glyph ${this.code} is not initialized.`);return{x_min:this.metrics.x_min*this.scale,x_max:this.metrics.x_max*this.scale,width:this.bbox.getW(),height:this.bbox.getH()}}setOriginX(B){const{bbox:D}=this,R=Math.abs(D.getX()/D.getW()),G=(B-R)*D.getW();this.originShift.x=-G}setOriginY(B){const{bbox:D}=this,R=Math.abs(D.getY()/D.getH()),G=(B-R)*D.getH();this.originShift.y=-G}setOrigin(B,D){this.setOriginX(B),this.setOriginY(D)}render(B,D,R){if(!this.metrics)throw new Vex.RuntimeError("BadGlyph",`Glyph ${this.code} is not initialized.`);const G=this.metrics.outline,W=this.scale;this.setRendered(),this.applyStyle(B),Glyph.renderOutline(B,G,W,D+this.originShift.x,R+this.originShift.y),this.restoreStyle(B)}renderToStave(B){if(this.checkContext(),!this.metrics)throw new Vex.RuntimeError("BadGlyph",`Glyph ${this.code} is not initialized.`);if(!this.stave)throw new Vex.RuntimeError("GlyphError","No valid stave");const D=this.metrics.outline,R=this.scale;this.setRendered(),this.applyStyle(),Glyph.renderOutline(this.context,D,R,B+this.x_shift,this.stave.getYForGlyphs()+this.y_shift),this.restoreStyle()}}const Flow={STEM_WIDTH:1.5,STEM_HEIGHT:35,STAVE_LINE_THICKNESS:1,RESOLUTION:16384,DEFAULT_NOTATION_FONT_SCALE:39,DEFAULT_TABLATURE_FONT_SCALE:39,SLASH_NOTEHEAD_WIDTH:15,TEXT_HEIGHT_OFFSET_HACK:1,IsKerned:!0};Flow.clefProperties=F=>{if(!F)throw new Vex.RERR("BadArgument","Invalid clef: "+F);const B=Flow.clefProperties.values[F];if(!B)throw new Vex.RERR("BadArgument","Invalid clef: "+F);return B};Flow.clefProperties.values={treble:{line_shift:0},bass:{line_shift:6},tenor:{line_shift:4},alto:{line_shift:3},soprano:{line_shift:1},percussion:{line_shift:0},"mezzo-soprano":{line_shift:2},"baritone-c":{line_shift:5},"baritone-f":{line_shift:5},subbass:{line_shift:7},french:{line_shift:-1}};Flow.keyProperties=(F,B,D)=>{B===void 0&&(B="treble");const R={octave_shift:0};typeof D=="object"&&Vex.Merge(R,D);const G=F.split("/");if(G.length<2)throw new Vex.RERR("BadArguments",`Key must have note + octave and an optional glyph: ${F}`);const W=G[0].toUpperCase(),q=Flow.keyProperties.note_values[W];if(!q)throw new Vex.RERR("BadArguments","Invalid key name: "+W);q.octave&&(G[1]=q.octave);let Z=parseInt(G[1],10);Z+=-1*R.octave_shift;let U=(Z*7-4*7+q.index)/2;U+=Flow.clefProperties(B).line_shift;let J=0;U<=0&&U*2%2===0&&(J=1),U>=6&&U*2%2===0&&(J=-1);const K=typeof q.int_val!="undefined"?Z*12+q.int_val:null,Q=q.code,te=q.shift_right;let re={};if(G.length>2&&G[2]){const se=G[2].toUpperCase();re=Flow.keyProperties.customNoteHeads[se]||{}}return{key:W,octave:Z,line:U,int_value:K,accidental:q.accidental,code:Q,stroke:J,shift_right:te,displaced:!1,...re}};Flow.keyProperties.note_values={C:{index:0,int_val:0,accidental:null},CN:{index:0,int_val:0,accidental:"n"},"C#":{index:0,int_val:1,accidental:"#"},"C##":{index:0,int_val:2,accidental:"##"},CB:{index:0,int_val:-1,accidental:"b"},CBB:{index:0,int_val:-2,accidental:"bb"},D:{index:1,int_val:2,accidental:null},DN:{index:1,int_val:2,accidental:"n"},"D#":{index:1,int_val:3,accidental:"#"},"D##":{index:1,int_val:4,accidental:"##"},DB:{index:1,int_val:1,accidental:"b"},DBB:{index:1,int_val:0,accidental:"bb"},E:{index:2,int_val:4,accidental:null},EN:{index:2,int_val:4,accidental:"n"},"E#":{index:2,int_val:5,accidental:"#"},"E##":{index:2,int_val:6,accidental:"##"},EB:{index:2,int_val:3,accidental:"b"},EBB:{index:2,int_val:2,accidental:"bb"},F:{index:3,int_val:5,accidental:null},FN:{index:3,int_val:5,accidental:"n"},"F#":{index:3,int_val:6,accidental:"#"},"F##":{index:3,int_val:7,accidental:"##"},FB:{index:3,int_val:4,accidental:"b"},FBB:{index:3,int_val:3,accidental:"bb"},G:{index:4,int_val:7,accidental:null},GN:{index:4,int_val:7,accidental:"n"},"G#":{index:4,int_val:8,accidental:"#"},"G##":{index:4,int_val:9,accidental:"##"},GB:{index:4,int_val:6,accidental:"b"},GBB:{index:4,int_val:5,accidental:"bb"},A:{index:5,int_val:9,accidental:null},AN:{index:5,int_val:9,accidental:"n"},"A#":{index:5,int_val:10,accidental:"#"},"A##":{index:5,int_val:11,accidental:"##"},AB:{index:5,int_val:8,accidental:"b"},ABB:{index:5,int_val:7,accidental:"bb"},B:{index:6,int_val:11,accidental:null},BN:{index:6,int_val:11,accidental:"n"},"B#":{index:6,int_val:12,accidental:"#"},"B##":{index:6,int_val:13,accidental:"##"},BB:{index:6,int_val:10,accidental:"b"},BBB:{index:6,int_val:9,accidental:"bb"},R:{index:6,int_val:9,rest:!0},X:{index:6,accidental:"",octave:4,code:"v3e",shift_right:5.5}};Flow.keyProperties.customNoteHeads={D0:{code:"v27",shift_right:0,stem_up_x_offset:0,stem_down_x_offset:0,stem_up_y_offset:-1,stem_down_y_offset:0},D1:{code:"v2d",shift_right:-.5},D2:{code:"v22",shift_right:-.5},D3:{code:"v70",shift_right:-.5},T0:{code:"v49",shift_right:-2,stem_up_y_offset:-4,stem_down_y_offset:4},T1:{code:"v93",shift_right:.5,stem_up_y_offset:-4,stem_down_y_offset:4},T2:{code:"v40",shift_right:.5,stem_up_y_offset:-4,stem_down_y_offset:4},T3:{code:"v7d",shift_right:.5,stem_up_y_offset:-4,stem_down_y_offset:4},X0:{code:"v92",stem_up_x_offset:-2,stem_down_x_offset:0,stem_up_y_offset:4,stem_down_y_offset:4},X1:{code:"v95",shift_right:-.5,stem_up_y_offset:4,stem_down_y_offset:4},X2:{code:"v3e",shift_right:.5,stem_up_y_offset:4,stem_down_y_offset:4},X3:{code:"v3b",shift_right:0,stem_up_x_offset:-1.2,stem_down_x_offset:0,stem_up_y_offset:-1,stem_down_y_offset:2},S1:{code:"vd3",shift_right:0},S2:{code:"vd2",shift_right:0},R1:{code:"vd5",shift_right:0},R2:{code:"vd4",shift_right:0}};Flow.integerToNote=F=>{if(typeof F=="undefined")throw new Vex.RERR("BadArguments","Undefined integer for integerToNote");if(F<-2)throw new Vex.RERR("BadArguments",`integerToNote requires integer > -2: ${F}`);const B=Flow.integerToNote.table[F];if(!B)throw new Vex.RERR("BadArguments",`Unknown note value for integer: ${F}`);return B};Flow.integerToNote.table={0:"C",1:"C#",2:"D",3:"D#",4:"E",5:"F",6:"F#",7:"G",8:"G#",9:"A",10:"A#",11:"B"};Flow.tabToGlyph=(F,B=1)=>{let D=null,R=0,G=0;if(F.toString().toUpperCase()==="X"){const W=new Glyph("v7f",Flow.DEFAULT_TABLATURE_FONT_SCALE).getMetrics();D="v7f",R=W.width,G=-W.height/2}else R=Flow.textWidth(F.toString());return{text:F,code:D,getWidth:()=>R*B,shift_y:G}};Flow.textWidth=F=>7*F.toString().length;Flow.articulationCodes=F=>Flow.articulationCodes.articulations[F];Flow.articulationCodes.articulations={"a.":{code:"v23",between_lines:!0},av:{code:"v28",between_lines:!0},"a>":{code:"v42",between_lines:!0},"a-":{code:"v25",between_lines:!0},"a^":{code:"va",between_lines:!1},"a+":{code:"v8b",between_lines:!1},ao:{code:"v94",between_lines:!1},ah:{code:"vb9",between_lines:!1},"a@a":{code:"v43",between_lines:!1},"a@u":{code:"v5b",between_lines:!1},"a|":{code:"v75",between_lines:!1},am:{code:"v97",between_lines:!1},"a,":{code:"vb3",between_lines:!1}};Flow.accidentalCodes=F=>Flow.accidentalCodes.accidentals[F];Flow.accidentalCodes.accidentals={"#":{code:"v18",parenRightPaddingAdjustment:-1},"##":{code:"v7f",parenRightPaddingAdjustment:-1},b:{code:"v44",parenRightPaddingAdjustment:-2},bb:{code:"v26",parenRightPaddingAdjustment:-2},n:{code:"v4e",parenRightPaddingAdjustment:-1},"{":{code:"v9c",parenRightPaddingAdjustment:-1},"}":{code:"v84",parenRightPaddingAdjustment:-1},db:{code:"v9e",parenRightPaddingAdjustment:-1},d:{code:"vab",parenRightPaddingAdjustment:0},bbs:{code:"v90",parenRightPaddingAdjustment:-1},"++":{code:"v51",parenRightPaddingAdjustment:-1},"+":{code:"v78",parenRightPaddingAdjustment:-1},"+-":{code:"v8d",parenRightPaddingAdjustment:-1},"++-":{code:"v7a",parenRightPaddingAdjustment:-1},bs:{code:"vb7",parenRightPaddingAdjustment:-1},bss:{code:"v39",parenRightPaddingAdjustment:-1},o:{code:"vd0",parenRightPaddingAdjustment:-1},k:{code:"vd1",parenRightPaddingAdjustment:-1},ashs:{code:"vd6",parenRightPaddingAdjustment:-1},afhf:{code:"vd7",parenRightPaddingAdjustment:-1}};Flow.accidentalColumnsTable={1:{a:[1],b:[1]},2:{a:[1,2]},3:{a:[1,3,2],b:[1,2,1],second_on_bottom:[1,2,3]},4:{a:[1,3,4,2],b:[1,2,3,1],spaced_out_tetrachord:[1,2,1,2]},5:{a:[1,3,5,4,2],b:[1,2,4,3,1],spaced_out_pentachord:[1,2,3,2,1],very_spaced_out_pentachord:[1,2,1,2,1]},6:{a:[1,3,5,6,4,2],b:[1,2,4,5,3,1],spaced_out_hexachord:[1,3,2,1,3,2],very_spaced_out_hexachord:[1,2,1,2,1,2]}};Flow.ornamentCodes=F=>Flow.ornamentCodes.ornaments[F];Flow.ornamentCodes.ornaments={mordent:{code:"v1e"},mordent_inverted:{code:"v45"},turn:{code:"v72"},turn_inverted:{code:"v33"},tr:{code:"v1f"},upprall:{code:"v60"},downprall:{code:"vb4"},prallup:{code:"v6d"},pralldown:{code:"v2c"},upmordent:{code:"v29"},downmordent:{code:"v68"},lineprall:{code:"v20"},prallprall:{code:"v86"}};Flow.keySignature=F=>{const B=Flow.keySignature.keySpecs[F];if(!B)throw new Vex.RERR("BadKeySignature",`Bad key signature spec: '${F}'`);if(!B.acc)return[];const D=Flow.keySignature.accidentalList(B.acc),R=[];for(let G=0;G<B.num;++G){const W=D[G];R.push({type:B.acc,line:W})}return R};Flow.keySignature.keySpecs={C:{acc:null,num:0},Am:{acc:null,num:0},F:{acc:"b",num:1},Dm:{acc:"b",num:1},Bb:{acc:"b",num:2},Gm:{acc:"b",num:2},Eb:{acc:"b",num:3},Cm:{acc:"b",num:3},Ab:{acc:"b",num:4},Fm:{acc:"b",num:4},Db:{acc:"b",num:5},Bbm:{acc:"b",num:5},Gb:{acc:"b",num:6},Ebm:{acc:"b",num:6},Cb:{acc:"b",num:7},Abm:{acc:"b",num:7},G:{acc:"#",num:1},Em:{acc:"#",num:1},D:{acc:"#",num:2},Bm:{acc:"#",num:2},A:{acc:"#",num:3},"F#m":{acc:"#",num:3},E:{acc:"#",num:4},"C#m":{acc:"#",num:4},B:{acc:"#",num:5},"G#m":{acc:"#",num:5},"F#":{acc:"#",num:6},"D#m":{acc:"#",num:6},"C#":{acc:"#",num:7},"A#m":{acc:"#",num:7}};Flow.unicode={sharp:String.fromCharCode(parseInt("266F",16)),flat:String.fromCharCode(parseInt("266D",16)),natural:String.fromCharCode(parseInt("266E",16)),triangle:String.fromCharCode(parseInt("25B3",16)),"o-with-slash":String.fromCharCode(parseInt("00F8",16)),degrees:String.fromCharCode(parseInt("00B0",16)),circle:String.fromCharCode(parseInt("25CB",16))};Flow.keySignature.accidentalList=F=>({b:[2,.5,2.5,1,3,1.5,3.5],"#":[0,1.5,-.5,1,2.5,.5,2]})[F];Flow.parseNoteDurationString=F=>{if(typeof F!="string")return null;const D=/(\d*\/?\d+|[a-z])(d*)([nrhms]|$)/.exec(F);if(!D)return null;const R=D[1],G=D[2].length;let W=D[3];return W.length===0&&(W="n"),{duration:R,dots:G,type:W}};Flow.parseNoteStruct=F=>{const B=F.duration,D=Flow.parseNoteDurationString(B);if(!D)return null;let R=Flow.durationToTicks(D.duration);if(R==null)return null;let G=F.type;const W=[];if(G){if(!Flow.getGlyphProps.validTypes[G])return null}else G=D.type||"n",F.keys!==void 0&&F.keys.forEach((Y,U)=>{const J=Y.split("/");J&&J.length===3&&(W[U]=J[2])});const q=F.dots?F.dots:D.dots;if(typeof q!="number")return null;let Z=R;for(let Y=0;Y<q;Y++){if(Z<=1)return null;Z=Z/2,R+=Z}return{duration:D.duration,type:G,customTypes:W,dots:q,ticks:R}};Flow.sanitizeDuration=F=>{const B=Flow.durationAliases[F];if(B!==void 0&&(F=B),Flow.durationToTicks.durations[F]===void 0)throw new Vex.RERR("BadArguments",`The provided duration is not valid: ${F}`);return F};Flow.durationToFraction=F=>new Fraction().parse(Flow.sanitizeDuration(F));Flow.durationToNumber=F=>Flow.durationToFraction(F).value();Flow.durationToTicks=F=>{F=Flow.sanitizeDuration(F);const B=Flow.durationToTicks.durations[F];return B===void 0?null:B};Flow.durationToTicks.durations={"1/2":Flow.RESOLUTION*2,1:Flow.RESOLUTION/1,2:Flow.RESOLUTION/2,4:Flow.RESOLUTION/4,8:Flow.RESOLUTION/8,16:Flow.RESOLUTION/16,32:Flow.RESOLUTION/32,64:Flow.RESOLUTION/64,128:Flow.RESOLUTION/128,256:Flow.RESOLUTION/256};Flow.durationAliases={w:"1",h:"2",q:"4",b:"256"};Flow.getGlyphProps=(F,B)=>{F=Flow.sanitizeDuration(F);const D=Flow.getGlyphProps.duration_codes[F];if(D===void 0)return null;B||(B="n");let R=D.type[B];if(R===void 0){const G=Flow.keyProperties.customNoteHeads[B.toUpperCase()];if(G===void 0)return null;R={code_head:G.code,...G}}return{...D.common,...R}};Flow.getGlyphProps.validTypes={n:{name:"note"},r:{name:"rest"},h:{name:"harmonic"},m:{name:"muted"},s:{name:"slash"}};Flow.getGlyphProps.duration_codes={"1/2":{common:{getWidth(F=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"v53",F).getMetrics().width},stem:!1,stem_offset:0,flag:!1,stem_up_extension:-Flow.STEM_HEIGHT,stem_down_extension:-Flow.STEM_HEIGHT,tabnote_stem_up_extension:-Flow.STEM_HEIGHT,tabnote_stem_down_extension:-Flow.STEM_HEIGHT,dot_shiftY:0,line_above:0,line_below:0},type:{n:{code_head:"v53"},h:{code_head:"v59"},m:{code_head:"vf",stem_offset:0},r:{code_head:"v31",rest:!0,position:"B/5",dot_shiftY:.5},s:{getWidth:()=>Flow.SLASH_NOTEHEAD_WIDTH,position:"B/4"}}},1:{common:{getWidth(F=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"v1d",F).getMetrics().width},stem:!1,stem_offset:0,flag:!1,stem_up_extension:-Flow.STEM_HEIGHT,stem_down_extension:-Flow.STEM_HEIGHT,tabnote_stem_up_extension:-Flow.STEM_HEIGHT,tabnote_stem_down_extension:-Flow.STEM_HEIGHT,dot_shiftY:0,line_above:0,line_below:0},type:{n:{code_head:"v1d"},h:{code_head:"v46"},m:{code_head:"v92",stem_offset:-3},r:{code_head:"v5c",rest:!0,position:"D/5",dot_shiftY:.5},s:{getWidth:()=>Flow.SLASH_NOTEHEAD_WIDTH,position:"B/4"}}},2:{common:{getWidth(F=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"v81",F).getMetrics().width},stem:!0,stem_offset:0,flag:!1,stem_up_extension:0,stem_down_extension:0,tabnote_stem_up_extension:0,tabnote_stem_down_extension:0,dot_shiftY:0,line_above:0,line_below:0},type:{n:{code_head:"v81"},h:{code_head:"v2d"},m:{code_head:"v95",stem_offset:-3},r:{code_head:"vc",stem:!1,rest:!0,position:"B/4",dot_shiftY:-.5},s:{getWidth:()=>Flow.SLASH_NOTEHEAD_WIDTH,position:"B/4"}}},4:{common:{getWidth(F=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"vb",F).getMetrics().width},stem:!0,stem_offset:0,flag:!1,stem_up_extension:0,stem_down_extension:0,tabnote_stem_up_extension:0,tabnote_stem_down_extension:0,dot_shiftY:0,line_above:0,line_below:0},type:{n:{code_head:"vb"},h:{code_head:"v22"},m:{code_head:"v3e",stem_offset:-3},r:{code_head:"v7c",stem:!1,rest:!0,position:"B/4",dot_shiftY:-.5,line_above:1.5,line_below:1.5},s:{getWidth:()=>Flow.SLASH_NOTEHEAD_WIDTH,position:"B/4"}}},8:{common:{getWidth(F=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"vb",F).getMetrics().width},stem:!0,stem_offset:0,flag:!0,beam_count:1,code_flag_upstem:"v54",code_flag_downstem:"v9a",stem_up_extension:0,stem_down_extension:0,tabnote_stem_up_extension:0,tabnote_stem_down_extension:0,dot_shiftY:0,line_above:0,line_below:0},type:{n:{code_head:"vb"},h:{code_head:"v22"},m:{code_head:"v3e"},r:{code_head:"va5",stem:!1,flag:!1,rest:!0,position:"B/4",dot_shiftY:-.5,line_above:1,line_below:1},s:{getWidth:()=>Flow.SLASH_NOTEHEAD_WIDTH,position:"B/4"}}},16:{common:{beam_count:2,getWidth(F=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"vb",F).getMetrics().width},stem:!0,stem_offset:0,flag:!0,code_flag_upstem:"v3f",code_flag_downstem:"v8f",stem_up_extension:0,stem_down_extension:0,tabnote_stem_up_extension:0,tabnote_stem_down_extension:0,dot_shiftY:0,line_above:0,line_below:0},type:{n:{code_head:"vb"},h:{code_head:"v22"},m:{code_head:"v3e"},r:{code_head:"v3c",stem:!1,flag:!1,rest:!0,position:"B/4",dot_shiftY:-.5,line_above:1,line_below:2},s:{getWidth:()=>Flow.SLASH_NOTEHEAD_WIDTH,position:"B/4"}}},32:{common:{beam_count:3,getWidth(F=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"vb",F).getMetrics().width},stem:!0,stem_offset:0,flag:!0,code_flag_upstem:"v47",code_flag_downstem:"v2a",stem_up_extension:9,stem_down_extension:9,tabnote_stem_up_extension:8,tabnote_stem_down_extension:5,dot_shiftY:0,line_above:0,line_below:0},type:{n:{code_head:"vb"},h:{code_head:"v22"},m:{code_head:"v3e"},r:{code_head:"v55",stem:!1,flag:!1,rest:!0,position:"B/4",dot_shiftY:-1.5,line_above:2,line_below:2},s:{getWidth:()=>Flow.SLASH_NOTEHEAD_WIDTH,position:"B/4"}}},64:{common:{beam_count:4,getWidth(F=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"vb",F).getMetrics().width},stem:!0,stem_offset:0,flag:!0,code_flag_upstem:"va9",code_flag_downstem:"v58",stem_up_extension:13,stem_down_extension:13,tabnote_stem_up_extension:12,tabnote_stem_down_extension:9,dot_shiftY:0,line_above:0,line_below:0},type:{n:{code_head:"vb"},h:{code_head:"v22"},m:{code_head:"v3e"},r:{code_head:"v38",stem:!1,flag:!1,rest:!0,position:"B/4",dot_shiftY:-1.5,line_above:2,line_below:3},s:{getWidth:()=>Flow.SLASH_NOTEHEAD_WIDTH,position:"B/4"}}},128:{common:{beam_count:5,getWidth(F=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"vb",F).getMetrics().width},stem:!0,stem_offset:0,flag:!0,code_flag_upstem:"v9b",code_flag_downstem:"v30",stem_up_extension:22,stem_down_extension:22,tabnote_stem_up_extension:21,tabnote_stem_down_extension:18,dot_shiftY:0,line_above:0,line_below:0},type:{n:{code_head:"vb"},h:{code_head:"v22"},m:{code_head:"v3e"},r:{code_head:"vaa",stem:!1,flag:!1,rest:!0,position:"B/4",dot_shiftY:1.5,line_above:3,line_below:3},s:{getWidth:()=>Flow.SLASH_NOTEHEAD_WIDTH,position:"B/4"}}}};Flow.smufl={};Flow.smufl.to_code_points={bracketTop:"v1b",bracketBottom:"v10",barlineTick:"v6f",segno:"v8c",coda:"v4d",gClef:"v83",cClef:"vad",fClef:"v79",unpitchedPercussionClef1:"v59","6stringTabClef":"v2f",timeSig0:"v0",timeSig1:"v1",timeSig2:"v2",timeSig3:"v3",timeSig4:"v4",timeSig5:"v5",timeSig6:"v6",timeSig7:"v7",timeSig8:"v8",timeSig9:"v9",timeSigCommon:"v41",timeSigCutCommon:"vb6",noteheadDoubleWhole:"v53",noteheadWhole:"v1d",noteheadHalf:"v81",noteheadBlack:"vb",noteheadXWhole:"v92",noteheadXHalf:"v95",noteheadXBlack:"v3e",noteheadCircleX:"v3b",noteheadTriangleUpWhole:"v49",noteheadTriangleUpHalf:"v93",noteheadTriangleUpBlack:"v40",noteheadDiamondWhole:"v46",noteheadDiamondHalf:"v2d",noteheadDiamondBlack:"v22",augmentationDot:"v23",tremolo1:"v74",flag8thUp:"v54",flag8thDown:"v9a",flag16thUp:"v3f",flag16thDown:"v8f",flag32ndUp:"v47",flag32ndDown:"v2a",flag64thUp:"va9",flag64thDown:"v58",flag128thUp:"v9b",flag128thDown:"v30",accidentalFlat:"v44",accidentalNatural:"v4e",accidentalSharp:"v18",accidentalDoubleSharp:"v7f",accidentalDoubleFlat:"v26",accidentalParensLeft:"v9c",accidentalParensRight:"v84",accidentalQuarterToneFlatStein:"vab",accidentalThreeQuarterTonesFlatZimmermann:"v9e",accidentalQuarterToneSharpStein:"v78",accidentalThreeQuarterTonesSharpStein:"v51",accidentalBuyukMucennebFlat:"v39",accidentalBakiyeFlat:"vb7",accidentalKomaSharp:"v51",accidentalKucukMucennebSharp:"v8d",accidentalKoron:"vd1",accidentalSori:"vd0",articAccentAbove:"v42",articAccentBelow:"v42",articTenutoAbove:"v25",articTenutoBelow:"v25",articStaccatoAbove:"v23",articStaccatoBelow:"v23",articStaccatissimoAbove:"v28",articMarcatoAbove:"va",fermataAbove:"v43",fermataBelow:"v5b",breathMarkComma:"v6c",breathMarkUpbow:"v8a",caesura:"v34",caesuraCurved:"v4b",restMaxima:"v59",restDoubleWhole:"v31",restWhole:"v5c",restHalf:"vc",restQuarter:"v7c",rest8th:"va5",rest16th:"v3c",rest32nd:"v55",rest64th:"v38",rest128th:"vaa",dynamicPiano:"vbf",dynamicMezzo:"v62",dynamicForte:"vba",dynamicRinforzando:"vba",dynamicSforzando:"v4a",dynamicZ:"v80",ornamentTrill:"v1f",ornamentTurn:"v72",ornamentTurnSlash:"v33",ornamentMordent:"v45",ornamentMordentInverted:"v1e",ornamentTremblement:"v86",ornamentPrecompAppoggTrill:"v20",ornamentPrecompSlideTrillDAnglebert:"v60",ornamentPrecompSlideTrillBach:"v29",ornamentPrecompTrillSuffixDandrieu:"v6d",ornamentPrecompDoubleCadenceUpperPrefix:"vb4",ornamentPrecompDoubleCadenceUpperPrefixTurn:"v68",ornamentPrecompTrillLowerSuffix:"v2c",stringsDownBow:"v94",stringsUpBow:"v75",stringsHarmonic:"vb9",pluckedSnapPizzicatoAbove:"v94",pluckedLeftHandPizzicato:"v8b",keyboardPedalPed:"v36",keyboardPedalUp:"v5d",pictChokeCymbal:"vb3",wiggleArpeggiatoUp:"va3",arrowheadBlackUp:"vc3",arrowheadBlackDown:"v52"};Flow.TIME4_4={num_beats:4,beat_value:4,resolution:Flow.RESOLUTION};class CanvasContext{static get WIDTH(){return 600}static get HEIGHT(){return 400}static get CANVAS_BROWSER_SIZE_LIMIT(){return 32767}static SanitizeCanvasDims(B,D){return Math.max(B,D)>this.CANVAS_BROWSER_SIZE_LIMIT&&(Vex.W("Canvas dimensions exceed browser limit. Cropping to "+this.CANVAS_BROWSER_SIZE_LIMIT),B>this.CANVAS_BROWSER_SIZE_LIMIT&&(B=this.CANVAS_BROWSER_SIZE_LIMIT),D>this.CANVAS_BROWSER_SIZE_LIMIT&&(D=this.CANVAS_BROWSER_SIZE_LIMIT)),[B,D]}constructor(B){this.vexFlowCanvasContext=B,B.canvas?this.canvas=B.canvas:this.canvas={width:CanvasContext.WIDTH,height:CanvasContext.HEIGHT}}clear(){this.vexFlowCanvasContext.clearRect(0,0,this.canvas.width,this.canvas.height)}openGroup(){}closeGroup(){}add(){}setFont(B,D,R){return this.vexFlowCanvasContext.font=(R||"")+" "+D+"pt "+B,this}setRawFont(B){return this.vexFlowCanvasContext.font=B,this}setFillStyle(B){return this.vexFlowCanvasContext.fillStyle=B,this}setBackgroundFillStyle(B){return this.background_fillStyle=B,this}setStrokeStyle(B){return this.vexFlowCanvasContext.strokeStyle=B,this}setShadowColor(B){return this.vexFlowCanvasContext.shadowColor=B,this}setShadowBlur(B){return this.vexFlowCanvasContext.shadowBlur=B,this}setLineWidth(B){return this.vexFlowCanvasContext.lineWidth=B,this}setLineCap(B){return this.vexFlowCanvasContext.lineCap=B,this}setLineDash(B){return this.vexFlowCanvasContext.lineDash=B,this}scale(B,D){return this.vexFlowCanvasContext.scale(parseFloat(B),parseFloat(D))}resize(B,D){return[B,D]=this.SanitizeCanvasDims(parseInt(B,10),parseInt(D,10)),this.vexFlowCanvasContext.resize(B,D)}rect(B,D,R,G){return this.vexFlowCanvasContext.rect(B,D,R,G)}fillRect(B,D,R,G){return this.vexFlowCanvasContext.fillRect(B,D,R,G)}clearRect(B,D,R,G){return this.vexFlowCanvasContext.clearRect(B,D,R,G)}beginPath(){return this.vexFlowCanvasContext.beginPath()}moveTo(B,D){return this.vexFlowCanvasContext.moveTo(B,D)}lineTo(B,D){return this.vexFlowCanvasContext.lineTo(B,D)}bezierCurveTo(B,D,R,G,W,q){return this.vexFlowCanvasContext.bezierCurveTo(B,D,R,G,W,q)}quadraticCurveTo(B,D,R,G){return this.vexFlowCanvasContext.quadraticCurveTo(B,D,R,G)}arc(B,D,R,G,W,q){return this.vexFlowCanvasContext.arc(B,D,R,G,W,q)}glow(){return this.vexFlowCanvasContext.glow()}fill(){return this.vexFlowCanvasContext.fill()}stroke(){return this.vexFlowCanvasContext.stroke()}closePath(){return this.vexFlowCanvasContext.closePath()}measureText(B){return this.vexFlowCanvasContext.measureText(B)}fillText(B,D,R){return this.vexFlowCanvasContext.fillText(B,D,R)}save(){return this.vexFlowCanvasContext.save()}restore(){return this.vexFlowCanvasContext.restore()}}class RaphaelContext{constructor(B){this.element=B,this.paper=Raphael(B),this.path="",this.pen={x:0,y:0},this.lineWidth=1,this.state={scale:{x:1,y:1},font_family:"Arial",font_size:8,font_weight:800},this.attributes={"stroke-width":.3,fill:"black",stroke:"black",font:"10pt Arial"},this.background_attributes={"stroke-width":0,fill:"white",stroke:"white",font:"10pt Arial"},this.shadow_attributes={width:0,color:"black"},this.state_stack=[]}openGroup(){}closeGroup(){}add(){}setFont(B,D,R){return this.state.font_family=B,this.state.font_size=D,this.state.font_weight=R,this.attributes.font=(this.state.font_weight||"")+" "+this.state.font_size*this.state.scale.x+"pt "+this.state.font_family,this}setRawFont(B){return this.attributes.font=B,this}setFillStyle(B){return this.attributes.fill=B,this}setBackgroundFillStyle(B){return this.background_attributes.fill=B,this.background_attributes.stroke=B,this}setStrokeStyle(B){return this.attributes.stroke=B,this}setShadowColor(B){return this.shadow_attributes.color=B,this}setShadowBlur(B){return this.shadow_attributes.width=B,this}setLineWidth(B){this.attributes["stroke-width"]=B,this.lineWidth=B}setLineDash(){return this}setLineCap(){return this}scale(B,D){return this.state.scale={x:B,y:D},this.attributes.transform="S"+B+","+D+",0,0",this.attributes.scale=B+","+D+",0,0",this.attributes.font=this.state.font_size*this.state.scale.x+"pt "+this.state.font_family,this.background_attributes.transform="S"+B+","+D+",0,0",this.background_attributes.font=this.state.font_size*this.state.scale.x+"pt "+this.state.font_family,this}clear(){this.paper.clear()}resize(B,D){return this.element.style.width=B,this.paper.setSize(B,D),this}setViewBox(B){this.paper.canvas.setAttribute("viewBox",B)}rect(B,D,R,G){return G<0&&(D+=G,G=-G),this.paper.rect(B,D,R-.5,G-.5).attr(this.attributes).attr("fill","none").attr("stroke-width",this.lineWidth),this}fillRect(B,D,R,G){return G<0&&(D+=G,G=-G),this.paper.rect(B,D,R-.5,G-.5).attr(this.attributes),this}clearRect(B,D,R,G){return G<0&&(D+=G,G=-G),this.paper.rect(B,D,R-.5,G-.5).attr(this.background_attributes),this}beginPath(){return this.path="",this.pen.x=0,this.pen.y=0,this}moveTo(B,D){return this.path+="M"+B+","+D,this.pen.x=B,this.pen.y=D,this}lineTo(B,D){return this.path+="L"+B+","+D,this.pen.x=B,this.pen.y=D,this}bezierCurveTo(B,D,R,G,W,q){return this.path+="C"+B+","+D+","+R+","+G+","+W+","+q,this.pen.x=W,this.pen.y=q,this}quadraticCurveTo(B,D,R,G){return this.path+="Q"+B+","+D+","+R+","+G,this.pen.x=R,this.pen.y=G,this}arc(B,D,R,G,W,q){function Z(U){for(;U<0;)U+=Math.PI*2;for(;U>Math.PI*2;)U-=Math.PI*2;return U}if(G=Z(G),W=Z(W),G>W){const U=G;G=W,W=U,q=!q}const Y=W-G;return Y>Math.PI?(this.arcHelper(B,D,R,G,G+Y/2,q),this.arcHelper(B,D,R,G+Y/2,W,q)):this.arcHelper(B,D,R,G,W,q),this}arcHelper(B,D,R,G,W,q){const Z=B+R*Math.cos(G),Y=D+R*Math.sin(G),U=B+R*Math.cos(W),J=D+R*Math.sin(W);let K=0,Q=0;q?(Q=1,W-G<Math.PI&&(K=1)):W-G>Math.PI&&(K=1),this.path+="M"+Z+","+Y+",A"+R+","+R+",0,"+K+","+Q+","+U+","+J+"M"+this.pen.x+","+this.pen.y}glow(){const B=this.paper.set();if(this.shadow_attributes.width>0){const D=this.shadow_attributes,R=D.width/2;for(let G=1;G<=R;G++)B.push(this.paper.path(this.path).attr({stroke:D.color,"stroke-linejoin":"round","stroke-linecap":"round","stroke-width":+(D.width/R*G).toFixed(3),opacity:+((D.opacity||.3)/R).toFixed(3),transform:this.attributes.transform,scale:this.attributes.scale}))}return B}fill(){const B=this.paper.path(this.path).attr(this.attributes).attr("stroke-width",0);return this.glow(B),this}stroke(){const B=this.lineWidth*(this.state.scale.x+this.state.scale.y)/2,D=this.paper.path(this.path).attr(this.attributes).attr("fill","none").attr("stroke-width",B);return this.glow(D),this}closePath(){return this.path+="Z",this}measureText(B){const D=this.paper.text(0,0,B).attr(this.attributes).attr("fill","none").attr("stroke","none"),R=D.getBBox();return D.remove(),{width:R.width,height:R.height}}fillText(B,D,R){return this.paper.text(D+this.measureText(B).width/2,R-this.state.font_size/(2.25*this.state.scale.y),B).attr(this.attributes),this}save(){return this.state_stack.push({state:{font_family:this.state.font_family},attributes:{font:this.attributes.font,fill:this.attributes.fill,stroke:this.attributes.stroke,"stroke-width":this.attributes["stroke-width"]},shadow_attributes:{width:this.shadow_attributes.width,color:this.shadow_attributes.color}}),this}restore(){const B=this.state_stack.pop();return this.state.font_family=B.state.font_family,this.attributes.font=B.attributes.font,this.attributes.fill=B.attributes.fill,this.attributes.stroke=B.attributes.stroke,this.attributes["stroke-width"]=B.attributes["stroke-width"],this.shadow_attributes.width=B.shadow_attributes.width,this.shadow_attributes.color=B.shadow_attributes.color,this}}const attrNamesToIgnoreMap={path:{x:!0,y:!0,width:!0,height:!0},rect:{},text:{width:!0,height:!0}};{const F={"font-family":!0,"font-weight":!0,"font-style":!0,"font-size":!0};Vex.Merge(attrNamesToIgnoreMap.rect,F),Vex.Merge(attrNamesToIgnoreMap.path,F)}class SVGContext{constructor(B){this.element=B,this.svgNS="http://www.w3.org/2000/svg";const D=this.create("svg");this.element.appendChild(D),this.svg=D,this.groups=[this.svg],this.parent=this.svg,this.path="",this.pen={x:NaN,y:NaN},this.lineWidth=1,this.state={scale:{x:1,y:1},"font-family":"Arial","font-size":"8pt","font-weight":"normal"},this.attributes={"stroke-width":.3,fill:"black",stroke:"black","stroke-dasharray":"none","font-family":"Arial","font-size":"10pt","font-weight":"normal","font-style":"normal"},this.background_attributes={"stroke-width":0,fill:"white",stroke:"white","stroke-dasharray":"none","font-family":"Arial","font-size":"10pt","font-weight":"normal","font-style":"normal"},this.shadow_attributes={width:0,color:"black"},this.state_stack=[],this.iePolyfill()}create(B){return document.createElementNS(this.svgNS,B)}openGroup(B,D,R){const G=this.create("g");return this.groups.push(G),this.parent.appendChild(G),this.parent=G,B&&G.setAttribute("class",Vex.Prefix(B)),D&&G.setAttribute("id",Vex.Prefix(D)),R&&R.pointerBBox&&G.setAttribute("pointer-events","bounding-box"),G}closeGroup(){this.groups.pop(),this.parent=this.groups[this.groups.length-1]}add(B){this.parent.appendChild(B)}iePolyfill(){typeof navigator!="undefined"&&(this.ie=/MSIE 9/i.test(navigator.userAgent)||/MSIE 10/i.test(navigator.userAgent)||/rv:11\.0/i.test(navigator.userAgent)||/Trident/i.test(navigator.userAgent))}setFont(B,D,R){let G=!1,W=!1,q="normal";typeof R=="string"&&(R.indexOf("italic")!==-1&&(R=R.replace(/italic/g,""),W=!0),R.indexOf("bold")!==-1&&(R=R.replace(/bold/g,""),G=!0),R=R.replace(/ /g,"")),R=G?"bold":R,R=typeof R=="undefined"||R===""?"normal":R,q=W?"italic":q;const Z={"font-family":B,"font-size":D+"pt","font-weight":R,"font-style":q};return this.fontSize=Number(D),Vex.Merge(this.attributes,Z),Vex.Merge(this.state,Z),this}setRawFont(B){B=B.trim();const D=B.split(" ");return this.attributes["font-family"]=D[1],this.state["font-family"]=D[1],this.attributes["font-size"]=D[0],this.state["font-size"]=D[0],this.fontSize=Number(D[0].match(/\d+/)),this}setFillStyle(B){return this.attributes.fill=B,this}setBackgroundFillStyle(B){return this.background_attributes.fill=B,this.background_attributes.stroke=B,this}setStrokeStyle(B){return this.attributes.stroke=B,this}setShadowColor(B){return this.shadow_attributes.color=B,this}setShadowBlur(B){return this.shadow_attributes.width=B,this}setLineWidth(B){this.attributes["stroke-width"]=B,this.lineWidth=B}setLineDash(B){if(Object.prototype.toString.call(B)==="[object Array]")return B=B.join(", "),this.attributes["stroke-dasharray"]=B,this;throw new Vex.RERR("ArgumentError","lineDash must be an array of integers.")}setLineCap(B){return this.attributes["stroke-linecap"]=B,this}resize(B,D){this.width=B,this.height=D,this.element.style.width=B;const R={width:B,height:D};return this.applyAttributes(this.svg,R),this.scale(this.state.scale.x,this.state.scale.y),this}scale(B,D){this.state.scale={x:B,y:D};const R=this.width/B,G=this.height/D;return this.setViewBox(0,0,R,G),this}setViewBox(...B){if(B.length===1){const[D]=B;this.svg.setAttribute("viewBox",D)}else{const[D,R,G,W]=B,q=D+" "+R+" "+G+" "+W;this.svg.setAttribute("viewBox",q)}}applyAttributes(B,D){const R=attrNamesToIgnoreMap[B.nodeName];return Object.keys(D).forEach(G=>{var W;R&&R[G]||!G||!D[G]||G==="d"&&((W=D[G])==null?void 0:W.indexOf("NaN"))>-1||B.setAttributeNS(null,G,D[G])}),B}clear(){for(;this.svg.lastChild;)this.svg.removeChild(this.svg.lastChild);this.scale(this.state.scale.x,this.state.scale.y)}rect(B,D,R,G,W){G<0&&(D+=G,G*=-1);const q=this.create("rect");return typeof W=="undefined"&&(W={fill:"none","stroke-width":this.lineWidth,stroke:"black"}),Vex.Merge(W,{x:B,y:D,width:R,height:G}),this.applyAttributes(q,W),this.add(q),this}fillRect(B,D,R,G){return G<0&&(D+=G,G*=-1),this.rect(B,D,R,G,this.attributes),this}clearRect(B,D,R,G){return this.rect(B,D,R,G,this.background_attributes),this}beginPath(){return this.path="",this.pen.x=NaN,this.pen.y=NaN,this}moveTo(B,D){return this.path+="M"+B+" "+D,this.pen.x=B,this.pen.y=D,this}lineTo(B,D){return this.path+="L"+B+" "+D,this.pen.x=B,this.pen.y=D,this}bezierCurveTo(B,D,R,G,W,q){return this.path+="C"+B+" "+D+","+R+" "+G+","+W+" "+q,this.pen.x=W,this.pen.y=q,this}quadraticCurveTo(B,D,R,G){return this.path+="Q"+B+" "+D+","+R+" "+G,this.pen.x=R,this.pen.y=G,this}arc(B,D,R,G,W,q){function Z(U){for(;U<0;)U+=Math.PI*2;for(;U>Math.PI*2;)U-=Math.PI*2;return U}if(G=Z(G),W=Z(W),G>W){const U=G;G=W,W=U,q=!q}const Y=W-G;return Y>Math.PI?(this.arcHelper(B,D,R,G,G+Y/2,q),this.arcHelper(B,D,R,G+Y/2,W,q)):this.arcHelper(B,D,R,G,W,q),this}arcHelper(B,D,R,G,W,q){const Z=B+R*Math.cos(G),Y=D+R*Math.sin(G),U=B+R*Math.cos(W),J=D+R*Math.sin(W);let K=0,Q=0;q?(Q=1,W-G<Math.PI&&(K=1)):W-G>Math.PI&&(K=1),this.path+="M"+Z+" "+Y+" A"+R+" "+R+" 0 "+K+" "+Q+" "+U+" "+J,!isNaN(this.pen.x)&&!isNaN(this.pen.y)&&(this.peth+="M"+this.pen.x+" "+this.pen.y)}closePath(){return this.path+="Z",this}glow(){if(this.shadow_attributes.width>0){const B=this.shadow_attributes,D=B.width/2;for(let R=1;R<=D;R++){const G={stroke:B.color,"stroke-linejoin":"round","stroke-linecap":"round","stroke-width":+(B.width*.4/D*R).toFixed(3),opacity:+((B.opacity||.3)/D).toFixed(3)},W=this.create("path");G.d=this.path,this.applyAttributes(W,G),this.add(W)}}return this}fill(B){this.glow();const D=this.create("path");let R=B;return typeof B=="undefined"?(B={},Vex.Merge(B,this.attributes),B.stroke="none",R=B):(R=B,Vex.Merge(R,this.attributes),B.class&&(R.class=B.class),B.id&&(R.id=B.id)),B.d=this.path,this.applyAttributes(D,B),this.add(D),this}stroke(B=void 0){this.glow();const D=this.create("path"),R={};return Vex.Merge(R,this.attributes),B&&Vex.Merge(R,B),R.fill="none",R["stroke-width"]=this.lineWidth,R.d=this.path,this.applyAttributes(D,R),this.add(D),this}measureText(B){const D=this.create("text");if(typeof D.getBBox!="function")return{x:0,y:0,width:0,height:0};D.textContent=B,this.applyAttributes(D,this.attributes),this.svg.appendChild(D);let R=D.getBBox();return this.ie&&B!==""&&this.attributes["font-style"]==="italic"&&(R=this.ieMeasureTextFix(R,B)),this.svg.removeChild(D),R}ieMeasureTextFix(B){const D=Number(this.fontSize),R=1.196,G=1.9598,W=R*D+G,q=B.width-W,Z=B.height-1.5;return{x:B.x,y:B.y,width:q,height:Z}}fillText(B,D,R){if(!B||B.length<=0)return;const G={};Vex.Merge(G,this.attributes),G.stroke="none",G.x=D,G.y=R;const W=this.create("text");W.textContent=B,this.applyAttributes(W,G),this.add(W)}save(){return this.state_stack.push({state:{"font-family":this.state["font-family"],"font-weight":this.state["font-weight"],"font-style":this.state["font-style"],"font-size":this.state["font-size"],scale:this.state.scale},attributes:{"font-family":this.attributes["font-family"],"font-weight":this.attributes["font-weight"],"font-style":this.attributes["font-style"],"font-size":this.attributes["font-size"],fill:this.attributes.fill,stroke:this.attributes.stroke,"stroke-width":this.attributes["stroke-width"],"stroke-dasharray":this.attributes["stroke-dasharray"]},shadow_attributes:{width:this.shadow_attributes.width,color:this.shadow_attributes.color},lineWidth:this.lineWidth}),this}restore(){const B=this.state_stack.pop();return this.state["font-family"]=B.state["font-family"],this.state["font-weight"]=B.state["font-weight"],this.state["font-style"]=B.state["font-style"],this.state["font-size"]=B.state["font-size"],this.state.scale=B.state.scale,this.attributes["font-family"]=B.attributes["font-family"],this.attributes["font-weight"]=B.attributes["font-weight"],this.attributes["font-style"]=B.attributes["font-style"],this.attributes["font-size"]=B.attributes["font-size"],this.attributes.fill=B.attributes.fill,this.attributes.stroke=B.attributes.stroke,this.attributes["stroke-width"]=B.attributes["stroke-width"],this.attributes["stroke-dasharray"]=B.attributes["stroke-dasharray"],this.shadow_attributes.width=B.shadow_attributes.width,this.shadow_attributes.color=B.shadow_attributes.color,this.lineWidth=B.lineWidth,this}}let lastContext=null;class Renderer{static get Backends(){return{CANVAS:1,RAPHAEL:2,SVG:3,VML:4}}static get LineEndType(){return{NONE:1,UP:2,DOWN:3}}static get USE_CANVAS_PROXY(){return!1}static get lastContext(){return lastContext}static set lastContext(B){lastContext=B}static buildContext(B,D,R,G,W){const q=new Renderer(B,D);R&&G&&q.resize(R,G),W||(W="#FFF");const Z=q.getContext();return Z.setBackgroundFillStyle(W),Renderer.lastContext=Z,Z}static getCanvasContext(B,D,R,G){return Renderer.buildContext(B,Renderer.Backends.CANVAS,D,R,G)}static getRaphaelContext(B,D,R,G){return Renderer.buildContext(B,Renderer.Backends.RAPHAEL,D,R,G)}static getSVGContext(B,D,R,G){return Renderer.buildContext(B,Renderer.Backends.SVG,D,R,G)}static bolsterCanvasContext(B){if(Renderer.USE_CANVAS_PROXY)return new CanvasContext(B);const D=["clear","setFont","setRawFont","setFillStyle","setBackgroundFillStyle","setStrokeStyle","setShadowColor","setShadowBlur","setLineWidth","setLineCap","setLineDash","openGroup","closeGroup","getGroup"];return B.vexFlowCanvasContext=B,D.forEach(R=>{B[R]=B[R]||CanvasContext.prototype[R]}),B}static drawDashedLine(B,D,R,G,W,q){B.beginPath();const Z=G-D,Y=W-R,U=Math.atan2(Y,Z);let J=D,K=R;B.moveTo(D,R);let Q=0,te=!0;for(;!((Z<0?J<=G:J>=G)&&(Y<0?K<=W:K>=W));){const re=q[Q++%q.length],se=J+Math.cos(U)*re;J=Z<0?Math.max(G,se):Math.min(G,se);const ie=K+Math.sin(U)*re;K=Y<0?Math.max(W,ie):Math.min(W,ie),te?B.lineTo(J,K):B.moveTo(J,K),te=!te}B.closePath(),B.stroke()}constructor(B,D){if(this.elementId=B,!this.elementId)throw new Vex.RERR("BadArgument","Invalid id for renderer.");if(this.element=document.getElementById(B),this.element||(this.element=B),this.ctx=null,this.paper=null,this.backend=D,this.backend===Renderer.Backends.CANVAS){if(!this.element.getContext)throw new Vex.RERR("BadElement",`Can't get canvas context from element: ${B}`);this.ctx=Renderer.bolsterCanvasContext(this.element.getContext("2d"))}else if(this.backend===Renderer.Backends.RAPHAEL)this.ctx=new RaphaelContext(this.element);else if(this.backend===Renderer.Backends.SVG)this.ctx=new SVGContext(this.element);else throw new Vex.RERR("InvalidBackend",`No support for backend: ${this.backend}`)}resize(B,D){if(this.backend===Renderer.Backends.CANVAS){if(!this.element.getContext)throw new Vex.RERR("BadElement",`Can't get canvas context from element: ${this.elementId}`);[B,D]=CanvasContext.SanitizeCanvasDims(B,D);const R=window.devicePixelRatio||1;this.element.width=B*R,this.element.height=D*R,this.element.style.width=B+"px",this.element.style.height=D+"px",this.ctx=Renderer.bolsterCanvasContext(this.element.getContext("2d")),this.ctx.scale(R,R)}else this.ctx.resize(B,D);return this}getContext(){return this.ctx}}function L$j(...F){Stem.DEBUG&&Vex.L("Vex.Flow.Stem",F)}class Stem extends Element$1{static get CATEGORY(){return"stem"}static get UP(){return 1}static get DOWN(){return-1}static get WIDTH(){return Flow.STEM_WIDTH}static get HEIGHT(){return Flow.STEM_HEIGHT}constructor(B={}){super(),this.setAttribute("type","Stem"),this.x_begin=B.x_begin||0,this.x_end=B.x_end||0,this.y_top=B.y_top||0,this.y_bottom=B.y_bottom||0,this.stem_extension=B.stem_extension||0,this.stem_direction=B.stem_direction||0,this.hide=B.hide||!1,this.isStemlet=B.isStemlet||!1,this.stemletHeight=B.stemletHeight||0,this.resetHeight=0,this.renderHeightAdjustment=0,this.setOptions(B)}setResetHeight(B){this.resetHeight=B}setOptions(B){this.stem_up_y_offset=B.stem_up_y_offset||0,this.stem_down_y_offset=B.stem_down_y_offset||0}setNoteHeadXBounds(B,D){return this.x_begin=B,this.x_end=D,this}setDirection(B){this.stem_direction=B}setExtension(B){this.stem_extension=B}getExtension(){return this.stem_extension}setYBounds(B,D){this.y_top=B,this.y_bottom=D}getCategory(){return Stem.CATEGORY}getHeight(){const B=this.stem_direction===Stem.UP?this.stem_up_y_offset:this.stem_down_y_offset;return(this.y_bottom-this.y_top)*this.stem_direction+(Stem.HEIGHT-B+this.stem_extension)*this.stem_direction}getBoundingBox(){throw new Vex.RERR("NotImplemented","getBoundingBox() not implemented.")}getExtents(){const B=this.stem_direction===Stem.UP,D=[this.y_top,this.y_bottom],R=Stem.HEIGHT+this.stem_extension,G=(B?Math.min:Math.max)(...D),W=(B?Math.max:Math.min)(...D);return{topY:G+R*-this.stem_direction+this.resetHeight*-this.stem_direction,baseY:W}}setVisibility(B){return this.hide=!B,this}setStemlet(B,D){return this.isStemlet=B,this.stemletHeight=D,this}draw(){if(this.setRendered(),this.hide)return;const B=this.checkContext();let D,R;const G=this.stem_direction;G===Stem.DOWN?(D=this.x_begin,R=this.y_top+this.stem_down_y_offset):(D=this.x_end,R=this.y_bottom-this.stem_up_y_offset);const W=this.getHeight();L$j("Rendering stem - ","Top Y: ",this.y_top,"Bottom Y: ",this.y_bottom);const q=this.isStemlet?W-this.stemletHeight*this.stem_direction:0;if(B.save(),this.applyStyle(B),B.beginPath(),B.setLineWidth(Stem.WIDTH),B.moveTo(D,R-q),B.lineTo(D,R-W-this.renderHeightAdjustment*G-this.resetHeight*G),B.svg){const Z={class:Vex.Prefix("stem")};this.id&&(Z.id=this.id),B.stroke(Z)}else B.stroke();this.restoreStyle(B),B.restore()}}class Tuplet$1 extends Element$1{static get LOCATION_TOP(){return 1}static get LOCATION_BOTTOM(){return-1}static get NESTING_OFFSET(){return 15}constructor(B,D){if(super(),this.setAttribute("type","Tuplet"),!B||!B.length)throw new Vex.RuntimeError("BadArguments","No notes provided for tuplet.");this.options=Vex.Merge({},D),this.notes=B,this.num_notes="num_notes"in this.options?this.options.num_notes:B.length,this.options.beats_occupied&&this.beatsOccupiedDeprecationWarning(),this.notes_occupied=this.options.notes_occupied||this.options.beats_occupied||2,"bracketed"in this.options?this.bracketed=this.options.bracketed:this.bracketed=B.some(R=>R.beam===null),this.ratioed="ratioed"in this.options?this.options.ratioed:Math.abs(this.notes_occupied-this.num_notes)>1,this.point=28,this.y_pos=16,this.x_pos=100,this.width=200,this.location=this.options.location||Tuplet$1.LOCATION_TOP,Formatter.AlignRestsToNotes(B,!0,!0),this.resolveGlyphs(),this.attach()}attach(){for(let B=0;B<this.notes.length;B++)this.notes[B].setTuplet(this)}detach(){for(let B=0;B<this.notes.length;B++)this.notes[B].resetTuplet(this)}setBracketed(B){return this.bracketed=!!B,this}setRatioed(B){return this.ratioed=!!B,this}setTupletLocation(B){if(!B)B=Tuplet$1.LOCATION_TOP;else if(B!==Tuplet$1.LOCATION_TOP&&B!==Tuplet$1.LOCATION_BOTTOM)throw new Vex.RERR("BadArgument","Invalid tuplet location: "+B);return this.location=B,this}getNotes(){return this.notes}getNoteCount(){return this.num_notes}beatsOccupiedDeprecationWarning(){const B=["beats_occupied has been deprecated as an ","option for tuplets. Please use notes_occupied ","instead. Calls to getBeatsOccupied and ","setBeatsOccupied should now be routed to ","getNotesOccupied and setNotesOccupied instead"].join("");console&&console.warn?console.warn(B):console&&console.log(B)}getBeatsOccupied(){return this.beatsOccupiedDeprecationWarning(),this.getNotesOccupied()}setBeatsOccupied(B){return this.beatsOccupiedDeprecationWarning(),this.setNotesOccupied(B)}getNotesOccupied(){return this.notes_occupied}setNotesOccupied(B){this.detach(),this.notes_occupied=B,this.resolveGlyphs(),this.attach()}resolveGlyphs(){this.numerator_glyphs=[];let B=this.num_notes;for(;B>=1;)this.numerator_glyphs.unshift(new Glyph("v"+B%10,this.point)),B=parseInt(B/10,10);for(this.denom_glyphs=[],B=this.notes_occupied;B>=1;)this.denom_glyphs.unshift(new Glyph("v"+B%10,this.point)),B=parseInt(B/10,10)}getNestedTupletCount(){const B=this.location,D=this.notes[0];let R=W(D,B),G=W(D,B);function W(q,Z){return q.tupletStack.filter(Y=>Y.location===Z).length}return this.notes.forEach(q=>{const Z=W(q,B);R=Z>R?Z:R,G=Z<G?Z:G}),R-G}getYPosition(){const B=this.getNestedTupletCount()*Tuplet$1.NESTING_OFFSET*-this.location,D=this.options.y_offset||0,R=this.notes[0];let G;if(this.location===Tuplet$1.LOCATION_TOP){G=R.getStave().getYForLine(0)-15;for(let W=0;W<this.notes.length;++W){const q=this.notes[W].getStemDirection()===Stem.UP?this.notes[W].getStemExtents().topY-10:this.notes[W].getStemExtents().baseY-20;q<G&&(G=q)}}else{G=R.getStave().getYForLine(4)+20;for(let W=0;W<this.notes.length;++W){const q=this.notes[W].getStemDirection()===Stem.UP?this.notes[W].getStemExtents().baseY+20:this.notes[W].getStemExtents().topY+10;q>G&&(G=q)}}return G+B+D}draw(){this.checkContext(),this.setRendered();const B=this.notes[0],D=this.notes[this.notes.length-1];this.bracketed?(this.x_pos=B.getTieLeftX()-5,this.width=D.getTieRightX()-this.x_pos+5):(this.x_pos=B.getStemX(),this.width=D.getStemX()-this.x_pos),this.y_pos=this.getYPosition();const R=(Y,U)=>Y+U.getMetrics().width;let G=this.numerator_glyphs.reduce(R,0);this.ratioed&&(G=this.denom_glyphs.reduce(R,G),G+=this.point*.32);const q=this.x_pos+this.width/2-G/2;if(this.bracketed){const Y=this.width/2-G/2-5;Y>0&&(this.context.fillRect(this.x_pos,this.y_pos,Y,1),this.context.fillRect(this.x_pos+this.width/2+G/2+5,this.y_pos,Y,1),this.context.fillRect(this.x_pos,this.y_pos+(this.location===Tuplet$1.LOCATION_BOTTOM),1,this.location*10),this.context.fillRect(this.x_pos+this.width,this.y_pos+(this.location===Tuplet$1.LOCATION_BOTTOM),1,this.location*10))}let Z=0;if(this.numerator_glyphs.forEach(Y=>{Y.render(this.context,q+Z,this.y_pos+this.point/3-2),Z+=Y.getMetrics().width}),this.ratioed){const Y=q+Z+this.point*.16,U=this.point*.06;this.context.beginPath(),this.context.arc(Y,this.y_pos-this.point*.08,U,0,Math.PI*2,!0),this.context.closePath(),this.context.fill(),this.context.beginPath(),this.context.arc(Y,this.y_pos+this.point*.12,U,0,Math.PI*2,!0),this.context.closePath(),this.context.fill(),Z+=this.point*.32,this.denom_glyphs.forEach(J=>{J.render(this.context,q+Z,this.y_pos+this.point/3-2),Z+=J.getMetrics().width})}}}function calculateStemDirection(F){let B=0;return F.forEach(D=>{D.keyProps&&D.keyProps.forEach(R=>{B+=R.line-3})}),B>=0?Stem.DOWN:Stem.UP}const getStemSlope=(F,B)=>{const D=F.getStemExtents().topY,R=F.getStemX(),G=B.getStemExtents().topY,W=B.getStemX();return(G-D)/(W-R)},BEAM_LEFT="L",BEAM_RIGHT="R",BEAM_BOTH="B";class Beam$1 extends Element$1{static getDefaultBeamGroups(B){(!B||B==="c")&&(B="4/4");const R={"1/2":["1/2"],"2/2":["1/2"],"3/2":["1/2"],"4/2":["1/2"],"1/4":["1/4"],"2/4":["1/4"],"3/4":["1/4"],"4/4":["1/4"],"1/8":["1/8"],"2/8":["2/8"],"3/8":["3/8"],"4/8":["2/8"],"1/16":["1/16"],"2/16":["2/16"],"3/16":["3/16"],"4/16":["2/16"]}[B];if(R===void 0){const G=parseInt(B.split("/")[0],10),W=parseInt(B.split("/")[1],10);if(G%3===0)return[new Fraction(3,W)];if(W>4)return[new Fraction(2,W)];if(W<=4)return[new Fraction(1,W)]}else return R.map(G=>new Fraction().parse(G));return[new Fraction(1,4)]}static applyAndGetBeams(B,D,R){return Beam$1.generateBeams(B.getTickables(),{groups:R,stem_direction:D})}static generateBeams(B,D){D||(D={}),(!D.groups||!D.groups.length)&&(D.groups=[new Fraction(2,8)]);const R=D.groups.map(ce=>{if(!ce.multiply)throw new Vex.RuntimeError("InvalidBeamGroups","The beam groups must be an array of Vex.Flow.Fractions");return ce.clone().multiply(Flow.RESOLUTION,1)}),G=B;let W=0,q=[],Z=[];function Y(ce){return ce.reduce((de,ve)=>ve.getTicks().clone().add(de),new Fraction(0,1))}function U(){R.length-1>W?W+=1:W=0}function J(){let ce=[];G.forEach(de=>{if(ce=[],de.shouldIgnoreTicks()){q.push(Z),Z=ce;return}Z.push(de);const ve=R[W].clone(),he=Y(Z),me=Flow.durationToNumber(de.duration)<8;me&&de.tuplet&&(ve.numerator*=2),he.greaterThan(ve)?(me||ce.push(Z.pop()),q.push(Z),Z=ce,U()):he.equals(ve)&&(q.push(Z),Z=ce,U())}),Z.length>0&&q.push(Z)}function K(){return q.filter(ce=>{if(ce.length>1){let de=!0;return ce.forEach(ve=>{ve.getIntrinsicTicks()>=Flow.durationToTicks("4")&&(de=!1)}),de}return!1})}function Q(){const ce=[];q.forEach(de=>{let ve=[];de.forEach((he,me,be)=>{const xe=me===0||me===be.length-1,Ae=be[me-1],Pe=!D.beam_rests&&he.isRest(),ze=D.beam_rests&&D.beam_middle_only&&he.isRest()&&xe;let ge=!1;if(D.maintain_stem_directions&&Ae&&!he.isRest()&&!Ae.isRest()){const Se=Ae.getStemDirection();ge=he.getStemDirection()!==Se}const Te=parseInt(he.duration,10)<8;Pe||ze||ge||Te?(ve.length>0&&ce.push(ve),ve=ge?[he]:[]):ve.push(he)}),ve.length>0&&ce.push(ve)}),q=ce}function te(){q.forEach(ce=>{let de;if(D.maintain_stem_directions){const ve=re(ce);de=ve?ve.getStemDirection():Stem.UP}else D.stem_direction?de=D.stem_direction:de=calculateStemDirection(ce);se(ce,de)})}function re(ce){for(let de=0;de<ce.length;de++){const ve=ce[de];if(!ve.isRest())return ve}return!1}function se(ce,de){ce.forEach(ve=>{ve.setStemDirection(de)})}function ie(){const ce=[];return q.forEach(de=>{let ve=null;de.forEach(he=>{he.tuplet&&ve!==he.tuplet&&(ve=he.tuplet,ce.push(ve))})}),ce}J(),Q(),te();const ae=K(),le=ie(),ue=[];return ae.forEach(ce=>{const de=new Beam$1(ce);D.show_stemlets&&(de.render_options.show_stemlets=!0),D.secondary_breaks&&(de.render_options.secondary_break_ticks=Flow.durationToTicks(D.secondary_breaks)),D.flat_beams===!0&&(de.render_options.flat_beams=!0,de.render_options.flat_beam_offset=D.flat_beam_offset),ue.push(de)}),le.forEach(ce=>{const de=ce.notes[0].stem_direction===Stem.DOWN?Tuplet$1.LOCATION_BOTTOM:Tuplet$1.LOCATION_TOP;ce.setTupletLocation(de);let ve=!1;for(let he=0;he<ce.notes.length;he++)if(ce.notes[he].beam===null){ve=!0;break}ce.setBracketed(ve)}),ue}constructor(B,D){if(super(),this.setAttribute("type","Beam"),!B||B===[])throw new Vex.RuntimeError("BadArguments","No notes provided for beam.");if(B.length===1)throw new Vex.RuntimeError("BadArguments","Too few notes for beam.");if(this.ticks=B[0].getIntrinsicTicks(),this.ticks>=Flow.durationToTicks("4"))throw new Vex.RuntimeError("BadArguments","Beams can only be applied to notes shorter than a quarter note.");let R,G;for(this.stem_direction=Stem.UP,R=0;R<B.length;++R)if(G=B[R],G.hasStem()){this.stem_direction=G.getStemDirection();break}let W=this.stem_direction;for(D&&B[0].getCategory()==="stavenotes"?W=calculateStemDirection(B):D&&B[0].getCategory()==="tabnotes"&&(W=B.reduce((Z,Y)=>Z+Y.stem_direction,0)>-1?Stem.UP:Stem.DOWN),R=0;R<B.length;++R)G=B[R],D&&(G.setStemDirection(W),this.stem_direction=W),G.setBeam(this);this.postFormatted=!1,this.notes=B,this.beam_count=this.getBeamCount(),this.break_on_indices=[],this.render_options={beam_width:5,max_slope:.25,min_slope:-.25,slope_iterations:20,slope_cost:100,show_stemlets:!1,stemlet_extension:7,partial_beam_length:10,flat_beams:!1,min_flat_beam_offset:15}}getNotes(){return this.notes}getBeamCount(){return this.notes.map(R=>R.getGlyph().beam_count).reduce((R,G)=>G>R?G:R)}breakSecondaryAt(B){return this.break_on_indices=B,this}getSlopeY(B,D,R,G){return R+(B-D)*G}calculateSlope(){const{notes:B,stem_direction:D,render_options:{max_slope:R,min_slope:G,slope_iterations:W,slope_cost:q}}=this,Z=B[0],Y=getStemSlope(Z,B[B.length-1]),U=(R-G)/W;let J=Number.MAX_VALUE,K=0,Q=0;for(let te=G;te<=R;te+=U){let re=0,se=0;for(let ue=1;ue<B.length;++ue){const ce=B[ue],de=this.getSlopeY(ce.getStemX(),Z.getStemX(),Z.getStemExtents().topY,te)+se,ve=ce.getStemExtents().topY;if(ve*D<de*D){const he=Math.abs(ve-de);se+=he*-D,re+=he*ue}else re+=(ve-de)*D}const ie=Y/2,ae=Math.abs(ie-te),le=q*ae+Math.abs(re);le<J&&(J=le,K=te,Q=se)}this.slope=K,this.y_shift=Q}calculateFlatSlope(){const{notes:B,stem_direction:D,render_options:{beam_width:R,min_flat_beam_offset:G,flat_beam_offset:W}}=this;let q=0,Z=0,Y=0,U=0;for(let re=0;re<B.length;re++){const se=B[re],ie=se.getStemExtents().topY;q+=ie,D===Stem.DOWN&&U<ie?(U=ie,Z=Math.max(...se.getYs()),Y=se.getBeamCount()):D===Stem.UP&&(U===0||U>ie)&&(U=ie,Z=Math.min(...se.getYs()),Y=se.getBeamCount())}let J=q/B.length;const K=R*1.5,Q=G+Y*K,te=Z+Q*-D;D===Stem.DOWN&&J<te?J=Z+Q:D===Stem.UP&&J>te&&(J=Z-Q),W+this.render_options.flat_beam_offset_per_beam>0?D===Stem.DOWN&&J>W&&!this.render_options.flat_beams?this.render_options.flat_beam_offset=J:D===Stem.UP&&J<W&&!this.render_options.flat_beams&&(this.render_options.flat_beam_offset=J):this.render_options.flat_beam_offset=J,this.slope=0,this.y_shift=0}getBeamYToDraw(){let R=this.notes[0].getStemExtents().topY;if(this.render_options.flat_beams&&this.render_options.flat_beam_offset+this.render_options.flat_beam_offset_per_beam>0){let G=this.render_options.flat_beam_offset;this.render_options.flat_beam_offset_per_beam&&(G+=this.render_options.flat_beam_offset_per_beam*this.getBeamCount());let W=this.notes[0].note_heads[0].y;const q=this.stem_direction>0?Math.min:Math.max;for(const Z of this.notes)for(const Y of Z.note_heads)W=q(W,Y.y);R=W+G*-this.stem_direction}return R}applyStemExtensions(){const{notes:B,slope:D,y_shift:R,stem_direction:G,beam_count:W,render_options:{show_stemlets:q,stemlet_extension:Z,beam_width:Y}}=this,U=B[0],J=this.getBeamYToDraw(),K=U.getStemX();for(let Q=0;Q<B.length;++Q){const te=B[Q],re=te.getStemX(),{topY:se}=te.getStemExtents(),ie=this.getSlopeY(re,K,J,D)+R,ae=te.getStem().getExtension(),le=G===Stem.UP?se-ie:ie-se;if(te.stem.setExtension(ae+le),te.stem.renderHeightAdjustment=-Stem.WIDTH/2,te.isRest()&&q){const ue=Y,ce=(W-1)*ue*1.5+ue;te.stem.setVisibility(!0).setStemlet(!0,ce+Z)}}}lookupBeamDirection(B,D,R,G){if(B==="4")return BEAM_LEFT;const W=`${Flow.durationToNumber(B)/2}`,q=D<Flow.durationToTicks(W),Z=G<Flow.durationToTicks(W),Y=R<Flow.durationToTicks(W);return q&&Z&&Y?BEAM_BOTH:q&&!Z&&Y?BEAM_LEFT:!q&&Z&&Y?BEAM_RIGHT:this.lookupBeamDirection(W,D,R,G)}getBeamLines(B){const D=Flow.durationToTicks(B),R=[];let G=!1,W=null;const q=this.render_options.partial_beam_length;let Z=!1,Y=0;for(let J=0;J<this.notes.length;++J){const K=this.notes[J];Y+=K.ticks.value();let te=!1;parseInt(B,10)>=8&&(te=this.break_on_indices.indexOf(J)!==-1,this.render_options.secondary_break_ticks&&Y>=this.render_options.secondary_break_ticks&&(Y=0,te=!0));const re=K.getIntrinsicTicks()<D,se=K.getStemX()-Stem.WIDTH/2,ie=this.notes[J-1],ae=this.notes[J+1],le=ae&&ae.getIntrinsicTicks()<D,ue=ie&&ie.getIntrinsicTicks()<D,ce=ie&&ae&&re&&!ue&&!le;if(re)if(G)W=R[R.length-1],W.end=se,te&&(G=!1,ae&&!le&&W.end===null&&(W.end=W.start-q));else{if(W={start:se,end:null,start_note:K},G=!0,ce){const de=ie.getIntrinsicTicks(),ve=ae.getIntrinsicTicks(),he=K.getIntrinsicTicks(),me=this.lookupBeamDirection(B,de,he,ve);[BEAM_LEFT,BEAM_BOTH].includes(me)?W.end=W.start-q:W.end=W.start+q}else le?te&&(W.end=W.start-q,G=!1):(Z||J===0)&&ae?W.end=W.start+q:W.end=W.start-q;R.push(W)}else G=!1;Z=te}const U=R[R.length-1];return U&&U.end===null&&(U.end=U.start-q),R}drawStems(){this.notes.forEach(B=>{B.getStem()&&(this.context.openGroup("stem",B.getAttribute("id")+"-stem"),B.getStem().setContext(this.context).draw(),this.context.closeGroup())},this)}drawBeamLines(){this.checkContext();const B=["4","8","16","32","64"],D=this.notes[0];let R=this.getBeamYToDraw();const G=D.getStemX(),W=this.render_options.beam_width*this.stem_direction,q={};for(const Z of this.notes)q[Z.getAttribute("id")]=0;for(let Z=0;Z<B.length;++Z){const Y=B[Z],U=this.getBeamLines(Y);for(let J=0;J<U.length;++J){const K=U[J],Q=K.start,te=K.start_note.getAttribute("id"),re=q[te];q[te]++;const se=this.getSlopeY(Q,G,R,this.slope),ie=K.end,ae=this.getSlopeY(ie,G,R,this.slope),le=te;this.context.openGroup("beam",`${le}-beam${re}`),this.context.beginPath(),this.context.moveTo(Q,se),this.context.lineTo(Q,se+W),this.context.lineTo(ie+1,ae+W),this.context.lineTo(ie+1,ae),this.context.closePath(),this.context.fill(),this.context.closeGroup()}R+=W*1.5}}preFormat(){return this}postFormat(){this.postFormatted||(this.notes[0].getCategory()==="tabnotes"||this.render_options.flat_beams?this.calculateFlatSlope():this.calculateSlope(),this.applyStemExtensions(),this.postFormatted=!0)}draw(){this.checkContext(),this.setRendered(),!this.unbeamable&&(this.postFormatted||this.postFormat(),this.drawStems(),this.applyStyle(),this.drawBeamLines(),this.restoreStyle())}}class Voice$1 extends Element$1{static get Mode(){return{STRICT:1,SOFT:2,FULL:3}}constructor(B){if(super(),this.setAttribute("type","Voice"),typeof B=="string"){const D=B.match(/(\d+)\/(\d+)/);D&&(B={num_beats:D[1],beat_value:D[2],resolution:Flow.RESOLUTION})}this.time=Vex.Merge({num_beats:4,beat_value:4,resolution:Flow.RESOLUTION},B),this.totalTicks=new Fraction(this.time.num_beats*(this.time.resolution/this.time.beat_value),1),this.resolutionMultiplier=1,this.tickables=[],this.ticksUsed=new Fraction(0,1),this.smallestTickCount=this.totalTicks.clone(),this.largestTickWidth=0,this.stave=null,this.mode=Voice$1.Mode.STRICT,this.voiceGroup=null}getTotalTicks(){return this.totalTicks}getTicksUsed(){return this.ticksUsed}getLargestTickWidth(){return this.largestTickWidth}getSmallestTickCount(){return this.smallestTickCount}getTickables(){return this.tickables}getMode(){return this.mode}setMode(B){return this.mode=B,this}getResolutionMultiplier(){return this.resolutionMultiplier}getActualResolution(){return this.resolutionMultiplier*this.time.resolution}setStave(B){return this.stave=B,this.boundingBox=null,this}getBoundingBox(){let B,D,R,G;if(!this.boundingBox){if(!this.stave)throw new Vex.RERR("NoStave","Can't get bounding box without stave.");for(B=this.stave,D=null,G=0;G<this.tickables.length;++G)this.tickables[G].setStave(B),R=this.tickables[G].getBoundingBox(),R&&(D=D?D.mergeWith(R):R);this.boundingBox=D}return this.boundingBox}getVoiceGroup(){if(!this.voiceGroup)throw new Vex.RERR("NoVoiceGroup","No voice group for voice.");return this.voiceGroup}setVoiceGroup(B){return this.voiceGroup=B,this}setStrict(B){return this.mode=B?Voice$1.Mode.STRICT:Voice$1.Mode.SOFT,this}isComplete(){return this.mode===Voice$1.Mode.STRICT||this.mode===Voice$1.Mode.FULL?this.ticksUsed.equals(this.totalTicks):!0}addTickable(B){if(!B.shouldIgnoreTicks()){const D=B.getTicks();if(this.ticksUsed.add(D),(this.mode===Voice$1.Mode.STRICT||this.mode===Voice$1.Mode.FULL)&&this.ticksUsed.greaterThan(this.totalTicks))throw this.ticksUsed.subtract(D),new Vex.RERR("BadArgument","Too many ticks.");D.lessThan(this.smallestTickCount)&&(this.smallestTickCount=D.clone()),this.resolutionMultiplier=this.ticksUsed.denominator,this.totalTicks.add(0,this.ticksUsed.denominator)}return this.tickables.push(B),B.setVoice(this),this}addTickables(B){for(let D=0;D<B.length;++D)this.addTickable(B[D]);return this}preFormat(){return this.preFormatted?this:(this.tickables.forEach(B=>{B.getStave()||B.setStave(this.stave)}),this.preFormatted=!0,this)}draw(B=this.context,D=this.stave){this.setRendered();let R=null;for(let G=0;G<this.tickables.length;++G){const W=this.tickables[G];if(D&&W.setStave(D),!W.getStave())throw new Vex.RuntimeError("MissingStave","The voice cannot draw tickables without staves.");if(G===0&&(R=W.getBoundingBox()),G>0&&R){const q=W.getBoundingBox();q&&R.mergeWith(q)}W.setContext(B),W.drawWithStyle()}this.boundingBox=R}}function drawBoldDoubleLine(F,B,D,R,G){if(B!==StaveConnector.type.BOLD_DOUBLE_LEFT&&B!==StaveConnector.type.BOLD_DOUBLE_RIGHT)throw new Vex.RERR("InvalidConnector","A REPEAT_BEGIN or REPEAT_END type must be provided.");let W=3,q=3.5;const Z=2;B===StaveConnector.type.BOLD_DOUBLE_RIGHT&&(W=-5,q=3),F.fillRect(D+W,R,1,G-R),F.fillRect(D-Z,R,q,G-R)}class StaveConnector extends Element$1{static get type(){return{SINGLE_RIGHT:0,SINGLE_LEFT:1,SINGLE:1,DOUBLE:2,BRACE:3,BRACKET:4,BOLD_DOUBLE_LEFT:5,BOLD_DOUBLE_RIGHT:6,THIN_DOUBLE:7,NONE:8}}static get typeString(){return{singleRight:StaveConnector.type.SINGLE_RIGHT,singleLeft:StaveConnector.type.SINGLE_LEFT,single:StaveConnector.type.SINGLE,double:StaveConnector.type.DOUBLE,brace:StaveConnector.type.BRACE,bracket:StaveConnector.type.BRACKET,boldDoubleLeft:StaveConnector.type.BOLD_DOUBLE_LEFT,boldDoubleRight:StaveConnector.type.BOLD_DOUBLE_RIGHT,thinDouble:StaveConnector.type.THIN_DOUBLE,none:StaveConnector.type.NONE}}constructor(B,D){super(),this.setAttribute("type","StaveConnector"),this.thickness=Flow.STAVE_LINE_THICKNESS,this.width=3,this.top_stave=B,this.bottom_stave=D,this.type=StaveConnector.type.DOUBLE,this.font={family:"times",size:16,weight:"normal"},this.x_shift=0,this.texts=[]}setType(B){return B=typeof B=="string"?StaveConnector.typeString[B]:B,B>=StaveConnector.type.SINGLE_RIGHT&&B<=StaveConnector.type.NONE&&(this.type=B),this}setText(B,D){return this.texts.push({content:B,options:Vex.Merge({shift_x:0,shift_y:0},D)}),this}setFont(B){Vex.Merge(this.font,B)}setXShift(B){if(typeof B!="number")throw Vex.RERR("InvalidType","x_shift must be a Number");return this.x_shift=B,this}draw(){const B=this.checkContext();this.setRendered();let D=this.top_stave.getYForLine(0),R=this.bottom_stave.getYForLine(this.bottom_stave.getNumLines()-1)+this.thickness,G=this.width,W=this.top_stave.getX();(this.type===StaveConnector.type.SINGLE_RIGHT||this.type===StaveConnector.type.BOLD_DOUBLE_RIGHT||this.type===StaveConnector.type.THIN_DOUBLE)&&(W=this.top_stave.getX()+this.top_stave.width);let Z=R-D;switch(this.type){case StaveConnector.type.SINGLE:G=1;break;case StaveConnector.type.SINGLE_LEFT:G=1;break;case StaveConnector.type.SINGLE_RIGHT:G=1;break;case StaveConnector.type.DOUBLE:W-=this.width+2;break;case StaveConnector.type.BRACE:{G=12;const Y=this.top_stave.getX()-2+this.x_shift,U=D,J=Y,K=R,Q=Y-G,te=U+Z/2,re=Q-.9*G,se=U+.2*Z,ie=Y+1.1*G,ae=te-.135*Z,le=ie,ue=te+.135*Z,ce=re,de=K-.2*Z,ve=Q-G,he=de,me=Y+.4*G,be=te+.135*Z,xe=me,Ae=te-.135*Z,Pe=ve,ze=se;B.beginPath(),B.moveTo(Y,U),B.bezierCurveTo(re,se,ie,ae,Q,te),B.bezierCurveTo(le,ue,ce,de,J,K),B.bezierCurveTo(ve,he,me,be,Q,te),B.bezierCurveTo(xe,Ae,Pe,ze,Y,U),B.fill(),B.stroke();break}case StaveConnector.type.BRACKET:D-=4,R+=4,Z=R-D,Glyph.renderGlyph(B,W-5,D-3,40,"v1b",!0),Glyph.renderGlyph(B,W-5,R+3,40,"v10",!0),W-=this.width+2;break;case StaveConnector.type.BOLD_DOUBLE_LEFT:drawBoldDoubleLine(B,this.type,W+this.x_shift,D,R);break;case StaveConnector.type.BOLD_DOUBLE_RIGHT:drawBoldDoubleLine(B,this.type,W,D,R);break;case StaveConnector.type.THIN_DOUBLE:G=1;break;case StaveConnector.type.NONE:break;default:throw new Vex.RERR("InvalidType",`The provided StaveConnector.type (${this.type}) is invalid`)}this.type!==StaveConnector.type.BRACE&&this.type!==StaveConnector.type.BOLD_DOUBLE_LEFT&&this.type!==StaveConnector.type.BOLD_DOUBLE_RIGHT&&this.type!==StaveConnector.type.NONE&&B.fillRect(W,D,G,Z),this.type===StaveConnector.type.THIN_DOUBLE&&B.fillRect(W-3,D,G,Z),B.save(),B.lineWidth=2,B.setFont(this.font.family,this.font.size,this.font.weight);for(let Y=0;Y<this.texts.length;Y++){const U=this.texts[Y],J=B.measureText(""+U.content).width,K=this.top_stave.getX()-J-24+U.options.shift_x,Q=(this.top_stave.getYForLine(0)+this.bottom_stave.getBottomLineY())/2+U.options.shift_y;B.fillText(""+U.content,K,Q+4)}B.restore()}}class Tickable extends Element$1{constructor(){super(),this.setAttribute("type","Tickable"),this.ticks=new Fraction(0,1),this.intrinsicTicks=0,this.tickMultiplier=new Fraction(1,1),this.width=0,this.x_shift=0,this.voice=null,this.tickContext=null,this.modifierContext=null,this.modifiers=[],this.preFormatted=!1,this.postFormatted=!1,this.tuplet=null,this.tupletStack=[],this.align_center=!1,this.center_x_shift=0,this.ignore_ticks=!1,this.formatterMetrics={freedom:{left:0,right:0},duration:"",iterations:0,space:{used:0,mean:0,deviation:0}}}reset(){return this}getTicks(){return this.ticks}shouldIgnoreTicks(){return this.ignore_ticks}getWidth(){return this.width}getFormatterMetrics(){return this.formatterMetrics}setXShift(B){this.x_shift=B}getCenterXShift(){return this.isCenterAligned()?this.center_x_shift:0}isCenterAligned(){return this.align_center}setCenterAlignment(B){return this.align_center=B,this}getVoice(){if(!this.voice)throw new Vex.RERR("NoVoice","Tickable has no voice.");return this.voice}setVoice(B){this.voice=B}getTuplet(){return this.tuplet}resetTuplet(B){let D,R;if(B){const G=this.tupletStack.indexOf(B);return G!==-1&&(this.tupletStack.splice(G,1),D=B.getNoteCount(),R=B.getNotesOccupied(),this.applyTickMultiplier(D,R)),this}for(;this.tupletStack.length;)B=this.tupletStack.pop(),D=B.getNoteCount(),R=B.getNotesOccupied(),this.applyTickMultiplier(D,R);return this}setTuplet(B){if(B){this.tupletStack.push(B);const D=B.getNoteCount(),R=B.getNotesOccupied();this.applyTickMultiplier(R,D)}return this.tuplet=B,this}addToModifierContext(B){this.modifierContext=B,this.preFormatted=!1}addModifier(B){return this.modifiers.push(B),this.preFormatted=!1,this}getModifiers(){return this.modifiers}setTickContext(B){this.tickContext=B,this.preFormatted=!1}preFormat(){this.preFormatted||(this.width=0,this.modifierContext&&(this.modifierContext.preFormat(),this.width+=this.modifierContext.getWidth()))}postFormat(){return this.postFormatted?this:(this.postFormatted=!0,this)}getIntrinsicTicks(){return this.intrinsicTicks}setIntrinsicTicks(B){this.intrinsicTicks=B,this.ticks=this.tickMultiplier.clone().multiply(this.intrinsicTicks)}getTickMultiplier(){return this.tickMultiplier}applyTickMultiplier(B,D){this.tickMultiplier.multiply(B,D),this.ticks=this.tickMultiplier.clone().multiply(this.intrinsicTicks)}setDuration(B){const D=B.numerator*(Flow.RESOLUTION/B.denominator);this.ticks=this.tickMultiplier.clone().multiply(D),this.intrinsicTicks=this.ticks.value()}}class Note extends Tickable{static get CATEGORY(){return"note"}static get STAVEPADDING(){return 12}static plotMetrics(B,D,R){const G=D.getMetrics(),W=D.getAbsoluteX()-G.modLeftPx-G.extraLeftPx,q=D.getAbsoluteX()-G.extraLeftPx,Z=D.getAbsoluteX(),Y=D.getAbsoluteX()+G.noteWidth,U=D.getAbsoluteX()+G.noteWidth+G.extraRightPx,J=D.getAbsoluteX()+G.noteWidth+G.extraRightPx+G.modRightPx,K=J+D.getFormatterMetrics().freedom.right,Q=J-W;B.save(),B.setFont("Arial",8,""),B.fillText(Math.round(Q)+"px",W+D.getXShift(),R);const te=R+7;function re(ie,ae,le,ue=te){B.beginPath(),B.setStrokeStyle(le),B.setFillStyle(le),B.setLineWidth(3),B.moveTo(ie+D.getXShift(),ue),B.lineTo(ae+D.getXShift(),ue),B.stroke()}re(W,q,"red"),re(q,Z,"#999"),re(Z,Y,"green"),re(Y,U,"#999"),re(U,J,"red"),re(J,K,"#DD0"),re(W-D.getXShift(),W,"#BBB"),Vex.drawDot(B,Z+D.getXShift(),te,"blue");const se=D.getFormatterMetrics();if(se.iterations>0){const ie=se.space.deviation,ae=ie>=0?"+":"";B.setFillStyle("red"),B.fillText(ae+Math.round(ie),Z+D.getXShift(),R-10)}B.restore()}constructor(B){if(super(),this.setAttribute("type","Note"),!B)throw new Vex.RuntimeError("BadArguments","Note must have valid initialization data to identify duration and type.");const D=Flow.parseNoteStruct(B);if(!D)throw new Vex.RuntimeError("BadArguments",`Invalid note initialization object: ${JSON.stringify(B)}`);if(this.duration=D.duration,this.dots=D.dots,this.noteType=D.type,this.customTypes=D.customTypes,this.DYMusicScoreType=B.DYMusicScoreType,B.duration_override?this.setDuration(B.duration_override):this.setIntrinsicTicks(D.ticks),this.modifiers=[],this.glyph=Flow.getGlyphProps(this.duration,this.noteType),this.customGlyphs=this.customTypes.map(R=>Flow.getGlyphProps(this.duration,R)),this.positions&&(typeof this.positions!="object"||!this.positions.length))throw new Vex.RuntimeError("BadArguments","Note keys must be array type.");this.playNote=null,this.tickContext=null,this.modifierContext=null,this.ignore_ticks=!1,this.width=0,this.extraLeftPx=0,this.extraRightPx=0,this.x_shift=0,this.left_modPx=0,this.right_modPx=0,this.voice=null,this.preFormatted=!1,this.ys=[],B.align_center&&this.setCenterAlignment(B.align_center),this.stave=null,this.render_options={annotation_spacing:5,stave_padding:Note.STAVEPADDING}}getPlayNote(){return this.playNote}setPlayNote(B){return this.playNote=B,this}isRest(){return!1}addStroke(B,D){return D.setNote(this),D.setIndex(B),this.modifiers.push(D),this.setPreFormatted(!1),this}getStave(){return this.stave}setStave(B){return this.stave=B,this.setYs([B.getYForLine(0)]),this.context=this.stave.context,this}getCategory(){return Note.CATEGORY}setContext(B){return this.context=B,this}getExtraLeftPx(){return this.extraLeftPx}getExtraRightPx(){return this.extraRightPx}setExtraLeftPx(B){return this.extraLeftPx=B,this}setExtraRightPx(B){return this.extraRightPx=B,this}shouldIgnoreTicks(){return this.ignore_ticks}getLineNumber(){return 0}getLineForRest(){return 0}getGlyph(){return this.glyph}getGlyphWidth(){return this.glyph.getWidth?this.glyph.getWidth(this.render_options.glyph_font_scale):15}setYs(B){return this.ys=B,this}getYs(){if(this.ys.length===0)throw new Vex.RERR("NoYValues","No Y-values calculated for this note.");return this.ys}getYForTopText(B){if(!this.stave)throw new Vex.RERR("NoStave","No stave attached to this note.");return this.stave.getYForTopText(B)}getBoundingBox(){return null}getVoice(){if(!this.voice)throw new Vex.RERR("NoVoice","Note has no voice.");return this.voice}setVoice(B){return this.voice=B,this.preFormatted=!1,this}getTickContext(){return this.tickContext}setTickContext(B){return this.tickContext=B,this.preFormatted=!1,this}getDuration(){return this.duration}isDotted(){return this.dots>0}hasStem(){return!1}getDots(){return this.dots}getNoteType(){return this.noteType}setBeam(){return this}setModifierContext(B){return this.modifierContext=B,this}addModifier(B,D=0){return B.setNote(this),B.setIndex(D),this.modifiers.push(B),this.setPreFormatted(!1),this}getModifierStartXY(){if(!this.preFormatted)throw new Vex.RERR("UnformattedNote","Can't call GetModifierStartXY on an unformatted note");return{x:this.getAbsoluteX(),y:this.ys[0]}}getMetrics(){if(!this.preFormatted)throw new Vex.RERR("UnformattedNote","Can't call getMetrics on an unformatted note.");let B=0,D=0;this.modifierContext!=null&&(B=this.modifierContext.state.left_shift,D=this.modifierContext.state.right_shift);const R=this.getWidth();return{width:R,noteWidth:R-B-D-this.extraLeftPx-this.extraRightPx,left_shift:this.x_shift,modLeftPx:B,modRightPx:D,extraLeftPx:this.extraLeftPx,extraRightPx:this.extraRightPx}}setWidth(B){this.width=B}getWidth(){if(!this.preFormatted)throw new Vex.RERR("UnformattedNote","Can't call GetWidth on an unformatted note.");return this.width+(this.modifierContext?this.modifierContext.getWidth():0)}setXShift(B){return this.x_shift=B,this}getXShift(){return this.x_shift}getX(){if(!this.tickContext)throw new Vex.RERR("NoTickContext","Note needs a TickContext assigned for an X-Value");return this.tickContext.getX()+this.x_shift}getAbsoluteX(){if(!this.tickContext)throw new Vex.RERR("NoTickContext","Note needs a TickContext assigned for an X-Value");let B=this.tickContext.getX();return this.stave&&(B+=this.stave.getNoteStartX()+this.render_options.stave_padding),this.isCenterAligned()&&(this.DYMusicScoreType==="jianpu"||(B+=this.getCenterXShift())),B}setPreFormatted(B){if(this.preFormatted=B,this.preFormatted){const D=this.tickContext.getExtraPx();this.left_modPx=Math.max(this.left_modPx,D.left),this.right_modPx=Math.max(this.right_modPx,D.right)}}}function L$i(...F){NoteHead.DEBUG&&Vex.L("Vex.Flow.NoteHead",F)}function drawSlashNoteHead(F,B,D,R,G,W){const q=Flow.SLASH_NOTEHEAD_WIDTH;F.save(),F.setLineWidth(Flow.STEM_WIDTH);let Z=!1;if(Flow.durationToNumber(B)>2&&(Z=!0),Z||(D-=Flow.STEM_WIDTH/2*G),F.beginPath(),F.moveTo(D,R+W),F.lineTo(D,R+1),F.lineTo(D+q,R-W),F.lineTo(D+q,R),F.lineTo(D,R+W),F.closePath(),Z?F.fill():F.stroke(),Flow.durationToFraction(B).equals(.5)){const Y=[-3,-1,q+1,q+3];for(let U=0;U<Y.length;U++)F.beginPath(),F.moveTo(D+Y[U],R-10),F.lineTo(D+Y[U],R+11),F.stroke()}F.restore()}class NoteHead extends Note{static get CATEGORY(){return"notehead"}constructor(B){if(super(B),this.setAttribute("type","NoteHead"),this.index=B.index,this.x=B.x||0,this.y=B.y||0,this.note_type=B.note_type,this.duration=B.duration,this.displaced=B.displaced||!1,this.stem_direction=B.stem_direction||StaveNote.STEM_UP,this.line=B.line,this._line=B._line,this.glyph=Flow.getGlyphProps(this.duration,this.note_type),!this.glyph)throw new Vex.RuntimeError("BadArguments",`No glyph found for duration '${this.duration}' and type '${this.note_type}'`);this.glyph_code=this.glyph.code_head,this.x_shift=B.x_shift||0,B.custom_glyph_code&&(this.custom_glyph=!0,this.glyph_code=B.custom_glyph_code,this.stem_up_x_offset=B.stem_up_x_offset||0,this.stem_down_x_offset=B.stem_down_x_offset||0),this.style=B.style,this.slashed=B.slashed,Vex.Merge(this.render_options,{glyph_font_scale:B.glyph_font_scale||Flow.DEFAULT_NOTATION_FONT_SCALE,stroke_px:3}),this.setWidth(this.glyph.getWidth(this.render_options.glyph_font_scale))}getCategory(){return NoteHead.CATEGORY}getWidth(){return this.width}isDisplaced(){return this.displaced===!0}getGlyph(){return this.glyph}setX(B){return this.x=B,this}getY(){return this.y}setY(B){return this.y=B,this}getLine(){return this.line}setLine(B){return this.line=B,this}getAbsoluteX(){const B=this.preFormatted?super.getAbsoluteX():this.x,D=Stem.WIDTH/2;return B+(this.displaced?(this.width-D)*this.stem_direction:0)}getBoundingBox(){if(!this.preFormatted)throw new Vex.RERR("UnformattedNote","Can't call getBoundingBox on an unformatted note.");const B=this.stave.getSpacingBetweenLines(),D=B/2,R=this.y-D;return new Flow.BoundingBox(this.getAbsoluteX(),R,this.width,B)}setStave(B){const D=this.getLine();return this.stave=B,this.setY(B.getYForNote(D)),this.context=this.stave.context,this}preFormat(){if(this.preFormatted)return this;const B=this.getWidth()+this.extraLeftPx+this.extraRightPx;return this.setWidth(B),this.setPreFormatted(!0),this}draw(){this.checkContext(),this.setRendered();const B=this.context;let D=this.getAbsoluteX();this.custom_glyph&&(D+=this.stem_direction===Stem.UP?this.stem_up_x_offset:this.stem_down_x_offset);const R=this.y;L$i("Drawing note head '",this.note_type,this.duration,"' at",D,R);const G=this.stem_direction,W=this.render_options.glyph_font_scale;if(this.style&&this.applyStyle(B),this.note_type==="s"){const q=this.stave.getSpacingBetweenLines();drawSlashNoteHead(B,this.duration,D,R,G,q)}else Glyph.renderGlyph(B,D,R,W,this.glyph_code);this.style&&this.restoreStyle(B)}}class StemmableNote extends Note{constructor(B){super(B),this.setAttribute("type","StemmableNote"),this.stem=null,this.stemExtensionOverride=null,this.beam=null,this.renderFlag=!0}getStem(){return this.stem}setStem(B){return this.stem=B,this}buildStem(){const B=new Stem;return this.setStem(B),this}buildFlag(){const{glyph:B,beam:D}=this,R=D===null&&this.renderFlag;if(B&&B.flag&&R){const G=this.getStemDirection()===Stem.DOWN?B.code_flag_downstem:B.code_flag_upstem;this.flag=new Glyph(G,this.render_options.glyph_font_scale)}}getTopGlyph(){return this.getStemDirection()===Stem.DOWN?this.customGlyphs[this.customGlyphs.length-1]:this.customGlyphs[0]}getStemLength(){return Stem.HEIGHT+this.getStemExtension()}getBeamCount(){const B=this.getGlyph();return B?B.beam_count:0}getStemMinumumLength(){let D=Flow.durationToFraction(this.duration).value()<=1?0:20;switch(this.duration){case"8":this.beam==null&&(D=35);break;case"16":D=this.beam==null?35:25;break;case"32":D=this.beam==null?45:35;break;case"64":D=this.beam==null?50:40;break;case"128":D=this.beam==null?55:45;break}return D}getStemDirection(){return this.stem_direction}setStemDirection(B){if(B||(B=Stem.UP),B!==Stem.UP&&B!==Stem.DOWN)throw new Vex.RERR("BadArgument",`Invalid stem direction: ${B}`);if(this.stem_direction=B,this.stem){this.stem.setDirection(B),this.stem.setExtension(this.getStemExtension());const D=this.getTopGlyph()||this.getGlyph();this.stem.setOptions({stem_up_y_offset:D.stem_up_y_offset,stem_down_y_offset:D.stem_down_y_offset})}return this.reset(),this.flag&&this.renderFlag&&this.buildFlag(),this.beam=null,this.preFormatted&&this.preFormat(),this}getStemX(){const B=this.getAbsoluteX()+this.x_shift,D=this.getAbsoluteX()+this.x_shift+this.getGlyphWidth();return this.stem_direction===Stem.DOWN?B:D}getCenterGlyphX(){return this.getAbsoluteX()+this.x_shift+this.getGlyphWidth()/2}getStemExtension(){const B=this.getGlyph();return this.stemExtensionOverride!=null?this.stemExtensionOverride:B?this.getStemDirection()===1?B.stem_up_extension:B.stem_down_extension:0}setStemLength(B){return this.stemExtensionOverride=B-Stem.HEIGHT,this}getStemExtents(){return this.stem.getExtents()}setBeam(B){return this.beam=B,this}getYForTopText(B){const D=this.getStemExtents();return this.hasStem()?Math.min(this.stave.getYForTopText(B),D.topY-this.render_options.annotation_spacing*(B+1)):this.stave.getYForTopText(B)}getYForBottomText(B){const D=this.getStemExtents();return this.hasStem()?Math.max(this.stave.getYForTopText(B),D.baseY+this.render_options.annotation_spacing*B):this.stave.getYForBottomText(B)}hasFlag(){return this.renderFlag&&Flow.getGlyphProps(this.duration).flag&&!this.beam}postFormat(){return this.beam&&this.beam.postFormat(),this.postFormatted=!0,this}drawStem(B){this.checkContext(),this.setRendered(),this.setStem(new Stem(B)),this.stem.setContext(this.context).draw()}}class Modifier extends Element$1{static get CATEGORY(){return"none"}static get Position(){return{LEFT:1,RIGHT:2,ABOVE:3,BELOW:4}}static get PositionString(){return{above:Modifier.Position.ABOVE,below:Modifier.Position.BELOW,left:Modifier.Position.LEFT,right:Modifier.Position.RIGHT}}constructor(){super(),this.setAttribute("type","Modifier"),this.width=0,this.note=null,this.index=null,this.text_line=0,this.position=Modifier.Position.LEFT,this.modifier_context=null,this.x_shift=0,this.y_shift=0,this.spacingFromNextModifier=0}getCategory(){return Modifier.CATEGORY}getWidth(){return this.width}setWidth(B){return this.width=B,this}getNote(){return this.note}setNote(B){return this.note=B,this}getIndex(){return this.index}setIndex(B){return this.index=B,this}getModifierContext(){return this.modifier_context}setModifierContext(B){return this.modifier_context=B,this}getPosition(){return this.position}setPosition(B){return this.position=typeof B=="string"?Modifier.PositionString[B]:B,this}setTextLine(B){return this.text_line=B,this}setYShift(B){return this.y_shift=B,this}setSpacingFromNextModifier(B){this.spacingFromNextModifier=B}getSpacingFromNextModifier(){return this.spacingFromNextModifier}setXShift(B){this.x_shift=0,this.position===Modifier.Position.LEFT?this.x_shift-=B:this.x_shift+=B}getXShift(){return this.x_shift}draw(){throw this.checkContext(),new Vex.RERR("MethodNotImplemented","draw() not implemented for this modifier.")}alignSubNotesWithNote(B,D){const R=D.getTickContext(),G=R.getExtraPx(),W=R.getX()-G.left-G.extraLeft+this.getSpacingFromNextModifier();B.forEach(q=>{const Z=q.getTickContext();q.setStave(D.stave),Z.setXOffset(W)})}}class Dot extends Modifier{static get CATEGORY(){return"dots"}static format(B,D){const R=D.right_shift,G=1;if(!B||B.length===0)return!1;const W=[],q={};for(let te=0;te<B.length;++te){const re=B[te],se=re.getNote();let ie,ae;typeof se.getKeyProps=="function"?(ie=se.getKeyProps()[re.getIndex()],ae=ie.displaced?se.getExtraRightPx():0):(ie={line:.5},ae=0);const le=se.getAttribute("id");W.push({line:ie.line,note:se,note_id:le,dot:re}),q[le]=Math.max(q[le]||ae,ae)}W.sort((te,re)=>re.line-te.line);let Z=R,Y=0,U=null,J=null,K=null,Q=0;for(let te=0;te<W.length;++te){const{dot:re,note:se,note_id:ie,line:ae}=W[te];(ae!==U||se!==J)&&(Z=q[ie]),!se.isRest()&&ae!==U&&(Math.abs(ae%1)===.5?Q=0:(Q=.5,(J!=null&&!J.isRest()&&U-ae===.5||ae+Q===K)&&(Q=-.5))),se.isRest()?re.dot_shiftY+=-Q:re.dot_shiftY=-Q,K=ae+Q,re.setXShift(Z),Z+=re.getWidth()+G,Y=Z>Y?Z:Y,U=ae,J=se}return D.right_shift+=Y,!0}constructor(){super(),this.setAttribute("type","Dot"),this.note=null,this.index=null,this.position=Modifier.Position.RIGHT,this.radius=2,this.setWidth(5),this.dot_shiftY=0}getCategory(){return Dot.CATEGORY}setNote(B){this.note=B,this.note.getCategory()==="gracenotes"&&(this.radius*=.5,this.setWidth(3))}setDotShiftY(B){return this.dot_shiftY=B,this}draw(){if(this.checkContext(),this.setRendered(),!this.note||this.index===null)throw new Vex.RERR("NoAttachedNote","Can't draw dot without a note and index.");const B=this.note.stave.options.spacing_between_lines_px,D=this.note.getModifierStartXY(this.position,this.index,{forceFlagRight:!0});this.note.getCategory()==="tabnotes"&&(D.y=this.note.getStemExtents().baseY+1);const R=D.x+this.x_shift+this.width-this.radius;let G=this.dot_shiftY*B;this.note&&this.note.DYMusicScoreType=="jianpu"&&(G=-5);const W=D.y+this.y_shift+G,q=this.context;q.beginPath(),q.arc(R,W,this.radius,0,Math.PI*2,!1),q.fill()}}function L$h(...F){StaveNote.DEBUG&&Vex.L("Vex.Flow.StaveNote",F)}const getStemAdjustment=F=>Stem.WIDTH/(2*-F.getStemDirection()),isInnerNoteIndex=(F,B)=>B===(F.getStemDirection()===Stem.UP?F.keyProps.length-1:0);function shiftRestVertical(F,B,D){const R=(B.isrest?0:1)*D;F.line+=R,F.maxLine+=R,F.minLine+=R,F.note.setKeyLine(0,F.note.getKeyLine(0)+R)}function centerRest(F,B,D){const R=F.line-Vex.MidLine(B.minLine,D.maxLine);F.note.setKeyLine(0,F.note.getKeyLine(0)-R),F.line-=R,F.maxLine-=R,F.minLine-=R}class StaveNote extends StemmableNote{static get CATEGORY(){return"stavenotes"}static get STEM_UP(){return Stem.UP}static get STEM_DOWN(){return Stem.DOWN}static get DEFAULT_LEDGER_LINE_OFFSET(){return 3}static renderVibrato(B,D,R,G){let{width:W,height:q,wave_width:Z,wave_girth:Y,wave_height:U,stem_direction:J}=G;const K=Math.floor(W/Z);let Q=q/(K/2)*J;Q==0&&(J=1,Q=.3),B.beginPath(),B.moveTo(D,R+Y);for(let te=0;te<K/2;++te)B.quadraticCurveTo(D+Z/2,R-U/2,D+Z,R),D+=Z,R+=Q,B.quadraticCurveTo(D+Z/2,R+U/2,D+Z,R),D+=Z;for(let te=0;te<K/2;++te)B.quadraticCurveTo(D-Z/2,R+U/2+Y,D-Z,R+Y),D-=Z,R-=Q,B.quadraticCurveTo(D-Z/2,R-U/2+Y,D-Z,R+Y),D-=Z;J<0&&B.stroke(),B.fill()}static renderSlideNote(B,D,R,G,W){B.beginPath(),B.moveTo(D,R),B.lineTo(G,W),B.lineWidth=2,B.stroke()}static format(B,D){if(!B||B.length<2)return!1;const R=[],G=B[0].stagger_same_whole_notes;for(let Q=0;Q<B.length;Q++){const te=B[Q].getKeyProps(),re=te[0].line;let se=te[te.length-1].line;const ie=B[Q].getStemDirection(),ae=B[Q].getStemLength()/10,le=B[Q].getStemMinumumLength()/10;let ue;B[Q].isRest()?(ue=re+B[Q].glyph.line_above,se=re-B[Q].glyph.line_below):(ue=ie===1?te[te.length-1].line+ae:te[te.length-1].line,se=ie===1?te[0].line:te[0].line-ae),R.push({line:te[0].line,maxLine:ue,minLine:se,isrest:B[Q].isRest(),stemDirection:ie,stemMax:ae,stemMin:le,voice_shift:B[Q].getVoiceShiftWidth(),is_displaced:B[Q].isDisplaced(),note:B[Q]})}const W=R.length;let q=R[0];const Z=W>2?R[1]:null;let Y=W>2?R[2]:R[1];W===2&&q.stemDirection===-1&&Y.stemDirection===1&&(q=R[1],Y=R[0]);const U=Math.max(q.voice_shift,Y.voice_shift);let J=0,K;if(W===2){const Q=q.stemDirection===Y.stemDirection?0:.5;if(q.stemDirection===Y.stemDirection&&q.minLine<=Y.maxLine&&(q.isrest||(K=Math.abs(q.line-(Y.maxLine+.5)),K=Math.max(K,q.stemMin),q.minLine=q.line-K,q.note.setStemLength(K*10))),q.minLine<=Y.maxLine+Q)if(q.isrest)shiftRestVertical(q,Y,1);else if(Y.isrest)shiftRestVertical(Y,q,-1);else{J=U;const te=Math.abs(q.line-Y.line);let re=0,se=0;q.note.duration==="h"?re++:q.note.duration==="w"&&se++,Y.note.duration==="h"?re++:Y.note.duration==="w"&&se++;let ie=re===1||se===1||q.note.dots!==Y.note.dots;if(G&&(ie=ie||se===2),te===0&&ie){if(Y.note.setXShift(J),q.note.dots>0){let ae=0;for(const le of q.note.modifiers)if(le instanceof Dot&&(ae++,le.setYShift(-10*(Y.maxLine-q.line+1)),ae===q.note.dots))break}}else te<1&&te>0?Y.note.setXShift(J):q.note.voice!==Y.note.voice&&q.stemDirection===Y.stemDirection&&(q.line>Y.line?q.stemDirection===1?Y.note.renderFlag=!1:q.note.renderFlag=!1:Y.line>q.line?Y.stemDirection===1?q.note.renderFlag=!1:Y.note.renderFlag=!1:Y.stemDirection===1&&(Y.stemDirection=-1,Y.note.setStemDirection(-1)))}return!0}if(Z!==null&&Z.minLine<Y.maxLine+.5&&(Z.isrest||(K=Math.abs(Z.line-(Y.maxLine+.5)),K=Math.max(K,Z.stemMin),Z.minLine=Z.line-K,Z.note.setStemLength(K*10))),Z.isrest&&!q.isrest&&!Y.isrest&&(q.minLine<=Z.maxLine||Z.minLine<=Y.maxLine)){const Q=Z.maxLine-Z.minLine,te=q.minLine-Y.maxLine;return Q<te?centerRest(Z,q,Y):(J=U+3,Z.note.setXShift(J)),!0}return q.isrest&&Z.isrest&&Y.isrest?(shiftRestVertical(q,Z,1),shiftRestVertical(Y,Z,-1),!0):(Z.isrest&&q.isrest&&Z.minLine<=Y.maxLine&&shiftRestVertical(Z,Y,1),Z.isrest&&Y.isrest&&q.minLine<=Z.maxLine&&shiftRestVertical(Z,q,-1),q.isrest&&q.minLine<=Z.maxLine&&shiftRestVertical(q,Z,1),Y.isrest&&Z.minLine<=Y.maxLine&&shiftRestVertical(Y,Z,-1),(!q.isrest&&!Z.isrest&&q.minLine<=Z.maxLine+.5||!Z.isrest&&!Y.isrest&&Z.minLine<=Y.maxLine)&&(J=U+3,Z.note.setXShift(J)),!0)}static formatByY(B,D){let R=!0;for(let W=0;W<B.length;W++)R=R&&B[W].getStave()!=null;if(!R)throw new Vex.RERR("Stave Missing","All notes must have a stave - Vex.Flow.ModifierContext.formatMultiVoice!");let G=0;for(let W=0;W<B.length-1;W++){let q=B[W],Z=B[W+1];q.maxLine<Z.maxLine&&(q=B[W+1],Z=B[W]);const Y=q.getKeyProps(),U=Z.getKeyProps(),J=.5,K=q.getStave().getYForLine(5-Y[0].line+J);Z.getStave().getYForLine(5-U[U.length-1].line-J)-K<0&&q.voice===Z.voice&&(G=q.getVoiceShiftWidth()+2,Z.setXShift(G))}D.right_shift+=G}static postFormat(B){return B?(B.forEach(D=>D.postFormat()),!0):!1}constructor(B){if(super(B),this.setAttribute("type","StaveNote"),this.keys=B.keys,this.clef=B.clef,this.octave_shift=B.octave_shift,this.beam=null,this.vibrato=null,this.slideNote=null,this.glyph=Flow.getGlyphProps(this.duration,this.noteType),!this.glyph)throw new Vex.RuntimeError("BadArguments",`Invalid note initialization data (No glyph found): ${JSON.stringify(B)}`);this.displaced=!1,this.dot_shiftY=0,this.addDotsCount=0,this.keyProps=[],this.use_default_head_x=!1,this.note_heads=[],this.modifiers=[],Vex.Merge(this.render_options,{glyph_font_scale:B.glyph_font_scale||Flow.DEFAULT_NOTATION_FONT_SCALE,stroke_px:B.stroke_px||StaveNote.DEFAULT_LEDGER_LINE_OFFSET}),this.calculateKeyProps(),this.buildStem(),B.auto_stem?this.autoStem():this.setStemDirection(B.stem_direction),this.reset(),this.buildFlag()}reset(){super.reset();const B=this.note_heads.map(D=>D.getStyle());this.buildNoteHeads(),this.note_heads.forEach((D,R)=>D.setStyle(B[R])),this.stave&&this.note_heads.forEach(D=>D.setStave(this.stave)),this.calcExtraPx()}setBeam(B){return this.beam=B,this.calcExtraPx(),this}setVibrato(B){this.vibrato=B}setSlideNote(B){this.slideNote=B}getCategory(){return StaveNote.CATEGORY}buildStem(){this.setStem(new Stem({hide:!!this.isRest()})),this.stem.id=Vex.Prefix(`${this.getAttribute("id")}-stem`)}buildNoteHeads(){this.note_heads=[];const B=this.getStemDirection(),D=this.getKeys();let R=null,G=null,W=!1,q,Z,Y;B===Stem.UP?(q=0,Z=D.length,Y=1):B===Stem.DOWN&&(q=D.length-1,Z=-1,Y=-1);for(let U=q;U!==Z;U+=Y){const J=this.keyProps[U],K=J.line;R===null?R=K:(G=Math.abs(R-K),G===0||G===.5?W=!W:(W=!1,this.use_default_head_x=!0)),R=K;const Q=new NoteHead({duration:this.duration,note_type:this.noteType,displaced:W,stem_direction:B,custom_glyph_code:J.code,glyph_font_scale:this.render_options.glyph_font_scale,x_shift:J.shift_right,stem_up_x_offset:J.stem_up_x_offset,stem_down_x_offset:J.stem_down_x_offset,line:J.line});this.note_heads[U]=Q}}autoStem(){this.minLine=this.keyProps[0].line,this.maxLine=this.keyProps[this.keyProps.length-1].line;const B=3,R=(this.minLine+this.maxLine)/2<B?Stem.UP:Stem.DOWN;this.setStemDirection(R)}calculateKeyProps(){let B=null;for(let D=0;D<this.keys.length;++D){const R=this.keys[D];this.glyph.rest&&(this.glyph.position=R);const G={octave_shift:this.octave_shift||0},W=Flow.keyProperties(R,this.clef,G);if(!W)throw new Vex.RuntimeError("BadArguments",`Invalid key for note properties: ${R}`);W.key==="R"&&(this.duration==="1"||this.duration==="w"?W.line=4:W.line=3);const q=W.line;B===null?B=q:Math.abs(B-q)===.5&&(this.displaced=!0,W.displaced=!0,this.keyProps.length>0&&(this.keyProps[D-1].displaced=!0)),B=q,this.keyProps.push(W)}B=-1/0,this.keyProps.forEach(D=>{D.line<B&&Vex.W("Unsorted keys in note will be sorted. See https://github.com/0xfe/vexflow/issues/104 for details."),B=D.line}),this.keyProps.sort((D,R)=>D.line-R.line)}getBoundingBox(){if(!this.preFormatted)throw new Vex.RERR("UnformattedNote","Can't call getBoundingBox on an unformatted note.");const{width:B,modLeftPx:D,extraLeftPx:R}=this.getMetrics(),G=this.getAbsoluteX()-D-R;let W=0,q=0;const Z=this.getStave().getSpacingBetweenLines()/2,Y=Z*2;if(this.isRest()){const U=this.ys[0],J=Flow.durationToFraction(this.duration);J.equals(1)||J.equals(2)?(W=U-Z,q=U+Z):(W=U-this.glyph.line_above*Y,q=U+this.glyph.line_below*Y)}else if(this.glyph.stem){const U=this.getStemExtents();U.baseY+=Z*this.stem_direction,W=Math.min(U.topY,U.baseY),q=Math.max(U.topY,U.baseY)}else{W=null,q=null;for(let U=0;U<this.ys.length;++U){const J=this.ys[U];U===0?(W=J,q=J):(W=Math.min(J,W),q=Math.max(J,q))}W-=Z,q+=Z}return new BoundingBox(G,W,B,q-W)}getLineNumber(B){if(!this.keyProps.length)throw new Vex.RERR("NoKeyProps","Can't get bottom note line, because note is not initialized properly.");let D=this.keyProps[0].line;for(let R=0;R<this.keyProps.length;R++){const G=this.keyProps[R].line;B?G>D&&(D=G):G<D&&(D=G)}return D}isRest(){return this.glyph.rest}isChord(){return!this.isRest()&&this.keys.length>1}hasStem(){return this.glyph.stem}hasFlag(){return super.hasFlag()&&!this.isRest()&&this.renderFlag}getStemX(){return this.noteType==="r"?this.getCenterGlyphX():super.getStemX()+getStemAdjustment(this)}getYForTopText(B){const D=this.getStemExtents();return Math.min(this.stave.getYForTopText(B),D.topY-this.render_options.annotation_spacing*(B+1))}getYForBottomText(B){const D=this.getStemExtents();return Math.max(this.stave.getYForTopText(B),D.baseY+this.render_options.annotation_spacing*B)}setStave(B){super.setStave(B);const D=this.note_heads.map(R=>(R.setStave(B),R.getY()));if(this.setYs(D),this.stem){const{y_top:R,y_bottom:G}=this.getNoteHeadBounds();this.stem.setYBounds(R,G)}return this}getKeys(){return this.keys}getKeyProps(){return this.keyProps}isDisplaced(){return this.displaced}setNoteDisplaced(B){return this.displaced=B,this}getTieRightX(){let B=this.getAbsoluteX();return B+=this.getGlyphWidth()+this.x_shift+this.extraRightPx,this.modifierContext&&(B+=this.modifierContext.getExtraRightPx()),B}getTieLeftX(){let B=this.getAbsoluteX();return B+=this.x_shift-this.extraLeftPx,B}getLineForRest(){let B=this.keyProps[0].line;if(this.keyProps.length>1){const D=this.keyProps[this.keyProps.length-1].line,R=Math.max(B,D),G=Math.min(B,D);B=Vex.MidLine(R,G)}return B}getModifierStartXY(B,D,R){if(R=R||{},!this.preFormatted)throw new Vex.RERR("UnformattedNote","Can't call GetModifierStartXY on an unformatted note");if(this.ys.length===0)throw new Vex.RERR("NoYValues","No Y-Values calculated for this note.");const{ABOVE:G,BELOW:W,LEFT:q,RIGHT:Z}=Modifier.Position;let Y=0;return B===q?Y=-1*2:B===Z?(Y=this.getGlyphWidth()+this.x_shift+2,this.stem_direction===Stem.UP&&this.hasFlag()&&(R.forceFlagRight||isInnerNoteIndex(this,D))&&(Y+=this.flag.getMetrics().width)):(B===W||B===G)&&(Y=this.getGlyphWidth()/2),{x:this.getAbsoluteX()+Y,y:this.ys[D]}}setStyle(B){super.setStyle(B),this.note_heads.forEach(D=>D.setStyle(B)),this.stem&&this.stem.setStyle(B)}setStemStyle(B){this.stem&&this.getStem().setStyle(B)}getStemStyle(){return this.stem.getStyle()}setLedgerLineStyle(B){this.ledgerLineStyle=B}getLedgerLineStyle(){return this.ledgerLineStyle}setFlagStyle(B){this.flagStyle=B}getFlagStyle(){return this.flagStyle}setKeyStyle(B,D){return this.note_heads[B].setStyle(D),this}setKeyLine(B,D){return this.keyProps[B].line=D,this.reset(),this}getKeyLine(B){return this.keyProps[B].line}addToModifierContext(B){this.setModifierContext(B);for(let D=0;D<this.modifiers.length;++D)this.modifierContext.addModifier(this.modifiers[D]);return this.modifierContext.addModifier(this),this.setPreFormatted(!1),this}addModifier(B,D){return D.setNote(this),D.setIndex(B),this.modifiers.push(D),this.setPreFormatted(!1),this}addAccidental(B,D){return this.addModifier(B,D)}addArticulation(B,D){return this.addModifier(B,D)}addAnnotation(B,D){return this.addModifier(B,D)}addDot(B){const D=new Dot;return D.setDotShiftY(this.glyph.dot_shiftY),this.addDotsCount++,this.addModifier(B,D)}addDotToAll(){for(let B=0;B<this.keys.length;++B)this.addDot(B);return this}getAccidentals(){return this.modifierContext.getModifiers("accidentals")}getDots(){return this.modifierContext.getModifiers("dots")}getVoiceShiftWidth(){return this.getGlyphWidth()*(this.displaced?2:1)}calcExtraPx(){this.setExtraLeftPx(this.displaced&&this.stem_direction===Stem.DOWN?this.getGlyphWidth():0),this.setExtraRightPx(!this.hasFlag()&&this.displaced&&this.stem_direction===Stem.UP?this.getGlyphWidth():0)}preFormat(){if(this.preFormatted)return;this.modifierContext&&this.modifierContext.preFormat();let B=this.getGlyphWidth()+this.extraLeftPx+this.extraRightPx;this.renderFlag&&this.glyph.flag&&this.beam===null&&this.stem_direction===Stem.UP&&(B+=this.getGlyphWidth()),this.setWidth(B),this.setPreFormatted(!0)}getNoteHeadBounds(){let B=null,D=null,R=null,G=null,W=this.stave.getNumLines(),q=1,Z=!1,Y=!1,U=W,J=q;return this.note_heads.forEach(K=>{const Q=K.getLine(),te=K.getY();(B===null||te<B)&&(B=te),(D===null||te>D)&&(D=te),G===null&&K.isDisplaced()&&(G=K.getAbsoluteX()),R===null&&!K.isDisplaced()&&(R=K.getAbsoluteX()),W=Q>W?Q:W,q=Q<q?Q:q,K.isDisplaced()?(Z=Z===!1?Q:Math.max(Q,Z),Y=Y===!1?Q:Math.min(Q,Y)):(U=Math.max(Q,U),J=Math.min(Q,J))},this),{y_top:B,y_bottom:D,displaced_x:G,non_displaced_x:R,highest_line:W,lowest_line:q,highest_displaced_line:Z,lowest_displaced_line:Y,highest_non_displaced_line:U,lowest_non_displaced_line:J}}getNoteHeadBeginX(){return this.getAbsoluteX()+this.x_shift}getNoteHeadEndX(){return this.getNoteHeadBeginX()+this.getGlyphWidth()}drawLedgerLines(){const{stave:B,glyph:D,render_options:{stroke_px:R},context:G}=this,W=D.getWidth()+R*2,q=2*(D.getWidth()+R)-Stem.WIDTH/2;if(this.isRest())return;if(!G)throw new Vex.RERR("NoCanvasContext","Can't draw without a canvas context.");const{highest_line:Z,lowest_line:Y,highest_displaced_line:U,highest_non_displaced_line:J,lowest_displaced_line:K,lowest_non_displaced_line:Q,displaced_x:te,non_displaced_x:re}=this.getNoteHeadBounds(),se=Math.min(te,re),ie=(le,ue,ce)=>{let de;ce&&ue?de=se-R:ue?de=re-R:de=te-R;const ve=ue&&ce?q:W;G.beginPath(),G.moveTo(de,le),G.lineTo(de+ve,le),G.stroke()},ae={...B.getStyle()||{},...this.getLedgerLineStyle()||{}};this.applyStyle(G,ae);for(let le=6;le<=Z;++le){const ue=re!==null&&le<=J,ce=te!==null&&le<=U;ie(B.getYForNote(le),ue,ce)}for(let le=0;le>=Y;--le){const ue=re!==null&&le>=Q,ce=te!==null&&le>=K;ie(B.getYForNote(le),ue,ce)}this.restoreStyle(G,ae)}drawVibrato(){if(this.vibrato){const B=this.context,D=this.vibrato.getNoteHeadEndX()+2;let{y_bottom:R}=this.vibrato.getNoteHeadBounds(),{y_top:G}=this.getNoteHeadBounds();const W=R<G?1:-1;let q=Math.abs(this.getNoteHeadBeginX()-5-D),Z=Math.abs(G-R);(this.duration==="w"||this.vibrato.stave.y!==this.stave.y)&&(q=this.vibrato.stave.getNoteEndX()-5-D),this.vibrato.stave.y!==this.stave.y&&(Z=0),B.openGroup("vibrato"),StaveNote.renderVibrato(this.context,D,R,{harsh:!0,width:q,height:Z,wave_height:6,wave_width:4,wave_girth:4,stem_direction:W}),B.closeGroup()}}drawSlide(){if(this.slideNote){const B=this.context,D=this.slideNote.getNoteHeadEndX()+2;let{y_bottom:R}=this.slideNote.getNoteHeadBounds(),G=this.getNoteHeadBeginX()-4,{y_top:W}=this.getNoteHeadBounds();(this.duration==="w"||this.slideNote.stave.y!==this.stave.y)&&(G=this.slideNote.stave.getNoteEndX()-2),B.openGroup("slide"),StaveNote.renderSlideNote(B,D,R,G,W),B.closeGroup()}}drawModifiers(){if(!this.context)throw new Vex.RERR("NoCanvasContext","Can't draw without a canvas context.");const B=this.context;B.openGroup("modifiers");for(let D=0;D<this.modifiers.length;D++){const R=this.modifiers[D],G=this.note_heads[R.getIndex()],W=G.getStyle();if(!(this.isRest()&&R.getCategory()==="articulations")&&!(R.note&&R.note.DYMusicScoreType=="jianpu"&&R.getAttribute("type")==="Dot"&&!R.note.formatterMetrics.duration)){if(R.note&&R.note.DYMusicScoreType=="jianpu"&&R.getAttribute("type")==="Dot")try{R.note.getModifierStartXY(R.position,0,{forceFlagRight:!0}).x-R.note.x<9&&(R.x_shift+=7)}catch(q){console.log("\u{1F680} ~ error:",q)}G.applyStyle(B,W),R.setContext(B),R.drawWithStyle(),G.restoreStyle(B,W)}}B.closeGroup(),this.drawVibrato(),this.drawSlide()}drawFlag(){const{stem:B,beam:D,context:R}=this;if(!R)throw new Vex.RERR("NoCanvasContext","Can't draw without a canvas context.");const G=D===null&&this.renderFlag;if(this.getGlyph().flag&&G){const{y_top:q,y_bottom:Z}=this.getNoteHeadBounds(),Y=B.getHeight(),U=this.getStemX();let J=this.getStemDirection()===Stem.DOWN?q-Y+2:Z-Y-2;if(B&&!D){const K=this.keyProps[0].line;(K>6.5||K<-.5)&&(J=J+(K>6.5?(K-6.5)*10:(K+.5)*10))}R.openGroup("flag",null,{pointerBBox:!0}),this.applyStyle(R,this.getFlagStyle()||!1),this.flag.render(R,U,J),this.restoreStyle(R,this.getFlagStyle()||!1),R.closeGroup()}}drawNoteHeads(){this.note_heads.forEach(B=>{this.context.openGroup("notehead",null,{pointerBBox:!0});try{if(this.isRest()&&this.duration==="w"){const D=this.stave.options.line_config.filter(G=>G.visible).length;this.keyProps[0].line===4&&D<5&&B.setY(B.getY()+10),D===1&&B.setLine(3)}}catch{}B.setContext(this.context).draw(),this.context.closeGroup()})}drawStem(B){if(!this.context)throw new Vex.RERR("NoCanvasContext","Can't draw without a canvas context.");B&&this.setStem(new Stem(B)),this.stem.id=Vex.Prefix(`${this.getAttribute("id")}-stem`),this.stem&&(this.context.openGroup("stem",null,{pointerBBox:!0}),this.stem.setContext(this.context).draw(),this.context.closeGroup())}draw(){if(!this.context)throw new Vex.RERR("NoCanvasContext","Can't draw without a canvas context.");if(!this.stave)throw new Vex.RERR("NoStave","Can't draw without a stave.");if(this.ys.length===0)throw new Vex.RERR("NoYValues","Can't draw note without Y values.");const B=this.stave.getLines();if(B===2||B===3||B===4)for(let G=0;G<this.note_heads.length;G++)if(this.isRest())B===2&&(this.duration==="q"?this.note_heads[G].setLine(2):this.duration==="w"?this.note_heads[G].setLine(4):this.duration==="h"?this.note_heads[G].setLine(2.5):this.note_heads[G].setLine(2));else{let W=B===2?2:B===3?.65:.3,q=this.note_heads[G].line;this.note_heads[G].setLine(q+W)}const D=this.getNoteHeadBeginX(),R=this.hasStem()&&!this.beam;if(this.note_heads.forEach(G=>G.setX(D)),this.stem){let G=this.getStemX();const W=this.keyProps[0].line;(W>6.5||W<-.5)&&(this.beam||(this.stem.renderHeightAdjustment=W>6.5?(W-6.5)*10:Math.abs(W+.5)*10)),this.stem.setNoteHeadXBounds(G,G)}L$h("Rendering ",this.isChord()?"chord :":"note :",this.keys),this.drawLedgerLines(),this.applyStyle(),this.setAttribute("el",this.context.openGroup("stavenote",this.getAttribute("id"))),this.context.openGroup("note",null,{pointerBBox:!0}),R&&this.drawStem(),this.drawNoteHeads(),this.drawFlag(),this.context.closeGroup(),this.drawModifiers(),this.context.closeGroup(),this.restoreStyle(),this.setRendered()}}class FretHandFinger extends Modifier{static get CATEGORY(){return"frethandfinger"}static format(B,D){const{left_shift:R,right_shift:G}=D,W=1;if(!B||B.length===0)return!1;const q=[];let Z=null,Y=0,U=0;for(let ie=0;ie<B.length;++ie){const ae=B[ie],le=ae.getNote(),ue=ae.getPosition(),ce=le.getKeyProps()[ae.getIndex()];if(le!==Z){for(let de=0;de<le.keys.length;++de){const ve=le.getKeyProps()[de];R===0&&(Y=ve.displaced?le.getExtraLeftPx():Y),G===0&&(U=ve.displaced?le.getExtraRightPx():U)}Z=le}q.push({note:le,num:ae,pos:ue,line:ce.line,shiftL:Y,shiftR:U})}q.sort((ie,ae)=>ae.line-ie.line);let J=0,K=0,Q=0,te=0,re=null,se=null;for(let ie=0;ie<q.length;++ie){let ae=0;const{note:le,pos:ue,num:ce,line:de,shiftL:ve,shiftR:he}=q[ie];(de!==re||le!==se)&&(J=R+ve,K=G+he);const me=ce.getWidth()+W;ue===Modifier.Position.LEFT?(ce.setXShift(R+J),ae=R+me,Q=ae>Q?ae:Q):ue===Modifier.Position.RIGHT&&(ce.setXShift(K),ae=U+me,te=ae>te?ae:te),re=de,se=le}return D.left_shift+=Q,D.right_shift+=te,!0}constructor(B){super(),this.setAttribute("type","FretHandFinger"),this.note=null,this.index=null,this.finger=B,this.width=7,this.position=Modifier.Position.LEFT,this.x_shift=0,this.y_shift=0,this.x_offset=0,this.y_offset=0,this.font={family:"sans-serif",size:9,weight:"bold"}}getCategory(){return FretHandFinger.CATEGORY}setFretHandFinger(B){return this.finger=B,this}setOffsetX(B){return this.x_offset=B,this}setOffsetY(B){return this.y_offset=B,this}draw(){if(this.checkContext(),!this.note||this.index==null)throw new Vex.RERR("NoAttachedNote","Can't draw string number without a note and index.");this.setRendered();const B=this.context,D=this.note.getModifierStartXY(this.position,this.index);let R=D.x+this.x_shift+this.x_offset,G=D.y+this.y_shift+this.y_offset+5;switch(this.position){case Modifier.Position.ABOVE:R-=4,G-=12;break;case Modifier.Position.BELOW:R-=2,G+=10;break;case Modifier.Position.LEFT:R-=this.width;break;case Modifier.Position.RIGHT:R+=1;break;default:throw new Vex.RERR("InvalidPostion",`The position ${this.position} does not exist`)}B.save(),B.setFont(this.font.family,this.font.size,this.font.weight),B.fillText(""+this.finger,R,G),B.restore()}}class Music{static get NUM_TONES(){return 12}static get roots(){return["c","d","e","f","g","a","b"]}static get root_values(){return[0,2,4,5,7,9,11]}static get root_indices(){return{c:0,d:1,e:2,f:3,g:4,a:5,b:6}}static get canonical_notes(){return["c","c#","d","d#","e","f","f#","g","g#","a","a#","b"]}static get diatonic_intervals(){return["unison","m2","M2","m3","M3","p4","dim5","p5","m6","M6","b7","M7","octave"]}static get diatonic_accidentals(){return{unison:{note:0,accidental:0},m2:{note:1,accidental:-1},M2:{note:1,accidental:0},m3:{note:2,accidental:-1},M3:{note:2,accidental:0},p4:{note:3,accidental:0},dim5:{note:4,accidental:-1},p5:{note:4,accidental:0},m6:{note:5,accidental:-1},M6:{note:5,accidental:0},b7:{note:6,accidental:-1},M7:{note:6,accidental:0},octave:{note:7,accidental:0}}}static get intervals(){return{u:0,unison:0,m2:1,b2:1,min2:1,S:1,H:1,2:2,M2:2,maj2:2,T:2,W:2,m3:3,b3:3,min3:3,M3:4,3:4,maj3:4,4:5,p4:5,"#4":6,b5:6,aug4:6,dim5:6,5:7,p5:7,"#5":8,b6:8,aug5:8,6:9,M6:9,maj6:9,b7:10,m7:10,min7:10,dom7:10,M7:11,maj7:11,8:12,octave:12}}static get scales(){return{major:[2,2,1,2,2,2,1],dorian:[2,1,2,2,2,1,2],mixolydian:[2,2,1,2,2,1,2],minor:[2,1,2,2,1,2,2]}}static get scaleTypes(){return{M:Music.scales.major,m:Music.scales.minor}}static get accidentals(){return["bb","b","n","#","##"]}static get noteValues(){return{c:{root_index:0,int_val:0},cn:{root_index:0,int_val:0},"c#":{root_index:0,int_val:1},"c##":{root_index:0,int_val:2},cb:{root_index:0,int_val:11},cbb:{root_index:0,int_val:10},d:{root_index:1,int_val:2},dn:{root_index:1,int_val:2},"d#":{root_index:1,int_val:3},"d##":{root_index:1,int_val:4},db:{root_index:1,int_val:1},dbb:{root_index:1,int_val:0},e:{root_index:2,int_val:4},en:{root_index:2,int_val:4},"e#":{root_index:2,int_val:5},"e##":{root_index:2,int_val:6},eb:{root_index:2,int_val:3},ebb:{root_index:2,int_val:2},f:{root_index:3,int_val:5},fn:{root_index:3,int_val:5},"f#":{root_index:3,int_val:6},"f##":{root_index:3,int_val:7},fb:{root_index:3,int_val:4},fbb:{root_index:3,int_val:3},g:{root_index:4,int_val:7},gn:{root_index:4,int_val:7},"g#":{root_index:4,int_val:8},"g##":{root_index:4,int_val:9},gb:{root_index:4,int_val:6},gbb:{root_index:4,int_val:5},a:{root_index:5,int_val:9},an:{root_index:5,int_val:9},"a#":{root_index:5,int_val:10},"a##":{root_index:5,int_val:11},ab:{root_index:5,int_val:8},abb:{root_index:5,int_val:7},b:{root_index:6,int_val:11},bn:{root_index:6,int_val:11},"b#":{root_index:6,int_val:0},"b##":{root_index:6,int_val:1},bb:{root_index:6,int_val:10},bbb:{root_index:6,int_val:9}}}isValidNoteValue(B){return!(B==null||B<0||B>=Music.NUM_TONES)}isValidIntervalValue(B){return this.isValidNoteValue(B)}getNoteParts(B){if(!B||B.length<1)throw new Vex.RERR("BadArguments","Invalid note name: "+B);if(B.length>3)throw new Vex.RERR("BadArguments","Invalid note name: "+B);const D=B.toLowerCase(),G=/^([cdefgab])(b|bb|n|#|##)?$/.exec(D);if(G!=null){const W=G[1],q=G[2];return{root:W,accidental:q}}else throw new Vex.RERR("BadArguments","Invalid note name: "+B)}getKeyParts(B){if(!B||B.length<1)throw new Vex.RERR("BadArguments","Invalid key: "+B);const D=B.toLowerCase(),G=/^([cdefgab])(b|#)?(mel|harm|m|M)?$/.exec(D);if(G!=null){const W=G[1],q=G[2];let Z=G[3];return Z||(Z="M"),{root:W,accidental:q,type:Z}}else throw new Vex.RERR("BadArguments",`Invalid key: ${B}`)}getNoteValue(B){const D=Music.noteValues[B];if(D==null)throw new Vex.RERR("BadArguments",`Invalid note name: ${B}`);return D.int_val}getIntervalValue(B){const D=Music.intervals[B];if(D==null)throw new Vex.RERR("BadArguments",`Invalid interval name: ${B}`);return D}getCanonicalNoteName(B){if(!this.isValidNoteValue(B))throw new Vex.RERR("BadArguments",`Invalid note value: ${B}`);return Music.canonical_notes[B]}getCanonicalIntervalName(B){if(!this.isValidIntervalValue(B))throw new Vex.RERR("BadArguments",`Invalid interval value: ${B}`);return Music.diatonic_intervals[B]}getRelativeNoteValue(B,D,R){if(R==null&&(R=1),R!==1&&R!==-1)throw new Vex.RERR("BadArguments",`Invalid direction: ${R}`);let G=(B+R*D)%Music.NUM_TONES;return G<0&&(G+=Music.NUM_TONES),G}getRelativeNoteName(B,D){const R=this.getNoteParts(B),G=this.getNoteValue(R.root);let W=D-G;if(Math.abs(W)>Music.NUM_TONES-3){let Z=1;W>0&&(Z=-1);const Y=(D+1+(G+1))%Music.NUM_TONES*Z;if(Math.abs(Y)>2)throw new Vex.RERR("BadArguments",`Notes not related: ${B}, ${D})`);W=Y}if(Math.abs(W)>2)throw new Vex.RERR("BadArguments",`Notes not related: ${B}, ${D})`);let q=R.root;if(W>0)for(let Z=1;Z<=W;++Z)q+="#";else if(W<0)for(let Z=-1;Z>=W;--Z)q+="b";return q}getScaleTones(B,D){const R=[B];let G=B;for(let W=0;W<D.length;W+=1)G=this.getRelativeNoteValue(G,D[W]),G!==B&&R.push(G);return R}getIntervalBetween(B,D,R){if(R==null&&(R=1),R!==1&&R!==-1)throw new Vex.RERR("BadArguments",`Invalid direction: ${R}`);if(!this.isValidNoteValue(B)||!this.isValidNoteValue(D))throw new Vex.RERR("BadArguments",`Invalid notes: ${B}, ${D}`);let G=R===1?D-B:B-D;return G<0&&(G+=Music.NUM_TONES),G}createScaleMap(B){const D=this.getKeyParts(B),R=Music.scaleTypes[D.type];let G=D.root;if(D.accidental&&(G+=D.accidental),!R)throw new Vex.RERR("BadArguments","Unsupported key type: "+B);const W=this.getScaleTones(this.getNoteValue(G),R),q=Music.root_indices[D.root],Z={};for(let Y=0;Y<Music.roots.length;++Y){const U=(q+Y)%Music.roots.length,J=Music.roots[U];let K=this.getRelativeNoteName(J,W[Y]);K.length===1&&(K+="n"),Z[J]=K}return Z}}function L$g(...F){Accidental.DEBUG&&Vex.L("Vex.Flow.Accidental",F)}const getGlyphWidth=F=>F.getMetrics().width;class Accidental extends Modifier{static get CATEGORY(){return"accidentals"}static format(B,D){const G=D.left_shift+1,W=3;if(!B||B.length===0)return;const q=[];let Z=null,Y=0,U;for(let le=0;le<B.length;++le){const ue=B[le],ce=ue.getNote(),de=ce.getStave(),ve=ce.getKeyProps()[ue.getIndex()];if(ce!==Z){for(let he=0;he<ce.keys.length;++he)U=ce.getKeyProps()[he],Y=U.displaced?ce.getExtraLeftPx():Y;Z=ce}if(de!==null){const he=de.options.spacing_between_lines_px,me=de.getYForLine(ve.line),be=Math.round(me/he*2)/2;q.push({y:me,line:be,shift:Y,acc:ue,lineSpace:he})}else q.push({line:ve.line,shift:Y,acc:ue})}q.sort((le,ue)=>ue.line-le.line);const J=[];let K=0,Q=null;for(let le=0;le<q.length;le++){const ue=q[le];(Q===null||Q!==ue.line)&&J.push({line:ue.line,flatLine:!0,dblSharpLine:!0,numAcc:0,width:0}),ue.acc.type!=="b"&&ue.acc.type!=="bb"&&(J[J.length-1].flatLine=!1),ue.acc.type!=="##"&&(J[J.length-1].dblSharpLine=!1),J[J.length-1].numAcc++,J[J.length-1].width+=ue.acc.getWidth()+W,K=ue.shift>K?ue.shift:K,Q=ue.line}let te=0;for(let le=0;le<J.length;le++){let ue=!1;const ce=le;let de=le;for(;de+1<J.length&&!ue;)this.checkCollision(J[de],J[de+1])?de++:ue=!0;const ve=ge=>J[ce+ge],he=ge=>ge.map(ve),me=(ge,Te)=>{const[Xe,Se]=he([ge,Te]).map(we=>we.line);return Xe-Se},be=(...ge)=>ge.map(he).every(Te=>!this.checkCollision(...Te)),xe=de-ce+1;let Ae=this.checkCollision(J[ce],J[de])?"a":"b";switch(xe){case 3:Ae==="a"&&me(1,2)===.5&&me(0,1)!==.5&&(Ae="second_on_bottom");break;case 4:be([0,2],[1,3])&&(Ae="spaced_out_tetrachord");break;case 5:Ae==="b"&&be([1,3])&&(Ae="spaced_out_pentachord",be([0,2],[2,4])&&(Ae="very_spaced_out_pentachord"));break;case 6:be([0,3],[1,4],[2,5])&&(Ae="spaced_out_hexachord"),be([0,2],[2,4],[1,3],[3,5])&&(Ae="very_spaced_out_hexachord");break}let Pe,ze;if(xe>=7){let ge=2,Te=!0;for(;Te===!0;){Te=!1;for(let Xe=0;Xe+ge<J.length;Xe++)if(this.checkCollision(J[Xe],J[Xe+ge])){Te=!0,ge++;break}}for(Pe=le;Pe<=de;Pe++)ze=(Pe-le)%ge+1,J[Pe].column=ze,te=te>ze?te:ze}else for(Pe=le;Pe<=de;Pe++)ze=Flow.accidentalColumnsTable[xe][Ae][Pe-le],J[Pe].column=ze,te=te>ze?te:ze;le=de}const re=[],se=[];for(let le=0;le<=te;le++)re[le]=0,se[le]=0;re[0]=K+G,se[0]=K+G,J.forEach(le=>{le.width>re[le.column]&&(re[le.column]=le.width)});for(let le=1;le<re.length;le++)se[le]=re[le]+se[le-1];const ie=se[se.length-1];let ae=0;J.forEach(le=>{let ue=0;const ce=ae+le.numAcc;for(ae;ae<ce;ae++){const de=se[le.column-1]+ue;q[ae].acc.setXShift(de),ue+=q[ae].acc.getWidth()+W,L$g("Line, accCount, shift: ",le.line,ae,de)}}),D.left_shift+=ie}static checkCollision(B,D){let R=D.line-B.line,G=3;R>0?(G=D.flatLine||D.dblSharpLine?2.5:3,B.dblSharpLine&&(R-=.5)):(G=B.flatLine||B.dblSharpLine?2.5:3,D.dblSharpLine&&(R-=.5));const W=Math.abs(R)<G;return L$g("Line_1, Line_2, Collision: ",B.line,D.line,W),W}static applyAccidentals(B,D){const R=[],G={};B.forEach(Z=>{const Y=new Fraction(0,1);Z.getTickables().forEach(J=>{if(J.shouldIgnoreTicks())return;const K=G[Y.value()];K?K.push(J):(R.push(Y.value()),G[Y.value()]=[J]),Y.add(J.getTicks())})});const W=new Music;D||(D="C");const q=W.createScaleMap(D);R.forEach(Z=>{const Y=G[Z],U=[],J=K=>{K.isRest()||K.shouldIgnoreTicks()||(K.keys.forEach((Q,te)=>{const re=W.getNoteParts(Q.split("/")[0]),se=re.accidental||"n",ie=re.root+se,ae=q[re.root]===ie,le=U.indexOf(ie)>-1;if(!ae||ae&&le){q[re.root]=ie;const ue=new Accidental(se);K.addAccidental(te,ue),U.push(ie)}}),K.getModifiers().forEach(Q=>{Q.getCategory()==="gracenotegroups"&&Q.getGraceNotes().forEach(J)}))};Y.forEach(J)})}constructor(B=null){if(super(),this.setAttribute("type","Accidental"),L$g("New accidental: ",B),this.note=null,this.index=null,this.type=B,this.position=Modifier.Position.LEFT,this.render_options={font_scale:38,stroke_px:3,parenLeftPadding:2,parenRightPadding:2},this.accidental=Flow.accidentalCodes(this.type),!this.accidental)throw new Vex.RERR("ArgumentError",`Unknown accidental type: ${B}`);this.cautionary=!1,this.parenLeft=null,this.parenRight=null,this.reset()}reset(){const B=this.render_options.font_scale;this.glyph=new Glyph(this.accidental.code,B),this.glyph.setOriginX(1),this.cautionary&&(this.parenLeft=new Glyph(Flow.accidentalCodes("{").code,B),this.parenRight=new Glyph(Flow.accidentalCodes("}").code,B),this.parenLeft.setOriginX(1),this.parenRight.setOriginX(1))}getCategory(){return Accidental.CATEGORY}getWidth(){const B=this.cautionary?getGlyphWidth(this.parenLeft)+getGlyphWidth(this.parenRight)+this.render_options.parenLeftPadding+this.render_options.parenRightPadding:0;return getGlyphWidth(this.glyph)+B}setNote(B){if(!B)throw new Vex.RERR("ArgumentError",`Bad note value: ${B}`);this.note=B,this.note.getCategory()==="gracenotes"&&(this.render_options.font_scale=25,this.reset())}setAsCautionary(){return this.cautionary=!0,this.render_options.font_scale=28,this.reset(),this}draw(){const{context:B,type:D,position:R,note:G,index:W,cautionary:q,x_shift:Z,y_shift:Y,glyph:U,parenLeft:J,parenRight:K,render_options:{parenLeftPadding:Q,parenRightPadding:te}}=this;if(this.checkContext(),!(G&&W!=null))throw new Vex.RERR("NoAttachedNote","Can't draw accidental without a note and index.");const re=G.getModifierStartXY(R,W);let se=re.x+Z;const ie=re.y+Y;L$g("Rendering: ",D,se,ie),q?(K.render(B,se,ie),se-=getGlyphWidth(K),se-=te,se-=this.accidental.parenRightPaddingAdjustment,U.render(B,se,ie),se-=getGlyphWidth(U),se-=Q,J.render(B,se,ie)):U.render(B,se,ie),this.setRendered()}}class NoteSubGroup$1 extends Modifier{static get CATEGORY(){return"notesubgroup"}static format(B,D){if(!B||B.length===0)return!1;let R=0;for(let G=0;G<B.length;++G){const W=B[G];W.preFormat(),R+=W.getWidth()}return D.left_shift+=R,!0}constructor(B){return super(),this.setAttribute("type","NoteSubGroup"),this.note=null,this.index=null,this.position=Modifier.Position.LEFT,this.subNotes=B,this.subNotes.forEach(D=>{D.ignore_ticks=!1}),this.width=0,this.preFormatted=!1,this.formatter=new Formatter,this.voice=new Voice$1({num_beats:4,beat_value:4,resolution:Flow.RESOLUTION}).setStrict(!1),this.voice.addTickables(this.subNotes),this}getCategory(){return NoteSubGroup$1.CATEGORY}preFormat(){this.preFormatted||(this.formatter.joinVoices([this.voice]).format([this.voice],0),this.setWidth(this.formatter.getMinTotalWidth()),this.preFormatted=!0)}setNote(B){this.note=B}setWidth(B){this.width=B}getWidth(){return this.width}draw(){this.checkContext();const B=this.getNote();if(!(B&&this.index!==null))throw new Vex.RuntimeError("NoAttachedNote","Can't draw notes without a parent note and parent note index.");this.setRendered(),this.alignSubNotesWithNote(this.subNotes,B),this.subNotes.forEach(D=>D.setContext(this.context).drawWithStyle())}}class StaveTie extends Element$1{constructor(B,D){super(),this.setAttribute("type","StaveTie"),this.notes=B,this.context=null,this.text=D,this.direction=null,this.render_options={cp1:8,cp2:12,text_shift_x:0,first_x_shift:0,last_x_shift:0,y_shift:7,tie_spacing:0,font:{family:"Arial",size:15,style:""}},this.font=this.render_options.font,this.setNotes(B)}setFont(B){return this.font=B,this}setDirection(B){return this.direction=B,this}setNotes(B){if(!B.first_note&&!B.last_note)throw new Vex.RuntimeError("BadArguments","Tie needs to have either first_note or last_note set.");if(B.first_indices||(B.first_indices=[0]),B.last_indices||(B.last_indices=[0]),B.first_indices.length!==B.last_indices.length)throw new Vex.RuntimeError("BadArguments","Tied notes must have similar index sizes");return this.first_note=B.first_note,this.first_indices=B.first_indices,this.last_note=B.last_note,this.last_indices=B.last_indices,this}isPartial(){return!this.first_note||!this.last_note}renderTie(B){if(B.first_ys.length===0||B.last_ys.length===0)throw new Vex.RERR("BadArguments","No Y-values to render");const D=this.context;let R=this.render_options.cp1,G=this.render_options.cp2;Math.abs(B.last_x_px-B.first_x_px)<10&&(R=2,G=8);const W=this.render_options.first_x_shift,q=this.render_options.last_x_shift,Z=this.render_options.y_shift*B.direction;for(let Y=0;Y<this.first_indices.length;++Y){const U=(B.last_x_px+q+(B.first_x_px+W))/2;let J=B.first_ys[this.first_indices[Y]]+Z,K=B.last_ys[this.last_indices[Y]]+Z;if(isNaN(J)||isNaN(K))throw new Vex.RERR("BadArguments","Bad indices for tie rendering.");const Q=(J+K)/2+R*B.direction,te=(J+K)/2+G*B.direction;let re=J>Q&&Math.abs(J-Q)<10?-6:0;if(this.first_note&&this.first_note.DYMusicScoreType==="jianpu"){if(this.getAttribute("type")==="TabTie")continue;J<Q&&(re=-15),J!=K&&(J=K=Math.max(J,K))}let se;this.first_note&&(se=this.first_note.getAttribute("id")+"-tie"),this.setAttribute("el",D.openGroup("stavetie",se)),D.beginPath(),D.moveTo(B.first_x_px+W,J+re),D.quadraticCurveTo(U,Q+re*2.3,B.last_x_px+q,K+re),D.quadraticCurveTo(U,te+re*2.3,B.first_x_px+W,J+re),D.closePath(),D.fill(),D.closeGroup()}}renderText(B,D){if(!this.text)return;let R=(B+D)/2;R-=this.context.measureText(this.text).width/2;let G=0;this.first_note&&this.first_note.DYMusicScoreType==="jianpu"&&(G=2),this.context.save(),this.context.setFont(this.font.family,this.font.size,this.font.style),this.context.fillText(this.text,R+this.render_options.text_shift_x,(this.first_note||this.last_note).getStave().getYForTopText()-1+G),this.context.restore()}draw(){this.checkContext(),this.setRendered();const B=this.first_note,D=this.last_note;let R,G,W,q,Z;return B?(R=B.getTieRightX()+this.render_options.tie_spacing,Z=B.getStemDirection(),W=B.getYs()):(R=D.getStave().getTieStartX(),W=D.getYs(),this.first_indices=this.last_indices),D?(G=D.getTieLeftX()+this.render_options.tie_spacing,Z=D.getStemDirection(),q=D.getYs(),D.attrs.type==="GraceNote"&&(G+=5,R-=15)):(G=B.getStave().getTieEndX(),q=B.getYs(),this.last_indices=this.first_indices),this.direction&&(Z=this.direction),this.renderTie({first_x_px:R,last_x_px:G,first_ys:W,last_ys:q,direction:Z}),this.renderText(R,G),!0}}class TabTie extends StaveTie{static createHammeron(B){return new TabTie(B,"H")}static createPulloff(B){return new TabTie(B,"P")}constructor(B,D){super(B,D),this.setAttribute("type","TabTie"),this.render_options.cp1=9,this.render_options.cp2=11,this.render_options.y_shift=3,this.setNotes(B)}draw(){this.checkContext(),this.setRendered();const B=this.first_note,D=this.last_note;let R,G,W,q;return B?(R=B.getTieRightX()+this.render_options.tie_spacing,W=B.getYs()):(R=D.getStave().getTieStartX(),W=D.getYs(),this.first_indices=this.last_indices),D?(G=D.getTieLeftX()+this.render_options.tie_spacing,q=D.getYs()):(G=B.getStave().getTieEndX(),q=B.getYs(),this.last_indices=this.first_indices),this.renderTie({first_x_px:R,last_x_px:G,first_ys:W,last_ys:q,direction:-1}),this.renderText(R,G),!0}}function L$f(...F){GraceNoteGroup.DEBUG&&Vex.L("Vex.Flow.GraceNoteGroup",F)}class GraceNoteGroup extends Modifier{static get CATEGORY(){return"gracenotegroups"}static format(B,D){if(!B||B.length===0)return!1;const W=[];let q=null,Z=0;for(let J=0;J<B.length;++J){const K=B[J],Q=K.getNote(),te=Q.getCategory()===StaveNote.CATEGORY,re=te?4:0;if(te&&Q!==q){for(let se=0;se<Q.keys.length;++se)Z=Q.getKeyProps()[se].displaced?Q.getExtraLeftPx():Z;q=Q}W.push({shift:Z,gracenote_group:K,spacing:re})}let Y=W[0].shift,U;for(let J=0;J<W.length;++J){const K=W[J].gracenote_group;K.preFormat(),U=K.getWidth()+W[J].spacing,Y=Math.max(U,Y)}for(let J=0;J<W.length;++J){const K=W[J].gracenote_group;U=K.getWidth()+W[J].spacing,K.setSpacingFromNextModifier(Y-Math.min(U,Y))}return D.left_shift+=Y,!0}constructor(B,D){return super(),this.setAttribute("type","GraceNoteGroup"),this.note=null,this.index=null,this.position=Modifier.Position.LEFT,this.grace_notes=B,this.width=0,this.preFormatted=!1,this.show_slur=D,this.slur=null,this.formatter=new Formatter,this.voice=new Voice$1({num_beats:4,beat_value:4,resolution:Flow.RESOLUTION}).setStrict(!1),this.render_options={slur_y_shift:0},this.beams=[],this.voice.addTickables(this.grace_notes),this}getCategory(){return GraceNoteGroup.CATEGORY}preFormat(){this.preFormatted||(this.formatter.joinVoices([this.voice]).format([this.voice],0),this.setWidth(this.formatter.getMinTotalWidth()),this.preFormatted=!0)}beamNotes(B){if(B=B||this.grace_notes,B.length>1){const D=new Beam$1(B);D.render_options.beam_width=3,D.render_options.partial_beam_length=4,this.beams.push(D)}return this}setNote(B){this.note=B}setWidth(B){this.width=B}getWidth(){return this.width}getGraceNotes(){return this.grace_notes}draw(){this.checkContext();const B=this.getNote();if(L$f("Drawing grace note group for:",B),!(B&&this.index!==null))throw new Vex.RuntimeError("NoAttachedNote","Can't draw grace note without a parent note and parent note index.");if(this.setRendered(),this.alignSubNotesWithNote(this.getGraceNotes(),B),this.grace_notes.forEach(D=>{D.setContext(this.context).draw()}),this.beams.forEach(D=>{D.setContext(this.context).draw()}),this.show_slur){const D=this.getNote().getCategory()===StaveNote.CATEGORY,R=D?StaveTie:TabTie;this.slur=new R({last_note:this.grace_notes[0],first_note:B,first_indices:[0],last_indices:[0]}),this.slur.render_options.cp2=12,this.slur.render_options.y_shift=(D?7:5)+this.render_options.slur_y_shift,this.slur.setContext(this.context).draw()}}}class Stroke extends Modifier{static get CATEGORY(){return"strokes"}static get Type(){return{BRUSH_DOWN:1,BRUSH_UP:2,ROLL_DOWN:3,ROLL_UP:4,RASQUEDO_DOWN:5,RASQUEDO_UP:6,ARPEGGIO_DIRECTIONLESS:7}}static format(B,D){const R=D.left_shift,G=0;if(!B||B.length===0)return this;const W=B.map(Y=>{const U=Y.getNote();if(U instanceof StaveNote){const{line:J,displaced:K}=U.getKeyProps()[Y.getIndex()],Q=K?U.getExtraLeftPx():0;return{line:J,shift:Q,stroke:Y}}else{const{str:J}=U.getPositions()[Y.getIndex()];return{line:J,shift:0,stroke:Y}}}),q=R,Z=W.reduce((Y,{stroke:U,shift:J})=>(U.setXShift(q+J),Math.max(U.getWidth()+G,Y)),0);return D.left_shift+=Z,!0}constructor(B,D){super(),this.setAttribute("type","Stroke"),this.note=null,this.options=Vex.Merge({},D),this.all_voices="all_voices"in this.options?this.options.all_voices:!0,this.note_end=null,this.index=null,this.type=B,this.position=Modifier.Position.LEFT,this.render_options={font_scale:38,stroke_px:3,stroke_spacing:10},this.font={family:"serif",size:10,weight:"bold italic"},this.setXShift(0),this.setWidth(10)}getCategory(){return Stroke.CATEGORY}getPosition(){return this.position}addEndNote(B){return this.note_end=B,this}draw(){if(this.checkContext(),this.setRendered(),!(this.note&&this.index!=null))throw new Vex.RERR("NoAttachedNote","Can't draw stroke without a note and index.");const B=this.note.getModifierStartXY(this.position,this.index);let D=this.note.getYs(),R=B.y,G=B.y;const W=B.x-5,q=this.note.stave.options.spacing_between_lines_px,Z=this.getModifierContext().getModifiers(this.note.getCategory());for(let te=0;te<Z.length;te++){D=Z[te].getYs();for(let re=0;re<D.length;re++)(this.note===Z[te]||this.all_voices)&&(R=Vex.Min(R,D[re]),G=Vex.Max(G,D[re]))}let Y,U,J,K,Q;switch(this.type){case Stroke.Type.BRUSH_DOWN:Y="vc3",U=-3,J=R-q/2+10,G+=q/2;break;case Stroke.Type.BRUSH_UP:Y="v11",U=.5,J=G+q/2,R-=q/2;break;case Stroke.Type.ROLL_DOWN:case Stroke.Type.RASQUEDO_DOWN:Y="vc3",U=-3,K=this.x_shift+U-2,this.note instanceof StaveNote?(R+=1.5*q,(G-R)%2!==0?G+=.5*q:G+=q,J=R-q,Q=G+q+2):(R+=1.5*q,G+=q,J=R-.75*q,Q=G+.25*q);break;case Stroke.Type.ROLL_UP:case Stroke.Type.RASQUEDO_UP:Y="v52",U=-4,K=this.x_shift+U-1,this.note instanceof StaveNote?(J=q/2,R+=.5*q,(G-R)%2===0&&(G+=q/2),J=G+.5*q,Q=R-1.25*q):(R+=.25*q,G+=.5*q,J=G+.25*q,Q=R-q);break;case Stroke.Type.ARPEGGIO_DIRECTIONLESS:R+=.5*q,G+=q;break;default:throw new Vex.RERR("InvalidType",`The stroke type ${this.type} does not exist`)}if(this.type===Stroke.Type.BRUSH_DOWN||this.type===Stroke.Type.BRUSH_UP)this.context.fillRect(W+this.x_shift,R,1,G-R);else if(this.note instanceof StaveNote)for(let te=R;te<=G;te+=q)Glyph.renderGlyph(this.context,W+this.x_shift-4,te,this.render_options.font_scale,"va3");else{let te;for(te=R;te<=G;te+=10)Glyph.renderGlyph(this.context,W+this.x_shift-4,te,this.render_options.font_scale,"va3");this.type===Stroke.Type.RASQUEDO_DOWN&&(Q=te+.25*q)}this.type!==Stroke.Type.ARPEGGIO_DIRECTIONLESS&&(Glyph.renderGlyph(this.context,W+this.x_shift+U,J,this.render_options.font_scale,Y),(this.type===Stroke.Type.RASQUEDO_DOWN||this.type===Stroke.Type.RASQUEDO_UP)&&(this.context.save(),this.context.setFont(this.font.family,this.font.size,this.font.weight),this.context.fillText("R",W+K,Q),this.context.restore()))}}class StringNumber extends Modifier{static get CATEGORY(){return"stringnumber"}static format(B,D){const R=D.left_shift,G=D.right_shift,W=1;if(!B||B.length===0)return this;const q=[];let Z=null,Y=0,U=0,J,K,Q,te,re;for(J=0;J<B.length;++J)for(K=B[J],Q=K.getNote(),J=0;J<B.length;++J){K=B[J],Q=K.getNote(),te=K.getPosition();const ce=Q.getKeyProps()[K.getIndex()];if(Q!==Z){for(let de=0;de<Q.keys.length;++de)re=Q.getKeyProps()[de],R===0&&(Y=re.displaced?Q.getExtraLeftPx():Y),G===0&&(U=re.displaced?Q.getExtraRightPx():U);Z=Q}q.push({pos:te,note:Q,num:K,line:ce.line,shiftL:Y,shiftR:U})}q.sort((ce,de)=>de.line-ce.line);let se=0,ie=0,ae=0,le=null,ue=null;for(J=0;J<q.length;++J){let ce=0;Q=q[J].note,te=q[J].pos,K=q[J].num;const de=q[J].line;q[J].shiftL;const ve=q[J].shiftR;(de!==le||Q!==ue)&&(se=G+ve);const he=K.getWidth()+W;te===Modifier.Position.LEFT?(K.setXShift(R),ce=Y+he,ie=ce>ie?ce:ie):te===Modifier.Position.RIGHT&&(K.setXShift(se),ce+=he,ae=ce>ae?ce:ae),le=de,ue=Q}return D.left_shift+=ie,D.right_shift+=ae,!0}constructor(B){super(),this.setAttribute("type","StringNumber"),this.note=null,this.last_note=null,this.index=null,this.string_number=B,this.setWidth(20),this.position=Modifier.Position.ABOVE,this.x_shift=0,this.y_shift=0,this.x_offset=0,this.y_offset=0,this.dashed=!0,this.leg=Renderer.LineEndType.NONE,this.radius=8,this.font={family:"sans-serif",size:10,weight:"bold"}}getCategory(){return StringNumber.CATEGORY}getNote(){return this.note}setNote(B){return this.note=B,this}getIndex(){return this.index}setIndex(B){return this.index=B,this}setLineEndType(B){return B>=Renderer.LineEndType.NONE&&B<=Renderer.LineEndType.DOWN&&(this.leg=B),this}setStringNumber(B){return this.string_number=B,this}setOffsetX(B){return this.x_offset=B,this}setOffsetY(B){return this.y_offset=B,this}setLastNote(B){return this.last_note=B,this}setDashed(B){return this.dashed=B,this}draw(){const B=this.checkContext();if(!(this.note&&this.index!=null))throw new Vex.RERR("NoAttachedNote","Can't draw string number without a note and index.");this.setRendered();const D=this.note.stave.options.spacing_between_lines_px,R=this.note.getModifierStartXY(this.position,this.index);let G=R.x+this.x_shift+this.x_offset,W=R.y+this.y_shift+this.y_offset;switch(this.position){case Modifier.Position.ABOVE:case Modifier.Position.BELOW:{const Z=this.note.getStemExtents();let Y=Z.topY,U=Z.baseY+2;this.note.stem_direction===StaveNote.STEM_DOWN&&(Y=Z.baseY,U=Z.topY-2),this.position===Modifier.Position.ABOVE?W=this.note.hasStem()?Y-D*1.75:R.y-D*1.75:W=this.note.hasStem()?U+D*1.5:R.y+D*1.75,W+=this.y_shift+this.y_offset;break}case Modifier.Position.LEFT:G-=this.radius/2+5;break;case Modifier.Position.RIGHT:G+=this.radius/2+6;break;default:throw new Vex.RERR("InvalidPosition",`The position ${this.position} is invalid`)}B.save(),B.beginPath(),B.arc(G,W,this.radius,0,Math.PI*2,!1),B.lineWidth=1.5,B.stroke(),B.setFont(this.font.family,this.font.size,this.font.weight);const q=G-B.measureText(this.string_number).width/2;if(B.fillText(""+this.string_number,q,W+4.5),this.last_note!=null){const Z=this.last_note.getStemX()-this.note.getX()+5;B.strokeStyle="#000000",B.lineCap="round",B.lineWidth=.6,this.dashed?Renderer.drawDashedLine(B,G+10,W,G+Z,W,[3,3]):Renderer.drawDashedLine(B,G+10,W,G+Z,W,[3,0]);let Y,U;switch(this.leg){case Renderer.LineEndType.UP:Y=-10,U=this.dashed?[3,3]:[3,0],Renderer.drawDashedLine(B,G+Z,W,G+Z,W+Y,U);break;case Renderer.LineEndType.DOWN:Y=10,U=this.dashed?[3,3]:[3,0],Renderer.drawDashedLine(B,G+Z,W,G+Z,W+Y,U);break}}B.restore()}}function L$e(...F){Articulation$1.DEBUG&&Vex.L("Vex.Flow.Articulation",F)}const{ABOVE,BELOW}=Modifier.Position,roundToNearestHalf=(F,B)=>F(B/.5)*.5,isWithinLines=(F,B)=>B===ABOVE?F<=5:F>=1,getRoundingFunction=(F,B)=>isWithinLines(F,B)?B===ABOVE?Math.ceil:Math.floor:Math.round,snapLineToStaff=(F,B,D,R)=>{const G=roundToNearestHalf(getRoundingFunction(B,D),B),W=F&&isWithinLines(G,D),q=G%1===0;return W&&q?G+.5*-R:G},isStaveNote=F=>{const B=F.getCategory();return B==="stavenotes"||B==="gracenotes"},isTabNote=F=>{const B=F.getCategory();return B==="tabnotes"||B==="numberednotes"},getTopY=(F,B)=>{const D=F.getStave(),R=F.getStemDirection(),{topY:G,baseY:W}=F.getStemExtents();if(isStaveNote(F))return F.hasStem()?R===Stem.UP?G:W:Math.min(...F.getYs());if(isTabNote(F))return F.hasStem()&&R===Stem.UP?G:D.getYForTopText(B);throw new Vex.RERR("UnknownCategory","Only can get the top and bottom ys of stavenotes and tabnotes")},getBottomY=(F,B)=>{const D=F.getStave(),R=F.getStemDirection(),{topY:G,baseY:W}=F.getStemExtents();if(isStaveNote(F))return F.hasStem()?R===Stem.UP?W:G:Math.max(...F.getYs());if(isTabNote(F))return F.hasStem()?R===Stem.UP?D.getYForBottomText(B):G:D.getYForBottomText(B);throw new Vex.RERR("UnknownCategory","Only can get the top and bottom ys of stavenotes and tabnotes")},getInitialOffset=(F,B)=>{const D=B===ABOVE&&F.getStemDirection()===Stem.UP||B===BELOW&&F.getStemDirection()===Stem.DOWN;return isStaveNote(F)?F.hasStem()&&D?.5:1:F.hasStem()&&D?1:0};class Articulation$1 extends Modifier{static get CATEGORY(){return"articulations"}static get INITIAL_OFFSET(){return-.5}static format(B,D){if(!B||B.length===0)return!1;const R=Y=>Y.getPosition()===ABOVE,G=Y=>Y.getPosition()===BELOW,W=.5,q=(Y,U,J)=>roundToNearestHalf(getRoundingFunction(U,J),Y.glyph.getMetrics().height/10+W);B.filter(R).forEach(Y=>{Y.setTextLine(D.top_text_line),D.top_text_line+=q(Y,D.top_text_line,ABOVE)}),B.filter(G).forEach(Y=>{Y.setTextLine(D.text_line),D.text_line+=q(Y,D.text_line,BELOW)});const Z=B.map(Y=>Y.getWidth()).reduce((Y,U)=>Math.max(U,Y));return D.left_shift+=Z/2,D.right_shift+=Z/2,!0}static easyScoreHook({articulations:B},D,R){if(!B)return;const G={staccato:"a.",tenuto:"a-"};B.split(",").map(W=>W.trim().split(".")).map(([W,q])=>{const Z={type:G[W]};return q&&(Z.position=Modifier.PositionString[q]),R.getFactory().Articulation(Z)}).map(W=>D.addModifier(0,W))}constructor(B){if(super(),this.setAttribute("type","Articulation"),this.note=null,this.index=null,this.type=B,this.position=BELOW,this.render_options={font_scale:38},this.articulation=Flow.articulationCodes(this.type),!this.articulation)throw new Vex.RERR("ArgumentError",`Articulation not found: ${this.type}`);this.glyph=new Glyph(this.articulation.code,this.render_options.font_scale),this.setWidth(this.glyph.getMetrics().width)}getCategory(){return Articulation$1.CATEGORY}draw(){const{note:B,index:D,position:R,glyph:G,articulation:{between_lines:W},text_line:q,context:Z}=this;if(this.checkContext(),!B||D==null)throw new Vex.RERR("NoAttachedNote","Can't draw Articulation without a note and index.");this.setRendered();const Y=B.getStave(),U=Y.getSpacingBetweenLines(),J=B.getCategory()==="tabnotes",{x:K}=B.getModifierStartXY(R,D),Q=!W||J,te=getInitialOffset(B,R);let re={[ABOVE]:()=>{G.setOrigin(.5,1);const se=getTopY(B,q)-(q+te)*U+(this.y_shift||0);return Q?Math.min(Y.getYForTopText(Articulation$1.INITIAL_OFFSET),se):se},[BELOW]:()=>{G.setOrigin(.5,0);const se=getBottomY(B,q)+(q+te)*U;return Q?Math.max(Y.getYForBottomText(Articulation$1.INITIAL_OFFSET),se):se}}[R]();if(!J){const se=R===ABOVE?-1:1,ie=J?B.positions[D].str:B.getKeyProps()[D].line,le=(B.getYs()[D]-re)/U+ie,ue=snapLineToStaff(W,le,R,se);isWithinLines(ue,R)&&G.setOrigin(.5,.5),re+=Math.abs(ue-le)*U*se}L$e(`Rendering articulation at (x: ${K}, y: ${re})`),G.render(Z,K,re)}}class TickContext extends Tickable{static getNextContext(B){const D=B.tContexts,R=D.indexOf(B);return D[R+1]}constructor(){super(),this.setAttribute("type","TickContext"),this.currentTick=new Fraction(0,1),this.maxTicks=new Fraction(0,1),this.minTicks=null,this.padding=3,this.x=0,this.xBase=0,this.xOffset=0,this.tickables=[],this.notePx=0,this.extraLeftPx=0,this.extraRightPx=0,this.tContexts=[]}getX(){return this.x}setX(B){return this.x=B,this.xBase=B,this.xOffset=0,this}getXBase(){return this.xBase}setXBase(B){this.xBase=B,this.x=B+this.xOffset}getXOffset(){return this.xOffset}setXOffset(B){this.xOffset=B,this.x=this.xBase+B}getWidth(){return this.width+this.padding*2}setPadding(B){return this.padding=B,this}getMaxTicks(){return this.maxTicks}getMinTicks(){return this.minTicks}getTickables(){return this.tickables}getCenterAlignedTickables(){return this.tickables.filter(B=>B.isCenterAligned())}getMetrics(){const{width:B,notePx:D,extraLeftPx:R,extraRightPx:G}=this;return{width:B,notePx:D,extraLeftPx:R,extraRightPx:G}}getCurrentTick(){return this.currentTick}setCurrentTick(B){this.currentTick=B,this.preFormatted=!1}getExtraPx(){let B=0,D=0,R=0,G=0;for(let W=0;W<this.tickables.length;W++){R=Math.max(this.tickables[W].extraLeftPx||0,R),G=Math.max(this.tickables[W].extraRightPx||0,G);const q=this.tickables[W].modifierContext;q&&q!=null&&(B=Math.max(B,q.state.left_shift),D=Math.max(D,q.state.right_shift))}return{left:B,right:D,extraLeft:R,extraRight:G}}addTickable(B){if(!B)throw new Vex.RERR("BadArgument","Invalid tickable added.");if(!B.shouldIgnoreTicks()){this.ignore_ticks=!1;const D=B.getTicks();D.greaterThan(this.maxTicks)&&(this.maxTicks=D.clone()),this.minTicks==null?this.minTicks=D.clone():D.lessThan(this.minTicks)&&(this.minTicks=D.clone())}return B.setTickContext(this),this.tickables.push(B),this.preFormatted=!1,this}preFormat(){if(this.preFormatted)return this;for(let B=0;B<this.tickables.length;++B){const D=this.tickables[B];D.preFormat();const R=D.getMetrics();this.extraLeftPx=Math.max(this.extraLeftPx,R.extraLeftPx+R.modLeftPx),this.extraRightPx=Math.max(this.extraRightPx,R.extraRightPx+R.modRightPx),this.notePx=Math.max(this.notePx,R.noteWidth),this.width=this.notePx+this.extraLeftPx+this.extraRightPx}return this}postFormat(){return this.postFormatted?this:(this.postFormatted=!0,this)}}function L$d(...F){Ornament.DEBUG&&Vex.L("Vex.Flow.Ornament",F)}class Ornament extends Modifier{static get CATEGORY(){return"ornaments"}static format(B,D){if(!B||B.length===0)return!1;let R=0;for(let G=0;G<B.length;++G){const W=B[G],q=2;R=Math.max(W.getWidth(),R),W.getPosition()===Modifier.Position.ABOVE?(W.setTextLine(D.top_text_line),D.top_text_line+=q):(W.setTextLine(D.text_line),D.text_line+=q)}return D.left_shift+=R/2,D.right_shift+=R/2,!0}constructor(B){if(super(),this.setAttribute("type","Ornament"),this.note=null,this.index=null,this.type=B,this.position=Modifier.Position.ABOVE,this.delayed=!1,this.accidentalUpper=null,this.accidentalLower=null,this.render_options={font_scale:38,accidentalLowerPadding:3,accidentalUpperPadding:3},this.ornament=Flow.ornamentCodes(this.type),!this.ornament)throw new Vex.RERR("ArgumentError",`Ornament not found: '${this.type}'`);this.glyph=new Glyph(this.ornament.code,this.render_options.font_scale),this.glyph.setOrigin(.5,1)}getCategory(){return Ornament.CATEGORY}setDelayed(B){return this.delayed=B,this}setUpperAccidental(B){const D=this.render_options.font_scale/1.3;return this.accidentalUpper=new Glyph(Flow.accidentalCodes(B).code,D),this.accidentalUpper.setOrigin(.5,1),this}setLowerAccidental(B){const D=this.render_options.font_scale/1.3;return this.accidentalLower=new Glyph(Flow.accidentalCodes(B).code,D),this.accidentalLower.setOrigin(.5,1),this}draw(){if(this.checkContext(),!this.note||this.index==null)throw new Vex.RERR("NoAttachedNote","Can't draw Ornament without a note and index.");this.setRendered();const B=this.context,D=this.note.getStemDirection(),R=this.note.getStave(),G=this.note.getStem().getExtents();let W=D===StaveNote.STEM_DOWN?G.baseY:G.topY;this.note.getCategory()==="tabnotes"&&(this.note.hasStem()?D===StaveNote.STEM_DOWN&&(W=R.getYForTopText(this.text_line)):W=R.getYForTopText(this.text_line));const q=D===StaveNote.STEM_DOWN,Z=R.getSpacingBetweenLines();let Y=1;!q&&this.note.beam&&(Y+=.5);const U=Z*(this.text_line+Y),J=W-U;let Q=this.note.getModifierStartXY(this.position,this.index).x,te=Math.min(R.getYForTopText(this.text_line),J);if(te+=this.y_shift,this.delayed){let re=0;if(this.delayXShift!==void 0)re=this.delayXShift;else{re+=this.glyph.getMetrics().width/2;const se=TickContext.getNextContext(this.note.getTickContext());se?re+=(se.getX()-Q)*.5:re+=(R.x+R.width-Q)*.5,this.delayXShift=re}Q+=re}L$d("Rendering ornament: ",this.ornament,Q,te),this.accidentalLower&&(this.accidentalLower.render(B,Q,te),te-=this.accidentalLower.getMetrics().height,te-=this.render_options.accidentalLowerPadding),this.glyph.render(B,Q,te),te-=this.glyph.getMetrics().height,this.accidentalUpper&&(te-=this.render_options.accidentalUpperPadding,this.accidentalUpper.render(B,Q,te))}}function L$c(...F){Annotation.DEBUG&&Vex.L("Vex.Flow.Annotation",F)}class Annotation extends Modifier{static get CATEGORY(){return"annotations"}static get Justify(){return{LEFT:1,CENTER:2,RIGHT:3,CENTER_STEM:4}}static get JustifyString(){return{left:Annotation.Justify.LEFT,right:Annotation.Justify.RIGHT,center:Annotation.Justify.CENTER,centerStem:Annotation.Justify.CENTER_STEM}}static get VerticalJustify(){return{TOP:1,CENTER:2,BOTTOM:3,CENTER_STEM:4}}static get VerticalJustifyString(){return{above:Annotation.VerticalJustify.TOP,top:Annotation.VerticalJustify.TOP,below:Annotation.VerticalJustify.BOTTOM,bottom:Annotation.VerticalJustify.BOTTOM,center:Annotation.VerticalJustify.CENTER,centerStem:Annotation.VerticalJustify.CENTER_STEM}}static format(B,D){if(!B||B.length===0)return!1;let R=0;for(let G=0;G<B.length;++G){const W=B[G];R=Math.max(W.getWidth(),R),W.getPosition()===Modifier.Position.ABOVE?(W.setTextLine(D.top_text_line),D.top_text_line++):(W.setTextLine(D.text_line),D.text_line++)}return D.left_shift+=R/2,D.right_shift+=R/2,!0}constructor(B){super(),this.setAttribute("type","Annotation"),this.note=null,this.index=null,this.text=B,this.justification=Annotation.Justify.CENTER,this.vert_justification=Annotation.VerticalJustify.TOP,this.font={family:"Arial",size:10,weight:""},this.setWidth(Flow.textWidth(B))}getCategory(){return Annotation.CATEGORY}setFont(B,D,R){return this.font={family:B,size:D,weight:R},this}setVerticalJustification(B){return this.vert_justification=typeof B=="string"?Annotation.VerticalJustifyString[B]:B,this}getJustification(){return this.justification}setJustification(B){return this.justification=typeof B=="string"?Annotation.JustifyString[B]:B,this}draw(){if(this.checkContext(),!this.note)throw new Vex.RERR("NoNoteForAnnotation","Can't draw text annotation without an attached note.");this.setRendered();const B=this.note.getModifierStartXY(Modifier.Position.ABOVE,this.index);this.context.save(),this.context.setFont(this.font.family,this.font.size,this.font.weight);const D=this.context.measureText(this.text).width,R=this.context.measureText("m").width;let G,W;this.justification===Annotation.Justify.LEFT?G=B.x:this.justification===Annotation.Justify.RIGHT?G=B.x-D:this.justification===Annotation.Justify.CENTER?G=B.x-D/2:G=this.note.getStemX()-D/2;let q,Z;const Y=this.note.hasStem(),U=this.note.getStave();if(Y&&(q=this.note.getStem().getExtents(),Z=U.getSpacingBetweenLines()),this.vert_justification===Annotation.VerticalJustify.BOTTOM){if(W=U.getYForBottomText(this.text_line+Flow.TEXT_HEIGHT_OFFSET_HACK),Y){const K=this.note.getStemDirection()===1?q.baseY:q.topY;W=Math.max(W,K+Z*(this.text_line+2))}}else if(this.vert_justification===Annotation.VerticalJustify.CENTER){const K=this.note.getYForTopText(this.text_line)-1,Q=U.getYForBottomText(this.text_line);W=K+(Q-K)/2+R/2}else if(this.vert_justification===Annotation.VerticalJustify.TOP)W=Math.min(U.getYForTopText(this.text_line),this.note.getYs()[0]-10),Y&&(W=Math.min(W,q.topY-5-Z*this.text_line));else{const K=this.note.getStemExtents();W=K.topY+(K.baseY-K.topY)/2+R/2}L$c("Rendering annotation: ",this.text,G,W),["b","bb","#","##","n"].includes(this.text)?(new Glyph(Flow.accidentalCodes(this.text).code,38).render(this.context,G+2,W-27),this.setRendered()):(this.context.fillText(this.text,G,W),this.context.restore())}}class Bend extends Modifier{static get CATEGORY(){return"bends"}static get UP(){return 0}static get DOWN(){return 1}static format(B,D){if(!B||B.length===0)return!1;let R=0;const G=D.top_text_line;for(let W=0;W<B.length;++W){const q=B[W];q.setXShift(R),R=q.getWidth(),q.setTextLine(G)}return D.right_shift+=R,D.top_text_line+=1,!0}constructor(B,D,R){super(),this.setAttribute("type","Bend"),this.text=B,this.x_shift=0,this.release=D||!1,this.font="10pt Arial",this.render_options={line_width:1.5,line_style:"#777777",bend_width:8,release_width:8},R?this.phrase=R:(this.phrase=[{type:Bend.UP,text:this.text}],this.release&&this.phrase.push({type:Bend.DOWN,text:""})),this.updateWidth()}getCategory(){return Bend.CATEGORY}setXShift(B){this.x_shift=B,this.updateWidth()}setFont(B){return this.font=B,this}getText(){return this.text}updateWidth(){const B=this;function D(G){let W;return B.context?W=B.context.measureText(G).width:W=Flow.textWidth(G),W}let R=0;for(let G=0;G<this.phrase.length;++G){const W=this.phrase[G];if("width"in W)R+=W.width;else{const q=W.type===Bend.UP?this.render_options.bend_width:this.render_options.release_width;W.width=Vex.Max(q,D(W.text))+3,W.draw_width=W.width/2,R+=W.width}}return this.setWidth(R+this.x_shift),this}draw(){if(this.checkContext(),!(this.note&&this.index!=null))throw new Vex.RERR("NoNoteForBend","Can't draw bend without a note or index.");this.setRendered();const B=this.note.getModifierStartXY(Modifier.Position.RIGHT,this.index);B.x+=3,B.y+=.5;const D=this.x_shift,R=this.context,G=this.note.getStave().getYForTopText(this.text_line)+3,W=this.note.getStave().getYForTopText(this.text_line)-1,q=this;function Z(te,re,se,ie){const ae=te+se,le=re;R.save(),R.beginPath(),R.setLineWidth(q.render_options.line_width),R.setStrokeStyle(q.render_options.line_style),R.setFillStyle(q.render_options.line_style),R.moveTo(te,re),R.quadraticCurveTo(ae,le,te+se,ie),R.stroke(),R.restore()}function Y(te,re,se,ie){R.save(),R.beginPath(),R.setLineWidth(q.render_options.line_width),R.setStrokeStyle(q.render_options.line_style),R.setFillStyle(q.render_options.line_style),R.moveTo(te,ie),R.quadraticCurveTo(te+se,ie,te+se,re),R.stroke(),R.restore()}function U(te,re,se){const ae=se||1;R.beginPath(),R.moveTo(te,re),R.lineTo(te-4,re+4*ae),R.lineTo(te+4,re+4*ae),R.closePath(),R.fill()}function J(te,re){R.save(),R.setRawFont(q.font);const se=te-R.measureText(re).width/2;R.fillText(re,se,W),R.restore()}let K=null,Q=0;for(let te=0;te<this.phrase.length;++te){const re=this.phrase[te];te===0&&(re.draw_width+=D),Q=re.draw_width+(K?K.draw_width:0)-(te===1?D:0),re.type===Bend.UP&&(K&&K.type===Bend.UP&&U(B.x,G),Z(B.x,B.y,Q,G)),re.type===Bend.DOWN&&(K&&K.type===Bend.UP&&Y(B.x,B.y,Q,G),K&&K.type===Bend.DOWN&&(U(B.x,B.y,-1),Y(B.x,B.y,Q,G)),K===null&&(Q=re.draw_width,Y(B.x,B.y,Q,G))),J(B.x+Q,re.text),K=re,K.x=B.x,B.x+=Q}K.type===Bend.UP?U(K.x+Q,G):K.type===Bend.DOWN&&U(K.x+Q,B.y,-1)}}class Vibrato extends Modifier{static get CATEGORY(){return"vibratos"}static format(B,D,R){if(!B||B.length===0)return!1;let G=D.top_text_line,W=0,q=D.right_shift-7;const Z=R.getModifiers(Bend.CATEGORY);Z&&Z.length>0&&G--;for(let Y=0;Y<B.length;++Y){const U=B[Y];U.setXShift(q),U.setTextLine(G),W+=U.getWidth(),q+=W}return D.right_shift+=W,D.top_text_line+=1,!0}constructor(){super(),this.setAttribute("type","Vibrato"),this.position=Modifier.Position.RIGHT,this.render_options={harsh:!1,vibrato_width:20,wave_height:6,wave_width:4,wave_girth:2},this.setVibratoWidth(this.render_options.vibrato_width)}getCategory(){return Vibrato.CATEGORY}setHarsh(B){return this.render_options.harsh=B,this}setVibratoWidth(B){return this.render_options.vibrato_width=B,this.setWidth(B),this}draw(){const B=this.checkContext();if(!this.note)throw new Vex.RERR("NoNoteForVibrato","Can't draw vibrato without an attached note.");this.setRendered();const R=this.note.getModifierStartXY(Modifier.Position.RIGHT,this.index).x+this.x_shift,G=this.note.getYForTopText(this.text_line)+2;Vibrato.renderVibrato(B,R,G,this.render_options)}static renderVibrato(B,D,R,G){const{harsh:W,vibrato_width:q,wave_width:Z,wave_girth:Y,wave_height:U}=G,J=q/Z;B.beginPath();let K;if(W){for(B.moveTo(D,R+Y+1),K=0;K<J/2;++K)B.lineTo(D+Z,R-U/2),D+=Z,B.lineTo(D+Z,R+U/2),D+=Z;for(K=0;K<J/2;++K)B.lineTo(D-Z,R-U/2+Y+1),D-=Z,B.lineTo(D-Z,R+U/2+Y+1),D-=Z;B.fill()}else{for(B.moveTo(D,R+Y),K=0;K<J/2;++K)B.quadraticCurveTo(D+Z/2,R-U/2,D+Z,R),D+=Z,B.quadraticCurveTo(D+Z/2,R+U/2,D+Z,R),D+=Z;for(K=0;K<J/2;++K)B.quadraticCurveTo(D-Z/2,R+U/2+Y,D-Z,R+Y),D-=Z,B.quadraticCurveTo(D-Z/2,R-U/2+Y,D-Z,R+Y),D-=Z;B.fill()}}}function L$b(...F){ModifierContext.DEBUG&&Vex.L("Vex.Flow.ModifierContext",F)}class ModifierContext{constructor(){this.modifiers={},this.preFormatted=!1,this.postFormatted=!1,this.width=0,this.spacing=0,this.state={left_shift:0,right_shift:0,text_line:0,top_text_line:0},this.PREFORMAT=[StaveNote,Dot,FretHandFinger,Accidental,Stroke,GraceNoteGroup,NoteSubGroup$1,StringNumber,Articulation$1,Ornament,Annotation,Bend,Vibrato],this.POSTFORMAT=[StaveNote]}addModifier(B){const D=B.getCategory();return this.modifiers[D]||(this.modifiers[D]=[]),this.modifiers[D].push(B),B.setModifierContext(this),this.preFormatted=!1,this}getModifiers(B){return this.modifiers[B]}getWidth(){return this.width}getExtraLeftPx(){return this.state.left_shift}getExtraRightPx(){return this.state.right_shift}getState(){return this.state}getMetrics(){if(!this.formatted)throw new Vex.RERR("UnformattedModifier","Unformatted modifier has no metrics.");return{width:this.state.left_shift+this.state.right_shift+this.spacing,spacing:this.spacing,extra_left_px:this.state.left_shift,extra_right_px:this.state.right_shift}}preFormat(){this.preFormatted||(this.PREFORMAT.forEach(B=>{L$b("Preformatting ModifierContext: ",B.CATEGORY),B.format(this.getModifiers(B.CATEGORY),this.state,this)}),this.width=this.state.left_shift+this.state.right_shift,this.preFormatted=!0)}postFormat(){this.postFormatted||this.POSTFORMAT.forEach(B=>{L$b("Postformatting ModifierContext: ",B.CATEGORY),B.postFormat(this.getModifiers(B.CATEGORY),this)})}}function L$a(...F){Formatter.DEBUG&&Vex.L("Vex.Flow.Formatter",F)}function getNext(F,B){var R,G;const D=F[B+1];return D&&((R=D==null?void 0:D.keys)==null?void 0:R.includes("b/4"))||((G=D==null?void 0:D.keys)==null?void 0:G.includes("r/4"))?getNext(F,B+1):D}function createContexts(F,B,D){if(!F||!F.length)throw new Vex.RERR("BadArgument","No voices to format");const R=F[0].getTotalTicks(),G=F.reduce((Y,U)=>{if(!U.getTotalTicks().equals(R))throw new Vex.RERR("TickMismatch","Voices should have same total note duration in ticks.");if(U.getMode()===Voice$1.Mode.STRICT&&!U.isComplete())throw new Vex.RERR("IncompleteVoice","Voice does not have enough notes.");return Math.max(Y,Fraction.LCM(Y,U.getResolutionMultiplier()))},1),W={},q=[],Z=[];return F.forEach(Y=>{const U=new Fraction(0,G);Y.getTickables().forEach(J=>{const K=U.numerator;if(!W[K]){const Q=new B;Z.push(Q),W[K]=Q}D(J,W[K]),q.push(K),U.add(J.getTicks())})}),{map:W,array:Z,list:Vex.SortAndUnique(q,(Y,U)=>Y-U,(Y,U)=>Y===U),resolutionMultiplier:G}}class Formatter{static SimpleFormat(B,D=0,{paddingBetween:R=10}={}){B.reduce((G,W)=>{W.addToModifierContext(new ModifierContext);const q=new TickContext().addTickable(W).preFormat(),Z=q.getExtraPx();return q.setX(G+Z.left),G+q.getWidth()+Z.right+R},D)}static plotDebugging(B,D,R,G,W){const q=R+Note.STAVEPADDING,Z=D.contextGaps;function Y(U,J,K){B.beginPath(),B.setStrokeStyle(K),B.setFillStyle(K),B.setLineWidth(1),B.fillRect(U,G,J-U,W-G)}B.save(),B.setFont("Arial",8,""),Z.gaps.forEach(U=>{Y(q+U.x1,q+U.x2,"#aaa"),B.fillText(Math.round(U.x2-U.x1),q+U.x1,W+12)}),B.fillText(Math.round(Z.total)+"px",q-20,W+12),B.setFillStyle("red"),B.fillText("Loss: "+D.lossHistory.map(U=>Math.round(U)),q-20,W+22),B.restore()}static FormatAndDraw(B,D,R,G){const W={auto_beam:!1,align_rests:!1};typeof G=="object"?Vex.Merge(W,G):typeof G=="boolean"&&(W.auto_beam=G);const q=new Voice$1(Flow.TIME4_4).setMode(Voice$1.Mode.SOFT).addTickables(R),Z=W.auto_beam?Beam$1.applyAndGetBeams(q):[];return new Formatter().joinVoices([q],{align_rests:W.align_rests}).formatToStave([q],D,{align_rests:W.align_rests,stave:D}),q.setStave(D).draw(B,D),Z.forEach(Y=>Y.setContext(B).draw()),q.getBoundingBox()}static FormatAndDrawTab(B,D,R,G,W,q,Z){const Y={auto_beam:q,align_rests:!1};typeof Z=="object"?Vex.Merge(Y,Z):typeof Z=="boolean"&&(Y.auto_beam=Z);const U=new Voice$1(Flow.TIME4_4).setMode(Voice$1.Mode.SOFT).addTickables(W),J=new Voice$1(Flow.TIME4_4).setMode(Voice$1.Mode.SOFT).addTickables(G),K=Y.auto_beam?Beam$1.applyAndGetBeams(U):[];new Formatter().joinVoices([U],{align_rests:Y.align_rests}).joinVoices([J]).formatToStave([U,J],R,{align_rests:Y.align_rests}),U.draw(B,R),J.draw(B,D),K.forEach(Q=>Q.setContext(B).draw()),new StaveConnector(R,D).setContext(B).draw()}static AlignRestsToNotes(B,D,R){return B.forEach((G,W)=>{if(G instanceof StaveNote&&G.isRest()){if(G.tuplet&&!R)return;if(["va5","v3c"].includes(G.glyph.code_head)){const q=G.glyph.code_head==="va5"?10:14,Z=B[W-1],Y=getNext(B,W);let U=!1;if(Z&&Y&&Z.beam&&Y.beam&&(U=Z.beam.notes.includes(Y)),U){G.setKeyLine(0,3);let J=[...Z.beam.notes,...Y.beam.notes];G.beam&&G.beam.notes&&J.push(...G.beam.notes),J=Array.from(new Set(J));for(let K=0;K<J.length;K+=1){const Q=J[K].getKeyProps()[0].line,te=J[K].stem;if(te)if(te.stem_direction>0){const re=Q<1.5?Math.abs(Q-1.5)*q:0;te.setResetHeight(re)}else{const re=Q>4.5?Math.abs(Q-4.5)*q:0;te.setResetHeight(re)}}}}}}),this}constructor(){this.minTotalWidth=0,this.hasMinTotalWidth=!1,this.totalTicks=new Fraction(0,1),this.tickContexts=null,this.modiferContexts=null,this.contextGaps={total:0,gaps:[]},this.voices=[]}alignRests(B,D){if(!B||!B.length)throw new Vex.RERR("BadArgument","No voices to format rests");B.forEach(R=>Formatter.AlignRestsToNotes(R.getTickables(),D))}preCalculateMinTotalWidth(B){if(this.hasMinTotalWidth)return this.minTotalWidth;if(!this.tickContexts){if(!B)throw new Vex.RERR("BadArgument","'voices' required to run preCalculateMinTotalWidth");this.createTickContexts(B)}const{list:D,map:R}=this.tickContexts;return this.minTotalWidth=D.map(G=>{const W=R[G];return W.preFormat(),W.getWidth()}).reduce((G,W)=>G+W,0),this.hasMinTotalWidth=!0,this.minTotalWidth}getMinTotalWidth(){if(!this.hasMinTotalWidth)throw new Vex.RERR("NoMinTotalWidth","Call 'preCalculateMinTotalWidth' or 'preFormat' before calling 'getMinTotalWidth'");return this.minTotalWidth}createModifierContexts(B){const D=createContexts(B,ModifierContext,(R,G)=>R.addToModifierContext(G));return this.modiferContexts=D,D}createTickContexts(B){const D=createContexts(B,TickContext,(R,G)=>G.addTickable(R));return D.array.forEach(R=>{R.tContexts=D.array}),this.totalTicks=B[0].getTicksUsed().clone(),this.tickContexts=D,D}preFormat(B=0,D,R,G){const W=this.tickContexts,{list:q,map:Z,resolutionMultiplier:Y}=W;R&&G&&R.forEach(se=>se.setStave(G).preFormat());let U=0,J=0;const K=B/2;if(this.minTotalWidth=0,q.forEach(se=>{const ie=Z[se];D&&ie.setContext(D),ie.preFormat();const ae=ie.getWidth();this.minTotalWidth+=ae;const le=ie.getMetrics();U=U+J+le.extraLeftPx,ie.setX(U),J=ae-le.extraLeftPx}),this.minTotalWidth=U+J,this.hasMinTotalWidth=!0,B<=0)return;const te=(B-this.minTotalWidth)/(this.totalTicks.value()*Y);let re=0;q.forEach((se,ie)=>{const ae=q[ie-1]||0,le=Z[se];re+=(se-ae)*te,le.setX(le.getX()+re),le.getCenterAlignedTickables().forEach(ce=>{ce.center_x_shift=K-le.getX()})}),q.length!==1&&(this.justifyWidth=B,this.lossHistory=[],this.evaluate())}evaluate(){const B=this.justifyWidth;this.contextGaps={total:0,gaps:[]},this.tickContexts.list.forEach((W,q)=>{if(q===0)return;const Z=this.tickContexts.list[q-1],Y=this.tickContexts.map[Z],U=this.tickContexts.map[W],J=Y.getMetrics(),K=Y.getX()+J.width,Q=U.getX(),te=Q-K;this.contextGaps.total+=te,this.contextGaps.gaps.push({x1:K,x2:Q}),U.getFormatterMetrics().freedom.left=te,Y.getFormatterMetrics().freedom.right=te});const D=this.durationStats={};function R(W,q){const Z=D[W];Z===void 0?D[W]={mean:q,count:1}:(Z.count+=1,Z.mean=(Z.mean+q)/2)}this.voices.forEach(W=>{W.getTickables().forEach((q,Z,Y)=>{const U=q.getTicks().clone().simplify().toString(),J=q.getMetrics(),K=q.getFormatterMetrics(),Q=q.getX()+J.noteWidth+J.modRightPx+J.extraRightPx;let te=0;if(Z<Y.length-1){const re=Y[Z+1],se=re.getMetrics();te=re.getX()-se.modLeftPx-se.extraLeftPx-Q,K.space.used=re.getX()-q.getX(),re.getFormatterMetrics().freedom.left=te}else te=B-Q,K.space.used=B-q.getX();K.freedom.right=te,R(U,K.space.used)})});let G=0;return this.voices.forEach(W=>{W.getTickables().forEach(q=>{const Z=q.getTicks().clone().simplify().toString(),Y=q.getFormatterMetrics();Y.iterations+=1,Y.space.deviation=Y.space.used-D[Z].mean,Y.duration=Z,Y.space.mean=D[Z].mean,G+=Math.pow(D[Z].mean,2)})}),this.totalCost=Math.sqrt(G),this.lossHistory.push(this.totalCost),this}tune(){const B=G=>G.reduce((W,q)=>W+q);function D(G,W,q,Z){G.setX(G.getX()+Z),G.getFormatterMetrics().freedom.left+=Z,G.getFormatterMetrics().freedom.right-=Z,W&&(W.getFormatterMetrics().freedom.right+=Z),q&&(q.getFormatterMetrics().freedom.left-=Z)}let R=0;return this.tickContexts.list.forEach((G,W,q)=>{const Z=this.tickContexts.map[G],Y=W>0?this.tickContexts.map[q[W-1]]:null,U=W<q.length-1?this.tickContexts.map[q[W+1]]:null;D(Z,Y,U,R);const J=-B(Z.getTickables().map(Q=>Q.getFormatterMetrics().space.deviation));J>0?R=-Math.min(Z.getFormatterMetrics().freedom.right,Math.abs(J)):J<0&&(U?R=Math.min(U.getFormatterMetrics().freedom.right,Math.abs(J)):R=0);const K=Math.min(5,Math.abs(R));R=R>0?K:-K}),this.evaluate()}postFormat(){const B=D=>D.list.forEach(R=>D.map[R].postFormat());return B(this.modiferContexts),B(this.tickContexts),this}joinVoices(B){return this.createModifierContexts(B),this.hasMinTotalWidth=!1,this}format(B,D,R){const G={align_rests:!1,context:null,stave:null};return Vex.Merge(G,R),this.voices=B,this.alignRests(B,G.align_rests),this.createTickContexts(B),this.preFormat(D,G.context,B,G.stave),G.stave&&this.postFormat(),this}formatToStave(B,D,R){const G=D.getNoteEndX()-D.getNoteStartX()-10;L$a("Formatting voices to width: ",G);const W={context:D.getContext()};return Vex.Merge(W,R),this.format(B,G,W)}}class StaveModifier extends Element$1{static get Position(){return{LEFT:1,RIGHT:2,ABOVE:3,BELOW:4,BEGIN:5,END:6}}constructor(){super(),this.setAttribute("type","StaveModifier"),this.padding=10,this.position=StaveModifier.Position.ABOVE,this.layoutMetrics=null}getPosition(){return this.position}setPosition(B){return this.position=B,this}getStave(){return this.stave}setStave(B){return this.stave=B,this}getWidth(){return this.width}setWidth(B){return this.width=B,this}getX(){return this.x}setX(B){return this.x=B,this}getCategory(){return""}makeSpacer(B){return{getContext(){return!0},setStave(){},renderToStave(){},getMetrics(){return{width:B}}}}placeGlyphOnLine(B,D,R){B.setYShift(D.getYForLine(R)-D.getYForGlyphs())}getPadding(B){return B!==void 0&&B<2?0:this.padding}setPadding(B){return this.padding=B,this}setLayoutMetrics(B){return this.layoutMetrics=B,this}getLayoutMetrics(){return this.layoutMetrics}}class Barline extends StaveModifier{static get CATEGORY(){return"barlines"}static get type(){return{SINGLE:1,DOUBLE:2,END:3,REPEAT_BEGIN:4,REPEAT_END:5,REPEAT_BOTH:6,NONE:7}}static get typeString(){return{single:Barline.type.SINGLE,double:Barline.type.DOUBLE,end:Barline.type.END,repeatBegin:Barline.type.REPEAT_BEGIN,repeatEnd:Barline.type.REPEAT_END,repeatBoth:Barline.type.REPEAT_BOTH,none:Barline.type.NONE}}constructor(B){super(),this.setAttribute("type","Barline"),this.thickness=Flow.STAVE_LINE_THICKNESS;const D=Barline.type;this.widths={},this.widths[D.SINGLE]=5,this.widths[D.DOUBLE]=5,this.widths[D.END]=5,this.widths[D.REPEAT_BEGIN]=5,this.widths[D.REPEAT_END]=5,this.widths[D.REPEAT_BOTH]=5,this.widths[D.NONE]=5,this.paddings={},this.paddings[D.SINGLE]=0,this.paddings[D.DOUBLE]=0,this.paddings[D.END]=0,this.paddings[D.REPEAT_BEGIN]=15,this.paddings[D.REPEAT_END]=15,this.paddings[D.REPEAT_BOTH]=15,this.paddings[D.NONE]=0,this.layoutMetricsMap={},this.layoutMetricsMap[D.SINGLE]={xMin:0,xMax:1,paddingLeft:5,paddingRight:5},this.layoutMetricsMap[D.DOUBLE]={xMin:-3,xMax:1,paddingLeft:5,paddingRight:5},this.layoutMetricsMap[D.END]={xMin:-5,xMax:1,paddingLeft:5,paddingRight:5},this.layoutMetricsMap[D.REPEAT_END]={xMin:-10,xMax:1,paddingLeft:5,paddingRight:5},this.layoutMetricsMap[D.REPEAT_BEGIN]={xMin:-2,xMax:10,paddingLeft:5,paddingRight:5},this.layoutMetricsMap[D.REPEAT_BOTH]={xMin:-10,xMax:10,paddingLeft:5,paddingRight:5},this.layoutMetricsMap[D.NONE]={xMin:0,xMax:0,paddingLeft:5,paddingRight:5},this.setPosition(StaveModifier.Position.BEGIN),this.setType(B)}getCategory(){return Barline.CATEGORY}getType(){return this.type}setType(B){return this.type=typeof B=="string"?Barline.typeString[B]:B,this.setWidth(this.widths[this.type]),this.setPadding(this.paddings[this.type]),this.setLayoutMetrics(this.layoutMetricsMap[this.type]),this}draw(B){switch(B.checkContext(),this.setRendered(),this.type){case Barline.type.SINGLE:this.drawVerticalBar(B,this.x,!1);break;case Barline.type.DOUBLE:this.drawVerticalBar(B,this.x,!0);break;case Barline.type.END:this.drawVerticalEndBar(B,this.x);break;case Barline.type.REPEAT_BEGIN:this.drawRepeatBar(B,this.x,!0),B.getX()!==this.x&&this.drawVerticalBar(B,B.getX());break;case Barline.type.REPEAT_END:this.drawRepeatBar(B,this.x,!1);break;case Barline.type.REPEAT_BOTH:this.drawRepeatBar(B,this.x,!1),this.drawRepeatBar(B,this.x,!0);break}}drawVerticalBar(B,D,R){B.checkContext();const G=B.getTopLineTopY(),W=B.getBottomLineBottomY();R&&B.context.fillRect(D-3,G,1,W-G),B.context.fillRect(D,G,1,W-G)}drawVerticalEndBar(B,D){B.checkContext();const R=B.getTopLineTopY(),G=B.getBottomLineBottomY();B.context.fillRect(D-5,R,1,G-R),B.context.fillRect(D-2,R,3,G-R)}drawRepeatBar(B,D,R){B.checkContext();const G=B.getTopLineTopY(),W=B.getBottomLineBottomY();let q=3;R||(q=-5),B.context.fillRect(D+q,G,1,W-G),B.context.fillRect(D-2,G,3,W-G);const Z=2;R?q+=4:q-=4;const Y=D+q+Z/2;let U=(B.getNumLines()-1)*B.getSpacingBetweenLines();U=U/2-B.getSpacingBetweenLines()/2;let J=G+U+Z/2;B.context.beginPath(),B.context.arc(Y,J,Z,0,Math.PI*2,!1),B.context.fill(),J+=B.getSpacingBetweenLines(),B.context.beginPath(),B.context.arc(Y,J,Z,0,Math.PI*2,!1),B.context.fill()}}class Repetition$1 extends StaveModifier{static get CATEGORY(){return"repetitions"}static get type(){return{NONE:1,CODA_LEFT:2,CODA_RIGHT:3,SEGNO_LEFT:4,SEGNO_RIGHT:5,DC:6,DC_AL_CODA:7,DC_AL_FINE:8,DS:9,DS_AL_CODA:10,DS_AL_FINE:11,FINE:12,TO_CODA:13}}constructor(B,D,R){super(),this.setAttribute("type","Repetition"),this.symbol_type=B,this.x=D,this.x_shift=0,this.y_shift=R,this.font={family:"times",size:12,weight:"bold italic"}}getCategory(){return Repetition$1.CATEGORY}setShiftX(B){return this.x_shift=B,this}setShiftY(B){return this.y_shift=B,this}setX(B){return this.x=B,this}draw(B,D){switch(this.setRendered(),this.symbol_type){case Repetition$1.type.CODA_RIGHT:this.drawCodaFixed(B,D+B.width);break;case Repetition$1.type.CODA_LEFT:this.drawSymbolText(B,D,"Coda",!1);break;case Repetition$1.type.SEGNO_LEFT:this.drawSignoFixed(B,D);break;case Repetition$1.type.SEGNO_RIGHT:this.drawSignoFixed(B,D+B.width);break;case Repetition$1.type.DC:this.drawSymbolText(B,D,"D.C.",!1);break;case Repetition$1.type.DC_AL_CODA:this.drawSymbolText(B,D,"D.C. al Coda",!0);break;case Repetition$1.type.DC_AL_FINE:this.drawSymbolText(B,D,"D.C. al Fine",!1);break;case Repetition$1.type.DS:this.drawSymbolText(B,D,"D.S.",!1);break;case Repetition$1.type.DS_AL_CODA:this.drawSymbolText(B,D,"D.S. al Coda",!0);break;case Repetition$1.type.DS_AL_FINE:this.drawSymbolText(B,D,"D.S. al Fine",!1);break;case Repetition$1.type.FINE:this.drawSymbolText(B,D,"Fine",!1);break;case Repetition$1.type.TO_CODA:this.drawSymbolText(B,D,"To Coda",!0);break}return this}drawCodaFixed(B,D){const R=B.getYForTopText(B.options.num_lines)+this.y_shift;return Glyph.renderGlyph(B.context,this.x+D+this.x_shift,R+25,40,"v4d",!0),this}drawSignoFixed(B,D){const R=B.getYForTopText(B.options.num_lines)+this.y_shift;return Glyph.renderGlyph(B.context,this.x+D+this.x_shift,R+25,30,"v8c",!0),this}drawSymbolText(B,D,R,G){const W=B.checkContext();W.save(),W.setFont(this.font.family,this.font.size,this.font.weight);let q=0+this.x_shift,Z=D+this.x_shift;this.symbol_type===Repetition$1.type.CODA_LEFT?(q=this.x+B.options.vertical_bar_width,Z=q+W.measureText(R).width+12):(this.x_shift=-(q+W.measureText(R).width+12+B.options.vertical_bar_width+12),q=this.x+this.x_shift+B.options.vertical_bar_width,Z=q+W.measureText(R).width+12);const Y=B.getYForTopText(B.options.num_lines)+this.y_shift+25;return G&&Glyph.renderGlyph(W,Z,Y,40,"v4d",!0),W.fillText(R,q,Y+5),W.restore(),this}}class StaveSection extends StaveModifier{static get CATEGORY(){return"stavesection"}constructor(B,D,R){super(),this.setAttribute("type","StaveSection"),this.setWidth(16),this.section=B,this.x=D,this.shift_x=0,this.shift_y=R,this.font={family:"sans-serif",size:12,weight:"bold"}}getCategory(){return StaveSection.CATEGORY}setStaveSection(B){return this.section=B,this}setShiftX(B){return this.shift_x=B,this}setShiftY(B){return this.shift_y=B,this}draw(B,D){const R=B.checkContext();this.setRendered(),R.save(),R.lineWidth=2,R.setFont(this.font.family,this.font.size,this.font.weight);const G=R.measureText(""+this.section),W=G.width,q=G.height;let Z=W+6;Z<18&&(Z=18);const Y=q,U=B.getYForTopText(3)+this.shift_y;let J=this.x+D;return R.beginPath(),R.lineWidth=2,R.rect(J,U+q/4,Z,Y),R.stroke(),J+=(Z-W)/2,R.fillText(""+this.section,J,U+16),R.restore(),this}}class StaveTempo extends StaveModifier{static get CATEGORY(){return"stavetempo"}constructor(B,D,R){super(),this.setAttribute("type","StaveTempo"),this.tempo=B,this.position=Modifier.Position.ABOVE,this.x=D,this.shift_x=10,this.shift_y=R,this.font={family:"times",size:14,weight:"bold"},this.render_options={glyph_font_scale:30}}getCategory(){return StaveTempo.CATEGORY}setTempo(B){return this.tempo=B,this}setShiftX(B){return this.shift_x=B,this}setShiftY(B){return this.shift_y=B,this}draw(B,D){const R=B.checkContext();this.setRendered();const G=this.render_options,W=G.glyph_font_scale/38,q=this.tempo.name,Z=this.tempo.duration,Y=this.tempo.dots,U=this.tempo.bpm,J=this.font;let K=this.x+this.shift_x+D;const Q=B.getYForTopText(1)+this.shift_y;if(R.save(),R.openGroup("stavetempo",null,{}),q&&(R.setFont(J.family,J.size,J.weight),R.fillText(q,K,Q),K+=R.measureText(q).width),Z&&U){R.setFont(J.family,J.size,"normal"),q&&(K+=R.measureText(" ").width,R.fillText("(",K,Q),K+=R.measureText("(").width);const te=Flow.getGlyphProps(Z);if(K+=3*W,Glyph.renderGlyph(R,K,Q,G.glyph_font_scale,te.code_head),K+=te.getWidth()*W,te.stem){let re=30;te.beam_count&&(re+=3*(te.beam_count-1)),re*=W;const se=Q-re;R.fillRect(K-W,se,W,re),te.flag&&(Glyph.renderGlyph(R,K,se,G.glyph_font_scale,te.code_flag_upstem),Y||(K+=6*W))}for(let re=0;re<Y;re++)K+=6*W,R.beginPath(),R.arc(K,Q+2*W,2*W,0,Math.PI*2,!1),R.fill();R.fillText(" = "+U+(q?")":""),K+3*W,Q)}return R.closeGroup(),R.restore(),this}}class TextNote extends Note{static get Justification(){return{LEFT:1,CENTER:2,RIGHT:3}}static get GLYPHS(){return{segno:{code:"v8c",point:40,x_shift:0,y_shift:-10},tr:{code:"v1f",point:40,x_shift:0,y_shift:0},mordent_upper:{code:"v1e",point:40,x_shift:0,y_shift:0},mordent_lower:{code:"v45",point:40,x_shift:0,y_shift:0},f:{code:"vba",point:40,x_shift:0,y_shift:0},p:{code:"vbf",point:40,x_shift:0,y_shift:0},m:{code:"v62",point:40,x_shift:0,y_shift:0},s:{code:"v4a",point:40,x_shift:0,y_shift:0},z:{code:"v80",point:40,x_shift:0,y_shift:0},coda:{code:"v4d",point:40,x_shift:0,y_shift:-8},pedal_open:{code:"v36",point:40,x_shift:0,y_shift:0},pedal_close:{code:"v5d",point:40,x_shift:0,y_shift:3},caesura_straight:{code:"v34",point:40,x_shift:0,y_shift:2},caesura_curved:{code:"v4b",point:40,x_shift:0,y_shift:2},breath:{code:"v6c",point:40,x_shift:0,y_shift:0},tick:{code:"v6f",point:50,x_shift:0,y_shift:0},turn:{code:"v72",point:40,x_shift:0,y_shift:0},turn_inverted:{code:"v33",point:40,x_shift:0,y_shift:0},mordent:{code:"v1e",point:40,x_shift:0,y_shift:0}}}constructor(B){if(super(B),this.setAttribute("type","TextNote"),this.text=B.text,this.superscript=B.superscript,this.subscript=B.subscript,this.glyph_type=B.glyph,this.glyph=null,this.font={family:"Arial",size:12,weight:""},B.font&&(this.font=B.font),this.glyph_type){const D=TextNote.GLYPHS[this.glyph_type];if(!D)throw new Vex.RERR("Invalid glyph type: "+this.glyph_type);this.glyph=new Glyph(D.code,D.point,{cache:!1}),D.width?this.setWidth(D.width):this.setWidth(this.glyph.getMetrics().width),this.glyph_struct=D}else this.setWidth(Flow.textWidth(this.text));this.line=B.line||0,this.smooth=B.smooth||!1,this.ignore_ticks=B.ignore_ticks||!1,this.justification=TextNote.Justification.LEFT}setJustification(B){return this.justification=B,this}setLine(B){return this.line=B,this}preFormat(){this.checkContext(),!this.preFormatted&&(this.smooth?this.setWidth(0):this.glyph||this.setWidth(this.context.measureText(this.text).width),this.justification===TextNote.Justification.CENTER?this.extraLeftPx=this.width/2:this.justification===TextNote.Justification.RIGHT&&(this.extraLeftPx=this.width),this.setPreFormatted(!0))}draw(){if(this.checkContext(),!this.stave)throw new Vex.RERR("NoStave","Can't draw without a stave.");this.setRendered();const B=this.context;let D=this.getAbsoluteX();this.justification===TextNote.Justification.CENTER?D-=this.getWidth()/2:this.justification===TextNote.Justification.RIGHT&&(D-=this.getWidth());let R;if(this.glyph)R=this.stave.getYForLine(this.line+-3),this.glyph.render(this.context,D+this.glyph_struct.x_shift,R+this.glyph_struct.y_shift);else{R=this.stave.getYForLine(this.line+-3),this.applyStyle(B),B.setFont(this.font.family,this.font.size,this.font.weight),B.fillText(this.text,D,R);const G=B.measureText("M").width,W=B.measureText(this.text).width;this.superscript&&(B.setFont(this.font.family,this.font.size/1.3,this.font.weight),B.fillText(this.superscript,D+W+2,R-G/2.2)),this.subscript&&(B.setFont(this.font.family,this.font.size/1.3,this.font.weight),B.fillText(this.subscript,D+W+2,R+G/2.2-1)),this.restoreStyle(B)}}}class StaveText extends StaveModifier{static get CATEGORY(){return"stavetext"}constructor(B,D,R){super(),this.setAttribute("type","StaveText"),this.setWidth(16),this.text=B,this.position=D,this.options={shift_x:0,shift_y:0,justification:TextNote.Justification.CENTER},Vex.Merge(this.options,R),this.font={family:"times",size:16,weight:"normal"}}getCategory(){return StaveText.CATEGORY}setStaveText(B){return this.text=B,this}setShiftX(B){return this.shift_x=B,this}setShiftY(B){return this.shift_y=B,this}setFont(B){Vex.Merge(this.font,B)}setText(B){this.text=B}draw(B){const D=B.checkContext();this.setRendered(),D.save(),D.lineWidth=2,D.setFont(this.font.family,this.font.size,this.font.weight);const R=D.measureText(""+this.text).width;let G,W;const q=StaveModifier.Position,Z=TextNote.Justification;switch(this.position){case q.LEFT:case q.RIGHT:W=(B.getYForLine(0)+B.getBottomLineY())/2+this.options.shift_y,this.position===q.LEFT?G=B.getX()-R-24+this.options.shift_x:G=B.getX()+B.getWidth()+24+this.options.shift_x;break;case q.ABOVE:case q.BELOW:G=B.getX()+this.options.shift_x,this.options.justification===Z.CENTER?G+=B.getWidth()/2-R/2:this.options.justification===Z.RIGHT&&(G+=B.getWidth()-R),this.position===q.ABOVE?W=B.getYForTopText(2)+this.options.shift_y:W=B.getYForBottomText(2)+this.options.shift_y;break;default:throw new Vex.RERR("InvalidPosition","Value Must be in Modifier.Position.")}return D.fillText(""+this.text,G,W+4),D.restore(),this}}function L$9(...F){Clef.DEBUG&&Vex.L("Vex.Flow.Clef",F)}class Clef extends StaveModifier{static get CATEGORY(){return"clefs"}static get types(){return{treble:{code:"v83",line:3},bass:{code:"v79",line:1},alto:{code:"vad",line:2},tenor:{code:"vad",line:1},percussion:{code:"v59",line:2},soprano:{code:"vad",line:4},"mezzo-soprano":{code:"vad",line:3},"baritone-c":{code:"vad",line:0},"baritone-f":{code:"v79",line:2},subbass:{code:"v79",line:0},french:{code:"v83",line:4},tab:{code:"v2f"}}}static get sizes(){return{default:{point:40,width:26},small:{point:32,width:20}}}static get annotations(){return{"8va":{code:"v8",sizes:{default:{point:20,attachments:{treble:{line:-1.2,x_shift:11}}},small:{point:18,attachments:{treble:{line:-.4,x_shift:8}}}}},"8vb":{code:"v8",sizes:{default:{point:20,attachments:{treble:{line:6.3,x_shift:10},bass:{line:4,x_shift:1}}},small:{point:18,attachments:{treble:{line:5.8,x_shift:6},bass:{line:3.5,x_shift:.5}}}}}}}constructor(B,D,R){super(),this.setAttribute("type","Clef"),this.setPosition(StaveModifier.Position.BEGIN),this.setType(B,D,R),this.setWidth(Clef.sizes[this.size].width),L$9("Creating clef:",B)}getCategory(){return Clef.CATEGORY}setType(B,D,R){if(this.type=B,this.clef=Clef.types[B],D===void 0?this.size="default":this.size=D,this.clef.point=Clef.sizes[this.size].point,this.glyph=new Glyph(this.clef.code,this.clef.point),R!==void 0){const G=Clef.annotations[R];this.annotation={code:G.code,point:G.sizes[this.size].point,line:G.sizes[this.size].attachments[this.type].line,x_shift:G.sizes[this.size].attachments[this.type].x_shift},this.attachment=new Glyph(this.annotation.code,this.annotation.point),this.attachment.metrics.x_max=0,this.attachment.setXShift(this.annotation.x_shift)}else this.annotation=void 0;return this}getWidth(){if(this.type==="tab"&&!this.stave)throw new Vex.RERR("ClefError","Can't get width without stave.");return this.width}setStave(B){if(this.stave=B,this.type!=="tab")return this;let D,R;const G=this.stave.getOptions().num_lines;switch(G){case 8:D=55,R=14;break;case 7:D=47,R=8;break;case 6:D=40,R=1;break;case 5:D=30,R=-6;break;case 4:D=23,R=-12;break;default:throw new Vex.RERR("ClefError",`Invalid number of lines: ${G}`)}return this.glyph.setPoint(D),this.glyph.setYShift(R),this}draw(){if(!this.x)throw new Vex.RERR("ClefError","Can't draw clef without x.");if(!this.stave)throw new Vex.RERR("ClefError","Can't draw clef without stave.");this.setRendered(),this.glyph.setStave(this.stave),this.glyph.setContext(this.stave.context),this.clef.line!==void 0&&this.placeGlyphOnLine(this.glyph,this.stave,this.clef.line),this.stave.context.openGroup("clef"),this.glyph.renderToStave(this.x),this.annotation!==void 0&&(this.placeGlyphOnLine(this.attachment,this.stave,this.annotation.line),this.attachment.setStave(this.stave),this.attachment.setContext(this.stave.context),this.attachment.renderToStave(this.x)),this.stave.context.closeGroup()}}class KeySignature extends StaveModifier{static get CATEGORY(){return"keysignatures"}static get accidentalSpacing(){return{"#":{above:6,below:4},b:{above:4,below:7},n:{above:4,below:1},"##":{above:6,below:4},bb:{above:4,below:7},db:{above:4,below:7},d:{above:4,below:7},bbs:{above:4,below:7},"++":{above:6,below:4},"+":{above:6,below:4},"+-":{above:6,below:4},"++-":{above:6,below:4},bs:{above:4,below:10},bss:{above:4,below:10}}}constructor(B,D,R){super(),this.setAttribute("type","KeySignature"),this.setKeySig(B,D,R),this.setPosition(StaveModifier.Position.BEGIN),this.glyphFontScale=38,this.glyphs=[],this.xPositions=[],this.paddingForced=!1,this.isDraw=!0}getCategory(){return KeySignature.CATEGORY}setDrawState(B){this.isDraw=B}convertToGlyph(B,D){const R=Flow.accidentalCodes(B.type),G=new Glyph(R.code,this.glyphFontScale);let W=1;if(B.type==="n"&&D){const Y=KeySignature.accidentalSpacing[D.type];Y&&(W=D.line>=B.line?Y.above:Y.below)}this.placeGlyphOnLine(G,this.stave,B.line),this.glyphs.push(G);const q=this.xPositions[this.xPositions.length-1],Z=G.getMetrics().width+W;this.xPositions.push(q+Z),this.width+=Z}cancelKey(B){return this.formatted=!1,this.cancelKeySpec=B,this}convertToCancelAccList(B){const D=Flow.keySignature(B),R=this.accList.length>0&&D.length>0&&D[0].type!==this.accList[0].type,G=R?D.length:D.length-this.accList.length;if(G<1)return;const W=[];for(let q=0;q<G;q++){let Z=q;R||(Z=D.length-G+q);const Y=D[Z];W.push({type:"n",line:Y.line})}return this.accList=W.concat(this.accList),{accList:W,type:D[0].type}}addToStave(B){return this.paddingForced=!0,B.addModifier(this),this}convertAccLines(B,D,R=this.accList){let G=0,W;switch(B){case"soprano":D==="#"?W=[2.5,.5,2,0,1.5,-.5,1]:G=-1;break;case"mezzo-soprano":D==="b"?W=[0,2,.5,2.5,1,3,1.5]:G=1.5;break;case"alto":G=.5;break;case"tenor":D==="#"?W=[3,1,2.5,.5,2,0,1.5]:G=-.5;break;case"baritone-f":case"baritone-c":D==="b"?W=[.5,2.5,1,3,1.5,3.5,2]:G=2;break;case"bass":case"french":G=1;break}let q;if(typeof W!="undefined")for(q=0;q<R.length;++q)R[q].line=W[q];else if(G!==0)for(q=0;q<R.length;++q)R[q].line+=G}getPadding(B){return this.formatted||this.format(),this.glyphs.length===0||!this.paddingForced&&B<2?0:this.padding}getWidth(){return this.formatted||this.format(),this.width}setKeySig(B,D,R){return this.formatted=!1,this.keySpec=B,this.cancelKeySpec=D,this.alterKeySpec=R,this}alterKey(B){return this.formatted=!1,this.alterKeySpec=B,this}convertToAlterAccList(B){const D=Math.min(B.length,this.accList.length);for(let R=0;R<D;++R)B[R]&&(this.accList[R].type=B[R])}format(){if(!this.stave)throw new Vex.RERR("KeySignatureError","Can't draw key signature without stave.");this.width=0,this.glyphs=[],this.xPositions=[0],this.accList=Flow.keySignature(this.keySpec);const B=this.accList,D=B.length>0?B[0].type:null;let R;if(this.cancelKeySpec&&(R=this.convertToCancelAccList(this.cancelKeySpec)),this.alterKeySpec&&this.convertToAlterAccList(this.alterKeySpec),this.accList.length>0){const G=(this.position===StaveModifier.Position.END?this.stave.endClef:this.stave.clef)||this.stave.clef;R&&this.convertAccLines(G,R.type,R.accList),this.convertAccLines(G,D,B);for(let W=0;W<this.accList.length;++W)this.convertToGlyph(this.accList[W],this.accList[W+1])}this.formatted=!0}draw(){if(!this.x)throw new Vex.RERR("KeySignatureError","Can't draw key signature without x.");if(!this.stave)throw new Vex.RERR("KeySignatureError","Can't draw key signature without stave.");if(this.formatted||this.format(),this.setRendered(),!!this.isDraw&&this.glyphs.length>0){this.stave.context.openGroup("keysignature");for(let B=0;B<this.glyphs.length;B++){const D=this.glyphs[B],R=this.x+this.xPositions[B];D.setStave(this.stave),D.setContext(this.stave.context),D.renderToStave(R)}this.stave.context.closeGroup()}}}const assertIsValidFraction=F=>{const B=F.split("/").filter(D=>D!=="");if(B.length!==2)throw new Vex.RERR("BadTimeSignature",`Invalid time spec: ${F}. Must be in the form "<numerator>/<denominator>"`);B.forEach(D=>{if(isNaN(Number(D)))throw new Vex.RERR("BadTimeSignature",`Invalid time spec: ${F}. Must contain two valid numbers.`)})};class TimeSignature extends StaveModifier{static get CATEGORY(){return"timesignatures"}static get glyphs(){return{C:{code:"v41",point:40,line:2},"C|":{code:"vb6",point:40,line:2}}}constructor(B=null,D=15,R=!0){if(super(),this.setAttribute("type","TimeSignature"),this.validate_args=R,B===null)return;const G=D;this.point=40,this.topLine=2,this.bottomLine=4,this.setPosition(StaveModifier.Position.BEGIN),this.setTimeSig(B),this.setWidth(this.timeSig.glyph.getMetrics().width),this.setPadding(G)}getCategory(){return TimeSignature.CATEGORY}parseTimeSpec(B){if(B==="C"||B==="C|"){const{line:G,code:W,point:q}=TimeSignature.glyphs[B];return{line:G,num:!1,glyph:new Glyph(W,q)}}this.validate_args&&assertIsValidFraction(B);const[D,R]=B.split("/").map(G=>G.split(""));return{num:!0,glyph:this.makeTimeSignatureGlyph(D,R)}}makeTimeSignatureGlyph(B,D){const R=new Glyph("v0",this.point);R.topGlyphs=[],R.botGlyphs=[];let G=0;for(let K=0;K<B.length;++K){const Q=B[K],te=new Glyph("v"+Q,this.point);R.topGlyphs.push(te),G+=te.getMetrics().width}let W=0;for(let K=0;K<D.length;++K){const Q=D[K],te=new Glyph("v"+Q,this.point);R.botGlyphs.push(te),W+=te.getMetrics().width}const q=G>W?G:W,Z=R.getMetrics().x_min;R.getMetrics=()=>({x_min:Z,x_max:Z+q,width:q});const Y=(q-G)/2,U=(q-W)/2,J=this;return R.renderToStave=function(Q){let te=Q+Y;for(let re=0;re<this.topGlyphs.length;++re){const se=this.topGlyphs[re];Glyph.renderOutline(this.context,se.metrics.outline,se.scale,te+se.x_shift,this.stave.getYForLine(J.topLine)),te+=se.getMetrics().width}te=Q+U;for(let re=0;re<this.botGlyphs.length;++re){const se=this.botGlyphs[re];J.placeGlyphOnLine(se,this.stave,se.line),Glyph.renderOutline(this.context,se.metrics.outline,se.scale,te+se.x_shift,this.stave.getYForLine(J.bottomLine)),te+=se.getMetrics().width}},R}getTimeSig(){return this.timeSig}setTimeSig(B){return this.timeSig=this.parseTimeSpec(B),this}draw(){if(!this.x)throw new Vex.RERR("TimeSignatureError","Can't draw time signature without x.");if(!this.stave)throw new Vex.RERR("TimeSignatureError","Can't draw time signature without stave.");this.setRendered(),this.timeSig.glyph.setStave(this.stave),this.timeSig.glyph.setContext(this.stave.context),this.placeGlyphOnLine(this.timeSig.glyph,this.stave,this.timeSig.line),this.timeSig.glyph.renderToStave(this.x)}}class Volta extends StaveModifier{static get CATEGORY(){return"voltas"}static get type(){return{NONE:1,BEGIN:2,MID:3,END:4,BEGIN_END:5}}constructor(B,D,R,G){super(),this.setAttribute("type","Volta"),this.volta=B,this.x=R,this.y_shift=G,this.number=D,this.font={family:"sans-serif",size:9,weight:"bold"}}getCategory(){return Volta.CATEGORY}setShiftY(B){return this.y_shift=B,this}draw(B,D){const R=B.checkContext();this.setRendered();let G=B.width-D;const W=B.getYForTopText(B.options.num_lines)+this.y_shift,q=1.5*B.options.spacing_between_lines_px;switch(this.volta){case Volta.type.BEGIN:R.fillRect(this.x+D,W,1,q);break;case Volta.type.END:G-=5,R.fillRect(this.x+D+G,W,1,q);break;case Volta.type.BEGIN_END:G-=3,R.fillRect(this.x+D,W,1,q),R.fillRect(this.x+D+G,W,1,q);break}return(this.volta===Volta.type.BEGIN||this.volta===Volta.type.BEGIN_END)&&(R.save(),R.setFont(this.font.family,this.font.size,this.font.weight),R.fillText(this.number,this.x+D+5,W+15),R.restore()),R.fillRect(this.x+D,W,G,1),this}}let _keySignature="",volta={};const voltaMeasureNumber={};class Stave extends Element$1{static saxophoneMap(B){const D={C:"bE","#C":"E","C#":"E",Db:"E",D:"F",Eb:"bG",E:"G",F:"bA","#F":"A","F#":"A",Gb:"A",G:"bB",Ab:"B",A:"C",Bb:"bD",B:"D"};return D[B]?D[B]:B}constructor(B,D,R,G){super(),this.setAttribute("type","Stave"),this.x=B,this.y=D,this.width=R,this.formatted=!1,this.setStartX(B+5),this.end_x=B+R,this.staveTempos=[],this.modifiers=[],this.measure=0,this.clef="treble",this.endClef=void 0,this.font={family:"sans-serif",size:8,weight:""},this.timeSignature={numerator:"",denominator:""},this.options={vertical_bar_width:10,glyph_spacing_px:10,num_lines:5,fill_style:"#999999",left_bar:!1,right_bar:!0,spacing_between_lines_px:10,space_above_staff_ln:4,space_below_staff_ln:4,top_text_position:1,DYMusicScoreType:"",keySignature:""},this.bounds={x:this.x,y:this.y,w:this.width,h:0},Vex.Merge(this.options,G),this.resetLines();const W=Barline.type;this.addModifier(new Barline(this.options.left_bar?W.SINGLE:W.NONE)),this.addEndModifier(new Barline(this.options.right_bar?W.SINGLE:W.NONE))}space(B){return this.options.spacing_between_lines_px*B}resetLines(){this.options.line_config=[];for(let B=0;B<this.options.num_lines;B++)this.options.line_config.push({visible:!0});this.height=(this.options.num_lines+this.options.space_above_staff_ln)*this.options.spacing_between_lines_px,this.options.bottom_text_position=this.options.num_lines}getLines(){return this.options.line_config.map(D=>D.visible).filter(Boolean).length}getOptions(){return this.options}setNoteStartX(B){this.formatted||this.format(),this.setStartX(B);const D=this.modifiers[0];return D.setX(this.start_x-D.getWidth()),this}setStartX(B){this.start_x=B}getNoteStartX(){return this.formatted||this.format(),this.start_x}getNoteEndX(){return this.formatted||this.format(),this.end_x}getTieStartX(){return this.start_x}getTieEndX(){return this.x+this.width}getX(){return this.x}getNumLines(){return this.options.num_lines}setNumLines(B){return this.options.num_lines=parseInt(B,10),this.resetLines(),this}setY(B){return this.y=B,this}getTopLineTopY(){return this.getYForLine(0)-Flow.STAVE_LINE_THICKNESS/2}getBottomLineBottomY(){return this.getLines()===2?this.getYForLine(6)+Flow.STAVE_LINE_THICKNESS/2:this.getYForLine(this.getNumLines()-1)+Flow.STAVE_LINE_THICKNESS/2}setX(B){const D=B-this.x;this.formatted=!1,this.x=B,this.start_x+=D,this.end_x+=D;for(let R=0;R<this.modifiers.length;R++){const G=this.modifiers[R];G.x!==void 0&&(G.x+=D)}return this}setWidth(B){return this.formatted=!1,this.width=B,this.end_x=this.x+B,this}getWidth(){return this.width}getStyle(){return{fillStyle:this.options.fill_style,strokeStyle:this.options.fill_style,lineWidth:Flow.STAVE_LINE_THICKNESS,...this.style||{}}}setMeasure(B){return this.measure=B,this}getModifierXShift(B=0){if(typeof B!="number")throw new Vex.RERR("InvalidIndex","Must be of number type");if(this.formatted||this.format(),this.getModifiers(StaveModifier.Position.BEGIN).length===1)return 0;let D=this.start_x-this.x;const R=this.modifiers[0];return R.getType()===Barline.type.REPEAT_BEGIN&&D>R.getWidth()&&(D-=R.getWidth()),D}setRepetitionTypeLeft(B,D){return this.modifiers.push(new Repetition$1(B,this.x,D)),this}setRepetitionTypeRight(B,D){return this.modifiers.push(new Repetition$1(B,this.x,D)),this}setVoltaType(B,D,R){if(B===2)volta.type===2&&volta.stave.modifiers.push(new Volta(volta.type,volta.number_t,volta.x,volta.y)),volta={stave:this,type:B,number_t:D,MeasureNumber:this.MeasureNumber,y:R,x:this.x};else if(B===4){let G=this.MeasureNumber-volta.MeasureNumber,W=Math.max(volta.y,R);for(let q=0;q<=G;q++)voltaMeasureNumber[volta.MeasureNumber+q]={type:q===0?2:q===G?4:0,number_t:D,y:W};volta={}}else this.modifiers.push(new Volta(B,D,this.x,R));return this}drawVolta(){let B=voltaMeasureNumber[this.MeasureNumber];B&&(this.modifiers.push(new Volta(B.type,B.number_t,this.x,B.y)),delete voltaMeasureNumber[this.MeasureNumber]),volta.type&&volta.MeasureNumber==this.MeasureNumber&&(this.modifiers.push(new Volta(volta.type,volta.number_t,this.x,volta.y)),volta={})}setSection(B,D,R=0,G=12){const W=new StaveSection(B,this.x+R,D);return W.font.size=G,this.modifiers.push(W),this}setTempo(B,D){return this.modifiers.push(new StaveTempo(B,this.x,D)),this}setText(B,D,R){let G=new StaveText(B,D,R);return G.setFont({family:"Arial",size:14,weight:"normal"}),this.modifiers.push(G),this}getHeight(){return this.height}getSpacingBetweenLines(){return this.options.spacing_between_lines_px}getBoundingBox(){return new BoundingBox(this.x,this.y,this.width,this.getBottomY()-this.y)}getBottomY(){const B=this.options,D=B.spacing_between_lines_px;return this.getYForLine(B.num_lines)+B.space_below_staff_ln*D}getBottomLineY(){return this.getYForLine(this.options.num_lines)}getYForLine(B){const D=this.options,R=D.spacing_between_lines_px,G=D.space_above_staff_ln;return this.y+B*R+G*R}getLineForY(B){const D=this.options,R=D.spacing_between_lines_px,G=D.space_above_staff_ln;return(B-this.y)/R-G}getYForTopText(B){const D=B||0;return this.getYForLine(-D-this.options.top_text_position)}getYForBottomText(B){const D=B||0;return this.getYForLine(this.options.bottom_text_position+D)}getYForNote(B){const D=this.options,R=D.spacing_between_lines_px,G=D.space_above_staff_ln;return this.y+G*R+5*R-B*R}getYForGlyphs(){return this.getYForLine(3)}addModifier(B,D,R){return D!==void 0&&B.setPosition(D),R&&(this.timeSignature.numerator=R.numerator,this.timeSignature.denominator=R.denominator),B.setStave(this),this.formatted=!1,this.modifiers.push(B),this}addEndModifier(B){return this.addModifier(B,StaveModifier.Position.END),this}setBegBarType(B){const{SINGLE:D,REPEAT_BEGIN:R,NONE:G}=Barline.type;return(B===D||B===R||B===G)&&(this.modifiers[0].setType(B),this.formatted=!1),this}setEndBarType(B){return B!==Barline.type.REPEAT_BEGIN&&(this.modifiers[1].setType(B),this.formatted=!1),this}setClef(B,D,R,G){G===void 0&&(G=StaveModifier.Position.BEGIN),G===StaveModifier.Position.END?this.endClef=B:this.clef=B;const W=this.getModifiers(G,Clef.CATEGORY);return W.length===0?this.addClef(B,D,R,G):W[0].setType(B,D,R),this}setEndClef(B,D,R){return this.setClef(B,D,R,StaveModifier.Position.END),this}setKeySignature(B,D,R){this.options.keySignature=B,R===void 0&&(R=StaveModifier.Position.BEGIN);const G=this.getModifiers(R,KeySignature.CATEGORY);return G.length===0?this.options.DYMusicScoreType!=="jianpu"&&this.addKeySignature(B,D,R):G[0].setKeySig(B,D),this}setEndKeySignature(B,D){return this.setKeySignature(B,D,StaveModifier.Position.END),this}setTimeSignature(B,D,R){R===void 0&&(R=StaveModifier.Position.BEGIN);const G=this.getModifiers(R,TimeSignature.CATEGORY);return G.length===0?this.addTimeSignature(B,D,R):G[0].setTimeSig(B),this}setEndTimeSignature(B,D){return this.setTimeSignature(B,D,StaveModifier.Position.END),this}addKeySignature(B,D,R){return R===void 0&&(R=StaveModifier.Position.BEGIN),this.addModifier(new KeySignature(B,D).setPosition(R),R),this}addClef(B,D,R,G){return G===void 0||G===StaveModifier.Position.BEGIN?this.clef=B:G===StaveModifier.Position.END&&(this.endClef=B),this.addModifier(new Clef(B,D,R),G),this}addEndClef(B,D,R){return this.addClef(B,D,R,StaveModifier.Position.END),this}addTimeSignature(B,D,R){return this.addModifier(new TimeSignature(B,D),R),this}addEndTimeSignature(B,D){return this.addTimeSignature(B,D,StaveModifier.Position.END),this}addTrebleGlyph(){return this.addClef("treble"),this}getModifiers(B,D){return B===void 0&&D===void 0?this.modifiers:this.modifiers.filter(R=>(B===void 0||B===R.getPosition())&&(D===void 0||D===R.getCategory()))}sortByCategory(B,D){for(let R=B.length-1;R>=0;R--)for(let G=0;G<R;G++)if(D[B[G].getCategory()]>D[B[G+1].getCategory()]){const W=B[G];B[G]=B[G+1],B[G+1]=W}}format(){const B=this.modifiers[0],D=this.modifiers[1],R=this.getModifiers(StaveModifier.Position.BEGIN),G=this.getModifiers(StaveModifier.Position.END);this.sortByCategory(R,{barlines:0,clefs:1,keysignatures:2,timesignatures:3}),this.sortByCategory(G,{timesignatures:0,keysignatures:1,barlines:2,clefs:3}),R.length>1&&B.getType()===Barline.type.REPEAT_BEGIN&&(R.push(R.splice(0,1)[0]),R.splice(0,0,new Barline(Barline.type.SINGLE))),G.indexOf(D)>0&&G.splice(0,0,new Barline(Barline.type.NONE));let W,q,Z,Y=0,U=this.x;for(let Q=0;Q<R.length;Q++)Z=R[Q],q=Z.getPadding(Q+Y),W=Z.getWidth(),isNaN(W)&&(Z.setWidth(10),W=10),U+=q,Z.setX(U),U+=W,q+W===0&&Y--;this.setStartX(U),U=this.x+this.width;const J={left:0,right:0,paddingRight:0,paddingLeft:0};let K=0;for(let Q=0;Q<G.length;Q++){Z=G[Q],K=Z.getCategory()==="barlines"?Q:K,J.right=0,J.left=0,J.paddingRight=0,J.paddingLeft=0;const te=Z.getLayoutMetrics();te?(Q!==0&&(J.right=te.xMax||0,J.paddingRight=te.paddingRight||0),J.left=-te.xMin||0,J.paddingLeft=te.paddingLeft||0,Q===G.length-1&&(J.paddingLeft=0)):(J.paddingRight=Z.getPadding(Q-K)||0,Q!==0&&(J.right=Z.getWidth()||0),Q===0&&(J.left=Z.getWidth()||0)),U-=J.paddingRight,U-=J.right,Z.setX(U),U-=J.left,U-=J.paddingLeft}this.end_x=G.length===1?this.x+this.width:U,this.formatted=!0}draw(){this.checkContext(),this.setRendered(),this.formatted||this.format();const B=this.options.num_lines,D=this.width,R=this.x;let G;const W=this.getLines();if(W===2||W===3){const q=W===2?[2,4]:[0,2,4];this.options.line_config.forEach((Z,Y)=>{q.includes(Y)?Z.visible=!0:Z.visible=!1})}for(let q=0;q<B;q++)G=this.getYForLine(q),this.options.DYMusicScoreType==="jianpu"?this.applyStyle(this.context,{strokeStyle:"transparent"}):this.applyStyle(),this.options.line_config[q].visible&&(this.context.beginPath(),this.context.moveTo(R,G),this.context.lineTo(R+D,G),this.context.stroke()),this.restoreStyle();this.drawVolta(),this.options.DYMusicScoreType==="jianpu"&&this.drawJianpuKey();for(let q=0;q<this.modifiers.length;q++){if(this.options.DYMusicScoreType==="jianpu"){let Y=this.modifiers[q].attrs.type;if(["StaveTempo","TimeSignature"].includes(Y))continue}if(this.modifiers[q].attrs.type==="StaveTempo"){this.staveTempos.push(this.modifiers[q]);continue}W===2&&(this.modifiers[q].attrs.type==="Clef"&&(this.modifiers[q].clef.line=3),this.modifiers[q].attrs.type==="TimeSignature"&&(this.modifiers[q].bottomLine=5,this.modifiers[q].topLine=3)),W===4&&this.modifiers[q].attrs.type==="Clef"&&(this.modifiers[q].clef.line=1.5);let Z=!1;["StaveSection","Repetition","Volta"].includes(this.modifiers[q].attrs.type)&&(Z=!0,this.context.openGroup(this.modifiers[q].attrs.type)),typeof this.modifiers[q].draw=="function"&&(this.modifiers[q].applyStyle(this.context),this.modifiers[q].draw(this,this.getModifierXShift(q)),this.modifiers[q].restoreStyle(this.context)),Z&&this.context.closeGroup()}if(setTimeout(()=>this.drawStaveTempo()),this.measure>0){this.context.save(),this.context.setFont(this.font.family,this.font.size,this.font.weight);const q=this.context.measureText(""+this.measure).width;G=this.getYForTopText(0)+3,this.context.fillText(""+this.measure,this.x-q/2,G),this.context.restore()}return this}drawStaveTempo(){if(!this.staveTempos.length)return;const B=document.querySelector(`#${this.attrs.id}`);if(!B)return;const D=B.parentElement.getBBox(),R=this.getYForLine(0),G=B.parentElement.parentElement.querySelectorAll(".vf-curve");if(G.length){const W=this.x+this.staveTempos[0].shift_x+this.getModifierXShift(0),q=this.getYForTopText(1)+D.y-R+5;G.forEach(Z=>{const Y=Z.getBBox();Y.x-10<W&&Y.x+Y.width>W&&Y.y-10<q&&Y.y+Y.height>q&&(D.y=Y.y+5)})}for(let W=0;W<this.staveTempos.length;W++)this.staveTempos[W].shift_y=D.y-R+5,this.staveTempos[W].applyStyle(this.context),this.staveTempos[W].draw(this,this.getModifierXShift(W)),this.staveTempos[W].restoreStyle(this.context);this.staveTempos=[]}drawJianpuKey(){if(this.options.keySignature){let B=this.options.keySignature;window.DYSubjectId===6&&(B=Stave.saxophoneMap(B)),window&&window.sett&&window.sett.keySignature&&(B="C"),this.MeasureNumber<2?this.setText(`1=${B}`,1,{justification:1,shift_x:50,shift_y:-75}):this.options.keySignature!=_keySignature&&this.setText(`1=${B}`,1,{justification:1,shift_x:50,shift_y:-50}),_keySignature=this.options.keySignature}if(this.MeasureNumber>=0&&this.timeSignature.numerator){let B=40,D=0;this.MeasureNumber<2&&(B=70,D=-72),this.setText(`${this.timeSignature.numerator}`,1,{justification:1,shift_x:B,shift_y:D-13}),this.setText("\u1173",1,{justification:1,shift_x:B+3,shift_y:D-2}),this.setText(`${this.timeSignature.denominator}`,1,{justification:1,shift_x:B,shift_y:D+8})}}drawVertical(B,D){this.drawVerticalFixed(this.x+B,D)}drawVerticalFixed(B,D){this.checkContext();const R=this.getYForLine(0),G=this.getYForLine(this.options.num_lines-1);D&&this.context.fillRect(B-3,R,1,G-R+1),this.context.fillRect(B,R,1,G-R+1)}drawVerticalBar(B){this.drawVerticalBarFixed(this.x+B,!1)}drawVerticalBarFixed(B){this.checkContext();const D=this.getYForLine(0),R=this.getYForLine(this.options.num_lines-1);this.context.fillRect(B,D,1,R-D+1)}getConfigForLines(){return this.options.line_config}setConfigForLine(B,D){if(B>=this.options.num_lines||B<0)throw new Vex.RERR("StaveConfigError","The line number must be within the range of the number of lines in the Stave.");if(D.visible===void 0)throw new Vex.RERR("StaveConfigError","The line configuration object is missing the 'visible' property.");if(typeof D.visible!="boolean")throw new Vex.RERR("StaveConfigError","The line configuration objects 'visible' property must be true or false.");return this.options.line_config[B]=D,this}setConfigForLines(B){if(B.length!==this.options.num_lines)throw new Vex.RERR("StaveConfigError","The length of the lines configuration array must match the number of lines in the Stave");for(const D in B)B[D]||(B[D]=this.options.line_config[D]),Vex.Merge(this.options.line_config[D],B[D]);return this.options.line_config=B,this}}class TabStave extends Stave{constructor(B,D,R,G){const W={spacing_between_lines_px:13,num_lines:6,top_text_position:1};Vex.Merge(W,G),super(B,D,R,W),this.setAttribute("type","TabStave")}getYForGlyphs(){return this.getYForLine(2.5)}addTabGlyph(){return this.addClef("tab"),this}}function getUnusedStringGroups(F,B){const D=[];let R=[];for(let G=1;G<=F;G++)B.indexOf(G)>-1?(D.push(R),R=[]):R.push(G);return R.length>0&&D.push(R),D}function getPartialStemLines(F,B,D,R){const G=R!==1,W=R!==-1,q=D.getSpacingBetweenLines(),Z=D.getNumLines(),Y=[];return B.forEach(U=>{const J=U.indexOf(Z)>-1,K=U.indexOf(1)>-1;if(G&&K||W&&J)return;U.length===1&&U.push(U[0]);const Q=[];U.forEach((te,re,se)=>{const ie=te===1,ae=te===Z;let le=D.getYForLine(te-1);re===0&&!ie?le-=q/2-1:re===se.length-1&&!ae&&(le+=q/2-1),Q.push(le),R===1&&ie?Q.push(F-2):R===-1&&ae&&Q.push(F+2)}),Y.push(Q.sort((te,re)=>te-re))}),Y}class TabNote$1 extends StemmableNote{static get CATEGORY(){return"tabnotes"}constructor(B,D){if(super(B),this.setAttribute("type","TabNote"),this.ghost=!1,this.positions=B.positions,Vex.Merge(this.render_options,{glyph_font_scale:Flow.DEFAULT_TABLATURE_FONT_SCALE,draw_stem:D,draw_dots:D,draw_stem_through_stave:!1,y_shift:0,scale:1,font:"10pt Arial"}),this.glyph=Flow.getGlyphProps(this.duration,this.noteType),!this.glyph)throw new Vex.RuntimeError("BadArguments",`Invalid note initialization data (No glyph found): ${JSON.stringify(B)}`);this.buildStem(),B.stem_direction?this.setStemDirection(B.stem_direction):this.setStemDirection(Stem.UP),this.ghost=!1,this.updateWidth()}reset(){this.stave&&this.setStave(this.stave)}getCategory(){return TabNote$1.CATEGORY}setGhost(B){return this.ghost=B,this.updateWidth(),this}hasStem(){return this.render_options.draw_stem}getStemExtension(){const B=this.getGlyph();return this.stem_extension_override!=null?this.stem_extension_override:B?this.getStemDirection()===1?B.tabnote_stem_up_extension:B.tabnote_stem_down_extension:0}addDot(){const B=new Dot;return this.dots+=1,this.addModifier(B,0)}updateWidth(){this.glyphs=[],this.width=0;for(let B=0;B<this.positions.length;++B){let D=this.positions[B].fret;this.ghost&&(D="("+D+")");const R=Flow.tabToGlyph(D,this.render_options.scale);this.glyphs.push(R),this.width=Math.max(R.getWidth(),this.width)}this.glyph.getWidth=()=>this.width}setStave(B){super.setStave(B),this.context=B.context;let D;if(this.context){const G=this.context;for(this.width=0,D=0;D<this.glyphs.length;++D){const W=this.glyphs[D],q=""+W.text;q.toUpperCase()!=="X"&&(G.save(),G.setRawFont(this.render_options.font),W.width=G.measureText(q).width,G.restore(),W.getWidth=()=>W.width),this.width=Math.max(W.getWidth(),this.width)}this.glyph.getWidth=()=>this.width}const R=this.positions.map(({str:G})=>B.getYForLine(G-1));return this.setYs(R),this.stem&&this.stem.setYBounds(this.getStemY(),this.getStemY()),this}getPositions(){return this.positions}addToModifierContext(B){this.setModifierContext(B);for(let D=0;D<this.modifiers.length;++D)this.modifierContext.addModifier(this.modifiers[D]);return this.modifierContext.addModifier(this),this.preFormatted=!1,this}getTieRightX(){let B=this.getAbsoluteX();return B+=this.glyph.getWidth()/2,B+=-this.width/2+this.width+2,B}getTieLeftX(){let B=this.getAbsoluteX();return B+=this.glyph.getWidth()/2,B-=this.width/2+2,B}getModifierStartXY(B,D){if(!this.preFormatted)throw new Vex.RERR("UnformattedNote","Can't call GetModifierStartXY on an unformatted note");if(this.ys.length===0)throw new Vex.RERR("NoYValues","No Y-Values calculated for this note.");let R=0;return B===Modifier.Position.LEFT?R=-1*2:B===Modifier.Position.RIGHT?R=this.width+2:(B===Modifier.Position.BELOW||B===Modifier.Position.ABOVE)&&(R=this.glyph.getWidth()/2),{x:this.getAbsoluteX()+R,y:this.ys[D]}}getLineForRest(){return this.positions[0].str}preFormat(){this.preFormatted||(this.modifierContext&&this.modifierContext.preFormat(),this.setPreFormatted(!0))}getStemX(){return this.getCenterGlyphX()}getStemY(){const B=this.stave.getNumLines(),D=-.5,R=B-.5,G=Stem.UP===this.stem_direction?D:R;return this.stave.getYForLine(G)}getStemExtents(){return this.stem.getExtents()}drawFlag(){const{beam:B,glyph:D,context:R,stem:G,stem_direction:W,render_options:{draw_stem:q,glyph_font_scale:Z}}=this,Y=B==null&&q;if(D.flag&&Y){const U=this.getStemX()+1,J=this.getStemY()-G.getHeight(),K=W===Stem.DOWN?D.code_flag_downstem:D.code_flag_upstem;Glyph.renderGlyph(R,U,J,Z,K)}}drawModifiers(){this.modifiers.forEach(B=>{B.getCategory()==="dots"&&!this.render_options.draw_dots||(B.setContext(this.context),B.drawWithStyle())})}drawStemThrough(){const B=this.getStemX(),D=this.getStemY(),R=this.context,G=this.render_options.draw_stem_through_stave;if(this.render_options.draw_stem&&G){const q=this.stave.getNumLines(),Z=this.positions.map(J=>J.str),Y=getUnusedStringGroups(q,Z),U=getPartialStemLines(D,Y,this.getStave(),this.getStemDirection());R.save(),R.setLineWidth(Stem.WIDTH),U.forEach(J=>{J.length!==0&&(R.beginPath(),R.moveTo(B,J[0]),R.lineTo(B,J[J.length-1]),R.stroke(),R.closePath())}),R.restore()}}drawPositions(){const B=this.context,D=this.getAbsoluteX(),R=this.ys;for(let G=0;G<this.positions.length;++G){const W=R[G]+this.render_options.y_shift,q=this.glyphs[G],Z=this.glyph.getWidth(),Y=D+Z/2-q.getWidth()/2;if(B.clearRect(Y-2,W-3,q.getWidth()+4,6),q.code)Glyph.renderGlyph(B,Y,W,this.render_options.glyph_font_scale*this.render_options.scale,q.code);else{B.save(),B.setRawFont(this.render_options.font);const U=q.text.toString();B.fillText(U,Y,W+5*this.render_options.scale),B.restore()}}}draw(){if(this.checkContext(),!this.stave)throw new Vex.RERR("NoStave","Can't draw without a stave.");if(this.ys.length===0)throw new Vex.RERR("NoYValues","Can't draw note without Y values.");this.setRendered();const B=this.beam==null&&this.render_options.draw_stem;this.setAttribute("el",this.context.openGroup("tabnote",this.getAttribute("id"),{pointerBBox:!0})),this.drawPositions(),this.drawStemThrough();const D=this.getStemX();this.stem.setNoteHeadXBounds(D,D),B&&(this.context.openGroup("stem",null,{pointerBBox:!0}),this.stem.setContext(this.context).draw(),this.context.closeGroup()),this.drawFlag(),this.drawModifiers(),this.context.closeGroup()}}function L$8(...F){VibratoBracket.DEBUG&&Vex.L("Vex.Flow.VibratoBracket",F)}class VibratoBracket extends Element$1{constructor(B){super(),this.setAttribute("type","VibratoBracket"),this.start=B.start,this.stop=B.stop,this.toEndOfStopStave=B.toEndOfStopStave,this.line=1,this.render_options={harsh:!1,wave_height:6,wave_width:4,wave_girth:2}}setLine(B){return this.line=B,this}setHarsh(B){return this.render_options.harsh=B,this}draw(){const B=this.context;this.setRendered();const D=this.start?this.start.getStave().getYForTopText(this.line):this.stop.getStave().getYForTopText(this.line);let R=0;if(this.start){let W=0;for(const q of this.start.modifiers)if(q&&q.type==="tr"){W=q.glyph.bbox.w;break}R=this.start.getNoteHeadBeginX?this.start.getNoteHeadBeginX():this.start.getAbsoluteX(),R+=W}else R=this.stop.getStave().getTieStartX();let G=0;this.stop?G=this.toEndOfStopStave?this.stop.getStave().getTieEndX()-10:this.stop.getAbsoluteX()+this.stop.getWidth():G=this.start.getStave().getTieEndX()-10,this.render_options.vibrato_width=G-R,L$8("Rendering VibratoBracket: start_x:",R,"stop_x:",G,"y:",D),Vibrato.renderVibrato(B,R,D,this.render_options)}}let semibrave_rest;function get_semibrave_rest(){if(!semibrave_rest){const F=new NoteHead({duration:"w",note_type:"r"});semibrave_rest={glyph_font_scale:F.render_options.glyph_font_scale,glyph_code:F.glyph_code,width:F.getWidth()}}return semibrave_rest}class MultiMeasureRest extends Element$1{constructor(B,D){super(),this.setAttribute("type","MultiMeasureRest"),this.render_options={show_number:!0,number_line:-.5,number_glyph_point:40,padding_left:void 0,padding_right:void 0,line:2,spacing_between_lines_px:10,line_thickness:void 0,serif_thickness:2,use_symbols:!1,symbol_spacing:void 0,semibrave_rest_glyph_scale:Flow.DEFAULT_NOTATION_FONT_SCALE},Vex.Merge(this.render_options,D),this.number_of_measures=B,this.xs={left:NaN,right:NaN}}getXs(){return this.xs}setStave(B){return this.stave=B,this}getStave(){return this.stave}drawLine(B,D,R,G){const W=this.stave.getYForLine(this.render_options.line),q=(R-D)*.1;D+=q,R-=q;const Z={thickness:this.render_options.serif_thickness,height:G};let Y=G*.25;isNaN(this.render_options.line_thickness)||(Y=this.render_options.line_thickness*.5),B.save(),B.beginPath(),B.moveTo(D,W-G),B.lineTo(D+Z.thickness,W-G),B.lineTo(D+Z.thickness,W-Y),B.lineTo(R-Z.thickness,W-Y),B.lineTo(R-Z.thickness,W-G),B.lineTo(R,W-G),B.lineTo(R,W+G),B.lineTo(R-Z.thickness,W+G),B.lineTo(R-Z.thickness,W+Y),B.lineTo(D+Z.thickness,W+Y),B.lineTo(D+Z.thickness,W+G),B.lineTo(D,W+G),B.closePath(),B.fill()}drawSymbols(B,D,R,G){const W=Math.floor(this.number_of_measures/4),q=this.number_of_measures%4,Z=Math.floor(q/2),Y=q%2,U=get_semibrave_rest(),J=U.width*(this.render_options.semibrave_rest_glyph_scale/U.glyph_font_scale),K={2:{width:J*.5,height:G},1:{width:J}};let Q=J*1.35;isNaN(this.render_options.symbol_spacing)||(Q=this.render_options.symbol_spacing);const te=W*K[2].width+Z*K[2].width+Y*K[1].width+(W+Z+Y-1)*Q;let re=D+(R-D)*.5-te*.5;const se=this.stave.getYForLine(this.render_options.line-1),ie=this.stave.getYForLine(this.render_options.line),ae=this.stave.getYForLine(this.render_options.line+1);B.save(),B.setStrokeStyle("none"),B.setLineWidth(0);for(let le=0;le<W;++le)B.fillRect(re,ie-K[2].height,K[2].width,K[2].height),B.fillRect(re,ae-K[2].height,K[2].width,K[2].height),re+=K[2].width+Q;for(let le=0;le<Z;++le)B.fillRect(re,ie-K[2].height,K[2].width,K[2].height),re+=K[2].width+Q;for(let le=0;le<Y;++le)Glyph.renderGlyph(B,re,se,this.render_options.semibrave_rest_glyph_scale,U.glyph_code),re+=K[1].width+Q;B.restore()}draw(){this.checkContext(),this.setRendered();const B=this.context,D=this.stave,R=this.render_options.spacing_between_lines_px;let G=D.getNoteStartX(),W=D.getNoteEndX();const q=D.getModifiers(StaveModifier.Position.BEGIN);if(q.length===1&&q[0].getCategory()==="barlines"&&(G-=q[0].getWidth()),isNaN(this.render_options.padding_left)||(G=D.getX()+this.render_options.padding_left),isNaN(this.render_options.padding_right)||(W=D.getX()+D.getWidth()-this.render_options.padding_right),this.xs.left=G,this.xs.right=W,this.render_options.use_symbols?this.drawSymbols(B,G,W,R):this.drawLine(B,G,W,R),this.render_options.show_number){const Z="/"+this.number_of_measures,Y=new TimeSignature(null,void 0,!1);Y.point=this.render_options.number_glyph_point,Y.setTimeSig(Z),Y.setStave(D),Y.x=G+(W-G)*.5-Y.timeSig.glyph.getMetrics().width*.5,Y.bottomLine=this.render_options.number_line,Y.setContext(B).draw()}}}class ClefNote extends Note{static get CATEGORY(){return"clefnote"}constructor(B,D,R){super({duration:"b"}),this.setAttribute("type","ClefNote"),this.setType(B,D,R),this.ignore_ticks=!0}setType(B,D,R){return this.type=B,this.clef_obj=new Clef(B,D,R),this.clef=this.clef_obj.clef,this.glyph=new Glyph(this.clef.code,this.clef.point),this.setWidth(this.glyph.getMetrics().width),this}getClef(){return this.clef}setContext(B){return this.context=B,this.glyph.setContext(this.context),this}getBoundingBox(){return super.getBoundingBox()}addToModifierContext(){return this}getCategory(){return ClefNote.CATEGORY}preFormat(){return this.setPreFormatted(!0),this}draw(){if(!this.stave)throw new Vex.RERR("NoStave","Can't draw without a stave.");this.glyph.getContext()||this.glyph.setContext(this.context),this.setRendered();const B=this.getAbsoluteX();if(this.glyph.setStave(this.stave),this.glyph.setYShift(this.stave.getYForLine(this.clef.line)-this.stave.getYForGlyphs()),this.glyph.renderToStave(B),this.clef_obj.annotation!==void 0){const D=new Glyph(this.clef_obj.annotation.code,this.clef_obj.annotation.point);D.getContext()||D.setContext(this.context),D.setStave(this.stave),D.setYShift(this.stave.getYForLine(this.clef_obj.annotation.line)-this.stave.getYForGlyphs()),D.setXShift(this.clef_obj.annotation.x_shift),D.renderToStave(B)}}}class KeySigNote extends Note{constructor(B,D,R){super({duration:"b"}),this.setAttribute("type","KeySigNote"),this.keySignature=new KeySignature(B,D,R),this.ignore_ticks=!0}getBoundingBox(){return super.getBoundingBox()}addToModifierContext(){return this}preFormat(){return this.setPreFormatted(!0),this.keySignature.setStave(this.stave),this.keySignature.format(),this.setWidth(this.keySignature.width),this}draw(){this.stave.checkContext(),this.setRendered(),this.keySignature.x=this.getAbsoluteX(),this.keySignature.setContext(this.context),this.keySignature.draw()}}class TimeSigNote extends Note{constructor(B,D){super({duration:"b"}),this.setAttribute("type","TimeSigNote");const R=new TimeSignature(B,D);this.timeSig=R.getTimeSig(),this.setWidth(this.timeSig.glyph.getMetrics().width),this.ignore_ticks=!0}getBoundingBox(){return super.getBoundingBox()}addToModifierContext(){return this}preFormat(){return this.setPreFormatted(!0),this}draw(){this.stave.checkContext(),this.setRendered(),this.timeSig.glyph.getContext()||this.timeSig.glyph.setContext(this.context),this.timeSig.glyph.setStave(this.stave),this.timeSig.glyph.setYShift(this.stave.getYForLine(this.timeSig.line)-this.stave.getYForGlyphs()),this.timeSig.glyph.renderToStave(this.getAbsoluteX())}}class TabSlide extends TabTie{static get SLIDE_UP(){return 1}static get SLIDE_DOWN(){return-1}static createSlideUp(B){return new TabSlide(B,TabSlide.SLIDE_UP)}static createSlideDown(B){return new TabSlide(B,TabSlide.SLIDE_DOWN)}constructor(B,D){if(super(B,"sl."),this.setAttribute("type","TabSlide"),!D){const R=B.first_note.getPositions()[0].fret,G=B.last_note.getPositions()[0].fret;D=parseInt(R,10)>parseInt(G,10)?TabSlide.SLIDE_DOWN:TabSlide.SLIDE_UP}this.slide_direction=D,this.render_options.cp1=11,this.render_options.cp2=14,this.render_options.y_shift=.5,this.setFont({font:"Times",size:10,style:"bold italic"}),this.setNotes(B)}renderTie(B){if(B.first_ys.length===0||B.last_ys.length===0)throw new Vex.RERR("BadArguments","No Y-values to render");const D=this.context,R=B.first_x_px,G=B.first_ys,W=B.last_x_px,q=this.slide_direction;if(q!==TabSlide.SLIDE_UP&&q!==TabSlide.SLIDE_DOWN)throw new Vex.RERR("BadSlide","Invalid slide direction");for(let Z=0;Z<this.first_indices.length;++Z){const Y=G[this.first_indices[Z]]+this.render_options.y_shift;if(isNaN(Y))throw new Vex.RERR("BadArguments","Bad indices for slide rendering.");D.beginPath(),D.moveTo(R,Y+3*q),D.lineTo(W,Y-3*q),D.closePath(),D.stroke()}this.setRendered()}}class GraceNote extends StaveNote{static get CATEGORY(){return"gracenotes"}static get LEDGER_LINE_OFFSET(){return 2}static get SCALE(){return .66}constructor(B){super(Object.assign(B,{glyph_font_scale:Flow.DEFAULT_NOTATION_FONT_SCALE*GraceNote.SCALE,stroke_px:GraceNote.LEDGER_LINE_OFFSET})),this.setAttribute("type","GraceNote"),this.slash=B.slash,this.slur=!0,this.buildNoteHeads(),this.width=3}getStemExtension(){if(this.stem_extension_override!=null)return this.stem_extension_override;const B=this.getGlyph();if(B){let D=super.getStemExtension();if(B.stem){const R=this.getStaveNoteScale();D=(Stem.HEIGHT+D)*R-Stem.HEIGHT}return D}return 0}getCategory(){return GraceNote.CATEGORY}getStaveNoteScale(){return this.render_options.glyph_font_scale/Flow.DEFAULT_NOTATION_FONT_SCALE}draw(){super.draw(),this.setRendered();const B=this.stem;if(this.slash&&B){const D=this.getStaveNoteScale(),R=D/.66;let G;const W=this.beam;if(W)W.postFormatted||W.postFormat(),G=this.calcBeamedNotesSlashBBox(8*R,8*R,{stem:6*R,beam:5*R});else{const Z=this.getStemDirection(),Y=this.getNoteHeadBounds(),U=B.getHeight();let J=this.getAbsoluteX(),K=Z===Flow.Stem.DOWN?Y.y_top-U:Y.y_bottom-U;const Q=Z===Flow.Stem.DOWN?this.glyph.stem_down_extension:this.glyph.stem_up_extension;let te=Flow.STEM_HEIGHT;te-=te/2.8,te+=Q,K+=te*D*Z;const re=Z===Flow.Stem.UP?{x1:1,y1:0,x2:13,y2:-9}:{x1:-4,y1:1,x2:13,y2:9};J+=re.x1*R,K+=re.y1*R,G={x1:J,y1:K,x2:J+re.x2*R,y2:K+re.y2*R}}const q=this.context;q.save(),q.setLineWidth(1*R),q.beginPath(),q.moveTo(G.x1,G.y1),q.lineTo(G.x2,G.y2),q.closePath(),q.stroke(),q.restore()}}calcBeamedNotesSlashBBox(B,D,R){const G=this.beam,W=G.slope,Z=G.notes[G.notes.length-1]===this?-1:1,Y=Math.atan(W*Z),U={dx:Math.cos(Y)*D,dy:Math.sin(Y)*D};B*=this.getStemDirection();const J=Math.atan((U.dy-B)/U.dx),K=Math.cos(J)*R.stem*Z,Q=Math.sin(J)*R.stem,te=Math.cos(J)*R.beam*Z,re=Math.sin(J)*R.beam,se=this.getStemX(),ie=G.notes[0].getStemX(),ae=this.beam.getBeamYToDraw()+(se-ie)*W;return{x1:se-K,y1:ae+B-Q,x2:se+U.dx*Z+te,y2:ae+U.dy+re}}}class GraceTabNote extends TabNote$1{static get CATEGORY(){return"gracetabnotes"}constructor(B){super(B,!1),this.setAttribute("type","GraceTabNote"),Vex.Merge(this.render_options,{y_shift:.3,scale:.6,font:"7.5pt Arial"}),this.updateWidth()}getCategory(){return GraceTabNote.CATEGORY}draw(){super.draw(),this.setRendered()}}class Tuning{static get names(){return{standard:"E/5,B/4,G/4,D/4,A/3,E/3",dagdad:"D/5,A/4,G/4,D/4,A/3,D/3",dropd:"E/5,B/4,G/4,D/4,A/3,D/3",eb:"Eb/5,Bb/4,Gb/4,Db/4,Ab/3,Db/3",standardBanjo:"D/5,B/4,G/4,D/4,G/5"}}constructor(B="E/5,B/4,G/4,D/4,A/3,E/3,B/2,E/2"){this.setTuning(B)}noteToInteger(B){return Flow.keyProperties(B).int_value}setTuning(B){Tuning.names[B]&&(B=Tuning.names[B]),this.tuningString=B,this.tuningValues=[],this.numStrings=0;const D=B.split(/\s*,\s*/);if(D.length===0)throw new Vex.RERR("BadArguments","Invalid tuning string: "+B);this.numStrings=D.length;for(let R=0;R<this.numStrings;++R)this.tuningValues[R]=this.noteToInteger(D[R])}getValueForString(B){const D=parseInt(B,10);if(D<1||D>this.numStrings)throw new Vex.RERR("BadArguments",`String number must be between 1 and ${this.numStrings}:${B}`);return this.tuningValues[D-1]}getValueForFret(B,D){const R=this.getValueForString(D),G=parseInt(B,10);if(G<0)throw new Vex.RERR("BadArguments","Fret number must be 0 or higher: "+B);return R+G}getNoteForFret(B,D){const R=this.getValueForFret(B,D),G=Math.floor(R/12),W=R%12;return Flow.integerToNote(W)+"/"+G}}class KeyManager{constructor(B){this.music=new Music,this.setKey(B)}setKey(B){return this.key=B,this.reset(),this}getKey(){return this.key}reset(){if(this.keyParts=this.music.getKeyParts(this.key),this.keyString=this.keyParts.root,this.keyParts.accidental&&(this.keyString+=this.keyParts.accidental),!Music.scaleTypes[this.keyParts.type])throw new Vex.RERR("BadArguments",`Unsupported key type: ${this.key}`);this.scale=this.music.getScaleTones(this.music.getNoteValue(this.keyString),Music.scaleTypes[this.keyParts.type]),this.scaleMap={},this.scaleMapByValue={},this.originalScaleMapByValue={};const D=Music.root_indices[this.keyParts.root];for(let R=0;R<Music.roots.length;++R){const G=(D+R)%Music.roots.length,W=Music.roots[G],q=this.music.getRelativeNoteName(W,this.scale[R]);this.scaleMap[W]=q,this.scaleMapByValue[this.scale[R]]=q,this.originalScaleMapByValue[this.scale[R]]=q}return this}getAccidental(B){const D=this.music.getKeyParts(B).root,R=this.music.getNoteParts(this.scaleMap[D]);return{note:this.scaleMap[D],accidental:R.accidental}}selectNote(B){B=B.toLowerCase();const D=this.music.getNoteParts(B),R=this.scaleMap[D.root],G=this.music.getNoteParts(R);if(R===B)return{note:R,accidental:D.accidental,change:!1};const W=this.scaleMapByValue[this.music.getNoteValue(B)];if(W!=null)return{note:W,accidental:this.music.getNoteParts(W).accidental,change:!1};const q=this.originalScaleMapByValue[this.music.getNoteValue(B)];return q!=null?(this.scaleMap[G.root]=q,delete this.scaleMapByValue[this.music.getNoteValue(R)],this.scaleMapByValue[this.music.getNoteValue(B)]=q,{note:q,accidental:this.music.getNoteParts(q).accidental,change:!0}):G.root===B?(delete this.scaleMapByValue[this.music.getNoteValue(this.scaleMap[D.root])],this.scaleMapByValue[this.music.getNoteValue(G.root)]=G.root,this.scaleMap[G.root]=G.root,{note:G.root,accidental:null,change:!0}):(delete this.scaleMapByValue[this.music.getNoteValue(this.scaleMap[D.root])],this.scaleMapByValue[this.music.getNoteValue(B)]=B,delete this.scaleMap[G.root],this.scaleMap[G.root]=B,{note:B,accidental:D.accidental,change:!0})}}class StaveHairpin extends Element$1{static get type(){return{CRESC:1,DECRESC:2}}static FormatByTicksAndDraw(B,D,R,G,W,q){const Z=D.pixelsPerTick;if(Z==null)throw new Vex.RuntimeError("BadArguments","A valid Formatter must be provide to draw offsets by ticks.");const Y=Z*q.left_shift_ticks,U=Z*q.right_shift_ticks,J={height:q.height,y_shift:q.y_shift,left_shift_px:Y,right_shift_px:U};new StaveHairpin({first_note:R.first_note,last_note:R.last_note},G).setContext(B).setRenderOptions(J).setPosition(W).draw()}constructor(B,D){super(),this.setAttribute("type","StaveHairpin"),this.notes=B,this.hairpin=D,this.position=Modifier.Position.BELOW,this.render_options={height:10,y_shift:0,left_shift_px:0,right_shift_px:0},this.setNotes(B)}setPosition(B){return(B===Modifier.Position.ABOVE||B===Modifier.Position.BELOW)&&(this.position=B),this}setRenderOptions(B){return B.height!=null&&B.y_shift!=null&&B.left_shift_px!=null&&B.right_shift_px!=null&&(this.render_options=B),this}setNotes(B){if(!B.first_note&&!B.last_note)throw new Vex.RuntimeError("BadArguments","Hairpin needs to have either first_note or last_note set.");return this.first_note=B.first_note,this.last_note=B.last_note,this}renderHairpin(B){const D=this.checkContext();let R=this.render_options.y_shift+20,G=B.first_y;this.position===Modifier.Position.ABOVE&&(R=-R+30,G=B.first_y-B.staff_height);const W=this.render_options.left_shift_px,q=this.render_options.right_shift_px;switch(D.beginPath(),this.hairpin){case StaveHairpin.type.CRESC:D.moveTo(B.last_x+q,G+R),D.lineTo(B.first_x+W,G+this.render_options.height/2+R),D.lineTo(B.last_x+q,G+this.render_options.height+R);break;case StaveHairpin.type.DECRESC:D.moveTo(B.first_x+W,G+R),D.lineTo(B.last_x+q,G+this.render_options.height/2+R),D.lineTo(B.first_x+W,G+this.render_options.height+R);break}D.stroke(),D.closePath()}draw(){this.checkContext(),this.setRendered();const B=this.first_note,D=this.last_note,R=B.getModifierStartXY(this.position,0),G=D.getModifierStartXY(this.position,0);return this.renderHairpin({first_x:R.x,last_x:G.x,first_y:B.getStave().y+B.getStave().height,last_y:D.getStave().y+D.getStave().height,staff_height:B.getStave().height}),!0}}class Curve extends Element$1{static get Position(){return{NEAR_HEAD:1,NEAR_TOP:2}}static get PositionString(){return{nearHead:Curve.Position.NEAR_HEAD,nearTop:Curve.Position.NEAR_TOP}}constructor(B,D,R){super(),this.setAttribute("type","Curve"),this.render_options={spacing:2,thickness:2,x_shift:0,y_shift:10,position:Curve.Position.NEAR_HEAD,position_end:Curve.Position.NEAR_HEAD,invert:!1,cps:[{x:0,y:10},{x:0,y:10}]},Vex.Merge(this.render_options,R),this.setNotes(B,D)}setNotes(B,D){if(!B&&!D)throw new Vex.RuntimeError("BadArguments","Curve needs to have either first_note or last_note set.");return this.from=B,this.to=D,this}isPartial(){return!this.from||!this.to}renderCurve(B){const D=this.context,R=this.render_options.cps,G=this.render_options.x_shift,W=this.render_options.y_shift*B.direction,q=B.first_x+G,Z=B.first_y+W,Y=B.last_x-G,U=B.last_y+W,J=this.render_options.thickness,K=(Y-q)/(R.length+2);D.beginPath(),D.moveTo(q,Z),D.bezierCurveTo(q+K+R[0].x,Z+R[0].y*B.direction,Y-K+R[1].x,U+R[1].y*B.direction,Y,U),D.bezierCurveTo(Y-K+R[1].x,U+(R[1].y+J)*B.direction,q+K+R[0].x,Z+(R[0].y+J)*B.direction,q,Z),D.stroke(),D.closePath(),D.fill()}draw(){this.checkContext(),this.setRendered();const B=this.from,D=this.to;let R,G,W,q,Z,Y="baseY",U="baseY";function J(te){return typeof te=="string"?Curve.PositionString[te]:te}const K=J(this.render_options.position),Q=J(this.render_options.position_end);return K===Curve.Position.NEAR_TOP&&(Y="topY",U="topY"),Q===Curve.Position.NEAR_HEAD?U="baseY":Q===Curve.Position.NEAR_TOP&&(U="topY"),B?(R=B.getTieRightX(),Z=B.getStemDirection(),W=B.getStemExtents()[Y]):(R=D.getStave().getTieStartX(),W=D.getStemExtents()[Y]),D?(G=D.getTieLeftX(),Z=D.getStemDirection(),q=D.getStemExtents()[U]):(G=B.getStave().getTieEndX(),q=B.getStemExtents()[U]),this.renderCurve({first_x:R,last_x:G,first_y:W,last_y:q,direction:Z*(this.render_options.invert===!0?-1:1)}),!0}}function L$7(...F){TextDynamics.DEBUG&&Vex.L("Vex.Flow.TextDynamics",F)}class TextDynamics extends Note{static get GLYPHS(){return{f:{code:"vba",width:12},p:{code:"vbf",width:14},m:{code:"v62",width:17},s:{code:"v4a",width:10},z:{code:"v80",width:12},r:{code:"vb1",width:12}}}constructor(B){super(B),this.setAttribute("type","TextDynamics"),this.sequence=B.text.toLowerCase(),this.line=B.line||0,this.glyphs=[],Vex.Merge(this.render_options,{glyph_font_size:40}),L$7("New Dynamics Text: ",this.sequence)}setLine(B){return this.line=B,this}preFormat(){let B=0;return this.sequence.split("").forEach(D=>{const R=TextDynamics.GLYPHS[D];if(!R)throw new Vex.RERR("Invalid dynamics character: "+D);const G=this.render_options.glyph_font_size,W=new Glyph(R.code,G);this.glyphs.push(W),B+=R.width}),this.setWidth(B),this.preFormatted=!0,this}draw(){this.setRendered();const B=this.getAbsoluteX(),D=this.stave.getYForLine(this.line+-3);L$7("Rendering Dynamics: ",this.sequence);let R=B;this.glyphs.forEach((G,W)=>{const q=this.sequence[W];G.render(this.context,R,D),R+=TextDynamics.GLYPHS[q].width})}}function drawArrowHead(F,B,D,R,G,W,q){F.beginPath(),F.moveTo(B,D),F.lineTo(R,G),F.lineTo(W,q),F.lineTo(B,D),F.closePath(),F.fill()}function drawArrowLine(F,B,D,R){const G=R.draw_start_arrow&&R.draw_end_arrow,W=B.x,q=B.y,Z=D.x,Y=D.y,U=Math.sqrt((Z-W)*(Z-W)+(Y-q)*(Y-q)),J=(U-R.arrowhead_length/3)/U;let K,Q,te,re;R.draw_end_arrow||G?(K=Math.round(W+(Z-W)*J),Q=Math.round(q+(Y-q)*J)):(K=Z,Q=Y),R.draw_start_arrow||G?(te=W+(Z-W)*(1-J),re=q+(Y-q)*(1-J)):(te=W,re=q),R.color&&(F.setStrokeStyle(R.color),F.setFillStyle(R.color)),F.beginPath(),F.moveTo(te,re),F.lineTo(K,Q),F.stroke(),F.closePath();const se=Math.atan2(Y-q,Z-W),ie=Math.abs(R.arrowhead_length/Math.cos(R.arrowhead_angle));let ae,le,ue,ce,de,ve;(R.draw_end_arrow||G)&&(ae=se+Math.PI+R.arrowhead_angle,ue=Z+Math.cos(ae)*ie,ce=Y+Math.sin(ae)*ie,le=se+Math.PI-R.arrowhead_angle,de=Z+Math.cos(le)*ie,ve=Y+Math.sin(le)*ie,drawArrowHead(F,ue,ce,Z,Y,de,ve)),(R.draw_start_arrow||G)&&(ae=se+R.arrowhead_angle,ue=W+Math.cos(ae)*ie,ce=q+Math.sin(ae)*ie,le=se-R.arrowhead_angle,de=W+Math.cos(le)*ie,ve=q+Math.sin(le)*ie,drawArrowHead(F,ue,ce,W,q,de,ve))}class StaveLine extends Element$1{static get TextVerticalPosition(){return{TOP:1,BOTTOM:2}}static get TextJustification(){return{LEFT:1,CENTER:2,RIGHT:3}}constructor(B){super(),this.setAttribute("type","StaveLine"),this.notes=B,this.text="",this.font={family:"Arial",size:10,weight:""},this.render_options={padding_left:4,padding_right:3,line_width:1,line_dash:null,rounded_end:!0,color:null,draw_start_arrow:!1,draw_end_arrow:!1,arrowhead_length:10,arrowhead_angle:Math.PI/8,text_position_vertical:StaveLine.TextVerticalPosition.TOP,text_justification:StaveLine.TextJustification.CENTER},this.setNotes(B)}setFont(B){return this.font=B,this}setText(B){return this.text=B,this}setNotes(B){if(!B.first_note&&!B.last_note)throw new Vex.RuntimeError("BadArguments","Notes needs to have either first_note or last_note set.");if(B.first_indices||(B.first_indices=[0]),B.last_indices||(B.last_indices=[0]),B.first_indices.length!==B.last_indices.length)throw new Vex.RuntimeError("BadArguments","Connected notes must have similar index sizes");return this.first_note=B.first_note,this.first_indices=B.first_indices,this.last_note=B.last_note,this.last_indices=B.last_indices,this}applyLineStyle(){const B=this.checkContext(),D=this.render_options;D.line_dash&&B.setLineDash(D.line_dash),D.line_width&&B.setLineWidth(D.line_width),D.rounded_end?B.setLineCap("round"):B.setLineCap("square")}applyFontStyle(){const B=this.checkContext();this.font&&B.setFont(this.font.family,this.font.size,this.font.weight),this.render_options.color&&(B.setStrokeStyle(this.render_options.color),B.setFillStyle(this.render_options.color))}draw(){const B=this.checkContext();this.setRendered();const D=this.first_note,R=this.last_note,G=this.render_options;B.save(),this.applyLineStyle();let W,q;this.first_indices.forEach((Q,te)=>{const re=this.last_indices[te];W=D.getModifierStartXY(2,Q),q=R.getModifierStartXY(1,re);const se=W.y>q.y;W.x+=D.getMetrics().modRightPx+G.padding_left,q.x-=R.getMetrics().modLeftPx+G.padding_right;const ie=D.getGlyph().getWidth();D.getKeyProps()[Q].displaced&&D.getStemDirection()===1&&(W.x+=ie+G.padding_left),R.getKeyProps()[re].displaced&&R.getStemDirection()===-1&&(q.x-=ie+G.padding_right),W.y+=se?-3:1,q.y+=se?2:0,drawArrowLine(B,W,q,this.render_options)}),B.restore();const Z=B.measureText(this.text).width,Y=G.text_justification;let U=0;Y===StaveLine.TextJustification.LEFT?U=W.x:Y===StaveLine.TextJustification.CENTER?U=(q.x-W.x)/2+W.x-Z/2:Y===StaveLine.TextJustification.RIGHT&&(U=q.x-Z);let J;const K=G.text_position_vertical;return K===StaveLine.TextVerticalPosition.TOP?J=D.getStave().getYForTopText():K===StaveLine.TextVerticalPosition.BOTTOM&&(J=D.getStave().getYForBottomText(Flow.TEXT_HEIGHT_OFFSET_HACK)),B.save(),this.applyFontStyle(),B.fillText(this.text,U,J),B.restore(),this}}function L$6(...F){PedalMarking.DEBUG&&Vex.L("Vex.Flow.PedalMarking",F)}function drawPedalGlyph(F,B,D,R,G){const W=PedalMarking.GLYPHS[F];new Glyph(W.code,G).render(B,D+W.x_shift,R+W.y_shift)}class PedalMarking extends Element$1{static get GLYPHS(){return{pedal_depress:{code:"v36",x_shift:-10,y_shift:0},pedal_release:{code:"v5d",x_shift:-2,y_shift:3}}}static get Styles(){return{TEXT:1,BRACKET:2,MIXED:3,MIXED_OPEN_END:4,BRACKET_OPEN_BEGIN:5,BRACKET_OPEN_END:6,BRACKET_OPEN_BOTH:7}}static get StylesString(){return{text:PedalMarking.Styles.TEXT,bracket:PedalMarking.Styles.BRACKET,mixed:PedalMarking.Styles.MIXED,mixed_open_end:PedalMarking.Styles.MIXED_OPEN_END,bracket_open_begin:PedalMarking.Styles.BRACKET_OPEN_BEGIN,bracket_open_end:PedalMarking.Styles.BRACKET_OPEN_END,bracket_open_both:PedalMarking.Styles.BRACKET_OPEN_BOTH}}static createSustain(B){return new PedalMarking(B)}static createSostenuto(B){const D=new PedalMarking(B);return D.setStyle(PedalMarking.Styles.MIXED),D.setCustomText("Sost. Ped."),D}static createUnaCorda(B){const D=new PedalMarking(B);return D.setStyle(PedalMarking.Styles.TEXT),D.setCustomText("una corda","tre corda"),D}constructor(B){super(),this.setAttribute("type","PedalMarking"),this.EndsStave=!1,this.ChangeBegin=!1,this.ChangeEnd=!1,this.notes=B,this.style=PedalMarking.TEXT,this.line=0,this.custom_depress_text="",this.custom_release_text="",this.font={family:"Times New Roman",size:12,weight:"italic bold"},this.render_options={bracket_height:10,text_margin_right:6,bracket_line_width:1,glyph_point_size:40,color:"black"}}setEndStave(B){if(this.endStave=B,this.endStaveAddedWidth=0,this.startMargin=0,this.endMargin=0,Array.isArray(this.endStave.modifiers))for(let D=0;D<this.endStave.modifiers.length;D++){let R=this.endStave.modifiers[D];R&&R.position===StaveModifier.Position.END&&R.width&&(this.endStaveAddedWidth+=R.width)}}setCustomText(B,D){return this.custom_depress_text=B||"",this.custom_release_text=D||"",this}setStyle(B){if(B<1&&B>3)throw new Vex.RERR("InvalidParameter","The style must be one found in PedalMarking.Styles");return this.style=B,this}setLine(B){return this.line=B,this}drawBracketed(){const B=this.context;let D=!1,R,G;const W=this;this.notes.forEach((q,Z,Y)=>{D=!D;let U=0;if(q?U=q.getNoteHeadBeginX():U=this.endStave.end_x+this.endStaveAddedWidth,this.EndsStave)D?this.ChangeBegin&&(U=q.getAbsoluteX()):(q?this.ChangeEnd?U=q.getAbsoluteX():U=q.getStave().end_x+this.endStaveAddedWidth-W.render_options.text_margin_right:U=this.endStave.end_x+this.endStaveAddedWidth-W.render_options.text_margin_right,this.endMargin=-W.render_options.text_margin_right);else if(q)if(D)this.ChangeBegin&&(U=q.getAbsoluteX());else switch(W.style){case PedalMarking.Styles.BRACKET_OPEN_END:case PedalMarking.Styles.BRACKET_OPEN_BOTH:case PedalMarking.Styles.MIXED_OPEN_END:U=q.getNoteHeadEndX();break;default:this.ChangeEnd?U=q.getAbsoluteX():(U=q.getNoteHeadBeginX()-W.render_options.text_margin_right,this.startMargin=-W.render_options.text_margin_right);break}let J=this.endStave;q&&(J=q.getStave());let K=J.getYForBottomText(W.line+3);G&&G>K&&(K=G);const Q=Y[Z+1]===q,te=Y[Z-1]===q;let re=0;if(D)if(re=te?5:0,(W.style===PedalMarking.Styles.MIXED||W.style===PedalMarking.Styles.MIXED_OPEN_END)&&!te)if(W.custom_depress_text){const se=B.measureText(W.custom_depress_text).width;B.fillText(W.custom_depress_text,U-se/2,K),re=se/2+W.render_options.text_margin_right}else drawPedalGlyph("pedal_depress",B,U,K,W.render_options.glyph_point_size),re=20+W.render_options.text_margin_right;else B.beginPath(),W.style===PedalMarking.Styles.BRACKET_OPEN_BEGIN||W.style===PedalMarking.Styles.BRACKET_OPEN_BOTH?B.moveTo(U+re,K):(this.ChangeBegin&&(U+=5),B.moveTo(U,K-W.render_options.bracket_height),this.ChangeBegin&&(U+=5),B.lineTo(U+re,K)),B.stroke(),B.closePath();else re=Q&&!this.EndsStave?-5:0,B.beginPath(),B.moveTo(R,G),B.lineTo(U+re,K),W.style!==PedalMarking.Styles.BRACKET_OPEN_END&&W.style!==PedalMarking.Styles.MIXED_OPEN_END&&W.style!==PedalMarking.Styles.BRACKET_OPEN_BOTH&&(this.ChangeEnd&&(U+=5),B.lineTo(U,K-W.render_options.bracket_height)),B.stroke(),B.closePath();R=U+re,G=K})}drawText(){const B=this.context;let D=!1;const R=this,G=R.render_options.glyph_point_size;this.notes.forEach(W=>{D=!D;const q=W.getStave(),Z=W.getAbsoluteX(),Y=q.getYForBottomText(R.line+3);let U=0;D?R.custom_depress_text?(U=B.measureText(R.custom_depress_text).width,B.fillText(R.custom_depress_text,Z-U/2,Y)):drawPedalGlyph("pedal_depress",B,Z,Y,G):R.custom_release_text?(U=B.measureText(R.custom_release_text).width,B.fillText(R.custom_release_text,Z-U/2,Y)):drawPedalGlyph("pedal_release",B,Z,Y,G)})}draw(){const B=this.checkContext();this.setRendered(),B.save(),B.setStrokeStyle(this.render_options.color),B.setFillStyle(this.render_options.color),B.setFont(this.font.family,this.font.size,this.font.weight),L$6("Rendering Pedal Marking"),this.style===PedalMarking.Styles.BRACKET||this.style===PedalMarking.Styles.MIXED||this.style===PedalMarking.Styles.MIXED_OPEN_END||this.style===PedalMarking.Styles.BRACKET_OPEN_BEGIN||this.style===PedalMarking.Styles.BRACKET_OPEN_END||this.style===PedalMarking.Styles.BRACKET_OPEN_BOTH?(B.setLineWidth(this.render_options.bracket_line_width),this.drawBracketed()):this.style===PedalMarking.Styles.TEXT&&this.drawText(),B.restore()}}function L$5(...F){TextBracket.DEBUG&&Vex.L("Vex.Flow.TextBracket",F)}class TextBracket extends Element$1{static get Positions(){return{TOP:1,BOTTOM:-1}}static get PositionString(){return{top:TextBracket.Positions.TOP,bottom:TextBracket.Positions.BOTTOM}}constructor({start:B,stop:D,text:R="",superscript:G="",position:W=TextBracket.Positions.TOP}){super(),this.setAttribute("type","TextBracket"),this.start=B,this.stop=D,this.text=R,this.superscript=G,this.position=typeof W=="string"?TextBracket.PositionString[W]:W,this.line=1,this.font={family:"Serif",size:15,weight:"italic"},this.render_options={dashed:!0,dash:[5],color:"black",line_width:1,show_bracket:!0,bracket_height:8,underline_superscript:!0}}applyStyle(B){return B.setFont(this.font.family,this.font.size,this.font.weight),B.setStrokeStyle(this.render_options.color),B.setFillStyle(this.render_options.color),B.setLineWidth(this.render_options.line_width),this}setDashed(B,D){return this.render_options.dashed=B,D&&(this.render_options.dash=D),this}setFont(B){return this.font={...this.font,...B},this}setLine(B){return this.line=B,this}draw(){const B=this.context;this.setRendered();let D=0;switch(this.position){case TextBracket.Positions.TOP:D=this.start.getStave().getYForTopText(this.line);break;case TextBracket.Positions.BOTTOM:D=this.start.getStave().getYForBottomText(this.line+Flow.TEXT_HEIGHT_OFFSET_HACK);break;default:throw new Vex.RERR("InvalidPosition",`The position ${this.position} is invalid`)}const R={x:this.start.getAbsoluteX(),y:D},G={x:this.stop.getAbsoluteX(),y:D};L$5("Rendering TextBracket: start:",R,"stop:",G,"y:",D);const W=this.render_options.bracket_height*this.position;B.save(),this.applyStyle(B),B.fillText(this.text,R.x,R.y);const q=B.measureText(this.text).width,Z=B.measureText("M").width,Y=R.y-Z/2.5;B.setFont(this.font.family,this.font.size/1.4,this.font.weight),B.fillText(this.superscript,R.x+q+1,Y);const U=B.measureText(this.superscript).width,J=B.measureText("M").width;let K=R.x,Q=Y;const te=G.x+this.stop.getGlyph().getWidth();this.position===TextBracket.Positions.TOP?(K+=q+U+5,Q-=J/2.7):this.position===TextBracket.Positions.BOTTOM&&(Q+=J/2.7,K+=q+2,this.render_options.underline_superscript||(K+=U)),this.render_options.dashed?(Renderer.drawDashedLine(B,K,Q,te,Q,this.render_options.dash),this.render_options.show_bracket&&Renderer.drawDashedLine(B,te,Q+1*this.position,te,Q+W,this.render_options.dash)):(B.beginPath(),B.moveTo(K,Q),B.lineTo(te,Q),this.render_options.show_bracket&&B.lineTo(te,Q+W),B.stroke(),B.closePath()),B.restore()}}function L$4(...F){BarNote.DEBUG&&Vex.L("Vex.Flow.BarNote",F)}class BarNote extends Note{constructor(B=Barline.type.SINGLE){super({duration:"b"}),this.setAttribute("type","BarNote"),this.metrics={widths:{}};const D=Barline.type;this.metrics.widths={[D.SINGLE]:8,[D.DOUBLE]:12,[D.END]:15,[D.REPEAT_BEGIN]:14,[D.REPEAT_END]:14,[D.REPEAT_BOTH]:18,[D.NONE]:0},this.ignore_ticks=!0,this.setType(B)}getType(){return this.type}setType(B){return this.type=typeof B=="string"?Barline.typeString[B]:B,this.setWidth(this.metrics.widths[this.type]),this}getBoundingBox(){return super.getBoundingBox()}addToModifierContext(){return this}preFormat(){return this.setPreFormatted(!0),this}draw(){if(this.checkContext(),!this.stave)throw new Vex.RERR("NoStave","Can't draw without a stave.");L$4("Rendering bar line at: ",this.getAbsoluteX());const B=new Barline(this.type);B.setX(this.getAbsoluteX()),B.draw(this.stave),this.setRendered()}}class GhostNote extends StemmableNote{constructor(B){if(!B)throw new Vex.RuntimeError("BadArguments","Ghost note must have valid initialization data to identify duration.");let D;if(typeof B=="string")D={duration:B};else if(typeof B=="object")D=B;else throw new Vex.RuntimeError("BadArguments","Ghost note must have valid initialization data to identify duration.");super(D),this.setAttribute("type","GhostNote"),this.setWidth(0)}isRest(){return!0}setStave(B){super.setStave(B)}addToModifierContext(){return this}preFormat(){return this.setPreFormatted(!0),this}draw(){if(!this.stave)throw new Vex.RERR("NoStave","Can't draw without a stave.");this.setRendered();for(let B=0;B<this.modifiers.length;++B){const D=this.modifiers[B];D.setContext(this.context),D.drawWithStyle()}}}class Tremolo extends Modifier{static get CATEGORY(){return"tremolo"}static get YOFFSETSTEMUP(){return-9}static get YOFFSETSTEMDOWN(){return-21}static get XOFFSETSTEMUP(){return 6}static get XOFFSETSTEMDOWN(){return-2}constructor(B,D){super(),this.setAttribute("type","Tremolo"),this.num=B,this.note=null,this.index=null,this.position=Modifier.Position.CENTER,this.code="v74",this.y_spacing_scale=1,this.extra_stroke_scale=1,this.noteTremoloList=[],D&&Array.isArray(D)&&(this.noteTremoloList=D)}getCategory(){return Tremolo.CATEGORY}getShift_x(){let B=0;if(this.noteTremoloList.length===2)try{B=this.noteTremoloList[0].formatterMetrics.freedom.right/1.5,B=isNaN(B)?0:-B}catch{}return B}draw(){if(this.checkContext(),!(this.note&&this.index!=null))throw new Vex.RERR("NoAttachedNote","Can't draw Tremolo without a note and index.");this.setRendered();const B=this.note.getStemDirection();this.y_spacing=4*B*this.y_spacing_scale;let R=this.note.getModifierStartXY(this.position,this.index).x,G=this.note.stem.getExtents().topY,W=this.note.getCategory()==="gracenotes"?GraceNote.SCALE:1;W*=this.extra_stroke_scale,B<0?G+=Tremolo.YOFFSETSTEMDOWN*W:G+=Tremolo.YOFFSETSTEMUP*W,this.font={family:"Arial",size:16*W,weight:""},this.render_options={font_scale:35*W,stroke_px:3,stroke_spacing:10*W},R+=B<0?Tremolo.XOFFSETSTEMDOWN:Tremolo.XOFFSETSTEMUP,R+=this.getShift_x();for(let Z=0;Z<this.num;++Z)Glyph.renderGlyph(this.context,R,G,this.render_options.font_scale,this.code),G+=this.y_spacing}}function L$3(...F){Crescendo.DEBUG&&Vex.L("Vex.Flow.Crescendo",F)}function renderHairpin(F,B){const D=B.begin_x,R=B.end_x,G=B.y,W=B.height/2;F.beginPath(),B.reverse?(F.moveTo(D,G-W),F.lineTo(R,G),F.lineTo(D,G+W)):(F.moveTo(R,G-W),F.lineTo(D,G),F.lineTo(R,G+W)),F.stroke(),F.closePath()}class Crescendo extends Note{constructor(B){super(B),this.setAttribute("type","Crescendo"),this.decrescendo=!1,this.line=B.line||0,this.height=15,Vex.Merge(this.render_options,{extend_left:0,extend_right:0,y_shift:0})}setLine(B){return this.line=B,this}setHeight(B){return this.height=B,this}setDecrescendo(B){return this.decrescendo=B,this}preFormat(){return this.preFormatted=!0,this}draw(){this.checkContext(),this.setRendered();const B=this.getTickContext(),D=TickContext.getNextContext(B),R=this.getAbsoluteX(),G=D?D.getX():this.stave.x+this.stave.width,W=this.stave.getYForLine(this.line+-3)+1;L$3("Drawing ",this.decrescendo?"decrescendo ":"crescendo ",this.height,"x",R-G),renderHairpin(this.context,{begin_x:R-this.render_options.extend_left,end_x:G+this.render_options.extend_right,y:W+this.render_options.y_shift,height:this.height,reverse:this.decrescendo})}}function L$2(...F){Parser.DEBUG&&Vex.L("Vex.Flow.Parser",F)}const X$2=Vex.MakeException("ParserError");function flattenMatches(F){return F.matchedString!==void 0?F.matchedString:F.results?flattenMatches(F.results):F.length===1?flattenMatches(F[0]):F.length===0?null:F.map(flattenMatches)}class Parser{constructor(B){this.grammar=B}parse(B){this.line=B,this.pos=0,this.errorPos=-1;const D=this.expect(this.grammar.begin());return D.errorPos=this.errorPos,D}matchFail(B){this.errorPos===-1&&(this.errorPos=this.pos),this.pos=B}matchSuccess(){this.errorPos=-1}matchToken(B,D=!1){const R=D?new RegExp("^(("+B+"))"):new RegExp("^(("+B+")\\s*)"),W=this.line.slice(this.pos).match(R);return W!==null?{success:!0,matchedString:W[2],incrementPos:W[1].length,pos:this.pos}:{success:!1,pos:this.pos}}expectOne(B,D=!1){const R=[],G=this.pos;let W=!0,q=!1;D=D===!0||B.maybe===!0;for(let U=0;U<B.expect.length;U++){const J=B.expect[U],K=this.pos,Q=this.expect(J);if(Q.success){if(R.push(Q),q=!0,B.or)break}else if(W=!1,!B.or){this.pos=K;break}}const Z=B.or&&q||W,Y=Z||D===!0;return D&&!Z&&(this.pos=G),Y?this.matchSuccess():this.matchFail(G),{success:Y,results:R,numMatches:Z?1:0}}expectOneOrMore(B,D=!1){const R=[],G=this.pos;let W=0,q=!0;do{const Y=this.expectOne(B);Y.success?(W++,R.push(Y.results)):q=!1}while(q);const Z=W>0||D===!0;return D&&!(W>0)&&(this.pos=G),Z?this.matchSuccess():this.matchFail(G),{success:Z,results:R,numMatches:W}}expectZeroOrMore(B){return this.expectOneOrMore(B,!0)}expect(B){L$2("Evaluating rules:",B);let D;if(!B)throw new X$2("Invalid Rule: "+B,B);const R=B.bind(this.grammar)();if(R.token)D=this.matchToken(R.token,R.noSpace===!0),D.success&&(this.pos+=D.incrementPos);else if(R.expect)R.oneOrMore?D=this.expectOneOrMore(R):R.zeroOrMore?D=this.expectZeroOrMore(R):D=this.expectOne(R);else throw new X$2("Bad grammar! No `token` or `expect` property",R);return D.matches=[],D.results&&D.results.forEach(G=>D.matches.push(flattenMatches(G))),R.run&&D.success&&R.run(D),D}}function L$1(...F){EasyScore.DEBUG&&Vex.L("Vex.Flow.EasyScore",F)}const X$1=Vex.MakeException("EasyScoreError");class Grammar{constructor(B){this.builder=B}begin(){return this.LINE}LINE(){return{expect:[this.PIECE,this.PIECES,this.EOL]}}PIECE(){return{expect:[this.CHORDORNOTE,this.PARAMS],run:()=>this.builder.commitPiece()}}PIECES(){return{expect:[this.COMMA,this.PIECE],zeroOrMore:!0}}PARAMS(){return{expect:[this.DURATION,this.TYPE,this.DOTS,this.OPTS]}}CHORDORNOTE(){return{expect:[this.CHORD,this.SINGLENOTE],or:!0}}CHORD(){return{expect:[this.LPAREN,this.NOTES,this.RPAREN],run:B=>this.builder.addChord(B.matches[1])}}NOTES(){return{expect:[this.NOTE],oneOrMore:!0}}NOTE(){return{expect:[this.NOTENAME,this.ACCIDENTAL,this.OCTAVE]}}SINGLENOTE(){return{expect:[this.NOTENAME,this.ACCIDENTAL,this.OCTAVE],run:B=>this.builder.addSingleNote(B.matches[0],B.matches[1],B.matches[2])}}ACCIDENTAL(){return{expect:[this.ACCIDENTALS],maybe:!0}}DOTS(){return{expect:[this.DOT],zeroOrMore:!0,run:B=>this.builder.setNoteDots(B.matches[0])}}TYPE(){return{expect:[this.SLASH,this.MAYBESLASH,this.TYPES],maybe:!0,run:B=>this.builder.setNoteType(B.matches[2])}}DURATION(){return{expect:[this.SLASH,this.DURATIONS],maybe:!0,run:B=>this.builder.setNoteDuration(B.matches[1])}}OPTS(){return{expect:[this.LBRACKET,this.KEYVAL,this.KEYVALS,this.RBRACKET],maybe:!0}}KEYVALS(){return{expect:[this.COMMA,this.KEYVAL],zeroOrMore:!0}}KEYVAL(){const B=D=>D.slice(1,-1);return{expect:[this.KEY,this.EQUALS,this.VAL],run:D=>this.builder.addNoteOption(D.matches[0],B(D.matches[2]))}}VAL(){return{expect:[this.SVAL,this.DVAL],or:!0}}KEY(){return{token:"[a-zA-Z][a-zA-Z0-9]*"}}DVAL(){return{token:'["][^"]*["]'}}SVAL(){return{token:"['][^']*[']"}}NOTENAME(){return{token:"[a-gA-G]"}}OCTAVE(){return{token:"[0-9]+"}}ACCIDENTALS(){return{token:"bbs|bb|bss|bs|b|db|d|##|#|n|\\+\\+-|\\+-|\\+\\+|\\+|k|o"}}DURATIONS(){return{token:"[0-9whq]+"}}TYPES(){return{token:"[rRsSxX]"}}LPAREN(){return{token:"[(]"}}RPAREN(){return{token:"[)]"}}COMMA(){return{token:"[,]"}}DOT(){return{token:"[.]"}}SLASH(){return{token:"[/]"}}MAYBESLASH(){return{token:"[/]?"}}EQUALS(){return{token:"[=]"}}LBRACKET(){return{token:"\\["}}RBRACKET(){return{token:"\\]"}}EOL(){return{token:"$"}}}class Builder{constructor(B){this.factory=B,this.commitHooks=[],this.reset()}reset(B={}){this.options={stem:"auto",clef:"treble"},this.elements={notes:[],accidentals:[]},this.rollingDuration="8",this.resetPiece(),Object.assign(this.options,B)}getFactory(){return this.factory}getElements(){return this.elements}addCommitHook(B){this.commitHooks.push(B)}resetPiece(){L$1("resetPiece"),this.piece={chord:[],duration:this.rollingDuration,dots:0,type:void 0,options:{}}}setNoteDots(B){L$1("setNoteDots:",B),B&&(this.piece.dots=B.length)}setNoteDuration(B){L$1("setNoteDuration:",B),this.rollingDuration=this.piece.duration=B||this.rollingDuration}setNoteType(B){L$1("setNoteType:",B),B&&(this.piece.type=B)}addNoteOption(B,D){L$1("addNoteOption: key:",B,"value:",D),this.piece.options[B]=D}addNote(B,D,R){L$1("addNote:",B,D,R),this.piece.chord.push({key:B,accid:D,octave:R})}addSingleNote(B,D,R){L$1("addSingleNote:",B,D,R),this.addNote(B,D,R)}addChord(B){L$1("startChord"),typeof B[0]!="object"?this.addSingleNote(B[0]):B.forEach(D=>{D&&this.addNote(...D)}),L$1("endChord")}commitPiece(){L$1("commitPiece");const{factory:B}=this;if(!B)return;const D={...this.options,...this.piece.options},{stem:R,clef:G}=D,W=R.toLowerCase()==="auto",q=!W&&R.toLowerCase()==="up"?StaveNote.STEM_UP:StaveNote.STEM_DOWN,{chord:Z,duration:Y,dots:U,type:J}=this.piece,K=Z.map(re=>re.key+"/"+re.octave),Q=B.StaveNote({keys:K,duration:Y,dots:U,type:J,clef:G,auto_stem:W});W||Q.setStemDirection(q);const te=Z.map(re=>re.accid||null);te.forEach((re,se)=>{re&&Q.addAccidental(se,B.Accidental({type:re}))});for(let re=0;re<U;re++)Q.addDotToAll();this.commitHooks.forEach(re=>re(D,Q,this)),this.elements.notes.push(Q),this.elements.accidentals.concat(te),this.resetPiece()}}function setId({id:F},B){F!==void 0&&B.setAttribute("id",F)}function setClass(F,B){if(!F.class)return;const D=/\s*,\s*/;F.class.split(D).forEach(R=>B.addClass(R))}class EasyScore{constructor(B={}){this.setOptions(B),this.defaults={clef:"treble",time:"4/4",stem:"auto"}}set(B){return Object.assign(this.defaults,B),this}setOptions(B){return this.options={factory:null,builder:null,commitHooks:[setId,setClass,Articulation$1.easyScoreHook],throwOnError:!1,...B},this.factory=this.options.factory,this.builder=this.options.builder||new Builder(this.factory),this.grammar=new Grammar(this.builder),this.parser=new Parser(this.grammar),this.options.commitHooks.forEach(D=>this.addCommitHook(D)),this}setContext(B){return this.factory&&this.factory.setContext(B),this}parse(B,D={}){this.builder.reset(D);const R=this.parser.parse(B);if(!R.success&&this.options.throwOnError)throw new X$1("Error parsing line: "+B,R);return R}beam(B,D={}){return this.factory.Beam({notes:B,options:D}),B}tuplet(B,D={}){return this.factory.Tuplet({notes:B,options:D}),B}notes(B,D={}){return D={clef:this.defaults.clef,stem:this.defaults.stem,...D},this.parse(B,D),this.builder.getElements().notes}voice(B,D){return D={time:this.defaults.time,...D},this.factory.Voice(D).addTickables(B)}addCommitHook(B){return this.builder.addCommitHook(B)}}function initGroup(){return{notes:[],finish:!1,total:0,staveId:""}}let _text_width=null,tone="C",group=initGroup(),_denominator="",_numerator="",ornamentGroup="";class NumberedNote extends StaveNote{static get CATEGORY(){return"numberednotes"}static accidentalAndKey(B){switch(B){case"G":return{4:"#"};case"D":return{1:"#",4:"#"};case"A":return{1:"#",4:"#",5:"#"};case"E":return{1:"#",2:"#",4:"#",5:"#"};case"B":return{1:"#",2:"#",4:"#",5:"#",6:"#"};case"F#":return{1:"#",2:"#",3:"#",4:"#",5:"#",6:"#"};case"C#":return{1:"#",2:"#",3:"#",4:"#",5:"#",6:"#",7:"#"};case"F":return{7:"b"};case"Bb":return{7:"b",3:"b"};case"Eb":return{7:"b",3:"b",6:"b"};case"Ab":return{7:"b",2:"b",3:"b",6:"b"};case"Db":return{7:"b",2:"b",3:"b",5:"b",6:"b"};case"Gb":return{7:"b",1:"b",2:"b",3:"b",5:"b",6:"b"};case"Cb":return{7:"b",1:"b",2:"b",3:"b",4:"b",5:"b",6:"b"};default:return{}}}static accidentalMap(B){switch(B){case"C":return"";case"F":case"Bb":case"Eb":case"Ab":case"Db":case"Gb":case"Cb":return{bb:"b",b:"",n:"#","#":"##"};default:return{b:"bb",n:"b","#":"","##":"#"}}}static get noteLift(){switch(tone){case"G":return["7"];case"D":return["7","3"];case"A":return["7","3","6"];case"E":return["2","6","3","7"];case"B":return["5","2","6","3","7"];case"F#":return["1","5","2","6","3","7"];case"C#":return["4","1","5","2","6","3","7"];case"F":return["4"];case"Bb":return["1","4"];case"Eb":return["5","1","4"];case"Ab":return["2","5","1","4"];case"Db":return["6","2","5","1","4"];case"Gb":return["3","6","2","5","1","4"];case"Cb":return["7","3","6","2","5","1","4"]}}static get longDurationLine(){return{1:3,2:1,6:2}}static get numberedDurationLine(){return{8:1,16:2,32:3,64:4,128:5}}static get durationTime(){return{8:6144,4:4096}}constructor(B){super(B),this.setAttribute("type","NumberedNote"),tone=B.keyString,this.ornament=!!B.ornament,this.line=0,this.keys=B.keys||[],this.fontSize=20,this.offset_x=0,this.offset_y=0,this.note_tones=[],this.duration_lines=0,this.long_duration_lines=0,this.note_size=B.note_size||16;const D=Flow.sanitizeDuration(this.duration);var R=NumberedNote.numberedDurationLine[D.toString()];if(R&&(this.duration_lines=R),R=NumberedNote.longDurationLine[D.toString()],R&&(this.long_duration_lines=R),!_text_width){var G="__$text_wraper$$__";let q=document.createElement("canvas");q.id=G,document.body.append(q);const Z=document.getElementById(G),Y=Z.getContext("2d");Y.font="Arial 22px";var W=Y.measureText("5");_text_width=W.width+2,document.body.removeChild(Z)}}getCategory(){return NumberedNote.CATEGORY}setKeySignature(B){this.keySignature=B}preFormat(){this.preFormatted||(this.modifierContext&&this.modifierContext.preFormat(),this.setWidth(this.full_width),this.setPreFormatted(!0))}filterNote(){if(window&&window.sett&&window.sett.keySignature||!this.keys||!this.keys.length)return;const B=NumberedNote.accidentalMap(tone);if(!B)return;const D=NumberedNote.noteLift;if(!D)return;var R=this.keys[0].split("/"),G=R[0];G==="b"&&(G="R"),G=G.replace(new RegExp("#","g"),""),G=G.replace(new RegExp("n","g"),""),G.length>1&&(G=G.replace(new RegExp("b","g"),""));const W=NumberedNoteHead.numberedNotationMapping[G.toUpperCase()];if(D.includes(W))for(let q=0;q<this.modifiers.length;q++){const Z=this.modifiers[q];if(Z.getAttribute("type")==="Accidental"&&Z.accidental){const Y=B[Z.type];Y?Z.accidental=Flow.accidentalCodes(Y):this.modifiers.splice(q,1)}}}preFormatModifier(){let B=0,D=0;this.filterNote(),this.modifiers.forEach((R,G)=>{switch(R.getAttribute("type")){case"Accidental":R.render_options.font_scale=this.note_width*1.4,R.x_shift=2,R.y_shift=this.unit_height/2,this.ornament&&(R.render_options.font_scale=this.note_width,R.x_shift=14,R.y_shift=-10);break;case"Stroke":R.x_shift=-1*B,R.y_shift=1*this.unit_height;break;case"Dot":R.x_shift=D*this.duration_dot_width+7,R.y_shift=1*this.unit_height,D++;break;case"Ornament":R.y_shift=-3;break;default:R.y_shift=1*this.unit_height}R.reset&&R.reset(),B+=R.getWidth()/2})}handleDeleteDot(){for(let B=0;B<this.modifiers.length;B++)this.modifiers[B].attrs.type=="Dot"&&this.modifiers.splice(B,1)}calcGroup(){if(group.staveId!=this.stave.attrs.id&&(this.drawDurationLoneLine(),group=initGroup()),this.stave.timeSignature.denominator&&(_denominator=this.stave.timeSignature.denominator,_numerator=this.stave.timeSignature.numerator),!_denominator||!_numerator)return;let B=NumberedNote.durationTime[_denominator],D=this.formatterMetrics.duration.split("/").filter(q=>q),R=D.length?D[0]/D[1]:0;if(this.ornament)return;if(R===0)return this.long_duration_lines=this.intrinsicTicks/B-1,this.long_duration_lines>=_numerator&&(this.long_duration_lines=_numerator-1),_denominator==8&&(this.long_duration_lines=0,_numerator==3&&this.draw_dot(this.context,this.bottom_x+25,this.bottom_y-30,this.dot_width),_numerator==6&&(this.draw_dot(this.context,this.bottom_x+25,this.bottom_y-30,this.dot_width),new Glyph("v0",40).render(this.context,this.bottom_x+40,this.top_y),this.draw_dot(this.context,this.bottom_x+65,this.bottom_y-30,this.dot_width))),group=initGroup();let G={lines:this.duration_lines,duration:R,id:this.attrs.id,x:this.x-this.duration_line_space/2-this.left_width,y:this.y,width:this.full_width};R>B*2&&(this.long_duration_lines=parseInt(R/B)-1,this.handleDeleteDot()),ornamentGroup&&(G.x+=this.note_width),group.notes.push(G);let W=group.notes.reduce((q,Z)=>q+Z.duration,0);W=parseInt(W),W>B&&(W-=B),W>B-10&&W<B+10&&(group.finish=!0,group.notes.length===1&&(group=initGroup()),group.notes.filter(Z=>Z.lines===0).length&&(this.drawDurationLoneLine(),group=initGroup()))}draw(){if(this.checkContext(),!this.stave)throw new Vex.RERR("NoStave","Can't draw without a stave.");let B=this.context;B.save(),B.setFont("Arial",this.note_height,"normal"),this.setAttribute("el",B.openGroup("stavenote",this.getAttribute("id"))),B.openGroup("note",null,{pointerBBox:!0});let D=this.getAbsoluteX()+2.5;this.x=D;let R=this.stave.getYForLine(2)+this.note_height/2;this.y=R,this.buildToneHeads(),this.preFormatModifier(),this.applyStyle(),this.note_tones.forEach(G=>{G.draw(B)}),B.openGroup("modifier",null,{pointerBBox:!0}),this.drawModifiers(),B.closeGroup(),B.closeGroup(),B.closeGroup(),this.calcGroup(),group.staveId=this.stave.attrs.id,this.drawDurationLine(B,{}),this.drawLongDurationLines(B),this.restoreStyle(),this.setRendered(),this.ornament?ornamentGroup?ornamentGroup=Object.assign(ornamentGroup,{lines:this.duration_lines,id:this.attrs.id,x:this.x-this.duration_line_space/2-this.left_width,width:this.full_width}):ornamentGroup={lines:this.duration_lines,id:this.attrs.id,x:this.x-this.duration_line_space/2-this.left_width,width:this.full_width}:ornamentGroup=""}drawDurationLoneLine(B,D){B=B||this.context;let R=D||this.y+this.duration_line_space;for(let G=0;G<5;G++){let W=[],q=0;for(let Z=0;Z<group.notes.length;Z++){let Y=group.notes[Z];if(q==Z&&Y.lines>G)W.push(Y),q++;else{if(W.length>1){let U=W.length-1;R=W[0].y+this.duration_line_space,B.rect(W[0].x,R+G*3,W[U].x-W[0].x+W[U].width,.5)}W=[],q=Z+1}}if(W.length>1){let Z=W.length-1;R=W[0].y+this.duration_line_space,B.rect(W[0].x,R+G*3,W[Z].x-W[0].x+W[Z].width,.5)}}}draw_dot(B,D,R,G){B.openGroup("numbered-note-dot"),B.beginPath(),B.arc(D,R,G,0,2*Math.PI),B.closePath(),B.fill(),B.closeGroup()}drawDurationLine(B,D){var R=this.attrs.id+"-lines";B.openGroup("numbered_note_lines",R);var G,W;if(this.duration_lines>0){const Y=this.duration_line_space;var q=this.full_width;if(D&&D.width&&(q=D.width),q<0&&(q=this.note_width),!D||typeof D.startX=="undefined"?G=this.x-Y/2-this.left_width:G=D.startX,!D||typeof D.startY=="undefined"?W=this.y+this.duration_line_space:W=D.startY,group.finish&&(this.drawDurationLoneLine(B,W),group=initGroup()),this.ornament?(G+=12,W-=22,q=15,ornamentGroup&&(G-=10,q+=10)):ornamentGroup&&(G+=this.note_width,q-=this.note_width),q>0){for(var Z=0;Z<this.duration_lines;Z++)B.rect(G,W,q,.5),W+=3;this.ornament&&(ornamentGroup?(ornamentGroup.startX=G,ornamentGroup.startY=W):ornamentGroup={startX:G,startY:W})}}!this.ornament&&ornamentGroup&&(G=ornamentGroup.startX,W=ornamentGroup.startY,G+=5,W-=3,B.beginPath(),B.moveTo(G,W),B.lineTo(G,W+5),B.lineTo(G+5,W+5),B.stroke()),B.closeGroup()}removeDurationLines(){var B="vf-"+this.attrs.id+"-lines",D=document.getElementById(B);D&&D.remove()}drawLongDurationLines(B){let D=this.x+this.note_width+this.right_width+10;for(let R=1;R<=this.long_duration_lines;R++)B.fillRect(D+2,this.y-this.full_height/2,this.long_duration_width,2),D+=this.long_duration_space+this.long_duration_width}setStave(B){return super.setStave(B),this}buildToneHeads(){this.offset_x=this.x,this.offset_y=this.y;let B=[];this.note_tones=[];for(let D=0;D<this.keys.length;D++){const R=new NumberedNoteHead({key:this.keys[D],x:this.ornament?this.note_x+12:this.note_x,y:this.ornament?this.offset_y-this.note_height:this.offset_y,idx:D,note:this});this.offset_y-=R.height+this.head_space,this.note_tones.push(R),B.push(this.offset_y);try{if(D===0&&window&&window.sett&&window.sett.keySignature){const G=NumberedNote.accidentalAndKey(tone)[R.meta.key],W=this.modifiers.find(Z=>Z.getAttribute("type")==="Accidental"),q=this.modifiers.findIndex(Z=>Z.getAttribute("type")==="Accidental");G&&q>-1?this.modifiers[q].accidental.code=G==="#"?"v18":"v44":this.modifiers.splice(q,1)}}catch(G){console.log("\u{1F680} ~ error",G)}}this.setYs(B)}getFullWidth(){return this.full_width}getFullHeight(){return this.full_height}getLine(){return this.keyProps[0].line}get full_width(){return this.note_width+this.left_width+this.right_width+this.long_duration_line_width}get long_duration_line_width(){return(this.long_duration_width+this.long_duration_space)*this.long_duration_lines}get full_height(){return this.bottom_y-this.top_y}get note_width(){return this.note_size||0}get note_dot_width(){return 6}get note_height(){return this.unit_height}get unit_height(){return this.note_size||0}get note_x(){return this.x||0}get top_x(){return this.x||0}get top_y(){var B=this;return(this.y||0)-(B.note_tones.map(R=>(R.td+R.bd)*(B.dot_space+B.dot_width)).reduce((R,G)=>R+G,0)+this.note_height*this.note_tones.length-this.unit_height-this.note_tones[0].bd*(B.dot_space+B.dot_width)+(this.note_tones.length-1)*this.head_space)}get bottom_x(){return this.x||0}get bottom_y(){return(this.y||0)+this.unit_height+this.duration_lines*(this.duration_line_height+this.duration_line_space)+this.note_tones[0].meta.bd*(this.dot_width+this.dot_space)}get left_width(){return this.modifiers_width}get right_width(){return this.full_duration_dot_width}get duration_dot_width(){return 6}get full_duration_dot_width(){return this.duration_dot_width*this.getModifiersByCategory(Dot.CATEGORY).length}getModifiersByCategory(B){var D=[];return this.modifiers.forEach(R=>{R.getCategory()===B&&D.push(R)}),D}get head_space(){return 6}get duration_line_height(){return 2}get duration_line_space(){return 4}get dot_width(){return 2}get dot_space(){return 2}get long_duration_space(){return 10}get long_duration_width(){return 20}getWidth(){return this.full_width}get modifiers_width(){let B=0;return this.modifiers.forEach(D=>{B+=D.getWidth()}),B}}class NumberedNoteHead{static get numberedNotationMapping(){let B=tone;switch(window&&window.sett&&window.sett.keySignature&&(B="C"),B){case"A":return{C:"3",D:"4",E:"5",F:"6",G:"7",A:"1",B:"2",R:"0",min:2.5,max:5.5};case"B":return{C:"2",D:"3",E:"4",F:"5",G:"6",A:"7",B:"1",R:"0",min:-.5,max:2.5};case"D":return{C:"7",D:"1",E:"2",F:"3",G:"4",A:"5",B:"6",R:"0",min:.5,max:3.5};case"E":return{C:"6",D:"7",E:"1",F:"2",G:"3",A:"4",B:"5",R:"0",min:1,max:4};case"F":return{C:"5",D:"6",E:"7",F:"1",G:"2",A:"3",B:"4",R:"0",min:1.5,max:4.5};case"G":case"Gb":return{C:"4",D:"5",E:"6",F:"7",G:"1",A:"2",B:"3",R:"0",min:2,max:5};case"Eb":return{C:"6",D:"7",E:"1",F:"2",G:"3",A:"4",B:"5",R:"0",min:1,max:4};case"D#":case"Db":return{C:"7",D:"1",E:"2",F:"3",G:"4",A:"5",B:"6",R:"0",min:.5,max:3.5};case"F#":return{C:"5",D:"6",E:"7",F:"1",G:"2",A:"3",B:"4",R:"0",min:1.5,max:4.5};case"Ab":case"G#":return{C:"3",D:"4",E:"5",F:"6",G:"7",A:"1",B:"2",R:"0",min:-1,max:2};case"Bb":case"A#":return{C:"2",D:"3",E:"4",F:"5",G:"6",A:"7",B:"1",R:"0",min:-.5,max:2.5};case"C#":case"Cb":default:return{C:"1",D:"2",E:"3",F:"4",G:"5",A:"6",B:"7",R:"0",min:0,max:3}}}tone_to_numbered_key(){var B=this.key.split("/"),D=B[0];D==="b"&&(D="R"),D=D.replace(new RegExp("#","g"),""),D=D.replace(new RegExp("n","g"),""),D.length>1&&(D=D.replace(new RegExp("b","g"),""));let R=0,G=0;this.note.stave&&this.note.stave.options&&this.note.stave.options.keySignature&&(tone=this.note.stave.options.keySignature);const W=this.note.getLine();return W<NumberedNoteHead.numberedNotationMapping.min&&(R=Math.ceil(Math.abs((W-NumberedNoteHead.numberedNotationMapping.min)/3.5))),W>NumberedNoteHead.numberedNotationMapping.max&&(G=Math.ceil((W-NumberedNoteHead.numberedNotationMapping.max)/3.5)),D.toUpperCase()==="R"&&(R=0,G=0),{key:NumberedNoteHead.numberedNotationMapping[D.toUpperCase()],td:G,bd:R}}constructor(B){this.key=B.key,this.x=B.x||0,this.y=B.y||0,this.idx=B.idx||0,this.note=B.note||0,this.meta=this.tone_to_numbered_key(),this.noteSize=B.noteSize||16,this.td=this.meta.td,this.bd=this.meta.bd}draw(B){let D=this.y;B.openGroup("numbered-note-head");var R=this.x+(this.note.ornament?-2:0);let G=D-this.note.unit_height-this.note.dot_space-(this.note.ornament?-4:2);for(let q=0;q<this.meta.td;q++)this.draw_dot(B,R+_text_width-1,G,this.note.dot_width),G-=this.note.dot_width+this.note.dot_space+4;new Glyph("v"+this.meta.key,this.note.ornament?30:40).render(B,R+1,D),D+=this.note.dot_space+this.note.dot_width-(this.note.ornament?2:0);for(let q=0;q<this.meta.bd;q++){if(this.idx===0){let Z=this.note.duration_lines*(this.note.duration_line_height+this.note.duration_line_space);this.note.duration_lines>1&&(Z-=this.note.duration_line_space),D+=Z}this.draw_dot(B,R+_text_width,D,this.note.dot_width),D+=this.note.dot_width+this.note.dot_space}B.closeGroup()}get height(){return this.note.note_height+(this.meta.bd+this.meta.td)*(this.note.dot_width+this.note.dot_space)}draw_dot(B,D,R,G){B.openGroup("numbered-note-dot"),B.beginPath(),B.arc(D,R,G,0,2*Math.PI),B.closePath(),B.fill(),B.closeGroup()}}function L(...F){Factory.DEBUG&&Vex.L("Vex.Flow.Factory",F)}const X=Vex.MakeException("FactoryError");function setDefaults$1(F={},B){const D=B.options;return F=Object.assign(B,F),F.options=Object.assign(D,F.options),F}class Factory{constructor(B){L("New factory: ",B);const D={stave:{space:10},renderer:{context:null,elementId:"",backend:Renderer.Backends.SVG,width:500,height:200,background:"#FFF"},font:{face:"Arial",point:10,style:""}};this.options=D,this.setOptions(B)}static newFromElementId(B,D=500,R=200){return new Factory({renderer:{elementId:B,width:D,height:R}})}reset(){this.renderQ=[],this.systems=[],this.staves=[],this.voices=[],this.stave=null}getOptions(){return this.options}setOptions(B){for(const D of["stave","renderer","font"])Object.assign(this.options[D],B[D]);(this.options.renderer.elementId!==null||this.options.renderer.context)&&this.initRenderer(),this.reset()}initRenderer(){const{elementId:B,backend:D,width:R,height:G,background:W}=this.options.renderer;if(B==="")throw new X("HTML DOM element not set in Factory");this.context=Renderer.buildContext(B,D,R,G,W)}getContext(){return this.context}setContext(B){return this.context=B,this}getStave(){return this.stave}getVoices(){return this.voices}space(B){return this.options.stave.space*B}Stave(B){B=setDefaults$1(B,{x:0,y:0,width:this.options.renderer.width-this.space(1),options:{spacing_between_lines_px:this.options.stave.space}});const D=new Stave(B.x,B.y,B.width,B.options);return this.staves.push(D),D.setContext(this.context),this.stave=D,D}TabStave(B){B=setDefaults$1(B,{x:0,y:0,width:this.options.renderer.width-this.space(1),options:{spacing_between_lines_px:this.options.stave.space*1.3}});const D=new TabStave(B.x,B.y,B.width,B.options);return this.staves.push(D),D.setContext(this.context),this.stave=D,D}StaveNote(B){const D=new StaveNote(B);return this.stave&&D.setStave(this.stave),D.setContext(this.context),this.renderQ.push(D),D}GhostNote(B){const D=new GhostNote(B);return this.stave&&D.setStave(this.stave),D.setContext(this.context),this.renderQ.push(D),D}TextNote(B){const D=new TextNote(B);return this.stave&&D.setStave(this.stave),D.setContext(this.context),this.renderQ.push(D),D}NumberedNote(B){const D=new NumberedNote(B);return this.stave&&D.setStave(this.stave),D.setContext(this.context),this.renderQ.push(D),D}BarNote(B){B=setDefaults$1(B,{type:"single",options:{}});const D=new BarNote(B.type);return this.stave&&D.setStave(this.stave),D.setContext(this.context),this.renderQ.push(D),D}ClefNote(B){B=setDefaults$1(B,{type:"treble",options:{size:"default"}});const D=new ClefNote(B.type,B.options.size,B.options.annotation);return this.stave&&D.setStave(this.stave),D.setContext(this.context),this.renderQ.push(D),D}TimeSigNote(B){B=setDefaults$1(B,{time:"4/4",options:{}});const D=new TimeSigNote(B.time);return this.stave&&D.setStave(this.stave),D.setContext(this.context),this.renderQ.push(D),D}KeySigNote(B){const D=new KeySigNote(B.key,B.cancelKey,B.alterKey);return this.stave&&D.setStave(this.stave),D.setContext(this.context),this.renderQ.push(D),D}TabNote(B){const D=new TabNote$1(B);return this.stave&&D.setStave(this.stave),D.setContext(this.context),this.renderQ.push(D),D}GraceNote(B){const D=new GraceNote(B);return this.stave&&D.setStave(this.stave),D.setContext(this.context),D}GraceNoteGroup(B){const D=new GraceNoteGroup(B.notes,B.slur);return D.setContext(this.context),D}Accidental(B){B=setDefaults$1(B,{type:null,options:{}});const D=new Accidental(B.type);return D.setContext(this.context),D}Annotation(B){B=setDefaults$1(B,{text:"p",vJustify:"below",hJustify:"center",fontFamily:"Times",fontSize:14,fontWeight:"bold italic",options:{}});const D=new Annotation(B.text);return D.setJustification(B.hJustify),D.setVerticalJustification(B.vJustify),D.setFont(B.fontFamily,B.fontSize,B.fontWeight),D.setContext(this.context),D}Articulation(B){B=setDefaults$1(B,{type:"a.",position:"above",options:{}});const D=new Articulation$1(B.type);return D.setPosition(B.position),D.setContext(this.context),D}TextDynamics(B){B=setDefaults$1(B,{text:"p",duration:"q",dots:0,line:0,options:{}});const D=new TextDynamics({text:B.text,line:B.line,duration:B.duration,dots:B.dots});return this.stave&&D.setStave(this.stave),D.setContext(this.context),this.renderQ.push(D),D}Fingering(B){B=setDefaults$1(B,{number:"0",position:"left",options:{}});const D=new FretHandFinger(B.number);return D.setPosition(B.position),D.setContext(this.context),D}StringNumber(B){B=setDefaults$1(B,{number:"0",position:"left",options:{}});const D=new StringNumber(B.number);return D.setPosition(B.position),D.setContext(this.context),D}TickContext(){return new TickContext().setContext(this.context)}ModifierContext(){return new ModifierContext}MultiMeasureRest(B){const D=new MultiMeasureRest(B.number_of_measures,B);return D.setContext(this.context),this.renderQ.push(D),D}Voice(B){B=setDefaults$1(B,{time:"4/4",options:{}});const D=new Voice$1(B.time);return this.voices.push(D),D}StaveConnector(B){B=setDefaults$1(B,{top_stave:null,bottom_stave:null,type:"double",options:{}});const D=new StaveConnector(B.top_stave,B.bottom_stave);return D.setType(B.type).setContext(this.context),this.renderQ.push(D),D}Formatter(){return new Formatter}Tuplet(B){B=setDefaults$1(B,{notes:[],options:{}});const D=new Tuplet$1(B.notes,B.options).setContext(this.context);return this.renderQ.push(D),D}Beam(B){B=setDefaults$1(B,{notes:[],options:{autoStem:!1,secondaryBeamBreaks:[]}});const D=new Beam$1(B.notes,B.options.autoStem).setContext(this.context);return D.breakSecondaryAt(B.options.secondaryBeamBreaks),this.renderQ.push(D),D}Curve(B){B=setDefaults$1(B,{from:null,to:null,options:{}});const D=new Curve(B.from,B.to,B.options).setContext(this.context);return this.renderQ.push(D),D}StaveTie(B){B=setDefaults$1(B,{from:null,to:null,first_indices:[0],last_indices:[0],text:null,options:{direction:void 0}});const D=new StaveTie({first_note:B.from,last_note:B.to,first_indices:B.first_indices,last_indices:B.last_indices},B.text);return B.options.direction&&D.setDirection(B.options.direction),D.setContext(this.context),this.renderQ.push(D),D}StaveLine(B){B=setDefaults$1(B,{from:null,to:null,first_indices:[0],last_indices:[0],options:{}});const D=new StaveLine({first_note:B.from,last_note:B.to,first_indices:B.first_indices,last_indices:B.last_indices});return B.options.text&&D.setText(B.options.text),B.options.font&&D.setFont(B.options.font),D.setContext(this.context),this.renderQ.push(D),D}VibratoBracket(B){B=setDefaults$1(B,{from:null,to:null,options:{harsh:!1}});const D=new VibratoBracket({start:B.from,stop:B.to});return B.options.line&&D.setLine(B.options.line),B.options.harsh&&D.setHarsh(B.options.harsh),D.setContext(this.context),this.renderQ.push(D),D}TextBracket(B){B=setDefaults$1(B,{from:null,to:null,text:"",options:{superscript:"",position:1}});const D=new TextBracket({start:B.from,stop:B.to,text:B.text,superscript:B.options.superscript,position:B.options.position});return B.options.line&&D.setLine(B.options.line),B.options.font&&D.setFont(B.options.font),D.setContext(this.context),this.renderQ.push(D),D}System(B={}){B.factory=this;const D=new System(B).setContext(this.context);return this.systems.push(D),D}EasyScore(B={}){return B.factory=this,new EasyScore(B)}PedalMarking(B={}){B=setDefaults$1(B,{notes:[],options:{style:"mixed"}});const D=new PedalMarking(B.notes);return D.setStyle(PedalMarking.StylesString[B.options.style]),D.setContext(this.context),this.renderQ.push(D),D}NoteSubGroup(B={}){B=setDefaults$1(B,{notes:[],options:{}});const D=new NoteSubGroup$1(B.notes);return D.setContext(this.context),D}draw(){this.systems.forEach(B=>B.setContext(this.context).format()),this.staves.forEach(B=>B.setContext(this.context).draw()),this.voices.forEach(B=>B.setContext(this.context).draw()),this.renderQ.forEach(B=>{B.isRendered()||B.setContext(this.context).draw()}),this.systems.forEach(B=>B.setContext(this.context).draw()),this.reset()}}function setDefaults(F,B){const D=B.options;return F=Object.assign(B,F),F.options=Object.assign(D,F.options),F}class System extends Element$1{constructor(B={}){super(),this.setAttribute("type","System"),this.setOptions(B),this.parts=[]}setOptions(B={}){this.options=setDefaults(B,{x:10,y:10,width:500,connector:null,spaceBetweenStaves:12,factory:null,debugFormatter:!1,formatIterations:0,options:{}}),this.factory=this.options.factory||new Factory({renderer:{el:null}})}setContext(B){return super.setContext(B),this.factory.setContext(B),this}addConnector(B="double"){return this.connector=this.factory.StaveConnector({top_stave:this.parts[0].stave,bottom_stave:this.parts[this.parts.length-1].stave,type:B}),this.connector}addStave(B){return B=setDefaults(B,{stave:null,voices:[],spaceAbove:0,spaceBelow:0,debugNoteMetrics:!1,options:{left_bar:!1}}),B.stave||(B.stave=this.factory.Stave({x:this.options.x,y:this.options.y,width:this.options.width,options:B.options})),B.voices.forEach(D=>D.setContext(this.context).setStave(B.stave).getTickables().forEach(R=>R.setStave(B.stave))),this.parts.push(B),B.stave}format(){const B=new Formatter;this.formatter=B;let D=this.options.y,R=0,G=[];const W=[];this.parts.forEach(Z=>{D=D+Z.stave.space(Z.spaceAbove),Z.stave.setY(D),B.joinVoices(Z.voices),D=D+Z.stave.space(Z.spaceBelow),D=D+Z.stave.space(this.options.spaceBetweenStaves),Z.debugNoteMetrics&&(W.push({y:D,voice:Z.voices[0]}),D+=15),G=G.concat(Z.voices),R=Math.max(R,Z.stave.getNoteStartX())}),this.parts.forEach(Z=>Z.stave.setNoteStartX(R));const q=this.options.width-(R-this.options.x)-Note.STAVEPADDING;B.format(G,q);for(let Z=0;Z<this.options.formatIterations;Z++)B.tune();this.startX=R,this.debugNoteMetricsYs=W,this.lastY=D}draw(){const B=this.checkContext();this.setRendered(),this.options.debugFormatter&&Formatter.plotDebugging(B,this.formatter,this.startX,this.options.y,this.lastY),this.debugNoteMetricsYs.forEach(D=>{D.voice.getTickables().forEach(R=>Note.plotMetrics(B,R,D.y))})}}Vex.Flow=Flow;Vex.Flow.Element=Element$1;Vex.Flow.Fraction=Fraction;Vex.Flow.Renderer=Renderer;Vex.Flow.Formatter=Formatter;Vex.Flow.Music=Music;Vex.Flow.Glyph=Glyph;Vex.Flow.Stave=Stave;Vex.Flow.StaveNote=StaveNote;Vex.Flow.StaveModifier=StaveModifier;Vex.Flow.StaveTempo=StaveTempo;Vex.Flow.Voice=Voice$1;Vex.Flow.Accidental=Accidental;Vex.Flow.Beam=Beam$1;Vex.Flow.StaveTie=StaveTie;Vex.Flow.TabStave=TabStave;Vex.Flow.TabNote=TabNote$1;Vex.Flow.Bend=Bend;Vex.Flow.Vibrato=Vibrato;Vex.Flow.VibratoBracket=VibratoBracket;Vex.Flow.Note=Note;Vex.Flow.ModifierContext=ModifierContext;Vex.Flow.MultiMeasureRest=MultiMeasureRest;Vex.Flow.TickContext=TickContext;Vex.Flow.Articulation=Articulation$1;Vex.Flow.Annotation=Annotation;Vex.Flow.Barline=Barline;Vex.Flow.NoteHead=NoteHead;Vex.Flow.StaveConnector=StaveConnector;Vex.Flow.ClefNote=ClefNote;Vex.Flow.KeySignature=KeySignature;Vex.Flow.KeySigNote=KeySigNote;Vex.Flow.TimeSignature=TimeSignature;Vex.Flow.TimeSigNote=TimeSigNote;Vex.Flow.Stem=Stem;Vex.Flow.TabTie=TabTie;Vex.Flow.Clef=Clef;Vex.Flow.Dot=Dot;Vex.Flow.Modifier=Modifier;Vex.Flow.TabSlide=TabSlide;Vex.Flow.Tuplet=Tuplet$1;Vex.Flow.GraceNote=GraceNote;Vex.Flow.GraceTabNote=GraceTabNote;Vex.Flow.Tuning=Tuning;Vex.Flow.KeyManager=KeyManager;Vex.Flow.StaveHairpin=StaveHairpin;Vex.Flow.BoundingBox=BoundingBox;Vex.Flow.Stroke=Stroke;Vex.Flow.TextNote=TextNote;Vex.Flow.Curve=Curve;Vex.Flow.TextDynamics=TextDynamics;Vex.Flow.StaveLine=StaveLine;Vex.Flow.Ornament=Ornament;Vex.Flow.PedalMarking=PedalMarking;Vex.Flow.TextBracket=TextBracket;Vex.Flow.FretHandFinger=FretHandFinger;Vex.Flow.Repetition=Repetition$1;Vex.Flow.BarNote=BarNote;Vex.Flow.GhostNote=GhostNote;Vex.Flow.NoteSubGroup=NoteSubGroup$1;Vex.Flow.GraceNoteGroup=GraceNoteGroup;Vex.Flow.Tremolo=Tremolo;Vex.Flow.StringNumber=StringNumber;Vex.Flow.Crescendo=Crescendo;Vex.Flow.Volta=Volta;Vex.Flow.Font=Font;Vex.Flow.System=System;Vex.Flow.Factory=Factory;Vex.Flow.Parser=Parser;Vex.Flow.EasyScore=EasyScore;Vex.Flow.Registry=Registry;var SystemLinesEnum=(F=>(F[F.SingleThin=0]="SingleThin",F[F.DoubleThin=1]="DoubleThin",F[F.ThinBold=2]="ThinBold",F[F.BoldThinDots=3]="BoldThinDots",F[F.DotsThinBold=4]="DotsThinBold",F[F.DotsBoldBoldDots=5]="DotsBoldBoldDots",F[F.None=6]="None",F[F.Dotted=7]="Dotted",F[F.Dashed=8]="Dashed",F[F.Bold=9]="Bold",F[F.BoldThin=10]="BoldThin",F[F.DoubleBold=11]="DoubleBold",F[F.Tick=12]="Tick",F[F.Short=13]="Short",F))(SystemLinesEnum||{});class SystemLinesEnumHelper{static xmlBarlineStyleToSystemLinesEnum(B){return B==="regular"?0:B==="dotted"?7:B==="dashed"?8:B==="heavy"?9:B==="light-light"?1:B==="light-heavy"?2:B==="heavy-light"?10:B==="heavy-heavy"?11:B==="tick"?12:B==="short"?13:B==="none"?6:0}}class Matrix2D{constructor(){this.matrix=[];for(let B=0;B<2;B++){this.matrix[B]=[];for(let D=0;D<2;D++)this.matrix[B][D]=0}}static getRotationMatrix(B){const D=new Matrix2D,R=Math.cos(B),G=Math.sin(B);return D.matrix[0][0]=R,D.matrix[0][1]=-G,D.matrix[1][0]=G,D.matrix[1][1]=R,D}scalarMultiplication(B){for(let D=0;D<2;D++)for(let R=0;R<2;R++)this.matrix[D][R]*=B}getTransposeMatrix(){const B=new Matrix2D;for(let D=0;D<2;D++)for(let R=0;R<2;R++)B.matrix[D][R]=this.matrix[R][D];return B}vectorMultiplication(B){const D=new PointF2D;return D.x=B.x*this.matrix[0][0]+B.y*this.matrix[0][1],D.y=B.x*this.matrix[1][0]+B.y*this.matrix[1][1],D}}class MusicSheetErrors{constructor(){this.measureErrors={},this.errors=[],this.tempErrors=[]}finalizeMeasure(B){let D=this.measureErrors[B];D||(D=[]),this.measureErrors[B]=D.concat(this.tempErrors),this.tempErrors=[]}pushMeasureError(B){this.tempErrors.push(B)}push(B){this.errors.push(B)}}class Arpeggio{constructor(B,D=ArpeggioType.ARPEGGIO_DIRECTIONLESS){this.parentVoiceEntry=B,this.type=D,this.notes=[]}addNote(B){this.notes.push(B),B.Arpeggio=this}}var ArpeggioType=(F=>(F[F.BRUSH_DOWN=1]="BRUSH_DOWN",F[F.BRUSH_UP=2]="BRUSH_UP",F[F.ROLL_DOWN=3]="ROLL_DOWN",F[F.ROLL_UP=4]="ROLL_UP",F[F.RASQUEDO_DOWN=5]="RASQUEDO_DOWN",F[F.RASQUEDO_UP=6]="RASQUEDO_UP",F[F.ARPEGGIO_DIRECTIONLESS=7]="ARPEGGIO_DIRECTIONLESS",F))(ArpeggioType||{});class Beam{constructor(B=1,D=0){this.notes=[],this.extendedNoteList=[],this.BeamNumberOffsetToXML=0,this.BeamNumber=B,this.BeamNumberOffsetToXML=D}get Notes(){return this.notes}set Notes(B){this.notes=B}get ExtendedNoteList(){return this.extendedNoteList}set ExtendedNoteList(B){this.extendedNoteList=B}addNoteToBeam(B){B&&(B.NoteBeam=this,this.notes.push(B),this.extendedNoteList.push(B))}}class Voice{constructor(B,D){this.voiceEntries=[],this.volume=1,this.parent=B,this.visible=!0,this.audible=!0,this.following=!0,this.voiceId=D,this.uniqueVoiceId="I:"+this.parent.Id+" V: "+this.voiceId}get VoiceEntries(){return this.voiceEntries}get Parent(){return this.parent}get Visible(){return this.visible}set Visible(B){this.visible=B}get Audible(){return this.audible}set Audible(B){this.audible=B}get Following(){return this.following}set Following(B){this.following=B}get Solo(){return this.solo}set Solo(B){this.solo=B}get VoiceId(){return this.voiceId}get Volume(){return this.volume}set Volume(B){this.volume=B}toString(){return this.uniqueVoiceId}}class LinkedVoice extends Voice{constructor(B,D,R){super(B,D),this.master=R}get Master(){return this.master}}class Notehead{constructor(B,D,R=void 0){this.sourceNote=B,this.setShapeFromXml(D,R)}setShapeFromXml(B,D=void 0){this.shape=Notehead.ShapeTypeXmlToShape(B);let R=D;R===void 0&&(this.sourceNote?R=this.sourceNote.Length.Denominator>2:(log$2.warn("notehead: sourceNote and filledXmlAttribute undefined."),R=!0)),this.filled=R}get SourceNote(){return this.sourceNote}get Shape(){return this.shape}get Filled(){return this.filled}static ShapeTypeXmlToShape(B){switch(B.toLowerCase()){case"normal":return NoteHeadShape.NORMAL;case"x":return NoteHeadShape.X;case"slash":return NoteHeadShape.SLASH;case"diamond":return NoteHeadShape.DIAMOND;case"square":return NoteHeadShape.SQUARE;case"la":return NoteHeadShape.SQUARE;case"do":case"triangle":return NoteHeadShape.TRIANGLE;case"rectangle":return NoteHeadShape.RECTANGLE;case"circle-x":return NoteHeadShape.CIRCLEX;default:return log$2.info("unsupported/unhandled xml notehead '"+B+"'. Using normal notehead."),NoteHeadShape.NORMAL}}}var NoteHeadShape=(F=>(F[F.CIRCLEX=0]="CIRCLEX",F[F.DIAMOND=1]="DIAMOND",F[F.NORMAL=2]="NORMAL",F[F.RECTANGLE=3]="RECTANGLE",F[F.SLASH=4]="SLASH",F[F.SQUARE=5]="SQUARE",F[F.TRIANGLE=6]="TRIANGLE",F[F.X=7]="X",F))(NoteHeadShape||{});class ITextTranslation{static translateText(B,D){if(!this.defaultTextTranslation)return D}}var NoteType=(F=>(F[F.UNDEFINED=0]="UNDEFINED",F[F._1024th=1]="_1024th",F[F._512th=2]="_512th",F[F._256th=3]="_256th",F[F._128th=4]="_128th",F[F._64th=5]="_64th",F[F._32nd=6]="_32nd",F[F._16th=7]="_16th",F[F.EIGTH=8]="EIGTH",F[F.QUARTER=9]="QUARTER",F[F.HALF=10]="HALF",F[F.WHOLE=11]="WHOLE",F[F.BREVE=12]="BREVE",F[F.LONG=13]="LONG",F[F.MAXIMA=14]="MAXIMA",F))(NoteType||{});class NoteTypeHandler{static NoteTypeToString(B){return this.NoteTypeXmlValues[B]}static StringToNoteType(B){const D=this.NoteTypeXmlValues.indexOf(B);return D!==-1?D:0}static getNoteDurationFromType(B){switch(B){case"1024th":return new Fraction$1(1,1024);case"512th":return new Fraction$1(1,512);case"256th":return new Fraction$1(1,256);case"128th":return new Fraction$1(1,128);case"64th":return new Fraction$1(1,64);case"32th":case"32nd":return new Fraction$1(1,32);case"16th":return new Fraction$1(1,16);case"eighth":return new Fraction$1(1,8);case"quarter":return new Fraction$1(1,4);case"half":return new Fraction$1(1,2);case"whole":return new Fraction$1(1,1);case"breve":return new Fraction$1(2,1);case"long":return new Fraction$1(4,1);case"maxima":return new Fraction$1(8,1);default:{const D=ITextTranslation.translateText("ReaderErrorMessages/NoteDurationError","Invalid note duration.");throw new MusicSheetReadingException(D)}}}}NoteTypeHandler.NoteTypeXmlValues=["","1024th","512th","256th","128th","64th","32nd","16th","eigth","quarter","half","whole","breve","long","maxima"];class OrnamentContainer{constructor(B){this.placement=PlacementEnum.Above,this.accidentalAbove=AccidentalEnum.NONE,this.accidentalBelow=AccidentalEnum.NONE,this.ornament=B}get GetOrnament(){return this.ornament}get AccidentalAbove(){return this.accidentalAbove}set AccidentalAbove(B){this.accidentalAbove=B}get AccidentalBelow(){return this.accidentalBelow}set AccidentalBelow(B){this.accidentalBelow=B}}var OrnamentEnum=(F=>(F[F.Trill=0]="Trill",F[F.Turn=1]="Turn",F[F.InvertedTurn=2]="InvertedTurn",F[F.DelayedTurn=3]="DelayedTurn",F[F.DelayedInvertedTurn=4]="DelayedInvertedTurn",F[F.Mordent=5]="Mordent",F[F.InvertedMordent=6]="InvertedMordent",F))(OrnamentEnum||{});class VerticalSourceStaffEntryContainer{constructor(B,D,R){this.staffEntries=[],this.comments=[],this.timestamp=D,this.staffEntries=new Array(R),this.parentMeasure=B}$get$(B){return this.staffEntries[B]}$set$(B,D){this.staffEntries[B]=D}get Timestamp(){return this.timestamp}set Timestamp(B){this.timestamp=B}get StaffEntries(){return this.staffEntries}set StaffEntries(B){this.staffEntries=B}get Comments(){return this.comments}set Comments(B){this.comments=B}get ParentMeasure(){return this.parentMeasure}set ParentMeasure(B){this.parentMeasure=B}getAbsoluteTimestamp(){return Fraction$1.plus(this.timestamp,this.parentMeasure.AbsoluteTimestamp)}}class SourceStaffEntry{constructor(B,D){this.voiceEntries=[],this.instructions=[],this.chordSymbolContainers=[],this.verticalContainerParent=B,this.parentStaff=D}get ParentStaff(){return this.parentStaff}get VerticalContainerParent(){return this.verticalContainerParent}get Timestamp(){if(this.VerticalContainerParent)return this.VerticalContainerParent.Timestamp}get AbsoluteTimestamp(){if(this.VerticalContainerParent)return Fraction$1.plus(this.VerticalContainerParent.ParentMeasure.AbsoluteTimestamp,this.VerticalContainerParent.Timestamp)}get VoiceEntries(){return this.voiceEntries}set VoiceEntries(B){this.voiceEntries=B}get Link(){return this.staffEntryLink}set Link(B){this.staffEntryLink=B}get Instructions(){return this.instructions}set Instructions(B){this.instructions=B}get ChordContainers(){return this.chordSymbolContainers}set ChordContainers(B){this.chordSymbolContainers=B}removeAllInstructionsOfTypeClefInstruction(){let B=0,D=0;for(;B<this.instructions.length;)this.instructions[B]instanceof ClefInstruction?(this.instructions.splice(B,1),D++):B++;return D}removeFirstInstructionOfTypeClefInstruction(){for(let B=0;B<this.instructions.length;B++)if(this.instructions[B]instanceof ClefInstruction)return this.instructions.splice(B,1),!0;return!1}removeAllInstructionsOfTypeKeyInstruction(){let B=0,D=0;for(;B<this.instructions.length;)this.instructions[B]instanceof KeyInstruction?(this.instructions.splice(B,1),D++):B++;return D}removeFirstInstructionOfTypeKeyInstruction(){for(let B=0;B<this.instructions.length;B++)if(this.instructions[B]instanceof KeyInstruction)return this.instructions.splice(B,1),!0;return!1}removeAllInstructionsOfTypeRhythmInstruction(){let B=0,D=0;for(;B<this.instructions.length;)this.instructions[B]instanceof RhythmInstruction?(this.instructions.splice(B,1),D++):B++;return D}removeFirstInstructionOfTypeRhythmInstruction(){for(let B=0;B<this.instructions.length;B++)if(this.instructions[B]instanceof RhythmInstruction)return this.instructions.splice(B,1),!0;return!1}calculateMinNoteLength(){let B=new Fraction$1(Number.MAX_VALUE,1);for(let D=0,R=this.VoiceEntries.length;D<R;++D){const G=this.VoiceEntries[D];for(let W=0,q=G.Notes.length;W<q;++W){const Z=G.Notes[W];Z.Length.lt(B)&&(B=Z.Length)}}return B}calculateMaxNoteLength(){let B=new Fraction$1(0,1);for(let D=0,R=this.VoiceEntries.length;D<R;++D){const G=this.VoiceEntries[D];for(let W=0,q=G.Notes.length;W<q;++W){const Z=G.Notes[W];if(Z.NoteTie){const Y=Fraction$1.createFromFraction(Z.Length);let U=!1;for(const J of Z.NoteTie.Notes){if(J===Z){U=!0;continue}U&&Y.Add(J.Length)}B.lt(Y)&&(B=Y)}else B.lt(Z.Length)&&(B=Z.Length)}}return B}hasNotes(){for(let B=0,D=this.VoiceEntries.length;B<D;++B)if(this.VoiceEntries[B].Notes.length>0)return!0;return!1}hasTie(){for(let B=0,D=this.VoiceEntries.length;B<D;++B)if(this.VoiceEntries[B].hasTie())return!0;return!1}findLinkedNotes(B){for(let D=0,R=this.voiceEntries.length;D<R;++D){const G=this.voiceEntries[D];for(let W=0,q=G.Notes.length;W<q;++W){const Z=G.Notes[W];Z.ParentStaffEntry===this&&B.push(Z)}}}get hasOnlyRests(){for(const B of this.voiceEntries)for(const D of B.Notes)if(!D.isRest)return!1;return!0}}class RepetitionInstructionComparer{static Compare(B,D){if(B.parentRepetition!==void 0&&D.parentRepetition){if(B.alignment===AlignmentType.End&&D.alignment===AlignmentType.End){if(B.parentRepetition.StartIndex<D.parentRepetition.StartIndex)return 1;if(B.parentRepetition.StartIndex>D.parentRepetition.StartIndex)return-1}if(B.alignment===AlignmentType.Begin&&D.alignment===AlignmentType.Begin){if(B.parentRepetition.EndIndex<D.parentRepetition.EndIndex)return 1;if(B.parentRepetition.EndIndex>D.parentRepetition.EndIndex)return-1}}return 0}}class RepetitionInstruction{constructor(B,D,R=AlignmentType.End,G=void 0,W=void 0){this.endingIndices=void 0,this.measureIndex=B,W&&(this.endingIndices=W.slice()),this.type=D,this.alignment=R,this.parentRepetition=G}CompareTo(B){const D=B;if(this.measureIndex>D.measureIndex)return 1;if(this.measureIndex<D.measureIndex)return-1;if(this.alignment===AlignmentType.Begin){if(D.alignment===AlignmentType.End)return-1;switch(this.type){case RepetitionInstructionEnum.Ending:return 1;case RepetitionInstructionEnum.StartLine:return D.type===RepetitionInstructionEnum.Ending?-1:1;case RepetitionInstructionEnum.Coda:case RepetitionInstructionEnum.Segno:return D.type===RepetitionInstructionEnum.Coda?1:-1}}else{if(D.alignment===AlignmentType.Begin)return 1;switch(this.type){case RepetitionInstructionEnum.Ending:return-1;case RepetitionInstructionEnum.Fine:case RepetitionInstructionEnum.ToCoda:return D.type===RepetitionInstructionEnum.Ending?1:-1;case RepetitionInstructionEnum.ForwardJump:switch(D.type){case RepetitionInstructionEnum.Ending:case RepetitionInstructionEnum.Fine:case RepetitionInstructionEnum.ToCoda:return 1}return-1;case RepetitionInstructionEnum.DalSegnoAlFine:case RepetitionInstructionEnum.DaCapoAlFine:case RepetitionInstructionEnum.DalSegnoAlCoda:case RepetitionInstructionEnum.DaCapoAlCoda:case RepetitionInstructionEnum.DaCapo:case RepetitionInstructionEnum.DalSegno:case RepetitionInstructionEnum.BackJumpLine:return 1}}return 0}equals(B){if(this.measureIndex!==B.measureIndex||this.type!==B.type||this.alignment!==B.alignment)return!1;if(this.endingIndices===B.endingIndices)return!0;if(!this.endingIndices||!B.endingIndices||this.endingIndices.length!==B.endingIndices.length)return!1;for(let D=0;D<this.endingIndices.length;D++)if(this.endingIndices[D]!==B.endingIndices[D])return!1;return!0}}var RepetitionInstructionEnum=(F=>(F[F.StartLine=0]="StartLine",F[F.ForwardJump=1]="ForwardJump",F[F.BackJumpLine=2]="BackJumpLine",F[F.Ending=3]="Ending",F[F.DaCapo=4]="DaCapo",F[F.DalSegno=5]="DalSegno",F[F.Fine=6]="Fine",F[F.ToCoda=7]="ToCoda",F[F.DalSegnoAlFine=8]="DalSegnoAlFine",F[F.DaCapoAlFine=9]="DaCapoAlFine",F[F.DalSegnoAlCoda=10]="DalSegnoAlCoda",F[F.DaCapoAlCoda=11]="DaCapoAlCoda",F[F.Coda=12]="Coda",F[F.Segno=13]="Segno",F[F.None=14]="None",F))(RepetitionInstructionEnum||{}),AlignmentType=(F=>(F[F.Begin=0]="Begin",F[F.End=1]="End",F))(AlignmentType||{});let prevSourceMeasure=null;class SourceMeasure{constructor(B,D){this.printNewSystemXml=!1,this.printNewPageXml=!1,this.IsSystemStartMeasure=!1,this.hasLyrics=!1,this.hasMoodExpressions=!1,this.allRests=!1,this.isReducedToMultiRest=!1,this.multipleRestMeasureNumber=0,this.staffLinkedExpressions=[],this.tempoExpressions=[],this.verticalSourceStaffEntryContainers=[],this.graphicalMeasureErrors=[],this.firstRepetitionInstructions=[],this.lastRepetitionInstructions=[],this.metronomeNoteIndex=0,this.completeNumberOfStaves=B,this.implicitMeasure=!1,this.hasEndLine=!1,this.endingBarStyleXml="",this.endingBarStyleEnum=SystemLinesEnum.SingleThin,this.firstInstructionsStaffEntries=new Array(B),this.lastInstructionsStaffEntries=new Array(B),this.rules=D,this.TempoInBPM=0;for(let R=0;R<B;R++)this.graphicalMeasureErrors.push(!1),this.staffLinkedExpressions.push([])}get MeasureNumber(){return this.measureNumber}set MeasureNumber(B){this.measureNumber=B}getPrintedMeasureNumber(){return this.rules.UseXMLMeasureNumbers&&Number.isInteger(this.MeasureNumberXML)?(this.MeasureNumberPrinted=this.MeasureNumberXML,this.MeasureNumberPrinted):(this.MeasureNumberPrinted=this.MeasureNumber,this.MeasureNumberPrinted)}get AbsoluteTimestamp(){return this.absoluteTimestamp}set AbsoluteTimestamp(B){this.absoluteTimestamp=B}get CompleteNumberOfStaves(){return this.completeNumberOfStaves}get Duration(){return this.duration}set Duration(B){this.duration=B}get ActiveTimeSignature(){return this.activeTimeSignature}set ActiveTimeSignature(B){this.activeTimeSignature=B}get ImplicitMeasure(){return this.implicitMeasure}set ImplicitMeasure(B){this.implicitMeasure=B}get HasEndLine(){return this.hasEndLine}set HasEndLine(B){this.hasEndLine=B}get StaffLinkedExpressions(){return this.staffLinkedExpressions}get TempoExpressions(){return this.tempoExpressions}get VerticalSourceStaffEntryContainers(){return this.verticalSourceStaffEntryContainers}get FirstInstructionsStaffEntries(){return this.firstInstructionsStaffEntries}get LastInstructionsStaffEntries(){return this.lastInstructionsStaffEntries}get FirstRepetitionInstructions(){return this.firstRepetitionInstructions}get LastRepetitionInstructions(){return this.lastRepetitionInstructions}getErrorInMeasure(B){return this.graphicalMeasureErrors[B]}setErrorInGraphicalMeasure(B,D){this.graphicalMeasureErrors[B]=D}getNextMeasure(B){return B[this.measureListIndex+1]}getPreviousMeasure(B){if(this.measureListIndex>1)return B[this.measureListIndex-1]}get Rules(){return this.rules}get VerticalMeasureList(){return this.verticalMeasureList}set VerticalMeasureList(B){this.verticalMeasureList=B}get TempoInBPM(){return this.tempoInBPM}set TempoInBPM(B){this.tempoInBPM=B}findOrCreateStaffEntry(B,D,R){let G,W;for(const Z of this.verticalSourceStaffEntryContainers)if(Z.Timestamp.Equals(B)){W=Z;break}if(W)return W.StaffEntries[D]?G=W.StaffEntries[D]:(G=new SourceStaffEntry(W,R),W.StaffEntries[D]=G),{createdNewContainer:!1,staffEntry:G};const q=this.verticalSourceStaffEntryContainers[this.verticalSourceStaffEntryContainers.length-1];if(this.verticalSourceStaffEntryContainers.length===0||q.Timestamp.lt(B)){const Z=new VerticalSourceStaffEntryContainer(this,B.clone(),this.completeNumberOfStaves);this.verticalSourceStaffEntryContainers.push(Z),G=new SourceStaffEntry(Z,R),Z.StaffEntries[D]=G}else for(let Z=this.verticalSourceStaffEntryContainers.length-1;Z>=0;Z--){if(this.verticalSourceStaffEntryContainers[Z].Timestamp.lt(B)){const Y=new VerticalSourceStaffEntryContainer(this,B.clone(),this.completeNumberOfStaves);this.verticalSourceStaffEntryContainers.splice(Z+1,0,Y),G=new SourceStaffEntry(Y,R),Y.StaffEntries[D]=G;break}if(Z===0){const Y=new VerticalSourceStaffEntryContainer(this,B.clone(),this.completeNumberOfStaves);this.verticalSourceStaffEntryContainers.splice(Z,0,Y),G=new SourceStaffEntry(Y,R),Y.StaffEntries[D]=G;break}}return{createdNewContainer:!0,staffEntry:G}}findOrCreateVoiceEntry(B,D){let R,G=!1;for(const W of B.VoiceEntries)if(W.ParentVoice===D){R=W;break}return R||(R=new VoiceEntry(B.Timestamp,D,B),G=!0),{createdVoiceEntry:G,voiceEntry:R}}getPreviousSourceStaffEntryFromIndex(B,D){for(let R=D-1;R>=0;R--)if(this.verticalSourceStaffEntryContainers[R][B])return this.verticalSourceStaffEntryContainers[R][B]}getVerticalContainerIndexByTimestamp(B){for(let D=0,R=this.VerticalSourceStaffEntryContainers.length;D<R;++D)if(this.VerticalSourceStaffEntryContainers[D].Timestamp.Equals(B))return D;return-1}getVerticalContainerByTimestamp(B){for(let D=0,R=this.VerticalSourceStaffEntryContainers.length;D<R;++D){const G=this.VerticalSourceStaffEntryContainers[D];if(G.Timestamp.Equals(B))return G}}checkForEmptyVerticalContainer(B){let D=0;for(let R=0;R<this.completeNumberOfStaves;R++)this.verticalSourceStaffEntryContainers[B][R]||D++;D===this.completeNumberOfStaves&&this.verticalSourceStaffEntryContainers.splice(B,1)}reverseCheck(B,D){let R=new Fraction$1(0,1);const G=[];for(let W=0;W<B.Instruments.length;W++){let q=new Fraction$1(0,1);const Z=B.getGlobalStaffIndexOfFirstStaff(B.Instruments[W]);for(let Y=0;Y<B.Instruments[W].Staves.length;Y++){const U=this.getLastSourceStaffEntryForInstrument(Z+Y);if(U!==void 0&&!U.hasTie()){const J=this.verticalSourceStaffEntryContainers.indexOf(U.VerticalContainerParent);for(let K=J-1;K>=0;K--){const Q=this.verticalSourceStaffEntryContainers[K][Z+Y];if(Q!==void 0&&Q.hasTie()&&q.lt(Fraction$1.plus(Q.Timestamp,Q.calculateMaxNoteLength()))){q=Fraction$1.plus(Q.Timestamp,Q.calculateMaxNoteLength());break}}}}G.push(q)}for(let W=0,q=G.length;W<q;++W){const Z=G[W];R.lt(Z)&&(R=Z)}return Fraction$1.max(R,D)}calculateInstrumentsDuration(B,D){const R=[];for(let G=0;G<B.Instruments.length;G++){let W=new Fraction$1(0,1);const q=B.getGlobalStaffIndexOfFirstStaff(B.Instruments[G]);for(let Z=0;Z<B.Instruments[G].Staves.length;Z++){const Y=this.getLastSourceStaffEntryForInstrument(q+Z);Y!==void 0&&Y.Timestamp&&W.lt(Fraction$1.plus(Y.Timestamp,Y.calculateMaxNoteLength()))&&(W=Fraction$1.plus(Y.Timestamp,Y.calculateMaxNoteLength()))}W.lt(D[G])&&(W=D[G]),R.push(W)}return R}getEntriesPerStaff(B){const D=[];for(const R of this.VerticalSourceStaffEntryContainers){const G=R.StaffEntries[B];G&&D.push(G)}return D}hasBeginInstructions(){for(let B=0,D=this.FirstInstructionsStaffEntries.length;B<D;B++){const R=this.FirstInstructionsStaffEntries[B];if(R!==void 0&&R.Instructions.length>0)return!0}return!1}beginsWithLineRepetition(){for(let B=0,D=this.FirstRepetitionInstructions.length;B<D;++B){const R=this.FirstRepetitionInstructions[B];if(R.type===RepetitionInstructionEnum.StartLine||R.parentRepetition!==void 0&&R===R.parentRepetition.startMarker&&!R.parentRepetition.FromWords)return!0}return!1}endsWithLineRepetition(){for(let B=0,D=this.LastRepetitionInstructions.length;B<D;++B){const R=this.LastRepetitionInstructions[B];if(R.type===RepetitionInstructionEnum.BackJumpLine)return!0;const G=R.parentRepetition;if(!!G&&!G.FromWords)for(let W=0,q=G.BackwardJumpInstructions.length;W<q;++W){const Z=G.BackwardJumpInstructions[W];if(R===Z)return!0}}return!1}beginsWithWordRepetition(){for(let B=0,D=this.FirstRepetitionInstructions.length;B<D;++B){const R=this.FirstRepetitionInstructions[B];if(R.parentRepetition!==void 0&&R===R.parentRepetition.startMarker&&R.parentRepetition.FromWords)return!0}return!1}endsWithWordRepetition(){for(let B=0,D=this.LastRepetitionInstructions.length;B<D;++B){const R=this.LastRepetitionInstructions[B],G=R.parentRepetition;if(!!G&&!!G.FromWords){for(let W=0,q=G.BackwardJumpInstructions.length;W<q;++W){const Z=G.BackwardJumpInstructions[W];if(R===Z)return!0}if(R===G.forwardJumpInstruction)return!0}}return!1}beginsRepetitionEnding(){for(const B of this.FirstRepetitionInstructions)if(B.type===RepetitionInstructionEnum.Ending&&B.alignment===AlignmentType.Begin)return!0;return!1}endsRepetitionEnding(){for(const B of this.LastRepetitionInstructions)if(B.type===RepetitionInstructionEnum.Ending&&B.alignment===AlignmentType.End)return!0;return!1}getKeyInstruction(B){if(this.FirstInstructionsStaffEntries[B]){const D=this.FirstInstructionsStaffEntries[B];for(let R=0,G=D.Instructions.length;R<G;++R){const W=D.Instructions[R];if(W instanceof KeyInstruction)return W}}}getLastSourceStaffEntryForInstrument(B){let D;for(let R=this.verticalSourceStaffEntryContainers.length-1;R>=0&&(D=this.verticalSourceStaffEntryContainers[R].StaffEntries[B],!D);R--);return D}canBeReducedToMultiRest(){var R,G,W,q,Z,Y;let B=!0,D=!1;for(const U of this.verticalSourceStaffEntryContainers)if(!!U){for(const J of U.StaffEntries)if(!(!J||!J.ParentStaff.ParentInstrument.Visible)){if(J.ChordContainers.length>0||(J.ParentStaff.hasLyrics&&(D=!0),this.firstRepetitionInstructions.length>0||this.lastRepetitionInstructions.length>0))return!1;for(const K of J.VoiceEntries){for(const Q of K.Notes)if(!Q.isRest()){B=!1;break}if(!B)break}}}if(!B||D||this.hasMoodExpressions||this.tempoExpressions.length>0)return!1;for(const U of this.staffLinkedExpressions)if(U.length>0)return!1;for(const U of this.lastInstructionsStaffEntries)for(let J=0,K=U==null?void 0:U.Instructions.length;J<K;++J)if(U.Instructions[J]instanceof ClefInstruction)return!1;return prevSourceMeasure&&(((R=prevSourceMeasure==null?void 0:prevSourceMeasure.ActiveTimeSignature)==null?void 0:R.Numerator)!==((G=this.ActiveTimeSignature)==null?void 0:G.Numerator)||((W=prevSourceMeasure==null?void 0:prevSourceMeasure.ActiveTimeSignature)==null?void 0:W.Denominator)!==((q=this.ActiveTimeSignature)==null?void 0:q.Denominator))?(prevSourceMeasure=this,!1):(prevSourceMeasure=this,((Z=this.Duration)==null?void 0:Z.RealValue)===((Y=this.ActiveTimeSignature)==null?void 0:Y.RealValue))}}class Staff{constructor(B,D){this.isTab=!1,this.voices=[],this.volume=1,this.stafflineCount=5,this.hasLyrics=!1,this.openTieDict={},this.parentInstrument=B,this.id=D,this.audible=!0,this.following=!0}get ParentInstrument(){return this.parentInstrument}set ParentInstrument(B){this.parentInstrument=B}get Voices(){return this.voices}get Solo(){return this.solo}set Solo(B){this.solo=B}get Id(){return this.id}get Volume(){return this.volume}set Volume(B){this.volume=B}get StafflineCount(){return this.stafflineCount}set StafflineCount(B){this.stafflineCount=B}toString(){return"Staff "+this.idInMusicSheet.toString()}}class StaffEntryLink{constructor(B){this.linkStaffEntries=[],this.voiceEntry=B}get GetVoiceEntry(){return this.voiceEntry}get LinkStaffEntries(){return this.linkStaffEntries}set LinkStaffEntries(B){this.linkStaffEntries=B}}class Tie{constructor(B,D){this.notes=[],this.TieNumber=1,this.TieDirection=PlacementEnum.NotYetDefined,this.NoteIndexToTieDirection={},this.AddNote(B),this.type=D}getTieDirection(B){if(!B)return this.TieDirection;for(let D=0;D<this.Notes.length;D++)if(this.Notes[D]===B){const G=this.NoteIndexToTieDirection[D];return G||this.TieDirection}return log$2.debug("tie.getTieDuration note not in tie.Notes"),this.TieDirection}get Notes(){return this.notes}get Type(){return this.type}get StartNote(){return this.notes[0]}get Duration(){const B=new Fraction$1;for(const D of this.notes)B.Add(D.Length);return B}get Pitch(){return this.StartNote.Pitch}AddNote(B){this.notes.push(B),B.NoteTie=this}}class Tuplet{constructor(B,D=!1){this.PlacementFromXml=!1,this.notes=[],this.fractions=[],this.tupletLabelNumber=B,this.bracket=D}get TupletLabelNumber(){return this.tupletLabelNumber}set TupletLabelNumber(B){this.tupletLabelNumber=B}get Notes(){return this.notes}set Notes(B){this.notes=B}get Fractions(){return this.fractions}set Fractions(B){this.fractions=B}get Bracket(){return this.bracket}set Bracket(B){this.bracket=B}getNoteIndex(B){for(let D=this.notes.length-1;D>=0;D--)for(let R=0;R<this.notes[D].length;R++)if(B===this.notes[D][R])return D;return 0}}var TechnicalInstructionType=(F=>(F[F.Fingering=0]="Fingering",F[F.String=1]="String",F))(TechnicalInstructionType||{});class TechnicalInstruction{}class PlaybackNote{constructor(B,D){this.parentEntry=B,this.parentNote=D,this.ParentNote.PlaybackNote=this,this.Length=this.ParentNote.Length,D.Pitch!==void 0?this.ParentNote.ParentStaff.ParentInstrument.MidiInstrumentId===MidiInstrument.Percussion?this.MidiKey=PlaybackNote.noteToMidiDrumKey(D):this.MidiKey=D.Pitch.getHalfTone()+12:this.MidiKey=0}setLength(){this.ParentNote.NoteTie!==void 0&&this.ParentNote.NoteTie.StartNote===this.ParentNote&&(this.Length=this.ParentNote.NoteTie.Duration)}get ParentEntry(){return this.parentEntry}get ParentNote(){return this.parentNote}static noteToMidiDrumKey(B){var G;const D=B.Pitch.getHalfTone()-12,R=(G=B.Notehead)==null?void 0:G.Shape;switch(B.Pitch.Octave){case 1:switch(B.Pitch.FundamentalNote){case NoteEnum.D:switch(R){default:return 44}case NoteEnum.E:switch(R){default:return 35}case NoteEnum.F:switch(R){default:return 36}case NoteEnum.G:switch(R){default:return 41}case NoteEnum.A:switch(R){default:return 43}case NoteEnum.B:switch(R){case NoteHeadShape.TRIANGLE:return 54;default:return 47}default:return D}case 2:switch(B.Pitch.FundamentalNote){case NoteEnum.C:switch(R){case NoteHeadShape.X:return 37;default:return 38}case NoteEnum.D:switch(R){case NoteHeadShape.X:return 59;default:return 48}case NoteEnum.E:switch(R){case NoteHeadShape.X:return 42;case NoteHeadShape.CIRCLEX:return 46;case NoteHeadShape.TRIANGLE:return 56;default:return 50}case NoteEnum.F:switch(R){case NoteHeadShape.DIAMOND:return 53;default:return 51}case NoteEnum.G:switch(R){case NoteHeadShape.CIRCLEX:case NoteHeadShape.DIAMOND:return 46;default:return 42}case NoteEnum.A:switch(R){default:return 49}case NoteEnum.B:switch(R){default:return 57}default:return D}case 3:switch(B.Pitch.FundamentalNote){case NoteEnum.C:switch(R){case NoteHeadShape.CIRCLEX:return 52;default:return 55}default:return D}default:return D}}}class PlaybackEntry{constructor(B){this.notes=[],this.TimestampShift=new Fraction$1,this.parentVoiceEntry=B;for(const D of B.Notes)this.Notes.push(new PlaybackNote(this,D))}get ParentVoiceEntry(){return this.parentVoiceEntry}get Notes(){return this.notes}get Length(){if(this.Notes.length>0)return this.Notes[0].Length}set Length(B){for(const D of this.Notes)D.Length=B}get HasNotes(){return this.Notes.length>0}}class VoiceEntry{constructor(B,D,R,G=!0,W=!1,q=!1,Z=!1){if(this.notes=[],this.graceVoiceEntriesBefore=[],this.graceVoiceEntriesAfter=[],this.articulations=[],this.playbackEntries=[],this.technicalInstructions=[],this.lyricsEntries=new Dictionary,this.wantedStemDirection=StemDirectionType.Undefined,this.stemDirectionXml=StemDirectionType.Undefined,this.stemDirection=StemDirectionType.Undefined,this.timestamp=B,this.parentVoice=D,this.parentSourceStaffEntry=R,this.isGrace=W,this.graceAfterMainNote=!1,this.graceNoteSlash=q,this.graceSlur=Z,W||D.VoiceEntries.push(this),G&&R!==void 0){const Y=R.VoiceEntries;Y.indexOf(this)===-1&&Y.push(this)}this.mainPlaybackEntry=new PlaybackEntry(this),this.PlaybackEntries.push(this.mainPlaybackEntry)}get ParentSourceStaffEntry(){return this.parentSourceStaffEntry}get ParentVoice(){return this.parentVoice}get Timestamp(){return this.timestamp}set Timestamp(B){this.timestamp=B}get Notes(){return this.notes}addNote(B){this.notes.push(B),!B.isRest()&&(B.NoteTie===void 0||B.NoteTie.StartNote===B)&&this.MainPlaybackEntry.Notes.push(new PlaybackNote(this.MainPlaybackEntry,B))}get GraceVoiceEntriesBefore(){return this.graceVoiceEntriesBefore}set GraceVoiceEntriesBefore(B){this.graceVoiceEntriesBefore=B;for(const D of this.graceVoiceEntriesBefore)D.parentSourceStaffEntry=this.ParentSourceStaffEntry}get GraceVoiceEntriesAfter(){return this.graceVoiceEntriesAfter}set GraceVoiceEntriesAfter(B){this.graceVoiceEntriesAfter=B;for(const D of this.graceVoiceEntriesAfter)D.parentSourceStaffEntry=this.ParentSourceStaffEntry}get IsGrace(){return this.isGrace}set IsGrace(B){this.isGrace=B}get GraceAfterMainNote(){return this.graceAfterMainNote}set GraceAfterMainNote(B){this.graceAfterMainNote=B}get GraceNoteSlash(){return this.graceNoteSlash}set GraceNoteSlash(B){this.graceNoteSlash=B}get GraceSlur(){return this.graceSlur}set GraceSlur(B){this.graceSlur=B}get Articulations(){return this.articulations}get PlaybackEntries(){return this.playbackEntries}get Fermata(){return this.fermata}get MainPlaybackEntry(){return this.mainPlaybackEntry}set MainPlaybackEntry(B){this.mainPlaybackEntry=B}removeMainPlaybackEntry(){this.mainPlaybackEntry!==void 0&&this.removePlaybackEntry(this.mainPlaybackEntry)}removePlaybackEntry(B){this.mainPlaybackEntry===B&&(this.mainPlaybackEntry=void 0);const D=this.playbackEntries.indexOf(B);D>-1&&this.playbackEntries.splice(D,1)}get TechnicalInstructions(){return this.technicalInstructions}get LyricsEntries(){return this.lyricsEntries}get Arpeggio(){return this.arpeggio}set Arpeggio(B){this.arpeggio=B}get OrnamentContainer(){return this.ornamentContainer}set OrnamentContainer(B){this.ornamentContainer=B}set WantedStemDirection(B){this.wantedStemDirection=B}get WantedStemDirection(){return this.wantedStemDirection}set StemDirectionXml(B){this.stemDirectionXml=B}get StemDirectionXml(){return this.stemDirectionXml}set StemDirection(B){this.stemDirection=B}get StemDirection(){return this.stemDirection}get StemColorXml(){return this.stemColorXml}set StemColorXml(B){this.stemColorXml=B}get StemColor(){return this.stemColor}set StemColor(B){this.stemColor=B}get VolumeModifier(){return this.volumeModifier}set VolumeModifier(B){this.volumeModifier=B}get DurationModifier(){return this.durationModifier}set DurationModifier(B){this.durationModifier=B}hasArticulation(B){for(const D of this.articulations)if(D.Equals(B))return!0;return!1}static isSupportedArticulation(B){switch(B){case ArticulationEnum.accent:case ArticulationEnum.strongaccent:case ArticulationEnum.invertedstrongaccent:case ArticulationEnum.staccato:case ArticulationEnum.staccatissimo:case ArticulationEnum.spiccato:case ArticulationEnum.tenuto:case ArticulationEnum.fermata:case ArticulationEnum.invertedfermata:case ArticulationEnum.breathmark:case ArticulationEnum.caesura:case ArticulationEnum.lefthandpizzicato:case ArticulationEnum.naturalharmonic:case ArticulationEnum.snappizzicato:case ArticulationEnum.upbow:case ArticulationEnum.downbow:case ArticulationEnum.bend:case ArticulationEnum.detachedlegato:return!0;default:return!1}}hasTie(){for(let B=0,D=this.Notes.length;B<D;++B)if(this.Notes[B].NoteTie)return!0;return!1}hasSlur(){for(let B=0,D=this.Notes.length;B<D;++B)if(this.Notes[B].NoteSlurs.length>0)return!0;return!1}isStaccato(){for(const B of this.Articulations)if(B.articulationEnum===ArticulationEnum.staccato)return!0;return!1}isAccent(){for(const B of this.Articulations)if(B.articulationEnum===ArticulationEnum.accent||B.articulationEnum===ArticulationEnum.strongaccent)return!0;return!1}getVerseNumberForLyricEntry(B){let D=1;return this.lyricsEntries.forEach((R,G)=>{B===G&&(D=R)}),D}}var ArticulationEnum=(F=>(F[F.accent=0]="accent",F[F.strongaccent=1]="strongaccent",F[F.marcatoup=2]="marcatoup",F[F.marcatodown=3]="marcatodown",F[F.invertedstrongaccent=4]="invertedstrongaccent",F[F.staccato=5]="staccato",F[F.staccatissimo=6]="staccatissimo",F[F.spiccato=7]="spiccato",F[F.tenuto=8]="tenuto",F[F.fermata=9]="fermata",F[F.invertedfermata=10]="invertedfermata",F[F.breathmark=11]="breathmark",F[F.caesura=12]="caesura",F[F.lefthandpizzicato=13]="lefthandpizzicato",F[F.naturalharmonic=14]="naturalharmonic",F[F.snappizzicato=15]="snappizzicato",F[F.upbow=16]="upbow",F[F.downbow=17]="downbow",F[F.scoop=18]="scoop",F[F.plop=19]="plop",F[F.doit=20]="doit",F[F.falloff=21]="falloff",F[F.stress=22]="stress",F[F.unstress=23]="unstress",F[F.detachedlegato=24]="detachedlegato",F[F.otherarticulation=25]="otherarticulation",F[F.bend=26]="bend",F))(ArticulationEnum||{}),StemDirectionType=(F=>(F[F.Undefined=-1]="Undefined",F[F.Up=0]="Up",F[F.Down=1]="Down",F[F.None=2]="None",F[F.Double=3]="Double",F))(StemDirectionType||{}),SystemLinePosition=(F=>(F[F.MeasureBegin=0]="MeasureBegin",F[F.MeasureEnd=1]="MeasureEnd",F))(SystemLinePosition||{});class GraphicalLabel extends Clickable{constructor(B,D,R,G,W=void 0){super(),this.label=B,this.boundingBox=new BoundingBox$1(this,W),this.label.fontHeight=D,this.label.textAlignment=R,this.rules=G,this.rules.MpatMode&&this.label.text==="TRIO"&&(this.label.fontFamily="Arial")}get Label(){return this.label}toString(){return`${this.label.text} (${this.boundingBox.RelativePosition.x},${this.boundingBox.RelativePosition.y})`}setLabelPositionAndShapeBorders(){var Z,Y;if(this.Label.text.trim()==="")return;this.TextLines=[];const B=(Y=(Z=this.rules)==null?void 0:Z.LabelMarginBorderFactor)!=null?Y:.1,D=this.Label.text.split(/[\n\r]+/g),R=D.length;let G=0;for(let U=0;U<R;U++){const J=D[U].trim();if(!J||J==="")continue;const K=MusicSheetCalculator.TextMeasurer.computeTextWidthToHeightRatio(J,this.Label.font,this.Label.fontStyle,this.label.fontFamily),Q=this.Label.fontHeight*K;G=Math.max(G,Q),this.TextLines.push({text:J,xOffset:0,width:Q})}for(const U of this.TextLines){let J=0;switch(this.Label.textAlignment){case TextAlignmentEnum.RightBottom:case TextAlignmentEnum.RightCenter:case TextAlignmentEnum.RightTop:J=G-U.width;break;case TextAlignmentEnum.CenterBottom:case TextAlignmentEnum.CenterCenter:case TextAlignmentEnum.CenterTop:J=(G-U.width)/2;break}U.xOffset=J}let W=this.Label.fontHeight*R;this.rules.SpacingBetweenTextLines>0&&this.TextLines.length>1&&(W+=this.rules.SpacingBetweenTextLines*R/10);const q=this.PositionAndShape;switch(this.Label.textAlignment){case TextAlignmentEnum.CenterBottom:q.BorderTop=-W,q.BorderLeft=-G/2,q.BorderBottom=0,q.BorderRight=G/2;break;case TextAlignmentEnum.CenterCenter:q.BorderTop=-W/2,q.BorderLeft=-G/2,q.BorderBottom=W/2,q.BorderRight=G/2;break;case TextAlignmentEnum.CenterTop:q.BorderTop=0,q.BorderLeft=-G/2,q.BorderBottom=W,q.BorderRight=G/2;break;case TextAlignmentEnum.LeftBottom:q.BorderTop=-W,q.BorderLeft=0,q.BorderBottom=0,q.BorderRight=G;break;case TextAlignmentEnum.LeftCenter:q.BorderTop=-W/2,q.BorderLeft=0,q.BorderBottom=W/2,q.BorderRight=G;break;case TextAlignmentEnum.LeftTop:q.BorderTop=0,q.BorderLeft=0,q.BorderBottom=W,q.BorderRight=G;break;case TextAlignmentEnum.RightBottom:q.BorderTop=-W,q.BorderLeft=-G,q.BorderBottom=0,q.BorderRight=0;break;case TextAlignmentEnum.RightCenter:q.BorderTop=-W/2,q.BorderLeft=-G,q.BorderBottom=W/2,q.BorderRight=0;break;case TextAlignmentEnum.RightTop:q.BorderTop=0,q.BorderLeft=-G,q.BorderBottom=W,q.BorderRight=0;break}q.BorderMarginTop=q.BorderTop-W*B,q.BorderMarginLeft=q.BorderLeft-W*B,q.BorderMarginBottom=q.BorderBottom+W*B,q.BorderMarginRight=q.BorderRight+W*B}}class Label{constructor(B="",D=TextAlignmentEnum.CenterBottom,R=void 0,G=!0){this.IsCreditLabel=!1,this.text=B,this.print=G,this.textAlignment=D,this.font=R,this.fontFamily=void 0}set font(B){this.fontEnumValue=B,this.fontFamily=FontStringNames[B]}get font(){return this.fontEnumValue}ToString(){return this.text}}const SpeedTag={Grava:40,Largo:46,Lento:52,Adagio:56,Larghetto:60,Andante:66,Anderato:69,Andantino:69,Moderato:88,Allegretto:108,"Allegro Moderato":108,Allegro:132,Vivace:152,Vivo:160,Vivacissimo:168,Presto:184,Prestissimo:208},SpecialMarks=["\u7EAF\u5F8B","\u7EAF\u5F8B\u7ED3\u675F"],HideWords=["\u8DF3\u8FC7\u4E0B\u4E00\u4E2A","b","#","\xA7","\xBA","X"],GradientWords=["poco rit.","rall.","rit.","accel.","molto rit.","molto rall","lentando","poco accel.","calando"],GRADIENT_SPEED_CLOSE_TAG="\u7ED3\u675F\u8303\u56F4\u901F\u5EA6",GRADIENT_SPEED_RESET_TAG="a tempo",SpecialWords=[GRADIENT_SPEED_CLOSE_TAG],SpeedKeyword="\u901F\u5EA6 ",SpeedHiddenKeyword="\u4EC5\u6587\u672C\u901F\u5EA6 ";function isSpeedKeyword(F){return F.indexOf(SpeedKeyword)===0}function isSpeedHiddenKeyword(F){return F.indexOf(SpeedHiddenKeyword)===0}function formatSpeedKeyword(F){return F.replace(SpeedHiddenKeyword,"").replace(SpeedKeyword,"")}function isGradientWords(F){return GradientWords.includes(F)}function isSpecialMark(F){return[...Object.keys(SpeedTag),...SpecialMarks,...SpecialWords,...HideWords].map(B=>B.trim().toLocaleUpperCase()).includes(F.toLocaleUpperCase().trim())}function isTopFont(F){return[TextAlignmentEnum.CenterTop,TextAlignmentEnum.RightTop].includes(F)}var MusicSymbol=(F=>(F[F.Unused_first_Symbol=0]="Unused_first_Symbol",F[F.BLACK_HEAD=1]="BLACK_HEAD",F[F.UPWARDS_TAIL=2]="UPWARDS_TAIL",F[F.DOWNWARDS_TAIL=3]="DOWNWARDS_TAIL",F[F.UPWARDS_DOUBLE_TAIL=4]="UPWARDS_DOUBLE_TAIL",F[F.DOWNWARDS_DOUBLE_TAIL=5]="DOWNWARDS_DOUBLE_TAIL",F[F.UPWARDS_TRIPLE_TAIL=6]="UPWARDS_TRIPLE_TAIL",F[F.DOWNWARDS_TRIPLE_TAIL=7]="DOWNWARDS_TRIPLE_TAIL",F[F.UPWARDS_QUAD_TAIL=8]="UPWARDS_QUAD_TAIL",F[F.DOWNWARDS_QUAD_TAIL=9]="DOWNWARDS_QUAD_TAIL",F[F.ROUND_HEAD=10]="ROUND_HEAD",F[F.WHITE_HEAD=11]="WHITE_HEAD",F[F.G_CLEF=12]="G_CLEF",F[F.F_CLEF=13]="F_CLEF",F[F.C_CLEF=14]="C_CLEF",F[F.BREVE=15]="BREVE",F[F.BREVE_REST=16]="BREVE_REST",F[F.COMMON_TIME=17]="COMMON_TIME",F[F.CUT_TIME=18]="CUT_TIME",F[F.WHOLE_REST=19]="WHOLE_REST",F[F.HALF_REST=20]="HALF_REST",F[F.QUARTER_REST=21]="QUARTER_REST",F[F.EIGHTH_REST=22]="EIGHTH_REST",F[F.SIXTEENTH_REST=23]="SIXTEENTH_REST",F[F.THIRTYSECOND_REST=24]="THIRTYSECOND_REST",F[F.SIXTYFOURTH_REST=25]="SIXTYFOURTH_REST",F[F.FLAT=26]="FLAT",F[F.SHARP=27]="SHARP",F[F.NATURAL=28]="NATURAL",F[F.DOUBLE_FLAT=29]="DOUBLE_FLAT",F[F.DOUBLE_SHARP=30]="DOUBLE_SHARP",F[F.ZERO=31]="ZERO",F[F.ONE=32]="ONE",F[F.TWO=33]="TWO",F[F.THREE=34]="THREE",F[F.FOUR=35]="FOUR",F[F.FIVE=36]="FIVE",F[F.SIX=37]="SIX",F[F.SEVEN=38]="SEVEN",F[F.EIGHT=39]="EIGHT",F[F.NINE=40]="NINE",F[F.DOT=41]="DOT",F[F.FERMATA=42]="FERMATA",F[F.INVERTED_FERMATA=43]="INVERTED_FERMATA",F[F.SPICCATO=44]="SPICCATO",F[F.TENUTO=45]="TENUTO",F[F.MARCATO=46]="MARCATO",F[F.MARCATISSIMO=47]="MARCATISSIMO",F[F.INVERTED_MARCATISSIMO=48]="INVERTED_MARCATISSIMO",F[F.P=49]="P",F[F.F=50]="F",F[F.S=51]="S",F[F.Z=52]="Z",F[F.M=53]="M",F[F.R=54]="R",F[F.SEGNO=55]="SEGNO",F[F.CODA=56]="CODA",F[F.DRUM_CLEF=57]="DRUM_CLEF",F[F.G_CLEF_SUB8=58]="G_CLEF_SUB8",F[F.G_CLEF_SUPER8=59]="G_CLEF_SUPER8",F[F.G_CLEF_SUB15=60]="G_CLEF_SUB15",F[F.G_CLEF_SUPER15=61]="G_CLEF_SUPER15",F[F.F_CLEF_SUB8=62]="F_CLEF_SUB8",F[F.F_CLEF_SUPER8=63]="F_CLEF_SUPER8",F[F.F_CLEF_SUB15=64]="F_CLEF_SUB15",F[F.F_CLEF_SUPER15=65]="F_CLEF_SUPER15",F[F.DOWN_BOW=66]="DOWN_BOW",F[F.MORDENT=67]="MORDENT",F[F.INVERTED_MORDENT=68]="INVERTED_MORDENT",F[F.TURN=69]="TURN",F[F.INVERTED_TURN=70]="INVERTED_TURN",F[F.LEFTHAND_PIZZICATO=71]="LEFTHAND_PIZZICATO",F[F.RELEASE_PED=72]="RELEASE_PED",F[F.ENGAGE_PED=73]="ENGAGE_PED",F[F.VA8=74]="VA8",F[F.VB8=75]="VB8",F[F.TRILL=76]="TRILL",F[F.MA15=77]="MA15",F[F.MB15=78]="MB15",F[F.HIGH=79]="HIGH",F[F.PLAY=80]="PLAY",F[F.MIC=81]="MIC",F[F.SNAP_PIZZICATO=82]="SNAP_PIZZICATO",F[F.NATURAL_HARMONIC=83]="NATURAL_HARMONIC",F[F.EditPen=84]="EditPen",F[F.PEDAL_BRACKET=85]="PEDAL_BRACKET",F[F.PEDAL_MIXED=86]="PEDAL_MIXED",F[F.PEDAL_SYMBOL=87]="PEDAL_SYMBOL",F))(MusicSymbol||{}),MusicSymbolDrawingStyle=(F=>(F[F.Normal=0]="Normal",F[F.Disabled=1]="Disabled",F[F.Selected=2]="Selected",F[F.Clickable=3]="Clickable",F[F.PlaybackSymbols=4]="PlaybackSymbols",F[F.FollowSymbols=5]="FollowSymbols",F[F.QFeedbackNotFound=6]="QFeedbackNotFound",F[F.QFeedbackOk=7]="QFeedbackOk",F[F.QFeedbackPerfect=8]="QFeedbackPerfect",F[F.Debug1=9]="Debug1",F[F.Debug2=10]="Debug2",F[F.Debug3=11]="Debug3",F))(MusicSymbolDrawingStyle||{}),PhonicScoreModes=(F=>(F[F.Following=0]="Following",F[F.Midi=1]="Midi",F[F.Manual=2]="Manual",F))(PhonicScoreModes||{});class LabelRenderSpecs{}class MusicSheetDrawer{constructor(B,D){this.drawableBoundingBoxElement="None",this.skyLineVisible=!1,this.bottomLineVisible=!1,this.phonicScoreMode=PhonicScoreModes.Manual,this.textMeasurer=B,this.splitScreenLineColor=-1,this.drawingParameters=D,this.rules=D.Rules}set Mode(B){this.phonicScoreMode=B}drawSheet(B){if(this.graphicalMusicSheet=B,this.rules=B.ParentMusicSheet.Rules,this.drawSplitScreenLine(),this.drawingParameters.drawCursors)for(const R of B.Cursors){if(!R)continue;const G=new BoundingBox$1(R);G.AbsolutePosition=R.Start,G.BorderBottom=R.End.y-R.Start.y,G.BorderRight=R.Width/2,G.BorderLeft=-R.Width/2,this.isVisible(G)&&this.drawLineAsVerticalRectangle(R,GraphicalLayers.Cursor)}this.drawingParameters.drawScrollIndicator&&this.drawScrollIndicator();const D=Math.min(this.graphicalMusicSheet.MusicPages.length,this.rules.MaxPageToDrawNumber);for(let R=0;R<D;R++){const G=this.graphicalMusicSheet.MusicPages[R];this.drawPage(G)}}drawLineAsHorizontalRectangle(B,D){let R=new RectangleF2D(B.Start.x,B.End.y-B.Width/2,B.End.x-B.Start.x,B.Width);R=this.applyScreenTransformationForRect(R),this.renderRectangle(R,D,B.styleId,B.colorHex)}drawLineAsVerticalRectangle(B,D){const R=B.Start,G=B.Width;let W=new RectangleF2D(R.x-G/2,R.y,G,B.End.y-R.y);W=this.applyScreenTransformationForRect(W),this.renderRectangle(W,D,B.styleId)}drawLineAsHorizontalRectangleWithOffset(B,D,R){const G=new PointF2D(B.Start.x+D.x,B.Start.y+D.y),W=new PointF2D(B.End.x+D.x,B.End.y+D.y),q=B.Width;let Z=new RectangleF2D(G.x,W.y-q/2,W.x-G.x,q);Z=this.applyScreenTransformationForRect(Z),this.renderRectangle(Z,R,B.styleId)}drawLineAsVerticalRectangleWithOffset(B,D,R){const G=new PointF2D(B.Start.x+D.x,B.Start.y+D.y),W=new PointF2D(B.End.x+D.x,B.End.y+D.y),q=B.Width;let Z=new RectangleF2D(G.x,G.y,q,W.y-G.y);Z=this.applyScreenTransformationForRect(Z),this.renderRectangle(Z,R,B.styleId)}drawRectangle(B,D){const R=B.PositionAndShape;let G=new RectangleF2D(R.AbsolutePosition.x,R.AbsolutePosition.y,R.BorderRight,R.BorderBottom);G=this.applyScreenTransformationForRect(G),this.renderRectangle(G,D,B.style)}drawLabel(B,D){var Q,te,re,se,ie,ae,le,ue,ce,de,ve,he,me,be,xe;const R=this.graphicalMusicSheet.GetNearestNote(B.PositionAndShape.AbsolutePosition);if(!this.isVisible(B.PositionAndShape))return;const G=B.Label;if(G.text.trim()==="")return;const W=this.calculateLabel(B),q=this.applyScreenTransformation(B.PositionAndShape.AbsolutePosition),Z=B.PositionAndShape.Parent.DataObject;if(this.rules.MetronomeMarksDrawn&&((te=(Q=Z==null?void 0:Z.measures)==null?void 0:Q[0])==null?void 0:te.MeasureNumber)===1&&((re=Z==null?void 0:Z.ParentMusicSystem)==null?void 0:re.Id)===0&&isTopFont(B.Label.textAlignment)&&(W.ScreenPosition.y-=1*10),G.text==="\uFF0C"){let Ae=0;const Pe=((ae=(ie=(se=this.graphicalMusicSheet)==null?void 0:se.MusicPages)==null?void 0:ie[0])==null?void 0:ae.MusicSystems)||[];let ze;try{for(let Xe=0;Xe<Pe.length;Xe++){const Se=Pe[Xe];if(B.PositionAndShape.AbsolutePosition.x<10){console.log(B.PositionAndShape.AbsolutePosition.x);const we=this.graphicalMusicSheet.MeasureList[R.sourceNote.SourceMeasure.MeasureNumber-2];we&&we[0]&&(ze=we[0],Ae=ze.PositionAndShape.AbsolutePosition.y-ze.PositionAndShape.Size.height/2);break}if(Se.PositionAndShape.AbsolutePosition.y-10<B.PositionAndShape.AbsolutePosition.y&&B.PositionAndShape.AbsolutePosition.y<Se.PositionAndShape.AbsolutePosition.y+10){const we=(Se==null?void 0:Se.GraphicalMeasures.map(Be=>Be[0]).filter(Boolean))||[],Me=[];let Ne=!1;for(let Be=0;Be<we.length;Be++){const Le=we[Be];if(((ce=(ue=(le=Le.vfVoices)==null?void 0:le["1"])==null?void 0:ue.tickables)==null?void 0:ce.length)===1&&Le.PositionAndShape.AbsolutePosition.x<B.PositionAndShape.AbsolutePosition.x&&B.PositionAndShape.AbsolutePosition.x<Le.PositionAndShape.AbsolutePosition.x+Le.PositionAndShape.Size.width){ze=Le,Ne=!0;break}const ke=Le.PositionAndShape.AbsolutePosition.x+Le.PositionAndShape.Size.width,Re=B.PositionAndShape.AbsolutePosition.x;ke-15<Re&&Re<ke+15&&Me.push({measure:Le,x:Math.abs(Re-ke)})}if(Ne)break;ze=(ve=(de=Me.sort((Be,Le)=>Be.x-Le.x))==null?void 0:de[0])==null?void 0:ve.measure;break}}}catch(Xe){console.log("\u{1F680} ~ error",Xe)}let ge=0;ze?ge=((he=ze.stave)==null?void 0:he.end_x)||0:ge=((me=R.sourceNote.SourceMeasure.VerticalMeasureList[0])==null?void 0:me.getVFStave()).end_x;const Te=0;W.ScreenPosition.x=ge,W.ScreenPosition.y=Ae===0?(B.PositionAndShape.Parent.AbsolutePosition.y-3-Te)*10:Ae*10}const Y=["C","G","D","A","E","B","F#","C#","G#","F","Bb","Eb","Ab","Db","Gb","Cb","Fb","D#","A#","E#"];Y.includes(G.text)&&(W.ScreenPosition.y=(B.PositionAndShape.Parent.AbsolutePosition.y+B.PositionAndShape.Parent.BorderTop+B.PositionAndShape.Parent.BorderMarginTop)*10),["play","listen"].includes(G.text.toLocaleLowerCase())&&G.textAlignment===TextAlignmentEnum.LeftBottom&&(W.ScreenPosition.y=(B.PositionAndShape.Parent.AbsolutePosition.y-1+B.PositionAndShape.Parent.BorderBottom)*10);const U=["ffp","p-f","sfzp","szf","sffzp"];for(let Ae=0;Ae<U.length;Ae++){const Pe=U[Ae].replace(/ /g,""),ze=G.text.replace(/ /g,"");if(ze.toLocaleLowerCase()===Pe.toLocaleLowerCase()||ze.includes(Pe)){G.fontStyle=3,G.text==="sfzp"&&(G.fontHeight=2.3);break}}(G.text=="R"||G.text=="L")&&(W.ScreenPosition.x+=5),(G.text==="r"||G.text==="l")&&(W.ScreenPosition.x+=6);const J=B.PositionAndShape.Size.width/2*10;if(q.x-J<B.PositionAndShape.RelativePosition.x&&(W.ScreenPosition.x=(B.PositionAndShape.RelativePosition.x+this.rules.PageLeftMargin)*10),isSpecialMark(B.Label.text||"")&&!Y.includes(G.text)&&(B.Label.fontHeight=0),this.rules.MetronomeMarksDrawn&&B.Label.fontHeight>0&&(isTopFont(B.Label.textAlignment)||[TextAlignmentEnum.CenterBottom].includes(B.Label.textAlignment))){let Ae=-1,Pe=!1;for(const ze of(Z==null?void 0:Z.AbstractExpressions)||[])if(ze.Label===B?Ae=(be=ze==null?void 0:ze.parentMeasure)==null?void 0:be.measureListIndex:(xe=ze.expression)!=null&&xe.TempoInBpm&&(Pe=ze.expression.TempoInBpm>0),Pe&&Ae>-1){W.ScreenPosition.y-=4*10;break}}this.rules.DYMusicScoreType==="jianpu"?isNaN(parseInt(B.Label.text,10))&&this.renderLabel(B,D,W):this.renderLabel(B,D,W)}calculateLabel(B){const D=new LabelRenderSpecs,R=B.Label,G=new BoundingBox$1(this);G.AbsolutePosition.x=B.PositionAndShape.AbsolutePosition.x,G.AbsolutePosition.y=B.PositionAndShape.AbsolutePosition.y||B.PositionAndShape.Parent.AbsolutePosition.y,D.ScreenPosition=this.applyScreenTransformation(G.AbsolutePosition),D.FontHeightInPixel=this.calculatePixelDistance(R.fontHeight);const W=this.calculatePixelDistance(B.PositionAndShape.Size.width);switch(D.BitmapWidth=Math.ceil(W),D.BitmapHeight=B.TextLines?Math.ceil(D.FontHeightInPixel*(.2+B.TextLines.length)):10,R.textAlignment){case TextAlignmentEnum.LeftTop:D.ScreenPosition.x-=D.BitmapWidth/2,D.ScreenPosition.y+=D.BitmapHeight*1.5;break;case TextAlignmentEnum.LeftCenter:D.ScreenPosition.y-=D.BitmapHeight/2;break;case TextAlignmentEnum.LeftBottom:D.ScreenPosition.y-=D.BitmapHeight;break;case TextAlignmentEnum.CenterTop:D.ScreenPosition.x-=D.BitmapWidth/2;break;case TextAlignmentEnum.CenterCenter:D.ScreenPosition.x-=D.BitmapWidth/2,D.ScreenPosition.y-=D.BitmapHeight/2;break;case TextAlignmentEnum.CenterBottom:D.ScreenPosition.x-=D.BitmapWidth/2,D.ScreenPosition.y-=D.BitmapHeight;break;case TextAlignmentEnum.RightTop:D.ScreenPosition.x-=D.BitmapWidth;break;case TextAlignmentEnum.RightCenter:D.ScreenPosition.x-=D.BitmapWidth,D.ScreenPosition.y-=D.BitmapHeight/2;break;case TextAlignmentEnum.RightBottom:D.ScreenPosition.x-=D.BitmapWidth,D.ScreenPosition.y-=D.BitmapHeight;break;default:throw new ArgumentOutOfRangeException("")}return D}applyScreenTransformations(B){const D=[];for(const R of B)D.push(this.applyScreenTransformation(R));return D}drawSplitScreenLine(){}renderRectangle(B,D,R,G=void 0,W=1){throw new Error("not implemented")}drawScrollIndicator(){}drawSelectionStartSymbol(B){}drawSelectionEndSymbol(B){}renderLabel(B,D,R){throw new Error("not implemented")}renderSystemToScreen(B,D,R){}drawSkyLine(B){}drawBottomLine(B){}drawInstrumentBrace(B,D){}drawGroupBracket(B,D){}isVisible(B){return!0}drawMusicSystem(B){const D=this.getSystemAbsBoundingRect(B),R=this.getSytemBoundingBoxInPixels(D);this.drawMusicSystemComponents(B,R,D)}getSytemBoundingBoxInPixels(B){const D=this.applyScreenTransformationForRect(B);return D.x=Math.round(D.x),D.y=Math.round(D.y),D}getSystemAbsBoundingRect(B){const D=B.PositionAndShape.BoundingRectangle;return new RectangleF2D(B.PositionAndShape.AbsolutePosition.x+B.PositionAndShape.BorderLeft-1,B.PositionAndShape.AbsolutePosition.y+B.PositionAndShape.BorderTop-1,D.width+6,D.height+2)}drawMusicSystemComponents(B,D,R){const G=this.graphicalMusicSheet.SelectionStartSymbol,W=this.graphicalMusicSheet.SelectionEndSymbol;this.drawingParameters.drawSelectionStartSymbol&&G!==void 0&&this.isVisible(G.PositionAndShape)&&this.drawSelectionStartSymbol(G),this.drawingParameters.drawSelectionEndSymbol&&W!==void 0&&this.isVisible(W.PositionAndShape)&&this.drawSelectionEndSymbol(W);for(const Y of B.StaffLines)this.drawStaffLine(Y),this.rules.RenderLyrics&&(Y.LyricsDashes.length>0&&this.drawDashes(Y.LyricsDashes),Y.LyricLines.length>0&&this.drawLyricLines(Y.LyricLines,Y));for(const Y of B.SystemLines)this.drawSystemLineObject(Y);if(B.Parent===B.Parent.Parent.MusicPages[0])for(const Y of B.Labels)Y.SVGNode=this.drawLabel(Y,GraphicalLayers.Notes);const q=this.graphicalMusicSheet.ParentMusicSheet.Instruments,Z=q.filter(Y=>Y.Visible).length;for(const Y of B.InstrumentBrackets)this.drawInstrumentBrace(Y,B);if(q.length>0)if(Z>1)for(const Y of B.GroupBrackets)this.drawGroupBracket(Y,B);else for(const Y of B.GroupBrackets)Y.Visible=!1;if(!this.leadSheet)for(const Y of B.MeasureNumberLabels)Y.SVGNode=this.drawLabel(Y,GraphicalLayers.Notes);for(const Y of B.StaffLines)this.drawStaffLineSymbols(Y);this.drawingParameters.drawMarkedAreas&&this.drawMarkedAreas(B)}activateSystemRendering(B,D,R,G){return!0}drawSystemLineObject(B){}drawStaffLine(B){for(const D of B.Measures)this.drawMeasure(D);this.rules.RenderLyrics&&B.LyricsDashes.length>0&&this.drawDashes(B.LyricsDashes),this.drawOctaveShifts(B),this.drawPedals(B),this.drawWavyLines(B),this.drawExpressions(B),this.skyLineVisible&&this.drawSkyLine(B),this.bottomLineVisible&&this.drawBottomLine(B)}drawLyricLines(B,D){D.LyricLines.forEach(R=>{R.Start.y+=D.PositionAndShape.AbsolutePosition.y,R.End.y+=D.PositionAndShape.AbsolutePosition.y,R.Start.x+=D.PositionAndShape.AbsolutePosition.x,R.End.x+=D.PositionAndShape.AbsolutePosition.x,this.drawGraphicalLine(R,this.rules.LyricUnderscoreLineWidth)})}drawExpressions(B){}drawGraphicalLine(B,D,R="black"){return this.drawLine(B.Start,B.End,R,D)}drawLine(B,D,R="#FF0000FF",G){}drawDashes(B){B.forEach(D=>D.SVGNode=this.drawLabel(D,GraphicalLayers.Notes))}drawOctaveShifts(B){}drawStaffLines(B){if(B.StaffLines){const D=B.PositionAndShape.AbsolutePosition;for(let R=0;R<5;R++)this.drawLineAsHorizontalRectangleWithOffset(B.StaffLines[R],D,GraphicalLayers.Notes)}}drawSymbol(B,D,R,G=1,W=GraphicalLayers.Notes){}get leadSheet(){return this.graphicalMusicSheet.LeadSheet}set leadSheet(B){this.graphicalMusicSheet.LeadSheet=B}drawPage(B){if(!!this.isVisible(B.PositionAndShape)){for(const D of B.MusicSystems)this.isVisible(D.PositionAndShape)&&this.drawMusicSystem(D);if(B===B.Parent.MusicPages[0])for(const D of B.Labels)D.SVGNode=this.drawLabel(D,GraphicalLayers.Notes);this.drawableBoundingBoxElement&&this.drawBoundingBoxes(B.PositionAndShape,0,this.drawableBoundingBoxElement)}}drawBoundingBoxes(B,D=0,R="all"){const G=B.DataObject.constructor.name;let W=!1;R==="all"&&(W=!0),(W||G===R)&&this.drawBoundingBox(B,void 0,!0,G,D),D++,B.ChildElements.forEach(q=>this.drawBoundingBoxes(q,D,R))}drawBoundingBox(B,D=void 0,R=!1,G=void 0,W=0){let q=new RectangleF2D(B.AbsolutePosition.x+B.BorderMarginLeft,B.AbsolutePosition.y+B.BorderMarginTop,B.BorderMarginRight-B.BorderMarginLeft,B.BorderMarginBottom-B.BorderMarginTop);R&&(this.drawLineAsHorizontalRectangle(new GraphicalLine(new PointF2D(B.AbsolutePosition.x-1,B.AbsolutePosition.y),new PointF2D(B.AbsolutePosition.x+1,B.AbsolutePosition.y),.1,OutlineAndFillStyleEnum.BaseWritingColor,D),W-1),this.drawLineAsVerticalRectangle(new GraphicalLine(new PointF2D(B.AbsolutePosition.x,B.AbsolutePosition.y-1),new PointF2D(B.AbsolutePosition.x,B.AbsolutePosition.y+1),.1,OutlineAndFillStyleEnum.BaseWritingColor,D),W-1)),q=this.applyScreenTransformationForRect(q);const Z=this.renderRectangle(q,GraphicalLayers.Background,W,D,.5);if(G){const Y=new Label(G),U=new LabelRenderSpecs;U.BitmapWidth=q.width,U.BitmapHeight=q.height,U.FontHeightInPixel=q.height,U.ScreenPosition=new PointF2D(q.x,q.y+12),this.renderLabel(new GraphicalLabel(Y,.8,TextAlignmentEnum.CenterCenter,this.rules),W,U)}return Z}drawMarkedAreas(B){for(const D of B.GraphicalMarkedAreas)D&&(D.systemRectangle&&this.drawRectangle(D.systemRectangle,GraphicalLayers.Background),D.settings&&(D.settings.SVGNode=this.drawLabel(D.settings,GraphicalLayers.Comment)),D.labelRectangle&&this.drawRectangle(D.labelRectangle,GraphicalLayers.Background),D.label&&(D.label.SVGNode=this.drawLabel(D.label,GraphicalLayers.Comment)))}drawStaffLineSymbols(B){const D=B.ParentStaff.ParentInstrument,R=B.PositionAndShape.AbsolutePosition.x,G=B.PositionAndShape.AbsolutePosition.y+2,W=B.PositionAndShape.BorderRight;D.highlight&&this.drawingParameters.drawHighlights&&this.drawLineAsHorizontalRectangle(new GraphicalLine(new PointF2D(R,G),new PointF2D(R+W,G),4,OutlineAndFillStyleEnum.Highlighted),GraphicalLayers.Highlight);let q=MusicSymbolDrawingStyle.Disabled,Z=MusicSymbol.PLAY,Y=this.drawingParameters.drawActivitySymbols;switch(this.phonicScoreMode){case PhonicScoreModes.Midi:Z=MusicSymbol.PLAY,this.midiPlaybackAvailable&&B.ParentStaff.audible&&(q=MusicSymbolDrawingStyle.PlaybackSymbols);break;case PhonicScoreModes.Following:Z=MusicSymbol.MIC,B.ParentStaff.following&&(q=MusicSymbolDrawingStyle.FollowSymbols);break;default:Y=!1;break}if(Y){const U=new PointF2D(R+W+2,G);this.drawSymbol(Z,q,U)}if(this.drawingParameters.drawErrors)for(const U of B.Measures){const J=U.PositionAndShape,K=J.AbsolutePosition.x,Q=J.AbsolutePosition.y+2;U.hasError&&this.graphicalMusicSheet.ParentMusicSheet.DrawErroneousMeasures&&this.drawLineAsHorizontalRectangle(new GraphicalLine(new PointF2D(K,Q),new PointF2D(K+J.BorderRight,Q),4,OutlineAndFillStyleEnum.ErrorUnderlay),GraphicalLayers.MeasureError)}}}class VexFlowTextMeasurer{constructor(B){this.fontSize=20,this.fontSizeStandard=this.fontSize;const D=document.createElement("canvas");this.context=D.getContext("2d"),this.rules=B}computeTextWidthToHeightRatio(B,D,R,G=void 0,W=this.fontSize){return this.context.font=VexFlowConverter.font(W,R,D,this.rules,G),this.context.measureText(B).width/W}setFontSize(B=this.fontSizeStandard){return this.fontSize=B,B}}class AbstractGraphicalExpression extends GraphicalObject{constructor(B,D,R){super(),this.expression=D,this.parentMeasure=R,this.boundingBox=new BoundingBox$1(this,B.PositionAndShape),this.parentStaffLine=B,this.parentStaffLine.AbstractExpressions.push(this),this.rules=B.ParentMusicSystem.rules}get Label(){return this.label}get ParentStaffLine(){return this.parentStaffLine}get SourceExpression(){return this.expression}get Placement(){return this.expression.Placement}}class GraphicalInstantaneousTempoExpression extends AbstractGraphicalExpression{constructor(B,D){super(D.PositionAndShape.Parent.DataObject,B,B.parentMeasure),this.label=D}get GraphicalLabel(){return this.label}updateSkyBottomLine(){}}class GraphicalInstantaneousDynamicExpression extends AbstractGraphicalExpression{constructor(B,D,R){super(D,B,R.parentSourceMeasure),this.mInstantaneousDynamicExpression=B,this.mMeasure=R}updateSkyBottomLine(){const B=this.parentStaffLine.SkyBottomLineCalculator,D=this.PositionAndShape.RelativePosition.x+this.PositionAndShape.BorderMarginLeft,R=this.PositionAndShape.RelativePosition.x+this.PositionAndShape.BorderMarginRight;let G=0;switch(this.Placement){case PlacementEnum.Above:G=this.PositionAndShape.RelativePosition.y+this.PositionAndShape.BorderMarginTop,B.updateSkyLineInRange(D,R,G);break;case PlacementEnum.Below:G=this.PositionAndShape.RelativePosition.y+this.PositionAndShape.BorderMarginBottom,B.updateBottomLineInRange(D,R,G);break;default:log$2.error("Placement for GraphicalInstantaneousDynamicExpression is unknown")}}}class GraphicalContinuousDynamicExpression extends AbstractGraphicalExpression{constructor(B,D,R){super(D,B,R),this.lines=[],this.isSplittedPart=!1,this.notToBeRemoved=!1}get StartMeasure(){return this.startMeasure}set StartMeasure(B){this.startMeasure=B}get EndMeasure(){return this.endMeasure}set EndMeasure(B){this.endMeasure=B}get EndStaffLine(){return this.endMeasure?this.endMeasure.ParentStaffLine:void 0}get IsSplittedPart(){return this.isSplittedPart}set IsSplittedPart(B){this.isSplittedPart=B}get IsVerbal(){return this.ContinuousDynamic.Label&&this.ContinuousDynamic.Label.length>0}get NotToBeRemoved(){return this.notToBeRemoved}set NotToBeRemoved(B){this.notToBeRemoved=B}get Lines(){return this.lines}get ContinuousDynamic(){return this.SourceExpression}updateSkyBottomLine(){var G;const B=this.parentStaffLine.SkyBottomLineCalculator,D=this.IsVerbal?this.label.PositionAndShape.RelativePosition.x+this.label.PositionAndShape.BorderMarginLeft:0,R=this.IsVerbal?this.label.PositionAndShape.RelativePosition.x+this.label.PositionAndShape.BorderMarginRight:0;switch(!this.IsVerbal&&this.lines.length<2&&log$2.warn("Not enough lines for SkyBottomLine calculation"),this.IsVerbal||this.ContinuousDynamic.DynamicType!==ContDynamicEnum.crescendo&&this.ContinuousDynamic.DynamicType!==ContDynamicEnum.diminuendo&&log$2.warn("GraphicalContinuousDynamicExpression.updateSkyBottomLine(): unhandled continuous dynamic type. start measure: "+((G=this.startMeasure)==null?void 0:G.MeasureNumber)),this.Placement){case PlacementEnum.Above:if(!this.IsVerbal)this.ContinuousDynamic.DynamicType===ContDynamicEnum.crescendo?B.updateSkyLineWithWedge(this.lines[0].Start,this.lines[0].End):this.ContinuousDynamic.DynamicType===ContDynamicEnum.diminuendo&&B.updateSkyLineWithWedge(this.lines[0].End,this.lines[0].Start);else{const W=this.label.PositionAndShape.BorderMarginTop+this.label.PositionAndShape.RelativePosition.y;B.updateSkyLineInRange(D,R,W)}break;case PlacementEnum.Below:if(!this.IsVerbal)this.ContinuousDynamic.DynamicType===ContDynamicEnum.crescendo?B.updateBottomLineWithWedge(this.lines[1].Start,this.lines[1].End):this.ContinuousDynamic.DynamicType===ContDynamicEnum.diminuendo&&B.updateBottomLineWithWedge(this.lines[1].End,this.lines[1].Start);else{const W=this.label.PositionAndShape.BorderMarginBottom+this.label.PositionAndShape.RelativePosition.y;B.updateBottomLineInRange(D,R,W)}break;default:log$2.error("Placement for GraphicalContinuousDynamicExpression is unknown")}}createCrescendoLines(B,D,R,G=this.rules.WedgeOpeningLength,W=this.rules.WedgeLineWidth){const q=new PointF2D(B,R),Z=new PointF2D(D,R-G/2),Y=new PointF2D(D,R+G/2);this.addWedgeLines(q,Z,Y,W)}createFirstHalfCrescendoLines(B,D,R,G=this.rules.WedgeMeasureEndOpeningLength,W=this.rules.WedgeLineWidth){const q=new PointF2D(B,R),Z=new PointF2D(D,R-G/2),Y=new PointF2D(D,R+G/2);this.addWedgeLines(q,Z,Y,W)}createSecondHalfCrescendoLines(B,D,R,G=this.rules.WedgeMeasureBeginOpeningLength,W=this.rules.WedgeOpeningLength,q=this.rules.WedgeLineWidth){const Z=new PointF2D(B,R-G/2),Y=new PointF2D(B,R+G/2),U=new PointF2D(D,R-W/2),J=new PointF2D(D,R+W/2);this.addDoubleLines(Z,U,Y,J,q)}recalculateCrescendoLines(B,D,R){const G=Math.abs(this.lines[0].Start.y-this.lines[1].Start.y)>1e-4;this.lines.clear(),G?this.createSecondHalfCrescendoLines(B,D,R):this.isSplittedPart?this.createFirstHalfCrescendoLines(B,D,R):this.createCrescendoLines(B,D,R)}createDiminuendoLines(B,D,R,G=this.rules.WedgeOpeningLength,W=this.rules.WedgeLineWidth){const q=new PointF2D(B,R-G/2),Z=new PointF2D(B,R+G/2),Y=new PointF2D(D,R);this.addWedgeLines(Y,q,Z,W)}createFirstHalfDiminuendoLines(B,D,R,G=this.rules.WedgeOpeningLength,W=this.rules.WedgeMeasureEndOpeningLength,q=this.rules.WedgeLineWidth){const Z=new PointF2D(B,R-G/2),Y=new PointF2D(B,R+G/2),U=new PointF2D(D,R-W/2),J=new PointF2D(D,R+W/2);this.addDoubleLines(Z,U,Y,J,q)}createSecondHalfDiminuendoLines(B,D,R,G=this.rules.WedgeMeasureBeginOpeningLength,W=this.rules.WedgeLineWidth){const q=new PointF2D(B,R-G/2),Z=new PointF2D(B,R+G/2),Y=new PointF2D(D,R);this.addWedgeLines(Y,q,Z,W)}recalculateDiminuendoLines(B,D,R){const G=Math.abs(this.lines[0].End.y-this.lines[1].End.y)>1e-4;this.lines.clear(),G?this.createFirstHalfDiminuendoLines(B,D,R):this.isSplittedPart?this.createSecondHalfDiminuendoLines(B,D,R):this.createDiminuendoLines(B,D,R)}calcPsi(){if(this.IsVerbal){this.PositionAndShape.calculateBoundingBox();return}this.PositionAndShape.RelativePosition=this.lines[0].Start,this.PositionAndShape.BorderMarginTop=this.lines[0].End.y-this.lines[0].Start.y,this.PositionAndShape.BorderMarginBottom=this.lines[1].End.y-this.lines[1].Start.y,this.PositionAndShape.Center.y=(this.PositionAndShape.BorderMarginTop+this.PositionAndShape.BorderMarginBottom)/2,this.ContinuousDynamic.DynamicType===ContDynamicEnum.crescendo?(this.PositionAndShape.BorderMarginLeft=0,this.PositionAndShape.BorderMarginRight=this.lines[0].End.x-this.lines[0].Start.x):(this.PositionAndShape.BorderMarginLeft=this.lines[0].End.x-this.lines[0].Start.x,this.PositionAndShape.BorderMarginRight=0)}cleanUp(){this.lines.clear()}shiftYPosition(B){this.IsVerbal?(this.PositionAndShape.RelativePosition.y+=B,this.PositionAndShape.calculateBoundingBox()):(this.lines[0].Start.y+=B,this.lines[0].End.y+=B,this.lines[1].End.y+=B)}squeeze(B){this.IsVerbal||Math.abs(this.lines[0].End.x-this.lines[0].Start.x)<Math.abs(B)||(this.ContinuousDynamic.DynamicType===ContDynamicEnum.crescendo?B>0?this.lines[0].Start.x+=B:(this.lines[0].End.x+=B,this.lines[1].End.x+=B):B<0?this.lines[0].Start.x+=B:(this.lines[0].End.x+=B,this.lines[1].End.x+=B),this.calcPsi())}addWedgeLines(B,D,R,G){const W=new GraphicalLine(B,D,G),q=new GraphicalLine(B,R,G);this.lines.push(W),this.lines.push(q)}addDoubleLines(B,D,R,G,W){const q=new GraphicalLine(B,D,W),Z=new GraphicalLine(R,G,W);this.lines.push(q),this.lines.push(Z)}}class GraphicalUnknownExpression extends AbstractGraphicalExpression{constructor(B,D,R,G,W=void 0){super(B,new AbstractExpression(R),G),this.label=D,this.sourceMultiExpression=W}updateSkyBottomLine(){const B=this.parentStaffLine.SkyBottomLineCalculator,D=this.label.PositionAndShape.RelativePosition.x+this.label.PositionAndShape.BorderMarginLeft,R=this.label.PositionAndShape.RelativePosition.x+this.label.PositionAndShape.BorderMarginRight;switch(this.Placement){case PlacementEnum.Above:const G=this.label.PositionAndShape.BorderMarginTop+this.label.PositionAndShape.RelativePosition.y;B.updateSkyLineInRange(D,R,G);break;case PlacementEnum.Below:const W=this.label.PositionAndShape.BorderMarginBottom+this.label.PositionAndShape.RelativePosition.y;B.updateBottomLineInRange(D,R,W);break;default:log$2.error("Placement for GraphicalUnknownExpression is unknown")}}}Vex.Flow;const unitInPixels=10;class VexFlowMusicSheetDrawer extends MusicSheetDrawer{constructor(B=new DrawingParameters){super(new VexFlowTextMeasurer(B.Rules),B),this.backends=[],this.zoom=1,this.pageIdx=0,this.getDotId=(D,R)=>R?String(D.Label.PositionAndShape.RelativePosition[R]):String(D.Label.PositionAndShape.RelativePosition.x)+String(D.Label.PositionAndShape.RelativePosition.y),this.hasDot=(D,R,G,W)=>{const q=R||Object.values(W);for(const Z of q){if(G)return D.x===Z.x&&D.y===Z.y;if(D.x===Z.x)return!0}return!1}}get Zoom(){return this.zoom}get Backends(){return this.backends}initializeBackendForPage(B){this.backend=this.backends[B.PageNumber-1]}drawSheet(B){var D,R,G;this.rules.DefaultVexFlowNoteFont==="gonville"&&(Vex.Flow.DEFAULT_FONT_STACK=[(D=Vex.Flow.Fonts)==null?void 0:D.Gonville,(R=Vex.Flow.Fonts)==null?void 0:R.Bravura,(G=Vex.Flow.Fonts)==null?void 0:G.Custom]),Vex.Flow.STAVE_LINE_THICKNESS=this.rules.StaffLineWidth*unitInPixels,Vex.Flow.STEM_WIDTH=this.rules.StemWidth*unitInPixels,Vex.Flow.DEFAULT_NOTATION_FONT_SCALE=this.rules.VexFlowDefaultNotationFontScale,Vex.Flow.DEFAULT_TAB_FONT_SCALE=this.rules.VexFlowDefaultTabFontScale,this.pageIdx=0;for(const W of B.MusicPages){if(W.PageNumber>this.rules.MaxPageToDrawNumber)break;const q=this.backends[this.pageIdx];q.graphicalMusicPage=W,q.scale(this.zoom),this.pageIdx+=1}this.pageIdx=0,this.backend=this.backends[0],super.drawSheet(B)}drawPage(B){!B||(this.backend=this.backends[B.PageNumber-1],super.drawPage(B),this.pageIdx+=1)}clear(){for(const B of this.backends)B.clear()}setZoom(B){this.zoom=B}calculatePixelDistance(B){return B*unitInPixels}drawStaffLine(B){const D=this.backend.getContext().openGroup();D&&D.classList.add("staffline"),super.drawStaffLine(B);const R=B.PositionAndShape.AbsolutePosition;this.rules.RenderSlurs&&this.drawSlurs(B,R),this.backend.getContext().closeGroup()}drawSlurs(B,D){var G,W,q,Z;const R=(G=window.GYM)==null?void 0:G.vfcurveItem;for(let Y=0;Y<B.GraphicalSlurs.length;Y++){const U=B.GraphicalSlurs[Y];if(!U.slur.isCrossed()){if(R&&R.length)try{const J=R.find((K,Q)=>(K.index?K.index===Y:!0)&&K.MeasureNumberXML==U.staffEntries[U.staffEntries.length-1].parentMeasure.MeasureNumber);J&&(U.bezierEndControlPt.y+=(W=J==null?void 0:J.bezierEndControlPt)!=null&&W.y?J.bezierEndControlPt.y:0,U.bezierEndPt.y+=(q=J==null?void 0:J.bezierEndPt)!=null&&q.y?J.bezierEndPt.y:0,U.bezierStartControlPt.y+=(Z=J==null?void 0:J.bezierStartControlPt)!=null&&Z.y?J.bezierStartControlPt.y:0)}catch(J){console.log(J)}this.drawSlur(U,D)}}}drawSlur(B,D){const R=[];let G,W,q,Z;this.rules.DYMusicScoreType==="jianpu"?((B.placement>0||B.bezierStartPt.y>0)&&(B.bezierStartPt.y=-.8,B.bezierStartControlPt.y=-2.5),G=new PointF2D(B.bezierStartPt.x+D.x,B.bezierStartPt.y+D.y),W=new PointF2D(B.bezierStartControlPt.x+D.x,B.bezierStartControlPt.y+D.y),q=new PointF2D(B.bezierEndControlPt.x+D.x,B.bezierStartControlPt.y+D.y),Z=new PointF2D(B.bezierEndPt.x+D.x,B.bezierStartPt.y+D.y)):(G=new PointF2D(B.bezierStartPt.x+D.x,B.bezierStartPt.y+D.y),W=new PointF2D(B.bezierStartControlPt.x+D.x,B.bezierStartControlPt.y+D.y),q=new PointF2D(B.bezierEndControlPt.x+D.x,B.bezierEndControlPt.y+D.y),Z=new PointF2D(B.bezierEndPt.x+D.x,B.bezierEndPt.y+D.y)),R.push(this.applyScreenTransformation(G)),R.push(this.applyScreenTransformation(W)),R.push(this.applyScreenTransformation(q)),R.push(this.applyScreenTransformation(Z)),B.placement===PlacementEnum.Above?(G.y-=.05,W.y-=.3,q.y-=.3,Z.y-=.05):(G.y+=.05,W.y+=.3,q.y+=.3,Z.y+=.05),R.push(this.applyScreenTransformation(G)),R.push(this.applyScreenTransformation(W)),R.push(this.applyScreenTransformation(q)),R.push(this.applyScreenTransformation(Z)),B.SVGElement=this.backend.renderCurve(R)}drawMeasure(B){B.setAbsoluteCoordinates(B.PositionAndShape.AbsolutePosition.x*unitInPixels,B.PositionAndShape.AbsolutePosition.y*unitInPixels);const D=this.backend.getContext();try{B.draw(D)}catch(R){log$2.warn("VexFlowMusicSheetDrawer.drawMeasure",R)}for(const R of B.staffEntries)this.drawStaffEntry(R)}drawLine(B,D,R="#FF0000FF",G=.2){return B=this.applyScreenTransformation(B),D=this.applyScreenTransformation(D),this.backend.renderLine(B,D,R,G*unitInPixels)}DrawOverlayLine(B,D,R,G="#FF0000FF",W=.2){if(!R.PageNumber||R.PageNumber>this.backends.length||R.PageNumber<1){console.log("VexFlowMusicSheetDrawer.drawOverlayLine: invalid page number / music page number doesn't correspond to an existing backend.");return}const q=R.PageNumber-1,Z=this.backends[q];return B=this.applyScreenTransformation(B),D=this.applyScreenTransformation(D),Z.renderLine(B,D,G,W*unitInPixels)}drawSkyLine(B){const D=B.PositionAndShape.AbsolutePosition,R=B.PositionAndShape.Size.width;this.drawSampledLine(B.SkyLine,D,R)}drawBottomLine(B){const D=new PointF2D(B.PositionAndShape.AbsolutePosition.x,B.PositionAndShape.AbsolutePosition.y),R=B.PositionAndShape.Size.width;this.drawSampledLine(B.BottomLine,D,R,"#0000FFFF")}drawSampledLine(B,D,R,G="#FF0000FF"){const W=[];let q=0;for(let Y=0;Y<B.length;Y++)B[Y]!==q&&(W.push(Y),q=B[Y]);const Z=D;if(W.length>0){const Y=this.rules.SamplingUnit;let U=new PointF2D(Z.x,Z.y),J=new PointF2D(W[0]/Y+Z.x,Z.y);this.drawLine(U,J,G);let K,Q;B[0]>=0&&(K=new PointF2D(W[0]/Y+Z.x,Z.y),Q=new PointF2D(W[0]/Y+Z.x,Z.y+B[W[0]]),this.drawLine(K,Q,G));for(let te=1;te<W.length;te++)U=new PointF2D(W[te-1]/Y+Z.x,Z.y+B[W[te-1]]),J=new PointF2D(W[te]/Y+Z.x,Z.y+B[W[te-1]]),this.drawLine(U,J,G),K=new PointF2D(W[te]/Y+Z.x,Z.y+B[W[te-1]]),Q=new PointF2D(W[te]/Y+Z.x,Z.y+B[W[te]]),this.drawLine(K,Q,G);W[W.length-1]<B.length?(U=new PointF2D(W[W.length-1]/Y+Z.x,Z.y+B[W[W.length-1]]),J=new PointF2D(Z.x+R,Z.y+B[W[W.length-1]]),this.drawLine(U,J,G)):(U=new PointF2D(W[W.length-1]/Y+Z.x,Z.y),J=new PointF2D(Z.x+R,Z.y),this.drawLine(U,J,G))}else{const Y=new PointF2D(Z.x,Z.y),U=new PointF2D(Z.x+R,Z.y);this.drawLine(Y,U,G)}}drawStaffEntry(B){if(B.FingeringEntries.length>0)for(const D of B.FingeringEntries)D.SVGNode=this.drawLabel(D,GraphicalLayers.Notes);if(B.graphicalChordContainers!==void 0&&B.graphicalChordContainers.length>0)for(const D of B.graphicalChordContainers){const R=D.GraphicalLabel;R.SVGNode=this.drawLabel(R,GraphicalLayers.Notes)}this.rules.RenderLyrics&&B.LyricsEntries.length>0&&this.drawLyrics(B.LyricsEntries,GraphicalLayers.Notes)}drawLyrics(B,D){B.forEach(R=>{const G=R.GraphicalLabel;G.SVGNode=this.drawLabel(G,D)})}drawInstrumentBrace(B,D){B.draw(this.backend.getContext())}drawGroupBracket(B,D){B.draw(this.backend.getContext())}drawOctaveShifts(B){for(const D of B.OctaveShifts)if(D){const R=D,G=this.backend.getContext(),W=R.getTextBracket();W.setContext(G);try{W.draw()}catch(q){log$2.warn(q)}}}drawPedals(B){for(const D of B.Pedals)if(D){const R=D,G=this.backend.getContext(),W=R.getPedalMarking();W.setContext(G),W.draw()}}drawWavyLines(B){for(const D of B.WavyLines)if(D){const R=D,G=this.backend.getContext(),W=R.getVibratoBracket();W.setContext(G),W.draw()}}getMaxExpressionsYAndDots(B){var Y,U;const D=[];let R=0;for(const J of B.measures)D.push(J.measureNumber);const G={},W={},q={};for(const J of B.AbstractExpressions)if(J instanceof GraphicalUnknownExpression&&D.includes(J.parentMeasure.MeasureNumber)){const K=this.getDotId(J),Q=this.getDotId(J,"x");W[K]||(W[K]=[]),q[Q]||(q[Q]=[]),this.hasDot(J.Label.PositionAndShape.RelativePosition,W[K],!0)||(W[K].push(J.Label.PositionAndShape.RelativePosition),q[Q].push(J.Label.PositionAndShape.RelativePosition)),G[K]=J.Label.PositionAndShape.RelativePosition}let Z=0;for(const J of B.AbstractExpressions){const K=(Y=J.parentMeasure)==null?void 0:Y.MeasureNumber;if(J instanceof GraphicalUnknownExpression&&D.includes(K)){const Q=(U=J.parentMeasure.verticalMeasureList[0])==null?void 0:U.stave,te=(Q==null?void 0:Q.end_x)-(Q==null?void 0:Q.x),re=this.getDotId(J,"x");if((q[re]||[]).length===1&&Z!==K){const se=J.Label.PositionAndShape.AbsolutePosition.y;R=R===0?se:Math.min(R,se)}(q[re]||[]).length!==1&&te/10<J.Label.PositionAndShape.MarginSize.width&&(Z=K+1)}}return{maxY:R,dots:G,dotsPoint:W,dotsPointByX:q}}drawExpressions(B){const D={},R=[],{maxY:G,dotsPointByX:W}=this.getMaxExpressionsYAndDots(B);for(const q of B.AbstractExpressions)if(q instanceof GraphicalInstantaneousDynamicExpression)this.drawInstantaneousDynamic(q);else if(q instanceof GraphicalInstantaneousTempoExpression){const Z=q.GraphicalLabel;Z.SVGNode=this.drawLabel(Z,GraphicalLayers.Notes)}else if(q instanceof GraphicalContinuousDynamicExpression)this.drawContinuousDynamic(q);else if(q instanceof GraphicalUnknownExpression){const Z=this.getDotId(q),Y=this.getDotId(q,"x");if((W[Y]||[]).length!==1){const J=q.Label.PositionAndShape.AbsolutePosition.y;D[Y]?!R.includes(Z)&&D[Y]!==0&&(q.Label.PositionAndShape.AbsolutePosition.y=J-1):(D[Y]=-Math.abs(G-J),q.Label.PositionAndShape.AbsolutePosition.y=J+D[Y]),R.push(Z)}const U=q.Label;U.SVGNode=this.drawLabel(U,GraphicalLayers.Notes)}else log$2.warn("Unkown type of expression!")}drawInstantaneousDynamic(B){const D=B.Label;D.SVGNode=this.drawLabel(D,GraphicalLayers.Notes)}drawContinuousDynamic(B){if(B.IsVerbal){const D=B.Label;D.SVGNode=this.drawLabel(D,GraphicalLayers.Notes)}else{try{if(B.Lines.length===2&&Math.abs(B.Lines[0].Start.x-B.Lines[1].Start.x)>Number.EPSILON){let R=Math.min(...B.Lines.map(W=>W.Start.x)),G=Math.min(...B.Lines.map(W=>W.Start.y));B.Lines[0].Start.x=R,B.Lines[1].Start.x=R,B.Lines[0].Start.y=G+this.rules.WedgeOpeningLength/2,B.Lines[1].Start.y=G+this.rules.WedgeOpeningLength*2,B.Lines[0].End.y+=this.rules.WedgeOpeningLength/2,B.Lines[1].End.y+=this.rules.WedgeOpeningLength}}catch{}const D=this.backend.getContext();D.openGroup("lineGroup");for(const R of B.Lines){const G=new PointF2D(B.ParentStaffLine.PositionAndShape.AbsolutePosition.x+R.Start.x,B.ParentStaffLine.PositionAndShape.AbsolutePosition.y+R.Start.y),W=new PointF2D(B.ParentStaffLine.PositionAndShape.AbsolutePosition.x+R.End.x,B.ParentStaffLine.PositionAndShape.AbsolutePosition.y+R.End.y);this.drawLine(G,W,"black",R.Width)}D.closeGroup()}}renderLabel(B,D,R){return this._renderLabel(B,R)}_renderLabel(B,D){var U;if(!B.Label.print)return;const R=B.Label.fontHeight*unitInPixels,{font:G}=B.Label;let W;this.rules.ColoringEnabled&&(W=B.Label.colorDefault,B.Label.color&&(W=B.Label.color.toString()),W||(W=this.rules.DefaultColorLabel));let{fontStyle:q,fontFamily:Z}=B.Label;q||(q=this.rules.DefaultFontStyle),Z||(Z=this.rules.DefaultFontFamily);let Y;for(let J=0;J<((U=B.TextLines)==null?void 0:U.length);J++){const K=B.TextLines[J],Q=this.calculatePixelDistance(K.xOffset),te=new PointF2D(D.ScreenPosition.x+Q,D.ScreenPosition.y),re=this.backend.renderText(R,q,G,K.text,D.FontHeightInPixel,te,W,B.Label.fontFamily);Y?Y.appendChild(re):Y=re,D.ScreenPosition.y=D.ScreenPosition.y+D.FontHeightInPixel,B.TextLines.length>1&&(D.ScreenPosition.y+=this.rules.SpacingBetweenTextLines)}return Y}renderRectangle(B,D,R,G,W){return this.backend.renderRectangle(B,R,G,W)}applyScreenTransformation(B){return new PointF2D(B.x*unitInPixels,B.y*unitInPixels)}applyScreenTransformationForRect(B){return new RectangleF2D(B.x*unitInPixels,B.y*unitInPixels,B.width*unitInPixels,B.height*unitInPixels)}}const VF$c=Vex.Flow,_VexFlowConverter=class{static durations(F,B){const D=[],R=F.clone();for(;R.RealValue>0;){const G=R.RealValue;if(G>=2)D.push("1/2"),R.Sub(new Fraction$1(2,1));else if(G>=1)D.push("w"),R.Sub(new Fraction$1(1,1));else if(G<1&&G>=.5){if(B&&G>.5)return["w"];D.push("h"),R.Sub(new Fraction$1(1,2))}else if(G<.5&&G>=.25){if(B&&G>.25)return["h"];D.push("q"),R.Sub(new Fraction$1(1,4))}else if(G<.25&&G>=.125){if(B&&G>.125)return["q"];D.push("8"),R.Sub(new Fraction$1(1,8))}else if(G<.125&&G>=.0625){if(B&&G>.0625)return["8"];D.push("16"),R.Sub(new Fraction$1(1,16))}else if(G<.0625&&G>=.03125){if(B&&G>.03125)return["16"];D.push("32"),R.Sub(new Fraction$1(1,32))}else if(G<.03125&&G>=.015625){if(B&&G>.015625)return["32"];D.push("64"),R.Sub(new Fraction$1(1,64))}else{if(B)return["64"];D.push("128"),R.Sub(new Fraction$1(1,128))}}return D}static pitch(F,B,D,R=void 0,G=void 0){let W=G;G===void 0&&(W=3),B&&G===void 0&&(W=0,D.ClefType===ClefEnum.F&&(W=2),D.ClefType===ClefEnum.C&&(W=2));const q=NoteEnum[F.FundamentalNote].toLowerCase(),Z=Pitch.accidentalVexflow(F.Accidental),Y=F.Octave-D.OctaveOffset+W;let U="";return R&&(U=this.NoteHeadCode(R)),[q+"n/"+Y+U,Z,D]}static restToNotePitch(F,B){let D=F.Octave;switch(B){case ClefEnum.C:case ClefEnum.F:{D+=2;break}case ClefEnum.G:}return new Pitch(F.FundamentalNote,D,AccidentalEnum.NONE)}static NoteHeadCode(F){const B="/",D=F.Filled?"2":"1";switch(F.Shape){case NoteHeadShape.NORMAL:return"";case NoteHeadShape.DIAMOND:return B+"D"+D;case NoteHeadShape.TRIANGLE:return B+"T"+D;case NoteHeadShape.X:return B+"X"+D;case NoteHeadShape.CIRCLEX:return B+"X3";case NoteHeadShape.RECTANGLE:return B+"R"+D;case NoteHeadShape.SQUARE:return B+"S"+D;case NoteHeadShape.SLASH:return"";default:return""}}static GhostNotes(F){const B=[],D=_VexFlowConverter.durations(F,!1);for(const R of D)B.push(new VF$c.GhostNote({duration:R}));return B}static StaveNote(F){var he,me,be,xe,Ae,Pe,ze,ge,Te,Xe,Se,we,Me,Ne,Be,Le,ke;F.sortForVexflow();const B=F.notes,D=F.parentStaffEntry.parentMeasure.parentSourceMeasure.Rules,R=B[0];let G=[],W;const q=[],Z=R.graphicalNoteLength,Y=R.sourceNote.NoteTuplet!==void 0;let U=_VexFlowConverter.durations(Z,Y)[0];R.sourceNote.TypeLength!==void 0&&R.sourceNote.TypeLength!==Z&&R.sourceNote.TypeLength.RealValue!==0&&(U=_VexFlowConverter.durations(R.sourceNote.TypeLength,Y)[0],R.numberOfDots=R.sourceNote.DotsXml);let J,K=R.numberOfDots,Q=!1,te=0,re=!1,se=!1,ie;for(const Re of B){if(K<Re.numberOfDots&&(K=Re.numberOfDots),Re.sourceNote.isRest()){if(se=!0,Re.sourceNote.Pitch){G=[Re.vfpitch[0]];break}else{G=["b/4"];const $e=(he=Re.parentVoiceEntry)==null?void 0:he.parentVoiceEntry;if($e){const st=(me=Re.parentVoiceEntry)==null?void 0:me.parentStaffEntry.parentMeasure.staffEntries;let pt,ht,gt=-1;for(let De=0;De<st.length;De++)if(((be=st[De])==null?void 0:be.graphicalVoiceEntries[0].parentVoiceEntry)===$e){gt=De;break}if(gt>=1&&st.length-1>=gt+1&&(pt=(Ae=(xe=st[gt-1])==null?void 0:xe.graphicalVoiceEntries[0])==null?void 0:Ae.parentVoiceEntry,ht=(ze=(Pe=st[gt+1])==null?void 0:Pe.graphicalVoiceEntries[0])==null?void 0:ze.parentVoiceEntry,pt&&ht)){const De=pt.Notes[0],Ce=ht.Notes[0];if(((ge=De.NoteBeam)==null?void 0:ge.Notes.includes(Ce))&&Ce.ParentStaffEntry.ParentStaff.StafflineCount!==1){const Ue=pt.Notes.last().Pitch,_e=Re.Clef(),Fe=_VexFlowConverter.pitch(_VexFlowConverter.restToNotePitch(Ue.getTransposedPitch(-2),_e.ClefType),!1,_e);Ue.FundamentalNote===4&&(G=[Fe[0]])}}}}if(Z.RealValue===Re.sourceNote.SourceMeasure.ActiveTimeSignature.RealValue&&(G=D.DYMusicScoreType==="staff"?["d/5"]:["R/5"],U="w",K=0,Q=!0,te=D.WholeRestXShiftVexflow*unitInPixels),[...Re.sourceNote.ParentStaff.Voices].filter($e=>($e==null?void 0:$e.VoiceId)!=1).length){const $e=Re.parentVoiceEntry.parentStaffEntry.graphicalVoiceEntries,st=Re.parentVoiceEntry.parentVoiceEntry.ParentVoice.VoiceId;let pt,ht;for(const gt of $e)for(const De of gt.notes){if(De===Re||De.sourceNote.isRest()||!De.sourceNote.PrintObject){Re.lineShift=-2;continue}const Ce=De.parentVoiceEntry.parentVoiceEntry.WantedStemDirection,Ue=st===1||st===5,_e=Ue?1:-1,He=De.sourceNote.Pitch.getHalfTone(),Ze=_e===1&&He>pt,Ke=_e===-1&&He<pt;(!pt||Ze||Ke)&&(pt=He,ht=0,Ue&&Ce===StemDirectionType.Up||!Ue&&Ce===StemDirectionType.Down?ht+=7:Ue?ht+=1:ht+=2,U.includes("8")||Ce===StemDirectionType.Up&&_e===-1&&(ht+=1),De.sourceNote.NoteBeam&&(ht+=1),U.includes("w")&&(ht=3.5),ht+=Math.ceil(D.RestCollisionYPadding)*.5,ht*=_e,Re.lineShift=ht)}if(pt>0){let gt=3;const De=Re.Clef();switch(De.ClefType){case ClefEnum.F:gt=5;break;case ClefEnum.C:gt=4;break}ie=Pitch.fromHalftone(pt),G=[_VexFlowConverter.pitch(ie,!0,De,void 0,gt)[0]]}}break}Re.sourceNote.Notehead&&Re.sourceNote.Notehead.Shape===NoteHeadShape.SLASH&&(re=!0);const Ie=Re.vfpitch;if((Xe=(Te=Ie[2])==null?void 0:Te.Parent)!=null&&Xe.Instructions)for(let Ye=0,tt=Ie[2].Parent.Instructions.length;Ye<tt;++Ye){const $e=Ie[2].Parent.Instructions[Ye];$e instanceof KeyInstruction&&(W=$e)}G.push(Ie[0]),q.push(Ie[1]),J||(J=_VexFlowConverter.Clef(Ie[2]).type),J==="percussion"&&Re.sourceNote.ParentStaff.StafflineCount===1&&(G=["b/4"])}if(!J)try{const Re=_VexFlowConverter.Clef(F.notes[0].clef);(Re==null?void 0:Re.type)==="percussion"&&F.notes[0].sourceNote.ParentStaff.StafflineCount===1&&(G=["b/4"])}catch{}for(let Re=0,Ie=K;Re<Ie;++Re)U+="d";re&&(U+="s"),se&&(U+="r");let ae;const le={align_center:Q,auto_stem:!1,clef:J,duration:U,keys:G,stem_direction:1,slash:F.GraceSlash,note_size:20,DYMusicScoreType:D.DYMusicScoreType,keyString:_VexFlowConverter.keySignature(W)},ue=F.notes[0].sourceNote;ue.IsCueNote&&(le.glyph_font_scale=VF$c.DEFAULT_NOTATION_FONT_SCALE*VF$c.GraceNote.SCALE,le.stroke_px=VF$c.GraceNote.LEDGER_LINE_OFFSET),F.parentVoiceEntry.IsGrace||F.notes[0].sourceNote.IsCueNote?D.DYMusicScoreType==="jianpu"?(le.ornament=!0,ae=new NumberedNote(le)):ae=new VF$c.GraceNote(le):(D.DYMusicScoreType==="jianpu"?ae=new NumberedNote(le):ae=new VF$c.StaveNote(le),ae.stagger_same_whole_notes=D.StaggerSameWholeNotes);const ce=F.notes[0].lineShift;ce!==0&&(ae.getKeyProps()[0].line+=ce),((Se=window.GYM)==null?void 0:Se.isDrumset)&&F.notes[0].sourceNote.isRest()&&((Me=(we=F.notes[0].sourceNote.ParentStaffEntry)==null?void 0:we.VoiceEntries)==null?void 0:Me.length)>1&&F.notes[0].sourceNote.ParentVoiceEntry.ParentVoice.VoiceId==1&&(ae.getKeyProps()[0].line=4.5);const ve=(Ne=window.GYM)==null?void 0:Ne.customBassDrum;if(ve&&ae.isRest()&&(ae.getDuration()==="q"&&(ae.getKeyProps()[0].line=ve),ae.getDuration()==="h"&&(ae.getKeyProps()[0].line=ve-1)),ae.getKeyProps().forEach(({line:Re},Ie)=>F.notes[Ie].staffLine=Re),(D.LedgerLineWidth||D.LedgerLineStrokeStyle)&&(ae.ledgerLineStyle||(ae.ledgerLineStyle={}),D.LedgerLineWidth&&(ae.ledgerLineStyle.lineWidth=D.LedgerLineWidth),D.LedgerLineStrokeStyle&&(ae.ledgerLineStyle.strokeStyle=D.LedgerLineStrokeStyle)),D.ColoringEnabled){const Re=D.DefaultColorStem;let Ie=F.parentVoiceEntry.StemColor;!Ie&&Re&&(Ie=Re);const Ye={fillStyle:Ie,strokeStyle:Ie};Ie&&(ae.setStemStyle(Ye),ae.flag&&D.ColorFlags&&ae.setFlagStyle(Ye))}if(ae.x_shift=te,F.parentVoiceEntry.IsGrace&&F.notes[0].sourceNote.NoteBeam&&(F.parentVoiceEntry.WantedStemDirection=F.notes[0].sourceNote.NoteBeam.Notes[0].ParentVoiceEntry.WantedStemDirection),F.parentVoiceEntry){let Re=F.parentVoiceEntry.WantedStemDirection;const Ie=((Be=window.GYM)==null?void 0:Be.stemDirectionNote)||[],Ye=Ie==null?void 0:Ie.find(tt=>tt.id===F.notes[0].sourceNote.NoteToGraphicalNoteObjectId);switch(Ye&&typeof(Ye==null?void 0:Ye.direction)=="number"&&(Re=Ye.direction),Re){case StemDirectionType.Up:ae.setStemDirection(VF$c.Stem.UP),F.parentVoiceEntry.StemDirection=StemDirectionType.Up;break;case StemDirectionType.Down:ae.setStemDirection(VF$c.Stem.DOWN),F.parentVoiceEntry.StemDirection=StemDirectionType.Down;break}}for(let Re=0,Ie=B.length;Re<Ie;Re+=1){if(B[Re].setIndex(ae,Re),q[Re]){if(q[Re]==="###"){ae.addAccidental(Re,new VF$c.Accidental("##")),ae.addAccidental(Re,new VF$c.Accidental("#"));continue}else if(q[Re]==="bbs"){ae.addAccidental(Re,new VF$c.Accidental("bb")),ae.addAccidental(Re,new VF$c.Accidental("b"));continue}ae.addAccidental(Re,new VF$c.Accidental(q[Re]))}const Ye=B[Re].sourceNote.TremoloStrokes,tt=B[Re].sourceNote.TremoloType;if(Ye>0&&tt==="single"){const $e=new VF$c.Tremolo(Ye);$e.extra_stroke_scale=D.TremoloStrokeScale,$e.y_spacing_scale=D.TremoloYSpacingScale,ae&&ae.duration==="w"&&ae.stem.setExtension(-9),ae.addModifier(Re,$e)}if(Ye>0&&tt==="start"&&this.noteTremoloList.push(ae),Ye>0&&tt==="stop"){if(this.noteTremoloList.push(ae),this.noteTremoloList.filter(pt=>pt.duration==="w").length===this.noteTremoloList.length)try{this.noteTremoloList[0].keyProps&&this.noteTremoloList[1].keyProps&&((Le=(this.noteTremoloList[0].keyProps[0].line>this.noteTremoloList[1].keyProps[0].line?this.noteTremoloList[1]:this.noteTremoloList[0]).stem)==null||Le.setResetHeight(30))}catch{console.error("\u8BBE\u7F6E\u90FD\u662F\u5168\u97F3\u7B26,stem\u7684\u9AD8\u5EA6\u5931\u8D25")}const st=new VF$c.Tremolo(Ye,[...this.noteTremoloList]);st.extra_stroke_scale=1.2,st.y_spacing_scale=1.2,st.x_shift=-30,ae.addModifier(Re,st),this.noteTremoloList=[]}this.glissandoList.length&&(ae.setVibrato(this.glissandoList[0].vfnote[0]),this.glissandoList=[]),B[Re].sourceNote.glissandoType==="start"&&this.glissandoList.push(B[Re])}if(this.slideNote){try{ae.setSlideNote(this.slideNote)}catch(Re){console.error(Re)}this.slideNote=null}if(F.notes[0].sourceNote.slideType==="start"&&(this.slideNote=ae),ue.Length.RealValue===.25&&ue.Notehead&&ue.Notehead.Filled===!1){const Re=ae.getKeyProps();for(let Ie=0;Ie<Re.length;Ie++)Re[Ie].code="v81"}for(let Re=0,Ie=K;Re<Ie;++Re)ae.addDotToAll();if(G.length>1){let Re=ae.getKeyProps().filter(Ye=>!Ye.code&&Ye.line>3);!((ke=window.GYM)==null?void 0:ke.stemDirectionNote)&&Re.length===G.length&&ae.setStemDirection(-1)}D.DYMusicScoreType==="jianpu"&&window&&window.sett&&window.sett.keySignature&&ae.addAccidental(0,new VF$c.Accidental("#"));try{const Re=["b","#","\xA7","\xBA","X"],Ie={b:"b","#":"#","\xA7":"n",\u00BA:"bb",X:"##"};for(const Ye of B){const tt=Ye.sourceNote.voiceEntry.Timestamp;for(const $e of Ye.sourceNote.SourceMeasure.StaffLinkedExpressions)for(const st of $e){const pt=Fraction$1.Equal(tt,st.Timestamp),gt=st.EntriesList.map(De=>De.label).filter(De=>Re.includes(De)).map(De=>Ie[De]);if(pt){for(const De of gt)De&&ae.addAnnotation(0,new VF$c.Annotation(De));break}}}}catch{}return ae}static generateArticulations(F,B,D){var R,G,W,q,Z,Y;if(!(!F||F.getAttribute("type")==="GhostNote"))for(const U of B){let J=VF$c.Modifier.Position.ABOVE;F.getStemDirection()===VF$c.Stem.UP&&(J=VF$c.Modifier.Position.BELOW);let K;const Q=U.articulationEnum;switch(D.ArticulationPlacementFromXML&&(U.placement===PlacementEnum.Above?J=VF$c.Modifier.Position.ABOVE:U.placement===PlacementEnum.Below&&(J=VF$c.Modifier.Position.BELOW)),Q){case ArticulationEnum.accent:{K=new VF$c.Articulation("a>");break}case ArticulationEnum.downbow:{K=new VF$c.Articulation("am"),U.placement===void 0&&(J=VF$c.Modifier.Position.ABOVE);break}case ArticulationEnum.fermata:{K=new VF$c.Articulation("a@a"),J=VF$c.Modifier.Position.ABOVE;break}case ArticulationEnum.marcatodown:{K=new VF$c.Articulation("a|");break}case ArticulationEnum.marcatoup:{K=new VF$c.Articulation("a^");break}case ArticulationEnum.invertedfermata:{K=new VF$c.Articulation("a@u"),J=VF$c.Modifier.Position.BELOW;break}case ArticulationEnum.lefthandpizzicato:{K=new VF$c.Articulation("a+");break}case ArticulationEnum.naturalharmonic:{K=new VF$c.Articulation("ah");break}case ArticulationEnum.snappizzicato:{K=new VF$c.Articulation("ao");break}case ArticulationEnum.staccatissimo:{K=new VF$c.Articulation("av");break}case ArticulationEnum.staccato:{K=new VF$c.Articulation("a.");break}case ArticulationEnum.tenuto:{K=new VF$c.Articulation("a-");break}case ArticulationEnum.upbow:{K=new VF$c.Articulation("a|"),U.placement===void 0&&(J=VF$c.Modifier.Position.ABOVE);break}case ArticulationEnum.strongaccent:{K=new VF$c.Articulation("a^");break}}K&&(!F.hasStem()&&!F.isRest()&&Q==ArticulationEnum.accent&&F.getLineNumber()>=3&&(J=VF$c.Modifier.Position.ABOVE,(G=(R=F==null?void 0:F.modifiers)==null?void 0:R.filter(se=>["TREMOLO"].includes(se.getCategory().toLocaleUpperCase())))!=null&&G.length&&K.setYShift(-16)),Q===ArticulationEnum.strongaccent&&(J=VF$c.Modifier.Position.ABOVE,(W=window.GYM)!=null&&W.customArtPosition&&(F.getStemDirection()===1?J=VF$c.Modifier.Position.ABOVE:(J=VF$c.Modifier.Position.BELOW,K=new VF$c.Articulation("a|")))),((q=window.GYM)==null?void 0:q.customAccentItem)&&Q===ArticulationEnum.accent&&(J=VF$c.Modifier.Position.ABOVE),((Z=window.GYM)==null?void 0:Z.customLefthandpizzicatoItem)&&(Q===ArticulationEnum.lefthandpizzicato||Q===ArticulationEnum.naturalharmonic)&&(J=VF$c.Modifier.Position.ABOVE),Q===ArticulationEnum.tenuto&&F.getDuration()==="w"&&((Y=window.GYM)==null?void 0:Y.customTenutoItem)&&(J=VF$c.Modifier.Position.ABOVE),K.setPosition(J),F.addModifier(0,K))}}static generateOrnaments(F,B){let D=VF$c.Modifier.Position.ABOVE;B.placement===PlacementEnum.Below&&(D=VF$c.Modifier.Position.BELOW);let R;switch(B.GetOrnament){case OrnamentEnum.DelayedInvertedTurn:{R=new VF$c.Ornament("turn_inverted"),R.setDelayed(!0);break}case OrnamentEnum.DelayedTurn:{R=new VF$c.Ornament("turn"),R.setDelayed(!0);break}case OrnamentEnum.InvertedMordent:{R=new VF$c.Ornament("mordent"),R.setDelayed(!1);break}case OrnamentEnum.InvertedTurn:{R=new VF$c.Ornament("turn_inverted"),R.setDelayed(!1);break}case OrnamentEnum.Mordent:{R=new VF$c.Ornament("mordent_inverted"),R.setDelayed(!1);break}case OrnamentEnum.Trill:{R=new VF$c.Ornament("tr"),R.setDelayed(!1);break}case OrnamentEnum.Turn:{R=new VF$c.Ornament("turn"),R.setDelayed(!1);break}default:{log$2.warn("unhandled OrnamentEnum type: "+B.GetOrnament);return}}R&&(B.AccidentalBelow!==AccidentalEnum.NONE&&R.setLowerAccidental(Pitch.accidentalVexflow(B.AccidentalBelow)),B.AccidentalAbove!==AccidentalEnum.NONE&&R.setUpperAccidental(Pitch.accidentalVexflow(B.AccidentalAbove)),R.setPosition(D),F.addModifier(0,R))}static StrokeTypeFromArpeggioType(F){switch(F){case ArpeggioType.ARPEGGIO_DIRECTIONLESS:return VF$c.Stroke.Type.ARPEGGIO_DIRECTIONLESS;case ArpeggioType.BRUSH_DOWN:return VF$c.Stroke.Type.BRUSH_UP;case ArpeggioType.BRUSH_UP:return VF$c.Stroke.Type.BRUSH_DOWN;case ArpeggioType.RASQUEDO_DOWN:return VF$c.Stroke.Type.RASQUEDO_UP;case ArpeggioType.RASQUEDO_UP:return VF$c.Stroke.Type.RASQUEDO_DOWN;case ArpeggioType.ROLL_DOWN:return VF$c.Stroke.Type.ROLL_UP;case ArpeggioType.ROLL_UP:return VF$c.Stroke.Type.ROLL_DOWN;default:return VF$c.Stroke.Type.ARPEGGIO_DIRECTIONLESS}}static CreateTabNote(F){const B=[],D=F.notes.reverse(),R=[],G=F.notes[0].graphicalNoteLength,W=F.notes[0].sourceNote.NoteTuplet!==void 0;let q=_VexFlowConverter.durations(G,W)[0],Z=0;for(const U of F.notes){const J=U.sourceNote,K={str:J.StringNumberTab,fret:J.FretNumber};B.push(K),J.BendArray&&J.BendArray.forEach(function(Q){let te;const re=Q.bendalter-K.fret;re>1?te="Full":re===1?te="1/2":te="1/4",Q.direction==="up"?R.push({type:VF$c.Bend.UP,text:te,width:10}):R.push({type:VF$c.Bend.DOWN,text:te,width:10})}),Z<U.numberOfDots&&(Z=U.numberOfDots)}for(let U=0,J=Z;U<J;++U)q+="d";const Y=new VF$c.TabNote({duration:q,positions:B});for(let U=0,J=D.length;U<J;U+=1)D[U].setIndex(Y,U);return R.forEach(function(U){U.type===VF$c.Bend.UP?Y.addModifier(new VF$c.Bend(U.text,!1)):Y.addModifier(new VF$c.Bend(U.text,!0))}),Y}static Clef(F,B="default"){let D,R;switch(B!=="default"&&B!=="small"&&(log$2.warn(`Invalid VexFlow clef size "${B}" specified. Using "default".`),B="default"),F.ClefType){case ClefEnum.G:switch(F.Line){case 1:D="french";break;case 2:D="treble";break;default:D="treble",log$2.error(`Clef ${ClefEnum[F.ClefType]} on line ${F.Line} not supported by VexFlow. Using default value "${D}".`)}break;case ClefEnum.F:switch(F.Line){case 4:D="bass";break;case 3:D="baritone-f";break;case 5:D="subbass";break;default:D="bass",log$2.error(`Clef ${ClefEnum[F.ClefType]} on line ${F.Line} not supported by VexFlow. Using default value "${D}".`)}break;case ClefEnum.C:switch(F.Line){case 3:D="alto";break;case 4:D="tenor";break;case 1:D="soprano";break;case 2:D="mezzo-soprano";break;default:D="alto",log$2.error(`Clef ${ClefEnum[F.ClefType]} on line ${F.Line} not supported by VexFlow. Using default value "${D}".`)}break;case ClefEnum.percussion:D="percussion";break;case ClefEnum.TAB:D="treble";break;default:log$2.info("bad clef type: "+F.ClefType),D="treble"}return F.OctaveOffset===1&&D!=="bass"?R="8va":F.OctaveOffset===-1&&(R="8vb"),{type:D,size:B,annotation:R}}static TimeSignature(F){let B;switch(F.SymbolEnum){case RhythmSymbolEnum.NONE:B=F.Rhythm.Numerator+"/"+F.Rhythm.Denominator;break;case RhythmSymbolEnum.COMMON:B="C";break;case RhythmSymbolEnum.CUT:B="C|";break}return new VF$c.TimeSignature(B)}static keySignature(F){if(!F)return;let B;switch(F.Mode){case KeyEnum.minor:B=_VexFlowConverter.minorMap[F.Key]+"m";break;case KeyEnum.major:B=_VexFlowConverter.majorMap[F.Key];break;case KeyEnum.none:B=_VexFlowConverter.majorMap[F.Key];break;default:B="C"}return B}static line(F,B){switch(F){case SystemLinesEnum.SingleThin:return B===SystemLinePosition.MeasureBegin?VF$c.StaveConnector.type.SINGLE:VF$c.StaveConnector.type.SINGLE_RIGHT;case SystemLinesEnum.DoubleThin:return VF$c.StaveConnector.type.THIN_DOUBLE;case SystemLinesEnum.ThinBold:return VF$c.StaveConnector.type.BOLD_DOUBLE_RIGHT;case SystemLinesEnum.BoldThinDots:return VF$c.StaveConnector.type.BOLD_DOUBLE_LEFT;case SystemLinesEnum.DotsThinBold:return VF$c.StaveConnector.type.BOLD_DOUBLE_RIGHT;case SystemLinesEnum.DotsBoldBoldDots:return VF$c.StaveConnector.type.BOLD_DOUBLE_RIGHT;case SystemLinesEnum.None:return VF$c.StaveConnector.type.NONE}}static font(F,B=FontStyles.Regular,D=Fonts.TimesNewRoman,R,G=void 0){let W="normal",q="normal",Z=`'${R.DefaultFontFamily}'`;switch(B){case FontStyles.Bold:q="bold";break;case FontStyles.Italic:W="italic";break;case FontStyles.BoldItalic:W="italic",q="bold";break;case FontStyles.Underlined:break}switch(D){case Fonts.Kokila:break}return G&&G!=="default"&&(Z=`'${G}'`),W+" "+q+" "+Math.floor(F)+"px "+Z}static fontStyle(F){switch(F){case FontStyles.Bold:return"bold";case FontStyles.Italic:return"italic";case FontStyles.BoldItalic:return"italic bold";default:return"normal"}}static style(F){return OUTLINE_AND_FILL_STYLE_DICT.getValue(F)}};let VexFlowConverter=_VexFlowConverter;VexFlowConverter.majorMap={"-1":"F","-2":"Bb","-3":"Eb","-4":"Ab","-5":"Db","-6":"Gb","-7":"Cb","-8":"Fb",0:"C",1:"G",2:"D",3:"A",4:"E",5:"B",6:"F#",7:"C#",8:"G#"};VexFlowConverter.minorMap={"-1":"D","-2":"G","-3":"C","-4":"F","-5":"Bb","-6":"Eb","-7":"Ab","-8":"Db",0:"A",1:"E",2:"B",3:"F#",4:"C#",5:"G#",6:"D#",7:"A#",8:"E#"};VexFlowConverter.noteTremoloList=[];VexFlowConverter.glissandoList=[];VexFlowConverter.slideNote=null;class OctaveShift{constructor(B,D){this.numberXml=1,this.setOctaveShiftValue(B,D)}get Type(){return this.octaveValue}set Type(B){this.octaveValue=B}get StaffNumber(){return this.staffNumber}set StaffNumber(B){this.staffNumber=B}get ParentStartMultiExpression(){return this.startMultiExpression}set ParentStartMultiExpression(B){this.startMultiExpression=B}get ParentEndMultiExpression(){return this.endMultiExpression}set ParentEndMultiExpression(B){this.endMultiExpression=B}setOctaveShiftValue(B,D){D===1&&B==="down"?this.octaveValue=OctaveEnum.VA8:D===1&&B==="up"?this.octaveValue=OctaveEnum.VB8:D===2&&B==="down"?this.octaveValue=OctaveEnum.MA15:D===2&&B==="up"?this.octaveValue=OctaveEnum.MB15:this.octaveValue=OctaveEnum.NONE}static getPitchFromOctaveShift(B,D){if(!B)return;let R=B.Octave;switch(D){case OctaveEnum.VA8:R-=1;break;case OctaveEnum.VB8:R+=1;break;case OctaveEnum.MA15:R-=2;break;case OctaveEnum.MB15:R+=2;break;case OctaveEnum.NONE:default:R+=0}return new Pitch(B.FundamentalNote,R,B.Accidental)}}var OctaveEnum=(F=>(F[F.VA8=0]="VA8",F[F.VB8=1]="VB8",F[F.MA15=2]="MA15",F[F.MB15=3]="MB15",F[F.NONE=4]="NONE",F))(OctaveEnum||{});class AbstractTempoExpression extends AbstractExpression{constructor(B,D,R,G){super(D),this.label=B,this.staffNumber=R,this.parentMultiTempoExpression=G}get Label(){return this.label}set Label(B){this.label=B}get Placement(){return this.placement}set Placement(B){this.placement=B}get StaffNumber(){return this.staffNumber}set StaffNumber(B){this.staffNumber=B}get ParentMultiTempoExpression(){return this.parentMultiTempoExpression}static isStringInStringList(B,D){for(const R of B)if(AbstractTempoExpression.stringContainsSeparatedWord(D.toLowerCase().trim(),R.toLowerCase().trim()))return!0;return!1}static stringContainsSeparatedWord(B,D){return B===D||B.indexOf(" "+D)!==-1||B.indexOf(D+" ")!==-1}}const _InstantaneousTempoExpression=class extends AbstractTempoExpression{constructor(F,B,D,R,G,W=!1){super(F,B,D,G),this.setTempoAndTempoType(R)}static getDefaultValueForTempoType(F){switch(F){case TempoEnum.larghissimo:return 20;case TempoEnum.grave:return 30;case TempoEnum.lento:return 48;case TempoEnum.largo:return 52;case TempoEnum.larghetto:return 63;case TempoEnum.adagio:return 70;case TempoEnum.adagietto:return 75;case TempoEnum.andanteModerato:return 88;case TempoEnum.andante:return 92;case TempoEnum.andantino:return 96;case TempoEnum.moderato:return 106;case TempoEnum.allegretto:return 112;case TempoEnum.allegroModerato:return 118;case TempoEnum.allegro:return 130;case TempoEnum.vivace:return 140;case TempoEnum.vivacissimo:return 155;case TempoEnum.allegrissimo:return 170;case TempoEnum.presto:return 184;case TempoEnum.prestissimo:return 200;default:throw new ArgumentOutOfRangeException("tempoEnum")}}static isInputStringInstantaneousTempo(F){return F?_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLarghissimo,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoGrave,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLento,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLargo,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLarghetto,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAdagio,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAdagietto,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAndanteModerato,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAndante,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAndantino,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoModerato,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegretto,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegroModerato,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegro,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoVivace,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoVivacissimo,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegrissimo,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoPresto,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoPrestissimo,F)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoChangesGeneral,F):!1}get Label(){return this.label}set Label(F){this.label=F}get Placement(){return this.placement}set Placement(F){this.placement=F}get StaffNumber(){return this.staffNumber}set StaffNumber(F){this.staffNumber=F}get Enum(){return this.tempoEnum}get TempoInBpm(){return this.tempoInBpm}set TempoInBpm(F){this.tempoInBpm=F}get ParentMultiTempoExpression(){return this.parentMultiTempoExpression}getAbsoluteTimestamp(){return Fraction$1.plus(this.ParentMultiTempoExpression.SourceMeasureParent.AbsoluteTimestamp,this.ParentMultiTempoExpression.Timestamp)}getAbsoluteFloatTimestamp(){return Fraction$1.plus(this.ParentMultiTempoExpression.SourceMeasureParent.AbsoluteTimestamp,this.ParentMultiTempoExpression.Timestamp).RealValue}setTempoAndTempoType(F){if(!this.label){this.tempoInBpm=F,this.tempoEnum=TempoEnum.metronomeMark;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLarghissimo,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.larghissimo)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.larghissimo;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoGrave,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.grave)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.grave;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLento,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.lento)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.lento;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLargo,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.largo)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.largo;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLarghetto,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.larghetto)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.larghetto;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAdagio,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.adagio)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.adagio;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAdagietto,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.adagietto)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.adagietto;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAndanteModerato,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.andanteModerato)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.andanteModerato;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAndante,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.andante)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.andante;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAndantino,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.andantino)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.andantino;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoModerato,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.moderato)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.moderato;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegretto,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.allegretto)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.allegretto;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegroModerato,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.allegroModerato)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.allegroModerato;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegro,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.allegro)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.allegro;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoVivace,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.vivace)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.vivace;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoVivacissimo,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.vivacissimo)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.vivacissimo;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegrissimo,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.allegrissimo)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.allegrissimo;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoPresto,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.presto)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.presto;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoPrestissimo,this.label)){F===0&&(F=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.prestissimo)),this.tempoInBpm=F,this.tempoEnum=TempoEnum.prestissimo;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAddons,this.label)){this.tempoInBpm=0,this.tempoEnum=TempoEnum.addon;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoChangesGeneral,this.label)){this.tempoInBpm=0,this.tempoEnum=TempoEnum.changes;return}}};let InstantaneousTempoExpression=_InstantaneousTempoExpression;InstantaneousTempoExpression.listInstantaneousTempoLarghissimo=["Larghissimo","Sehr breit","very, very slow"];InstantaneousTempoExpression.listInstantaneousTempoGrave=["Grave","Schwer","slow and solemn"];InstantaneousTempoExpression.listInstantaneousTempoLento=["Lento","Lent","Langsam","slowly"];InstantaneousTempoExpression.listInstantaneousTempoLargo=["Largo","Breit","broadly"];InstantaneousTempoExpression.listInstantaneousTempoLarghetto=["Larghetto","Etwas breit","rather broadly"];InstantaneousTempoExpression.listInstantaneousTempoAdagio=["Adagio","Langsam","Ruhig","slow and stately"];InstantaneousTempoExpression.listInstantaneousTempoAdagietto=["Adagietto","Ziemlich ruhig","Ziemlich langsam","rather slow"];InstantaneousTempoExpression.listInstantaneousTempoAndanteModerato=["Andante moderato"];InstantaneousTempoExpression.listInstantaneousTempoAndante=["Andante","Gehend","Schreitend","at a walking pace"];InstantaneousTempoExpression.listInstantaneousTempoAndantino=["Andantino"];InstantaneousTempoExpression.listInstantaneousTempoModerato=["Moderato","M\xE4\xDFig","Mod\uFFFDr\uFFFD","moderately"];InstantaneousTempoExpression.listInstantaneousTempoAllegretto=["Allegretto","fast"];InstantaneousTempoExpression.listInstantaneousTempoAllegroModerato=["Allegro moderato"];InstantaneousTempoExpression.listInstantaneousTempoAllegro=["Allegro","Rapide","Vite","Rasch","Schnell","Fr\uFFFDhlich"];InstantaneousTempoExpression.listInstantaneousTempoVivace=["Vivace","Lebhaft","Lebendig","lively and fast"];InstantaneousTempoExpression.listInstantaneousTempoVivacissimo=["Vivacissimo","Sehr lebhaft","Sehr lebendig"];InstantaneousTempoExpression.listInstantaneousTempoAllegrissimo=["Allegrissimo","very fast"];InstantaneousTempoExpression.listInstantaneousTempoPresto=["Presto","Sehr schnell","Geschwind"];InstantaneousTempoExpression.listInstantaneousTempoPrestissimo=["Prestissimo","\xE4u\xDFerst schnell"];InstantaneousTempoExpression.listInstantaneousTempoChangesGeneral=["tempo primo","a tempo","tempo i","rubato","doppio movimento"];InstantaneousTempoExpression.listInstantaneousTempoAddons=["assai","amoroso","cantabile","con brio","con dolore","con espressione","con fuoco","con moto","con spirito","spiritoso","espressivo","giocoso","giusto","grazioso","lesto","lugubre","maestoso","ma non troppo","marcato","molto","morendo","mosso","non tanto","piu","un poco","poco","quasi","risoluto","scherzando","sostenuto","teneramente","tempo giusto","tranquillo","sehr","lieblich","liebevoll","mit Leidenschaft","mit Liebe","amour\xF6s","gesanglich","mit Schwung","mit Feuer","mit Schmerz","mit Ausdruck","mit Bewegung","geistvoll","ausdrucksvoll","freudig","verspielt","angemessen","grazi\xF6s","mit Grazie","flink","beh\xE4nde","traurig","klagend","majest\xE4tisch","aber nicht zu sehr","markant","gem\xE4\xDFigt","viel","sehr","ersterbend","bewegt","nicht zu sehr","mehr","ein wenig","gleichsam","entschlossen","zupackend","heiter","nachdr\xFCcklich","getragen","gewichtig","zart","z\xE4rtlich","im angemessenen Zeitma\xDF","ruhig","ein wenig","alla marcia","ad libitum","alla breve"];var TempoEnum=(F=>(F[F.none=0]="none",F[F.larghissimo=1]="larghissimo",F[F.grave=2]="grave",F[F.lento=3]="lento",F[F.largo=4]="largo",F[F.larghetto=5]="larghetto",F[F.adagio=6]="adagio",F[F.adagietto=7]="adagietto",F[F.andanteModerato=8]="andanteModerato",F[F.andante=9]="andante",F[F.andantino=10]="andantino",F[F.moderato=11]="moderato",F[F.allegretto=12]="allegretto",F[F.allegroModerato=13]="allegroModerato",F[F.allegro=14]="allegro",F[F.vivace=15]="vivace",F[F.vivacissimo=16]="vivacissimo",F[F.allegrissimo=17]="allegrissimo",F[F.presto=18]="presto",F[F.prestissimo=19]="prestissimo",F[F.lastRealTempo=20]="lastRealTempo",F[F.addon=21]="addon",F[F.changes=22]="changes",F[F.metronomeMark=23]="metronomeMark",F))(TempoEnum||{});const _MoodExpression=class extends AbstractExpression{constructor(F,B,D){super(B),this.label=F,this.staffNumber=D,this.setMoodType()}static isInputStringMood(F){return F?_MoodExpression.isStringInStringList(_MoodExpression.listMoodAffettuoso,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodAgitato,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodAnimato,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodAppassionato,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodBrillante,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodCantabile,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodDolce,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodEnergico,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodEroico,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodEspressivo,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodFurioso,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodGiocoso,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodGioioso,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodGrandioso,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodGrazioso,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodLacrimoso,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodLeggiero,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodMaestoso,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodMalinconico,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodMarcato,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodMarziale,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodMesto,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodMorendo,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodNobilmente,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodPatetico,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodPesante,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodSaltando,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodSautille,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodScherzando,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodSostenuto,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodSpiccato,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodTenerezza,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodTranquillamente,F)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodTrionfante,F):!1}get Label(){return this.label}set Label(F){this.label=F}get Mood(){return this.moodType}set Mood(F){this.moodType=F}get StaffNumber(){return this.staffNumber}set StaffNumber(F){this.staffNumber=F}get Placement(){return this.placement}set Placement(F){this.placement=F}setMoodType(){_MoodExpression.isStringInStringList(_MoodExpression.listMoodAffettuoso,this.label)?this.moodType=MoodEnum.Affettuoso:_MoodExpression.isStringInStringList(_MoodExpression.listMoodAgitato,this.label)?this.moodType=MoodEnum.Agitato:_MoodExpression.isStringInStringList(_MoodExpression.listMoodAnimato,this.label)?this.moodType=MoodEnum.Animato:_MoodExpression.isStringInStringList(_MoodExpression.listMoodAppassionato,this.label)?this.moodType=MoodEnum.Appassionato:_MoodExpression.isStringInStringList(_MoodExpression.listMoodBrillante,this.label)?this.moodType=MoodEnum.Brillante:_MoodExpression.isStringInStringList(_MoodExpression.listMoodCantabile,this.label)?this.moodType=MoodEnum.Cantabile:_MoodExpression.isStringInStringList(_MoodExpression.listMoodDolce,this.label)?this.moodType=MoodEnum.Dolce:_MoodExpression.isStringInStringList(_MoodExpression.listMoodEnergico,this.label)?this.moodType=MoodEnum.Energico:_MoodExpression.isStringInStringList(_MoodExpression.listMoodEroico,this.label)?this.moodType=MoodEnum.Eroico:_MoodExpression.isStringInStringList(_MoodExpression.listMoodEspressivo,this.label)?this.moodType=MoodEnum.Espressivo:_MoodExpression.isStringInStringList(_MoodExpression.listMoodFurioso,this.label)?this.moodType=MoodEnum.Furioso:_MoodExpression.isStringInStringList(_MoodExpression.listMoodGiocoso,this.label)?this.moodType=MoodEnum.Giocoso:_MoodExpression.isStringInStringList(_MoodExpression.listMoodGioioso,this.label)?this.moodType=MoodEnum.Gioioso:_MoodExpression.isStringInStringList(_MoodExpression.listMoodGrandioso,this.label)?this.moodType=MoodEnum.Grandioso:_MoodExpression.isStringInStringList(_MoodExpression.listMoodGrazioso,this.label)?this.moodType=MoodEnum.Grazioso:_MoodExpression.isStringInStringList(_MoodExpression.listMoodLacrimoso,this.label)?this.moodType=MoodEnum.Lacrimoso:_MoodExpression.isStringInStringList(_MoodExpression.listMoodLeggiero,this.label)?this.moodType=MoodEnum.Leggiero:_MoodExpression.isStringInStringList(_MoodExpression.listMoodMaestoso,this.label)?this.moodType=MoodEnum.Maestoso:_MoodExpression.isStringInStringList(_MoodExpression.listMoodMalinconico,this.label)?this.moodType=MoodEnum.Malinconico:_MoodExpression.isStringInStringList(_MoodExpression.listMoodMarcato,this.label)?this.moodType=MoodEnum.Marcato:_MoodExpression.isStringInStringList(_MoodExpression.listMoodMarziale,this.label)?this.moodType=MoodEnum.Marziale:_MoodExpression.isStringInStringList(_MoodExpression.listMoodMesto,this.label)?this.moodType=MoodEnum.Mesto:_MoodExpression.isStringInStringList(_MoodExpression.listMoodMorendo,this.label)?this.moodType=MoodEnum.Morendo:_MoodExpression.isStringInStringList(_MoodExpression.listMoodNobilmente,this.label)?this.moodType=MoodEnum.Nobilmente:_MoodExpression.isStringInStringList(_MoodExpression.listMoodPatetico,this.label)?this.moodType=MoodEnum.Patetico:_MoodExpression.isStringInStringList(_MoodExpression.listMoodPesante,this.label)?this.moodType=MoodEnum.Pesante:_MoodExpression.isStringInStringList(_MoodExpression.listMoodSaltando,this.label)?this.moodType=MoodEnum.Saltando:_MoodExpression.isStringInStringList(_MoodExpression.listMoodSautille,this.label)?this.moodType=MoodEnum.Sautille:_MoodExpression.isStringInStringList(_MoodExpression.listMoodScherzando,this.label)?this.moodType=MoodEnum.Scherzando:_MoodExpression.isStringInStringList(_MoodExpression.listMoodSostenuto,this.label)?this.moodType=MoodEnum.Sostenuto:_MoodExpression.isStringInStringList(_MoodExpression.listMoodSpiccato,this.label)?this.moodType=MoodEnum.Spiccato:_MoodExpression.isStringInStringList(_MoodExpression.listMoodTenerezza,this.label)?this.moodType=MoodEnum.Tenerezza:_MoodExpression.isStringInStringList(_MoodExpression.listMoodTranquillamente,this.label)?this.moodType=MoodEnum.Tranquillamente:_MoodExpression.isStringInStringList(_MoodExpression.listMoodTrionfante,this.label)&&(this.moodType=MoodEnum.Trionfante)}};let MoodExpression=_MoodExpression;MoodExpression.listMoodAffettuoso=["affettuoso"];MoodExpression.listMoodAgitato=["agitato"];MoodExpression.listMoodAppassionato=["appassionato"];MoodExpression.listMoodAnimato=["animato","lively"];MoodExpression.listMoodBrillante=["brillante"];MoodExpression.listMoodCantabile=["cantabile"];MoodExpression.listMoodDolce=["dolce"];MoodExpression.listMoodEnergico=["energico"];MoodExpression.listMoodEroico=["eroico"];MoodExpression.listMoodEspressivo=["espressivo"];MoodExpression.listMoodFurioso=["furioso"];MoodExpression.listMoodGiocoso=["giocoso"];MoodExpression.listMoodGioioso=["gioioso"];MoodExpression.listMoodLacrimoso=["lacrimoso"];MoodExpression.listMoodGrandioso=["grandioso"];MoodExpression.listMoodGrazioso=["grazioso"];MoodExpression.listMoodLeggiero=["leggiero"];MoodExpression.listMoodMaestoso=["maestoso"];MoodExpression.listMoodMalinconico=["malinconico"];MoodExpression.listMoodMarcato=["marcato"];MoodExpression.listMoodMarziale=["marziale"];MoodExpression.listMoodMesto=["mesto"];MoodExpression.listMoodMorendo=["morendo"];MoodExpression.listMoodNobilmente=["nobilmente"];MoodExpression.listMoodPatetico=["patetico"];MoodExpression.listMoodPesante=["pesante"];MoodExpression.listMoodSautille=["sautille"];MoodExpression.listMoodSaltando=["saltando"];MoodExpression.listMoodScherzando=["scherzando"];MoodExpression.listMoodSostenuto=["sostenuto"];MoodExpression.listMoodSpiccato=["spiccato"];MoodExpression.listMoodTenerezza=["tenerezza"];MoodExpression.listMoodTranquillamente=["tranquillamente"];MoodExpression.listMoodTrionfante=["trionfante"];var MoodEnum=(F=>(F[F.Affettuoso=0]="Affettuoso",F[F.Agitato=1]="Agitato",F[F.Appassionato=2]="Appassionato",F[F.Animato=3]="Animato",F[F.Brillante=4]="Brillante",F[F.Cantabile=5]="Cantabile",F[F.Dolce=6]="Dolce",F[F.Energico=7]="Energico",F[F.Eroico=8]="Eroico",F[F.Espressivo=9]="Espressivo",F[F.Furioso=10]="Furioso",F[F.Giocoso=11]="Giocoso",F[F.Gioioso=12]="Gioioso",F[F.Lacrimoso=13]="Lacrimoso",F[F.Grandioso=14]="Grandioso",F[F.Grazioso=15]="Grazioso",F[F.Leggiero=16]="Leggiero",F[F.Maestoso=17]="Maestoso",F[F.Malinconico=18]="Malinconico",F[F.Marcato=19]="Marcato",F[F.Marziale=20]="Marziale",F[F.Mesto=21]="Mesto",F[F.Morendo=22]="Morendo",F[F.Nobilmente=23]="Nobilmente",F[F.Patetico=24]="Patetico",F[F.Pesante=25]="Pesante",F[F.Sautille=26]="Sautille",F[F.Saltando=27]="Saltando",F[F.Scherzando=28]="Scherzando",F[F.Sostenuto=29]="Sostenuto",F[F.Spiccato=30]="Spiccato",F[F.Tenerezza=31]="Tenerezza",F[F.Tranquillamente=32]="Tranquillamente",F[F.Trionfante=33]="Trionfante",F[F.Vivace=34]="Vivace",F))(MoodEnum||{});class UnknownExpression extends AbstractExpression{constructor(B,D,R,G){super(D),this.label=B,this.staffNumber=G,R===void 0&&(R=TextAlignmentEnum.LeftBottom),this.textAlignment=R}get Label(){return this.label}get Placement(){return this.placement}set Placement(B){this.placement=B}get StaffNumber(){return this.staffNumber}set StaffNumber(B){this.staffNumber=B}get TextAlignment(){return this.textAlignment}}class MultiExpression{constructor(B,D){this.unknownList=[],this.moodList=[],this.expressions=[],this.sourceMeasure=B,this.timestamp=D}get SourceMeasureParent(){return this.sourceMeasure}set SourceMeasureParent(B){this.sourceMeasure=B}get StaffNumber(){return this.staffNumber}set StaffNumber(B){this.staffNumber=B}get Timestamp(){return this.timestamp}set Timestamp(B){this.timestamp=B}get AbsoluteTimestamp(){return Fraction$1.plus(this.timestamp,this.sourceMeasure.AbsoluteTimestamp)}get InstantaneousDynamic(){return this.instantaneousDynamic}set InstantaneousDynamic(B){this.instantaneousDynamic=B}get EndingContinuousDynamic(){return this.endingContinuousDynamic}set EndingContinuousDynamic(B){this.endingContinuousDynamic=B}get StartingContinuousDynamic(){return this.startingContinuousDynamic}set StartingContinuousDynamic(B){this.startingContinuousDynamic=B}get MoodList(){return this.moodList}get UnknownList(){return this.unknownList}get EntriesList(){return this.expressions}get OctaveShiftStart(){return this.octaveShiftStart}set OctaveShiftStart(B){this.octaveShiftStart=B}get OctaveShiftEnd(){return this.octaveShiftEnd}set OctaveShiftEnd(B){this.octaveShiftEnd=B}get CombinedExpressionsText(){return this.combinedExpressionsText}set CombinedExpressionsText(B){this.combinedExpressionsText=B}getPlacementOfFirstEntry(){let B=PlacementEnum.Above;return this.expressions.length>0&&(this.expressions[0].expression instanceof InstantaneousDynamicExpression?B=this.expressions[0].expression.Placement:this.expressions[0].expression instanceof ContinuousDynamicExpression?B=this.expressions[0].expression.Placement:this.expressions[0].expression instanceof MoodExpression?B=this.expressions[0].expression.Placement:this.expressions[0].expression instanceof UnknownExpression&&(B=this.expressions[0].expression.Placement)),B}getFontstyleOfFirstEntry(){var D;let B=FontStyles.Regular;return this.expressions.length>0&&(this.expressions[0].expression instanceof ContinuousDynamicExpression||this.expressions[0].expression instanceof MoodExpression?B=FontStyles.Italic:this.expressions[0].expression instanceof UnknownExpression&&(B=(D=this.expressions[0].expression.fontStyle)!=null?D:FontStyles.Regular)),B}addExpression(B,D){B instanceof InstantaneousDynamicExpression?(this.instantaneousDynamic&&this.removeExpressionFromEntryList(this.InstantaneousDynamic),this.instantaneousDynamic=B,this.instantaneousDynamic.ParentMultiExpression=this):B instanceof ContinuousDynamicExpression?this.startingContinuousDynamic=B:B instanceof MoodExpression?this.moodList.push(B):B instanceof UnknownExpression&&this.unknownList.push(B),this.addExpressionToEntryList(B,D)}CompareTo(B){return this.Timestamp.RealValue>B.Timestamp.RealValue?1:this.Timestamp.RealValue<B.Timestamp.RealValue?-1:0}addExpressionToEntryList(B,D){const R=new MultiExpressionEntry;R.prefix=D,R.expression=B,B instanceof ContinuousDynamicExpression||B instanceof MoodExpression||B instanceof UnknownExpression?R.label=B.Label:R.label="",this.expressions.push(R)}removeExpressionFromEntryList(B){for(let D=0,R=this.expressions.length;D<R;++D)if(this.expressions[D].expression===B){this.expressions.splice(D,1);break}}}class MultiExpressionEntry{}const _ContinuousTempoExpression=class extends AbstractTempoExpression{constructor(F,B,D,R){super(F,B,D,R),this.setTempoType()}static isInputStringContinuousTempo(F){return F?_ContinuousTempoExpression.isStringInStringList(_ContinuousTempoExpression.listContinuousTempoFaster,F)||_ContinuousTempoExpression.isStringInStringList(_ContinuousTempoExpression.listContinuousTempoSlower,F):!1}static isIncreasingTempo(F){return F<=ContinuousTempoType.piuMosso}static isDecreasingTempo(F){return F>=ContinuousTempoType.allargando&&F<=ContinuousTempoType.ritenuto}get TempoType(){return this.tempoType}set TempoType(F){this.tempoType=F}get StartTempo(){return this.startTempo}set StartTempo(F){this.startTempo=F}get EndTempo(){return this.endTempo}set EndTempo(F){this.endTempo=F}get AbsoluteEndTimestamp(){return this.absoluteEndTimestamp}set AbsoluteEndTimestamp(F){this.absoluteEndTimestamp=F}get AbsoluteTimestamp(){return this.ParentMultiTempoExpression.AbsoluteTimestamp}getAbsoluteFloatTimestamp(){return this.ParentMultiTempoExpression.AbsoluteTimestamp.RealValue}getInterpolatedTempo(F){const B=Fraction$1.plus(this.parentMultiTempoExpression.SourceMeasureParent.AbsoluteTimestamp,this.parentMultiTempoExpression.Timestamp);if(F.lt(B))return-1;if(this.absoluteEndTimestamp.lt(F))return-2;const D=Fraction$1.minus(F,B).RealValue/Fraction$1.minus(this.absoluteEndTimestamp,B).RealValue;return Math.max(0,Math.min(250,this.startTempo+(this.endTempo-this.startTempo)*D))}setTempoType(){_ContinuousTempoExpression.isStringInStringList(_ContinuousTempoExpression.listContinuousTempoFaster,this.label)?this.tempoType=ContinuousTempoType.accelerando:_ContinuousTempoExpression.isStringInStringList(_ContinuousTempoExpression.listContinuousTempoSlower,this.label)&&(this.tempoType=ContinuousTempoType.ritardando)}};let ContinuousTempoExpression=_ContinuousTempoExpression;ContinuousTempoExpression.listContinuousTempoFaster=["accelerando","piu mosso","poco piu","stretto"];ContinuousTempoExpression.listContinuousTempoSlower=["poco meno","meno mosso","piu lento","rallentando","ritardando","ritenuto","ritard.","ritard","riten.","riten"];var ContinuousTempoType=(F=>(F[F.accelerando=0]="accelerando",F[F.stretto=1]="stretto",F[F.stringendo=2]="stringendo",F[F.mosso=3]="mosso",F[F.piuMosso=4]="piuMosso",F[F.allargando=5]="allargando",F[F.calando=6]="calando",F[F.menoMosso=7]="menoMosso",F[F.rallentando=8]="rallentando",F[F.ritardando=9]="ritardando",F[F.ritard=10]="ritard",F[F.rit=11]="rit",F[F.ritenuto=12]="ritenuto",F[F.rubato=13]="rubato",F[F.precipitando=14]="precipitando",F))(ContinuousTempoType||{});class MultiTempoExpression{constructor(B,D){this.expressions=[],this.sourceMeasure=B,this.timestamp=D}get Timestamp(){return this.timestamp}get AbsoluteTimestamp(){return Fraction$1.plus(this.sourceMeasure.AbsoluteTimestamp,this.timestamp)}get SourceMeasureParent(){return this.sourceMeasure}set SourceMeasureParent(B){this.sourceMeasure=B}get InstantaneousTempo(){return this.instantaneousTempo}get ContinuousTempo(){return this.continuousTempo}get EntriesList(){return this.expressions}get CombinedExpressionsText(){return this.combinedExpressionsText}set CombinedExpressionsText(B){this.combinedExpressionsText=B}getPlacementOfFirstEntry(){let B=PlacementEnum.Above;return this.expressions.length>0&&(this.expressions[0].Expression instanceof InstantaneousTempoExpression?B=this.expressions[0].Expression.Placement:this.expressions[0].Expression instanceof ContinuousTempoExpression&&(B=this.expressions[0].Expression.Placement)),B}getFontstyleOfFirstEntry(){let B=FontStyles.Regular;return this.expressions[0].Expression instanceof InstantaneousTempoExpression?B=FontStyles.Bold:this.expressions[0].Expression instanceof ContinuousTempoExpression&&(B=FontStyles.Italic),B}addExpression(B,D){if(this.checkIfAlreadyExists(B))return;B instanceof InstantaneousTempoExpression?this.instantaneousTempo=B:B instanceof ContinuousTempoExpression&&(this.continuousTempo=B);const R=new TempoExpressionEntry;R.prefix=D,R.Expression=B,R.label=B.Label,this.expressions.push(R)}CompareTo(B){return this.Timestamp.RealValue>B.Timestamp.RealValue?1:this.Timestamp.RealValue<B.Timestamp.RealValue?-1:0}checkIfAlreadyExists(B){for(const D of this.expressions)if(D.label===B.Label)return!0;return!1}}class TempoExpressionEntry{get Expression(){return this.expression}set Expression(B){this.expression=B}}class RehearsalExpression extends AbstractExpression{constructor(B,D){super(D),this.label=B}}class MusicSystemBuilder{constructor(){this.musicSystems=[],this.globalSystemIndex=0,this.leadSheet=!1}initialize(B,D,R){this.leadSheet=B.LeadSheet,this.graphicalMusicSheet=B,this.rules=this.graphicalMusicSheet.ParentMusicSheet.Rules,this.measureList=D,this.numberOfVisibleStaffLines=R,this.activeRhythm=new Array(this.numberOfVisibleStaffLines),this.activeKeys=new Array(this.numberOfVisibleStaffLines),this.activeClefs=new Array(this.numberOfVisibleStaffLines),this.initializeActiveInstructions(this.measureList[0])}buildMusicSystems(){var W,q,Z;const B=this.getFullPageSystemWidth();let D=!1;this.measureListIndex=0,this.currentSystemParams=new SystemBuildParameters,this.currentSystemParams.currentSystem=this.initMusicSystem();let R=0,G=0;for(;this.measureListIndex<this.measureList.length;){const Y=this.measureList[this.measureListIndex];if(!Y||!Y[0]){this.measureListIndex++;continue}for(let be=0,xe=Y.length;be<xe;++be)Y[be].resetLayout();const U=Y[0].parentSourceMeasure,J=U.HasEndLine,K=J&&this.rules.NewPartAndSystemAfterFinalBarline,Q=this.currentSystemParams.IsSystemStartMeasure();U.IsSystemStartMeasure=Q;const te=U===this.graphicalMusicSheet.ParentMusicSheet.getFirstSourceMeasure();let re=this.rules.MeasureLeftMargin,se=0;const ie=this.getMeasureStartLine();if(re+=this.getLineWidth(Y[0],ie,Q),!this.leadSheet){let be=!1;D&&this.rules.ShowRhythmAgainAfterPartEndOrFinalBarline&&(be=!0),re+=this.addBeginInstructions(Y,Q,te||be),se+=this.addEndInstructions(Y)}let ae=0;for(let be=0;be<this.numberOfVisibleStaffLines;be++)ae=Math.max(ae,Y[be].minimumStaffEntriesWidth);const le=this.getMeasureEndLine();se+=this.getLineWidth(Y[0],le,Q);let ue=this.rules.MeasureLeftMargin,ce;if(this.measureListIndex+1<this.measureList.length){const be=this.measureList[this.measureListIndex+1];ce=(W=be[0])==null?void 0:W.parentSourceMeasure,ce!=null&&ce.hasBeginInstructions()&&(ue+=this.addBeginInstructions(be,!1,!1))}let de=re+se+ae;(Z=(q=Y[0])==null?void 0:q.parentSourceMeasure)!=null&&Z.multipleRestMeasures&&(de=this.rules.MultipleRestMeasureDefaultWidth);const ve=this.currentSystemParams.currentWidth+de+ue<B;R===0&&(R=Math.abs(Math.floor((B-re-se-ue)/(de-re))),R=R%2===0?R:R-1,R<1&&(R=1));const he=this.rules.NewPageAtXMLNewPageAttribute&&U.printNewPageXml,me=he||this.rules.NewSystemAtXMLNewSystemAttribute&&U.printNewSystemXml;if((Q||ve&&!me)&&(this.rules.DYWorkSpecial||G<R)){if(this.addMeasureToSystem(Y,ie,le,de,re,ae,se),this.updateActiveClefs(U,Y),this.measureListIndex++,K){if(this.rules.MaxSystemToDrawNumber===this.musicSystems.length)return this.finalizeCurrentSystem(Y,!this.rules.StretchLastSystemLine,!1),this.musicSystems;this.finalizeCurrentAndCreateNewSystem(Y,!this.rules.StretchLastSystemLine,!1)}D=J}else{if(G=0,this.rules.MaxSystemToDrawNumber===this.musicSystems.length)return this.finalizeCurrentSystem(Y,!1,!0,he),this.musicSystems;this.finalizeCurrentAndCreateNewSystem(Y,!1,!0,he)}}if(this.currentSystemParams.systemMeasures.length>0){if(this.rules.MaxSystemToDrawNumber===this.musicSystems.length)return this.finalizeCurrentSystem(this.measureList[this.measureList.length-1],!this.rules.StretchLastSystemLine,!1),this.musicSystems;this.finalizeCurrentAndCreateNewSystem(this.measureList[this.measureList.length-1],!this.rules.StretchLastSystemLine,!1)}return this.musicSystems}calculateSystemYLayout(){for(const B of this.musicSystems)this.optimizeDistanceBetweenStaffLines(B);this.calculateMusicSystemsRelativePositions()}setMeasureWidth(B,D,R,G){for(let W=0,q=B.length;W<q;++W){const Z=B[W];Z.setWidth(D),R>0&&(Z.beginInstructionsWidth=R),G>0&&(Z.endInstructionsWidth=G)}}finalizeCurrentAndCreateNewSystem(B,D=!1,R=!0,G=!1){this.finalizeCurrentSystem(B,D,R,G),this.currentSystemParams=new SystemBuildParameters,B!==void 0&&this.measureListIndex<this.measureList.length&&(this.currentSystemParams.currentSystem=this.initMusicSystem())}finalizeCurrentSystem(B,D=!1,R=!0,G=!1){this.currentSystemParams.currentSystem.breaksPage=G,this.adaptRepetitionLineWithIfNeeded(),B!==void 0&&R&&this.checkAndCreateExtraInstructionMeasure(B),this.stretchMusicSystem(D)}adaptRepetitionLineWithIfNeeded(){const B=this.currentSystemParams.systemMeasures;if(B.length>=1){const D=this.currentSystemParams.currentSystem.GraphicalMeasures[this.currentSystemParams.currentSystem.GraphicalMeasures.length-1];let R=0;const G=B[B.length-1];G.endLine===SystemLinesEnum.DotsBoldBoldDots&&(G.endLine=SystemLinesEnum.DotsThinBold,R=D[0].getLineWidth(SystemLinesEnum.DotsBoldBoldDots)/2-D[0].getLineWidth(SystemLinesEnum.DotsThinBold)),this.currentSystemParams.currentSystemFixWidth-=R;for(let W=0,q=D.length;W<q;++W){const Z=D[W];Z.endInstructionsWidth-=R}}}addMeasureToSystem(B,D,R,G,W,q,Z){this.currentSystemParams.systemMeasures.push({beginLine:D,endLine:R}),this.setMeasureWidth(B,G,W,Z),this.addStaveMeasuresToSystem(B),this.currentSystemParams.currentWidth+=G,this.currentSystemParams.currentSystemFixWidth+=W+Z,this.currentSystemParams.currentSystemVarWidth+=q,this.currentSystemParams.systemMeasureIndex++}initMusicSystem(){const B=MusicSheetCalculator.symbolFactory.createMusicSystem(this.globalSystemIndex++,this.rules);return this.musicSystems.push(B),this.layoutSystemStaves(B),B.createMusicSystemLabel(this.rules.InstrumentLabelTextHeight,this.rules.SystemLabelsRightMargin,this.rules.LabelMarginBorderFactor,this.musicSystems.length===1),B}getFullPageSystemWidth(){return this.graphicalMusicSheet.ParentMusicSheet.pageWidth-this.rules.PageLeftMargin-this.rules.PageRightMargin-this.rules.SystemLeftMargin-this.rules.SystemRightMargin}layoutSystemStaves(B){const D=this.getFullPageSystemWidth(),R=B.PositionAndShape;R.BorderLeft=0,R.BorderRight=D,R.BorderTop=0;const G=[],W=this.graphicalMusicSheet.ParentMusicSheet.Instruments;for(let Y=0,U=W.length;Y<U;++Y){const J=W[Y];if(!(!J.Visible||J.Voices.length===0))for(let K=0,Q=J.Staves.length;K<Q;++K){const te=J.Staves[K];G.push(te)}}let q=!1;if(this.leadSheet){for(let Y=0,U=G.length;Y<U;++Y)if(G[Y].ParentInstrument.LyricVersesNumbers.length>1){q=!0;break}}let Z=0;for(let Y=0;Y<G.length;Y++)if(this.addStaffLineToMusicSystem(B,Z,G[Y]),Z+=this.rules.StaffHeight,Y+1<G.length){let U=0;this.leadSheet&&!q?U=2.5:G[Y].ParentInstrument===G[Y+1].ParentInstrument?U=this.rules.BetweenStaffDistance:U=this.rules.StaffDistance,Z+=U}R.BorderBottom=Z}addStaffLineToMusicSystem(B,D,R){if(B){const G=MusicSheetCalculator.symbolFactory.createStaffLine(B,R);B.StaffLines.push(G);const W=G.PositionAndShape,q=new PointF2D;q.x=0,W.BorderRight=B.PositionAndShape.Size.width,q.y=D,W.RelativePosition=q,W.BorderLeft=0,W.BorderTop=0,W.BorderBottom=this.rules.StaffHeight;for(let Z=0;Z<5;Z++){const Y=new PointF2D;Y.x=0,Y.y=Z*this.rules.StaffHeight/4;const U=new PointF2D;U.x=G.PositionAndShape.Size.width,U.y=Z*this.rules.StaffHeight/4,this.leadSheet&&(Y.y=U.y=0),G.StaffLines[Z]=new GraphicalLine(Y,U,this.rules.StaffLineWidth)}}}initializeActiveInstructions(B){const D=this.graphicalMusicSheet.ParentMusicSheet.getFirstSourceMeasure();if(D){this.visibleStaffIndices=this.graphicalMusicSheet.getVisibleStavesIndicesFromSourceMeasure(B);for(let R=0,G=this.visibleStaffIndices.length;R<G;R++){const W=this.visibleStaffIndices[R],q=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(D,W);this.activeClefs[R]=D.FirstInstructionsStaffEntries[W].Instructions[0];const Z=D.FirstInstructionsStaffEntries[W].Instructions[1];if(Z){let U=KeyInstruction.copy(Z);U=this.transposeKeyInstruction(U,q),this.activeKeys[R]=U}const Y=D.FirstInstructionsStaffEntries[W].Instructions[2];this.activeRhythm[R]=Y}}}transposeKeyInstruction(B,D){const R=D.getTransposedHalftones();return R!==B.isTransposedBy&&D.ParentStaff.ParentInstrument.MidiInstrumentId!==MidiInstrument.Percussion&&MusicSheetCalculator.transposeCalculator!==void 0&&MusicSheetCalculator.transposeCalculator.transposeKey(B,R),B}addBeginInstructions(B,D,R){const G=B.length;if(G===0)return 0;let W=0;const q=B[0].parentSourceMeasure;for(let Z=0;Z<G;++Z){const Y=B[Z],U=this.visibleStaffIndices[Z],J=q.FirstInstructionsStaffEntries[U],K=this.AddInstructionsAtMeasureBegin(J,Y,Z,R,D);W=Math.max(W,K)}return W}addEndInstructions(B){const D=B.length;if(D===0)return 0;let R=.5;const G=B[0].parentSourceMeasure;for(let W=0;W<D;W++){const q=B[W],Z=this.visibleStaffIndices[W],Y=G.LastInstructionsStaffEntries[Z],U=this.addInstructionsAtMeasureEnd(Y,q,B);R=Math.max(R,U)}return R}AddInstructionsAtMeasureBegin(B,D,R,G,W){var re,se,ie,ae,le,ue;let q=0,Z,Y,U;if(B)for(let ce=0,de=B.Instructions.length;ce<de;++ce){const ve=B.Instructions[ce];ve instanceof ClefInstruction?Z=ve:ve instanceof KeyInstruction?Y=ve:ve instanceof RhythmInstruction&&(U=ve)}const J=(re=window.GYM)==null?void 0:re.multitrack;W&&(Z||(Z=this.activeClefs[R]),Y||(Y=KeyInstruction.copy(this.activeKeys[R])),J&&Y&&!((se=Y.AlteratedNotes)!=null&&se.length)&&(Y=KeyInstruction.copy(this.activeKeys[0]),Y.PrintObject=!1),G&&!U&&(U=this.activeRhythm[R]));let K=!1,Q=!1,te=!1;if(Z?(D.addClefAtBegin(Z),K=!0):Z=this.activeClefs[R],Y){Y=this.transposeKeyInstruction(Y,D);const ce=W?void 0:this.activeKeys[R];if(D.addKeyAtBegin(Y,ce,Z),J&&!Y.PrintObject)try{(le=(ae=(ie=D.stave)==null?void 0:ie.getModifiers(void 0,"keysignatures"))==null?void 0:ae[0])==null||le.setDrawState(!1)}catch{}Q=!0}if(U!==void 0&&U.PrintObject&&this.rules.RenderTimeSignatures){let ce=!0;const ve=D.MeasureNumber-1-this.rules.MinMeasureToDrawIndex;if(D.MeasureNumber-1>=0&&this.measureList[ve]){const me=(ue=this.measureList[ve][0])==null?void 0:ue.parentSourceMeasure;(me==null?void 0:me.ImplicitMeasure)&&(me==null?void 0:me.RhythmPrinted)&&(ce=!1)}ce&&(D.addRhythmAtBegin(U),D.parentSourceMeasure.RhythmPrinted=U,te=!0)}return(K||Q||te)&&(q+=D.beginInstructionsWidth,te&&(q+=this.rules.RhythmRightMargin)),q}addInstructionsAtMeasureEnd(B,D,R){if(!B||!B.Instructions||B.Instructions.length===0)return 0;for(let G=0,W=B.Instructions.length;G<W;++G){const q=B.Instructions[G];if(q instanceof ClefInstruction){const Z=q;D.addClefAtEnd(Z);for(const Y of R)Y!==D&&Y.addClefAtEnd(Z,!1)}}return this.rules.MeasureRightMargin+D.endInstructionsWidth}updateActiveClefs(B,D){for(let R=0,G=D.length;R<G;R++){const W=this.visibleStaffIndices[R],q=B.FirstInstructionsStaffEntries[W];if(q)for(let U=0,J=q.Instructions.length;U<J;++U){const K=q.Instructions[U];K instanceof ClefInstruction?this.activeClefs[R]=K:K instanceof KeyInstruction?this.activeKeys[R]=K:K instanceof RhythmInstruction&&(this.activeRhythm[R]=K)}const Z=B.getEntriesPerStaff(W);for(let U=0,J=Z.length;U<J;++U){const K=Z[U];if(K.Instructions)for(let Q=0,te=K.Instructions.length;Q<te;++Q){const re=K.Instructions[Q];re instanceof ClefInstruction&&(this.activeClefs[R]=re)}}const Y=B.LastInstructionsStaffEntries[W];if(Y){const U=Y.Instructions;for(let J=0,K=U.length;J<K;++J){const Q=U[J];Q instanceof ClefInstruction&&(this.activeClefs[R]=Q)}}}}checkAndCreateExtraInstructionMeasure(B){const D=B[0].parentSourceMeasure.FirstInstructionsStaffEntries,R=[];for(let W=0,q=B.length;W<q;++W){const Z=B[W];R.push(D[Z.ParentStaff.idInMusicSheet])}let G=0;for(let W=0,q=R.length;W<q;++W){const Z=R[W];if(!Z)continue;const Y=Z.Instructions;let U,J;for(let K=0,Q=Y.length;K<Q;++K){const te=Y[K];te instanceof KeyInstruction&&te.Key!==this.activeKeys[W].Key&&(U=te),te instanceof RhythmInstruction&&te!==this.activeRhythm[W]&&(J=te)}if(U!==void 0||J){const K=this.addExtraInstructionMeasure(W,U,J);G=Math.max(G,K)}}G>0&&(this.currentSystemParams.systemMeasures.push({beginLine:SystemLinesEnum.None,endLine:SystemLinesEnum.None}),this.currentSystemParams.currentWidth+=G,this.currentSystemParams.currentSystemFixWidth+=G)}addExtraInstructionMeasure(B,D,R){const G=this.currentSystemParams.currentSystem,W=MusicSheetCalculator.symbolFactory.createExtraGraphicalMeasure(G.StaffLines[B]);D&&W.addKeyAtBegin(D,this.activeKeys[B],this.activeClefs[B]),R!==void 0&&R.PrintObject&&W.addRhythmAtBegin(R),W.PositionAndShape.BorderLeft=0,W.PositionAndShape.BorderTop=0,W.PositionAndShape.BorderBottom=this.rules.StaffHeight;const q=this.rules.MeasureLeftMargin+W.beginInstructionsWidth+this.rules.MeasureRightMargin;return W.PositionAndShape.BorderRight=q,G.StaffLines[B].Measures.push(W),q}addStaveMeasuresToSystem(B){if(B[0]){const D=[];for(let G=0;G<B.length;G++)D.push(B[G]);const R=this.currentSystemParams.currentSystem;for(let G=0;G<this.numberOfVisibleStaffLines;G++){const W=D[G];R.StaffLines[G].Measures.push(W),W.ParentStaffLine=R.StaffLines[G]}R.AddGraphicalMeasures(D)}}getMeasureStartLine(){if(this.thisMeasureBeginsLineRepetition()){const D=this.currentSystemParams.IsSystemStartMeasure(),R=this.measureListIndex===0;if(this.previousMeasureEndsLineRepetition()&&!D)return SystemLinesEnum.DotsBoldBoldDots;if(!R)return SystemLinesEnum.BoldThinDots}return SystemLinesEnum.None}getMeasureEndLine(){var W,q;let B;try{if(B=this.measureList[this.measureListIndex][0].parentSourceMeasure,this.rules.RenderMultipleRestMeasures&&B.multipleRestMeasures>1){const Z=Math.min(this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length-1,B.measureListIndex+B.multipleRestMeasures-1);B=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[Z]}}finally{}const D=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures,R=D[this.measureListIndex];let G=!1;return R.allRests&&(G=(q=(W=D[this.measureListIndex+R.multipleRestMeasures-1])==null?void 0:W.endsWithLineRepetition)==null?void 0:q.call(W)),this.nextMeasureBeginsLineRepetition()&&this.thisMeasureEndsLineRepetition()?SystemLinesEnum.DotsBoldBoldDots:this.thisMeasureEndsLineRepetition()||G?SystemLinesEnum.DotsThinBold:this.nextMeasureHasKeyInstructionChange()||this.thisMeasureEndsWordRepetition()||this.nextMeasureBeginsWordRepetition()?SystemLinesEnum.DoubleThin:B&&B.endingBarStyleEnum!==void 0?B.endingBarStyleEnum:SystemLinesEnum.SingleThin}getLineWidth(B,D,R){let G=B.getLineWidth(D);return D===SystemLinesEnum.DotsBoldBoldDots&&(G/=2),R&&D===SystemLinesEnum.BoldThinDots&&(G+=this.rules.DistanceBetweenLastInstructionAndRepetitionBarline),G}previousMeasureEndsLineRepetition(){if(this.measureListIndex===0)return!1;for(let B=0,D=this.measureList[this.measureListIndex-1].length;B<D;++B)if(this.measureList[this.measureListIndex-1][B].endsWithLineRepetition())return!0;return!1}thisMeasureBeginsLineRepetition(){for(let B=0,D=this.measureList[this.measureListIndex].length;B<D;++B)if(this.measureList[this.measureListIndex][B].beginsWithLineRepetition())return!0;return!1}nextMeasureBeginsLineRepetition(){const B=this.measureListIndex+1;if(B>=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length||!this.measureList[B])return!1;for(let D=0,R=this.measureList[B].length;D<R;++D)if(this.measureList[B][D].beginsWithLineRepetition())return!0;return!1}thisMeasureEndsLineRepetition(){for(let B=0,D=this.measureList[this.measureListIndex].length;B<D;++B)if(this.measureList[this.measureListIndex][B].endsWithLineRepetition())return!0;return!1}nextMeasureBeginsWordRepetition(){const B=this.measureListIndex+1;if(B>=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length||B>this.measureList.length-1)return!1;for(let D=0,R=this.measureList[B].length;D<R;++D)if(this.measureList[B][D].beginsWithWordRepetition())return!0;return!1}thisMeasureEndsWordRepetition(){for(let B=0,D=this.measureList[this.measureListIndex].length;B<D;++B)if(this.measureList[this.measureListIndex][B].endsWithWordRepetition())return!0;return!1}nextMeasureHasKeyInstructionChange(){return this.getNextMeasureKeyInstruction()!==void 0}getNextMeasureKeyInstruction(){var B;if(this.measureListIndex<this.measureList.length-1)for(let D=0;D<this.measureList[this.measureListIndex].length;D++){const R=(B=this.measureList[this.measureListIndex+1][D])==null?void 0:B.parentSourceMeasure;return R?R.getKeyInstruction(this.visibleStaffIndices[D]):void 0}}calculateXScalingFactor(B,D){return Math.abs(D-0)<1e-5||Math.abs(B-0)<1e-5?1:(this.currentSystemParams.currentSystem.StaffLines[0].PositionAndShape.Size.width-B)/D}stretchMusicSystem(B){let D=this.calculateXScalingFactor(this.currentSystemParams.currentSystemFixWidth,this.currentSystemParams.currentSystemVarWidth);B&&(D=Math.min(D,this.rules.LastSystemMaxScalingFactor));const R=this.currentSystemParams.currentSystem;for(let G=0,W=R.StaffLines.length;G<W;++G){const q=R.StaffLines[G];let Z=0;for(let Y=0;Y<q.Measures.length;Y++){const U=q.Measures[Y];U.setPositionInStaffline(Z);const J=U.beginInstructionsWidth;if(U.setWidth(J+U.minimumStaffEntriesWidth*D+U.endInstructionsWidth),Y<this.currentSystemParams.systemMeasures.length){const Q=this.currentSystemParams.systemMeasures[Y].beginLine,te=U.getLineWidth(SystemLinesEnum.BoldThinDots);switch(Q){case SystemLinesEnum.BoldThinDots:let re=Z;Y===0&&(re=Z+U.beginInstructionsWidth-te),R.createVerticalLineForMeasure(re,te,Q,SystemLinePosition.MeasureBegin,Y,U);break}}if(U.staffEntriesScaleFactor=D,U.layoutSymbols(),!(Y+1<this.currentSystemParams.systemMeasures.length&&this.currentSystemParams.systemMeasures[Y+1].beginLine===SystemLinesEnum.BoldThinDots)){let Q=SystemLinesEnum.SingleThin;Y<this.currentSystemParams.systemMeasures.length&&(Q=this.currentSystemParams.systemMeasures[Y].endLine);const te=U.getLineWidth(Q);let re=U.PositionAndShape.RelativePosition.x+U.PositionAndShape.BorderRight-te;Q===SystemLinesEnum.DotsBoldBoldDots&&(re-=te/2),R.createVerticalLineForMeasure(re,te,Q,SystemLinePosition.MeasureEnd,Y,U)}Z=U.PositionAndShape.RelativePosition.x+U.PositionAndShape.BorderRight}}B&&this.decreaseMusicSystemBorders()}decreaseMusicSystemBorders(){const B=this.currentSystemParams.currentSystem,D=CollectionUtil.last(B.StaffLines[0].Measures).PositionAndShape,R=D.RelativePosition.x+D.Size.width;for(let G=0,W=B.StaffLines.length;G<W;++G){const q=B.StaffLines[G];q.PositionAndShape.BorderRight=R;for(let Z=0,Y=q.StaffLines.length;Z<Y;++Z){const U=q.StaffLines[Z];U.End=new PointF2D(R,U.End.y)}}B.PositionAndShape.BorderRight=R+this.currentSystemParams.maxLabelLength+this.rules.SystemLabelsRightMargin}updateStaffLinesRelativePosition(B,D,R){for(let G=D;G<B.StaffLines.length;G++)B.StaffLines[G].PositionAndShape.RelativePosition.y=R;B.PositionAndShape.BorderBottom+=R}createMusicPage(){const B=new GraphicalMusicPage(this.graphicalMusicSheet);return this.graphicalMusicSheet.MusicPages.push(B),B.PageNumber=this.graphicalMusicSheet.MusicPages.length,B.PositionAndShape.BorderLeft=0,B.PositionAndShape.BorderRight=this.graphicalMusicSheet.ParentMusicSheet.pageWidth,B.PositionAndShape.BorderTop=0,B.PositionAndShape.BorderBottom=this.rules.PageHeight,B.PositionAndShape.RelativePosition=new PointF2D(0,0),B}addSystemToPage(B,D){B.MusicSystems.push(D),D.Parent=B}optimizeDistanceBetweenStaffLines(B){if(!B.checkStaffEntriesForStaffEntryLink())for(let G=0;G<B.StaffLines.length-1;G++){const W=B.StaffLines[G].BottomLine,q=B.StaffLines[G+1].SkyLine;let Z=0;for(let U=0;U<W.length;U++){const J=W[U],K=Math.max(0,U-6),Q=Math.min(q.length-1,U+6);let te=0;for(let se=K;se<=Q;se++)te=Math.min(te,q[se]);const re=J-te;Z=Math.max(re,Z)}Z+=this.rules.MinSkyBottomDistBetweenStaves,Z=Math.max(Z,this.rules.StaffHeight+this.rules.MinimumStaffLineDistance);const Y=Z+B.StaffLines[G].PositionAndShape.RelativePosition.y;this.updateStaffLinesRelativePosition(B,G+1,Y)}const D=B.StaffLines[0];B.PositionAndShape.BorderTop=D.PositionAndShape.RelativePosition.y+D.PositionAndShape.BorderTop;const R=B.StaffLines[B.StaffLines.length-1];B.PositionAndShape.BorderBottom=R.PositionAndShape.RelativePosition.y+R.PositionAndShape.BorderBottom}hasExpressionCounts(B){var G;let D=0,R=!1;for(const W of B.GraphicalMeasures)for(const q of W){for(const Z of q.parentSourceMeasure.TempoExpressions)if(((G=Z.InstantaneousTempo)==null?void 0:G.Enum)===TempoEnum.metronomeMark){R=!0;break}for(const Z of q.parentSourceMeasure.StaffLinkedExpressions)D+=Z.length}return{TempoCount:R?1:0,OtherCount:D}}calculateMusicSystemsRelativePositions(){var q;let B=this.createMusicPage(),D=0,R=this.musicSystems[0],G=0,W=0;if(this.musicSystems.length>1)for(let Z=1;Z<this.musicSystems.length;Z++){const Y=this.musicSystems[Z-1],U=this.musicSystems[Z];let J=this.findRequiredDistanceWithSkyBottomLine(Y,U);J>W&&(W=J)}for(let Z=0;Z<this.musicSystems.length;Z++)if(R=this.musicSystems[Z],B.MusicSystems.length===0){this.addSystemToPage(B,R),this.rules.CompactMode?D=this.rules.PageTopMarginNarrow:D=this.rules.PageTopMargin,this.graphicalMusicSheet.MusicPages.length===1&&this.rules.RenderTitle&&(D+=this.rules.TitleTopDistance+this.rules.SheetTitleHeight+this.rules.TitleBottomDistance);const Y=new PointF2D(this.rules.PageLeftMargin+this.rules.SystemLeftMargin,D);R.PositionAndShape.RelativePosition=Y,D+R.PositionAndShape.BorderBottom>this.rules.PageHeight-this.rules.PageBottomMargin&&(G++,G<=4&&console.log(`warning: could not fit a single system on page ${B.PageNumber} and measure number ${R.GraphicalMeasures[0][0].MeasureNumber}.
                            The PageFormat may be too small for this sheet."
                            Will not give further warnings for all pages, only total.`))}else{const Y=this.musicSystems[Z-1],U=Y.StaffLines[Y.StaffLines.length-1],J=U.PositionAndShape;let K=this.findRequiredDistanceWithSkyBottomLine(Y,R);K=Math.max(W,K),K+=this.rules.MinSkyBottomDistBetweenSystems,((q=window==null?void 0:window.appName)==null?void 0:q.toLocaleUpperCase())==="GYM"&&(K=K<16?16:K);const Q=this.hasExpressionCounts(R);Q.TempoCount>0&&this.rules.MetronomeMarksDrawn&&(K+=2),Q.OtherCount>0&&this.rules.MetronomeMarksDrawn&&(K+=2),K=Math.max(K,this.rules.MinimumDistanceBetweenSystems+U.StaffHeight);const te=D+J.RelativePosition.y+K,re=te+R.PositionAndShape.BorderMarginBottom;if(!(this.rules.NewPageAtXMLNewPageAttribute&&Y.breaksPage)&&re<this.rules.PageHeight-this.rules.PageBottomMargin){this.addSystemToPage(B,R),D=te;const ie=new PointF2D(this.rules.PageLeftMargin+this.rules.SystemLeftMargin,D);R.PositionAndShape.RelativePosition=ie}else{B=this.createMusicPage(),Z-=1;continue}}G>0&&console.log(`total amount of pages that couldn't fit a single music system: ${G} of ${B.PageNumber}`)}findRequiredDistanceWithSkyBottomLine(B,D){const R=B.StaffLines[B.StaffLines.length-1],G=D.StaffLines[0],W=R.BottomLine,q=G.SkyLine,Z=R.PositionAndShape,Y=G.PositionAndShape,U=1/this.rules.SamplingUnit;let J=0;for(let K=0;K<W.length;K++){const Q=W[K],te=K+Math.round((Z.RelativePosition.x-Y.RelativePosition.x)*U);if(te<0)continue;if(te>=q.length)break;const re=Math.max(0,te-6),se=Math.min(q.length-1,te+6);let ie=0;for(let le=re;le<=se;le++)ie=Math.min(ie,q[le]);const ae=Q-ie;J=Math.max(ae,J)}return J===0&&(J=Z.BorderBottom-Y.BorderTop),J}}class SystemBuildParameters{constructor(){this.systemMeasures=[],this.systemMeasureIndex=0,this.currentWidth=0,this.currentSystemFixWidth=0,this.currentSystemVarWidth=0,this.maxLabelLength=0}IsSystemStartMeasure(){return this.systemMeasureIndex===0}}class OctaveShiftParams{constructor(B,D,R){this.getOpenOctaveShift=B,this.getAbsoluteStartTimestamp=D,this.getAbsoluteEndTimestamp=R}}class AccidentalCalculator{constructor(){this.keySignatureNoteAlterationsDict=new Dictionary,this.currentAlterationsComparedToKeyInstructionList=[],this.currentInMeasureNoteAlterationsDict=new Dictionary}get ActiveKeyInstruction(){return this.activeKeyInstruction}set ActiveKeyInstruction(B){this.activeKeyInstruction=B,this.reactOnKeyInstructionChange()}doCalculationsAtEndOfMeasure(){this.currentInMeasureNoteAlterationsDict.clear(),this.currentAlterationsComparedToKeyInstructionList.clear();for(const B of this.keySignatureNoteAlterationsDict.keys())this.currentInMeasureNoteAlterationsDict.setValue(B,this.keySignatureNoteAlterationsDict.getValue(B))}checkAccidental(B,D){if(!D)return;const R=D.FundamentalNote+D.Octave*12,G=this.currentAlterationsComparedToKeyInstructionList.indexOf(R)>=0;if(this.currentInMeasureNoteAlterationsDict.containsKey(R)){if(G&&this.currentAlterationsComparedToKeyInstructionList.splice(this.currentAlterationsComparedToKeyInstructionList.indexOf(R),1),this.currentInMeasureNoteAlterationsDict.getValue(R)!==D.AccidentalHalfTones){this.keySignatureNoteAlterationsDict.containsKey(R)&&this.keySignatureNoteAlterationsDict.getValue(R)!==D.AccidentalHalfTones?(this.currentAlterationsComparedToKeyInstructionList.push(R),this.currentInMeasureNoteAlterationsDict.setValue(R,D.AccidentalHalfTones)):D.Accidental!==AccidentalEnum.NONE&&this.currentInMeasureNoteAlterationsDict.remove(R);const W=this.currentInMeasureNoteAlterationsDict.getValue(R);if(D.Accidental===AccidentalEnum.NONE&&(Math.abs(W)===.5?D=new Pitch(D.FundamentalNote,D.Octave,AccidentalEnum.NONE):D=new Pitch(D.FundamentalNote,D.Octave,AccidentalEnum.NATURAL)),this.isAlterAmbiguousAccidental(D.Accidental)&&!D.AccidentalXml)return;MusicSheetCalculator.symbolFactory.addGraphicalAccidental(B,D)}}else if(D.Accidental!==AccidentalEnum.NONE){if(G||this.currentAlterationsComparedToKeyInstructionList.push(R),this.currentInMeasureNoteAlterationsDict.setValue(R,D.AccidentalHalfTones),this.isAlterAmbiguousAccidental(D.Accidental)&&!D.AccidentalXml)return;MusicSheetCalculator.symbolFactory.addGraphicalAccidental(B,D)}else G&&(D=new Pitch(D.FundamentalNote,D.Octave,AccidentalEnum.NATURAL),this.currentAlterationsComparedToKeyInstructionList.splice(this.currentAlterationsComparedToKeyInstructionList.indexOf(R),1),MusicSheetCalculator.symbolFactory.addGraphicalAccidental(B,D))}isAlterAmbiguousAccidental(B){return B===AccidentalEnum.SLASHFLAT||B===AccidentalEnum.QUARTERTONEFLAT}reactOnKeyInstructionChange(){const B=this.activeKeyInstruction.AlteratedNotes;let D;this.activeKeyInstruction.Key>0?D=AccidentalEnum.SHARP:D=AccidentalEnum.FLAT,this.keySignatureNoteAlterationsDict.clear(),this.currentAlterationsComparedToKeyInstructionList.length=0;for(let R=-9;R<9;R++)for(let G=0;G<B.length;G++)this.keySignatureNoteAlterationsDict.setValue(B[G]+R*12,Pitch.HalfTonesFromAccidental(D));this.doCalculationsAtEndOfMeasure()}}class JustifiedMusicSystemBuilder extends MusicSystemBuilder{buildMusicSystems(){var Y,U;this.currentSystemParams=new SystemBuildParameters;const B=[];let D=0,R=-1;for(let J=0,K=this.measureList.length;J<K;++J){this.measureListIndex=J;const Q=this.measureList[J];if(!Q||!Q[0])continue;for(let ie=0,ae=Q.length;ie<ae;++ie)Q[ie].resetLayout();const te=Q[0].parentSourceMeasure,re=this.rules.NewPageAtXMLNewPageAttribute&&te.printNewPageXml;(this.rules.NewSystemAtXMLNewSystemAttribute&&te.printNewSystemXml||re)&&J>0?(R=J-1,B.push({startIndex:D,endIndex:R}),D=J):te.HasEndLine&&this.rules.NewPartAndSystemAfterFinalBarline&&(R=J,B.push({startIndex:D,endIndex:R}),D=J+1)}D<this.measureList.length&&R<D&&B.push({startIndex:D,endIndex:this.measureList.length-1});const G=[];let W=[];const q=[],Z=[];for(const J of B){let K=0;for(let ve=J.startIndex;ve<=J.endIndex;++ve){this.measureListIndex=ve;const he=this.measureList[ve];if(!he||!he[0]){q.push(0),Z.push(0);continue}for(let Xe=0,Se=he.length;Xe<Se;++Xe)he[Xe].resetLayout();const be=he[0].parentSourceMeasure===this.graphicalMusicSheet.ParentMusicSheet.getFirstSourceMeasure();let xe=this.rules.MeasureLeftMargin,Ae=0;const Pe=this.getMeasureStartLine();xe+=this.getLineWidth(he[0],Pe,!1),this.leadSheet||(xe+=this.addBeginInstructions(he,!1,be),Ae+=this.addEndInstructions(he));let ze=0;for(let Xe=0;Xe<this.numberOfVisibleStaffLines;Xe++){const Se=(((Y=he[Xe].vfVoices[1])==null?void 0:Y.tickables.length)||1)*this.rules.DYMinNoteWidth;ze=Math.max(ze,he[Xe].minimumStaffEntriesWidth,Se)}const ge=this.getMeasureEndLine();Ae+=this.getLineWidth(he[0],ge,!1);const Te=xe+Ae+ze;q.push(Te),Z.push(K+Te/2),K+=Te}const Q=K,se=this.getFullPageSystemWidth()-8,ae=Math.ceil(Q/se)*se/Q;let le=1,ue=0,ce=0,de=0;for(let ve=J.startIndex;ve<=J.endIndex;++ve){const he=Z[ve];if(he===0)continue;const me=q[ve],be=q[ve+1]||0;let xe=he*ae/se;ce+=me;const Ae=(window==null?void 0:window.appName)||"";if((Ae==null?void 0:Ae.toLocaleUpperCase())==="GYM"){let Pe=(U=window.GYM)==null?void 0:U.wrapNum;Pe=Number(Pe)>0?Number(Pe):6,de===Pe||ce+be>se&&de%2===0?(W.push(de),ce=me,de=1):de++}else ce>se?(W.push(de),ce=me,de=1):de++;me>se?xe=ve+1:xe=Math.ceil(xe),le===xe?ue+=1:(G.push(ue),le=xe,ue=1)}G.push(ue),W.push(de),W=W.filter(Boolean)}return W.length>1&&W[W.length-1]===1&&(W[W.length-2]=W[W.length-2]-1,W[W.length-1]=W[W.length-1]+1),console.log(W,G),this.buildPreparedMusicSystems(W)}buildPreparedMusicSystems(B){let D=!1;this.currentSystemParams=new SystemBuildParameters,this.currentSystemParams.currentSystem=this.initMusicSystem();for(let R=0,G=this.measureList.length;R<G;++R){this.measureListIndex=R;const W=this.measureList[R];if(!W||!W[0])continue;const q=this.rules.NewPageAtXMLNewPageAttribute&&W[0].parentSourceMeasure.printNewPageXml;this.currentSystemParams.currentSystem.GraphicalMeasures.length===B[this.musicSystems.length-1]&&this.finalizeCurrentAndCreateNewSystem(W,!1,!D,q);for(let ae=0,le=W.length;ae<le;++ae)W[ae].resetLayout();const Z=W[0].parentSourceMeasure,Y=Z.HasEndLine,U=this.currentSystemParams.IsSystemStartMeasure(),J=Z===this.graphicalMusicSheet.ParentMusicSheet.getFirstSourceMeasure();let K=this.rules.MeasureLeftMargin,Q=0;const te=this.getMeasureStartLine();if(K+=this.getLineWidth(W[0],te,U),!this.leadSheet){let ae=!1;D&&this.rules.ShowRhythmAgainAfterPartEndOrFinalBarline&&(ae=!0),K+=this.addBeginInstructions(W,U,J||ae),Q+=this.addEndInstructions(W)}let re=0;for(let ae=0;ae<this.numberOfVisibleStaffLines;ae++)re=Math.max(re,W[ae].minimumStaffEntriesWidth);const se=this.getMeasureEndLine();Q+=this.getLineWidth(W[0],se,U);const ie=K+Q+re;this.addMeasureToSystem(W,te,se,ie,K,re,Q),this.updateActiveClefs(Z,W),D=Y}return this.finalizeCurrentAndCreateNewSystem(void 0,!1,!1),this.musicSystems}}let metronomeMarks={};class MusicSheetCalculator{constructor(){this.staffEntriesWithGraphicalTies=[],this.staffEntriesWithOrnaments=[],this.staffEntriesWithChordSymbols=[],this.staffLinesWithLyricWords=[],this.graphicalLyricWords=[],this.abstractNotImplementedErrorMessage="abstract, not implemented",this.dynamicExpressionMap=new Map}static get TextMeasurer(){return MusicSheetCalculator.textMeasurer}static set TextMeasurer(B){MusicSheetCalculator.textMeasurer=B}get leadSheet(){return this.graphicalMusicSheet.LeadSheet}static setMeasuresMinStaffEntriesWidth(B,D){for(let R=0,G=B.length;R<G;++R){const W=B[R];W&&(W.minimumStaffEntriesWidth=D)}}initialize(B){this.graphicalMusicSheet=B,this.rules=B.ParentMusicSheet.Rules,this.rules.clearMusicSheetObjects(),this.prepareGraphicalMusicSheet()}prepareGraphicalMusicSheet(){const B=this.graphicalMusicSheet.ParentMusicSheet;this.staffEntriesWithGraphicalTies=[],this.staffEntriesWithOrnaments=[],this.staffEntriesWithChordSymbols=[],this.staffLinesWithLyricWords=[],this.graphicalMusicSheet.Initialize();const D=this.graphicalMusicSheet.MeasureList,R=this.createAccidentalCalculators(),G=this.graphicalMusicSheet.initializeActiveClefs(),W=[],q=B.getCompleteNumberOfStaves(),Z=[];for(let U=0;U<q;U++)Z.push(void 0);for(let U=0,J=B.SourceMeasures.length;U<J;++U){const K=B.SourceMeasures[U],Q=this.createGraphicalMeasuresForSourceMeasure(K,R,W,Z,G);if(D.push(Q),K.multipleRestMeasures>0&&this.rules.RenderMultipleRestMeasures){K.isReducedToMultiRest=!0,K.multipleRestMeasureNumber=1;const te=K.multipleRestMeasures-1;U+=te;for(let re=1;re<=te;re++){const se=B.SourceMeasures[K.MeasureNumber-1+re];se.multipleRestMeasureNumber=re+1,se.isReducedToMultiRest=!0,D.push([void 0])}}}if(this.rules.AutoGenerateMutipleRestMeasuresFromRestMeasures&&this.rules.RenderMultipleRestMeasures){let U,J=0;for(let K=0,Q=B.SourceMeasures.length;K<Q;++K){const te=B.SourceMeasures[K];if(!te.isReducedToMultiRest&&te.canBeReducedToMultiRest())if(J>0){U.isReducedToMultiRest=!0,U.multipleRestMeasureNumber=1,J++,te.multipleRestMeasureNumber=J,te.isReducedToMultiRest=!0;for(let re=0;re<D[K].length;re++)D[K][re]=void 0}else U=te,J=1;else if(J>1){U.multipleRestMeasures=J;const re=this.createGraphicalMeasuresForSourceMeasure(U,R,W,Z,G);D[U.measureListIndex]=re,J=0,U=void 0}else J=0,U=void 0}if(J>1){U.multipleRestMeasures=J,U.isReducedToMultiRest=!0;const K=this.createGraphicalMeasuresForSourceMeasure(U,R,W,Z,G);D[U.measureListIndex]=K,J=0,U=void 0}}const Y=G.map(U=>U.ClefType===ClefEnum.percussion);this.handleStaffEntries(Y),this.calculateVerticalContainersList(),this.setIndicesToVerticalGraphicalContainers()}calculate(){this.musicSystems=[],this.clearSystemsAndMeasures(),this.clearRecreatedObjects(),this.createGraphicalTies(),this.calculateSheetLabelBoundingBoxes(),this.calculateXLayout(this.graphicalMusicSheet,this.maxInstrNameLabelLength()),this.graphicalMusicSheet.MusicPages.length=0,this.calculateMusicSystems(),GraphicalMusicSheet.transformRelativeToAbsolutePosition(this.graphicalMusicSheet)}calculateXLayout(B,D){let R=0;const G=this.rules.MaxInstructionsConstValue;if(this.graphicalMusicSheet.MeasureList.length>0){let W=this.graphicalMusicSheet.MeasureList[0],q=this.calculateMeasureXLayout(W);q=this.calculateMeasureWidthFromStaffEntries(W,q),MusicSheetCalculator.setMeasuresMinStaffEntriesWidth(W,q),R=q*1.2+D+G;for(let Z=1;Z<this.graphicalMusicSheet.MeasureList.length;Z++)W=this.graphicalMusicSheet.MeasureList[Z],q=this.calculateMeasureXLayout(W),q=this.calculateMeasureWidthFromStaffEntries(W,q),MusicSheetCalculator.setMeasuresMinStaffEntriesWidth(W,q),R=Math.max(R,q*1.2+G)}this.graphicalMusicSheet.MinAllowedSystemWidth=R}calculateMeasureWidthFromStaffEntries(B,D){throw new Error(this.abstractNotImplementedErrorMessage)}formatMeasures(){throw new Error(this.abstractNotImplementedErrorMessage)}calculateMeasureXLayout(B){throw new Error(this.abstractNotImplementedErrorMessage)}initGraphicalMeasuresCreation(){throw new Error(this.abstractNotImplementedErrorMessage)}handleBeam(B,D,R){throw new Error(this.abstractNotImplementedErrorMessage)}handleTiedGraphicalNote(B,D,R,G,W,q,Z,Y){throw new Error(this.abstractNotImplementedErrorMessage)}handleVoiceEntryLyrics(B,D,R){throw new Error(this.abstractNotImplementedErrorMessage)}handleVoiceEntryOrnaments(B,D,R){throw new Error(this.abstractNotImplementedErrorMessage)}handleVoiceEntryArticulations(B,D,R){throw new Error(this.abstractNotImplementedErrorMessage)}handleVoiceEntryTechnicalInstructions(B,D,R){throw new Error(this.abstractNotImplementedErrorMessage)}handleTuplet(B,D,R){throw new Error(this.abstractNotImplementedErrorMessage)}layoutVoiceEntry(B,D,R,G){throw new Error(this.abstractNotImplementedErrorMessage)}layoutStaffEntry(B){throw new Error(this.abstractNotImplementedErrorMessage)}createGraphicalTie(B,D,R,G,W){throw new Error(this.abstractNotImplementedErrorMessage)}updateStaffLineBorders(B){throw new Error(this.abstractNotImplementedErrorMessage)}calculateMeasureNumberPlacement(B){const D=B.StaffLines[0];if(!D||!D.Measures[0]){log$2.warn("calculateMeasureNumberPlacement: measure undefined for system.Id "+B.Id);return}let R=D.Measures[0].MeasureNumber,G=0;for(let W=0;W<D.Measures.length;W++){if(this.rules.RenderMeasureNumbersOnlyAtSystemStart&&W>0)return;const q=D.Measures[W];(q.MeasureNumber===0||q.MeasureNumber===1)&&(R=q.MeasureNumber),q!==D.Measures[0]&&this.rules.MeasureNumberLabelXOffset?G=this.rules.MeasureNumberLabelXOffset:G=0;const Z=this.rules.UseXMLMeasureNumbers&&q.MeasureNumber===1&&q.parentSourceMeasure.getPrintedMeasureNumber()!==1;((q.MeasureNumber===R||q.MeasureNumber>=R+this.rules.MeasureNumberLabelOffset)&&!q.parentSourceMeasure.ImplicitMeasure||Z)&&((q.MeasureNumber!==1||q.MeasureNumber===1&&q!==D.Measures[0]||Z)&&this.calculateSingleMeasureNumberPlacement(q,D,B,G),R=q.MeasureNumber)}}calculateSingleMeasureNumberPlacement(B,D,R,G=0){const W=B.parentSourceMeasure.getPrintedMeasureNumber().toString(),q=new Label(W),Z=new GraphicalLabel(q,this.rules.MeasureNumberLabelHeight,TextAlignmentEnum.LeftBottom,this.rules),Y=D.SkyBottomLineCalculator;Z.setLabelPositionAndShapeBorders(),Z.PositionAndShape.Parent=R.PositionAndShape;const U=D.PositionAndShape.RelativePosition.x+B.PositionAndShape.RelativePosition.x-Z.PositionAndShape.BorderMarginLeft+G;let J,K=U,Q=U-Z.PositionAndShape.BorderLeft+Z.PositionAndShape.BorderRight;K-=D.PositionAndShape.RelativePosition.x,Q-=D.PositionAndShape.RelativePosition.x;const te=K+.5,re=Q-.5,se=Y.getSkyLineMinInRange(te,re);if(B===D.Measures[0]){let ie=0;if(R.GroupBrackets.length>0)for(const ae of R.GroupBrackets)ie=Math.min(ie,ae.PositionAndShape.BorderTop);J=Math.min(se,ie)}else J=se;J=Math.min(0,J),Z.PositionAndShape.RelativePosition=new PointF2D(U,J),R.MeasureNumberLabels.push(Z)}calculateMeasureNumberSkyline(B){const D=B.StaffLines[0];for(const R of B.MeasureNumberLabels){let G=R.PositionAndShape.RelativePosition.x,W=G-R.PositionAndShape.BorderLeft+R.PositionAndShape.BorderRight;G-=D.PositionAndShape.RelativePosition.x,W-=D.PositionAndShape.RelativePosition.x,D.SkyBottomLineCalculator.updateSkyLineInRange(G,W,R.PositionAndShape.RelativePosition.y+R.PositionAndShape.BorderMarginTop)}}layoutGraphicalTie(B,D,R){throw new Error(this.abstractNotImplementedErrorMessage)}calculateSingleStaffLineLyricsPosition(B,D){let R=0,G=this.rules.StaffHeight;const W=[],q=B.SkyBottomLineCalculator;let Z=B.Measures.length;for(let U=0;U<Z;++U){const J=B.Measures[U],K=J.PositionAndShape.RelativePosition,Q=J.staffEntries.length;for(let te=0;te<Q;++te){const re=J.staffEntries[te];if(re.LyricsEntries.length>0){W.push(re),R=Math.max(R,re.LyricsEntries.length);const se=re.PositionAndShape.RelativePosition.x+K.x;let ie=Number.MAX_VALUE,ae=Number.MIN_VALUE;for(let ue=0;ue<re.LyricsEntries.length;ue++){const ce=re.LyricsEntries[ue].GraphicalLabel;ie=Math.min(ie,se+ce.PositionAndShape.BorderMarginLeft),ae=Math.max(ae,se+ce.PositionAndShape.BorderMarginRight)}const le=q.getBottomLineMaxInRange(ie,ae);G=Math.max(G,le)}}}let Y=0;Z=W.length;for(const U of W)for(let J=0;J<U.LyricsEntries.length;J++){const K=U.LyricsEntries[J],Q=K.GraphicalLabel,te=K.LyricsEntry.VerseNumber,re=D.indexOf(te);let ie=G+this.rules.LyricsHeight+this.rules.VerticalBetweenLyricsDistance+this.rules.LyricsYOffsetToStaffHeight+(this.rules.VerticalBetweenLyricsDistance+this.rules.LyricsHeight)*re;this.leadSheet&&(ie=3.4+(this.rules.VerticalBetweenLyricsDistance+this.rules.LyricsHeight)*re);const ae=Q.PositionAndShape.RelativePosition.x;Q.PositionAndShape.RelativePosition=new PointF2D(ae,ie),Y=Math.max(Y,ie)}if(W.length>0){const U=B.PositionAndShape.Size.width;let J=W[0].PositionAndShape.RelativePosition.x+W[0].PositionAndShape.BorderMarginLeft+W[0].parentMeasure.PositionAndShape.RelativePosition.x;J=J>U?U:J,q.updateBottomLineInRange(J,U,Y)}return W}calculateLyricsExtendsAndDashes(B){for(let D=0,R=B.length;D<R;++D){const G=B[D];for(let W=0;W<G.LyricsEntries.length;W++){const q=G.LyricsEntries[W];q.ParentLyricWord&&q.ParentLyricWord.GraphicalLyricsEntries[q.ParentLyricWord.GraphicalLyricsEntries.length-1]!==q&&this.calculateSingleLyricWord(q),q.LyricsEntry.extend&&this.calculateLyricExtend(q)}}}calculateSingleOctaveShift(B,D,R,G){throw new Error(this.abstractNotImplementedErrorMessage)}calculateWordRepetitionInstruction(B,D){throw new Error(this.abstractNotImplementedErrorMessage)}calculateMoodAndUnknownExpression(B,D,R){var Z;const G=B.AbsoluteTimestamp,W=this.graphicalMusicSheet.MeasureList[D];let q=new PointF2D;if(B.MoodList.length>0||B.UnknownList.length>0){let Y="";for(let te=0,re=B.EntriesList.length;te<re;++te){const se=B.EntriesList[te];se.prefix!==""&&(Y===""?Y+=se.prefix:Y+=" "+se.prefix),Y===""?Y+=se.label:Y+=" "+se.label}const U=W[R].ParentStaffLine;if(!U){log$2.debug("MusicSheetCalculator.calculateMoodAndUnknownExpression: staffLine undefined. Returning.");return}q=this.getRelativePositionInStaffLineFromTimestamp(G,R,U,U==null?void 0:U.isPartOfMultiStaffInstrument()),Math.abs(q.x-0)<1e-4&&(q.x=W[R].beginInstructionsWidth+this.rules.RhythmRightMargin);const J=this.rules.UnknownTextHeight,K=B.getPlacementOfFirstEntry(),Q=this.calculateLabel(U,q,Y,B.getFontstyleOfFirstEntry(),K,J);new GraphicalUnknownExpression(U,Q,K,(Z=W[R])==null?void 0:Z.parentSourceMeasure,B)}}clearRecreatedObjects(){for(let B=0,D=this.staffEntriesWithGraphicalTies.length;B<D;++B){const R=this.staffEntriesWithGraphicalTies[B];R.GraphicalTies.length=0}this.staffEntriesWithGraphicalTies.length=0}handleStaffEntryLink(B,D){log$2.debug("handleStaffEntryLink not implemented")}calculateMusicSystems(){if(!this.graphicalMusicSheet.MeasureList)return;const B=this.graphicalMusicSheet.MeasureList;if(!B)return;this.rules.MinMeasureToDrawIndex>B.length-1&&(log$2.debug("minimum measure to draw index out of range. resetting min measure index to limit."),this.rules.MinMeasureToDrawIndex=B.length-1);const D=[];for(let q=this.rules.MinMeasureToDrawIndex,Z=B.length;q<Z&&q<=this.rules.MaxMeasureToDrawIndex;++q){const Y=B[q],U=[];for(let J=0,K=Y.length;J<K;++J){const Q=B[q][J];if(Q!=null&&Q.isVisible()&&(U.push(Q),this.rules.ColoringEnabled))for(const te of Q.staffEntries)for(const re of te.graphicalVoiceEntries)re.color()}D.push(U)}let R=0;for(let q=0,Z=D.length;q<Z;++q){const Y=D[q];R=Math.max(Y.length,R);break}if(R===0)return;let G;if(B.length===1||this.rules.RenderSingleHorizontalStaffline?G=new MusicSystemBuilder:G=new JustifiedMusicSystemBuilder,G.initialize(this.graphicalMusicSheet,D,R),this.musicSystems=G.buildMusicSystems(),this.formatMeasures(),this.leadSheet||(this.optimizeRestPlacement(),this.calculateStaffEntryArticulationMarks(),this.rules.RenderSlurs&&this.calculateTieCurves()),this.calculateSkyBottomLines(),this.calculateTupletNumbers(),this.rules.RenderMeasureNumbers)for(let q=0,Z=this.musicSystems.length;q<Z;++q){const Y=this.musicSystems[q];this.calculateMeasureNumberPlacement(Y)}if(this.calculateFingerings(),!this.leadSheet&&this.rules.RenderSlurs&&this.calculateSlurs(),this.rules.RenderMeasureNumbers)for(let q=0,Z=this.musicSystems.length;q<Z;++q){const Y=this.musicSystems[q];this.calculateMeasureNumberSkyline(Y)}this.leadSheet||this.calculateOrnaments(),this.calculateChordSymbols(),this.leadSheet||(this.calculateDynamicExpressions(),this.calculateMoodAndUnknownExpressions(),this.calculateExpressionAlignements(),this.calculateOctaveShifts(),this.calculatePedals(),this.calculateWavyLines(),this.calculateWordRepetitionInstructions()),this.calculateRepetitionEndings(),this.leadSheet||this.calculateTempoExpressions(),this.calculateRehearsalMarks(),this.calculateLyricsPosition();for(let q=0,Z=this.musicSystems.length;q<Z;++q){const Y=this.musicSystems[q];for(let U=0,J=Y.StaffLines.length;U<J;++U){const K=Y.StaffLines[U];this.updateStaffLineBorders(K)}}G.calculateSystemYLayout(),this.calculateMarkedAreas();for(let q=0,Z=this.graphicalMusicSheet.MusicPages.length;q<Z;++q){const Y=this.graphicalMusicSheet.MusicPages[q];for(let J=0,K=Y.MusicSystems.length;J<K;++J){const Q=q===0&&J===0,te=Y.MusicSystems[J];te.setMusicSystemLabelsYPosition(),this.leadSheet?te===te.Parent.MusicSystems[0]&&te.createSystemLeftLine(this.rules.SystemThinLineWidth,this.rules.SystemLabelsRightMargin,Q):(te.setYPositionsToVerticalLineObjectsAndCreateLines(this.rules),te.createSystemLeftLine(this.rules.SystemThinLineWidth,this.rules.SystemLabelsRightMargin,Q),te.createInstrumentBrackets(this.graphicalMusicSheet.ParentMusicSheet.Instruments,this.rules.StaffHeight),te.createGroupBrackets(this.graphicalMusicSheet.ParentMusicSheet.InstrumentalGroups,this.rules.StaffHeight,0),te.alignBeginInstructions()),te.calculateBorders(this.rules)}const U=Y.MusicSystems[0].PositionAndShape.BorderTop;for(let J=0,K=Y.MusicSystems.length;J<K;++J){const Q=Y.MusicSystems[J];Q.PositionAndShape.RelativePosition=new PointF2D(Q.PositionAndShape.RelativePosition.x,Q.PositionAndShape.RelativePosition.y-U)}for(let J=0,K=Y.MusicSystems.length;J<K;++J){const Q=Y.MusicSystems[J];for(let te=0,re=Q.StaffLines.length;te<re;++te)Q.StaffLines[te].addActivitySymbolClickArea()}Y.PositionAndShape.calculateTopBottomBorders(),Y===this.graphicalMusicSheet.MusicPages[0]&&this.calculatePageLabels(Y),Y.PositionAndShape.calculateTopBottomBorders()}}calculateMarkedAreas(){}calculateChordSymbols(){for(const B of this.musicSystems)for(const D of B.StaffLines){const R=D.SkyBottomLineCalculator;let G=Number.MAX_SAFE_INTEGER;if(this.rules.ChordSymbolYAlignment&&this.rules.ChordSymbolYAlignmentScope==="staffline"){const W=[];for(const q of D.Measures)W.push(...q.staffEntries);G=this.calculateAlignedChordSymbolsOffset(W,R)}for(const W of D.Measures){this.rules.ChordSymbolYAlignment&&this.rules.ChordSymbolYAlignmentScope==="measure"&&(G=this.calculateAlignedChordSymbolsOffset(W.staffEntries,R));for(const q of W.staffEntries)if(!(!q.graphicalChordContainers||q.graphicalChordContainers.length===0))for(let Z=0;Z<q.graphicalChordContainers.length;Z++){const Y=q.graphicalChordContainers[Z],U=q.PositionAndShape,J=Y.PositionAndShape,K=J.BorderMarginLeft+U.AbsolutePosition.x,Q=J.BorderMarginRight+U.AbsolutePosition.x;(!this.rules.ChordSymbolYAlignment||G>0)&&(G=R.getSkyLineMinInRange(K,Q));let te=0;Z===0?(te+=this.rules.ChordSymbolYOffset,te+=.1):te+=this.rules.ChordSymbolYPadding,te*=-1;const re=Y.GraphicalLabel;re.PositionAndShape.RelativePosition.y=G+te,re.setLabelPositionAndShapeBorders(),re.PositionAndShape.calculateBoundingBox(),R.updateSkyLineInRange(K,Q,G+re.PositionAndShape.BorderMarginTop)}}}}calculateAlignedChordSymbolsOffset(B,D){let R=Number.MAX_SAFE_INTEGER;for(const G of B)for(const W of G.graphicalChordContainers){const q=G.PositionAndShape,Z=W.PositionAndShape,Y=Z.BorderMarginLeft+q.AbsolutePosition.x,U=Z.BorderMarginRight+q.AbsolutePosition.x;R=Math.min(R,D.getSkyLineMinInRange(Y,U))}return R}layoutMeasureWithWholeRest(B,D,R){}layoutBeams(B){}layoutArticulationMarks(B,D,R){}layoutOrnament(B,D,R){}calculateRestNotePlacementWithinGraphicalBeam(B,D,R,G,W){}calculateTupletNumbers(){}calculateSlurs(){}calculateDynamicExpressionsForMultiExpression(B,D,R){}calculateGraphicalVerbalContinuousDynamic(B,D){const R=B.Label,G=D.x+R.PositionAndShape.BorderMarginLeft,W=D.x+R.PositionAndShape.BorderMarginRight,q=B.ContinuousDynamic.Placement,Y=B.ParentStaffLine.SkyBottomLineCalculator;let U;q===PlacementEnum.Below?(U=Y.getBottomLineMaxInRange(G,W),R.PositionAndShape.RelativePosition=new PointF2D(D.x,U-R.PositionAndShape.BorderMarginTop)):(U=Y.getSkyLineMinInRange(G,W),R.PositionAndShape.RelativePosition=new PointF2D(D.x,U-R.PositionAndShape.BorderMarginBottom))}calculateGraphicalContinuousDynamic(B,D){var ge,Te,Xe;const R=B.ParentStaffLine.ParentStaff.idInMusicSheet,G=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(B.ContinuousDynamic.EndMultiExpression.SourceMeasureParent,R);if(!G){log$2.warn("MusicSheetCalculator.calculateGraphicalContinuousDynamic: No endMeasure found");return}B.EndMeasure=G;const W=B.ParentStaffLine,q=G.ParentStaffLine,Z=q&&W===q;let Y=!1;q?Y=q==null?void 0:q.isPartOfMultiStaffInstrument():W&&(Y=W==null?void 0:W.isPartOfMultiStaffInstrument());const U=Fraction$1.createFromFraction(B.ContinuousDynamic.EndMultiExpression.AbsoluteTimestamp),J=this.graphicalMusicSheet.GetVerticalContainerFromTimestamp(U),K=J.getFirstNonNullStaffEntry().parentMeasure,Q=K.PositionAndShape.AbsolutePosition.x+K.PositionAndShape.BorderRight;let te=new Fraction$1(0,0,0);for(const Se of J.StaffEntries){const we=(ge=Se==null?void 0:Se.sourceStaffEntry)==null?void 0:ge.calculateMaxNoteLength();we!=null&&we.gt(te)&&(te=we)}const re=this.getRelativePositionInStaffLineFromTimestamp(U,R,q,Y,0),se=Fraction$1.plus(U,te),ie=this.getRelativePositionInStaffLineFromTimestamp(se,R,q,Y,0);ie.x>re.x&&ie.x<Q?re.x+=(ie.x-re.x)/this.rules.WedgeEndDistanceBetweenTimestampsFactor:re.x=Q-this.rules.WedgeHorizontalMargin;const ae=this.dynamicExpressionMap.get(B.ContinuousDynamic.StartMultiExpression.AbsoluteTimestamp.RealValue);ae&&(D.x=ae.RelativePosition.x+ae.BorderMarginRight+this.rules.WedgeHorizontalMargin);const le=W.ParentMusicSystem,ue=le.StaffLines.indexOf(W),ce=W.SkyBottomLineCalculator;let de=B.ContinuousDynamic.Placement;const ve=B.ContinuousDynamic.DynamicType;(ve===0||ve===1)&&(de=1);let he;Z&&re.x-D.x<this.rules.WedgeMinLength&&(re.x=D.x+this.rules.WedgeMinLength);const me=D.x,be=q.Measures[0].beginInstructionsWidth-this.rules.WedgeHorizontalMargin-2;let xe=0,Ae=0;Z?xe=re.x:(xe=W.PositionAndShape.Size.width,Ae=re.x,he=new GraphicalContinuousDynamicExpression(B.ContinuousDynamic,q,G.parentSourceMeasure),he.IsSplittedPart=!0,B.IsSplittedPart=!0);let Pe=0,ze=0;if(de===PlacementEnum.Below){let Se=0;if(ue<le.StaffLines.length-1&&(Se=ue+1),Se>ue){const Ne=le.StaffLines[Se].PositionAndShape.RelativePosition.y-W.PositionAndShape.RelativePosition.y-this.rules.StaffHeight;Pe=this.rules.StaffHeight+Ne/2}else Pe=this.rules.WedgePlacementBelowY;Pe-=this.rules.WedgeOpeningLength/2,Z||(ze=Pe);let we=ce.getBottomLineMaxInRange(me,xe);if(we>Pe&&(Pe=we),ue<le.StaffLines.length-1){const Me=W.findClosestStaffEntry(xe),Ne=W.findClosestStaffEntry(me);Ne&&Me&&Ne.parentVerticalContainer}Z||(we=q.SkyBottomLineCalculator.getBottomLineMaxInRange(be,Ae),we>ze&&(ze=we),ze+=this.rules.WedgeOpeningLength/2,ze+=this.rules.WedgeVerticalMargin),Pe+=this.rules.WedgeOpeningLength/2,Pe+=this.rules.WedgeVerticalMargin}else if(de===PlacementEnum.Above){if(W.ParentStaff.ParentInstrument.Staves.length===1)Pe=this.rules.WedgePlacementAboveY;else{let we=0;ue>0&&(we=ue-1);const Me=le.StaffLines[we];Pe=-(W.PositionAndShape.RelativePosition.y-Me.PositionAndShape.RelativePosition.y-this.rules.StaffHeight)/2}Pe+=this.rules.WedgeOpeningLength/2,Z||(ze=Pe);let Se=ce.getSkyLineMinInRange(me,xe);if(Se<Pe&&(Pe=Se),W.ParentStaff.ParentInstrument.Staves.length>1&&ue>0){const we=W.findClosestStaffEntry(me),Me=W.findClosestStaffEntry(xe);we&&Me&&we.parentVerticalContainer}Z||(Se=q.SkyBottomLineCalculator.getSkyLineMinInRange(be,Ae),Se<ze&&(ze=Se),ze-=this.rules.WedgeOpeningLength/2),Pe-=this.rules.WedgeOpeningLength/2,Pe-=this.rules.WedgeVerticalMargin,Z||(ze-=this.rules.WedgeVerticalMargin)}B.Lines.clear(),((Xe=(Te=B==null?void 0:B.ParentStaffLine)==null?void 0:Te.ParentStaff)==null?void 0:Xe.StafflineCount)===2&&(Pe+=1,ze+=3),B.ContinuousDynamic.DynamicType===ContDynamicEnum.crescendo?Z?(B.createCrescendoLines(me,xe,Pe),B.calcPsi()):(B.createFirstHalfCrescendoLines(me,xe,Pe),B.calcPsi(),he.createSecondHalfCrescendoLines(be,Ae,ze),he.calcPsi()):B.ContinuousDynamic.DynamicType===ContDynamicEnum.diminuendo&&(Z?(B.createDiminuendoLines(me,xe,Pe),B.calcPsi()):(B.createFirstHalfDiminuendoLines(me,xe,Pe),B.calcPsi(),he.createSecondHalfDiminuendoLines(be,Ae,ze),he.calcPsi())),this.dynamicExpressionMap.set(U.RealValue,B.PositionAndShape)}calculateGraphicalInstantaneousDynamicExpression(B,D,R){const G=B.ParentStaffLine;if(!G)return;const W=D.x+B.PositionAndShape.BorderMarginLeft,q=D.x+B.PositionAndShape.BorderMarginRight,Z=G.SkyBottomLineCalculator;let Y=0;if(B.Placement===PlacementEnum.Above){const U=Z.getSkyLineMinInRange(W,q);if(G.isPartOfMultiStaffInstrument()&&G.ParentStaff!==G.ParentStaff.ParentInstrument.Staves[0]){const J=G.ParentMusicSystem.StaffLines[G.ParentMusicSystem.StaffLines.indexOf(G)-1],K=G.PositionAndShape.RelativePosition.y-J.PositionAndShape.RelativePosition.y-this.rules.StaffHeight;U>-K/2?Y=-K/2:Y=U-B.PositionAndShape.BorderMarginBottom}else Y=U-B.PositionAndShape.BorderMarginBottom;B.PositionAndShape.RelativePosition=new PointF2D(D.x,Y)}else if(B.Placement===PlacementEnum.Below){const U=Z.getBottomLineMaxInRange(W,q),J=G.ParentStaff.ParentInstrument.Staves[G.ParentStaff.ParentInstrument.Staves.length-1];if(G.isPartOfMultiStaffInstrument()&&G.ParentStaff!==J){const Q=G.ParentMusicSystem.StaffLines[G.ParentMusicSystem.StaffLines.indexOf(G)+1].PositionAndShape.RelativePosition.y-G.PositionAndShape.RelativePosition.y-this.rules.StaffHeight,te=B.PositionAndShape.BorderMarginBottom;U+te<this.rules.StaffHeight+Q/2?Y=this.rules.StaffHeight+Q/2:Y=U-B.PositionAndShape.BorderMarginTop}else Y=U-B.PositionAndShape.BorderMarginTop;B.PositionAndShape.RelativePosition=new PointF2D(D.x,Y)}B.updateSkyBottomLine()}calcGraphicalRepetitionEndingsRecursively(B){}layoutSingleRepetitionEnding(B,D,R,G,W,q){}calculateLabel(B,D,R,G,W,q,Z=TextAlignmentEnum.CenterBottom){const Y=new Label(R,Z);Y.fontStyle=G,Y.fontHeight=q;const U=new GraphicalLabel(Y,q,Y.textAlignment,this.rules,B.PositionAndShape),J=1.1;W===PlacementEnum.Below&&(U.Label.textAlignment=TextAlignmentEnum.LeftTop),U.setLabelPositionAndShapeBorders(),U.PositionAndShape.BorderMarginBottom*=J,U.PositionAndShape.BorderMarginTop*=J,U.PositionAndShape.BorderMarginLeft*=J,U.PositionAndShape.BorderMarginRight*=J;let K=D.x+U.PositionAndShape.BorderMarginLeft,Q=D.x+U.PositionAndShape.BorderMarginRight;Q>B.PositionAndShape.Size.width&&(Q=B.PositionAndShape.Size.width-this.rules.MeasureRightMargin,K=Q-U.PositionAndShape.MarginSize.width,D.x=K-U.PositionAndShape.BorderMarginLeft);let te;const re=B.SkyBottomLineCalculator;return W===PlacementEnum.Below?te=re.getBottomLineMaxInRange(K,Q):te=re.getSkyLineMinInRange(K,Q),U.PositionAndShape.RelativePosition=new PointF2D(D.x,te),W===PlacementEnum.Below?re.updateBottomLineInRange(K,Q,U.PositionAndShape.BorderMarginBottom+te):re.updateSkyLineInRange(K,Q,U.PositionAndShape.BorderMarginTop+te),U}calculateTempoExpressionsForMultiTempoExpression(B,D,R,G){metronomeMarks={};const W=Fraction$1.plus(B.AbsoluteTimestamp,D.Timestamp),q=this.graphicalMusicSheet.MeasureList[R];let Z=new PointF2D;if(D.ContinuousTempo||D.InstantaneousTempo){if(this.rules.MinMeasureToDrawIndex>0||!q[0])return;let Y=q[0].ParentStaffLine,U=q[0].PositionAndShape.RelativePosition.x,J=0;for(let K=0;K<q.length;K++)if(!(!q[K].ParentStaffLine||q[K].ParentStaffLine.Measures.length===0)&&q[K].ParentStaffLine.Measures.length>0){Y=q[K].ParentStaffLine,U=q[K].PositionAndShape.RelativePosition.x,J=K;break}if(Z=this.getRelativePositionInStaffLineFromTimestamp(W,J,Y,Y.isPartOfMultiStaffInstrument(),U),D.EntriesList.length>0&&D.EntriesList[0].Expression instanceof InstantaneousTempoExpression){const K=D.EntriesList[0].Expression;if(K.Placement=PlacementEnum.Above,Y.Measures[0].staffEntries.length>0&&Math.abs(Z.x-Y.Measures[0].staffEntries[0].PositionAndShape.RelativePosition.x)===0&&Y.ParentMusicSystem===this.musicSystems[0]){const Q=Y.Measures[0].FirstInstructionStaffEntry;if(Q){const te=Q.GraphicalInstructions.last();Z.x=te.PositionAndShape.RelativePosition.x}this.rules.CompactMode&&(Z.x=Y.PositionAndShape.RelativePosition.x+Y.Measures[0].PositionAndShape.RelativePosition.x)}}for(const K of D.EntriesList){let Q=TextAlignmentEnum.CenterBottom;this.rules.CompactMode&&(Q=TextAlignmentEnum.LeftBottom);const te=this.calculateLabel(Y,Z,K.label,D.getFontstyleOfFirstEntry(),K.Expression.Placement,this.rules.UnknownTextHeight,Q);if(K.Expression instanceof InstantaneousTempoExpression){for(const se of Y.AbstractExpressions)se instanceof GraphicalInstantaneousTempoExpression&&(se.SourceExpression.Label,K.Expression.Label);new GraphicalInstantaneousTempoExpression(K.Expression,te).ParentStaffLine||log$2.warn("Adding staffline didn't work"),K.Expression.Enum===TempoEnum.metronomeMark&&(metronomeMarks[R]=K.Expression)}else K.Expression instanceof ContinuousTempoExpression;if(G===B.TempoExpressions.length-1)for(const re of Object.values(metronomeMarks))this.createMetronomeMark(re,R)}}}createMetronomeMark(B,D){throw new Error(this.abstractNotImplementedErrorMessage)}graphicalMeasureCreatedCalculations(B){}clearSystemsAndMeasures(){for(let B=0,D=this.graphicalMusicSheet.MusicPages.length;B<D;++B){const R=this.graphicalMusicSheet.MusicPages[B];for(let G=0,W=R.MusicSystems.length;G<W;++G){const q=R.MusicSystems[G];for(let Z=0,Y=q.StaffLines.length;Z<Y;++Z){const U=q.StaffLines[Z];for(let J=0,K=U.Measures.length;J<K;++J){const Q=U.Measures[J];if(Q.FirstInstructionStaffEntry){const te=Q.PositionAndShape.ChildElements.indexOf(Q.FirstInstructionStaffEntry.PositionAndShape);te>-1&&Q.PositionAndShape.ChildElements.splice(te,1),Q.FirstInstructionStaffEntry=void 0,Q.beginInstructionsWidth=0}if(Q.LastInstructionStaffEntry){const te=Q.PositionAndShape.ChildElements.indexOf(Q.LastInstructionStaffEntry.PositionAndShape);te>-1&&Q.PositionAndShape.ChildElements.splice(te,1),Q.LastInstructionStaffEntry=void 0,Q.endInstructionsWidth=0}}U.Measures=[],U.PositionAndShape.ChildElements=[]}q.StaffLines.length=0,q.PositionAndShape.ChildElements=[]}R.MusicSystems=[],R.PositionAndShape.ChildElements=[]}this.graphicalMusicSheet.MusicPages=[]}handleVoiceEntry(B,D,R,G,W,q,Z,Y,U,J=void 0,K=void 0){B.StemDirectionXml!==StemDirectionType.Undefined&&this.rules.SetWantedStemDirectionByXml&&B.StemDirectionXml!==void 0?B.WantedStemDirection=B.StemDirectionXml:this.calculateStemDirectionFromVoices(B);const Q=D.findOrCreateGraphicalVoiceEntry(B);Q.octaveShiftValue=Y;const te=D.tabStaffEntry;let re;te&&(re=te.findOrCreateGraphicalVoiceEntry(B));for(let se=0,ie=B.Notes.length;se<ie;++se){const ae=B.Notes[se];if(!ae||K!==void 0&&K.Link!==void 0&&J!==void 0&&J.indexOf(ae)>-1)continue;let le;if(B.IsGrace?le=MusicSheetCalculator.symbolFactory.createGraceNote(ae,Q,W,this.rules,Y):(le=MusicSheetCalculator.symbolFactory.createNote(ae,Q,W,Y,this.rules,void 0),MusicSheetCalculator.stafflineNoteCalculator.trackNote(le)),ae.Pitch&&this.checkNoteForAccidental(le,R,W,Y),this.resetYPositionForLeadSheet(le.PositionAndShape),D.addGraphicalNoteToListAtCorrectYPosition(Q,le),le.PositionAndShape.calculateBoundingBox(),this.leadSheet||(ae.NoteBeam!==void 0&&ae.PrintObject&&this.handleBeam(le,ae.NoteBeam,Z),ae.NoteTuplet!==void 0&&ae.PrintObject&&this.handleTuplet(le,ae.NoteTuplet,q)),re){const ue=MusicSheetCalculator.symbolFactory.createNote(ae,re,W,Y,this.rules,void 0);te.addGraphicalNoteToListAtCorrectYPosition(re,ue),ue.PositionAndShape.calculateBoundingBox(),this.leadSheet||ae.NoteTuplet&&this.handleTuplet(ue,ae.NoteTuplet,q)}}return B.Articulations.length>0&&this.handleVoiceEntryArticulations(B.Articulations,B,D),B.TechnicalInstructions.length>0&&this.handleVoiceEntryTechnicalInstructions(B.TechnicalInstructions,B,D),B.LyricsEntries.size()>0&&this.handleVoiceEntryLyrics(B,D,G),B.OrnamentContainer&&this.handleVoiceEntryOrnaments(B.OrnamentContainer,B,D),Y}resetYPositionForLeadSheet(B){this.leadSheet&&(B.RelativePosition=new PointF2D(B.RelativePosition.x,0))}layoutVoiceEntries(B,D){if(B.PositionAndShape.RelativePosition=new PointF2D(0,0),!this.leadSheet)for(const R of B.graphicalVoiceEntries){const G=R.notes;if(G.length===0)continue;const W=G[0].sourceNote.ParentVoiceEntry,q=G[0].sourceNote.Pitch!==void 0;this.layoutVoiceEntry(W,G,B,q)}}maxInstrNameLabelLength(){var D;let B=0;for(const R of this.graphicalMusicSheet.ParentMusicSheet.Instruments)if(((D=R.NameLabel)==null?void 0:D.print)&&R.Voices.length>0&&R.Voices[0].Visible){let G=R.NameLabel;this.rules.RenderPartNames||(G=new Label("",G.textAlignment,G.font));const W=new GraphicalLabel(G,this.rules.InstrumentLabelTextHeight,TextAlignmentEnum.LeftCenter,this.rules);W.setLabelPositionAndShapeBorders(),B=Math.max(B,W.PositionAndShape.MarginSize.width)}return this.rules.RenderPartNames?B:0}calculateSheetLabelBoundingBoxes(){var G;const B=this.graphicalMusicSheet.ParentMusicSheet,D=this.rules.DefaultColorTitle;if(B.Title!==void 0&&this.rules.RenderTitle){const W=new GraphicalLabel(B.Title,this.rules.SheetTitleHeight,TextAlignmentEnum.CenterBottom,this.rules);W.Label.IsCreditLabel=!0,W.Label.colorDefault=D,this.graphicalMusicSheet.Title=W,W.setLabelPositionAndShapeBorders()}else this.rules.RenderTitle||(this.graphicalMusicSheet.Title=void 0);if(B.Subtitle!==void 0&&this.rules.RenderSubtitle){const W=new GraphicalLabel(B.Subtitle,this.rules.SheetSubtitleHeight,TextAlignmentEnum.CenterCenter,this.rules);W.Label.IsCreditLabel=!0,W.Label.colorDefault=D,this.graphicalMusicSheet.Subtitle=W,W.setLabelPositionAndShapeBorders()}else this.rules.RenderSubtitle||(this.graphicalMusicSheet.Subtitle=void 0);if(B.Composer!==void 0&&this.rules.RenderComposer){const W=new GraphicalLabel(B.Composer,this.rules.SheetComposerHeight,TextAlignmentEnum.RightCenter,this.rules);W.Label.IsCreditLabel=!0,W.Label.colorDefault=D,this.graphicalMusicSheet.Composer=W,W.setLabelPositionAndShapeBorders()}else this.rules.RenderComposer||(this.graphicalMusicSheet.Composer=void 0);if(B.Lyricist!==void 0&&this.rules.RenderLyricist){const W=new GraphicalLabel(B.Lyricist,this.rules.SheetAuthorHeight,TextAlignmentEnum.LeftCenter,this.rules);W.Label.IsCreditLabel=!0,W.Label.colorDefault=D,this.graphicalMusicSheet.Lyricist=W,W.setLabelPositionAndShapeBorders()}else this.rules.RenderLyricist||(this.graphicalMusicSheet.Lyricist=void 0);const R=(G=this.graphicalMusicSheet.musicSheet.sourceMeasures)==null?void 0:G[0];if(R&&R.FirstInstructionsStaffEntries.length>0){const W=R.FirstInstructionsStaffEntries[0];let q,Z;for(let Y=0,U=W.Instructions.length;Y<U;++Y){const J=W.Instructions[Y];J instanceof ClefInstruction||(J instanceof KeyInstruction?q=J:J instanceof RhythmInstruction&&(Z=J))}if(q){B.CurrentKeyInstruction=q;const Y=VexFlowConverter.keySignature(q),U=new Label("1="+Y),J=new Label(`${Z.Rhythm.Numerator}

${Z.Rhythm.Denominator}`),K=new GraphicalLabel(U,this.rules.SheetAuthorHeight,TextAlignmentEnum.LeftCenter,this.rules),Q=new GraphicalLabel(J,this.rules.SheetAuthorHeight,TextAlignmentEnum.LeftCenter,this.rules),te=new Label("\u1173"),re=new GraphicalLabel(te,this.rules.SheetAuthorHeight,TextAlignmentEnum.LeftCenter,this.rules);U.fontFamily="Arial",U.IsCreditLabel=!0,U.colorDefault=D,J.fontFamily="Arial",J.IsCreditLabel=!0,J.colorDefault=D,te.fontFamily="Arial",te.IsCreditLabel=!0,te.colorDefault=D,this.graphicalMusicSheet.JianpuKeySignature=K,this.graphicalMusicSheet.jianpuTimeSignature=Q,this.graphicalMusicSheet.jianpuLine=re,K.setLabelPositionAndShapeBorders(),Q.setLabelPositionAndShapeBorders(),re.setLabelPositionAndShapeBorders()}}}checkMeasuresForWholeRestNotes(){for(let B=0,D=this.musicSystems.length;B<D;++B){const R=this.musicSystems[B];for(let G=0,W=R.StaffLines.length;G<W;++G){const q=R.StaffLines[G];for(let Z=0,Y=q.Measures.length;Z<Y;++Z){const U=q.Measures[Z];if(U.staffEntries.length===1){const J=U.staffEntries[0];if(J.graphicalVoiceEntries.length>0&&J.graphicalVoiceEntries[0].notes.length===1){const K=J.graphicalVoiceEntries[0].notes[0];!K.sourceNote.Pitch&&new Fraction$1(1,2).lt(K.sourceNote.Length)&&this.layoutMeasureWithWholeRest(K,J,U)}}}}}}optimizeRestNotePlacement(B,D){if(B.graphicalVoiceEntries.length===0)return;const R=B.graphicalVoiceEntries[0].notes;if(R.length===0)return;const G=R[0],W=G.sourceNote.isRest();if(B.graphicalVoiceEntries.length===2){let q=!1;const Z=B.graphicalVoiceEntries[1].notes;Z.length>0&&(q=Z[0].sourceNote.isRest()),W&&q?this.calculateTwoRestNotesPlacementWithCollisionDetection(B):(W||q)&&this.calculateRestNotePlacementWithCollisionDetectionFromGraphicalNote(B)}else if(W&&B!==D.staffEntries[0]&&B!==D.staffEntries[D.staffEntries.length-1]){const q=D.staffEntries.indexOf(B),Z=D.staffEntries[q-1],Y=D.staffEntries[q+1];if(Z.graphicalVoiceEntries.length===1){const U=Z.graphicalVoiceEntries[0].notes[0];if(U.sourceNote.NoteBeam!==void 0&&Y.graphicalVoiceEntries.length===1){const J=Y.graphicalVoiceEntries[0].notes[0];J.sourceNote.NoteBeam!==void 0&&U.sourceNote.NoteBeam===J.sourceNote.NoteBeam&&(this.calculateRestNotePlacementWithinGraphicalBeam(B,G,U,Y,J),B.PositionAndShape.calculateBoundingBox())}}}}getRelativePositionInStaffLineFromTimestamp(B,D,R,G,W=0){let q=new PointF2D,Z,Y;const U=this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers.length,J=this.graphicalMusicSheet.GetInterpolatedIndexInVerticalContainers(B),K=Math.min(Math.floor(J),U-1),Q=Math.min(Math.ceil(J),U-1);if(K<0||D<0)return q;if(Z=this.getFirstLeftNotNullStaffEntryFromContainer(K,D,G),Y=this.getFirstRightNotNullStaffEntryFromContainer(Q,D,G),Z&&Y){let te=Z.parentMeasure.PositionAndShape.RelativePosition.x;W>0&&(te=W);let re=Z.PositionAndShape.RelativePosition.x+te,se=Y.PositionAndShape.RelativePosition.x+Y.parentMeasure.PositionAndShape.RelativePosition.x;W>0&&(se=Y.PositionAndShape.RelativePosition.x+te);let ie=0;if(Z!==Y){const ae=Z.getAbsoluteTimestamp(),le=Y.getAbsoluteTimestamp();ie=Fraction$1.minus(B,ae).RealValue/Fraction$1.minus(le,ae).RealValue}Z.parentMeasure.ParentStaffLine!==Y.parentMeasure.ParentStaffLine&&(Z.parentMeasure.ParentStaffLine===R?se=R.PositionAndShape.Size.width:re=R.PositionAndShape.RelativePosition.x),q=new PointF2D(re+(se-re)*ie,0)}return q}getRelativeXPositionFromTimestamp(B){const D=this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers.length,R=this.graphicalMusicSheet.GetInterpolatedIndexInVerticalContainers(B),G=Math.max(0,Math.min(Math.round(R),D-1)),W=this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[G].getFirstNonNullStaffEntry();return W.PositionAndShape.RelativePosition.x+W.parentMeasure.PositionAndShape.RelativePosition.x}calculatePageLabels(B){var q;this.rules.RenderSingleHorizontalStaffline&&(B.PositionAndShape.BorderRight=B.PositionAndShape.Size.width,B.PositionAndShape.calculateBoundingBox(),this.graphicalMusicSheet.ParentMusicSheet.pageWidth=B.PositionAndShape.Size.width);let D=10;if(B.MusicSystems.length>0){const Z=B.MusicSystems[0];D=Z.PositionAndShape.RelativePosition.y+Z.PositionAndShape.BorderTop}if(this.graphicalMusicSheet.Title){const Z=this.graphicalMusicSheet.Title;Z.PositionAndShape.Parent=B.PositionAndShape;const Y=new PointF2D;Y.x=this.graphicalMusicSheet.ParentMusicSheet.pageWidth/2,Y.y=this.rules.TitleTopDistance+this.rules.SheetTitleHeight,Z.PositionAndShape.RelativePosition=Y,B.Labels.push(Z)}if(this.graphicalMusicSheet.Subtitle){const Z=this.graphicalMusicSheet.Subtitle;Z.PositionAndShape.Parent=B.PositionAndShape;const Y=new PointF2D;Y.x=this.graphicalMusicSheet.ParentMusicSheet.pageWidth/2,Y.y=this.rules.TitleTopDistance+this.rules.SheetTitleHeight+this.rules.SheetMinimumDistanceBetweenTitleAndSubtitle,Z.PositionAndShape.RelativePosition=Y,B.Labels.push(Z)}const R=this.graphicalMusicSheet.Composer;let G;if(R){R.PositionAndShape.Parent=B.PositionAndShape,R.setLabelPositionAndShapeBorders();const Z=new PointF2D;Z.x=this.graphicalMusicSheet.ParentMusicSheet.pageWidth-this.rules.PageRightMargin,Z.y=D,Z.y-=this.rules.SystemComposerDistance;const Y=(q=R.TextLines)==null?void 0:q.length;Y>1&&(Z.y-=R.PositionAndShape.BorderBottom*(Y-1)/Y),G=Z.y,R.PositionAndShape.RelativePosition=Z,B.Labels.push(R)}const W=this.graphicalMusicSheet.Lyricist;if(W){W.PositionAndShape.Parent=B.PositionAndShape,W.setLabelPositionAndShapeBorders();const Z=new PointF2D;Z.x=this.rules.PageLeftMargin,Z.y=D,Z.y+=W.PositionAndShape.BorderBottom,Z.y=Math.min(Z.y,G!=null?G:Number.MAX_SAFE_INTEGER),W.PositionAndShape.RelativePosition=Z,B.Labels.push(W)}}createGraphicalTies(){for(let B=0;B<this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length;B++){const D=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[B];for(let R=0;R<D.CompleteNumberOfStaves;R++)for(let G=0;G<D.VerticalSourceStaffEntryContainers.length;G++){const W=D.VerticalSourceStaffEntryContainers[G].StaffEntries[R];if(W){const q=this.graphicalMusicSheet.findGraphicalStaffEntryFromMeasureList(R,B,W);q&&(q.GraphicalTies.clear(),q.ties.clear());for(let Z=0,Y=W.VoiceEntries.length;Z<Y;++Z){const U=W.VoiceEntries[Z];for(let J=0,K=U.Notes.length;J<K;++J){const Q=U.Notes[J];if(Q.NoteTie){const te=Q.NoteTie;if(Q===Q.NoteTie.Notes.last())continue;for(const re of q.GraphicalTies)re.Tie;this.handleTie(te,q,R,B)}}}this.setTieDirections(q)}}}}handleTie(B,D,R,G){if(!D)return;D.ties.push(B);let W=D,q,Z,Y;for(let U=1;U<B.Notes.length;U++)if(q=W.findTieGraphicalNoteFromNote(B.Notes[U-1]),Z=this.graphicalMusicSheet.GetGraphicalFromSourceStaffEntry(B.Notes[U].ParentStaffEntry),!!Z){if(Y=Z.findTieGraphicalNoteFromNote(B.Notes[U]),q!==void 0&&Y!==void 0&&Z){if(!q.sourceNote.PrintObject||!Y.sourceNote.PrintObject)continue;const J=this.createGraphicalTie(B,W,Z,q,Y);W.GraphicalTies.push(J),this.staffEntriesWithGraphicalTies.indexOf(W)>=0&&this.staffEntriesWithGraphicalTies.push(W)}W=Z}}setTieDirections(B){if(!B)return;const D=B.ties;if(D.length>1){let R;for(const G of D){const W=G.Notes[0];(!R||W.Pitch.getHalfTone()>R.Pitch.getHalfTone())&&(R=W)}for(const G of D)G.TieDirection===PlacementEnum.NotYetDefined&&(G.Notes[0]===R?G.TieDirection=PlacementEnum.Above:G.TieDirection=PlacementEnum.Below)}}createAccidentalCalculators(){const B=[],D=this.graphicalMusicSheet.ParentMusicSheet.getFirstSourceMeasure();if(D)for(let R=0;R<D.CompleteNumberOfStaves;R++){const G=new AccidentalCalculator;if(B.push(G),D.FirstInstructionsStaffEntries[R])for(let W=0,q=D.FirstInstructionsStaffEntries[R].Instructions.length;W<q;++W){const Z=D.FirstInstructionsStaffEntries[R].Instructions[W];if(Z instanceof KeyInstruction){const Y=Z;G.ActiveKeyInstruction=Y}}}return B}calculateVerticalContainersList(){const B=this.graphicalMusicSheet.MeasureList[0].length;for(let D=0;D<this.graphicalMusicSheet.MeasureList.length;D++)for(let R=0;R<B;R++){const G=this.graphicalMusicSheet.MeasureList[D][R];if(!!G)for(let W=0,q=G.staffEntries.length;W<q;++W){const Z=G.staffEntries[W],Y=this.graphicalMusicSheet.getOrCreateVerticalContainer(Z.getAbsoluteTimestamp());Y&&(Y.StaffEntries[R]=Z,Z.parentVerticalContainer=Y)}}}setIndicesToVerticalGraphicalContainers(){for(let B=0;B<this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers.length;B++)this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[B].Index=B}createGraphicalMeasuresForSourceMeasure(B,D,R,G,W){this.initGraphicalMeasuresCreation();const q=[],Z=[],Y=[],U=[];let J=!0;for(let K=0;K<B.CompleteNumberOfStaves;K++){const Q=this.createGraphicalMeasure(B,Y,Z,D[K],W,G,R,K,U);J=J&&Q.hasOnlyRests,q.push(Q)}return B.allRests=J,B.VerticalMeasureList=q,q}createGraphicalMeasure(B,D,R,G,W,q,Z,Y,U){var te,re,se,ie,ae,le;const J=this.graphicalMusicSheet.ParentMusicSheet.getStaffFromIndex(Y);let K;if(W[Y].ClefType===ClefEnum.TAB)J.isTab=!0,K=MusicSheetCalculator.symbolFactory.createTabStaffMeasure(B,J);else if(B.multipleRestMeasures&&this.rules.RenderMultipleRestMeasures)K=MusicSheetCalculator.symbolFactory.createMultiRestMeasure(B,J);else{if(B.multipleRestMeasureNumber>1)return;K=MusicSheetCalculator.symbolFactory.createGraphicalMeasure(B,J)}if(K.hasError=B.getErrorInMeasure(Y),B.FirstInstructionsStaffEntries[Y])for(let ue=0,ce=B.FirstInstructionsStaffEntries[Y].Instructions.length;ue<ce;++ue){const de=B.FirstInstructionsStaffEntries[Y].Instructions[ue];if(de instanceof KeyInstruction){const ve=KeyInstruction.copy(de),he=K.getTransposedHalftones();he!==0&&K.ParentStaff.ParentInstrument.MidiInstrumentId!==MidiInstrument.Percussion&&MusicSheetCalculator.transposeCalculator&&MusicSheetCalculator.transposeCalculator.transposeKey(ve,he),G.ActiveKeyInstruction=ve}}const Q=[];for(let ue=0,ce=B.StaffLinkedExpressions[Y].length;ue<ce;++ue){const de=B.StaffLinkedExpressions[Y][ue];if(de.OctaveShiftStart){Q.push(de);const ve=de.OctaveShiftStart;let he=(te=ve==null?void 0:ve.ParentEndMultiExpression)==null?void 0:te.AbsoluteTimestamp;ve!=null&&ve.ParentEndMultiExpression||(he=Fraction$1.plus(B.AbsoluteTimestamp,B.Duration)),q[Y]=new OctaveShiftParams(ve,de==null?void 0:de.AbsoluteTimestamp,he)}}for(let ue=0;ue<B.VerticalSourceStaffEntryContainers.length;ue++){const ce=B.VerticalSourceStaffEntryContainers[ue].StaffEntries[Y];if(ce){for(let me=0,be=ce.Instructions.length;me<be;++me){const xe=ce.Instructions[me];xe instanceof ClefInstruction&&(W[Y]=xe)}const de=MusicSheetCalculator.symbolFactory.createStaffEntry(ce,K);ue<K.staffEntries.length?K.addGraphicalStaffEntryAtTimestamp(de):K.addGraphicalStaffEntry(de);const ve=[];ce.Link&&(ce.findLinkedNotes(ve),this.handleStaffEntryLink(de,U));let he=OctaveEnum.NONE;if(q[Y]&&q[Y].getAbsoluteStartTimestamp.lte(ce.AbsoluteTimestamp)&&ce.AbsoluteTimestamp.lte(q[Y].getAbsoluteEndTimestamp)&&(he=q[Y].getOpenOctaveShift.Type),he===OctaveEnum.NONE){for(const me of Q)if(((se=(re=me.OctaveShiftStart)==null?void 0:re.ParentStartMultiExpression)==null?void 0:se.AbsoluteTimestamp.lte(ce.AbsoluteTimestamp))&&!((ae=(ie=me.OctaveShiftStart)==null?void 0:ie.ParentEndMultiExpression)!=null&&ae.AbsoluteTimestamp.lt(ce.AbsoluteTimestamp))){he=me.OctaveShiftStart.Type;break}}for(let me=0,be=ce.VoiceEntries.length;me<be;++me){const xe=ce.VoiceEntries[me];he=this.handleVoiceEntry(xe,de,G,Z,W[Y],D,R,he,Y,ve,ce)}if(ce.Instructions.length>0){const me=ce.Instructions[0];MusicSheetCalculator.symbolFactory.createInStaffClef(de,me)}this.rules.RenderChordSymbols&&((le=ce.ChordContainers)==null?void 0:le.length)>0&&(ce.ParentStaff.ParentInstrument.HasChordSymbols=!0,MusicSheetCalculator.symbolFactory.createChordSymbols(ce,de,G.ActiveKeyInstruction,this.graphicalMusicSheet.ParentMusicSheet.Transpose))}}if(G.doCalculationsAtEndOfMeasure(),B.LastInstructionsStaffEntries[Y]){const ue=B.LastInstructionsStaffEntries[Y];for(let ce=0,de=ue.Instructions.length;ce<de;++ce){const ve=ue.Instructions[ce];ve instanceof ClefInstruction&&(W[Y]=ve)}}for(let ue=0,ce=B.StaffLinkedExpressions[Y].length;ue<ce;++ue){const de=B.StaffLinkedExpressions[Y][ue];de.OctaveShiftEnd!==void 0&&q[Y]!==void 0&&de.OctaveShiftEnd===q[Y].getOpenOctaveShift&&(q[Y]=void 0)}for(const ue of K.staffEntries)for(const ce of ue.graphicalVoiceEntries)this.setBeamNotesWantedStemDirections(ce.parentVoiceEntry);if(this.rules.FillEmptyMeasuresWithWholeRest>=1&&K.staffEntries.length===0){const ue=new SourceStaffEntry(new VerticalSourceStaffEntryContainer(K.parentSourceMeasure,K.parentSourceMeasure.AbsoluteTimestamp,K.parentSourceMeasure.CompleteNumberOfStaves),J),ce=new VoiceEntry(new Fraction$1(0,1),J.Voices[0],ue),de=new Note$1(ce,ue,Fraction$1.createFromFraction(B.Duration),void 0,B);de.PrintObject=this.rules.FillEmptyMeasuresWithWholeRest===FillEmptyMeasuresWithWholeRests.YesVisible,ce.addNote(de);const ve=MusicSheetCalculator.symbolFactory.createStaffEntry(ue,K);K.addGraphicalStaffEntry(ve),ve.relInMeasureTimestamp=ce.Timestamp;const he=MusicSheetCalculator.symbolFactory.createVoiceEntry(ce,ve);ve.graphicalVoiceEntries.push(he);const me=MusicSheetCalculator.symbolFactory.createNote(de,he,new ClefInstruction,OctaveEnum.NONE,void 0);MusicSheetCalculator.stafflineNoteCalculator.trackNote(me),he.notes.push(me)}K.hasOnlyRests=!0;for(const ue of K.staffEntries)if(K.hasOnlyRests=ue.hasOnlyRests(),!K.hasOnlyRests)break;return K}checkNoteForAccidental(B,D,R,G){let W=B.sourceNote.Pitch;const q=B.parentVoiceEntry.parentStaffEntry.parentMeasure.getTransposedHalftones();q!==0&&B.sourceNote.ParentStaffEntry.ParentStaff.ParentInstrument.MidiInstrumentId!==MidiInstrument.Percussion&&(W=B.Transpose(D.ActiveKeyInstruction,R,q,G),B.sourceNote.TransposedPitch=W),B.sourceNote.halfTone=W.getHalfTone(),D.checkAccidental(B,W)}handleStaffEntries(B){for(let D=0,R=this.graphicalMusicSheet.MeasureList.length;D<R;++D){const G=this.graphicalMusicSheet.MeasureList[D];for(let W=0,q=G.length;W<q;++W){const Z=G[W];if(!!Z){this.rules.PercussionOneLineCutoff!==void 0&&this.rules.PercussionOneLineCutoff!==0&&B[W]&&(this.rules.PercussionOneLineCutoff===-1||MusicSheetCalculator.stafflineNoteCalculator.getStafflineUniquePositionCount(W)<this.rules.PercussionOneLineCutoff);for(const Y of Z.staffEntries)Y.parentMeasure!==void 0&&Y.graphicalVoiceEntries.length>0&&Y.graphicalVoiceEntries[0].notes.length>0&&(this.layoutVoiceEntries(Y,W),this.layoutStaffEntry(Y));this.graphicalMeasureCreatedCalculations(Z)}}}}calculateSkyBottomLines(){for(const B of this.musicSystems)for(const D of B.StaffLines)D.SkyBottomLineCalculator.calculateLines()}calculateExpressionAlignements(){}calculateStaffEntryArticulationMarks(){for(let B=0,D=this.musicSystems.length;B<D;++B){const R=this.musicSystems[B];for(let G=0,W=R.StaffLines.length;G<W;++G){const q=R.StaffLines[G];for(let Z=0,Y=q.Measures.length;Z<Y;++Z){const U=q.Measures[Z];for(let J=0,K=U.staffEntries.length;J<K;++J){const Q=U.staffEntries[J];for(let te=0,re=Q.sourceStaffEntry.VoiceEntries.length;te<re;++te){const se=Q.sourceStaffEntry.VoiceEntries[te];se.Articulations.length>0&&this.layoutArticulationMarks(se.Articulations,se,Q)}}}}}}calculateOrnaments(){for(let B=0,D=this.musicSystems.length;B<D;++B){const R=this.musicSystems[B];for(let G=0,W=R.StaffLines.length;G<W;++G){const q=R.StaffLines[G];for(let Z=0,Y=q.Measures.length;Z<Y;++Z){const U=q.Measures[Z];for(let J=0,K=U.staffEntries.length;J<K;++J){const Q=U.staffEntries[J];for(let te=0,re=Q.sourceStaffEntry.VoiceEntries.length;te<re;++te){const se=Q.sourceStaffEntry.VoiceEntries[te];if(se.OrnamentContainer){if(se.hasTie()&&!Q.relInMeasureTimestamp.Equals(se.Timestamp))continue;this.layoutOrnament(se.OrnamentContainer,se,Q),this.staffEntriesWithOrnaments.indexOf(Q)===-1&&this.staffEntriesWithOrnaments.push(Q)}}}}}}}calculateFingerings(){if(!(this.rules.FingeringPosition===PlacementEnum.Left||this.rules.FingeringPosition===PlacementEnum.Right))for(const B of this.musicSystems)for(const D of B.StaffLines)for(const R of D.Measures){const G=R.isUpperStaffOfInstrument()?PlacementEnum.Above:PlacementEnum.Below;for(const W of R.staffEntries){W.FingeringEntries=[];const q=D.SkyBottomLineCalculator,Z=W.PositionAndShape.RelativePosition.x+R.PositionAndShape.RelativePosition.x,Y=[];for(const U of W.graphicalVoiceEntries)for(const J of U.notes){const K=J.sourceNote;K.Fingering&&!K.IsGraceNote&&Y.push(K.Fingering)}G===PlacementEnum.Below&&Y.reverse();for(let U=0;U<Y.length;U++){const J=Y[U],K=G===PlacementEnum.Above?TextAlignmentEnum.CenterBottom:TextAlignmentEnum.CenterTop,Q=new Label(J.value,K),te=new GraphicalLabel(Q,this.rules.FingeringTextSize,Q.textAlignment,this.rules,D.PositionAndShape),re=Z+te.PositionAndShape.BorderMarginLeft,se=Z+te.PositionAndShape.BorderMarginRight;let ie;G===PlacementEnum.Above?ie=q.getSkyLineMinInRange(re,se):ie=q.getBottomLineMaxInRange(re,se);let ae=0;U===0?(ae+=this.rules.FingeringOffsetY,G===PlacementEnum.Above&&(ae+=.1)):ae+=this.rules.FingeringPaddingY,G===PlacementEnum.Above&&(ae*=-1),te.PositionAndShape.RelativePosition.y+=ie+ae,te.PositionAndShape.RelativePosition.x=Z,te.setLabelPositionAndShapeBorders(),te.PositionAndShape.calculateBoundingBox(),W.FingeringEntries.push(te);const le=te.PositionAndShape.RelativePosition.x+te.PositionAndShape.BorderLeft,ue=le-te.PositionAndShape.BorderLeft+te.PositionAndShape.BorderRight;G===PlacementEnum.Above?q.updateSkyLineInRange(le,ue,te.PositionAndShape.RelativePosition.y+te.PositionAndShape.BorderTop):G===PlacementEnum.Below&&q.updateBottomLineInRange(le,ue,te.PositionAndShape.RelativePosition.y+te.PositionAndShape.BorderBottom)}}}}optimizeRestPlacement(){for(let B=0,D=this.musicSystems.length;B<D;++B){const R=this.musicSystems[B];for(let G=0,W=R.StaffLines.length;G<W;++G){const q=R.StaffLines[G];for(let Z=0,Y=q.Measures.length;Z<Y;++Z){const U=q.Measures[Z];for(let J=0,K=U.staffEntries.length;J<K;++J){const Q=U.staffEntries[J];this.optimizeRestNotePlacement(Q,U)}}}}}calculateTwoRestNotesPlacementWithCollisionDetection(B){const D=B.graphicalVoiceEntries[0].notes[0],R=B.graphicalVoiceEntries[1].notes[0];R.PositionAndShape.RelativePosition=new PointF2D(0,2.5),B.PositionAndShape.calculateAbsolutePositionsRecursiveWithoutTopelement(),D.PositionAndShape.computeNonOverlappingPositionWithMargin(B.PositionAndShape,ColDirEnum.Up,new PointF2D(0,R.PositionAndShape.RelativePosition.y));const G=D.PositionAndShape.RelativePosition;G.y-=1,D.PositionAndShape.RelativePosition=G,B.PositionAndShape.calculateBoundingBox()}calculateRestNotePlacementWithCollisionDetectionFromGraphicalNote(B){let D,R;B.graphicalVoiceEntries[0].notes[0].sourceNote.isRest()?(D=B.graphicalVoiceEntries[0].notes[0],R=B.graphicalVoiceEntries[1].notes):(R=B.graphicalVoiceEntries[0].notes,D=B.graphicalVoiceEntries[1].notes[0]);let G=!1;B.PositionAndShape.calculateAbsolutePositionsRecursiveWithoutTopelement();for(let W=0,q=R.length;W<q;++W){const Z=R[W];if(D.PositionAndShape.marginCollisionDetection(Z.PositionAndShape)){G=!0;break}}if(G)if(D.sourceNote.ParentVoiceEntry.ParentVoice instanceof LinkedVoice){const W=R[0].PositionAndShape.BorderMarginBottom+R[0].PositionAndShape.RelativePosition.y;D.PositionAndShape.RelativePosition=new PointF2D(0,W-D.PositionAndShape.BorderMarginTop+.5)}else{const W=R[R.length-1],q=W.PositionAndShape.BorderMarginTop+W.PositionAndShape.RelativePosition.y;if(R[0].sourceNote.ParentVoiceEntry.ParentVoice instanceof LinkedVoice)D.PositionAndShape.RelativePosition=new PointF2D(0,q-D.PositionAndShape.BorderMarginBottom-.5);else{const Z=R[0].PositionAndShape.BorderMarginBottom+R[0].PositionAndShape.RelativePosition.y;Z<2?D.PositionAndShape.RelativePosition=new PointF2D(0,Z-D.PositionAndShape.BorderMarginTop+.5):D.PositionAndShape.RelativePosition=new PointF2D(0,q-D.PositionAndShape.BorderMarginBottom-0)}}B.PositionAndShape.calculateBoundingBox()}calculateTieCurves(){for(const B of this.musicSystems)for(const D of B.StaffLines)for(const R of D.Measures)for(const G of R.staffEntries)for(const W of G.GraphicalTies)if(W.StartNote!==void 0&&W.StartNote.parentVoiceEntry.parentStaffEntry===G){const q=W.StartNote.parentVoiceEntry.parentStaffEntry.parentMeasure.ParentStaffLine!==W.EndNote.parentVoiceEntry.parentStaffEntry.parentMeasure.ParentStaffLine;this.layoutGraphicalTie(W,q,R.ParentStaff.isTab)}}calculateLyricsPosition(){const B=new Dictionary;for(let D=0,R=this.graphicalMusicSheet.ParentMusicSheet.Instruments.length;D<R;++D){const G=this.graphicalMusicSheet.ParentMusicSheet.Instruments[D];G.HasLyrics&&G.LyricVersesNumbers.length>0&&G.LyricVersesNumbers.sort()}for(let D=0,R=this.musicSystems.length;D<R;++D){const G=this.musicSystems[D];for(let W=0,q=G.StaffLines.length;W<q;++W){const Z=G.StaffLines[W],Y=this.calculateSingleStaffLineLyricsPosition(Z,Z.ParentStaff.ParentInstrument.LyricVersesNumbers);B.setValue(Z,Y),this.calculateLyricsExtendsAndDashes(B.getValue(Z))}}for(let D=0,R=this.musicSystems.length;D<R;++D){const G=this.musicSystems[D];for(let W=0,q=G.StaffLines.length;W<q;++W){const Z=G.StaffLines[W];this.calculateLyricsExtendsAndDashes(B.getValue(Z))}}}calculateSingleLyricWord(B){const D=B.ParentLyricWord,R=D.GraphicalLyricsEntries.indexOf(B);let G;if(R>=0&&(G=D.GraphicalLyricsEntries[R+1]),!G)return;const W=B.StaffEntryParent.parentMeasure.ParentStaffLine,q=G.StaffEntryParent.parentMeasure.ParentStaffLine,Z=B.StaffEntryParent,Y=G.StaffEntryParent;if(B.StaffEntryParent.parentMeasure.ParentStaffLine===G.StaffEntryParent.parentMeasure.ParentStaffLine){const U=Z.parentMeasure.PositionAndShape.RelativePosition.x+Z.PositionAndShape.RelativePosition.x+B.GraphicalLabel.PositionAndShape.RelativePosition.x+B.GraphicalLabel.PositionAndShape.BorderMarginRight,J=Y.parentMeasure.PositionAndShape.RelativePosition.x+Y.PositionAndShape.RelativePosition.x+B.GraphicalLabel.PositionAndShape.RelativePosition.x+G.GraphicalLabel.PositionAndShape.BorderMarginLeft,K=B.GraphicalLabel.PositionAndShape.RelativePosition.y;let Q=1;J-U>this.rules.MinimumDistanceBetweenDashes*3&&(Q=Math.floor((J-U)/this.rules.MinimumDistanceBetweenDashes)-1),Q===1?this.calculateSingleDashForLyricWord(W,U,J,K):this.calculateDashes(W,U,J,K)}else{const U=Z.parentMeasure.PositionAndShape.RelativePosition.x+Z.PositionAndShape.RelativePosition.x+B.GraphicalLabel.PositionAndShape.BorderMarginRight,J=W.Measures[W.Measures.length-1],K=J.PositionAndShape.RelativePosition.x+J.PositionAndShape.Size.width;let Q=B.GraphicalLabel.PositionAndShape.RelativePosition.y;if(this.calculateDashes(W,U,K,Q),q&&q.Measures[0]&&Y.parentMeasure.ParentStaffLine&&!(Y===Y.parentMeasure.staffEntries[0]&&Y.parentMeasure===Y.parentMeasure.ParentStaffLine.Measures[0])){const te=q.Measures[0].staffEntries[0].PositionAndShape.RelativePosition.x,re=Y.parentMeasure.PositionAndShape.RelativePosition.x+Y.PositionAndShape.RelativePosition.x+G.GraphicalLabel.PositionAndShape.BorderMarginLeft;Q=G.GraphicalLabel.PositionAndShape.RelativePosition.y,this.calculateDashes(q,te,re,Q)}}}calculateDashes(B,D,R,G){let W=R-D;if(W<this.rules.MinimumDistanceBetweenDashes*3)this.calculateSingleDashForLyricWord(B,D,R,G);else{const q=Math.floor(W/this.rules.MinimumDistanceBetweenDashes)-1,Z=W/(q+1);let Y=0;for(D+=Z,R-=Z;Y<=Math.floor(q/2)&&R>D;)W=this.calculateRightAndLeftDashesForLyricWord(B,D,R,G),D+=Z,R-=Z,Y++;W>Z*2&&this.calculateSingleDashForLyricWord(B,D,R,G)}}calculateSingleDashForLyricWord(B,D,R,G){const W=new Label("-"),q=new GraphicalLabel(W,this.rules.LyricsHeight,TextAlignmentEnum.CenterBottom,this.rules);q.setLabelPositionAndShapeBorders(),B.LyricsDashes.push(q),this.staffLinesWithLyricWords.indexOf(B)===-1&&this.staffLinesWithLyricWords.push(B),q.PositionAndShape.Parent=B.PositionAndShape;const Z=new PointF2D(D+(R-D)/2,G);q.PositionAndShape.RelativePosition=Z}calculateLyricExtend(B){let D=B.GraphicalLabel.PositionAndShape.RelativePosition.y;const R=B.StaffEntryParent,G=R.parentMeasure.ParentStaffLine;let W,q;const Z=R.parentMeasure.ParentStaff.idInMusicSheet;for(let Y=R.parentVerticalContainer.Index+1;Y<this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers.length;++Y){const U=this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[Y].StaffEntries[Z];if(!!U){if(U.hasOnlyRests()||U.LyricsEntries.length>0)break;W=U,q=W.parentMeasure.ParentStaffLine,q||(q=R.parentMeasure.ParentStaffLine)}}if(!(!W||!q))if(G===q&&W.parentMeasure.ParentStaffLine){const Y=R.parentMeasure.PositionAndShape.RelativePosition.x+R.PositionAndShape.RelativePosition.x+B.GraphicalLabel.PositionAndShape.BorderMarginRight,U=W.parentMeasure.PositionAndShape.RelativePosition.x+W.PositionAndShape.RelativePosition.x+W.PositionAndShape.BorderMarginRight;D-=B.GraphicalLabel.PositionAndShape.Size.height/4,this.calculateSingleLyricWordWithUnderscore(G,Y,U,D)}else{const Y=G.Measures[G.Measures.length-1].PositionAndShape,U=R.parentMeasure.PositionAndShape.RelativePosition.x+R.PositionAndShape.RelativePosition.x+B.GraphicalLabel.PositionAndShape.BorderMarginRight,J=Y.RelativePosition.x+Y.Size.width;if(D-=B.GraphicalLabel.PositionAndShape.Size.height/4,this.calculateSingleLyricWordWithUnderscore(G,U,J,D),!W)return;if(W.parentMeasure.ParentStaffLine&&W.parentMeasure.staffEntries&&!(W===W.parentMeasure.staffEntries[0]&&W.parentMeasure===W.parentMeasure.ParentStaffLine.Measures[0])){const K=q.Measures[0].staffEntries[0].PositionAndShape.RelativePosition.x,Q=W.parentMeasure.PositionAndShape.RelativePosition.x+W.PositionAndShape.RelativePosition.x+W.PositionAndShape.BorderMarginRight;this.calculateSingleLyricWordWithUnderscore(q,K,Q,D)}}}calculateSingleLyricWordWithUnderscore(B,D,R,G){const W=new PointF2D(D,G),q=new PointF2D(R,G),Z=new GraphicalLine(W,q,this.rules.LyricUnderscoreLineWidth);B.LyricLines.push(Z),this.staffLinesWithLyricWords.indexOf(B)===-1&&this.staffLinesWithLyricWords.push(B)}calculateRightAndLeftDashesForLyricWord(B,D,R,G){const W=new Label("-"),q=new GraphicalLabel(W,this.rules.LyricsHeight,TextAlignmentEnum.CenterBottom,this.rules);q.setLabelPositionAndShapeBorders(),B.LyricsDashes.push(q),this.staffLinesWithLyricWords.indexOf(B)===-1&&this.staffLinesWithLyricWords.push(B),q.PositionAndShape.Parent=B.PositionAndShape;const Z=new PointF2D(D,G);q.PositionAndShape.RelativePosition=Z;const Y=new Label("-"),U=new GraphicalLabel(Y,this.rules.LyricsHeight,TextAlignmentEnum.CenterBottom,this.rules);U.setLabelPositionAndShapeBorders(),B.LyricsDashes.push(U),U.PositionAndShape.Parent=B.PositionAndShape;const J=new PointF2D(R,G);return U.PositionAndShape.RelativePosition=J,U.PositionAndShape.RelativePosition.x-q.PositionAndShape.RelativePosition.x}calculateDynamicExpressions(){const B=Math.min(this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length-1,this.rules.MaxMeasureToDrawIndex),D=Math.min(this.rules.MinMeasureToDrawIndex,this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length);for(let R=D;R<=B;R++){const G=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[R];this.dynamicExpressionMap.clear();for(let W=0;W<G.StaffLinkedExpressions.length;W++)if(!(!this.graphicalMusicSheet.MeasureList[R]||!this.graphicalMusicSheet.MeasureList[R][W])&&this.graphicalMusicSheet.MeasureList[R][W].ParentStaff.ParentInstrument.Visible)for(let q=0;q<G.StaffLinkedExpressions[W].length;q++)(G.StaffLinkedExpressions[W][q].InstantaneousDynamic!==void 0||G.StaffLinkedExpressions[W][q].StartingContinuousDynamic!==void 0&&G.StaffLinkedExpressions[W][q].StartingContinuousDynamic.StartMultiExpression===G.StaffLinkedExpressions[W][q]&&G.StaffLinkedExpressions[W][q].UnknownList.length===0)&&this.calculateDynamicExpressionsForMultiExpression(G.StaffLinkedExpressions[W][q],R,W)}this.dynamicExpressionMap.clear()}calculateOctaveShifts(){for(let B=0;B<this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length;B++){const D=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[B];for(let R=0;R<D.StaffLinkedExpressions.length;R++)if(!(!this.graphicalMusicSheet.MeasureList[B]||!this.graphicalMusicSheet.MeasureList[B][R])&&this.graphicalMusicSheet.MeasureList[B][R].ParentStaff.ParentInstrument.Visible)for(let G=0;G<D.StaffLinkedExpressions[R].length;G++)D.StaffLinkedExpressions[R][G].OctaveShiftStart&&this.calculateSingleOctaveShift(D,D.StaffLinkedExpressions[R][G],B,R)}}calculatePedals(){for(let B=0;B<this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length;B++){const D=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[B];for(let R=0;R<D.StaffLinkedExpressions.length;R++)if(!(!this.graphicalMusicSheet.MeasureList[B]||!this.graphicalMusicSheet.MeasureList[B][R])&&this.graphicalMusicSheet.MeasureList[B][R].ParentStaff.ParentInstrument.Visible)for(let G=0;G<D.StaffLinkedExpressions[R].length;G++)D.StaffLinkedExpressions[R][G].PedalStart&&this.calculateSinglePedal(D,D.StaffLinkedExpressions[R][G],B,R)}}calculateWavyLines(){for(let B=0;B<this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length;B++){const D=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[B];for(let R=0;R<D.StaffLinkedExpressions.length;R++)if(!(!this.graphicalMusicSheet.MeasureList[B]||!this.graphicalMusicSheet.MeasureList[B][R])&&this.graphicalMusicSheet.MeasureList[B][R].ParentStaff.ParentInstrument.Visible)for(let G=0;G<D.StaffLinkedExpressions[R].length;G++)D.StaffLinkedExpressions[R][G].WavyLineStart&&this.calculateSingleWavyLine(D,D.StaffLinkedExpressions[R][G],B,R)}}getFirstLeftNotNullStaffEntryFromContainer(B,D,R){var G,W;if((G=this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[B])!=null&&G.StaffEntries[D])return this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[B].StaffEntries[D];for(let q=B-1;q>=0;q--)if((W=this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[q])!=null&&W.StaffEntries[D])return this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[q].StaffEntries[D]}getFirstRightNotNullStaffEntryFromContainer(B,D,R){var G,W;if((G=this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[B])!=null&&G.StaffEntries[D])return this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[B].StaffEntries[D];for(let q=B+1;q<this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers.length;q++)if((W=this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[q])!=null&&W.StaffEntries[D])return this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[q].StaffEntries[D]}calculateWordRepetitionInstructions(){for(let B=0;B<this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length;B++){const D=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[B];for(let R=0,G=D.FirstRepetitionInstructions.length;R<G;++R){const W=D.FirstRepetitionInstructions[R];this.calculateWordRepetitionInstruction(W,B)}for(let R=0,G=D.LastRepetitionInstructions.length;R<G;++R){const W=D.LastRepetitionInstructions[R];this.calculateWordRepetitionInstruction(W,B)}}}calculateRepetitionEndings(){const B=this.graphicalMusicSheet.ParentMusicSheet;for(let D=0,R=B.Repetitions.length;D<R;++D){const G=B.Repetitions[D];this.calcGraphicalRepetitionEndingsRecursively(G)}}calculateTempoExpressions(){const B=Math.min(this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length-1,this.rules.MaxMeasureToDrawIndex),D=this.rules.MinMeasureToDrawIndex;for(let R=D;R<=B;R++){const G=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[R];for(let W=0;W<G.TempoExpressions.length;W++)this.calculateTempoExpressionsForMultiTempoExpression(G,G.TempoExpressions[W],R,W)}}calculateRehearsalMarks(){if(!!this.rules.RenderRehearsalMarks)for(const B of this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures)this.calculateRehearsalMark(B)}calculateRehearsalMark(B){throw new Error(this.abstractNotImplementedErrorMessage)}calculateMoodAndUnknownExpressions(){for(let B=0;B<this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length;B++){const D=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[B];for(let R=0;R<D.StaffLinkedExpressions.length;R++)if(!(!this.graphicalMusicSheet.MeasureList[B]||!this.graphicalMusicSheet.MeasureList[B][R])&&this.graphicalMusicSheet.MeasureList[B][R].ParentStaff.ParentInstrument.Visible)for(let G=0;G<D.StaffLinkedExpressions[R].length;G++)(D.StaffLinkedExpressions[R][G].MoodList.length>0||D.StaffLinkedExpressions[R][G].UnknownList.length>0)&&this.calculateMoodAndUnknownExpression(D.StaffLinkedExpressions[R][G],B,R)}}calculateStemDirectionFromVoices(B){if(B.ParentSourceStaffEntry.Link!==void 0)if(B===B.ParentSourceStaffEntry.VoiceEntries[0]){B.WantedStemDirection=StemDirectionType.Up;return}else{B.WantedStemDirection=StemDirectionType.Down;return}else B.ParentVoice instanceof LinkedVoice?B.WantedStemDirection=StemDirectionType.Down:B.ParentSourceStaffEntry.VoiceEntries.length>1&&(B.WantedStemDirection=StemDirectionType.Up)}setBeamNotesWantedStemDirections(B){if(!(B.Notes.length>0))return;const D=B.Notes[0].NoteBeam;if(D){for(const R of D.Notes)if(R.ParentVoiceEntry.WantedStemDirection!==StemDirectionType.Undefined&&R.ParentVoiceEntry.ParentSourceStaffEntry.ParentStaff.Id===B.ParentSourceStaffEntry.ParentStaff.Id){B.WantedStemDirection=R.ParentVoiceEntry.WantedStemDirection;break}}}}class ChordSymbolContainer{constructor(B,D,R,G,W){this.rootPitch=B,this.chordKind=D,this.bassPitch=R,this.degrees=G,this.rules=W}get RootPitch(){return this.rootPitch}get ChordKind(){return this.chordKind}get BassPitch(){return this.bassPitch}get ChordDegrees(){return this.degrees}static calculateChordText(B,D,R){let G=B.RootPitch;if(MusicSheetCalculator.transposeCalculator&&(G=MusicSheetCalculator.transposeCalculator.transposePitch(B.RootPitch,R,D)),B.ChordKind===ChordSymbolEnum.none)return B.getTextFromChordKindEnum(B.ChordKind);let W=Pitch.getNoteEnumString(G.FundamentalNote);G.Accidental!==AccidentalEnum.NONE&&(W+=this.getTextForAccidental(G.Accidental));const q={adds:[],alts:[],subs:[]};for(const J of B.ChordDegrees)if(J){let K="";switch(J.alteration!==AccidentalEnum.NONE&&(K+=this.getTextForAccidental(J.alteration)),K+=J.value,J.text){case ChordDegreeText.add:q.adds.push(K);break;case ChordDegreeText.alter:q.alts.push(K);break;case ChordDegreeText.subtract:q.subs.push(K);break}}let Z=B.getTextFromChordKindEnum(B.ChordKind);const Y=["adds","alts","subs"],U=B.rules.CustomChords;for(const J of U){if(J.chordKind!==B.chordKind)continue;let K=!0;for(const Q of Y){for(const te of J.degrees[Q]||[])if(q[Q].indexOf(te)<0){K=!1;break}if(!K)break}if(K){for(const Q of Y)for(const te of J.degrees[Q]||[])q[Q].splice(q[Q].indexOf(te),1);Z=J.alternateName}}if(W+=Z,q.adds.length>0&&(W+="("+q.adds.join(",")+")"),q.alts.length>0&&(W+="(alt "+q.alts.join(",")+")"),q.subs.length>0&&(W+="(omit "+q.subs.join(",")+")"),B.BassPitch){let J=B.BassPitch;MusicSheetCalculator.transposeCalculator&&(J=MusicSheetCalculator.transposeCalculator.transposePitch(B.BassPitch,R,D)),W+="/",W+=Pitch.getNoteEnumString(J.FundamentalNote),W+=this.getTextForAccidental(J.Accidental)}return W}static getTextForAccidental(B){let D="";switch(B){case AccidentalEnum.DOUBLEFLAT:D+="bb";break;case AccidentalEnum.FLAT:D+="b";break;case AccidentalEnum.SHARP:D+="#";break;case AccidentalEnum.DOUBLESHARP:D+="x";break}return D}getTextFromChordKindEnum(B){var D;return(D=this.rules.ChordSymbolLabelTexts.getValue(B))!=null?D:""}}class Degree{constructor(B,D,R){this.value=B,this.alteration=D,this.text=R}}class CustomChord{constructor(B,D,R){this.alternateName=B,this.chordKind=D,this.degrees=R}static createCustomChord(B,D,R){return new CustomChord(B,D,R)}static renameCustomChord(B,D,R){for(const G of R)G.alternateName===B&&(G.alternateName=D)}}var ChordDegreeText=(F=>(F[F.add=0]="add",F[F.alter=1]="alter",F[F.subtract=2]="subtract",F))(ChordDegreeText||{}),ChordSymbolEnum=(F=>(F[F.major=0]="major",F[F.minor=1]="minor",F[F.augmented=2]="augmented",F[F.diminished=3]="diminished",F[F.dominant=4]="dominant",F[F.majorseventh=5]="majorseventh",F[F.minorseventh=6]="minorseventh",F[F.diminishedseventh=7]="diminishedseventh",F[F.augmentedseventh=8]="augmentedseventh",F[F.halfdiminished=9]="halfdiminished",F[F.majorminor=10]="majorminor",F[F.majorsixth=11]="majorsixth",F[F.minorsixth=12]="minorsixth",F[F.dominantninth=13]="dominantninth",F[F.majorninth=14]="majorninth",F[F.minorninth=15]="minorninth",F[F.dominant11th=16]="dominant11th",F[F.major11th=17]="major11th",F[F.minor11th=18]="minor11th",F[F.dominant13th=19]="dominant13th",F[F.major13th=20]="major13th",F[F.minor13th=21]="minor13th",F[F.suspendedsecond=22]="suspendedsecond",F[F.suspendedfourth=23]="suspendedfourth",F[F.Neapolitan=24]="Neapolitan",F[F.Italian=25]="Italian",F[F.French=26]="French",F[F.German=27]="German",F[F.pedal=28]="pedal",F[F.power=29]="power",F[F.Tristan=30]="Tristan",F[F.none=31]="none",F))(ChordSymbolEnum||{});class GraphicalNote extends GraphicalObject{constructor(B,D,R,G=void 0){super(),this.DrawnAccidental=AccidentalEnum.NONE,this.lineShift=0,this.sourceNote=B,this.parentVoiceEntry=D,this.PositionAndShape=new BoundingBox$1(this,D.PositionAndShape),G?this.graphicalNoteLength=G:this.graphicalNoteLength=B.Length,this.numberOfDots=this.calculateNumberOfNeededDots(this.graphicalNoteLength),this.rules=R,this.rules.addGraphicalNoteToNoteMap(B,this)}Transpose(B,D,R,G){let W=this.sourceNote.Pitch;return MusicSheetCalculator.transposeCalculator&&(W=MusicSheetCalculator.transposeCalculator.transposePitch(this.sourceNote.Pitch,B,R)),W}calculateNumberOfNeededDots(B){return!this.sourceNote||!this.sourceNote.NoteTuplet?B.calculateNumberOfNeededDots():0}get ParentMusicPage(){return this.parentVoiceEntry.parentStaffEntry.parentMeasure.ParentMusicSystem.Parent}static FromNote(B,D){return D.NoteToGraphicalNoteMap.getValue(B.NoteToGraphicalNoteObjectId)}}const _EngravingRules=class{constructor(){this.DYSlursStartingAtSameStaffEntryYOffset=0,this.DYMinNoteWidth=0,this.DYWorkId=0,this.DYWorkSpecial=!1,this.DYContainerId="osmdCanvasPage",this.DYSVGContainerId="osmdSvgPage",this.DYMusicScoreType="staff",this.NoteDistances=[1,1,1.3,1.6,2,2.5,3,4],this.NoteDistancesScalingFactors=[1,2,4,8,16,32,64,128],this.DurationDistanceDict={},this.DurationScalingDistanceDict={},this.NoteToGraphicalNoteMapObjectCount=0,this.PlayAlreadyStartedNotesFromCursorPosition=!1,this.PlaybackSkipNotesSafetyInterval=.02,this.UseDefaultVoiceInteractionListener=!0,this.loadDefaultValues()}loadDefaultValues(){this.SamplingUnit=_EngravingRules.unit*3,this.MpatMode=!0,this.SheetTitleHeight=4,this.SheetSubtitleHeight=2,this.SheetMinimumDistanceBetweenTitleAndSubtitle=1,this.SheetComposerHeight=2,this.SheetAuthorHeight=2,this.CompactMode=!1,this.PagePlacementEnum=PagePlacementEnum.Down,this.PageHeight=100001,this.PageTopMargin=5,this.PageTopMarginNarrow=0,this.PageBottomMargin=5,this.PageLeftMargin=5,this.PageRightMargin=5,this.TitleTopDistance=5,this.TitleBottomDistance=1,this.StaffDistance=7,this.BetweenStaffDistance=5,this.MinimumStaffLineDistance=4,this.MinSkyBottomDistBetweenStaves=1,this.StaffHeight=4,this.TabStaffInterlineHeight=1.1111,this.BetweenStaffLinesDistance=_EngravingRules.unit,this.SystemLeftMargin=0,this.SystemRightMargin=0,this.SystemLabelsRightMargin=2,this.SystemComposerDistance=2,this.InstrumentLabelTextHeight=2,this.MinimumDistanceBetweenSystems=7,this.MinSkyBottomDistBetweenSystems=5,this.LastSystemMaxScalingFactor=1.4,this.AutoBeamNotes=!1,this.AutoBeamOptions={beam_middle_rests_only:!1,beam_rests:!1,maintain_stem_directions:!1},this.AutoBeamTabs=!1,this.BeamWidth=_EngravingRules.unit/2,this.BeamSpaceWidth=_EngravingRules.unit/3,this.BeamForwardLength=1.25*_EngravingRules.unit,this.FlatBeams=!1,this.FlatBeamOffset=20,this.FlatBeamOffsetPerBeam=10,this.ClefLeftMargin=.5,this.ClefRightMargin=.75,this.PercussionOneLineCutoff=3,this.PercussionForceVoicesOneLineCutoff=1,this.PercussionUseXMLDisplayStep=!0,this.PercussionXMLDisplayStepNoteValueShift=0,this.PercussionOneLineXMLDisplayStepOctaveOffset=0,this.BetweenKeySymbolsDistance=.2,this.KeyRightMargin=.75,this.RhythmRightMargin=1.25,this.ShowRhythmAgainAfterPartEndOrFinalBarline=!0,this.NewPartAndSystemAfterFinalBarline=!1,this.InStaffClefScalingFactor=.8,this.DistanceBetweenNaturalAndSymbolWhenCancelling=.4,this.NoteHelperLinesOffset=.25,this.MeasureLeftMargin=.7,this.MeasureRightMargin=0,this.DistanceBetweenLastInstructionAndRepetitionBarline=1,this.ArpeggioDistance=.6,this.StaccatoShorteningFactor=2,this.IdealStemLength=3,this.StemNoteHeadBorderYOffset=.2,this.StemMargin=.2,this.StemMinLength=2.5,this.StemMaxLength=4.5,this.BeamSlopeMaxAngle=10,this.StemMinAllowedDistanceBetweenNoteHeadAndBeamLine=1,this.SetWantedStemDirectionByXml=!0,this.GraceNoteScalingFactor=.6,this.GraceNoteXOffset=.2,this.WedgeOpeningLength=1.2,this.WedgeMeasureEndOpeningLength=.75,this.WedgeMeasureBeginOpeningLength=.75,this.WedgePlacementAboveY=-1.5,this.WedgePlacementBelowY=1.5,this.WedgeHorizontalMargin=.6,this.WedgeVerticalMargin=.5,this.DistanceOffsetBetweenTwoHorizontallyCrossedWedges=.3,this.WedgeMinLength=2,this.WedgeEndDistanceBetweenTimestampsFactor=1.75,this.DistanceBetweenAdjacentDynamics=.75,this.TempoChangeMeasureValidity=4,this.TempoContinousFactor=.7,this.StaccatoScalingFactor=.8,this.BetweenDotsDistance=.8,this.OrnamentAccidentalScalingFactor=.65,this.ChordSymbolTextHeight=2,this.ChordSymbolTextAlignment=TextAlignmentEnum.LeftBottom,this.ChordSymbolRelativeXOffset=-1,this.ChordSymbolXSpacing=1,this.ChordOverlapAllowedIntoNextMeasure=0,this.ChordSymbolYOffset=.1,this.ChordSymbolYPadding=0,this.ChordSymbolYAlignment=!0,this.ChordSymbolYAlignmentScope="staffline",this.ChordSymbolLabelTexts=new Dictionary,this.resetChordSymbolLabelTexts(this.ChordSymbolLabelTexts),this.CustomChords=[],this.resetChordNames(),this.RepetitionSymbolsYOffset=0,this.RehearsalMarkXOffsetDefault=10,this.RehearsalMarkXOffset=0,this.RehearsalMarkXOffsetSystemStartMeasure=-20,this.RehearsalMarkYOffsetDefault=-15,this.RehearsalMarkYOffset=0,this.RehearsalMarkFontSize=10,this.MeasureNumberLabelHeight=1.5*_EngravingRules.unit,this.MeasureNumberLabelOffset=2,this.MeasureNumberLabelXOffset=-.5,this.TupletsRatioed=!1,this.TupletsBracketed=!1,this.TripletsBracketed=!1,this.TupletNumberLabelHeight=1.5*_EngravingRules.unit,this.TupletNumberYOffset=.5,this.LabelMarginBorderFactor=.1,this.TupletVerticalLineLength=.5,this.TupletNumbersInTabs=!1,this.SlurPlacementFromXML=!0,this.BezierCurveStepSize=1e3,this.calculateCurveParametersArrays(),this.TieGhostObjectWidth=.75,this.TieYPositionOffsetFactor=.3,this.MinimumNeededXspaceForTieGhostObject=1,this.TieHeightMinimum=.28,this.TieHeightMaximum=1.2,this.TieHeightInterpolationK=.0288,this.TieHeightInterpolationD=.136,this.SlurNoteHeadYOffset=.5,this.SlurStemXOffset=.3,this.SlurSlopeMaxAngle=15,this.SlurTangentMinAngle=30,this.SlurTangentMaxAngle=80,this.SlurHeightFactor=1,this.SlurHeightFlattenLongSlursFactorByWidth=.24,this.SlurHeightFlattenLongSlursFactorByAngle=.36,this.SlurHeightFlattenLongSlursCutoffAngle=47,this.SlurHeightFlattenLongSlursCutoffWidth=16,this.SlursStartingAtSameStaffEntryYOffset=.8,this.SlurMaximumYControlPointDistance=void 0,this.RepetitionEndingLabelHeight=2,this.RepetitionEndingLabelXOffset=.5,this.RepetitionEndingLabelYOffset=.3,this.RepetitionEndingLineYLowerOffset=.5,this.RepetitionEndingLineYUpperOffset=.3,this.VoltaOffset=2.5,this.LyricsAlignmentStandard=TextAlignmentEnum.LeftBottom,this.LyricsHeight=2,this.LyricsYOffsetToStaffHeight=0,this.VerticalBetweenLyricsDistance=.5,this.HorizontalBetweenLyricsDistance=.2,this.BetweenSyllableMaximumDistance=10,this.BetweenSyllableMinimumDistance=.5,this.LyricOverlapAllowedIntoNextMeasure=3.4,this.MinimumDistanceBetweenDashes=10,this.MaximumLyricsElongationFactor=2.5,this.InstantaneousTempoTextHeight=2.3,this.ContinuousDynamicTextHeight=2.3,this.MoodTextHeight=2.3,this.UnknownTextHeight=2,this.ContinuousTempoTextHeight=2.3,this.DynamicExpressionMaxDistance=2,this.DynamicExpressionSpacer=.5,this.VexFlowDefaultNotationFontScale=39,this.VexFlowDefaultTabFontScale=39,this.TremoloStrokeScale=1,this.TremoloYSpacingScale=1,this.StemWidth=.15,this.StaffLineWidth=.1,this.StaffLineColor=void 0,this.LedgerLineWidth=1,this.LedgerLineStrokeStyle=void 0,this.LedgerLineColorDefault="#000000",this.WedgeLineWidth=.12,this.TupletLineWidth=.12,this.LyricUnderscoreLineWidth=.12,this.SystemThinLineWidth=.12,this.SystemBoldLineWidth=_EngravingRules.unit/2,this.SystemRepetitionEndingLineWidth=.12,this.SystemDotWidth=_EngravingRules.unit/2,this.DistanceBetweenVerticalSystemLines=.35,this.DistanceBetweenDotAndLine=.7,this.RepeatEndStartPadding=2,this.OctaveShiftLineWidth=.12,this.OctaveShiftVerticalLineLength=_EngravingRules.unit,this.GraceLineWidth=this.StaffLineWidth*this.GraceNoteScalingFactor,this.MultipleRestMeasureDefaultWidth=4,this.MinimumCrossedBeamDifferenceMargin=1e-4,this.SheetMaximumWidth=32767,this.VoiceSpacingMultiplierVexflow=.85,this.VoiceSpacingAddendVexflow=3,this.PickupMeasureWidthMultiplier=1,this.DisplacedNoteMargin=.1,this.MinNoteDistance=2,this.SubMeasureXSpacingThreshold=35,this.MeasureDynamicsMaxScalingFactor=2.5,this.WholeRestXShiftVexflow=-1.5,this.MetronomeMarksDrawn=!0,this.MetronomeMarkXShift=-6,this.MetronomeMarkYShift=-.5,this.SoftmaxFactorVexFlow=15,this.StaggerSameWholeNotes=!0,this.AlignRests=AlignRestOption.Never,this.RestCollisionYPadding=0,this.FillEmptyMeasuresWithWholeRest=FillEmptyMeasuresWithWholeRests.No,this.ArpeggiosGoAcrossVoices=!1,this.RenderArpeggios=!0,this.RenderSlurs=!0,this.ColoringMode=ColoringModes.XML,this.ColoringEnabled=!0,this.ColorStemsLikeNoteheads=!1,this.ColorBeams=!0,this.ColorFlags=!0,this.applyDefaultColorMusic("#000000"),this.DefaultColorCursor="#33e02f",this.DefaultFontFamily="Times New Roman",this.DefaultFontStyle=FontStyles.Regular,this.DefaultVexFlowNoteFont="gonville",this.MaxMeasureToDrawIndex=Number.MAX_VALUE,this.MinMeasureToDrawIndex=0,this.MaxSystemToDrawNumber=Number.MAX_VALUE,this.MaxPageToDrawNumber=Number.MAX_VALUE,this.RenderComposer=!0,this.RenderTitle=!0,this.RenderSubtitle=!0,this.RenderLyricist=!0,this.RenderPartNames=!0,this.RenderPartAbbreviations=!0,this.RenderFingerings=!0,this.RenderMeasureNumbers=!0,this.RenderMeasureNumbersOnlyAtSystemStart=!1,this.UseXMLMeasureNumbers=!0,this.RenderLyrics=!0,this.RenderChordSymbols=!0,this.RenderMultipleRestMeasures=!0,this.AutoGenerateMutipleRestMeasuresFromRestMeasures=!0,this.RenderRehearsalMarks=!0,this.RenderClefsAtBeginningOfStaffline=!0,this.RenderKeySignatures=!0,this.RenderTimeSignatures=!0,this.ArticulationPlacementFromXML=!0,this.FingeringPosition=PlacementEnum.AboveOrBelow,this.FingeringPositionFromXML=!0,this.FingeringPositionGrace=PlacementEnum.Left,this.FingeringInsideStafflines=!1,this.FingeringLabelFontHeight=1.7,this.FingeringOffsetX=0,this.FingeringOffsetY=0,this.FingeringPaddingY=-.2,this.FingeringTextSize=1.5,this.RenderStringNumbersClassical=!0,this.StringNumberOffsetY=0,this.NewSystemAtXMLNewSystemAttribute=!1,this.NewPageAtXMLNewPageAttribute=!1,this.RestoreCursorAfterRerender=!0,this.StretchLastSystemLine=!1,_EngravingRules.FixStafflineBoundingBox=!1,this.PageFormat=PageFormat.UndefinedPageFormat,this.PageBackgroundColor=void 0,this.PerformanceMode=!1,this.RenderSingleHorizontalStaffline=!1,this.SpacingBetweenTextLines=0,this.NoteToGraphicalNoteMap=new Dictionary,this.NoteToGraphicalNoteMapObjectCount=0;try{this.MaxInstructionsConstValue=this.ClefLeftMargin+this.ClefRightMargin+this.KeyRightMargin+this.RhythmRightMargin+11}catch(F){log$2.info("EngravingRules()",F)}this.MpatMode&&(this.NewPartAndSystemAfterFinalBarline=!0)}applyDefaultColorMusic(F){this.DefaultColorMusic=F,this.DefaultColorNotehead=this.DefaultColorMusic,this.DefaultColorRest=this.DefaultColorNotehead,this.DefaultColorStem=this.DefaultColorNotehead,this.DefaultColorLabel=this.DefaultColorNotehead,this.DefaultColorTitle=this.DefaultColorNotehead,this.LedgerLineColorDefault=this.DefaultColorNotehead}addGraphicalNoteToNoteMap(F,B){F.NoteToGraphicalNoteObjectId=this.NoteToGraphicalNoteMapObjectCount,this.NoteToGraphicalNoteMap.setValue(F.NoteToGraphicalNoteObjectId,B),this.NoteToGraphicalNoteMapObjectCount++}GNote(F){return GraphicalNote.FromNote(F,this)}clearMusicSheetObjects(){this.NoteToGraphicalNoteMap=new Dictionary,this.NoteToGraphicalNoteMapObjectCount=0}setChordSymbolLabelText(F,B){this.ChordSymbolLabelTexts.setValue(F,B)}resetChordSymbolLabelTexts(F){return F.setValue(ChordSymbolEnum.minor,"m"),F.setValue(ChordSymbolEnum.augmented,"aug"),F.setValue(ChordSymbolEnum.diminished,"dim"),F.setValue(ChordSymbolEnum.dominant,"7"),F.setValue(ChordSymbolEnum.majorseventh,"maj7"),F.setValue(ChordSymbolEnum.minorseventh,"m7"),F.setValue(ChordSymbolEnum.diminishedseventh,"dim7"),F.setValue(ChordSymbolEnum.augmentedseventh,"aug7"),F.setValue(ChordSymbolEnum.halfdiminished,"m7b5"),F.setValue(ChordSymbolEnum.majorminor,"m(maj7)"),F.setValue(ChordSymbolEnum.majorsixth,"maj6"),F.setValue(ChordSymbolEnum.minorsixth,"m6"),F.setValue(ChordSymbolEnum.dominantninth,"9"),F.setValue(ChordSymbolEnum.majorninth,"maj9"),F.setValue(ChordSymbolEnum.minorninth,"m9"),F.setValue(ChordSymbolEnum.dominant11th,"11"),F.setValue(ChordSymbolEnum.major11th,"maj11"),F.setValue(ChordSymbolEnum.minor11th,"m11"),F.setValue(ChordSymbolEnum.dominant13th,"13"),F.setValue(ChordSymbolEnum.major13th,"maj13"),F.setValue(ChordSymbolEnum.minor13th,"m13"),F.setValue(ChordSymbolEnum.suspendedsecond,"sus2"),F.setValue(ChordSymbolEnum.suspendedfourth,"sus4"),F.setValue(ChordSymbolEnum.power,"5"),F.setValue(ChordSymbolEnum.none,"N.C."),F}addChordName(F,B,D,R,G){if(ChordSymbolEnum[B]!==void 0){const W={adds:D,alts:R,subs:G};this.CustomChords.push(CustomChord.createCustomChord(F,ChordSymbolEnum[B],W))}}renameChord(F,B){CustomChord.renameCustomChord(F,B,this.CustomChords)}resetChordNames(){this.addChordName("alt","major",["#5","b9","#9"],["b5"],[]),this.addChordName("7alt","dominant",["#5","b9","#9"],["b5"],[]),this.addChordName("7sus4","dominant",["4"],[],["3"]),this.addChordName("7sus4","suspendedfourth",["7"],[],[]),this.addChordName("9sus4","dominantninth",["4"],[],["3"]),this.addChordName("9sus4","suspendedfourth",["9"],[],[]),this.addChordName("11sus4","dominant11th",["4"],[],["3"]),this.addChordName("11sus4","suspendedfourth",["11"],[],[]),this.addChordName("13sus4","dominant13th",["4"],[],["3"]),this.addChordName("13sus4","suspendedfourth",["13"],[],[]),this.addChordName("7sus2","dominant",["2"],[],["3"]),this.addChordName("7sus2","suspendedsecond",["7"],[],[]),this.addChordName("m7b5","minorseventh",[],["b5"],[]),this.addChordName("9sus2","dominantninth",["2"],[],["3"]),this.addChordName("9sus2","suspendedsecond",["9"],[],[]),this.addChordName("11sus2","dominant11th",["2"],[],["3"]),this.addChordName("11sus2","suspendedsecond",["11"],[],[]),this.addChordName("13sus2","dominant13th",["2"],[],["3"]),this.addChordName("13sus2","suspendedsecond",["13"],[],[]),this.addChordName("m(maj9)","majorminor",["9"],[],[]),this.addChordName("m(maj11)","majorminor",["11"],[],[]),this.addChordName("m(maj13)","majorminor",["13"],[],[]),this.addChordName("69","majorsixth",["9"],[],[]),this.addChordName("mi69","minorsixth",["9"],[],[])}calculateCurveParametersArrays(){this.TPower3=new Array(this.BezierCurveStepSize),this.OneMinusTPower3=new Array(this.BezierCurveStepSize),this.FactorOne=new Array(this.BezierCurveStepSize),this.FactorTwo=new Array(this.BezierCurveStepSize);for(let F=0;F<this.BezierCurveStepSize;F++){const B=F/this.BezierCurveStepSize;this.TPower3[F]=Math.pow(B,3),this.OneMinusTPower3[F]=Math.pow(1-B,3),this.FactorOne[F]=3*Math.pow(1-B,2)*B,this.FactorTwo[F]=3*(1-B)*Math.pow(B,2)}}};let EngravingRules=_EngravingRules;EngravingRules.unit=1;class PageFormat{constructor(B,D,R="noIdStringGiven"){this.width=B,this.height=D,this.idString=R}get aspectRatio(){return this.IsUndefined?0:this.width/this.height}get IsUndefined(){return this.width===void 0||this.height===void 0||this.height===0||this.width===0}static get UndefinedPageFormat(){return new PageFormat(0,0)}Equals(B){return B?B.width===this.width&&B.height===this.height:!1}}var ColoringModes=(F=>(F[F.XML=0]="XML",F[F.AutoColoring=1]="AutoColoring",F[F.CustomColorSet=2]="CustomColorSet",F))(ColoringModes||{}),DrawingParametersEnum=(F=>(F.allon="allon",F.compact="compact",F.compacttight="compacttight",F.default="default",F.leadsheet="leadsheet",F.preview="preview",F.thumbnail="thumbnail",F))(DrawingParametersEnum||{});class DrawingParameters{constructor(B="default"){this.rules=new EngravingRules,this.drawCursors=!0,this.drawTitle=!0,this.drawSubtitle=!0,this.drawLyricist=!0,this.drawComposer=!0,this.drawCredits=!0,this.drawPartNames=!0,this.fingeringPosition=PlacementEnum.Left,this.drawHiddenNotes=!1,this.DrawingParametersEnum=B}set DrawingParametersEnum(B){switch(this.drawingParametersEnum=B,B){case"allon":this.setForAllOn();break;case"thumbnail":this.setForThumbnail();break;case"leadsheet":this.setForLeadsheet();break;case"compact":this.setForCompactMode();break;case"compacttight":this.setForCompactTightMode();break;case"default":default:this.setForDefault()}}get DrawingParametersEnum(){return this.drawingParametersEnum}setForAllOn(){this.drawHighlights=!0,this.drawErrors=!0,this.drawSelectionStartSymbol=!0,this.drawSelectionEndSymbol=!0,this.drawCursors=!0,this.drawActivitySymbols=!0,this.drawScrollIndicator=!0,this.drawAnnotations=!0,this.drawComments=!0,this.drawMarkedAreas=!0,this.DrawTitle=!0,this.DrawSubtitle=!0,this.DrawComposer=!0,this.DrawLyricist=!0,this.drawCredits=!0,this.DrawPartNames=!0,this.drawHiddenNotes=!0,this.rules.CompactMode=!1}setForDefault(){this.rules.loadDefaultValues(),this.setForAllOn(),this.drawHiddenNotes=!1}setForThumbnail(){this.drawHighlights=!1,this.drawErrors=!1,this.drawSelectionStartSymbol=!1,this.drawSelectionStartSymbol=!1,this.drawCursors=!1,this.drawActivitySymbols=!1,this.drawScrollIndicator=!1,this.drawAnnotations=!0,this.drawComments=!0,this.drawMarkedAreas=!0,this.drawHiddenNotes=!1}setForCompactMode(){this.rules.CompactMode=!0,this.DrawCredits=!1,this.drawHiddenNotes=!1}setForCompactTightMode(){this.setForCompactMode(),this.DrawPartNames=!1,this.rules.VoiceSpacingMultiplierVexflow=.65,this.rules.VoiceSpacingAddendVexflow=2,this.rules.MinSkyBottomDistBetweenStaves=1,this.rules.MinSkyBottomDistBetweenSystems=1,this.rules.BetweenStaffDistance=2.5,this.rules.StaffDistance=3.5,this.rules.MinimumDistanceBetweenSystems=1,this.rules.PageBottomMargin=0,this.rules.PageLeftMargin=2,this.rules.PageRightMargin=2}setForLeadsheet(){this.drawHighlights=!1,this.drawErrors=!1,this.drawSelectionStartSymbol=!0,this.drawSelectionEndSymbol=!0,this.drawCursors=!0,this.drawActivitySymbols=!1,this.drawScrollIndicator=!0,this.drawAnnotations=!0,this.drawComments=!0,this.drawMarkedAreas=!0}get DrawCredits(){return this.drawCredits}set DrawCredits(B){this.drawCredits=B,this.DrawComposer=B,this.DrawTitle=B,this.DrawSubtitle=B,this.DrawLyricist=B}get DrawTitle(){return this.drawTitle}set DrawTitle(B){this.drawTitle=B,this.rules.RenderTitle=B,B||(this.DrawSubtitle=!1)}get DrawSubtitle(){return this.drawSubtitle}set DrawSubtitle(B){this.drawSubtitle=B,this.rules.RenderSubtitle=B,B&&(this.DrawTitle=!0)}get DrawComposer(){return this.drawComposer}set DrawComposer(B){this.drawComposer=B,this.rules.RenderComposer=B}get DrawLyricist(){return this.drawLyricist}set DrawLyricist(B){this.drawLyricist=B,this.rules.RenderLyricist=B}get DrawPartNames(){return this.drawPartNames}set DrawPartNames(B){this.drawPartNames=B,this.rules.RenderPartNames=B,this.rules.RenderPartNames||(this.rules.RenderPartAbbreviations=!1)}get FingeringPosition(){return this.fingeringPosition}set FingeringPosition(B){this.fingeringPosition=B,this.rules.FingeringPosition=B}get Rules(){return this.rules}set Rules(B){this.rules=B}}var AlignRestOption=(F=>(F[F.Never=0]="Never",F[F.Always=1]="Always",F[F.Auto=2]="Auto",F))(AlignRestOption||{}),FillEmptyMeasuresWithWholeRests=(F=>(F[F.No=0]="No",F[F.YesVisible=1]="YesVisible",F[F.YesInvisible=2]="YesInvisible",F))(FillEmptyMeasuresWithWholeRests||{}),BackendType=(F=>(F[F.SVG=0]="SVG",F[F.Canvas=1]="Canvas",F))(BackendType||{});class OSMDOptions{static OSMDOptionsStandard(){return{autoResize:!0,backend:"svg",drawingParameters:DrawingParametersEnum.default}}static BackendTypeFromString(B){return B&&B.toLowerCase()==="canvas"?1:0}}class IXmlElement{constructor(B){if(this.hasAttributes=!1,!B)throw new Error("IXmlElement: expected Element, got undefined");this.elem=B,this.name=B.nodeName.toLowerCase(),B.hasAttributes()&&(this.hasAttributes=!0,this.firstAttribute=B.attributes[0]),this.hasElements=B.hasChildNodes(),B.childNodes.length===1&&B.childNodes[0].nodeType===Node.TEXT_NODE?this.value=B.childNodes[0].nodeValue:this.value=""}attribute(B){return this.elem.attributes.getNamedItem(B)}attributes(){if(!this.attrs){const B=this.elem.attributes,D=[];for(let R=0;R<B.length;R+=1)D.push(B[R]);this.attrs=D}return this.attrs}element(B){const D=this.elem.childNodes;for(let R=0,G=D.length;R<G;R+=1){const W=D[R];if(W.nodeType===Node.ELEMENT_NODE&&W.nodeName.toLowerCase()===B)return new IXmlElement(W)}}elements(B){const D=this.elem.childNodes,R=[],G=!B;G||(B=B.toLowerCase());for(let W=0;W<D.length;W+=1){const q=D[W];q.nodeType===Node.ELEMENT_NODE&&(G||q.nodeName.toLowerCase()===B)&&R.push(new IXmlElement(q))}return R}}class InstrumentalGroup{constructor(B,D,R){this.instrumentalGroups=[],this.name=B,this.musicSheet=D,this.parent=R}get InstrumentalGroups(){return this.instrumentalGroups}get Parent(){return this.parent}get Name(){return this.name}set Name(B){this.name=B}get GetMusicSheet(){return this.musicSheet}}class Instrument extends InstrumentalGroup{constructor(B,D,R,G){super(void 0,R,G),this.Transpose=0,this.voices=[],this.staves=[],this.hasLyrics=!1,this.hasChordSymbols=!1,this.playbackTranspose=0,this.lyricVersesNumbers=[],this.subInstruments=[],this.id=B,this.idString=D,this.nameLabel=new Label(D)}get Voices(){return this.voices}get Staves(){return this.staves}get NameLabel(){return this.nameLabel}get HasLyrics(){return this.hasLyrics}set HasLyrics(B){this.hasLyrics=B}get HasChordSymbols(){return this.hasChordSymbols}set HasChordSymbols(B){this.hasChordSymbols=B}get LyricVersesNumbers(){return this.lyricVersesNumbers}set LyricVersesNumbers(B){this.lyricVersesNumbers=B}get Name(){return this.nameLabel.text}set Name(B){this.nameLabel.text=B}get IdString(){return this.idString}get Id(){return this.id}get MidiInstrumentId(){return this.subInstruments[0].midiInstrumentID}set MidiInstrumentId(B){this.subInstruments[0].midiInstrumentID=B}get Volume(){return this.subInstruments[0].volume}set Volume(B){for(let D=0,R=this.subInstruments.length;D<R;++D){const G=this.subInstruments[D];G.volume=B}}get PlaybackTranspose(){return this.playbackTranspose}set PlaybackTranspose(B){this.playbackTranspose=B}get SubInstruments(){return this.subInstruments}getSubInstrument(B){for(let D=0,R=this.subInstruments.length;D<R;++D){const G=this.subInstruments[D];if(G.idString===B)return G}}get PartAbbreviation(){return this.partAbbreviation}set PartAbbreviation(B){this.partAbbreviation=B}get Visible(){return this.voices.length>0?this.Voices[0].Visible:!1}set Visible(B){for(let D=0,R=this.Voices.length;D<R;++D){const G=this.Voices[D];G.Visible=B}}get Audible(){let B=!1;for(let D=0,R=this.Voices.length;D<R;++D){const G=this.Voices[D];B=B||G.Audible}return B}set Audible(B){for(let D=0,R=this.Voices.length;D<R;++D){const G=this.Voices[D];G.Audible=B}for(let D=0,R=this.staves.length;D<R;++D){const G=this.staves[D];G.audible=B}}get Solo(){let B=!1;for(let D=0,R=this.Voices.length;D<R;++D){const G=this.Voices[D];B=B||G.Solo}return B}set Solo(B){for(let D=0,R=this.Voices.length;D<R;++D){const G=this.Voices[D];G.Solo=B}for(let D=0,R=this.Staves.length;D<R;++D){const G=this.Staves[D];G.Solo=B}}get Following(){let B=!1;for(let D=0,R=this.Voices.length;D<R;++D){const G=this.Voices[D];B=B||G.Following}return B}set Following(B){for(let D=0,R=this.Voices.length;D<R;++D){const G=this.Voices[D];G.Following=B}for(let D=0,R=this.staves.length;D<R;++D){const G=this.staves[D];G.following=B}}SetVoiceAudible(B,D){for(let R=0,G=this.Voices.length;R<G;++R){const W=this.Voices[R];if(W.VoiceId===B){W.Audible=D;break}}}SetVoiceFollowing(B,D){for(let R=0,G=this.Voices.length;R<G;++R){const W=this.Voices[R];if(W.VoiceId===B){W.Following=D;break}}}SetStaffAudible(B,D){const R=this.staves[B-1];if(R.audible=D,D)for(let G=0,W=R.Voices.length;G<W;++G){const q=R.Voices[G];q.Audible=!0}else for(let G=0,W=R.Voices.length;G<W;++G){const q=R.Voices[G];let Z=!1;for(let Y=0,U=this.Staves.length;Y<U;++Y){const J=this.Staves[Y];if(!(J.Id===B||!J.audible))for(let K=0,Q=J.Voices.length;K<Q;++K)J.Voices[K]===q&&(Z=!0)}Z||(q.Audible=!1)}}SetStaffFollow(B,D){const R=this.staves[B-1];if(R.following=D,D)for(let G=0,W=R.Voices.length;G<W;++G){const q=R.Voices[G];q.Following=!0}else for(let G=0,W=R.Voices.length;G<W;++G){const q=R.Voices[G];let Z=!1;for(let Y=0,U=this.Staves.length;Y<U;++Y){const J=this.Staves[Y];if(!(J.Id===B||!J.following))for(let K=0,Q=J.Voices.length;K<Q;++K)J.Voices[K]===q&&(Z=!0)}Z||(q.Following=!1)}}areAllVoiceVisible(){for(const B of this.Voices)if(!B.Visible)return!1;return!0}createStaves(B){for(let D=0;D<B;D++)this.staves.push(new Staff(this,D+1))}toString(){return`${this.Name} , id: ${this.id}, idstring: ${this.idString}`}}class MusicSystem extends GraphicalObject{constructor(B){super(),this.needsToBeRedrawn=!0,this.staffLines=[],this.graphicalMeasures=[],this.labels=new _default,this.measureNumberLabels=[],this.objectsToRedraw=[],this.instrumentBrackets=[],this.groupBrackets=[],this.graphicalMarkedAreas=[],this.systemLines=[],this.breaksPage=!1,this.id=B,this.boundingBox=new BoundingBox$1(this),this.maxLabelLength=0}get Parent(){return this.parent}set Parent(B){if(this.parent){const D=this.parent.MusicSystems.indexOf(this,0);D>-1&&this.parent.MusicSystems.splice(D,1)}this.parent=B,this.boundingBox.Parent=B.PositionAndShape}get NextSystem(){const B=this.Parent.MusicSystems.indexOf(this);return B!==this.Parent.MusicSystems.length?this.Parent.MusicSystems[B+1]:void 0}get StaffLines(){return this.staffLines}get GraphicalMeasures(){return this.graphicalMeasures}get MeasureNumberLabels(){return this.measureNumberLabels}get Labels(){return this.labels.values()}get ObjectsToRedraw(){return this.objectsToRedraw}get InstrumentBrackets(){return this.instrumentBrackets}get GroupBrackets(){return this.groupBrackets}get GraphicalMarkedAreas(){return this.graphicalMarkedAreas}get SystemLines(){return this.systemLines}get Id(){return this.id}createSystemLeftLine(B,D,R){let G=-B/2;R&&(G=this.maxLabelLength+D-B/2);const W=this.staffLines[0].Measures[0];let q;this.staffLines.length>1&&(q=this.staffLines[this.staffLines.length-1].Measures[0]);const Z=this.createSystemLine(G,B,SystemLinesEnum.SingleThin,SystemLinePosition.MeasureBegin,this,W,q);this.SystemLines.push(Z),Z.PositionAndShape.RelativePosition=new PointF2D(G,0),Z.PositionAndShape.BorderLeft=0,Z.PositionAndShape.BorderRight=B,Z.PositionAndShape.BorderTop=0,Z.PositionAndShape.BorderBottom=this.boundingBox.Size.height,this.createLinesForSystemLine(Z)}createVerticalLineForMeasure(B,D,R,G,W,q){const Z=q.ParentStaffLine,Y=new PointF2D(Z.PositionAndShape.RelativePosition.x,Z.PositionAndShape.RelativePosition.y),U=Z.ParentStaff.ParentInstrument.Staves;if(Z.ParentStaff===U[0]){let J;U.length>1&&(J=this.getBottomStaffLine(Z).Measures[W]);const K=this.createSystemLine(B,D,R,G,this,q,J),Q=Y.x+B;K.PositionAndShape.RelativePosition=new PointF2D(Q,0),K.PositionAndShape.BorderLeft=0,K.PositionAndShape.BorderRight=D,this.SystemLines.push(K)}}setYPositionsToVerticalLineObjectsAndCreateLines(B){}calculateBorders(B){}alignBeginInstructions(){}GetLeftBorderAbsoluteXPosition(){return this.StaffLines[0].PositionAndShape.AbsolutePosition.x+this.StaffLines[0].Measures[0].beginInstructionsWidth}GetRightBorderAbsoluteXPosition(){return this.StaffLines[0].PositionAndShape.AbsolutePosition.x+this.StaffLines[0].StaffLines[0].End.x}AddGraphicalMeasures(B){for(let D=0,R=B.length;D<R;++D){const G=B[D];G.ParentMusicSystem=this}this.graphicalMeasures.push(B)}GetSystemsFirstTimeStamp(){return this.graphicalMeasures[0][0].parentSourceMeasure.AbsoluteTimestamp}GetSystemsLastTimeStamp(){const B=this.graphicalMeasures[this.graphicalMeasures.length-1][0].parentSourceMeasure;return Fraction$1.plus(B.AbsoluteTimestamp,B.Duration)}createInstrumentBrackets(B,D){for(let R=0,G=B.length;R<G;++R){const W=B[R];if(W.Staves.length>1){let q,Z;for(let Y=0,U=this.staffLines.length;Y<U;++Y){const J=this.staffLines[Y];J.ParentStaff===W.Staves[0]&&(q=J),J.ParentStaff===W.Staves[W.Staves.length-1]&&(Z=J)}q&&Z&&this.createInstrumentBracket(q,Z)}}}createGroupBrackets(B,D,R){for(let G=0,W=B.length;G<W;++G){const q=B[G];if(q.InstrumentalGroups.length<1)continue;const Z=this.findFirstVisibleInstrumentInInstrumentalGroup(q),Y=this.findLastVisibleInstrumentInInstrumentalGroup(q);if(!Z||!Y)continue;let U,J;for(let K=0,Q=this.staffLines.length;K<Q;++K){const te=this.staffLines[K];te.ParentStaff===Z.Staves[0]&&(U=te),te.ParentStaff===Y.Staves[0]&&(J=te)}U&&J&&this.createGroupBracket(U,J,R),!(q.InstrumentalGroups.length<1)&&this.createGroupBrackets(q.InstrumentalGroups,D,R+1)}}createMusicSystemLabel(B,D,R,G=!1){var Z;const W=D;for(let Y=0,U=this.staffLines.length;Y<U;++Y){const J=this.staffLines[Y].ParentStaff.ParentInstrument;let K;if(G)K=J.NameLabel,(!this.rules.RenderPartNames||!(K!=null&&K.print))&&(K=new Label("",J.NameLabel.textAlignment,J.NameLabel.font),D=0);else{if(!this.rules.RenderPartAbbreviations||!this.rules.RenderPartNames||this.staffLines.length===1||!J.PartAbbreviation||J.PartAbbreviation==="")return;const Q=J.PartAbbreviation;K=new Label(Q,J.NameLabel.textAlignment,J.NameLabel.font)}if((Z=J==null?void 0:J.NameLabel)!=null&&Z.print){const Q=new GraphicalLabel(K,B,TextAlignmentEnum.LeftCenter,this.rules,this.boundingBox);Q.setLabelPositionAndShapeBorders(),this.labels.setValue(J,Q)}else D=0}this.maxLabelLength=0;const q=this.labels.values();for(let Y=0,U=q.length;Y<U;++Y){const J=q[Y];!J.Label.print||J.PositionAndShape.Size.width>this.maxLabelLength&&(this.maxLabelLength=J.PositionAndShape.Size.width,D=W)}this.updateMusicSystemStaffLineXPosition(D)}setMusicSystemLabelsYPosition(){this.labels.forEach((B,D)=>{let R=0,G=0;for(let W=0;W<this.staffLines.length;W++)if(this.staffLines[W].ParentStaff.ParentInstrument===B){for(let q=W;q<this.staffLines.length;q++){const Z=this.staffLines[q];if(Z.ParentStaff.ParentInstrument!==B)break;R+=Z.PositionAndShape.RelativePosition.y,G++}break}G>0&&(D.PositionAndShape.RelativePosition=new PointF2D(0,R/G+2))})}checkStaffEntriesForStaffEntryLink(){let B=!1,D=!1;for(let R=0;R<this.staffLines.length-1;R++){for(let G=0,W=this.staffLines[R].Measures.length;G<W;++G){const q=this.staffLines[R].Measures[G];for(let Z=0,Y=q.staffEntries.length;Z<Y;++Z)q.staffEntries[Z].sourceStaffEntry.Link&&(B=!0)}for(let G=0,W=this.staffLines[R+1].Measures.length;G<W;++G){const q=this.staffLines[R+1].Measures[G];for(let Z=0,Y=q.staffEntries.length;Z<Y;++Z)q.staffEntries[Z].sourceStaffEntry.Link&&(D=!0)}}return!!(B&&D)}getBottomStaffLine(B){const D=B.ParentStaff.ParentInstrument.Staves,R=D[D.length-1];for(const G of B.ParentMusicSystem.staffLines)if(G.ParentStaff===R)return G}createSystemLine(B,D,R,G,W,q,Z=void 0){throw new Error("not implemented")}createLinesForSystemLine(B){}calcBracketsWidth(){let B=0;for(let D=0,R=this.GroupBrackets.length;D<R;++D){const G=this.GroupBrackets[D];B=Math.max(B,G.PositionAndShape.Size.width)}for(let D=0,R=this.InstrumentBrackets.length;D<R;++D){const G=this.InstrumentBrackets[D];B=Math.max(B,G.PositionAndShape.Size.width)}return B}createInstrumentBracket(B,D){}createGroupBracket(B,D,R){}findFirstVisibleInstrumentInInstrumentalGroup(B){for(let D=0,R=B.InstrumentalGroups.length;D<R;++D){const G=B.InstrumentalGroups[D];if(G instanceof Instrument){if(G.Visible===!0)return G;continue}return this.findFirstVisibleInstrumentInInstrumentalGroup(G)}}findLastVisibleInstrumentInInstrumentalGroup(B){let D;for(let R=B.InstrumentalGroups.length-1;R>=0;R--){if(D=B.InstrumentalGroups[R],D instanceof Instrument){if(D.Visible===!0)return D;continue}return this.findLastVisibleInstrumentInInstrumentalGroup(D)}}updateMusicSystemStaffLineXPosition(B){for(let D=0,R=this.StaffLines.length;D<R;++D){const G=this.StaffLines[D],W=G.PositionAndShape.RelativePosition;W.x=this.maxLabelLength+B,G.PositionAndShape.RelativePosition=W,G.PositionAndShape.BorderRight=this.boundingBox.Size.width-this.maxLabelLength-B;for(let q=0;q<G.StaffLines.length;q++){const Z=new PointF2D(G.PositionAndShape.Size.width,G.StaffLines[q].End.y);G.StaffLines[q].End=Z}}}}class SystemLine extends GraphicalObject{constructor(B,D,R,G,W=void 0){super(),this.lineType=B,this.linePosition=D,this.parentMusicSystem=R,this.topMeasure=G,this.bottomMeasure=W,this.parentTopStaffLine=G==null?void 0:G.ParentStaffLine,this.boundingBox=new BoundingBox$1(this,R.PositionAndShape)}static getObjectWidthForLineType(B,D){switch(D){case SystemLinesEnum.SingleThin:return B.SystemThinLineWidth;case SystemLinesEnum.DoubleThin:return B.SystemThinLineWidth*2+B.DistanceBetweenVerticalSystemLines;case SystemLinesEnum.ThinBold:return B.SystemThinLineWidth+B.SystemBoldLineWidth+B.DistanceBetweenVerticalSystemLines;case SystemLinesEnum.BoldThinDots:return B.SystemThinLineWidth+B.SystemBoldLineWidth+B.DistanceBetweenVerticalSystemLines+B.SystemDotWidth+B.DistanceBetweenDotAndLine;case SystemLinesEnum.DotsThinBold:return B.SystemThinLineWidth+B.SystemBoldLineWidth+B.DistanceBetweenVerticalSystemLines+B.SystemDotWidth+B.DistanceBetweenDotAndLine;case SystemLinesEnum.DotsBoldBoldDots:return 2*B.SystemBoldLineWidth+2*B.SystemDotWidth+2*B.DistanceBetweenDotAndLine+B.DistanceBetweenVerticalSystemLines;default:return 0}}}const VF$b=Vex.Flow;class VexFlowInstrumentBracket extends GraphicalObject{constructor(B,D,R=0){super(),this.Visible=!0,this.PositionAndShape=new BoundingBox$1(this,B.ParentMusicSystem.PositionAndShape);const G=B.Measures[0],W=D.Measures[0];this.addConnector(G.getVFStave(),W.getVFStave(),VF$b.StaveConnector.type.BRACKET,R)}draw(B){this.Visible&&this.vexflowConnector.setContext(B).draw();const D=this.vexflowConnector,R=D.top_stave.getYForLine(0),G=D.bottom_stave.getYForLine(D.bottom_stave.getNumLines()-1)+D.thickness;this.PositionAndShape.AbsolutePosition.x=(D.top_stave.getX()-2+D.x_shift)/unitInPixels,this.PositionAndShape.AbsolutePosition.y=R/unitInPixels,this.PositionAndShape.Size.height=(G-R)/unitInPixels,this.PositionAndShape.Size.width=12/unitInPixels}addConnector(B,D,R,G){this.vexflowConnector=new VF$b.StaveConnector(B,D).setType(R).setXShift(G*-5)}}const VF$a=Vex.Flow;class VexFlowInstrumentBrace extends VexFlowInstrumentBracket{constructor(B,D,R=0){super(B,D,R),this.vexflowConnector.setType(VF$a.StaveConnector.type.BRACE)}}class VexFlowMusicSystem extends MusicSystem{constructor(B,D){super(B),this.rules=D}calculateBorders(B){if(this.staffLines.length===0)return;const D=this.calcBracketsWidth();this.boundingBox.BorderLeft=-D,this.boundingBox.BorderMarginLeft=-D,this.boundingBox.XBordersHaveBeenSet=!0;const G=this.staffLines[0].SkyBottomLineCalculator.getSkyLineMin();this.boundingBox.BorderTop=G,this.boundingBox.BorderMarginTop=G;const W=this.staffLines[this.staffLines.length-1],Z=W.SkyBottomLineCalculator.getBottomLineMax()+W.PositionAndShape.RelativePosition.y;this.boundingBox.BorderBottom=Z,this.boundingBox.BorderMarginBottom=Z,this.boundingBox.XBordersHaveBeenSet=!0,this.boundingBox.YBordersHaveBeenSet=!0}createSystemLine(B,D,R,G,W,q,Z=void 0){const Y=q;let U=!1;if(Z&&(U=!0,Z.lineTo(q,VexFlowConverter.line(R,G)),Z.addMeasureLine(R,G),R===SystemLinesEnum.DotsBoldBoldDots)){const J=Z.ParentStaffLine.Measures.indexOf(Z)+1,K=Z.ParentStaffLine.Measures[J],Q=q.ParentStaffLine.Measures[J];K&&Q&&(K.lineTo(Q,VexFlowConverter.line(SystemLinesEnum.BoldThinDots,G)),K.addMeasureLine(SystemLinesEnum.BoldThinDots,G))}return Y&&Y.addMeasureLine(R,G,U),new SystemLine(R,G,this,q,Z)}createInstrumentBracket(B,D){const R=B,G=D,W=new VexFlowInstrumentBrace(R,G);this.InstrumentBrackets.push(W)}createGroupBracket(B,D,R){const G=B,W=D;if(R===0){const q=new VexFlowInstrumentBracket(G,W,R);this.GroupBrackets.push(q)}else{const q=new VexFlowInstrumentBrace(G,W,R);this.GroupBrackets.push(q)}}}class GraphicalMeasure extends GraphicalObject{constructor(B=void 0,D=void 0,R=void 0){super(),this.hasOnlyRests=!1,this.measureNumber=-1,this.ShowTimeSignature=!0,this.parentStaff=B,this.parentSourceMeasure=D,this.parentStaffLine=R,R?(this.parentStaff=R.ParentStaff,this.PositionAndShape=new BoundingBox$1(this,R.PositionAndShape)):this.PositionAndShape=new BoundingBox$1(this),this.PositionAndShape.BorderBottom=4,this.parentSourceMeasure&&(this.measureNumber=this.parentSourceMeasure.MeasureNumber),this.staffEntries=[]}get ParentStaff(){return this.parentStaff}get ParentMusicSystem(){return this.parentMusicSystem}set ParentMusicSystem(B){this.parentMusicSystem=B}get MeasureNumber(){return this.measureNumber}get FirstInstructionStaffEntry(){return this.firstInstructionStaffEntry}set FirstInstructionStaffEntry(B){this.firstInstructionStaffEntry=B}get LastInstructionStaffEntry(){return this.lastInstructionStaffEntry}set LastInstructionStaffEntry(B){this.lastInstructionStaffEntry=B}get ParentStaffLine(){return this.parentStaffLine}set ParentStaffLine(B){this.parentStaffLine=B,this.parentStaffLine&&(this.PositionAndShape.Parent=this.parentStaffLine.PositionAndShape)}resetLayout(){throw new Error("not implemented")}getLineWidth(B){throw new Error("not implemented")}addClefAtBegin(B){throw new Error("not implemented")}addKeyAtBegin(B,D,R){throw new Error("not implemented")}addRhythmAtBegin(B){throw new Error("not implemented")}addClefAtEnd(B,D=!0){throw new Error("not implemented")}setPositionInStaffline(B){this.PositionAndShape.RelativePosition=new PointF2D(B,0)}setWidth(B){this.PositionAndShape.BorderRight=B}layoutSymbols(){throw new Error("not implemented")}findGraphicalStaffEntryFromTimestamp(B){var D;for(let R=0,G=this.staffEntries.length;R<G;++R){const W=this.staffEntries[R];if((D=W.relInMeasureTimestamp)!=null&&D.Equals(B))return W}}findGraphicalStaffEntryFromVerticalContainerTimestamp(B){for(let D=0,R=this.staffEntries.length;D<R;++D){const G=this.staffEntries[D];if(G.sourceStaffEntry.VerticalContainerParent.getAbsoluteTimestamp().Equals(B))return G}}hasSameDurationWithSourceMeasureParent(){const B=new Fraction$1(0,1);for(let D=0,R=this.staffEntries.length;D<R;++D){const G=this.staffEntries[D];B.Add(G.findStaffEntryMinNoteLength())}return B.Equals(this.parentSourceMeasure.Duration)}hasMultipleVoices(){if(this.staffEntries.length===0)return!1;const B=[];for(let D=0,R=this.staffEntries.length;D<R;++D){const G=this.staffEntries[D];for(let W=0,q=G.sourceStaffEntry.VoiceEntries.length;W<q;++W){const Z=G.sourceStaffEntry.VoiceEntries[W];B.indexOf(Z.ParentVoice)<0&&B.push(Z.ParentVoice)}}return B.length>1}isVisible(){return this.ParentStaff.ParentInstrument.Visible}getGraphicalMeasureDurationFromStaffEntries(){let B=new Fraction$1(0,1);const D=[];for(let R=0,G=this.staffEntries.length;R<G;++R){const W=this.staffEntries[R];for(let q=0,Z=W.sourceStaffEntry.VoiceEntries.length;q<Z;++q){const Y=W.sourceStaffEntry.VoiceEntries[q];D.indexOf(Y.ParentVoice)<0&&D.push(Y.ParentVoice)}}for(let R=0,G=D.length;R<G;++R){const W=D[R],q=new Fraction$1(0,1);for(const Z of this.staffEntries)for(const Y of Z.graphicalVoiceEntries)Y.parentVoiceEntry.ParentVoice===W&&Y.notes.length>0&&q.Add(Y.notes[0].graphicalNoteLength);B.lt(q)&&(B=Fraction$1.createFromFraction(q))}return B}addGraphicalStaffEntry(B){this.staffEntries.push(B)}addGraphicalStaffEntryAtTimestamp(B){if(B)if(this.staffEntries.length===0||this.staffEntries[this.staffEntries.length-1].relInMeasureTimestamp.lt(B.relInMeasureTimestamp))this.staffEntries.push(B);else for(let D=this.staffEntries.length-1;D>=0;D--){if(this.staffEntries[D].relInMeasureTimestamp.lt(B.relInMeasureTimestamp)){this.staffEntries.splice(D+1,0,B);break}D===0&&this.staffEntries.splice(D,0,B)}}isPianoRightHand(){return this.isUpperStaffOfInstrument()}isPianoLeftHand(){return this.isLowerStaffOfInstrument()}isUpperStaffOfInstrument(){return this.parentStaff.ParentInstrument.Staves.length===1?!0:this.ParentStaff===this.parentStaff.ParentInstrument.Staves[0]}isLowerStaffOfInstrument(){return this.parentStaff.ParentInstrument.Staves.length===1?!1:this.ParentStaff===this.ParentStaff.ParentInstrument.Staves.last()}beginsWithLineRepetition(){const B=this.parentSourceMeasure;return B?B.beginsWithLineRepetition():!1}endsWithLineRepetition(){const B=this.parentSourceMeasure;return B?B.endsWithLineRepetition():!1}beginsWithWordRepetition(){const B=this.parentSourceMeasure;return B?B.beginsWithWordRepetition():!1}endsWithWordRepetition(){const B=this.parentSourceMeasure;return B?B.endsWithWordRepetition():!1}getTransposedHalftones(){return this.parentStaff.ParentInstrument.GetMusicSheet.Transpose+this.parentStaff.ParentInstrument.Transpose}}Vex.Flow;class VexFlowVoiceEntry extends GraphicalVoiceEntry{constructor(B,D){super(B,D)}applyBordersFromVexflow(){const B=this.vfStaveNote;if(!B.getNoteHeadBeginX)return;const D=B.getBoundingBox(),R=B.getNoteHeadBeginX()-D.x;this.PositionAndShape.RelativePosition.y=D.y/unitInPixels,this.PositionAndShape.BorderTop=0,this.PositionAndShape.BorderBottom=D.h/unitInPixels,this.PositionAndShape.BorderLeft=-(R+B.width/2)/unitInPixels,this.PositionAndShape.BorderRight=(D.w-R)/unitInPixels}set vfStaveNote(B){this.mVexFlowStaveNote=B}get vfStaveNote(){return this.mVexFlowStaveNote}color(){var Q;const B=this.rules.DefaultColorNotehead,D=this.rules.DefaultColorRest,R=this.rules.DefaultColorStem,G="#00000000";let W,q;const Z=this.vfStaveNote;for(let te=0;te<this.notes.length;te++){const re=this.notes[te];if(q=re.sourceNote.NoteheadColor,W=q,this.rules.ColoringMode===ColoringModes.AutoColoring||this.rules.ColoringMode===ColoringModes.CustomColorSet)if(re.sourceNote.isRest())W=this.rules.ColoringSetCurrent.getValue(-1);else{const se=re.sourceNote.Pitch.FundamentalNote;W=this.rules.ColoringSetCurrent.getValue(se)}if(re.sourceNote.PrintObject?(!W||W==="#000000")&&(W=this.rules.DefaultColorNotehead):W=G,!q&&this.rules.ColoringMode===ColoringModes.XML&&re.sourceNote.PrintObject&&(!re.sourceNote.isRest()&&B?W=B:re.sourceNote.isRest()&&D&&(W=D)),W&&re.sourceNote.PrintObject)re.sourceNote.NoteheadColorCurrentlyRendered=W;else if(!W)continue;if(this.rules.ColoringEnabled&&re.sourceNote.NoteBeam&&this.rules.ColorBeams){const se=re.sourceNote.NoteBeam.Notes;let ie=!0;for(let ae=0;ae<se.length;ae++)se[ae].NoteheadColorCurrentlyRendered!==W&&(ie=!1);ie&&(Q=Z==null?void 0:Z.beam)!=null&&Q.setStyle&&Z.beam.setStyle({fillStyle:W,strokeStyle:W})}if(Z){if(Z.note_heads){const se=Z.note_heads[te];se&&se.setStyle({fillStyle:W,strokeStyle:W})}Z.setLedgerLineStyle&&(W===G?Z.setLedgerLineStyle({fillStyle:W,strokeStyle:W,lineWidth:this.rules.LedgerLineWidth}):Z.setLedgerLineStyle({fillStyle:this.rules.LedgerLineColorDefault,lineWidth:this.rules.LedgerLineWidth,strokeStyle:this.rules.LedgerLineColorDefault}))}}let Y=R,U=!1;this.rules.ColoringEnabled&&(Y=this.parentVoiceEntry.StemColor,(!Y||Y==="#000000")&&(Y=R),this.rules.ColorStemsLikeNoteheads&&W&&(Y=W,U=!0));let J=!0;for(const te of this.parentVoiceEntry.Notes)if(te.PrintObject){J=!1;break}J&&(Y=G);const K={fillStyle:Y,strokeStyle:Y};Z&&Z.setStemStyle&&(!J&&U&&(this.parentVoiceEntry.StemColor=Y),Z.setStemStyle(K),Z.flag&&Z.setFlagStyle&&this.rules.ColorFlags&&Z.setFlagStyle(K))}}const VF$9=Vex.Flow,NoteSubGroup=VF$9.NoteSubGroup;class VexFlowMeasure extends GraphicalMeasure{constructor(B,D=void 0,R=void 0){super(B,D,R),this.isTabMeasure=!1,this.octaveOffset=3,this.vfVoices={},this.vfTies=[],this.vfRepetitionWords=[],this.connectors=[],this.beams={},this.tuplets={},this.vftuplets={},this.minimumStaffEntriesWidth=-1,R?this.rules=R.ParentMusicSystem.rules:D&&(this.rules=D.Rules),this.resetLayout()}setAbsoluteCoordinates(B,D){this.stave.setX(B).setY(D)}resetLayout(){this.stave=new VF$9.Stave(0,0,0,{fill_style:this.rules.StaffLineColor,space_above_staff_ln:0,space_below_staff_ln:0,DYMusicScoreType:this.rules.DYMusicScoreType}),this.stave.MeasureNumber=this.MeasureNumber,this.ParentStaff&&this.setLineNumber(this.ParentStaff.StafflineCount),this.stave.setBegBarType(VF$9.Barline.type.NONE),this.parentSourceMeasure&&this.parentSourceMeasure.endingBarStyleEnum===SystemLinesEnum.None&&this.stave.setEndBarType(VF$9.Barline.type.NONE),this.updateInstructionWidth()}clean(){this.vfTies.length=0,this.connectors=[],this.resetLayout()}getLineWidth(B){switch(B){case SystemLinesEnum.SingleThin:return 5/unitInPixels;case SystemLinesEnum.DoubleThin:return 5/unitInPixels;case SystemLinesEnum.ThinBold:return 5/unitInPixels;case SystemLinesEnum.BoldThinDots:case SystemLinesEnum.DotsThinBold:return 10/unitInPixels;case SystemLinesEnum.DotsBoldBoldDots:return 10/unitInPixels+this.rules.RepeatEndStartPadding;default:return 0}}addClefAtBegin(B){if(!!this.rules.RenderClefsAtBeginningOfStaffline){if(this.octaveOffset=B.OctaveOffset,this.rules.DYMusicScoreType!=="jianpu")if(B.ClefType===ClefEnum.TAB)this.stave.addClef("tab",void 0,void 0,void 0);else{const D=VexFlowConverter.Clef(B,"default");this.stave.addClef(D.type,D.size,D.annotation,VF$9.StaveModifier.Position.BEGIN)}this.updateInstructionWidth()}}setLineNumber(B){B!==5&&(B===0?(this.stave.setNumLines(0),this.stave.getBottomLineY=function(){return this.getYForLine(this.options.num_lines)}):B===1?(this.stave.options.line_config=[{visible:!1},{visible:!1},{visible:!0},{visible:!1},{visible:!1}],this.stave.getBottomLineY=function(){return this.getYForLine(2)}):B===2?(this.stave.options.line_config=[{visible:!1},{visible:!1},{visible:!0},{visible:!0},{visible:!1}],this.stave.getBottomLineY=function(){return this.getYForLine(3)}):B===3?(this.stave.options.line_config=[{visible:!1},{visible:!0},{visible:!0},{visible:!0},{visible:!1}],this.stave.getBottomLineY=function(){return this.getYForLine(2)}):(this.stave.setNumLines(B),this.stave.getBottomLineY=function(){return this.getYForLine(this.options.num_lines)}))}addKeyAtBegin(B,D,R){!this.rules.RenderKeySignatures||(this.stave.setKeySignature(VexFlowConverter.keySignature(B),VexFlowConverter.keySignature(D),void 0),this.updateInstructionWidth())}addRhythmAtBegin(B){const D=VexFlowConverter.TimeSignature(B);this.stave.addModifier(D,VF$9.StaveModifier.Position.BEGIN,{numerator:B.Rhythm.Numerator,denominator:B.Rhythm.Denominator}),this.ShowTimeSignature||D.setStyle({fillStyle:"#00000000"}),this.updateInstructionWidth()}addClefAtEnd(B,D=!0){const R=VexFlowConverter.Clef(B,"small");if(!(!D&&this.stave.endClef)){this.stave.setEndClef(R.type,R.size,R.annotation);for(const G of this.stave.getModifiers())if(D){const W=G.originalStrokeStyle,q=G.originalFillStyle;G.getStyle()&&(W&&q?(G.getStyle().strokeStyle=W,G.getStyle().fillStyle=q):(G.getStyle().strokeStyle=null,G.getStyle().fillStyle=null))}else if(G.getCategory()==="clefs"&&G.getPosition()===VF$9.StaveModifier.Position.END&&G.type===R.type){const W="#12345600",q=G.getStyle();q&&(G.originalStrokeStyle=q.strokeStyle,G.originalFillStyle=q.fillStyle),G.setStyle({strokeStyle:W,fillStyle:W})}return this.parentSourceMeasure.hasEndClef=!0,this.updateInstructionWidth()}}addMeasureLine(B,D,R=!0){switch(D){case SystemLinePosition.MeasureBegin:switch(B){case SystemLinesEnum.BoldThinDots:R||(this.stave.modifiers[0].draw=function(G){switch(G.checkContext(),this.setRendered(),this.type){case VF$9.Barline.type.SINGLE:this.drawVerticalBar(G,this.x,!1);break;case VF$9.Barline.type.DOUBLE:this.drawVerticalBar(G,this.x,!0);break;case VF$9.Barline.type.END:this.drawVerticalEndBar(G,this.x);break;case VF$9.Barline.type.REPEAT_BEGIN:this.drawRepeatBar(G,this.x,!0);break;case VF$9.Barline.type.REPEAT_END:this.drawRepeatBar(G,this.x,!1);break;case VF$9.Barline.type.REPEAT_BOTH:this.drawRepeatBar(G,this.x,!1),this.drawRepeatBar(G,this.x,!0);break}}),this.stave.setBegBarType(VF$9.Barline.type.REPEAT_BEGIN);break}break;case SystemLinePosition.MeasureEnd:switch(B){case SystemLinesEnum.DotsBoldBoldDots:this.stave.setEndBarType(VF$9.Barline.type.REPEAT_BOTH);break;case SystemLinesEnum.DotsThinBold:this.stave.setEndBarType(VF$9.Barline.type.REPEAT_END);break;case SystemLinesEnum.DoubleThin:this.stave.setEndBarType(VF$9.Barline.type.DOUBLE);break;case SystemLinesEnum.ThinBold:this.stave.setEndBarType(VF$9.Barline.type.END);break;case SystemLinesEnum.None:this.stave.setEndBarType(VF$9.Barline.type.NONE);break}break}}addMeasureNumber(){const B=this.MeasureNumber.toString(),D=StavePositionEnum.ABOVE,R={justification:1,shift_x:0,shift_y:0};this.stave.setText(B,D,R)}addWordRepetition(B){let D,R=VF$9.StaveModifier.Position.END;const G=this.beginInstructionsWidth;switch(B.type){case RepetitionInstructionEnum.Segno:D=VF$9.Repetition.type.SEGNO_LEFT,R=VF$9.StaveModifier.Position.LEFT;break;case RepetitionInstructionEnum.Coda:D=VF$9.Repetition.type.CODA_LEFT,R=VF$9.StaveModifier.Position.LEFT;break;case RepetitionInstructionEnum.DaCapo:D=VF$9.Repetition.type.DC;break;case RepetitionInstructionEnum.DalSegno:D=VF$9.Repetition.type.DS;break;case RepetitionInstructionEnum.Fine:D=VF$9.Repetition.type.FINE;break;case RepetitionInstructionEnum.ToCoda:D=VF$9.Repetition.type.TO_CODA;break;case RepetitionInstructionEnum.DaCapoAlFine:D=VF$9.Repetition.type.DC_AL_FINE;break;case RepetitionInstructionEnum.DaCapoAlCoda:D=VF$9.Repetition.type.DC_AL_CODA;break;case RepetitionInstructionEnum.DalSegnoAlFine:D=VF$9.Repetition.type.DS_AL_FINE;break;case RepetitionInstructionEnum.DalSegnoAlCoda:D=VF$9.Repetition.type.DS_AL_CODA;break}if(D){if(this.stave.getModifiers().find(Y=>Y.symbol_type===D))return;const Z=new VF$9.Repetition(D,G,-this.rules.RepetitionSymbolsYOffset);this.stave.addModifier(Z,R);return}this.addVolta(B)}addVolta(B){var R;let D=VF$9.Volta.type.BEGIN;if(B.type===RepetitionInstructionEnum.Ending){switch(B.alignment){case AlignmentType.Begin:this.parentSourceMeasure.endsRepetitionEnding()?D=VF$9.Volta.type.BEGIN_END:D=VF$9.Volta.type.BEGIN;break;case AlignmentType.End:if(this.parentSourceMeasure.beginsRepetitionEnding())return;D=VF$9.Volta.type.END;break}const G=this.ParentStaffLine.SkyBottomLineCalculator,W=this.PositionAndShape.AbsolutePosition.x+this.PositionAndShape.BorderMarginLeft+.4,q=Math.max(this.PositionAndShape.AbsolutePosition.x+this.PositionAndShape.BorderMarginRight,W+.4),Z=G.getSkyLineMinInRange(W,q)-2;let Y=-6.1+this.rules.VoltaOffset,U=this.rules.VoltaOffset;Z<Y&&(U+=Z-Y,Y=Z);let J;const K=this.parentSourceMeasure.MeasureNumber;for(let Q=0;Q<this.ParentStaffLine.Measures.length;Q++){const te=this.ParentStaffLine.Measures[Q];te instanceof VexFlowMeasure&&(te.MeasureNumber===K-1||te.MeasureNumber+((R=te.parentSourceMeasure)==null?void 0:R.multipleRestMeasures)===K)&&(J=te)}if(J){const Q=J.stave.getModifiers();for(let te=0;te<Q.length;te++){const re=Q[te];if(re.hasOwnProperty("volta")){const se=J.ParentStaffLine.SkyBottomLineCalculator,ie=J.PositionAndShape.AbsolutePosition.x+J.PositionAndShape.BorderMarginLeft+.4,ae=Math.max(J.PositionAndShape.AbsolutePosition.x+J.PositionAndShape.BorderMarginRight,ie+.4),le=se.getSkyLineMinInRange(ie,ae);le<=Y?(U+=le-Y,Y=le):(re.y_shift=U*unitInPixels,J.ParentStaffLine.SkyBottomLineCalculator.updateSkyLineInRange(ie,ae,Y))}}}U*=10,this.stave.setVoltaType(D,B.endingIndices[0],U),G.updateSkyLineInRange(W,q,Y)}}setWidth(B){super.setWidth(B),this.stave.setWidth(B*unitInPixels)}layoutSymbols(){}draw(B){var Z,Y,U,J,K,Q,te;const D=B.openGroup();(Z=D==null?void 0:D.classList)==null||Z.add("vf-measure");const R=B.openGroup();(Y=R==null?void 0:R.classList)==null||Y.add("vf-stave"),R==null||R.setAttribute("id",(J=(U=this.stave)==null?void 0:U.attrs)==null?void 0:J.id),this.stave.setContext(B).draw(),B.closeGroup();const G=B.openGroup();(K=G==null?void 0:G.classList)==null||K.add("vf-voices");for(const re in this.vfVoices)this.vfVoices.hasOwnProperty(re)&&(B.save(),this.vfVoices[re].draw(B,this.stave),B.restore());B.closeGroup();const W=B.openGroup();if((Q=W==null?void 0:W.classList)==null||Q.add("vf-beams"),this.rules.DYMusicScoreType!=="jianpu"){for(const re in this.vfbeams)if(this.vfbeams.hasOwnProperty(re))for(const se of this.vfbeams[re])se.setContext(B).draw()}if(this.autoVfBeams)for(const re of this.autoVfBeams)re.setContext(B).draw();if(!this.isTabMeasure||this.rules.TupletNumbersInTabs){if(this.autoTupletVfBeams)for(const re of this.autoTupletVfBeams)re.setContext(B).draw();for(const re in this.vftuplets)if(this.vftuplets.hasOwnProperty(re))for(const se of this.vftuplets[re])if(this.rules.DYMusicScoreType==="jianpu"){let ie=se.getNotes();const ae=new VF$9.StaveTie({first_note:ie[0],last_note:ie[ie.length-1]},ie.length+"");this.vfTies.push(ae),se.setTupletLocation(1)}else se.setContext(B).draw()}B.closeGroup(),B.closeGroup();const q=B.openGroup();(te=q==null?void 0:q.classList)==null||te.add("vf-ties");for(const re of this.vfTies)re.setContext(B).draw();B.closeGroup();for(const re of this.connectors)re.setContext(B).draw();return this.correctNotePositions(),D}format(){this.formatVoices&&this.formatVoices((this.PositionAndShape.Size.width-this.beginInstructionsWidth-this.endInstructionsWidth)*unitInPixels,this)}correctNotePositions(){if(!this.isTabMeasure)for(const B of this.getVoicesWithinMeasure())for(const D of B.VoiceEntries)for(const R of D.Notes){const G=this.rules.GNote(R);if(!(G!=null&&G.vfnote))return;const W=G.vfnote[0];let q=0;G.parentVoiceEntry.parentVoiceEntry.StemDirection===StemDirectionType.Up?q+=3.5:q+=.5,q+=-G.notehead(W).line+G.parentVoiceEntry.notes.last().notehead().line,G.PositionAndShape.RelativePosition.y=q}}getVoicesWithinMeasure(){const B=[];for(const D of this.staffEntries)for(const R of D.graphicalVoiceEntries)B.indexOf(R.parentVoiceEntry.ParentVoice)===-1&&B.push(R.parentVoiceEntry.ParentVoice);return B}getGraphicalVoiceEntriesPerVoice(B){const D=[];for(const R of this.staffEntries)for(const G of R.graphicalVoiceEntries)G.parentVoiceEntry.ParentVoice===B&&D.push(G);return D}getRestFilledVexFlowStaveNotesPerVoice(B){let D,R=this.getGraphicalVoiceEntriesPerVoice(B);for(let q=0;q<R.length;q++){const Z=R[q],Y=Z.notes[0].sourceNote.getAbsoluteTimestamp();let U=new Fraction$1;for(const J of Z.notes){const K=Fraction$1.plus(J.sourceNote.getAbsoluteTimestamp(),J.sourceNote.Length);U.lt(K)&&(U=K)}if(D){const J=Fraction$1.minus(Y,D);if(J.RealValue>0){log$2.trace(`Ghost Found in between (measure ${this.MeasureNumber})`);const K=this.createGhostGves(J);R.splice(q,0,...K),q+=K.length}}else{const J=Fraction$1.minus(Y,this.parentSourceMeasure.AbsoluteTimestamp);if(J.RealValue>0){log$2.trace(`Ghost Found at start (measure ${this.MeasureNumber})`);const K=this.createGhostGves(J);R.splice(0,0,...K),q+=K.length}}D=U}const G=Fraction$1.plus(this.parentSourceMeasure.AbsoluteTimestamp,this.parentSourceMeasure.Duration),W=Fraction$1.minus(G,D);if(W.RealValue>0){log$2.trace(`Ghost Found at end (measure ${this.MeasureNumber})`);const q=this.createGhostGves(W);R=R.concat(q)}return R}createGhostGves(B){const D=VexFlowConverter.GhostNotes(B),R=[];for(const G of D){const W=new VexFlowVoiceEntry(void 0,void 0);W.vfStaveNote=G,R.push(W)}return R}handleBeam(B,D){const R=B.sourceNote.ParentVoiceEntry.ParentVoice.VoiceId;let G=this.beams[R];G||(G=this.beams[R]=[]);let W;for(const Z of G)Z[0]===D&&(W=Z);W||(W=[D,[]],G.push(W));const q=B.parentVoiceEntry;W[1].indexOf(q)<0&&W[1].push(q)}handleTuplet(B,D){const R=B.sourceNote.ParentVoiceEntry.ParentVoice.VoiceId;D=B.sourceNote.NoteTuplet;let G=this.tuplets[R];G||(G=this.tuplets[R]=[]);let W;for(const Z of G)Z[0]===D&&(W=Z);W||(W=[D,[]],G.push(W));const q=B.parentVoiceEntry;W[1].indexOf(q)<0&&W[1].push(q)}finalizeBeams(){this.vfbeams={};const B=[];for(const D in this.beams)if(this.beams.hasOwnProperty(D)){let R=this.vfbeams[D];R||(R=this.vfbeams[D]=[]);for(const G of this.beams[D]){let W=!1;for(const te of G[0].Notes)if(te.Length.RealValue>=new Fraction$1(1,4).RealValue&&(!te.TypeLength||te.TypeLength.RealValue>.125)){W=!0;break}if(W){log$2.debug("Beam between note >= quarter, likely tremolo, currently unsupported. continuing.");continue}const q=[],Z=G[0],Y=G[1];let U=!0;for(const te of Y)te.parentVoiceEntry.ParentVoice===Z.Notes[0].ParentVoiceEntry.ParentVoice&&(U=te.parentVoiceEntry.WantedStemDirection===StemDirectionType.Undefined);let J=!1,K;const Q=[];for(const te of Y){const re=te.vfStaveNote;re&&(q.push(re),B.push(re)),te.parentVoiceEntry.IsGrace&&(J=!0),te.parentVoiceEntry.StemColor&&this.rules.ColoringEnabled&&Q.push(te.parentVoiceEntry.StemColor)}if(q.length>1){const te=new VF$9.Beam(q,U);if(J&&(te.render_options.beam_width=3,te.render_options.partial_beam_length=4),Q.length>=2&&this.rules.ColorBeams){K=Q[0];for(const re of Q)if(re!==K){K=void 0;break}te.setStyle({fillStyle:K,strokeStyle:K})}this.rules.FlatBeams&&(te.render_options.flat_beams=!0,te.render_options.flat_beam_offset=this.rules.FlatBeamOffset,te.render_options.flat_beam_offset_per_beam=this.rules.FlatBeamOffsetPerBeam),R.push(te)}else log$2.debug("Warning! Beam with no notes!")}}this.rules.AutoBeamNotes&&this.autoBeamNotes(B)}autoBeamNotes(B){if(!this.rules.AutoBeamTabs&&this.isTabMeasure)return;let D=[],R=[],G,W=[];this.autoTupletVfBeams=[];const q=[];this.autoVfBeams=[];let Z=this.parentSourceMeasure.ActiveTimeSignature;Z||(Z=this.parentSourceMeasure.Duration);for(const J of this.staffEntries)for(const K of J.graphicalVoiceEntries){const Q=K.vfStaveNote,te=K.notes[0],re=J.relInMeasureTimestamp.isOnBeat(Z),se=R.length>=2,ie=te.sourceNote.Length.RealValue-new Fraction$1(1,4).RealValue>-Fraction$1.FloatInaccuracyTolerance,ae=K.parentVoiceEntry.IsGrace||ie||B.contains(Q);if(ae||re){if(se){for(const ue of R)D.push(ue);q.push(D.slice()),D=[]}if(R=[],ae)continue}const le=K.notes[0].sourceNote.NoteTuplet;if(le){let ue=!1;for(const ce of le.Notes){for(const de of ce)if(de.NoteTypeXml>=NoteType.QUARTER||de.ParentVoiceEntry.IsGrace||de.isRest()&&!this.rules.AutoBeamOptions.beam_rests){ue=!0;break}if(ue)break}if(!G)G=le;else if(G!==le){if(W.length>1){const ce=new VF$9.Beam(W,!0);this.rules.FlatBeams&&(ce.render_options.flat_beams=!0,ce.render_options.flat_beam_offset=this.rules.FlatBeamOffset,ce.render_options.flat_beam_offset_per_beam=this.rules.FlatBeamOffsetPerBeam),this.autoTupletVfBeams.push(ce)}W=[],G=le}ue||W.push(Q);continue}else G=void 0;R.push(Q)}if(W.length>=2){const J=new VF$9.Beam(W,!0);this.rules.FlatBeams&&(J.render_options.flat_beams=!0,J.render_options.flat_beam_offset=this.rules.FlatBeamOffset,J.render_options.flat_beam_offset_per_beam=this.rules.FlatBeamOffsetPerBeam),this.autoTupletVfBeams.push(J)}if(R.length>=2){for(const J of R)D.push(J);q.push(D)}const Y=this.rules.AutoBeamOptions,U={beam_middle_only:Y.beam_middle_rests_only,beam_rests:Y.beam_rests,maintain_stem_directions:Y.maintain_stem_directions};if(Y.groups&&Y.groups.length){const J=[];for(const K of Y.groups)J.push(new VF$9.Fraction(K[0],K[1]));U.groups=J}for(const J of q){const K=VF$9.Beam.generateBeams(J,U);for(const Q of K)this.rules.FlatBeams&&(Q.render_options.flat_beams=!0,Q.render_options.flat_beam_offset=this.rules.FlatBeamOffset,Q.render_options.flat_beam_offset_per_beam=this.rules.FlatBeamOffsetPerBeam),this.autoVfBeams.push(Q)}}finalizeTuplets(){this.vftuplets={};for(const B in this.tuplets)if(this.tuplets.hasOwnProperty(B)){let D=this.vftuplets[B];D||(D=this.vftuplets[B]=[]);for(const R of this.tuplets[B]){const G=[],W=R[1];for(const q of W)G.push(q.vfStaveNote);if(G.length>1){const q=R[0],Z=q.Notes[0][0].NormalNotes,Y=q.Bracket||q.TupletLabelNumber===3&&this.rules.TripletsBracketed||q.TupletLabelNumber!==3&&this.rules.TupletsBracketed;let U=VF$9.Tuplet.LOCATION_TOP;q.tupletLabelNumberPlacement===PlacementEnum.Below&&(U=VF$9.Tuplet.LOCATION_BOTTOM),D.push(new VF$9.Tuplet(G,{bracketed:Y,location:U,notes_occupied:Z,num_notes:q.TupletLabelNumber,ratioed:this.rules.TupletsRatioed}))}else log$2.debug("Warning! Tuplet with no notes! Trying to ignore, but this is a serious problem.")}}}layoutStaffEntry(B){}graphicalMeasureCreatedCalculations(){let B,D=[];const R=[];for(const W of this.staffEntries){B=!1,D=[];for(const q of W.graphicalVoiceEntries){if(q.parentVoiceEntry.IsGrace){D.push(q),R.push(q),B||(B=q.parentVoiceEntry.GraceSlur);continue}if(q.vfStaveNote=VexFlowConverter.StaveNote(q),D.length>0){const Z=[];for(let U=0;U<D.length;U++){const J=D[U];J.GraceSlash=J.parentVoiceEntry.GraceNoteSlash,U>0&&(J.GraceSlash=!1);const K=VexFlowConverter.StaveNote(J);J.vfStaveNote=K,Z.push(K)}const Y=new VF$9.GraceNoteGroup(Z,B);q.vfStaveNote.addModifier(0,Y),D=[]}}}if(D.length>0)for(const W of D)W.vfStaveNote=VexFlowConverter.StaveNote(W),W.parentVoiceEntry.GraceAfterMainNote=!0;this.finalizeBeams(),this.finalizeTuplets();const G=this.getVoicesWithinMeasure();if(this.rules.RenderFingerings)for(const W of this.staffEntries)W.setModifierXOffsets();for(const W of G){if(!W)continue;this.vfVoices[W.VoiceId]=new VF$9.Voice({beat_value:this.parentSourceMeasure.Duration.Denominator,num_beats:this.parentSourceMeasure.Duration.Numerator,resolution:VF$9.RESOLUTION}).setMode(VF$9.Voice.Mode.SOFT);const q=this.getRestFilledVexFlowStaveNotesPerVoice(W);for(const Z of q){if(Z.parentVoiceEntry&&Z.parentVoiceEntry.IsGrace&&!Z.parentVoiceEntry.GraceAfterMainNote)continue;const Y=Z;if(Y.vfStaveNote.ticks.denominator===0)continue;if(Z.notes.length===0||!Z.notes[0]||!Z.notes[0].sourceNote.PrintObject){this.vfVoices[W.VoiceId].addTickable(Y.vfStaveNote);continue}const U=Y.parentStaffEntry;if(U&&U.vfClefBefore){const J=new NoteSubGroup([U.vfClefBefore]);Y.vfStaveNote.getCategory&&Y.vfStaveNote.getCategory()==="stavenotes"&&Y.vfStaveNote.addModifier(0,J)}Z.parentVoiceEntry&&this.rules.RenderFingerings&&((this.rules.FingeringPosition===PlacementEnum.Left||this.rules.FingeringPosition===PlacementEnum.Right)&&this.createFingerings(Z),this.createStringNumber(Z)),this.createArpeggio(Z),this.vfVoices[W.VoiceId].addTickable(Y.vfStaveNote)}}this.setStemDirectionFromVexFlow();for(const W of R)this.createFingerings(W),this.createStringNumber(W),this.createArpeggio(W);this.createArticulations(),this.createOrnaments()}createArpeggio(B){if(B.parentVoiceEntry&&B.parentVoiceEntry.Arpeggio){const D=B.parentVoiceEntry.Arpeggio;if(B.notes&&B.notes.length>1){const R=VexFlowConverter.StrokeTypeFromArpeggioType(D.type),G=new VF$9.Stroke(R,{all_voices:this.rules.ArpeggiosGoAcrossVoices});this.rules.RenderArpeggios&&B.vfStaveNote.addStroke(0,G)}else log$2.debug(`[OSMD] arpeggio in measure ${this.MeasureNumber} could not be drawn.
                voice entry had less than two notes, arpeggio is likely between voice entries, not currently supported in Vexflow.`)}}setStemDirectionFromVexFlow(){for(const B of this.staffEntries)for(const D of B.graphicalVoiceEntries)for(const R of D.notes){const G=R.vfnote;if(!G||!G[0])continue;switch(G[0].getStemDirection()){case VF$9.Stem.UP:D.parentVoiceEntry.StemDirection=StemDirectionType.Up;break;case VF$9.Stem.DOWN:D.parentVoiceEntry.StemDirection=StemDirectionType.Down;break}}}createArticulations(){for(let B=0,D=this.staffEntries.length;B<D;++B){const G=this.staffEntries[B].graphicalVoiceEntries;for(const W of G){const q=W.vfStaveNote;VexFlowConverter.generateArticulations(q,W.notes[0].sourceNote.ParentVoiceEntry.Articulations,this.rules)}}}createOrnaments(){for(let B=0,D=this.staffEntries.length;B<D;++B){const G=this.staffEntries[B].graphicalVoiceEntries;for(const W in G)if(G.hasOwnProperty(W)){const q=G[W].vfStaveNote,Z=G[W].notes[0].sourceNote.ParentVoiceEntry.OrnamentContainer;Z&&VexFlowConverter.generateOrnaments(q,Z)}}}createFingerings(B){const D=B;let R=0;for(const W of B.notes)W.sourceNote.Fingering&&R++;let G=-1;for(const W of B.notes){const q=W.sourceNote.Fingering;if(!q){G++;continue}G++;let Z=this.rules.FingeringPosition;this.rules.FingeringPositionGrace===PlacementEnum.AboveOrBelow&&(this.isUpperStaffOfInstrument()?Z=PlacementEnum.Above:this.isLowerStaffOfInstrument()&&(Z=PlacementEnum.Below)),q.placement!==PlacementEnum.NotYetDefined&&(Z=q.placement);let Y=this.rules.FingeringOffsetX,U;switch(Z){default:case PlacementEnum.Left:U=VF$9.StaveModifier.Position.LEFT,Y-=W.baseFingeringXOffset*unitInPixels;break;case PlacementEnum.Right:U=VF$9.StaveModifier.Position.RIGHT,Y+=W.baseFingeringXOffset*unitInPixels;break;case PlacementEnum.Above:U=VF$9.StaveModifier.Position.ABOVE;break;case PlacementEnum.Below:U=VF$9.StaveModifier.Position.BELOW;break;case PlacementEnum.NotYetDefined:const K=B.parentStaffEntry.sourceStaffEntry.ParentStaff;B.notes.length>1||B.parentStaffEntry.graphicalVoiceEntries.length>1?U=VF$9.StaveModifier.Position.LEFT:K.idInMusicSheet===0?(U=VF$9.StaveModifier.Position.ABOVE,Z=PlacementEnum.Above):(U=VF$9.StaveModifier.Position.BELOW,Z=PlacementEnum.Below)}const J=new VF$9.FretHandFinger(q.value);if(J.setPosition(U),J.setOffsetX(Y),Z===PlacementEnum.Above||Z===PlacementEnum.Below){const K=Z===PlacementEnum.Above?-1:1,Q=Z===PlacementEnum.Above?G:R-1-G;if(this.rules.FingeringInsideStafflines&&R>1){const te=J.getWidth()/2,re=R*2.5;J.setOffsetY(K*(Q+re)*te)}else if(!this.rules.FingeringInsideStafflines){const te=new VF$9.StringNumber(q.value);te.radius=0,te.setPosition(U),te.setOffsetY(K*Q*te.getWidth()*2/3),D.vfStaveNote.addModifier(G,te);continue}}D.vfStaveNote.addModifier(G,J)}}createStringNumber(B){if(!this.rules.RenderStringNumbersClassical)return;const D=B;B.notes.forEach((R,G)=>{const W=R.sourceNote.StringInstruction;if(W){let q=W.value;switch(q){case"1":q="I";break;case"2":q="II";break;case"3":q="III";break;case"4":q="IV";break;case"5":q="V";break;case"6":q="VI";break}const Z=new VF$9.StringNumber(q);Z.radius=0;const Y=-this.rules.StringNumberOffsetY;B.notes.length>1||B.parentStaffEntry.graphicalVoiceEntries.length>1?(Z.setOffsetX(R.baseStringNumberXOffset*13),Z.setPosition(VF$9.Modifier.Position.RIGHT)):Z.setPosition(VF$9.Modifier.Position.ABOVE),Z.setOffsetY(Y),D.vfStaveNote.addModifier(G,Z)}})}lineTo(B,D){const R=new VF$9.StaveConnector(B.getVFStave(),this.stave);R.setType(D),this.connectors.push(R)}getVFStave(){return this.stave}updateInstructionWidth(){let B=0,D=0;const R=this.stave.getModifiers();for(const G of R)G.getPosition()===StavePositionEnum.BEGIN?B+=G.getWidth()+G.getPadding(void 0):G.getPosition()===StavePositionEnum.END&&(D+=G.getWidth()+G.getPadding(void 0));this.beginInstructionsWidth=(B!=null?B:0)/unitInPixels,this.endInstructionsWidth=(D!=null?D:0)/unitInPixels}addStaveTie(B,D){this.vfTies.push(B),D.vfTie=B}}var StavePositionEnum=(F=>(F[F.LEFT=1]="LEFT",F[F.RIGHT=2]="RIGHT",F[F.ABOVE=3]="ABOVE",F[F.BELOW=4]="BELOW",F[F.BEGIN=5]="BEGIN",F[F.END=6]="END",F))(StavePositionEnum||{});class GraphicalStaffEntry extends GraphicalObject{constructor(B,D=void 0,R=void 0){super(),this.graphicalChordContainers=[],this.tabStaffEntry=void 0,this.MaxAccidentals=0,this.graphicalInstructions=[],this.ties=[],this.graphicalTies=[],this.lyricsEntries=[],this.parentMeasure=B,this.graphicalVoiceEntries=[],this.sourceStaffEntry=D,R?(this.staffEntryParent=R,this.parentVerticalContainer=R.parentVerticalContainer,this.PositionAndShape=new BoundingBox$1(this,R.PositionAndShape)):this.PositionAndShape=new BoundingBox$1(this,B.PositionAndShape),D&&(this.relInMeasureTimestamp=D.Timestamp),this.FingeringEntries=[]}get GraphicalInstructions(){return this.graphicalInstructions}get GraphicalTies(){return this.graphicalTies}get LyricsEntries(){return this.lyricsEntries}set LyricsEntries(B){this.lyricsEntries=B}getAbsoluteTimestamp(){const B=this.parentMeasure.parentSourceMeasure.AbsoluteTimestamp.clone();return this.relInMeasureTimestamp&&B.Add(this.relInMeasureTimestamp),B}findTieGraphicalNoteFromNote(B){var R;const D=((R=window.GYM)==null?void 0:R.graceCustom)||!1;for(const G of this.graphicalVoiceEntries)for(const W of G.notes){const q=W.sourceNote;if(D){if(B.NoteToGraphicalNoteObjectId==q.NoteToGraphicalNoteObjectId)return W}else if(!q.isRest()&&q.Pitch.FundamentalNote===B.Pitch.FundamentalNote&&q.Pitch.Octave===B.Pitch.Octave&&q.getAbsoluteTimestamp().Equals(B.getAbsoluteTimestamp()))return W}}findEndTieGraphicalNoteFromNoteWithStartingSlur(B,D){if(!!B){for(const R of this.graphicalVoiceEntries)if(R.parentVoiceEntry===B.ParentVoiceEntry)for(const G of R.notes){const W=G.sourceNote;if(W.NoteTie&&W.NoteSlurs.indexOf(D)!==-1)return G}}}findGraphicalNoteFromGraceNote(B){if(!!B){for(const D of this.graphicalVoiceEntries)if(D.parentVoiceEntry===B.ParentVoiceEntry){for(const R of D.notes)if(R.sourceNote===B)return R}}}findGraphicalNoteFromNote(B){if(!!B){for(const D of this.graphicalVoiceEntries)if(D.parentVoiceEntry===B.ParentVoiceEntry){for(const R of D.notes)if(R.sourceNote===B&&this.getAbsoluteTimestamp().Equals(B.getAbsoluteTimestamp()))return R}}}getGraphicalNoteDurationFromVoice(B){for(const D of this.graphicalVoiceEntries)if(D.parentVoiceEntry.ParentVoice===B)return D.notes[0].graphicalNoteLength;return new Fraction$1(0,1)}findVoiceEntryGraphicalNotes(B){for(const D of this.graphicalVoiceEntries)if(D.parentVoiceEntry===B)return D.notes}isVoiceEntryPartOfLinkedVoiceEntry(B){if(this.sourceStaffEntry.Link)for(let D=0,R=this.sourceStaffEntry.Link.LinkStaffEntries.length;D<R;++D){const G=this.sourceStaffEntry.Link.LinkStaffEntries[D];if(G.VoiceEntries.indexOf(B)!==-1&&G!==this.sourceStaffEntry)return!0}return!1}findStaffEntryMinNoteLength(){let B=new Fraction$1(Number.MAX_VALUE,1);for(const D of this.graphicalVoiceEntries)for(const R of D.notes){const G=R.graphicalNoteLength;G.lt(B)&&G.GetExpandedNumerator()>0&&(B=G)}return B}findStaffEntryMaxNoteLength(){let B=new Fraction$1(0,1);for(const D of this.graphicalVoiceEntries)for(const R of D.notes){const G=R.graphicalNoteLength;B.lt(G)&&G.GetExpandedNumerator()>0&&(B=G)}return B}findOrCreateGraphicalVoiceEntry(B){for(const R of this.graphicalVoiceEntries)if(R.parentVoiceEntry===B)return R;const D=MusicSheetCalculator.symbolFactory.createVoiceEntry(B,this);return this.graphicalVoiceEntries.push(D),D}findOrCreateGraphicalVoiceEntryFromGraphicalNote(B){for(const R of this.graphicalVoiceEntries)if(R===B.parentVoiceEntry)return R;const D=MusicSheetCalculator.symbolFactory.createVoiceEntry(B.sourceNote.ParentVoiceEntry,this);return this.graphicalVoiceEntries.push(D),D}addGraphicalNoteToListAtCorrectYPosition(B,D){const R=B.notes;if(R.length===0||D.PositionAndShape.RelativePosition.y<CollectionUtil.last(R).PositionAndShape.RelativePosition.y)R.push(D);else for(let G=R.length-1;G>=0;G--){if(R[G].PositionAndShape.RelativePosition.y>D.PositionAndShape.RelativePosition.y){R.splice(G+1,0,D);break}if(G===0){R.splice(0,0,D);break}}}hasOnlyRests(){for(const D of this.graphicalVoiceEntries)for(const R of D.notes)if(!R.sourceNote.isRest())return!1;return!0}getSkylineMin(){var G;const B=(G=this.parentMeasure)==null?void 0:G.ParentStaffLine.SkyBottomLineCalculator;if(!B)return;const[D,R]=this.getAbsoluteStartAndEnd();return B.getSkyLineMinInRange(D,R)}getHighestYAtEntry(){return this.parentMeasure.ParentStaffLine.PositionAndShape.AbsolutePosition.y+this.getSkylineMin()}getLowestYAtEntry(){return this.parentMeasure.ParentStaffLine.PositionAndShape.AbsolutePosition.y+this.getBottomlineMax()}getBottomlineMax(){var G;const B=(G=this.parentMeasure)==null?void 0:G.ParentStaffLine.SkyBottomLineCalculator;if(!B)return;const[D,R]=this.getAbsoluteStartAndEnd();return B.getBottomLineMaxInRange(D,R)}getAbsoluteStartAndEnd(){let B=this.PositionAndShape.AbsolutePosition.x;B-=this.parentMeasure.ParentStaffLine.PositionAndShape.AbsolutePosition.x;const D=B+this.PositionAndShape.Size.width;return[B,D]}}const VF$8=Vex.Flow;class VexFlowStaffEntry extends GraphicalStaffEntry{constructor(B,D,R){super(B,D,R)}calculateXPosition(){const B=this.parentMeasure.getVFStave();let D=0;for(const R of this.graphicalVoiceEntries)if(R.vfStaveNote){if(R.vfStaveNote.setStave(B),B&&B.getLines&&B.getLines()===1&&R.vfStaveNote.getStemDirection()<0&&(R.vfStaveNote.setStemDirection(VF$8.Stem.UP),R.parentVoiceEntry.StemDirection=StemDirectionType.Up),!R.vfStaveNote.preFormatted)continue;R.applyBordersFromVexflow(),this.parentMeasure.ParentStaff.isTab?this.PositionAndShape.RelativePosition.x=(R.vfStaveNote.getAbsoluteX()+R.vfStaveNote.glyph.getWidth())/unitInPixels:this.PositionAndShape.RelativePosition.x=R.vfStaveNote.getBoundingBox().getX()/unitInPixels;const G=R.notes[0].sourceNote;G.isRest()&&G.Length.RealValue===this.parentMeasure.parentSourceMeasure.ActiveTimeSignature.RealValue&&(this.PositionAndShape.RelativePosition.x+=this.parentMeasure.parentSourceMeasure.Rules.WholeRestXShiftVexflow-.1,R.PositionAndShape.BorderLeft=-.7,R.PositionAndShape.BorderRight=.7),R.PositionAndShape.BorderLeft<D&&(D=R.PositionAndShape.BorderLeft)}this.PositionAndShape.RelativePosition.x-=D,this.PositionAndShape.calculateBoundingBox()}setMaxAccidentals(){for(const B of this.graphicalVoiceEntries)for(const D of B.notes)if(D.DrawnAccidental!==AccidentalEnum.NONE)return this.MaxAccidentals=1;return this.MaxAccidentals=0}setModifierXOffsets(){let B=[];for(const W of this.graphicalVoiceEntries)B=B.concat(W.notes);const D=B.map(W=>W.staffLine),R=this.calculateModifierXOffsets(D,1),G=this.calculateModifierXOffsets(D,.5);B.forEach((W,q)=>{W.baseFingeringXOffset=G[q],W.baseStringNumberXOffset=R[q]})}calculateModifierXOffsets(B,D){const R=[];for(let G=0;G<B.length;G++){let W=0,q=!0;for(;q;)for(let Z=G;Z>=0;Z--){if(Math.abs(B[G]-B[Z])<=D&&W===R[Z]){W++,q=!0;break}q=!1}R.push(W)}return R}}Vex.Flow;class VexFlowGraphicalNote extends GraphicalNote{constructor(B,D,R,G=OctaveEnum.NONE,W,q=void 0){if(super(B,D,W,q),this.clef=R,this.octaveShift=G,B.Pitch){const Z=B.isRest()?B.Pitch:OctaveShift.getPitchFromOctaveShift(B.Pitch,G);this.vfpitch=VexFlowConverter.pitch(Z,B.isRest(),this.clef,this.sourceNote.Notehead),this.vfpitch[1]=void 0}}setAccidental(B){const D=this.drawPitch(B);this.vfpitch=VexFlowConverter.pitch(D,this.sourceNote.isRest(),this.clef,this.sourceNote.Notehead),this.DrawnAccidental=D.Accidental}drawPitch(B){return OctaveShift.getPitchFromOctaveShift(B,this.octaveShift)}Transpose(B,D,R,G){const W=super.Transpose(B,D,R,G),q=OctaveShift.getPitchFromOctaveShift(W,this.octaveShift);return this.vfpitch=VexFlowConverter.pitch(q,this.sourceNote.isRest(),this.clef,this.sourceNote.Notehead),this.vfpitch[1]=void 0,q}setIndex(B,D){this.vfnote=[B,D],this.vfnoteIndex=D}notehead(B=void 0){let D=B;D||(D=this.vfnote[0]);const R=D.note_heads;return R&&R.length>this.vfnoteIndex&&R[this.vfnoteIndex]?D.note_heads[this.vfnoteIndex]:{line:0}}Clef(){return this.clef}getSVGId(){if(!!this.vfnote)return this.vfnote[0].getAttribute("id")}getSVGGElement(){if(!!this.vfnote)return this.vfnote[0].getAttribute("el")}getStemSVG(){return document.getElementById("vf-"+this.getSVGId()+"-stem")}getBeamSVGs(){const B=[];for(let D=0;;D++){const R=document.getElementById(`vf-${this.getSVGId()}-beam${D}`);if(!R)break;B.push(R)}return B}}class GraphicalChordSymbolContainer extends GraphicalObject{constructor(B,D,R,G,W,q){super(),this.chordSymbolContainer=B,this.boundingBox=new BoundingBox$1(this,D),this.rules=q,this.calculateLabel(R,W,G)}get GetChordSymbolContainer(){return this.chordSymbolContainer}get GraphicalLabel(){return this.graphicalLabel}calculateLabel(B,D,R){const G=ChordSymbolContainer.calculateChordText(this.chordSymbolContainer,D,R);this.graphicalLabel=new GraphicalLabel(new Label(G),B,this.rules.ChordSymbolTextAlignment,this.rules,this.boundingBox),this.graphicalLabel.PositionAndShape.RelativePosition=new PointF2D(this.rules.ChordSymbolRelativeXOffset,0),this.graphicalLabel.Label.colorDefault=this.rules.DefaultColorChordSymbol}}const VF$7=Vex.Flow;class VexFlowTabMeasure extends VexFlowMeasure{constructor(B,D=void 0,R=void 0){super(B,D,R),this.isTabMeasure=!0}resetLayout(){var D;const B=(D=this.ParentStaff.StafflineCount)!=null?D:6;this.stave=new VF$7.TabStave(0,0,0,{space_above_staff_ln:0,space_below_staff_ln:0,num_lines:B}),this.updateInstructionWidth()}graphicalMeasureCreatedCalculations(){for(let D=0,R=this.staffEntries.length;D<R;++D){const G=this.staffEntries[D];for(const W of G.graphicalVoiceEntries)W.notes[0].sourceNote.isRest()?W.vfStaveNote=VexFlowConverter.GhostNotes(W.notes[0].sourceNote.Length)[0]:W.vfStaveNote=VexFlowConverter.CreateTabNote(W)}this.rules.TupletNumbersInTabs&&this.finalizeTuplets();const B=this.getVoicesWithinMeasure();for(const D of B){if(!D)continue;this.vfVoices[D.VoiceId]=new VF$7.Voice({beat_value:this.parentSourceMeasure.Duration.Denominator,num_beats:this.parentSourceMeasure.Duration.Numerator,resolution:VF$7.RESOLUTION}).setMode(VF$7.Voice.Mode.SOFT);const R=this.getRestFilledVexFlowStaveNotesPerVoice(D);for(const G of R){if(G.parentVoiceEntry&&G.parentVoiceEntry.IsGrace&&!G.parentVoiceEntry.GraceAfterMainNote)continue;const W=G;if(G.notes.length===0||!G.notes[0]||!G.notes[0].sourceNote.PrintObject){this.vfVoices[D.VoiceId].addTickable(W.vfStaveNote);continue}if(G.parentVoiceEntry&&G.parentVoiceEntry.Arpeggio){const q=G.parentVoiceEntry.Arpeggio;if(G.notes&&G.notes.length>1){const Z=VexFlowConverter.StrokeTypeFromArpeggioType(q.type),Y=new VF$7.Stroke(Z,{all_voices:this.rules.ArpeggiosGoAcrossVoices});this.rules.RenderArpeggios&&W.vfStaveNote.addStroke(0,Y)}else log$2.debug(`[OSMD] arpeggio in measure ${this.MeasureNumber} could not be drawn.
                        voice entry had less than two notes, arpeggio is likely between voice entries, not currently supported in Vexflow.`)}this.vfVoices[D.VoiceId].addTickable(W.vfStaveNote)}}}}class StaffLine extends GraphicalObject{constructor(B,D){super(),this.measures=[],this.staffLines=new Array(5),this.octaveShifts=[],this.lyricLines=[],this.lyricsDashes=[],this.abstractExpressions=[],this.graphicalSlurs=[],this.Pedals=[],this.WavyLines=[],this.parentMusicSystem=B,this.parentStaff=D,this.boundingBox=new BoundingBox$1(this,B.PositionAndShape),this.skyBottomLine=MusicSheetCalculator.symbolFactory.createSkyBottomLineCalculator(this),this.staffHeight=this.parentMusicSystem.rules.StaffHeight,this.topLineOffset=0,this.bottomLineOffset=4,this.calculateStaffLineOffsets()}calculateStaffLineOffsets(){if(this.ParentStaff.isTab)switch(this.ParentStaff.StafflineCount){case 5:this.staffHeight=this.bottomLineOffset=this.ParentStaff.ParentInstrument.GetMusicSheet.Rules.TabStaffInterlineHeight*6;break;default:this.staffHeight=this.bottomLineOffset=this.ParentStaff.ParentInstrument.GetMusicSheet.Rules.TabStaffInterlineHeight*this.ParentStaff.StafflineCount;break}else switch(this.ParentStaff.StafflineCount){case 4:this.bottomLineOffset=1;break;case 3:this.topLineOffset=1,this.bottomLineOffset=1;break;case 2:this.topLineOffset=2,this.bottomLineOffset=1;break;case 1:this.topLineOffset=2,this.bottomLineOffset=2;break}}get Measures(){return this.measures}set Measures(B){this.measures=B}get StaffLines(){return this.staffLines}set StaffLines(B){this.staffLines=B}get Index(){return this.parentMusicSystem.StaffLines.indexOf(this)}get NextStaffLine(){const B=this.Index;return B!==this.parentMusicSystem.StaffLines.length?this.parentMusicSystem.StaffLines[B+1]:void 0}get LyricLines(){return this.lyricLines}get AbstractExpressions(){return this.abstractExpressions}set AbstractExpressions(B){this.abstractExpressions=B}set LyricLines(B){this.lyricLines=B}get LyricsDashes(){return this.lyricsDashes}set LyricsDashes(B){this.lyricsDashes=B}get ParentMusicSystem(){return this.parentMusicSystem}set ParentMusicSystem(B){this.parentMusicSystem=B}get ParentStaff(){return this.parentStaff}set ParentStaff(B){this.parentStaff=B}get SkyBottomLineCalculator(){return this.skyBottomLine}get SkyLine(){return this.skyBottomLine.SkyLine}get BottomLine(){return this.skyBottomLine.BottomLine}get OctaveShifts(){return this.octaveShifts}set OctaveShifts(B){this.octaveShifts=B}get StaffHeight(){return this.staffHeight}get TopLineOffset(){return this.topLineOffset}get BottomLineOffset(){return this.bottomLineOffset}get GraphicalSlurs(){return this.graphicalSlurs}addSlurToStaffline(B){this.graphicalSlurs.push(B)}addActivitySymbolClickArea(){const B=new StaffLineActivitySymbol(this),D=this.PositionAndShape;B.PositionAndShape.RelativePosition=new PointF2D(D.RelativePosition.x+D.BorderRight+.5,D.RelativePosition.y+.5),B.PositionAndShape.Parent=this.parentMusicSystem.PositionAndShape}isPartOfMultiStaffInstrument(){return this.parentStaff.ParentInstrument.Staves.length>1}findClosestStaffEntry(B){let D;for(let R=0,G=this.Measures.length;R<G;++R){const W=this.Measures[R];for(let q=0,Z=W.staffEntries.length;q<Z;++q){const Y=W.staffEntries[q];Math.abs(Y.PositionAndShape.RelativePosition.x-B+W.PositionAndShape.RelativePosition.x)<10&&(D=Y)}}return D}}class VexFlowContinuousDynamicExpression extends GraphicalContinuousDynamicExpression{constructor(B,D,R,G){if(super(B,D,R),this.IsVerbal){const W=new Label(B.Label);this.label=new GraphicalLabel(W,G||this.rules.ContinuousDynamicTextHeight,TextAlignmentEnum.LeftCenter,this.rules,this.PositionAndShape),this.label.Label.fontStyle=FontStyles.Italic,this.label.setLabelPositionAndShapeBorders(),this.PositionAndShape.calculateBoundingBox()}}}class AlignmentManager{constructor(B){this.parentStaffline=B,this.rules=this.parentStaffline.ParentMusicSystem.rules}alignDynamicExpressions(){var R,G,W,q;const B=[];let D=new Array;for(let Z=0;Z<this.parentStaffline.AbstractExpressions.length-1;Z++){const Y=this.parentStaffline.AbstractExpressions[Z],U=this.parentStaffline.AbstractExpressions[Z+1],J=(R=Y==null?void 0:Y.SourceExpression)==null?void 0:R.Placement,K=(G=U==null?void 0:U.SourceExpression)==null?void 0:G.Placement;if(J===K){const Q=this.getDistance(Y.PositionAndShape,U.PositionAndShape);Math.abs(Q.x)<this.rules.DynamicExpressionMaxDistance?(D.indexOf(Y)===-1&&D.push(Y),D.push(U)):(B.push(D),D=new Array)}}B.push(D);for(const Z of B)if(Z.length>0){const Y=Z.map(Q=>Q.PositionAndShape.Center.y),U=Math.max(...Y),J=((W=window.GYM)==null?void 0:W.noNeedContinuousDynamic)||!1,K=((q=window.GYM)==null?void 0:q.noNeedGraphicalContinuousDynamic)||!1;for(let Q=0;Q<Z.length;Q++){const te=Z[Q],re=Y[Q]-U;if(te instanceof VexFlowContinuousDynamicExpression?J||(te.shiftYPosition(-re),te.calcPsi()):(K||(te.PositionAndShape.RelativePosition.y-=re*.8),te.PositionAndShape.calculateBoundingBox()),!J&&te.squeeze){const se=Q<Z.length-1?Z[Q+1]:void 0,ie=Q>0?Z[Q-1]:void 0;if(se){const ae=this.getOverlap(te.PositionAndShape,se.PositionAndShape);te.squeeze(-(ae.x+this.rules.DynamicExpressionSpacer))}if(ie){const ae=this.getOverlap(ie.PositionAndShape,te.PositionAndShape);te.squeeze(ae.x+this.rules.DynamicExpressionSpacer)}}}}}getDistance(B,D){const R=B.RelativePosition.x+B.BorderMarginRight,G=D.RelativePosition.x+D.BorderMarginLeft,W=B.RelativePosition.y+B.BorderMarginBottom,q=D.RelativePosition.y+D.BorderMarginTop;return new PointF2D(G-R,q-W)}getOverlap(B,D){return new PointF2D(B.RelativePosition.x+B.BorderMarginRight-(D.RelativePosition.x+D.BorderMarginLeft),B.RelativePosition.y+B.BorderMarginBottom-(D.RelativePosition.y+D.BorderMarginTop))}}class VexFlowStaffLine extends StaffLine{constructor(B,D){super(B,D),this.slursInVFStaffLine=[],this.alignmentManager=new AlignmentManager(this)}get SlursInVFStaffLine(){return this.slursInVFStaffLine}addVFSlurToVFStaffline(B){this.slursInVFStaffLine.push(B)}get AlignmentManager(){return this.alignmentManager}}const VF$6=Vex.Flow;class VexFlowMultiRestMeasure extends VexFlowMeasure{constructor(B,D=void 0,R=void 0){super(B,D,R),this.minimumStaffEntriesWidth=-1,R?this.rules=R.ParentMusicSystem.rules:D&&(this.rules=D.Rules),this.resetLayout(),this.multiRestElement=new VF$6.MultiMeasureRest(D.multipleRestMeasures,{})}draw(B){var W,q,Z,Y,U;const D=B.openGroup();(W=D==null?void 0:D.classList)==null||W.add("vf-measure");const R=B.openGroup();(q=R==null?void 0:R.classList)==null||q.add("vf-stave"),R==null||R.setAttribute("id",(Y=(Z=this.stave)==null?void 0:Z.attrs)==null?void 0:Y.id),this.stave.setContext(B).draw(),B.closeGroup();const G=B.openGroup();(U=G==null?void 0:G.classList)==null||U.add("vf-voices"),this.multiRestElement.setStave(this.stave),this.multiRestElement.setContext(B),this.multiRestElement.draw(),B.closeGroup();for(const J of this.connectors)J.setContext(B).draw();return B.closeGroup(),D}format(){}getVoicesWithinMeasure(){return[]}getGraphicalVoiceEntriesPerVoice(B){return[]}getRestFilledVexFlowStaveNotesPerVoice(B){return[]}handleBeam(B,D){}handleTuplet(B,D){}finalizeBeams(){}finalizeTuplets(){}layoutStaffEntry(B){}graphicalMeasureCreatedCalculations(){}createArticulations(){}createOrnaments(){}createFingerings(B){}getVFStave(){return this.stave}}const VF$5=Vex.Flow;class VexFlowBackend{getInnerElement(){return this.inner}getCanvas(){return this.canvas}getRenderElement(){let B=this.canvas;return this.getVexflowBackendType()===VF$5.Renderer.Backends.CANVAS&&(B=this.inner),B}getRenderer(){return this.renderer}removeAllChildrenFromContainer(B){for(;B.children.length!==0;)B.removeChild(B.children.item(0))}removeFromContainer(B){const D=this.getRenderElement();for(let R=0;R<B.children.length;R++)if(B.children.item(R)===D){B.removeChild(D);break}}resize(B,D){this.renderer.resize(B,D),this.width=B,this.height=D}}const VF$4=Vex.Flow;class CanvasVexFlowBackend extends VexFlowBackend{constructor(B){super(),this.rules=B}getVexflowBackendType(){return VF$4.Renderer.Backends.CANVAS}getOSMDBackendType(){return BackendType.Canvas}getCanvasSize(){var B;return(B=document.getElementById(this.rules.DYContainerId+this.graphicalMusicPage.PageNumber))==null?void 0:B.offsetHeight}initialize(B,D){this.zoom=D,this.canvas=document.createElement("canvas"),this.graphicalMusicPage||(this.graphicalMusicPage=new GraphicalMusicPage(void 0),this.graphicalMusicPage.PageNumber=1),this.canvas.id="osmdCanvasVexFlowBackendCanvas"+this.graphicalMusicPage.PageNumber,this.inner=document.createElement("div"),this.inner.id=this.rules.DYContainerId+this.graphicalMusicPage.PageNumber,this.inner.style.position="relative",this.canvas.style.zIndex="0",this.inner.appendChild(this.canvas),B.appendChild(this.inner),this.renderer=new VF$4.Renderer(this.canvas,this.getVexflowBackendType()),this.ctx=this.renderer.getContext()}initializeHeadless(B=300,D=300){this.graphicalMusicPage||(this.graphicalMusicPage=new GraphicalMusicPage(void 0),this.graphicalMusicPage.PageNumber=1),this.canvas=document.createElement("canvas"),this.canvas.width=B,this.canvas.height=D,this.renderer=new VF$4.Renderer(this.canvas,this.getVexflowBackendType()),this.ctx=this.renderer.getContext()}getContext(){return this.ctx}clear(){this.ctx.clearRect(0,0,this.canvas.width,this.canvas.height),this.rules.PageBackgroundColor&&(this.ctx.save(),this.ctx.setFillStyle(this.rules.PageBackgroundColor),this.zoom=1,this.ctx.fillRect(0,0,this.canvas.width/this.zoom,this.canvas.height/this.zoom),this.ctx.restore())}scale(B){this.ctx.scale(B,B)}translate(B,D){this.CanvasRenderingCtx.translate(B,D)}renderText(B,D,R,G,W,q,Z=void 0,Y=void 0){const U=this.CanvasRenderingCtx.font;this.CanvasRenderingCtx.save(),this.CanvasRenderingCtx.font=VexFlowConverter.font(B,D,R,this.rules,Y),this.CanvasRenderingCtx.fillStyle=Z,this.CanvasRenderingCtx.strokeStyle=Z,this.CanvasRenderingCtx.fillText(G,q.x,q.y+W),this.CanvasRenderingCtx.restore(),this.CanvasRenderingCtx.font=U}renderRectangle(B,D,R,G=1){const W=this.CanvasRenderingCtx.fillStyle;R?this.CanvasRenderingCtx.fillStyle=R:this.CanvasRenderingCtx.fillStyle=VexFlowConverter.style(D),this.CanvasRenderingCtx.globalAlpha=G,this.ctx.fillRect(B.x,B.y,B.width,B.height),this.CanvasRenderingCtx.fillStyle=W,this.CanvasRenderingCtx.globalAlpha=1}renderLine(B,D,R="#FF0000FF",G=2){const W=this.CanvasRenderingCtx.strokeStyle;this.CanvasRenderingCtx.strokeStyle=R,this.CanvasRenderingCtx.beginPath(),this.CanvasRenderingCtx.moveTo(B.x,B.y),this.CanvasRenderingCtx.lineTo(D.x,D.y),this.CanvasRenderingCtx.stroke(),this.CanvasRenderingCtx.strokeStyle=W}renderCurve(B){this.ctx.beginPath(),this.ctx.moveTo(B[0].x,B[0].y),this.ctx.bezierCurveTo(B[1].x,B[1].y,B[2].x,B[2].y,B[3].x,B[3].y),this.ctx.lineTo(B[7].x,B[7].y),this.ctx.bezierCurveTo(B[6].x,B[6].y,B[5].x,B[5].y,B[4].x,B[4].y),this.ctx.lineTo(B[0].x,B[0].y),this.ctx.closePath(),this.ctx.fill()}get CanvasRenderingCtx(){return this.ctx.vexFlowCanvasContext}}const VF$3=Vex.Flow;class SvgVexFlowBackend extends VexFlowBackend{constructor(B){super(),this.rules=B}getVexflowBackendType(){return VF$3.Renderer.Backends.SVG}getOSMDBackendType(){return BackendType.SVG}getCanvasSize(){var B;return(B=document.getElementById(this.rules.DYContainerId+this.graphicalMusicPage.PageNumber))==null?void 0:B.offsetHeight}initialize(B,D,R=void 0){this.zoom=D,this.canvas=document.createElement("div"),R||(R=this.graphicalMusicPage?this.graphicalMusicPage.PageNumber.toString():"1"),this.canvas.id=this.rules.DYContainerId+R,this.inner=this.canvas,this.inner.style.position="relative",this.canvas.style.zIndex="0",B.appendChild(this.inner),this.renderer=new Vex.Flow.Renderer(this.canvas,this.getVexflowBackendType()),this.ctx=this.renderer.getContext(),this.ctx.svg.id=this.rules.DYSVGContainerId+R}getContext(){return this.ctx}getSvgElement(){return this.ctx.svg}removeNode(B){var R;const D=(R=this.ctx)==null?void 0:R.svg;if(!D)return!1;try{D.removeChild(B)}catch(G){return log$2.error(G),!1}return!0}clear(){if(!this.ctx)return;const B=this.ctx.svg;for(;B.lastChild;)B.removeChild(B.lastChild);this.rules.PageBackgroundColor&&(this.ctx.svg.style["background-color"]=this.rules.PageBackgroundColor)}scale(B){this.ctx.scale(B,B)}translate(B,D){}renderText(B,D,R,G,W,q,Z=void 0,Y=void 0){this.ctx.save();const U=this.ctx.openGroup("text");Z&&(this.ctx.attributes.fill=Z,this.ctx.attributes.stroke=Z);let J=Y;(!Y||Y==="default")&&(J=this.rules.DefaultFontFamily),this.ctx.setFont(J,B,VexFlowConverter.fontStyle(D)),this.ctx.attributes["font-size"]=`${B}px`,this.ctx.state["font-size"]=`${B}px`;let K="normal",Q="normal";switch(D){case FontStyles.Bold:K="bold";break;case FontStyles.Italic:Q="italic";break;case FontStyles.BoldItalic:K="bold",Q="italic";break;default:K="normal"}return this.ctx.attributes["font-weight"]=K,this.ctx.state["font-weight"]=K,this.ctx.attributes["font-style"]=Q,this.ctx.state["font-style"]=Q,this.ctx.fillText(G,q.x,q.y+W),this.ctx.closeGroup(),this.ctx.restore(),U}renderRectangle(B,D,R,G=1){this.ctx.save();const W=this.ctx.openGroup("rect");return R?this.ctx.attributes.fill=R:this.ctx.attributes.fill=VexFlowConverter.style(D),this.ctx.attributes["fill-opacity"]=G,this.ctx.fillRect(B.x,B.y,B.width,B.height),this.ctx.restore(),this.ctx.attributes["fill-opacity"]=1,this.ctx.closeGroup(),W}renderLine(B,D,R="#FF0000FF",G=2){this.ctx.save();const W=this.ctx.openGroup("line");return this.ctx.beginPath(),this.ctx.moveTo(B.x,B.y),this.ctx.lineTo(D.x,D.y),this.ctx.attributes.stroke=R,this.ctx.lineWidth=G,this.ctx.stroke(),this.ctx.closeGroup(),this.ctx.restore(),W}renderCurve(B){const D=this.ctx.openGroup("curve");return this.ctx.beginPath(),this.ctx.moveTo(B[0].x,B[0].y),this.ctx.bezierCurveTo(B[1].x,B[1].y,B[2].x,B[2].y,B[3].x,B[3].y),this.ctx.lineTo(B[7].x,B[7].y),this.ctx.bezierCurveTo(B[6].x,B[6].y,B[5].x,B[5].y,B[4].x,B[4].y),this.ctx.lineTo(B[0].x,B[0].y),this.ctx.closePath(),this.ctx.fill(),this.ctx.closeGroup(),D}export(){const B=this.ctx.svg.cloneNode(!0),D=document.implementation.createDocumentType("svg","-//W3C//DTD SVG 1.1//EN","http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"),R=document.implementation.createDocument("http://www.w3.org/2000/svg","svg",D);R.replaceChild(B,R.documentElement);const G=new XMLSerializer().serializeToString(R),W=document.createElement("a");W.href="data:image/svg+xml; charset=utf8, "+encodeURIComponent(G.replace(/></g,`>
\r<`)),W.download="opensheetmusicdisplay_download.svg",W.innerHTML=window.location.href+"/download",document.body.appendChild(W)}}class VexFlowInstantaneousDynamicExpression extends GraphicalInstantaneousDynamicExpression{constructor(B,D,R){super(B,D,R);const G=new Label(this.Expression);this.label=new GraphicalLabel(G,this.rules.ContinuousDynamicTextHeight,TextAlignmentEnum.CenterCenter,this.rules,this.PositionAndShape),this.label.Label.fontStyle=FontStyles.BoldItalic,this.label.setLabelPositionAndShapeBorders(),this.PositionAndShape.calculateBoundingBox()}get InstantaneousDynamic(){return this.mInstantaneousDynamicExpression}get Expression(){return DynamicEnum[this.mInstantaneousDynamicExpression.DynEnum]}}class GraphicalOctaveShift extends GraphicalObject{constructor(B,D){super(),this.getOctaveShift=B,this.setSymbol(),this.PositionAndShape=new BoundingBox$1(this,D)}setSymbol(){switch(this.getOctaveShift.Type){case OctaveEnum.VA8:this.octaveSymbol=MusicSymbol.VA8;break;case OctaveEnum.VB8:this.octaveSymbol=MusicSymbol.VB8;break;case OctaveEnum.MA15:this.octaveSymbol=MusicSymbol.MA15;break;case OctaveEnum.MB15:this.octaveSymbol=MusicSymbol.MB15;break;default:throw new ArgumentOutOfRangeException("")}}}const VF$2=Vex.Flow;class VexFlowOctaveShift extends GraphicalOctaveShift{constructor(B,D){switch(super(B,D),B.Type){case OctaveEnum.VA8:this.position=VF$2.TextBracket.Positions.TOP,this.supscript="va",this.text="8";break;case OctaveEnum.MA15:this.position=VF$2.TextBracket.Positions.TOP,this.supscript="ma",this.text="15";break;case OctaveEnum.VB8:this.position=VF$2.TextBracket.Positions.BOTTOM,this.supscript="vb",this.text="8";break;case OctaveEnum.MB15:this.position=VF$2.TextBracket.Positions.BOTTOM,this.supscript="mb",this.text="15";break;default:log$2.error("Unknown or NONE octaveshift. This should not be called!");break}}setStartNote(B){for(const D of B.graphicalVoiceEntries){const R=D;if(R!=null&&R.vfStaveNote)return this.startNote=R.vfStaveNote,!0}return!1}setEndNote(B){for(const D of B.graphicalVoiceEntries){const R=D;if(R!=null&&R.vfStaveNote)return this.endNote=R.vfStaveNote,!0}return!1}getTextBracket(){return new VF$2.TextBracket({position:this.position,start:this.startNote,stop:this.endNote,superscript:this.supscript,text:this.text})}}Vex.Flow;class VexflowStafflineNoteCalculator{constructor(B){this.staffPitchListMapping=new Dictionary,this.baseLineNote=NoteEnum.B,this.baseLineOctave=1,this.rules=B}trackNote(B){if(!(B instanceof VexFlowGraphicalNote)||B.Clef().ClefType!==ClefEnum.percussion||B.sourceNote.isRest()||this.rules.PercussionOneLineCutoff===0||this.rules.PercussionForceVoicesOneLineCutoff===-1)return;const D=B.parentVoiceEntry.parentStaffEntry.sourceStaffEntry.ParentStaff.idInMusicSheet;let R;this.staffPitchListMapping.containsKey(D)||this.staffPitchListMapping.setValue(D,new Array),R=this.staffPitchListMapping.getValue(D);const G=B.sourceNote.Pitch;VexflowStafflineNoteCalculator.findOrInsert(R,G)}static PitchIndexOf(B,D,R=0){if(R>B.length-1)return-1;for(let G=R;G<B.length;G++){const W=B[G];if(D.OperatorEquals(W))return G}return-1}static findOrInsert(B,D){for(let R=0;R<B.length;R++){const G=B[R];if(D.OperatorEquals(G))return R;if(D.OperatorFundamentalLessThan(G))return B.splice(R,0,D),R}return B.push(D),B.length-1}positionNote(B){const D=B.parentVoiceEntry.parentStaffEntry.sourceStaffEntry.ParentStaff.idInMusicSheet;if(!(B instanceof VexFlowGraphicalNote)||B.sourceNote.isRest()||!this.staffPitchListMapping.containsKey(D))return B;const R=this.staffPitchListMapping.getValue(D),G=this.rules.PercussionUseXMLDisplayStep&&B.sourceNote.displayStepUnpitched!==void 0;if(R.length>this.rules.PercussionOneLineCutoff&&!G)return B;const W=B,q=B.sourceNote.Pitch;let Z=this.baseLineNote,Y=this.baseLineOctave;if(this.rules.PercussionUseXMLDisplayStep&&B.sourceNote.displayStepUnpitched!==void 0&&(Z=B.sourceNote.displayStepUnpitched,Y=B.sourceNote.displayOctaveUnpitched+this.rules.PercussionOneLineXMLDisplayStepOctaveOffset),R.length<=this.rules.PercussionForceVoicesOneLineCutoff)W.setAccidental(new Pitch(Z,Y,q.Accidental));else{const U=VexflowStafflineNoteCalculator.PitchIndexOf(R,q);if(U>-1){const J=Math.ceil(R.length/2);if(!this.rules.PercussionUseXMLDisplayStep)if(U>=J)switch(Y=2,(U-J)%5){case 1:Z=NoteEnum.E;break;case 2:Z=NoteEnum.G;break;case 3:Z=NoteEnum.B;break;case 4:Z=NoteEnum.D,Y=3;break;default:Z=NoteEnum.C;break}else switch(U%5){case 1:Z=NoteEnum.F;break;case 2:Z=NoteEnum.D;break;case 3:Z=NoteEnum.B,Y=0;break;case 4:Z=NoteEnum.G,Y=0;break;default:Z=NoteEnum.A;break}const K=new Pitch(Z,Y,q.Accidental);W.setAccidental(K);const Q=W.parentVoiceEntry.parentVoiceEntry;!this.rules.SetWantedStemDirectionByXml&&Q.Notes.length<2&&(K.Octave>this.baseLineOctave||K.FundamentalNote===this.baseLineNote&&K.Octave===this.baseLineOctave?W.parentVoiceEntry.parentVoiceEntry.WantedStemDirection=StemDirectionType.Up:W.parentVoiceEntry.parentVoiceEntry.WantedStemDirection=StemDirectionType.Down)}}return W}getStafflineUniquePositionCount(B){return this.staffPitchListMapping.containsKey(B)?this.staffPitchListMapping.getValue(B).length:0}}class SkyBottomLineCalculator{constructor(B){this.mStaffLineParent=B,this.mRules=B.ParentMusicSystem.rules}calculateLines(){const B=Math.max(Math.ceil(this.StaffLineParent.PositionAndShape.Size.width*this.SamplingUnit),1);this.mSkyLine=[],this.mBottomLine=[];const D=new CanvasVexFlowBackend(this.StaffLineParent.ParentMusicSystem.rules);for(const q of this.StaffLineParent.Measures){q.PositionAndShape.calculateAbsolutePositionsRecursive(0,0);const Z=q.getVFStave();let Y=Z.getWidth();if(!(Y>0)&&!q.IsExtraGraphicalMeasure&&(log$2.warn("SkyBottomLineCalculator: width not > 0 in measure "+q.MeasureNumber),Y=50),!(Y>=50)&&q.IsExtraGraphicalMeasure)continue;D.initializeHeadless(Y);const U=D.getContext(),J=D.getCanvas();Y=J.width;const K=J.height;this.mRules.DYMusicScoreType==="jianpu"?Z.setY(Z.y-50):Z.setY(Z.y+100);const Q=Z.getWidth();Z.setWidth(Y),q.format(),Z.setWidth(Q);try{q.draw(U)}catch(le){log$2.warn("SkyBottomLineCalculator.calculateLines.draw",le)}const te=U.getImageData(0,0,Y,K),re=4,se=Math.max(Math.ceil(q.PositionAndShape.Size.width*this.mRules.SamplingUnit),1),ie=new Array(se),ae=new Array(se);for(let le=0;le<Y;le++){for(let ue=0;ue<K;ue++){const de=ue*Y*re+le*re;if(te.data[de+3]>0){ie[le]=ue;break}}for(let ue=K;ue>0;ue--){const de=ue*Y*re+le*re;if(te.data[de+3]>0){ae[le]=ue;break}}}for(let le=0;le<ie.length;le++)ie[le]===void 0&&(ie[le]=Math.max(this.findPreviousValidNumber(le,ie),this.findNextValidNumber(le,ie)));for(let le=0;le<ae.length;le++)ae[le]===void 0&&(ae[le]=Math.max(this.findPreviousValidNumber(le,ae),this.findNextValidNumber(le,ae)));this.mSkyLine.push(...ie),this.mBottomLine.push(...ae),D.clear()}const R=this.mSkyLine.length/B,G=[],W=[];for(let q=0;q<this.mSkyLine.length&&G.length!==B;q+=R){const Z=Math.min(this.mSkyLine.length,q+R);let Y=this.mSkyLine.slice(q,Z+1);G.push(Math.min(...Y)),Y=this.mBottomLine.slice(q,Z+1),W.push(Math.max(...Y))}this.mSkyLine=G,this.mBottomLine=W,this.mSkyLine.length!==B&&log$2.debug(`SkyLine calculation was not correct (${this.mSkyLine.length} instead of ${B})`),this.mSkyLine=this.mSkyLine.map(q=>(q-Math.max(...this.mSkyLine))/unitInPixels+this.StaffLineParent.TopLineOffset),this.mBottomLine=this.mBottomLine.map(q=>(q-Math.min(...this.mBottomLine))/unitInPixels+this.StaffLineParent.BottomLineOffset)}findPreviousValidNumber(B,D){for(let R=B;R>=0;R--)if(!isNaN(D[R]))return D[R];return 0}findNextValidNumber(B,D){if(B>=D.length)return D[B-1];for(let R=B;R<D.length;R++)if(!isNaN(D[R]))return D[R];return 0}drawPixel(B,D,R="#FF0000FF"){const G=D.getContext(),W=G.fillStyle;G.fillStyle=R,G.fillRect(B.x,B.y,2,2),G.fillStyle=W}updateSkyLineWithWedge(B,D){let R=Math.floor(B.x*this.SamplingUnit),G=Math.ceil(D.x*this.SamplingUnit),W=(D.y-B.y)/(D.x-B.x);G-R<=1&&(G++,W=0),R<0&&(R=0),R>=this.BottomLine.length&&(R=this.BottomLine.length-1),G<0&&(G=0),G>=this.BottomLine.length&&(G=this.BottomLine.length),this.SkyLine[R]=B.y;for(let q=R+1;q<Math.min(G,this.SkyLine.length);q++)this.SkyLine[q]=this.SkyLine[q-1]+W/this.SamplingUnit}updateBottomLineWithWedge(B,D){let R=Math.floor(B.x*this.SamplingUnit),G=Math.ceil(D.x*this.SamplingUnit),W=(D.y-B.y)/(D.x-B.x);G-R<=1&&(G++,W=0),R<0&&(R=0),R>=this.BottomLine.length&&(R=this.BottomLine.length-1),G<0&&(G=0),G>=this.BottomLine.length&&(G=this.BottomLine.length),this.BottomLine[R]=B.y;for(let q=R+1;q<G;q++)this.BottomLine[q]=this.BottomLine[q-1]+W/this.SamplingUnit}updateSkyLineInRange(B,D,R){this.updateInRange(this.mSkyLine,B,D,R)}updateBottomLineInRange(B,D,R){this.updateInRange(this.BottomLine,B,D,R)}resetSkyLineInRange(B,D){this.updateInRange(this.SkyLine,B,D)}resetBottomLineInRange(B,D){this.setInRange(this.BottomLine,B,D)}setSkyLineWithValue(B){this.SkyLine.forEach(D=>B)}setBottomLineWithValue(B){this.BottomLine.forEach(D=>B)}getLeftIndexForPointX(B,D){const R=Math.floor(B*this.SamplingUnit);return R<0?0:R>=D?D-1:R}getRightIndexForPointX(B,D){const R=Math.ceil(B*this.SamplingUnit);return R<0?0:R>=D?D-1:R}updateStaffLineBorders(){this.mStaffLineParent.PositionAndShape.BorderTop=this.getSkyLineMin(),this.mStaffLineParent.PositionAndShape.BorderMarginTop=this.getSkyLineMin(),this.mStaffLineParent.PositionAndShape.BorderBottom=this.getBottomLineMax(),this.mStaffLineParent.PositionAndShape.BorderMarginBottom=this.getBottomLineMax()}getSkyLineMin(){return Math.min(...this.SkyLine.filter(B=>!isNaN(B)))}getSkyLineMinAtPoint(B){const D=Math.round(B*this.SamplingUnit);return this.mSkyLine[D]}getSkyLineMinInRange(B,D){return this.getMinInRange(this.SkyLine,B,D)}getBottomLineMax(){return Math.max(...this.BottomLine.filter(B=>!isNaN(B)))}getBottomLineMaxAtPoint(B){const D=Math.round(B*this.SamplingUnit);return this.mBottomLine[D]}getBottomLineMaxInRange(B,D){return this.getMaxInRange(this.BottomLine,B,D)}getBottomLineMaxInBoundingBox(B){const D=Math.floor(B.AbsolutePosition.x+B.BorderLeft),R=Math.ceil(B.AbsolutePosition.x+B.BorderRight);return this.getMaxInRange(this.mBottomLine,D,R)}updateWithBoundingBoxRecursively(B){if(B.ChildElements&&B.ChildElements.length>0)for(const D of B.ChildElements)this.updateWithBoundingBoxRecursively(D);else{const D=B.BorderTop+B.AbsolutePosition.y,R=B.BorderBottom+B.AbsolutePosition.y;if(D<0){const G=Math.floor(B.AbsolutePosition.x+B.BorderLeft),W=Math.ceil(B.AbsolutePosition.x+B.BorderRight);this.updateInRange(this.mSkyLine,G,W,D)}else if(R>this.StaffLineParent.StaffHeight){const G=Math.floor(B.AbsolutePosition.x+B.BorderLeft),W=Math.ceil(B.AbsolutePosition.x+B.BorderRight);this.updateInRange(this.mBottomLine,G,W,R)}}}updateInRange(B,D=0,R=B.length,G=0){if(D=Math.floor(D*this.SamplingUnit),R=Math.ceil(R*this.SamplingUnit),R<D)throw new Error("start index of line is greater than the end index");D<0&&(D=0),R>B.length&&(R=B.length);for(let W=D;W<R;W++)B[W]=Math.abs(G)>Math.abs(B[W])?G:B[W]}setInRange(B,D=0,R=B.length,G=0){if(D=Math.floor(D*this.SamplingUnit),R=Math.ceil(R*this.SamplingUnit),R<D)throw new Error("start index of line is greater then the end index");D<0&&(D=0),R>B.length&&(R=B.length);for(let W=D;W<R;W++)B[W]=G}getMinInRange(B,D,R){if(D=Math.floor(D*this.SamplingUnit),R=Math.ceil(R*this.SamplingUnit),!B)return Number.MAX_VALUE;if(D<0&&(D=0),D>=B.length&&(D=B.length-1),R<0&&(R=0),R>=B.length&&(R=B.length),D>=0&&R<=B.length)return Math.min(...B.slice(D,R+1))}getMaxInRange(B,D,R){if(D=Math.floor(D*this.SamplingUnit),R=Math.ceil(R*this.SamplingUnit),!B)return Number.MIN_VALUE;if(D<0&&(D=0),D>=B.length&&(D=B.length-1),R<0&&(R=0),R>=B.length&&(R=B.length),D>=0&&R<=B.length)return Math.max(...B.slice(D,R+1))}get SamplingUnit(){return this.mRules.SamplingUnit}get StaffLineParent(){return this.mStaffLineParent}get SkyLine(){return this.mSkyLine}get BottomLine(){return this.mBottomLine}}var parser$3={exports:{}};/*!
 * d-path-parser - v1.0.0
 * by Massimo Artizzu (MaxArt2501)
 *
 * https://github.com/MaxArt2501/d-path-parser
 *
 * Licensed under the MIT License
 * See LICENSE for details
 */(function(F,B){(function(D,R){F.exports=R()})(commonjsGlobal$2,function(){return function(R){for(var G={command:/\s*([achlmqstvz])/gi,number:/\s*([+-]?\d*\.?\d+(?:e[+-]?\d+)?)/gi,comma:/\s*(?:(,)|\s)/g,flag:/\s*([01])/g},W={number:function(se){return+te("number",se)},"coordinate pair":function(se){var ie=te("number",se);if(ie===null&&!se)return null;te("comma");var ae=te("number",!0);return{x:+ie,y:+ae}},"arc definition":function(se){var ie=W["coordinate pair"](se);if(!ie&&!se)return null;te("comma");var ae=+te("number",!0);te("comma",!0);var le=!!+te("flag",!0);te("comma");var ue=!!+te("flag",!0);te("comma");var ce=W["coordinate pair"](!0);return{radii:ie,rotation:ae,large:le,clockwise:ue,end:ce}}},q=0,Z=[];q<R.length;){var Y=te("command"),U=Y.toUpperCase(),J=Y!==U,K;switch(U){case"M":K=re("coordinate pair").map(function(se,ie){return ie===1&&(Y=J?"l":"L"),Q({end:se})});break;case"L":case"T":K=re("coordinate pair").map(function(se){return Q({end:se})});break;case"C":if(K=re("coordinate pair"),K.length%3)throw Error("Expected coordinate pair triplet at position "+q);K=K.reduce(function(se,ie,ae){var le=ae%3;if(!le)se.push(Q({cp1:ie}));else{var ue=se[se.length-1];ue[le===1?"cp2":"end"]=ie}return se},[]);break;case"Q":case"S":if(K=re("coordinate pair"),K.length&1)throw Error("Expected coordinate pair couple at position "+q);K=K.reduce(function(se,ie,ae){var le=ae&1;if(!le)se.push(Q({cp:ie}));else{var ue=se[se.length-1];ue.end=ie}return se},[]);break;case"H":case"V":K=re("number").map(function(se){return Q({value:se})});break;case"A":K=re("arc definition").map(Q);break;case"Z":K=[{code:"Z"}];break}Z.push.apply(Z,K)}return Z;function Q(se){return se.code=Y,se.relative=J,se}function te(se,ie){G[se].lastIndex=q;var ae=G[se].exec(R);if(!ae||ae.index!==q){if(!ie)return null;throw Error("Expected "+se+" at position "+q)}return q=G[se].lastIndex,ae[1]}function re(se){for(var ie=[],ae,le=!0;ae=W[se](le);)ie.push(ae),le=!!te("comma");return ie}}})})(parser$3);var parse$3=parser$3.exports;class SkyBottomLineCalculatorSVG extends SkyBottomLineCalculator{recursiveUpdate(B,D,R,G){const W=B.getBBox(),q=W.y/unitInPixels,Z=W.height/unitInPixels+q,[Y,U]=G;if(q<D.top||Z>D.bottom)switch(B.tagName.toLowerCase()){case"g":for(const Q of B.children)this.recursiveUpdate(Q,D,R,G);break;case"circle":case"rect":case"line":case"path":let J=Math.floor((W.x-R.x)/unitInPixels*this.mRules.SamplingUnit);const K=J+Math.ceil(W.width/unitInPixels*this.mRules.SamplingUnit);if(B.parentElement.classList.contains("vf-beams")&&B.hasAttribute("d")){const Q=parse$3(B.getAttribute("d"));if(Q.length===5){const te=Q[0],re=Q[3],se=(re.end.y-te.end.y)/(re.end.x-te.end.x);let ie=te.end.y/unitInPixels;for(J;J<=K;J++)ie<Y[J]&&(Y[J]=ie),ie>U[J]&&(U[J]=ie),ie+=se/this.mRules.SamplingUnit}}else for(J;J<=K;J++)q<Y[J]&&(Y[J]=q),Z>U[J]&&(U[J]=Z);break}}calculateLinesForMeasure(B,D){var ve,he,me;const R=D.getBBox(),G=Math.max(Math.round(B.PositionAndShape.Size.width*this.mRules.SamplingUnit),1),W=R.height/unitInPixels,Z=D.getElementsByClassName("vf-stave")[0].getBBox();let Y=(Z==null?void 0:Z.height)/unitInPixels,U=(Z==null?void 0:Z.y)/unitInPixels;const J=B.getVFStave();let K=((ve=J.options)!=null&&ve.num_lines?J.options.num_lines:5)-1,Q=-1,te=0;const re=[K];for(const be of(he=J.options)==null?void 0:he.line_config)be.visible?(Q===-1&&(Q=te),re.push(te)):K--,te++;const se=re.pop();Q===-1&&(Q=0),K=se-Q;const ie=(me=J.options)==null?void 0:me.spacing_between_lines_px,ae=K*ie/unitInPixels;Y-ae>.2&&(Y=ae,U=Q*ie/unitInPixels);const le=U+Y,ue=new Array(G).fill(U),ce=new Array(G).fill(le),de=[ue,ce];if(W>Y)for(const be of D.children)this.recursiveUpdate(be,{top:U,bottom:le},R,[ue,ce]);return de}calculateLines(){this.mSkyLine=[],this.mBottomLine=[];const B=document.createElement("div");document.body.append(B);const D=new SvgVexFlowBackend(this.mRules);D.initialize(B,1,"0");const R=D.getContext(),G=R.openGroup();G.classList.add("staffline");for(const W of this.StaffLineParent.Measures){W.PositionAndShape.calculateAbsolutePositionsRecursive(0,0),W.setAbsoluteCoordinates(W.PositionAndShape.AbsolutePosition.x*unitInPixels,W.PositionAndShape.AbsolutePosition.y*unitInPixels);const q=W.draw(R),[Z,Y]=this.calculateLinesForMeasure(W,q);this.mSkyLine.push(...Z),this.mBottomLine.push(...Y)}R.closeGroup();for(const W of G.getElementsByClassName("vf-ties"))for(const q of W.childNodes)if(q.nodeName.toLowerCase()==="path"){const Z=q.getBBox();let Y=Math.floor(Z.x/unitInPixels*this.mRules.SamplingUnit);const U=Y+Math.ceil(Z.width/unitInPixels*this.mRules.SamplingUnit),J=Z.y/unitInPixels,K=Z.height/unitInPixels+J;for(Y;Y<=U;Y++)J<this.mSkyLine[Y]&&(this.mSkyLine[Y]=J),K>this.mBottomLine[Y]&&(this.mBottomLine[Y]=K)}D.clear(),B.remove()}}const VF$1=Vex.Flow;class VexFlowGraphicalSymbolFactory{constructor(){this.hasBBox=!1,document.createElementNS("http://www.w3.org/2000/svg","g").getBBox!==void 0&&(this.hasBBox=!0)}createMusicSystem(B,D){return new VexFlowMusicSystem(B,D)}createStaffLine(B,D){return new VexFlowStaffLine(B,D)}createSkyBottomLineCalculator(B){return B.ParentMusicSystem.rules.PerformanceMode&&this.hasBBox?new SkyBottomLineCalculatorSVG(B):new SkyBottomLineCalculator(B)}createGraphicalMeasure(B,D,R=!1){return new VexFlowMeasure(D,B,void 0)}createMultiRestMeasure(B,D,R){return new VexFlowMultiRestMeasure(D,B,R)}createTabStaffMeasure(B,D){return new VexFlowTabMeasure(D,B)}createExtraGraphicalMeasure(B){const D=new VexFlowMeasure(B.ParentStaff,void 0,B);return D.IsExtraGraphicalMeasure=!0,D.ExtraGraphicalMeasurePreviousMeasure=B.Measures.last(),D}createStaffEntry(B,D){return new VexFlowStaffEntry(D,B,void 0)}createVoiceEntry(B,D){return new VexFlowVoiceEntry(B,D)}createNote(B,D,R,G=OctaveEnum.NONE,W,q=void 0){return new VexFlowGraphicalNote(B,D,R,G,W,q)}createGraceNote(B,D,R,G,W=OctaveEnum.NONE){return new VexFlowGraphicalNote(B,D,R,W,G)}addGraphicalAccidental(B,D){B.setAccidental(D)}addFermataAtTiedEndNote(B,D){}createInStaffClef(B,D){const R=B,G=VexFlowConverter.Clef(D,"small");R.vfClefBefore=new VF$1.ClefNote(G.type,G.size,G.annotation)}createChordSymbols(B,D,R,G){const W=D.parentMeasure.parentSourceMeasure.Rules;let q=0;const Z=W.ChordSymbolXSpacing;for(const Y of B.ChordContainers){const U=new GraphicalChordSymbolContainer(Y,D.PositionAndShape,W.ChordSymbolTextHeight,R,G,D.parentMeasure.parentSourceMeasure.Rules),J=U.GraphicalLabel;J.PositionAndShape.RelativePosition.y-=W.ChordSymbolYOffset,J.PositionAndShape.RelativePosition.x+=q,J.setLabelPositionAndShapeBorders(),U.PositionAndShape.calculateBoundingBox(),D.graphicalChordContainers.push(U),q+=J.PositionAndShape.Size.width+Z}}createGraphicalTechnicalInstruction(B,D){}}Vex.Flow;class GraphicalTie{constructor(B,D=void 0,R=void 0){this.tie=B,this.startNote=D,this.endNote=R}get SVGElement(){return this.vfTie.getAttribute("el")}get GetTie(){return this.tie}get StartNote(){return this.startNote}get Tie(){return this.tie}set StartNote(B){this.startNote=B}get EndNote(){return this.endNote}set EndNote(B){this.endNote=B}}class GraphicalLyricEntry{constructor(B,D,R,G){this.lyricsEntry=B,this.graphicalStaffEntry=D;const W=D.parentMeasure.parentSourceMeasure.Rules.LyricsAlignmentStandard;B.Text.length>=4&&B.Parent.Notes[0].Length.Denominator>4&&TextAlignmentEnum.LeftBottom;const q=new Label(B.Text);this.graphicalLabel=new GraphicalLabel(q,R,W,this.graphicalStaffEntry.parentMeasure.parentSourceMeasure.Rules,D.PositionAndShape),this.graphicalLabel.PositionAndShape.RelativePosition=new PointF2D(0,G),W===TextAlignmentEnum.LeftBottom&&(this.graphicalLabel.PositionAndShape.RelativePosition.x-=1)}get LyricsEntry(){return this.lyricsEntry}get ParentLyricWord(){return this.graphicalLyricWord}set ParentLyricWord(B){this.graphicalLyricWord=B}get GraphicalLabel(){return this.graphicalLabel}set GraphicalLabel(B){this.graphicalLabel=B}get StaffEntryParent(){return this.graphicalStaffEntry}set StaffEntryParent(B){this.graphicalStaffEntry=B}}class GraphicalLyricWord{constructor(B){this.graphicalLyricsEntries=[],this.lyricWord=B,this.initialize()}get GetLyricWord(){return this.lyricWord}get GraphicalLyricsEntries(){return this.graphicalLyricsEntries}set GraphicalLyricsEntries(B){this.graphicalLyricsEntries=B}isFilled(){for(let B=0;B<this.graphicalLyricsEntries.length;B++)if(!this.graphicalLyricsEntries[B])return!1;return!0}initialize(){for(let B=0;B<this.lyricWord.Syllables.length;B++)this.graphicalLyricsEntries.push(void 0)}}const _GraphicalCurve=class{constructor(){_GraphicalCurve.tPow3=new Array(_GraphicalCurve.bezierCurveStepSize),_GraphicalCurve.oneMinusTPow3=new Array(_GraphicalCurve.bezierCurveStepSize),_GraphicalCurve.bezierFactorOne=new Array(_GraphicalCurve.bezierCurveStepSize),_GraphicalCurve.bezierFactorTwo=new Array(_GraphicalCurve.bezierCurveStepSize);for(let F=0;F<_GraphicalCurve.bezierCurveStepSize;F++){const B=F/_GraphicalCurve.bezierCurveStepSize;_GraphicalCurve.tPow3[F]=Math.pow(B,3),_GraphicalCurve.oneMinusTPow3[F]=Math.pow(1-B,3),_GraphicalCurve.bezierFactorOne[F]=3*Math.pow(1-B,2)*B,_GraphicalCurve.bezierFactorTwo[F]=3*(1-B)*Math.pow(B,2)}}calculateCurvePointAtIndex(F){const B=Math.round(F*_GraphicalCurve.bezierCurveStepSize);return B<0||B>=_GraphicalCurve.bezierCurveStepSize?new PointF2D:new PointF2D(_GraphicalCurve.oneMinusTPow3[B]*this.bezierStartPt.x+_GraphicalCurve.bezierFactorOne[B]*this.bezierStartControlPt.x+_GraphicalCurve.bezierFactorTwo[B]*this.bezierEndControlPt.x+_GraphicalCurve.tPow3[B]*this.bezierEndPt.x,_GraphicalCurve.oneMinusTPow3[B]*this.bezierStartPt.y+_GraphicalCurve.bezierFactorOne[B]*this.bezierStartControlPt.y+_GraphicalCurve.bezierFactorTwo[B]*this.bezierEndControlPt.y+_GraphicalCurve.tPow3[B]*this.bezierEndPt.y)}};let GraphicalCurve=_GraphicalCurve;GraphicalCurve.bezierCurveStepSize=1e3;const _GraphicalSlur=class extends GraphicalCurve{constructor(F,B){super(),this.staffEntries=[],this.slur=F,this.rules=B}static Compare(F,B){if(F.staffEntries.length<1)return-1;if(B.staffEntries.length<1)return 1;const D=Fraction$1.minus(F.staffEntries[F.staffEntries.length-1].getAbsoluteTimestamp(),F.staffEntries[0].getAbsoluteTimestamp()),R=Fraction$1.minus(B.staffEntries[B.staffEntries.length-1].getAbsoluteTimestamp(),B.staffEntries[0].getAbsoluteTimestamp());return D.RealValue>R.RealValue?1:R.RealValue>D.RealValue?-1:0}calculateCurve(F){const B=this.staffEntries[0],D=this.staffEntries[this.staffEntries.length-1];let R=B.findGraphicalNoteFromNote(this.slur.StartNote);!R&&this.graceStart&&(R=B.findGraphicalNoteFromGraceNote(this.slur.StartNote)),R||(R=B.findEndTieGraphicalNoteFromNoteWithStartingSlur(this.slur.StartNote,this.slur));let G=D.findGraphicalNoteFromNote(this.slur.EndNote);!G&&this.graceEnd&&(G=D.findGraphicalNoteFromGraceNote(this.slur.EndNote));const W=B.parentMeasure.ParentStaffLine,q=W.SkyBottomLineCalculator;this.calculatePlacement(q,W);const Z=this.calculateStartAndEnd(R,G,W,F,q),Y=Z.startX,U=Z.endX;let J=Z.startY,K=Z.endY;const Q=F.SlurTangentMinAngle,te=F.SlurTangentMaxAngle;let re;if(this.placement===PlacementEnum.Above){J-=F.SlurNoteHeadYOffset,K-=F.SlurNoteHeadYOffset;const se=new PointF2D(this.staffEntries[0].parentMeasure.PositionAndShape.RelativePosition.x+this.staffEntries[0].PositionAndShape.RelativePosition.x,J);R?se.x+=this.staffEntries[0].PositionAndShape.BorderRight:se.x=this.staffEntries[0].parentMeasure.beginInstructionsWidth,this.graceStart&&(se.x+=D.PositionAndShape.RelativePosition.x);const ie=new PointF2D(this.staffEntries[this.staffEntries.length-1].parentMeasure.PositionAndShape.RelativePosition.x+this.staffEntries[this.staffEntries.length-1].PositionAndShape.RelativePosition.x,K);if(G?ie.x+=this.staffEntries[this.staffEntries.length-1].PositionAndShape.BorderLeft:ie.x=this.staffEntries[this.staffEntries.length-1].parentMeasure.PositionAndShape.RelativePosition.x+this.staffEntries[this.staffEntries.length-1].parentMeasure.PositionAndShape.Size.width,this.graceEnd&&(ie.x+=D.staffEntryParent.PositionAndShape.RelativePosition.x),re=this.calculateTopPoints(se,ie,W,q),re.length===0){const Ye=new PointF2D((ie.x-se.x)/2+se.x,(ie.y-se.y)/2+se.y);re.push(Ye)}const ae=Math.atan((K-J)/(U-Y)),le=new PointF2D(0,0);let ue=new PointF2D(U-Y,-(K-J));const ce=Matrix2D.getRotationMatrix(ae),de=ce.getTransposeMatrix();ue=ce.vectorMultiplication(ue);const ve=this.calculateTranslatedAndRotatedPointListAbove(re,Y,J,ce);let he=this.calculateMaxLeftSlope(ve,le,ue),me=this.calculateMaxRightSlope(ve,le,ue);const be=le.y-le.x*he,xe=ue.y-ue.x*me,Ae=new PointF2D;let Pe=!1;Math.abs(Math.abs(he)-Math.abs(me))<1e-4?(Ae.x=ue.x/2,Ae.y=0,Pe=!0):(Ae.x=(xe-be)/(he-me),Ae.y=he*Ae.x+be);const ze=this.calculateHeightWidthRatio(ue.x,ve);let ge=0,Te=0;if(Math.abs(ze)>.001){const Ye=Math.abs(he/(ze*2)),tt=Math.abs(he);ge=Math.max(0,tt*(Math.min(10,Ye-1)/10)),he-=ge;const $e=Math.abs(me/(ze*2)),st=Math.abs(me);Te=Math.max(0,st*(Math.min(10,$e-1)/10)),me+=Te}let Xe=Q,Se=-Q;if(!Pe){const Ye=this.calculateAngles(Q,he,me,te);Xe=Ye.startAngle,Se=Ye.endAngle}const we=this.calculateControlPoints(ue.x,Xe,Se,ve,ze,J,K);let Me=we.startControlPoint,Ne=we.endControlPoint;Me=de.vectorMultiplication(Me),Me.x+=Y,Me.y=-Me.y+J,Ne=de.vectorMultiplication(Ne),Ne.x+=Y,Ne.y=-Ne.y+J,this.bezierStartPt=new PointF2D(Y,J-ge),this.bezierStartControlPt=new PointF2D(Me.x,Me.y-ge),this.bezierEndControlPt=new PointF2D(Ne.x,Ne.y-Te),this.bezierEndPt=new PointF2D(U,K-Te);const Be=W.SkyLine.length,Le=q.getLeftIndexForPointX(this.bezierStartPt.x,Be),ke=q.getLeftIndexForPointX(this.bezierEndPt.x,Be),Re=this.bezierEndPt.x-this.bezierStartPt.x,Ie=q.SamplingUnit;for(let Ye=Le;Ye<ke;Ye++){const tt=Ye/Ie-this.bezierStartPt.x,$e=this.calculateCurvePointAtIndex(Math.abs(tt)/Re);let st=q.getLeftIndexForPointX($e.x,Be);st>=Le&&(W.SkyLine[st]=Math.min(W.SkyLine[st],$e.y)),st++,st<Be&&(W.SkyLine[st]=Math.min(W.SkyLine[st],$e.y))}}else{J+=F.SlurNoteHeadYOffset,K+=F.SlurNoteHeadYOffset;const se=new PointF2D(this.staffEntries[0].parentMeasure.PositionAndShape.RelativePosition.x+this.staffEntries[0].PositionAndShape.RelativePosition.x,J);R?se.x+=this.staffEntries[0].PositionAndShape.BorderRight:se.x=this.staffEntries[0].parentMeasure.beginInstructionsWidth,this.graceStart&&(se.x+=D.PositionAndShape.RelativePosition.x);const ie=new PointF2D(this.staffEntries[this.staffEntries.length-1].parentMeasure.PositionAndShape.RelativePosition.x+this.staffEntries[this.staffEntries.length-1].PositionAndShape.RelativePosition.x,K);if(G?ie.x+=this.staffEntries[this.staffEntries.length-1].PositionAndShape.BorderLeft:ie.x=this.staffEntries[this.staffEntries.length-1].parentMeasure.PositionAndShape.RelativePosition.x+this.staffEntries[this.staffEntries.length-1].parentMeasure.PositionAndShape.Size.width,this.graceEnd&&(ie.x+=D.staffEntryParent.PositionAndShape.RelativePosition.x),re=this.calculateBottomPoints(se,ie,W,q),re.length===0){const Ye=new PointF2D((ie.x-se.x)/2+se.x,(ie.y-se.y)/2+se.y);re.push(Ye)}const ae=Math.atan((K-J)/(U-Y)),le=new PointF2D(0,0);let ue=new PointF2D(U-Y,K-J);const ce=Matrix2D.getRotationMatrix(-ae),de=ce.getTransposeMatrix();ue=ce.vectorMultiplication(ue);const ve=this.calculateTranslatedAndRotatedPointListBelow(re,Y,J,ce);let he=this.calculateMaxLeftSlope(ve,le,ue),me=this.calculateMaxRightSlope(ve,le,ue);const be=le.y-le.x*he,xe=ue.y-ue.x*me,Ae=new PointF2D;let Pe=!1;Math.abs(Math.abs(he)-Math.abs(me))<1e-4?(Ae.x=ue.x/2,Ae.y=0,Pe=!0):(Ae.x=(xe-be)/(he-me),Ae.y=he*Ae.x+be);const ze=this.calculateHeightWidthRatio(ue.x,ve);let ge=0,Te=0;if(Math.abs(ze)>.001){const Ye=Math.abs(he/(ze*2)),tt=Math.abs(he);ge=Math.max(0,tt*(Math.min(10,Ye-1)/10)),he-=ge;const $e=Math.abs(me/(ze*2)),st=Math.abs(me);Te=Math.max(0,st*(Math.min(10,$e-1)/10)),me+=Te}let Xe=Q,Se=-Q;if(!Pe){const Ye=this.calculateAngles(Q,he,me,te);Xe=Ye.startAngle,Se=Ye.endAngle}const we=this.calculateControlPoints(ue.x,Xe,Se,ve,ze,J,K);let Me=we.startControlPoint,Ne=we.endControlPoint;Me=de.vectorMultiplication(Me),Me.x+=Y,Me.y+=J,Ne=de.vectorMultiplication(Ne),Ne.x+=Y,Ne.y+=J,this.bezierStartPt=new PointF2D(Y,J+ge),this.bezierStartControlPt=new PointF2D(Me.x,Me.y+ge),this.bezierEndControlPt=new PointF2D(Ne.x,Ne.y+Te),this.bezierEndPt=new PointF2D(U,K+Te);const Be=W.BottomLine.length,Le=q.getLeftIndexForPointX(this.bezierStartPt.x,Be),ke=q.getLeftIndexForPointX(this.bezierEndPt.x,Be),Re=this.bezierEndPt.x-this.bezierStartPt.x,Ie=q.SamplingUnit;for(let Ye=Le;Ye<ke;Ye++){const tt=Ye/Ie-this.bezierStartPt.x,$e=this.calculateCurvePointAtIndex(Math.abs(tt)/Re);let st=q.getLeftIndexForPointX($e.x,Be);st>=Le&&(W.BottomLine[st]=Math.max(W.BottomLine[st],$e.y)),st++,st<Be&&(W.BottomLine[st]=Math.max(W.BottomLine[st],$e.y))}}}calculateStartAndEnd(F,B,D,R,G){let W=0,q=0,Z=0,Y=0;if(F){W=F.PositionAndShape.RelativePosition.x+F.parentVoiceEntry.parentStaffEntry.PositionAndShape.RelativePosition.x+F.parentVoiceEntry.parentStaffEntry.parentMeasure.PositionAndShape.RelativePosition.x,this.graceStart&&(W+=F.parentVoiceEntry.parentStaffEntry.staffEntryParent.PositionAndShape.RelativePosition.x);const U=F.parentVoiceEntry;this.placement===PlacementEnum.Above?q=U.PositionAndShape.RelativePosition.y+U.PositionAndShape.BorderTop:q=U.PositionAndShape.RelativePosition.y+U.PositionAndShape.BorderBottom,U.parentVoiceEntry.StemDirection===StemDirectionType.Down&&this.placement===PlacementEnum.Below&&(W-=.5),U.parentVoiceEntry.StemDirection===StemDirectionType.Up&&this.placement===PlacementEnum.Above&&(W+=.5)}else W=0;if(B){Z=B.PositionAndShape.RelativePosition.x+B.parentVoiceEntry.parentStaffEntry.PositionAndShape.RelativePosition.x+B.parentVoiceEntry.parentStaffEntry.parentMeasure.PositionAndShape.RelativePosition.x,this.graceEnd&&(Z+=B.parentVoiceEntry.parentStaffEntry.staffEntryParent.PositionAndShape.RelativePosition.x);const U=B.parentVoiceEntry;this.placement===PlacementEnum.Above?Y=U.PositionAndShape.RelativePosition.y+U.PositionAndShape.BorderTop:Y=U.PositionAndShape.RelativePosition.y+U.PositionAndShape.BorderBottom,U.parentVoiceEntry.StemDirection===StemDirectionType.Down&&this.placement===PlacementEnum.Below&&(Z-=.5),U.parentVoiceEntry.StemDirection===StemDirectionType.Up&&this.placement===PlacementEnum.Above&&(Z+=.5)}else Z=D.PositionAndShape.Size.width;return!F&&!B&&(q=-1.5,Y=-1.5),F||(this.placement===PlacementEnum.Above?q=Y-1:q=Y+1),B||(this.placement===PlacementEnum.Above?Y=q-1:Y=q+1),this.slur.startNoteHasMoreStartingSlurs()&&this.slur.isSlurLonger()&&(this.placement===PlacementEnum.Above?q-=R.SlursStartingAtSameStaffEntryYOffset:q+=R.SlursStartingAtSameStaffEntryYOffset),this.slur.endNoteHasMoreEndingSlurs()&&this.slur.isSlurLonger()&&(this.placement===PlacementEnum.Above?Y-=R.SlursStartingAtSameStaffEntryYOffset:Y+=R.SlursStartingAtSameStaffEntryYOffset),this.placement===PlacementEnum.Above?(q=Math.min(q,1.5),Y=Math.min(Y,1.5)):(q=Math.max(q,D.StaffHeight-1.5),Y=Math.max(Y,D.StaffHeight-1.5)),{startX:W,startY:q,endX:Z,endY:Y}}calculatePlacement(F,B){if(this.rules.SlurPlacementFromXML){this.placement=this.slur.PlacementXml;return}for(let q=0,Z=this.staffEntries.length;q<Z;++q)if(this.staffEntries[q].parentMeasure.hasMultipleVoices()){this.slur.StartNote.ParentVoiceEntry.ParentVoice instanceof LinkedVoice||this.slur.EndNote.ParentVoiceEntry.ParentVoice instanceof LinkedVoice?this.placement=PlacementEnum.Below:this.placement=PlacementEnum.Above;return}for(let q=0,Z=this.staffEntries.length;q<Z;++q)if(this.staffEntries[q].LyricsEntries.length>0){this.placement=PlacementEnum.Above;return}const D=this.staffEntries[0],R=this.staffEntries[this.staffEntries.length-1],G=D.graphicalVoiceEntries[0].parentVoiceEntry.StemDirection,W=R.graphicalVoiceEntries[0].parentVoiceEntry.StemDirection;if(G===W)this.placement=G===StemDirectionType.Up?PlacementEnum.Below:PlacementEnum.Above;else{let q=D.PositionAndShape.BorderLeft+D.PositionAndShape.RelativePosition.x+D.parentMeasure.PositionAndShape.RelativePosition.x,Z=R.PositionAndShape.BorderRight+R.PositionAndShape.RelativePosition.x+R.parentMeasure.PositionAndShape.RelativePosition.x;this.graceStart&&(q+=R.PositionAndShape.RelativePosition.x),this.graceEnd&&(Z+=R.staffEntryParent.PositionAndShape.RelativePosition.x);const Y=F.getSkyLineMinInRange(q,Z)*-1;F.getBottomLineMaxInRange(q,Z)-B.StaffHeight>Y?this.placement=PlacementEnum.Above:this.placement=PlacementEnum.Below}}calculateTopPoints(F,B,D,R){const G=[];let W=R.getRightIndexForPointX(F.x,D.SkyLine.length),q=R.getLeftIndexForPointX(B.x,D.SkyLine.length);W<0&&(W=0),q>=D.SkyLine.length&&(q=D.SkyLine.length-1);for(let Z=W;Z<q;Z++){const Y=D.SkyLine[Z];if(Y!==0){const U=new PointF2D((.5+Z)/R.SamplingUnit,Y);G.push(U)}}return G}calculateBottomPoints(F,B,D,R){const G=[];let W=R.getRightIndexForPointX(F.x,D.BottomLine.length),q=R.getLeftIndexForPointX(B.x,D.BottomLine.length);W<0&&(W=0),q>=D.BottomLine.length&&(q=D.BottomLine.length-1);for(let Z=W;Z<q;Z++){const Y=D.BottomLine[Z];if(Y!==0){const U=new PointF2D((.5+Z)/R.SamplingUnit,Y);G.push(U)}}return G}calculateMaxLeftSlope(F,B,D){let R=-Number.MAX_VALUE;const G=B.x,W=B.y;for(let q=0;q<F.length;q++)Math.abs(F[q].y-Number.MAX_VALUE)<1e-4||Math.abs(F[q].y- -Number.MAX_VALUE)<1e-4||(R=Math.max(R,(F[q].y-W)/(F[q].x-G)));return R=Math.max(R,Math.abs(D.y-W)/(D.x-G)),R=Math.min(R,5.6713),R}calculateMaxRightSlope(F,B,D){let R=Number.MAX_VALUE;const G=D.x,W=D.y;for(let q=0;q<F.length;q++)Math.abs(F[q].y-Number.MAX_VALUE)<1e-4||Math.abs(F[q].y- -Number.MAX_VALUE)<1e-4||(R=Math.min(R,(W-F[q].y)/(G-F[q].x)));return R=Math.min(R,(W-B.y)/(G-B.x)),R=Math.max(R,-5.6713),R}getPointListMaxY(F){let B=-Number.MAX_VALUE;for(let D=0,R=F.length;D<R;++D){const G=F[D];Math.abs(G.y- -Number.MAX_VALUE)<1e-4||Math.abs(G.y-Number.MAX_VALUE)<1e-4||(B=Math.max(B,G.y))}return B}calculateTranslatedAndRotatedPointListAbove(F,B,D,R){const G=[];for(let W=0;W<F.length;W++){if(Math.abs(F[W].y-Number.MAX_VALUE)<1e-4||Math.abs(F[W].y- -Number.MAX_VALUE)<1e-4)continue;let q=new PointF2D(F[W].x-B,-(F[W].y-D));q=R.vectorMultiplication(q),G.push(q)}return G}calculateTranslatedAndRotatedPointListBelow(F,B,D,R){const G=[];for(let W=0;W<F.length;W++){if(Math.abs(F[W].y-Number.MAX_VALUE)<1e-4||Math.abs(F[W].y- -Number.MAX_VALUE)<1e-4)continue;let q=new PointF2D(F[W].x-B,F[W].y-D);q=R.vectorMultiplication(q),G.push(q)}return G}calculateHeightWidthRatio(F,B){return B.length===0?0:Math.max(0,this.getPointListMaxY(B))/F}calculateControlPoints(F,B,D,R,G,W,q){let Z=this.rules.SlurHeightFactor,Y=1;const U=this.rules.SlurHeightFlattenLongSlursCutoffAngle,J=this.rules.SlurHeightFlattenLongSlursCutoffWidth;B>U&&F>J&&(Y+=F/70*this.rules.SlurHeightFlattenLongSlursFactorByWidth,Y*=1+B/30*this.rules.SlurHeightFlattenLongSlursFactorByAngle,Z/=Y);const K=Math.min(.5,Math.max(.1,1.7*B/80*Z*Math.pow(Math.max(G,.05),.4))),Q=Math.min(.5,Math.max(.1,1.7*-D/80*Z*Math.pow(Math.max(G,.05),.4))),te=new PointF2D;te.x=F*K*Math.cos(B*_GraphicalSlur.degreesToRadiansFactor),te.y=F*K*Math.sin(B*_GraphicalSlur.degreesToRadiansFactor);const re=new PointF2D;re.x=F-F*Q*Math.cos(D*_GraphicalSlur.degreesToRadiansFactor),re.y=-(F*Q*Math.sin(D*_GraphicalSlur.degreesToRadiansFactor));let se=te.y-re.y;for(;this.rules.SlurMaximumYControlPointDistance&&Math.abs(se)>this.rules.SlurMaximumYControlPointDistance;)se<0?(te.y+=1,re.y-=1):(te.y-=1,re.y+=1),se=te.y-re.y;return{startControlPoint:te,endControlPoint:re}}calculateAngles(F,B,D,R){let W=Math.atan(B)/_GraphicalSlur.degreesToRadiansFactor;B>0?W+=20:W-=20;let q=Math.atan(D)/_GraphicalSlur.degreesToRadiansFactor;D<0?q-=20:q+=20;const Z=Math.min(Math.max(F,W),R),Y=Math.max(Math.min(-F,q),-R);return{startAngle:Z,endAngle:Y}}};let GraphicalSlur=_GraphicalSlur;GraphicalSlur.degreesToRadiansFactor=Math.PI/180;class GraphicalPedal extends GraphicalObject{constructor(B,D){super(),this.getPedal=B,this.setSymbol(),this.PositionAndShape=new BoundingBox$1(this,D)}setSymbol(){!this.getPedal.IsLine&&this.getPedal.IsSign?this.pedalSymbol=MusicSymbol.PEDAL_SYMBOL:this.getPedal.IsLine&&this.getPedal.IsSign?this.pedalSymbol=MusicSymbol.PEDAL_MIXED:this.pedalSymbol=MusicSymbol.PEDAL_BRACKET}}class VexFlowPedal extends GraphicalPedal{constructor(B,D,R=!1,G=!1){switch(super(B,D),this.vfStyle=Vex.Flow.PedalMarking.Styles.BRACKET,this.ChangeBegin=!1,this.ChangeEnd=!1,this.line=-3,this.EndSymbolPositionAndShape=void 0,this.ChangeBegin=B.ChangeBegin,this.ChangeEnd=B.ChangeEnd,this.pedalSymbol){case MusicSymbol.PEDAL_SYMBOL:this.vfStyle=Vex.Flow.PedalMarking.Styles.TEXT,this.EndSymbolPositionAndShape=new BoundingBox$1(this,D);break;case MusicSymbol.PEDAL_MIXED:R&&G?this.vfStyle=Vex.Flow.PedalMarking.Styles.BRACKET_OPEN_BOTH:R?this.vfStyle=Vex.Flow.PedalMarking.Styles.BRACKET_OPEN_BEGIN:G?this.vfStyle=Vex.Flow.PedalMarking.Styles.MIXED_OPEN_END:this.vfStyle=Vex.Flow.PedalMarking.Styles.MIXED;break;case MusicSymbol.PEDAL_BRACKET:default:R&&G?this.vfStyle=Vex.Flow.PedalMarking.Styles.BRACKET_OPEN_BOTH:R?this.vfStyle=Vex.Flow.PedalMarking.Styles.BRACKET_OPEN_BEGIN:G?this.vfStyle=Vex.Flow.PedalMarking.Styles.BRACKET_OPEN_END:this.vfStyle=Vex.Flow.PedalMarking.Styles.BRACKET;break}}setStartNote(B){if(!B)return!1;for(const D of B.graphicalVoiceEntries){const R=D;if(R!=null&&R.vfStaveNote)return this.startNote=R.vfStaveNote,this.startVfVoiceEntry=R,!0}return!1}setEndNote(B){if(!B)return!1;for(const D of B.graphicalVoiceEntries){const R=D;if(R!=null&&R.vfStaveNote)return this.endNote=R.vfStaveNote,this.endVfVoiceEntry=R,!0}return!1}setEndMeasure(B){this.endMeasure=B}CalculateBoundingBox(){}setLine(B){this.line=B}getPedalMarking(){var D,R,G,W;const B=new Vex.Flow.PedalMarking([this.startNote,this.endNote]);return this.endMeasure&&B.setEndStave(this.endMeasure.getVFStave()),B.setStyle(this.vfStyle),B.setLine(this.line),B.setCustomText(this.DepressText,this.ReleaseText),(((D=this.endVfVoiceEntry)==null?void 0:D.parentStaffEntry)===((W=(G=(R=this.endVfVoiceEntry)==null?void 0:R.parentStaffEntry)==null?void 0:G.parentMeasure)==null?void 0:W.staffEntries.last())||!this.endVfVoiceEntry)&&(B.EndsStave=!0),B.ChangeBegin=this.ChangeBegin,B.ChangeEnd=this.ChangeEnd,B}}class GraphicalWavyLine extends GraphicalObject{constructor(B,D){super(),this.getWavyLine=B,this.PositionAndShape=new BoundingBox$1(this,D)}}class VexflowVibratoBracket extends GraphicalWavyLine{constructor(B,D,R=!1){super(B,D),this.line=1,this.isVibrato=!1,this.toEndOfStopStave=!1,this.isVibrato=R}get ToEndOfStopStave(){return this.toEndOfStopStave}setStartNote(B){for(const D of B.graphicalVoiceEntries){const R=D;if(R!=null&&R.vfStaveNote)return this.startNote=R.vfStaveNote,this.startVfVoiceEntry=R,!0}return!1}setEndNote(B){for(const D of B.graphicalVoiceEntries){const R=D;if(R!=null&&R.vfStaveNote){this.endNote=R.vfStaveNote,this.endVfVoiceEntry=R;const G=this.endVfVoiceEntry.parentStaffEntry.parentMeasure.staffEntries,W=G[G.length-1];return this.toEndOfStopStave=W===this.endVfVoiceEntry.parentStaffEntry,!0}}return!1}CalculateBoundingBox(){const B=this.getVibratoBracket();this.boundingBox.Size.height=B.render_options.wave_height*.2}getVibratoBracket(){const B=new Vex.Flow.VibratoBracket({start:this.startNote,stop:this.endNote,toEndOfStopStave:this.toEndOfStopStave});return B.setLine(this.line),this.isVibrato?B.render_options.vibrato_width=20:B.render_options.wave_girth=4,B}}const VF=Vex.Flow;class VexFlowMusicSheetCalculator extends MusicSheetCalculator{constructor(B){var D,R,G,W,q,Z,Y,U;super(),this.beamsNeedUpdate=!1,this.rules=B,MusicSheetCalculator.symbolFactory=new VexFlowGraphicalSymbolFactory,MusicSheetCalculator.TextMeasurer=new VexFlowTextMeasurer(this.rules),MusicSheetCalculator.stafflineNoteCalculator=new VexflowStafflineNoteCalculator(this.rules),((D=this.rules.DefaultVexFlowNoteFont)==null?void 0:D.toLowerCase())==="gonville"?Vex.Flow.DEFAULT_FONT_STACK=[(R=Vex.Flow.Fonts)==null?void 0:R.Gonville,(G=Vex.Flow.Fonts)==null?void 0:G.Bravura,(W=Vex.Flow.Fonts)==null?void 0:W.Custom]:((q=this.rules.DefaultVexFlowNoteFont)==null?void 0:q.toLowerCase())==="petaluma"&&(Vex.Flow.DEFAULT_FONT_STACK=[(Z=Vex.Flow.Fonts)==null?void 0:Z.Petaluma,(Y=Vex.Flow.Fonts)==null?void 0:Y.Gonville,(U=Vex.Flow.Fonts)==null?void 0:U.Bravura])}clearRecreatedObjects(){super.clearRecreatedObjects(),MusicSheetCalculator.stafflineNoteCalculator=new VexflowStafflineNoteCalculator(this.rules);for(const B of this.graphicalMusicSheet.MeasureList)for(const D of B)D==null||D.clean()}formatMeasures(){for(const B of this.graphicalMusicSheet.MeasureList){if(!B||!B[0])continue;B[0].format();for(const R of B){for(const G of R.staffEntries)G.calculateXPosition();R.finalizeBeams()}}this.beamsNeedUpdate=!1}calculateMeasureXLayout(B){const D=[];for(const J of B)J&&D.push(J);if(D.length===0)return 0;B=D;const R=[],G=new VF.Formatter({softmaxFactor:this.rules.SoftmaxFactorVexFlow});let W=B[0].staffEntries.length,q=1;for(const J of B){if(!J)continue;let K=0;for(const re of J.staffEntries)K+=re.setMaxAccidentals();J.parentSourceMeasure.ImplicitMeasure&&(W=Math.max(J.staffEntries.length,W),q=Math.max(J.staffEntries.length+K,q));const Q=J.vfVoices,te=[];for(const re in Q)Q.hasOwnProperty(re)&&(te.push(Q[re]),R.push(Q[re]));if(te.length===0){log$2.debug("Found a measure with no voices. Continuing anyway.",Q);continue}G.joinVoices(te)}let Z=12;const Y=B[0].parentSourceMeasure,U=.3;if(R.length>0){Z=G.preCalculateMinTotalWidth(R)/unitInPixels*this.rules.VoiceSpacingMultiplierVexflow+this.rules.VoiceSpacingAddendVexflow+W*U,Y!=null&&Y.ImplicitMeasure&&(Z=Y.Duration.RealValue/Y.ActiveTimeSignature.RealValue*Z,W>1&&(Z+=q*U*1.5),Z*=this.rules.PickupMeasureWidthMultiplier),MusicSheetCalculator.setMeasuresMinStaffEntriesWidth(B,Z);const J=(Q,te)=>{G.formatToStave(R,te.getVFStave())},K=(Q,te)=>{G.formatToStave(R,te.getVFStave(),{align_rests:!0,context:void 0})};for(const Q of B){if(this.rules.AlignRests===AlignRestOption.Never)Q.formatVoices=J;else if(this.rules.AlignRests===AlignRestOption.Always)Q.formatVoices=K;else if(this.rules.AlignRests===AlignRestOption.Auto){let te=!1;for(const re of Q.staffEntries){let se=0,ie=0;for(const ae of re.graphicalVoiceEntries)if(ae.parentVoiceEntry.IsGrace||ae&&ae.notes&&ae.notes[0]&&ae.notes[0].sourceNote&&ae.notes[0].sourceNote.PrintObject&&se++,ae&&ae.notes&&ae.notes[0]&&ae.notes[0].sourceNote&&ae.notes[0].sourceNote.isRest()&&ae.notes[0].sourceNote.PrintObject&&ie++,se>1&&ie>=1){te=!0;break}if(te)break}te?Q.formatVoices=K:Q.formatVoices=J}if(Q===B[0]){const te=Q;te.formatVoices(Z*unitInPixels,te)}}}for(const J of B)if(!!J)for(const K of J.staffEntries)K.calculateXPosition();for(const J of B){if(!J)continue;const K=J.vfVoices,Q=[];for(const te in K)K.hasOwnProperty(te)&&Q.push(K[te]);if(Q.length===0){log$2.debug("Found a measure with no voices. Continuing anyway.",K);continue}G.joinVoices(Q)}return Z}calculateElongationFactor(B,D,R,G,W,q,Z,Y){let U=W,J=0;for(const K of B){const Q=K.GraphicalLabel.Label.textAlignment;let te=Z,re=Y;if(K instanceof GraphicalLyricEntry&&K.ParentLyricWord){K.LyricsEntry.SyllableIndex>0&&(te=this.rules.BetweenSyllableMinimumDistance,TextAlignment.IsCenterAligned(Q)&&(te+=1));const Pe=K.ParentLyricWord.GetLyricWord.Syllables;Pe.length>1&&K.LyricsEntry.SyllableIndex<Pe.length-1&&(this.dashSpace===void 0&&(this.dashSpace=1.5),re-=this.dashSpace)}const se=K instanceof GraphicalLyricEntry?K.GraphicalLabel.PositionAndShape:K.PositionAndShape,ie=se.Size.width,le=D.PositionAndShape.RelativePosition.x+se.BorderMarginLeft;R[J]!==void 0&&R[J].extend;let ue,ce;R[J]&&(ce=le-R[J].xPosition);let de,ve;const he=G*W;TextAlignment.IsCenterAligned(Q)?(re/=4,de=he-le,ve=ie/2-re,R[J]&&(ue=R[J].labelWidth/2+ie/2+te)):TextAlignment.IsLeft(Q)&&(de=he-le,ve=ie-re,R[J]&&(ue=R[J].labelWidth+te));let me=1;const be=ve/de;let xe=1;if(K instanceof GraphicalLyricEntry&&K.LyricsEntry){if(R[J]){const Pe=R[J].sourceNoteDuration;xe=ue/ce,Pe.Denominator>4&&(xe*=1.1)}}else R[J]&&(xe=ue/ce);me=Math.max(be,xe),U=Math.max(U,me);let Ae=Math.max(ue-ce||0,0);R[J]&&(Ae+=R[J].cumulativeOverlap),R[J]={cumulativeOverlap:Ae,extend:K instanceof GraphicalLyricEntry?K.LyricsEntry.extend:!1,labelWidth:ie,measureNumber:q,sourceNoteDuration:K instanceof GraphicalLyricEntry?K.LyricsEntry&&K.LyricsEntry.Parent.Notes[0].Length:!1,text:K instanceof GraphicalLyricEntry?K.LyricsEntry.Text:K.GraphicalLabel.Label.text,xPosition:le},J++}return U}calculateElongationFactorFromStaffEntries(B,D,R,G){let W=R;const q={},Z={};for(const Y of B)Y.LyricsEntries.length>0&&(W=this.calculateElongationFactor(Y.LyricsEntries,Y,q,D,W,G,this.rules.HorizontalBetweenLyricsDistance,this.rules.LyricOverlapAllowedIntoNextMeasure)),Y.graphicalChordContainers.length>0&&(W=this.calculateElongationFactor(Y.graphicalChordContainers,Y,Z,D,W,G,this.rules.ChordSymbolXSpacing,this.rules.ChordOverlapAllowedIntoNextMeasure));return W}calculateMeasureWidthFromStaffEntries(B,D){var q;let R=1;if(!((q=window.GYM)==null?void 0:q.multitrack))for(const Z of B)!Z||Z.staffEntries.length===0||(R=this.calculateElongationFactorFromStaffEntries(Z.staffEntries,D,R,Z.MeasureNumber),R=1);return R=Math.min(R,this.rules.MaximumLyricsElongationFactor),D*R}createGraphicalTie(B,D,R,G,W){return new GraphicalTie(B,G,W)}updateStaffLineBorders(B){B.SkyBottomLineCalculator.updateStaffLineBorders()}graphicalMeasureCreatedCalculations(B){B.rules=this.rules,B.graphicalMeasureCreatedCalculations()}layoutVoiceEntry(B,D,R,G){for(let W=0;W<D.length;W++)D[W]=MusicSheetCalculator.stafflineNoteCalculator.positionNote(D[W])}layoutStaffEntry(B){B.parentMeasure.layoutStaffEntry(B)}initGraphicalMeasuresCreation(){}layoutArticulationMarks(B,D,R){}layoutGraphicalTie(B,D,R){var J,K,Q,te,re,se;const G=B.StartNote,W=B.EndNote;let q,Z=0;G&&G.vfnote&&G.vfnote.length>=2&&(q=G.vfnote[0],Z=G.vfnote[1]);let Y,U=0;if(W&&W.vfnote&&W.vfnote.length>=2&&(Y=W.vfnote[0],U=W.vfnote[1]),D){if(q){const ie=new VF.StaveTie({first_indices:[Z],first_note:q}),ae=G.parentVoiceEntry.parentStaffEntry.parentMeasure;if(Y){Y.getDuration()==="w"&&((K=(J=Y.keyProps)==null?void 0:J[0])==null?void 0:K.line)>=3&&Y.setStemDirection(-1);let le=((Q=window.GYM)==null?void 0:Q.tieDirection)||0;Math.abs(le)===1&&(((re=(te=Y.keyProps)==null?void 0:te[0])==null?void 0:re.line)>=3?Y.setStemDirection(-le):Y.setStemDirection(le)),ie==null||ie.setDirection(Y.getStemDirection())}if(ae.vfTies.length>0){const le=ae.vfTies[0].direction;ie==null||ie.setDirection(le?-le:1)}ae.addStaveTie(ie,B)}if(Y){const ie=new VF.StaveTie({last_indices:[U],last_note:Y}),ae=W.parentVoiceEntry.parentStaffEntry.parentMeasure;if(ae.vfTies.length>0){const le=ae.vfTies[0].direction;ie==null||ie.setDirection(le?-le:1)}ae.addStaveTie(ie,B)}}else if(q||Y){let ie;if(R)if(B.Tie.Type==="S"){const ue=B.StartNote.sourceNote,ce=B.EndNote.sourceNote;let de=1;ue.FretNumber>ce.FretNumber&&(de=-1),ie=new VF.TabSlide({first_indices:[Z],first_note:q,last_indices:[U],last_note:Y},de)}else ie=new VF.TabTie({first_indices:[Z],first_note:q,last_indices:[U],last_note:Y},B.Tie.Type);else{ie=new VF.StaveTie({first_indices:[Z],first_note:q,last_indices:[U],last_note:Y});const ue=B.Tie.getTieDirection(G.sourceNote);ue===PlacementEnum.Below?ie.setDirection(1):ue===PlacementEnum.Above&&ie.setDirection(-1);try{Math.abs((q==null?void 0:q.getTieRightX())-(Y==null?void 0:Y.getTieLeftX()))<10&&(ie.render_options.first_x_shift=-3,ie.render_options.last_x_shift=3)}catch(ce){console.log(ce)}}const ae=W.parentVoiceEntry.parentStaffEntry.parentMeasure,le=((se=window.GYM)==null?void 0:se.graceCustom)||!1;le&&ie.setDirection(le.direction),ae.addStaveTie(ie,B)}}calculateDynamicExpressionsForMultiExpression(B,D,R){if(D<this.rules.MinMeasureToDrawIndex||D>this.rules.MaxMeasureToDrawIndex)return;const G=B.AbsoluteTimestamp,W=this.graphicalMusicSheet.MeasureList[D],q=W[R].ParentStaffLine,Z=W[R];if(!q)return;const Y=this.getRelativePositionInStaffLineFromTimestamp(G,R,q,q==null?void 0:q.isPartOfMultiStaffInstrument());if(Y.x<=0&&(Y.x=Z.beginInstructionsWidth+this.rules.RhythmRightMargin),B.InstantaneousDynamic){const U=new VexFlowInstantaneousDynamicExpression(B.InstantaneousDynamic,q,Z);this.calculateGraphicalInstantaneousDynamicExpression(U,Y,G),this.dynamicExpressionMap.set(G.RealValue,U.PositionAndShape)}if(B.StartingContinuousDynamic){const U=B.StartingContinuousDynamic,J=new VexFlowContinuousDynamicExpression(B.StartingContinuousDynamic,q,Z.parentSourceMeasure);if(J.StartMeasure=Z,!J.IsVerbal&&U.EndMultiExpression)try{this.calculateGraphicalContinuousDynamic(J,Y),J.updateSkyBottomLine()}catch{}else J.IsVerbal?this.calculateGraphicalVerbalContinuousDynamic(J,Y):log$2.warn("This continuous dynamic is not covered. measure"+B.SourceMeasureParent.MeasureNumber)}}createMetronomeMark(B,D){var le,ue,ce,de,ve,he,me,be,xe;const R=Math.max(B.ParentMultiTempoExpression.SourceMeasureParent.MeasureNumber-1,0),G=D||R,W=Math.max(B.StaffNumber-1,0),q=this.graphicalMusicSheet.MeasureList[G][W].getVFStave();let Z="q";if(B.beatUnit){const Ae=NoteTypeHandler.getNoteDurationFromType(B.beatUnit);Z=VexFlowConverter.durations(Ae,!1)[0]}let Y=this.rules.MetronomeMarkYShift,U=!1;const J=[];if(B.parentMeasure){for(const Ae of B.parentMeasure.StaffLinkedExpressions)for(const Pe of Ae)Pe&&Pe instanceof UnknownExpression&&J.push(Pe);for(const Ae of B.parentMeasure.TempoExpressions){const Pe=((le=Ae.InstantaneousTempo)==null?void 0:le.Enum)===TempoEnum.metronomeMark;if(!B.beatUnit&&Ae.InstantaneousTempo.beatUnit){const ze=NoteTypeHandler.getNoteDurationFromType(B.beatUnit);Z=VexFlowConverter.durations(ze,!1)[0]}if(Ae.getPlacementOfFirstEntry()===PlacementEnum.Above&&!Pe){U=!0;break}}}U&&(Y-=1.4);const K=(ue=this.graphicalMusicSheet.MeasureList[0][0].ParentStaffLine)==null?void 0:ue.SkyLine;let Q=B.TempoInBpm,te="",re="",se="";for(const Ae of this.graphicalMusicSheet.MeasureList[G][W].parentSourceMeasure.TempoExpressions){if(re=Ae.CombinedExpressionsText,isSpecialMark(Ae.CombinedExpressionsText)){te=Ae.CombinedExpressionsText;break}if(isSpeedKeyword(Ae.CombinedExpressionsText)||isSpeedHiddenKeyword(Ae.CombinedExpressionsText)){te=formatSpeedKeyword(Ae.CombinedExpressionsText),Q=Ae.sourceMeasure.TempoInBPM,isSpeedKeyword(Ae.CombinedExpressionsText)&&(se=Z);break}}const ie={bpm:B.TempoInBpm,dots:B.dotted,duration:Z,name:te};te&&(ie.bpm=Q/(ie.dots?1.5:1),isSpeedKeyword(re)?ie.duration=se:(Q===SpeedTag[te]||!SpeedTag[te])&&(ie.duration=""));const ae=((de=(ce=this.graphicalMusicSheet.MeasureList[G][W].vfVoices)==null?void 0:ce[1])==null?void 0:de.boundingBox.y)||0;if(this.rules.MetronomeMarksDrawn){if(K){const ge=((he=(ve=this.graphicalMusicSheet.MeasureList[0])==null?void 0:ve[W])==null?void 0:he.ParentStaffLine).Measures.map(Te=>Te.MeasureNumber-1);if(ae&&ge.includes(G)&&(isSpeedKeyword(re)||isSpeedHiddenKeyword(re))){const Te=K.slice(0,9);let Xe=Math.min(...Te);Xe=Xe<0?Xe-1:Xe,Y+=Xe}ge.includes(G)&&J.length?K[0]=Math.min(K[0],-4.5+Y-4):K[0]=Math.min(K[0],-4.5+Y)}q.options.line_config.reduce((ze,ge)=>(ge.visible&&ze++,ze),0)<5&&(Y-=2),q.setTempo(ie,Y*unitInPixels);let Pe=0;try{Pe+=((xe=(be=(me=this.graphicalMusicSheet.MeasureList[G][W])==null?void 0:me.vfVoices)==null?void 0:be[1])==null?void 0:xe.getTickables())[B.parentMeasure.metronomeNoteIndex].getBoundingBox().getX()-q.getNoteStartX()}catch{}q.getModifiers()[q.getModifiers().length-1].setShiftX(Pe)}}calculateRehearsalMark(B){var U,J,K,Q,te,re,se,ie;const D=B.rehearsalExpression;if(!D)return;const R=(K=(J=(U=B.VerticalMeasureList)==null?void 0:U[0])==null?void 0:J.getVFStave)==null?void 0:K.call(J);if(!R)return;const G=-this.rules.RehearsalMarkYOffsetDefault-this.rules.RehearsalMarkYOffset;let W=this.rules.RehearsalMarkXOffsetDefault+this.rules.RehearsalMarkXOffset;B.IsSystemStartMeasure&&(W+=this.rules.RehearsalMarkXOffsetSystemStartMeasure);const q=this.rules.RehearsalMarkFontSize,Z=R.getModifiers(),Y=Z.find(ae=>ae.getCategory().toLocaleLowerCase()==="repetitions");if(Y&&Y.setShiftY(Y.y_shift-10),R.setSection(D.label,G,W,q),(te=(Q=B.VerticalMeasureList)==null?void 0:Q[0])!=null&&te.ParentStaffLine.AbstractExpressions){const ae=Z.find(le=>le.getCategory().toLocaleLowerCase()==="stavesection");for(let le of((ie=(se=(re=B==null?void 0:B.VerticalMeasureList)==null?void 0:re[0])==null?void 0:se.ParentStaffLine)==null?void 0:ie.AbstractExpressions)||[])le instanceof GraphicalUnknownExpression&&(ae&&(le.Label.PositionAndShape.RelativePosition.y-=.5),Y&&(le.Label.PositionAndShape.RelativePosition.y-=1.7))}}calculateSingleOctaveShift(B,D,R,G){var re;const W=D.OctaveShiftStart,q=W.ParentStartMultiExpression.Timestamp,Z=(re=W.ParentEndMultiExpression)==null?void 0:re.Timestamp,Y=this.rules.MinMeasureToDrawIndex,U=this.rules.MaxMeasureToDrawIndex;let J=this.graphicalMusicSheet.MeasureList[R][G].ParentStaffLine;J||(J=this.graphicalMusicSheet.MeasureList[Y][G].ParentStaffLine);let K;W.ParentEndMultiExpression?K=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentEndMultiExpression.SourceMeasureParent,G):K=this.graphicalMusicSheet.getLastGraphicalMeasureFromIndex(G,!0),K.MeasureNumber>U+1&&(K=this.graphicalMusicSheet.getLastGraphicalMeasureFromIndex(G,!0));let Q;if(W.ParentEndMultiExpression?Q=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentStartMultiExpression.SourceMeasureParent,G):Q=this.graphicalMusicSheet.MeasureList[Y][G],Q.MeasureNumber<Y+1&&(Q=this.graphicalMusicSheet.MeasureList[Y][G]),Q.parentSourceMeasure.measureListIndex<Y||Q.parentSourceMeasure.measureListIndex>U||K.parentSourceMeasure.measureListIndex<Y||K.parentSourceMeasure.measureListIndex>U)return;let te=K.ParentStaffLine;if(te||(te=J),K&&J&&te){const se=new VexFlowOctaveShift(W,J.PositionAndShape);if(!se.startNote){let le;for(const ue of Q.staffEntries)if(ue){le=ue;break}if(!le||(se.setStartNote(le),!se.startNote))return}if(!se.endNote){let le;for(let ue=K.staffEntries.length-1;ue>=0;ue++)if(K.staffEntries[ue]){le=K.staffEntries[ue];break}if(se.setEndNote(le),!se.endNote)return}let ie=Q.findGraphicalStaffEntryFromTimestamp(q);ie||(ie=Q.staffEntries[0]);let ae=K.findGraphicalStaffEntryFromTimestamp(Z);if(ae||(ae=K.staffEntries[K.staffEntries.length-1]),se.setStartNote(ie),te!==J){se.endsOnDifferentStaffLine=!0;let le=J.Measures[J.Measures.length-1];le===void 0&&(le=K);const ue=le.staffEntries[le.staffEntries.length-1];se.setEndNote(ue);const ce=te.ParentMusicSystem.Id-J.ParentMusicSystem.Id;if(ce>0)for(let de=J.ParentMusicSystem.Id;de<te.ParentMusicSystem.Id;de++){const ve=de+1,me=this.musicSystems[ve].StaffLines[G],be=me.Measures[0],xe=new VexFlowOctaveShift(W,be.PositionAndShape);de<ce&&(xe.endsOnDifferentStaffLine=!0);let Ae=me.Measures[me.Measures.length-1];Ae.IsExtraGraphicalMeasure&&(Ae=me.Measures[me.Measures.length-2]);const Pe=be.staffEntries[0];let ze=Ae.staffEntries[Ae.staffEntries.length-1];K.ParentStaffLine===me&&(Ae=K,ze=ae);const ge="VexFlowMusicSheetCalculator.calculateSingleOctaveShift: ";Pe||log$2.warn(ge+"no firstNote found"),ze||log$2.warn(ge+"no lastNote found"),xe.setStartNote(Pe),xe.setEndNote(ze),me.OctaveShifts.push(xe),this.calculateOctaveShiftSkyBottomLine(Pe,ze,xe,me)}this.calculateOctaveShiftSkyBottomLine(ie,ue,se,J)}else se.setEndNote(ae),this.calculateOctaveShiftSkyBottomLine(ie,ae,se,J);J.OctaveShifts.push(se)}else log$2.warn("End measure or staffLines for octave shift are undefined! This should not happen!")}calculateSinglePedal(B,D,R,G){var re;const W=D.PedalStart,q=W.ParentStartMultiExpression.Timestamp,Z=(re=W.ParentEndMultiExpression)==null?void 0:re.Timestamp,Y=this.rules.MinMeasureToDrawIndex,U=this.rules.MaxMeasureToDrawIndex;let J=this.graphicalMusicSheet.MeasureList[R][G].ParentStaffLine;J||(J=this.graphicalMusicSheet.MeasureList[Y][G].ParentStaffLine);let K;W.ParentEndMultiExpression?K=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentEndMultiExpression.SourceMeasureParent,G):K=this.graphicalMusicSheet.getLastGraphicalMeasureFromIndex(G,!0),K||(K=W.ParentStartMultiExpression.SourceMeasureParent.VerticalMeasureList[G]),K.MeasureNumber>U+1&&(K=this.graphicalMusicSheet.getLastGraphicalMeasureFromIndex(G,!0));let Q;if(W.ParentEndMultiExpression?Q=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentStartMultiExpression.SourceMeasureParent,G):(Q=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentStartMultiExpression.SourceMeasureParent,G),Q||(Q=this.graphicalMusicSheet.MeasureList[Y][G])),Q.MeasureNumber<Y+1&&(Q=this.graphicalMusicSheet.MeasureList[Y][G]),Q.parentSourceMeasure.measureListIndex<Y||Q.parentSourceMeasure.measureListIndex>U||K.parentSourceMeasure.measureListIndex<Y||K.parentSourceMeasure.measureListIndex>U)return;let te=K.ParentStaffLine;if(te||(te=J),K&&J&&te){let se=!1;J!==te&&(se=!0);const ie=new VexFlowPedal(W,J.PositionAndShape,!1,se);let ae=Q.findGraphicalStaffEntryFromTimestamp(q);ae||(ae=Q.staffEntries[0]);let le=K.findGraphicalStaffEntryFromTimestamp(Z);if(le||(le=K.staffEntries[K.staffEntries.length-1]),!ie.setStartNote(ae))return;if(te!==J)if(ie.pedalSymbol===MusicSymbol.PEDAL_SYMBOL){ie.setEndNote(le),ie.setEndMeasure(K),ie.ReleaseText=" ",ie.CalculateBoundingBox(),this.calculatePedalSkyBottomLine(ie.startVfVoiceEntry,ie.endVfVoiceEntry,ie,J);const ue=te.Measures[0],ce=new VexFlowPedal(W,ue.PositionAndShape),de=ue.staffEntries[0];if(!ce.setStartNote(de))return;ce.setEndNote(le),ie.setEndMeasure(K),te.Pedals.push(ce),ce.CalculateBoundingBox(),ce.DepressText=" ",this.calculatePedalSkyBottomLine(ce.startVfVoiceEntry,ce.endVfVoiceEntry,ce,te)}else{let ue=J.Measures[J.Measures.length-1];ue===void 0&&(ue=K);const ce=ue.staffEntries[ue.staffEntries.length-1];ie.setEndNote(ce),ie.setEndMeasure(K),ie.ChangeEnd=!1;const de=te.ParentMusicSystem.Id-J.ParentMusicSystem.Id;if(de>0){let ve=1;for(let he=J.ParentMusicSystem.Id;he<te.ParentMusicSystem.Id;he++){const be=this.musicSystems[he+1].StaffLines[G],xe=be.Measures[0];let Ae=!1,Pe=!1;ve<de?Ae=!0:Pe=!0,ve++;const ze=new VexFlowPedal(W,xe.PositionAndShape,!0,Ae);ze.ChangeBegin=!1,Pe?ze.ChangeEnd=W.ChangeEnd:ze.ChangeEnd=!1;let ge=be.Measures[be.Measures.length-1];const Te=xe.staffEntries[0];let Xe=ge.staffEntries[ge.staffEntries.length-1];if(K.ParentStaffLine===be&&(ge=K,Xe=le),!ze.setStartNote(Te))break;ze.setEndNote(Xe),ie.setEndMeasure(K),be.Pedals.push(ze),ze.CalculateBoundingBox(),this.calculatePedalSkyBottomLine(ze.startVfVoiceEntry,ze.endVfVoiceEntry,ze,be)}}ie.CalculateBoundingBox(),this.calculatePedalSkyBottomLine(ie.startVfVoiceEntry,ie.endVfVoiceEntry,ie,J)}else ie.setEndNote(le),ie.setEndMeasure(K),ie.CalculateBoundingBox(),this.calculatePedalSkyBottomLine(ie.startVfVoiceEntry,ie.endVfVoiceEntry,ie,J);J.Pedals.push(ie)}else log$2.warn("End measure or staffLines for pedal are undefined! This should not happen!")}calculateSingleWavyLine(B,D,R,G){var re,se;const W=D.WavyLineStart,q=W.ParentStartMultiExpression.Timestamp,Z=(re=W.ParentEndMultiExpression)==null?void 0:re.Timestamp,Y=this.rules.MinMeasureToDrawIndex,U=this.rules.MaxMeasureToDrawIndex;let J=this.graphicalMusicSheet.MeasureList[R][G].ParentStaffLine;J||(J=this.graphicalMusicSheet.MeasureList[Y][G].ParentStaffLine);let K;W.ParentEndMultiExpression?K=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentEndMultiExpression.SourceMeasureParent,G):K=this.graphicalMusicSheet.getLastGraphicalMeasureFromIndex(G,!0),K.MeasureNumber>U+1&&(K=this.graphicalMusicSheet.getLastGraphicalMeasureFromIndex(G,!0));let Q;if(W.ParentEndMultiExpression?Q=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentStartMultiExpression.SourceMeasureParent,G):Q=this.graphicalMusicSheet.MeasureList[Y][G],Q.MeasureNumber<Y+1&&(Q=this.graphicalMusicSheet.MeasureList[Y][G]),Q.parentSourceMeasure.measureListIndex<Y||Q.parentSourceMeasure.measureListIndex>U||K.parentSourceMeasure.measureListIndex<Y||K.parentSourceMeasure.measureListIndex>U)return;let te=K.ParentStaffLine;if(te||(te=J),K&&J&&te){const ie=new VexflowVibratoBracket(W,J.PositionAndShape,Q.ParentStaff.isTab);let ae=Q.findGraphicalStaffEntryFromTimestamp(q);ae||(ae=Q.staffEntries[0]);let le=K.findGraphicalStaffEntryFromTimestamp(Z);if(le||(le=K.staffEntries[K.staffEntries.length-1]),ie.setStartNote(ae),te!==J){let ue=J.Measures[J.Measures.length-1];ue===void 0&&(ue=K);const ce=ue.staffEntries[ue.staffEntries.length-1];if(ie.setEndNote(ce),te.ParentMusicSystem.Id-J.ParentMusicSystem.Id>0)for(let ve=J.ParentMusicSystem.Id;ve<te.ParentMusicSystem.Id;ve++){const me=this.musicSystems[ve+1].StaffLines[G],be=(se=me==null?void 0:me.Measures)==null?void 0:se[0];if(!be)return;const xe=new VexflowVibratoBracket(W,be.PositionAndShape,me.ParentStaff.isTab);let Ae=me.Measures[me.Measures.length-1];const Pe=be.staffEntries[0];let ze=Ae.staffEntries[Ae.staffEntries.length-1];K.ParentStaffLine===me&&(Ae=K,ze=le),xe.setStartNote(Pe),xe.setEndNote(ze),me.WavyLines.push(xe),xe.CalculateBoundingBox(),this.calculateWavyLineSkyBottomLine(xe.startVfVoiceEntry,xe.endVfVoiceEntry,xe,me)}ie.CalculateBoundingBox(),this.calculateWavyLineSkyBottomLine(ie.startVfVoiceEntry,ie.endVfVoiceEntry,ie,J)}else ie.setEndNote(le),ie.CalculateBoundingBox(),this.calculateWavyLineSkyBottomLine(ie.startVfVoiceEntry,ie.endVfVoiceEntry,ie,J);J.WavyLines.push(ie)}else log$2.warn("End measure or staffLines for wavy line are undefined! This should not happen!")}calculateWavyLineSkyBottomLine(B,D,R,G){var ie,ae;const W=R.startNote.getStave(),q=R.endNote.getStave(),Z=Math.max(W.options.top_text_position,q.options.top_text_position);W.options.top_text_position=Z,q.options.top_text_position=Z;let Y=-Z,U=0,J=0,K=1/0,Q=1/0;const te=1.85;let re=B.PositionAndShape.AbsolutePosition.x+B.PositionAndShape.BorderLeft;((ae=(ie=B.parentVoiceEntry)==null?void 0:ie.OrnamentContainer)==null?void 0:ae.GetOrnament)===OrnamentEnum.Trill&&(U=re,re+=2,J=re,K=G.SkyBottomLineCalculator.getSkyLineMinInRange(U,J),Q=K+te);let se;if(R.ToEndOfStopStave)se=D.parentStaffEntry.parentMeasure.PositionAndShape.AbsolutePosition.x+D.parentStaffEntry.parentMeasure.PositionAndShape.BorderRight-1;else{se=D.PositionAndShape.AbsolutePosition.x+D.PositionAndShape.BorderRight;const le=D.parentStaffEntry.vfClefBefore;le&&(se+=le.getWidth()/10)}Y=G.SkyBottomLineCalculator.getSkyLineMinInRange(re,se),Y!==1/0&&(Y<K?(W.options.top_text_position=-Y,q.options.top_text_position=-Y,G.SkyBottomLineCalculator.updateSkyLineInRange(U,J,Y-te)):(R.line=-Q,Y=Q),Y-=R.PositionAndShape.Size.height,G.SkyBottomLineCalculator.updateSkyLineInRange(re,se,Y))}calculatePedalSkyBottomLine(B,D,R,G){var te,re,se,ie;let W=D==null?void 0:D.PositionAndShape;W||(W=R.endMeasure.PositionAndShape);const q=Vex.Flow.PedalMarking.Styles,Z=R.getPedalMarking(),Y=Z.line+3+(G.StaffLines.length-1),U=Z.render_options.text_margin_right/10;let J=B.PositionAndShape.AbsolutePosition.x-U;(Z.style===q.MIXED||Z.style===q.MIXED_OPEN_END||Z.style===q.TEXT)&&(J-=1);let K,Q=G.StaffLines.length-1;for(const ae of G.Pedals){const ce=ae.getPedalMarking().line+3+(G.StaffLines.length-1);Q=Math.max(ce,Q)}if(R.EndSymbolPositionAndShape){const ae=Z.render_options.glyph_point_size/20;K=J+3.4;const le=W.AbsolutePosition.x-U,ue=le+1.5;Q=Math.max(G.SkyBottomLineCalculator.getBottomLineMaxInRange(J,K),Q),Q=Math.max(Y+ae*2,Q);const ce=G.SkyBottomLineCalculator.getBottomLineMaxInRange(le,ue);R.DepressText||(Q=Math.max(Q,ce)),R.setLine(Q-3-(G.StaffLines.length-1)),G.SkyBottomLineCalculator.updateBottomLineInRange(J,K,Q+ae),G.SkyBottomLineCalculator.updateBottomLineInRange(le,ue,Q+ae)}else{const ae=Z.render_options.bracket_height/10;if(Z.EndsStave)D?K=D.parentStaffEntry.parentMeasure.PositionAndShape.AbsolutePosition.x+D.parentStaffEntry.parentMeasure.PositionAndShape.Size.width-U:K=W.AbsolutePosition.x+W.Size.width;else switch(Z.style){case q.BRACKET_OPEN_END:case q.BRACKET_OPEN_BOTH:case q.MIXED_OPEN_END:K=W.AbsolutePosition.x+W.BorderRight-U;break;default:K=W.AbsolutePosition.x+W.BorderLeft-U;break}const le=(te=D==null?void 0:D.parentStaffEntry)==null?void 0:te.vfClefBefore;if(le&&(K+=le.getWidth()/10),Q=Math.max(G.SkyBottomLineCalculator.getBottomLineMaxInRange(J,K),Q),Q===1/0)return;if(Q=Math.max(Q,Y+ae),R.setLine(Q-3-(G.StaffLines.length-1)),J>K){const ue=K;K=J,J=ue}G.SkyBottomLineCalculator.updateBottomLineInRange(J,K,Q+ae)}for(const ae of G.Pedals){const le=ae,ue=le.getPedalMarking(),ce=ue.line+3+(G.StaffLines.length-1);if(Q>ce){const de=ue.render_options.text_margin_right/10;let ve=le.startVfVoiceEntry.PositionAndShape.AbsolutePosition.x-de,he;le.setLine(Q-3-(G.StaffLines.length-1));let me=(re=le.endVfVoiceEntry)==null?void 0:re.PositionAndShape;if(me||(me=le.endMeasure.PositionAndShape),le.EndSymbolPositionAndShape){const be=Z.render_options.glyph_point_size/20;he=ve+3.4;const xe=me.AbsolutePosition.x-de,Ae=xe+1.5;G.SkyBottomLineCalculator.updateBottomLineInRange(ve,he,Q+be),G.SkyBottomLineCalculator.updateBottomLineInRange(xe,Ae,Q+be)}else{const be=ue.render_options.bracket_height/10;if(ue.EndsStave)he=me.AbsolutePosition.x+me.Size.width-de;else switch(Z.style){case q.BRACKET_OPEN_END:case q.BRACKET_OPEN_BOTH:case q.MIXED_OPEN_END:he=me.AbsolutePosition.x+me.BorderRight-de;break;default:he=me.AbsolutePosition.x+me.BorderLeft-de;break}const xe=(ie=(se=le.endVfVoiceEntry)==null?void 0:se.parentStaffEntry)==null?void 0:ie.vfClefBefore;if(xe&&(he+=xe.getWidth()/10),ve>he){const Ae=ve;ve=he,he=Ae}G.SkyBottomLineCalculator.updateBottomLineInRange(ve,he,Q+be)}}}}calculateOctaveShiftSkyBottomLine(B,D,R,G){if(!D){log$2.warn("octaveshift: no endStaffEntry");return}let W=B.PositionAndShape.Size.width,q=D.PositionAndShape.Size.width;B.hasOnlyRests()?W=-W:W/=2,D.hasOnlyRests()?q*=2:q/=2,B===D&&(q*=2);const Z=B.PositionAndShape.AbsolutePosition.x-W,Y=D.PositionAndShape.AbsolutePosition.x+q;R.PositionAndShape.Size.width=Z-Y;const U=R.getTextBracket(),J=U.font.size/10;if(U.position===VF.TextBracket.Positions.TOP){const K=Math.ceil(G.SkyBottomLineCalculator.getSkyLineMinInRange(Z,Y));if(K===1/0)return;U.start.getStave().options.top_text_position=Math.abs(K),G.SkyBottomLineCalculator.updateSkyLineInRange(Z,Y,K-J*2)}else{const K=G.SkyBottomLineCalculator.getBottomLineMaxInRange(Z,Y);if(K===1/0)return;U.start.getStave().options.bottom_text_position=K,B.parentMeasure!==D.parentMeasure&&(U.stop.getStave().options.bottom_text_position=K),G.SkyBottomLineCalculator.updateBottomLineInRange(Z,Y,K+J*1.5)}}calculateWordRepetitionInstruction(B,D){let R;const G=this.graphicalMusicSheet.MeasureList[D];for(let W=0,q=G.length;W<q;++W){const Z=G[W];if(Z&&Z.ParentStaffLine&&Z.ParentStaff.ParentInstrument.Visible){R=Z;break}}R&&R.addWordRepetition(B)}calculateExpressionAlignements(){for(const B of this.musicSystems)for(const D of B.StaffLines)try{D.AlignmentManager.alignDynamicExpressions(),D.AbstractExpressions.forEach(R=>{R.updateSkyBottomLine()})}catch{}}handleTiedGraphicalNote(B,D,R,G,W,q,Z,Y){}handleBeam(B,D,R){B.parentVoiceEntry.parentStaffEntry.parentMeasure.handleBeam(B,D)}handleVoiceEntryLyrics(B,D,R){B.LyricsEntries.forEach((G,W)=>{const q=new GraphicalLyricEntry(W,D,this.rules.LyricsHeight,this.rules.StaffHeight);if(D.LyricsEntries.push(q),q.GraphicalLabel.setLabelPositionAndShapeBorders(),W.Word){const Y=W.Word.Syllables.indexOf(W);let U=R.indexOf(W.Word);if(U===-1&&(R.push(W.Word),U=R.indexOf(W.Word)),this.graphicalLyricWords.length===0||U>this.graphicalLyricWords.length-1){const J=new GraphicalLyricWord(W.Word);q.ParentLyricWord=J,J.GraphicalLyricsEntries[Y]=q,this.graphicalLyricWords.push(J)}else{const J=this.graphicalLyricWords[U];q.ParentLyricWord=J,J.GraphicalLyricsEntries[Y]=q,J.isFilled()&&(R.splice(U,1),this.graphicalLyricWords.splice(this.graphicalLyricWords.indexOf(J),1))}}})}handleVoiceEntryOrnaments(B,D,R){}handleVoiceEntryArticulations(B,D,R){}handleVoiceEntryTechnicalInstructions(B,D,R){}handleTuplet(B,D,R){B.parentVoiceEntry.parentStaffEntry.parentMeasure.handleTuplet(B,D)}findIndexGraphicalSlurFromSlur(B,D){for(let R=0;R<B.length;R++)if(B[R].slur===D)return R;return-1}calculateSlurs(){const B={};for(const D of this.graphicalMusicSheet.MeasureList[0])B[D.ParentStaff.idInMusicSheet]=[];for(const D of this.musicSystems)for(const R of D.StaffLines){const G=B[R.ParentStaff.idInMusicSheet];for(let W=0;W<G.length;W++){const q=G[W],Z=new GraphicalSlur(q.slur,this.rules);R.addSlurToStaffline(Z),G[W]=Z}for(const W of R.Measures)for(const q of W.staffEntries){for(const Z of q.graphicalVoiceEntries)for(const Y of Z.notes)for(const U of Y.sourceNote.NoteSlurs)if(!(!U.EndNote||!U.StartNote)){if(U.StartNote===Y.sourceNote){const J=new GraphicalSlur(U,this.rules);G.push(J),R.addSlurToStaffline(J)}if(U.EndNote===Y.sourceNote){const J=this.findIndexGraphicalSlurFromSlur(G,U);if(J>=0){const K=G[J];K.staffEntries.indexOf(q)===-1&&K.staffEntries.push(q),G.splice(J,1)}}}for(const Z of G)Z.staffEntries.indexOf(q)===-1&&Z.staffEntries.push(q)}}for(const D of this.musicSystems)for(const R of D.StaffLines){const G=R.GraphicalSlurs.sort(GraphicalSlur.Compare);for(const W of G)W.slur.isCrossed()||W.calculateCurve(this.rules)}}}class MusicPartManager{constructor(B){this.musicSheet=B}reInit(){this.init()}init(){this.parts=this.musicSheet.Repetitions.slice(),this.sheetStart=this.musicSheet.SelectionStart=new Fraction$1(0,1),this.sheetEnd=this.musicSheet.SelectionEnd=this.musicSheet.SheetEndTimestamp,this.calcMapping()}getCurrentRepetitionTimestampTransform(B){let D;for(let R=this.timestamps.length-1;R>=0;R--)if(D=this.timestamps[R],B.gte(D.from))return D;return this.timestamps[0]}absoluteEnrolledToSheetTimestamp(B){if(this.timestamps.length===0)return B;const D=this.getCurrentRepetitionTimestampTransform(B);return Fraction$1.plus(B,Fraction$1.minus(D.to,D.from))}get Parts(){return this.parts}get MusicSheet(){return this.musicSheet}getIterator(B){return B?new MusicPartManagerIterator(this.musicSheet,B,void 0):new MusicPartManagerIterator(this.musicSheet,this.musicSheet.SelectionStart,this.musicSheet.SelectionEnd)}setSelectionStart(B){this.musicSheet.SelectionStart=B,this.musicSheet.SelectionEnd=void 0}setSelectionRange(B,D){this.musicSheet.SelectionStart=B!=null?B:this.sheetStart,this.musicSheet.SelectionEnd=D!=null?D:this.sheetEnd}calcMapping(){this.timestamps=[];const B=this.getIterator();let D=B.CurrentRepetition,R=new TimestampTransform(B.CurrentEnrolledTimestamp.clone(),B.CurrentSourceTimestamp.clone(),void 0,0);for(this.timestamps.push(R);!B.EndReached;){if(B.JumpOccurred||D!==B.CurrentRepetition){if(D=B.CurrentRepetition,B.backJumpOccurred){const G=B.JumpResponsibleRepetition;R.nextBackJump=B.CurrentEnrolledTimestamp,R.curRepetition=G,R.curRepetitionIteration=B.CurrentJumpResponsibleRepetitionIterationBeforeJump;for(let W=this.timestamps.length-2;W>=0&&!(G.AbsoluteTimestamp.gt(this.timestamps[W].to)||this.timestamps[W].curRepetition);W--)this.timestamps[W].nextBackJump=R.nextBackJump,this.timestamps[W].curRepetition=G,this.timestamps[W].curRepetitionIteration=R.curRepetitionIteration}R=new TimestampTransform(B.CurrentEnrolledTimestamp.clone(),B.CurrentSourceTimestamp.clone(),void 0,0),this.timestamps.push(R)}B.moveToNext()}}}class TimestampTransform{constructor(B,D,R,G){this.from=B,this.to=D,this.curRepetition=R,this.curRepetitionIteration=G,this.nextBackJump=void 0,this.nextForwardJump=void 0}}class PartListEntry{constructor(B){this.enrolledTimestamps=[],this.visible=!0,this.musicSheet=B}get Visible(){return this.visible}set Visible(B){this.visible=B}getFirstSourceMeasure(){return this.musicSheet.SourceMeasures[this.startIndex]}getLastSourceMeasure(){return this.musicSheet.SourceMeasures[this.endIndex]}}class SourceMusicPart extends PartListEntry{constructor(B,D,R){super(B),this.musicSheet=B,this.startIndex=D,this.endIndex=R}get MeasuresCount(){return this.endIndex-this.startIndex+1}get StartIndex(){return this.startIndex}get EndIndex(){return this.endIndex}get ParentRepetition(){return this.parentRepetition}set ParentRepetition(B){this.parentRepetition=B}get AbsoluteTimestamp(){return Fraction$1.createFromFraction(this.musicSheet.SourceMeasures[this.startIndex].AbsoluteTimestamp)}setStartIndex(B){this.startIndex=B}setEndIndex(B){this.endIndex=B}}class Repetition extends PartListEntry{constructor(B,D=!1){super(B),this.backwardJumpInstructions=[],this.endingParts=[],this.endingIndexDict={},this.userNumberOfRepetitions=0,this.visibles=[],this.fromWords=!1,this.repetitonIterationOrder=[],this.numberOfEndings=1,this.musicSheet2=B,this.virtualOverallRepetition=D}get BackwardJumpInstructions(){return this.backwardJumpInstructions}get EndingIndexDict(){return this.endingIndexDict}get EndingParts(){return this.endingParts}get Visibles(){return this.visibles}set Visibles(B){this.visibles=B}get DefaultNumberOfRepetitions(){let B=2;return this.virtualOverallRepetition&&(B=1),Math.max(B,Object.keys(this.endingIndexDict).length,this.checkRepetitionForMultipleLyricVerses())}get UserNumberOfRepetitions(){return this.userNumberOfRepetitions}set UserNumberOfRepetitions(B){this.userNumberOfRepetitions=B,this.repetitonIterationOrder=[];const D=this.userNumberOfRepetitions-this.NumberOfEndings;for(let R=1;R<=this.userNumberOfRepetitions;R++)R<=D?this.repetitonIterationOrder.push(1):this.repetitonIterationOrder.push(R-D)}getForwardJumpTargetForIteration(B){const D=this.repetitonIterationOrder[B-1];return this.endingIndexDict[D]?this.endingIndexDict[D].part.StartIndex:-1}getBackwardJumpTarget(){return this.startMarker.measureIndex}setEndingsStartIndex(B,D){const R=new RepetitionEndingPart(new SourceMusicPart(this.musicSheet2,D,D));this.endingParts.push(R);for(const G of B)try{this.endingIndexDict[G]=R,R.endingIndices.push(G),this.numberOfEndings<G&&(this.numberOfEndings=G)}catch(W){log$2.error("Repetition: Exception.",W)}}setEndingStartIndex(B,D){const R=new RepetitionEndingPart(new SourceMusicPart(this.musicSheet2,D,D));this.EndingIndexDict[B]=R,this.endingParts.push(R),R.endingIndices.push(B),this.numberOfEndings<B&&(this.numberOfEndings=B)}setEndingEndIndex(B,D){this.endingIndexDict[B]&&this.endingIndexDict[B].part.setEndIndex(D)}get NumberOfEndings(){return this.numberOfEndings}get FromWords(){return this.fromWords}set FromWords(B){this.fromWords=B}get AbsoluteTimestamp(){return Fraction$1.createFromFraction(this.musicSheet2.SourceMeasures[this.startMarker.measureIndex].AbsoluteTimestamp)}get StartIndex(){return this.startMarker.measureIndex}get EndIndex(){if(this.BackwardJumpInstructions.length===0)return this.StartIndex;let B=this.backwardJumpInstructions[this.backwardJumpInstructions.length-1].measureIndex;return this.endingIndexDict[this.NumberOfEndings]&&(B=Math.max(this.endingIndexDict[this.NumberOfEndings].part.EndIndex,B)),B}checkRepetitionForMultipleLyricVerses(){let B=0;const D=this.StartIndex,R=this.EndIndex;for(let G=D;G<=R;G++){const W=this.musicSheet2.SourceMeasures[G];for(let q=0;q<W.CompleteNumberOfStaves;q++)if(W.VerticalSourceStaffEntryContainers[q]){for(const Z of W.VerticalSourceStaffEntryContainers[q].StaffEntries)if(Z){let Y=0;for(const U of Z.VoiceEntries)Y+=U.LyricsEntries.keys.length;B=Math.max(B,Y)}}}return B}get FirstSourceMeasureNumber(){return this.getFirstSourceMeasure().MeasureNumber}get LastSourceMeasureNumber(){return this.getLastSourceMeasure().MeasureNumber}coversIdenticalMeasures(B){return this.StartIndex===B.StartIndex&&this.EndIndex===B.EndIndex}removeFromRepetitionInstructions(){this.startMarker!==void 0&&(this.startMarker.parentRepetition=void 0),this.endMarker!==void 0&&(this.endMarker.parentRepetition=void 0);for(const B of this.BackwardJumpInstructions)B.parentRepetition=void 0}}class RepetitionEndingPart{constructor(B){this.endingIndices=[],this.part=B}ToString(){return this.endingIndices.join(", ")}}class PlaybackSettings{constructor(B=new Fraction$1,D=0){this.rhythm=B,this.beatsPerMinute=D,this.beatLengthInMilliseconds=6e4/D,this.beatRealValue=1/4}static createFrom(B){return new PlaybackSettings(B.Rhythm,B.BeatsPerMinute)}get BeatsPerMinute(){return this.beatsPerMinute}set BeatsPerMinute(B){this.beatsPerMinute=B,this.beatLengthInMilliseconds=6e4/this.beatsPerMinute}get Rhythm(){return this.rhythm}set Rhythm(B){this.rhythm=B}get BeatRealValue(){return this.beatRealValue}get BeatLengthInMilliseconds(){return this.beatLengthInMilliseconds}getDurationInMilliseconds(B){return(typeof B=="number"?B:B.RealValue)*this.BeatLengthInMilliseconds/this.beatRealValue}getDurationAsNoteDuration(B,D=1024){const R=B/this.BeatLengthInMilliseconds;let G=Math.floor(R);const W=new Fraction$1(G,4),q=R-G;return G=Math.round(q/(1/D)/4),G===0&&B>0&&(G=1),W.Add(new Fraction$1(G,D)),W}}class MusicSheet$1{constructor(){this.idString="random idString, not initialized",this.sourceMeasures=[],this.repetitions=[],this.dynListStaves=[],this.timestampSortedDynamicExpressionsList=[],this.timestampSortedTempoExpressionsList=[],this.instrumentalGroups=[],this.instruments=[],this.musicPartManager=void 0,this.musicSheetErrors=new MusicSheetErrors,this.staves=[],this.playbackDataDict=new Dictionary,this.transpose=0,this.defaultStartTempoInBpm=0,this.drawErroneousMeasures=!1,this.hasBeenOpenedForTheFirstTime=!1,this.currentEnrolledPosition=new Fraction$1(0,1),this.soundTempos=new Map,this.playbackSettings=new PlaybackSettings,this.playbackSettings.rhythm=new Fraction$1(4,4,0,!1),this.userStartTempoInBPM=100,this.pageWidth=120,this.MusicPartManager=new MusicPartManager(this),this.hasBPMInfo=!1}get SoundTempos(){return this.soundTempos}set SoundTempos(B){this.soundTempos=B}static getIndexFromStaff(B){return B.idInMusicSheet}get CurrentKeyInstruction(){return this.currentKeyInstruction}set CurrentKeyInstruction(B){this.currentKeyInstruction=B}get SourceMeasures(){return this.sourceMeasures}set SourceMeasures(B){this.sourceMeasures=B}get Repetitions(){return this.repetitions}set Repetitions(B){this.repetitions=B}get DynListStaves(){return this.dynListStaves}get TimestampSortedTempoExpressionsList(){return this.timestampSortedTempoExpressionsList}get TimestampSortedDynamicExpressionsList(){return this.timestampSortedDynamicExpressionsList}get InstrumentalGroups(){return this.instrumentalGroups}get Parts(){return this.instruments}get Instruments(){return this.instruments}get SheetPlaybackSetting(){return this.playbackSettings}set SheetPlaybackSetting(B){this.playbackSettings=B}get DrawErroneousMeasures(){return this.drawErroneousMeasures}set DrawErroneousMeasures(B){this.drawErroneousMeasures=B}get HasBeenOpenedForTheFirstTime(){return this.hasBeenOpenedForTheFirstTime}set HasBeenOpenedForTheFirstTime(B){this.hasBeenOpenedForTheFirstTime=B}InitializeStartTempoInBPM(B){this.playbackSettings.BeatsPerMinute=B,this.userStartTempoInBPM=B}get DefaultStartTempoInBpm(){return this.defaultStartTempoInBpm}set DefaultStartTempoInBpm(B){this.defaultStartTempoInBpm=B,this.InitializeStartTempoInBPM(B)}get Path(){return this.path}set Path(B){this.path=B}get Staves(){return this.staves}get TitleString(){return this.title?this.title.text:""}set TitleString(B){this.Title=new Label(B)}get SubtitleString(){return this.subtitle?this.subtitle.text:""}set SubtitleString(B){this.Subtitle=new Label(B)}get ComposerString(){return this.composer?this.composer.text:""}set ComposerString(B){this.Composer=new Label(B)}get LyricistString(){return this.lyricist?this.lyricist.text:""}set LyricistString(B){this.Lyricist=new Label(B)}get Title(){return this.title}set Title(B){this.title=B}get Subtitle(){return this.subtitle}set Subtitle(B){this.subtitle=B}get Composer(){return this.composer}set Composer(B){this.composer=B}get Lyricist(){return this.lyricist}set Lyricist(B){this.lyricist=B}get Rules(){return this.rules||(log$2.debug("warning: sheet.Rules was undefined. Creating new EngravingRules."),this.rules=new EngravingRules),this.rules}set Rules(B){this.rules=B}get SheetErrors(){return this.musicSheetErrors}get PlaybackDataDict(){return this.playbackDataDict}get SelectionStart(){return this.selectionStart}set SelectionStart(B){this.selectionStart=B.clone(),this.currentEnrolledPosition=B.clone()}get SelectionEnd(){return this.selectionEnd}set SelectionEnd(B){this.selectionEnd=B}set HasBPMInfo(B){this.hasBPMInfo=B}get HasBPMInfo(){return this.hasBPMInfo}addMeasure(B){this.sourceMeasures.push(B),B.measureListIndex=this.sourceMeasures.length-1}checkForInstrumentWithNoVoice(){for(let B=0,D=this.instruments.length;B<D;++B){const R=this.instruments[B];if(R.Voices.length===0){const G=new Voice(R,1);R.Voices.push(G)}}}getStaffFromIndex(B){return this.staves[B]}fillStaffList(){let B=0;for(let D=0,R=this.instruments.length;D<R;++D){const G=this.instruments[D];for(let W=0,q=G.Staves.length;W<q;++W){const Z=G.Staves[W];Z.idInMusicSheet=B,this.staves.push(Z),B++}}}get MusicPartManager(){return this.musicPartManager}set MusicPartManager(B){this.musicPartManager=B}getCompleteNumberOfStaves(){let B=0;for(let D=0,R=this.instruments.length;D<R;++D)B+=this.instruments[D].Staves.length;return B}getListOfMeasuresFromIndeces(B,D){const R=[];for(let G=B;G<=D;G++)R.push(this.sourceMeasures[G]);return R}getNextSourceMeasure(B){const D=this.sourceMeasures.indexOf(B);return D===this.sourceMeasures.length-1?B:this.sourceMeasures[D+1]}getFirstSourceMeasure(){return this.sourceMeasures[0]}getLastSourceMeasure(){return this.sourceMeasures[this.sourceMeasures.length-1]}resetAllNoteStates(){const B=this.MusicPartManager.getIterator();for(;!B.EndReached&&B.CurrentVoiceEntries;){for(let D=0,R=B.CurrentVoiceEntries.length;D<R;++D){const G=B.CurrentVoiceEntries[D];for(let W=0,q=G.Notes.length;W<q;++W){const Z=G.Notes[W];Z.state=NoteState.Normal}}B.moveToNext()}}getMusicSheetInstrumentIndex(B){return this.Instruments.indexOf(B)}getGlobalStaffIndexOfFirstStaff(B){const D=this.getMusicSheetInstrumentIndex(B);let R=0;for(let G=0;G<D;G++)R+=this.Instruments[G].Staves.length;return R}setRepetitionNewUserNumberOfRepetitions(B,D){let R=0;for(let G=0;G<this.repetitions.length;G++)if(this.repetitions[G]instanceof Repetition)if(B===R){this.repetitions[G].UserNumberOfRepetitions=D;break}else R++}getRepetitionByIndex(B){let D=0;for(let R=0;R<this.repetitions.length;R++)if(this.repetitions[R]instanceof Repetition){if(B===D)return this.repetitions[R];D++}}CompareTo(B){return this.Title.text.localeCompare(B.Title.text)}getExpressionsStartTempoInBPM(){if(this.TimestampSortedTempoExpressionsList.length>0){const B=this.TimestampSortedTempoExpressionsList[0];if(B.InstantaneousTempo)return B.InstantaneousTempo.TempoInBpm;if(B.ContinuousTempo)return B.ContinuousTempo.StartTempo}return this.userStartTempoInBPM}get Errors(){return this.musicSheetErrors.measureErrors}get FirstMeasureNumber(){try{return this.getFirstSourceMeasure().MeasureNumber}catch(B){return log$2.info("MusicSheet.FirstMeasureNumber: ",B),0}}get LastMeasureNumber(){try{return this.getLastSourceMeasure().MeasureNumber}catch(B){return log$2.info("MusicSheet.LastMeasureNumber: ",B),0}}get CurrentEnrolledPosition(){return this.currentEnrolledPosition.clone()}set CurrentEnrolledPosition(B){this.currentEnrolledPosition=B.clone()}get Transpose(){return this.transpose}set Transpose(B){this.transpose=B}get FullNameString(){return this.ComposerString+" "+this.TitleString}get IdString(){return this.idString}set IdString(B){this.idString=B}getEnrolledSelectionStartTimeStampWorkaround(){const B=this.MusicPartManager.getIterator(this.SelectionStart);return Fraction$1.createFromFraction(B.CurrentEnrolledTimestamp)}get SheetEndTimestamp(){const B=this.getLastSourceMeasure();return Fraction$1.plus(B.AbsoluteTimestamp,B.Duration)}getSourceMeasureFromTimeStamp(B){for(let D=0,R=this.sourceMeasures.length;D<R;++D){const G=this.sourceMeasures[D];for(let W=0,q=G.VerticalSourceStaffEntryContainers.length;W<q;++W){const Z=G.VerticalSourceStaffEntryContainers[W];if(B.Equals(Z.getAbsoluteTimestamp()))return G}}return this.findSourceMeasureFromTimeStamp(B)}findSourceMeasureFromTimeStamp(B){for(const D of this.sourceMeasures)if(D.AbsoluteTimestamp.lte(B)&&B.lt(Fraction$1.plus(D.AbsoluteTimestamp,D.Duration)))return D}getVisibleInstruments(){const B=[];for(let D=0,R=this.Instruments.length;D<R;++D){const G=this.Instruments[D];G.Voices.length>0&&G.Voices[0].Visible&&B.push(G)}return B}}MusicSheet$1.defaultTitle="[no title given]";class LyricWord{constructor(){this.syllables=[]}get Syllables(){return this.syllables}containsVoiceEntry(B){for(let D=0,R=this.Syllables.length;D<R;++D)if(this.Syllables[D].Parent===B)return!0;return!1}findLyricEntryInVoiceEntry(B){for(let D=0,R=this.Syllables.length;D<R;++D){const G=this.Syllables[D];if(G.Parent===B)return G}}}class LyricsEntry{constructor(B,D,R,G,W=-1){this.text=B,this.word=R,this.parent=G,this.verseNumber=D,W>=0&&(this.syllableIndex=W)}get Text(){return this.text}set Text(B){this.text=B}get Word(){return this.word}get Parent(){return this.parent}set Parent(B){this.parent=B}get VerseNumber(){return this.verseNumber}get SyllableIndex(){return this.syllableIndex}}class LyricsReader{constructor(B){this.openLyricWords={},this.musicSheet=B}addLyricEntry(B,D){var R,G;if(B){const W=B;for(let q=0,Z=W.length;q<Z;++q){const Y=W[q];try{let U="single";if(Y.element("text")){let J=Y.element("text");if(Y.element("syllabic")&&(U=Y.element("syllabic").value),J){let K="";const Q=Y.elements();for(const ie of Q)(ie.name==="text"||ie.name==="elision")&&(K+=ie.value);if(K=K.replace("  "," "),Y.element("elision")!==void 0&&K==="-"){const ie=Y.elements();let ae=0;for(let ce=0;ce<ie.length;ce++)if(ie[ce].name==="elision"){ae=ce;break}let le,ue;if(ae>0)for(let ce=ae;ce<ie.length;ce++){const de=ie[ce];de.name==="text"&&(le=de),de.name==="syllabic"&&(ue=de)}le!==void 0&&ue&&(J=le,U="middle")}let te=1,re=!1;if(Y.attributes()!==void 0&&Y.attribute("number")){try{te=parseInt(Y.attribute("number").value,10)}catch{re=!0}if(re=re||isNaN(te),re)try{const ie=Y.attribute("number").value.toLowerCase().split("verse");ie.length>1&&(te=parseInt(ie[1],10))}catch{const ae=ITextTranslation.translateText("ReaderErrorMessages/LyricVerseNumberError","Invalid lyric verse number");this.musicSheet.SheetErrors.pushMeasureError(ae);continue}}let se;if(U==="single"||U==="end"){if(this.openLyricWords[te]){this.currentLyricWord=this.openLyricWords[te];const ie=this.currentLyricWord.Syllables.length;se=new LyricsEntry(K,te,this.currentLyricWord,D,ie),this.currentLyricWord.Syllables.push(se),delete this.openLyricWords[te],this.currentLyricWord=void 0}else se=new LyricsEntry(K,te,void 0,D);se.extend=Y.element("extend")!==void 0}else if(U==="begin")this.openLyricWords[te]&&(delete this.openLyricWords[te],this.currentLyricWord=void 0),this.currentLyricWord=new LyricWord,this.openLyricWords[te]=this.currentLyricWord,se=new LyricsEntry(K,te,this.currentLyricWord,D,0),this.currentLyricWord.Syllables.push(se);else if(U==="middle")if(this.openLyricWords[te]){this.currentLyricWord=this.openLyricWords[te];const ie=this.currentLyricWord.Syllables.length;se=new LyricsEntry(K,te,this.currentLyricWord,D,ie),this.currentLyricWord.Syllables.push(se)}else se=new LyricsEntry(K,te,void 0,D);se&&(D.LyricsEntries[te]||(D.LyricsEntries.setValue(te,se),(G=(R=D.ParentSourceStaffEntry)==null?void 0:R.VerticalContainerParent)!=null&&G.ParentMeasure&&(D.ParentSourceStaffEntry.VerticalContainerParent.ParentMeasure.hasLyrics=!0)),D.ParentVoice.Parent.LyricVersesNumbers[te]||D.ParentVoice.Parent.LyricVersesNumbers.push(te))}}}catch{const J=ITextTranslation.translateText("ReaderErrorMessages/LyricError","Error while reading lyric entry.");this.musicSheet.SheetErrors.pushMeasureError(J);continue}}D.ParentVoice.Parent.LyricVersesNumbers=D.ParentVoice.Parent.LyricVersesNumbers.filter((q,Z,Y)=>Y.indexOf(q)===Z)}}}class Articulation{constructor(B,D){this.articulationEnum=B,this.placement=D}Equals(B){return B.articulationEnum===this.articulationEnum&&B.placement===this.placement}}class ArticulationReader{constructor(B){this.rules=B}getAccEnumFromString(B){switch(B){case"sharp":return AccidentalEnum.SHARP;case"flat":return AccidentalEnum.FLAT;case"natural":return AccidentalEnum.NATURAL;case"double-sharp":case"sharp-sharp":return AccidentalEnum.DOUBLESHARP;case"double-flat":case"flat-flat":return AccidentalEnum.DOUBLEFLAT;case"triple-sharp":return AccidentalEnum.TRIPLESHARP;case"triple-flat":return AccidentalEnum.TRIPLEFLAT;case"quarter-sharp":return AccidentalEnum.QUARTERTONESHARP;case"quarter-flat":return AccidentalEnum.QUARTERTONEFLAT;case"three-quarters-sharp":return AccidentalEnum.THREEQUARTERSSHARP;case"three-quarters-flat":return AccidentalEnum.THREEQUARTERSFLAT;case"slash-quarter-sharp":return AccidentalEnum.SLASHQUARTERSHARP;case"slash-sharp":return AccidentalEnum.SLASHSHARP;case"double-slash-flat":return AccidentalEnum.DOUBLESLASHFLAT;case"sori":return AccidentalEnum.SORI;case"koron":return AccidentalEnum.KORON;default:return AccidentalEnum.NONE}}addArticulationExpression(B,D){var R,G;if(B!==void 0&&B.elements().length>0){const W=B.elements();for(let q=0,Z=W.length;q<Z;++q){const Y=W[q];let U=Y.name;try{U=U.replace("-","");const J=ArticulationEnum[U];if(VoiceEntry.isSupportedArticulation(J)){let K=PlacementEnum.NotYetDefined;const Q=(R=Y.attribute("placement"))==null?void 0:R.value;Q==="above"?K=PlacementEnum.Above:Q==="below"&&(K=PlacementEnum.Below);const te=new Articulation(J,K);if(U==="staccato"&&D.Articulations.length>0&&D.Articulations[0].articulationEnum!==ArticulationEnum.staccato&&D.Articulations.splice(0,0,te),U==="strongaccent"){const re=(G=Y==null?void 0:Y.attribute("type"))==null?void 0:G.value;re==="up"?te.articulationEnum=ArticulationEnum.marcatoup:re==="down"&&(te.articulationEnum=ArticulationEnum.marcatodown)}if(U==="detachedlegato"){const re=new Articulation(ArticulationEnum.staccato,K),se=new Articulation(ArticulationEnum.tenuto,K);D.Articulations.push(re,se)}if(!D.hasArticulation(te))switch(D.Articulations.push(te),te.articulationEnum){case ArticulationEnum.staccato:case ArticulationEnum.staccatissimo:D.DurationModifier=te;break;case ArticulationEnum.accent:case ArticulationEnum.strongaccent:D.VolumeModifier=te;break;default:break}}}catch(J){const K="Invalid note articulation.";log$2.debug("addArticulationExpression",K,J);return}}}}addFermata(B,D){var W;let R=ArticulationEnum.fermata;B.attributes().length>0&&B.attribute("type")&&B.attribute("type").value==="inverted"&&(R=ArticulationEnum.invertedfermata);let G=PlacementEnum.Above;((W=B.attribute("placement"))==null?void 0:W.value)==="below"&&(G=PlacementEnum.Below),D.Articulations.push(new Articulation(R,G))}addTechnicalArticulations(B,D,R){var Z,Y;const G={bend:ArticulationEnum.bend,"down-bow":ArticulationEnum.downbow,"open-string":ArticulationEnum.naturalharmonic,"snap-pizzicato":ArticulationEnum.snappizzicato,stopped:ArticulationEnum.lefthandpizzicato,"up-bow":ArticulationEnum.upbow};for(const U in G){if(!G.hasOwnProperty(U))continue;const J=G[U],K=B.element(U);if(K){let Q;((Z=K.attribute("placement"))==null?void 0:Z.value)==="above"&&(Q=PlacementEnum.Above),((Y=K.attribute("placement"))==null?void 0:Y.value)==="below"&&(Q=PlacementEnum.Below);const te=new Articulation(J,Q);D.hasArticulation(te)||D.Articulations.push(te)}}const W=B.element("fingering");if(W){const U=this.createTechnicalInstruction(W,R);U.type=TechnicalInstructionType.Fingering,R.Fingering=U,D.TechnicalInstructions.push(U)}const q=B.element("string");if(q){const U=this.createTechnicalInstruction(q,R);U.type=TechnicalInstructionType.String,R.StringInstruction=U,D.TechnicalInstructions.push(U)}}createTechnicalInstruction(B,D){const R=new TechnicalInstruction;R.sourceNote=D,R.value=B.value;const G=B.attribute("placement");return this.rules.FingeringPositionFromXML&&(R.placement=this.getPlacement(G)),R}getPlacement(B,D=PlacementEnum.NotYetDefined){if(D!==PlacementEnum.NotYetDefined)return D;if(B)switch(B.value){case"above":return PlacementEnum.Above;case"below":return PlacementEnum.Below;case"left":return PlacementEnum.Left;case"right":return PlacementEnum.Right;default:return PlacementEnum.NotYetDefined}else return PlacementEnum.NotYetDefined}addOrnament(B,D){if(B){let R;const G={"delayed-inverted-turn":OrnamentEnum.DelayedInvertedTurn,"delayed-turn":OrnamentEnum.DelayedTurn,"inverted-mordent":OrnamentEnum.InvertedMordent,"inverted-turn":OrnamentEnum.InvertedTurn,mordent:OrnamentEnum.Mordent,"trill-mark":OrnamentEnum.Trill,turn:OrnamentEnum.Turn};for(const W in G){if(!G.hasOwnProperty(W))continue;const q=B.element(W);if(q){R=new OrnamentContainer(G[W]);const Z=q.attribute("placement");Z&&Z.value==="below"&&(R.placement=PlacementEnum.Below)}}if(R){const W=B.elements("accidental-mark");if(W){let q=PlacementEnum.Below,Z=AccidentalEnum.NONE;const Y=W;for(let U=0,J=Y.length;U<J;++U){const K=Y[U];let Q=K.value;Z=this.getAccEnumFromString(Q);const te=K.attribute("placement");K.hasAttributes&&te&&(Q=te.value,Q==="above"?q=PlacementEnum.Above:Q==="below"&&(q=PlacementEnum.Below)),q===PlacementEnum.Above?R.AccidentalAbove=Z:q===PlacementEnum.Below&&(R.AccidentalBelow=Z)}}D.OrnamentContainer=R}}}}class TabNote extends Note$1{constructor(B,D,R,G,W,q,Z,Y){super(B,D,R,G,W),this.stringNumberTab=q,this.fretNumber=Z,this.bendArray=Y}get StringNumberTab(){return this.stringNumberTab}get FretNumber(){return this.fretNumber}get BendArray(){return this.bendArray}}class VoiceGenerator{constructor(B,D,R,G,W=void 0){this.openBeams=[],this.beamNumberOffset=0,this.currentOctaveShift=0,this.tupletDict={},this.openTupletNumber=0,this.currMeasureVoiceEntries=[],this.graceVoiceEntriesTempList=[],this.staff=D,this.instrument=D.ParentInstrument,this.musicSheet=this.instrument.GetMusicSheet,this.slurReader=G,this.pluginManager=B,W?this.voice=new LinkedVoice(this.instrument,R,W):this.voice=new Voice(this.instrument,R),this.instrument.Voices.push(this.voice),this.staff.Voices.push(this.voice),this.lyricsReader=new LyricsReader(this.musicSheet),this.articulationReader=new ArticulationReader(this.musicSheet.Rules)}get openTieDict(){return this.staff.openTieDict}get GetVoice(){return this.voice}get OctaveShift(){return this.currentOctaveShift}set OctaveShift(B){this.currentOctaveShift=B}createVoiceEntry(B,D,R,G,W=!1,q=!1,Z=!1){this.activeKey=R,this.activeRhythm=G,this.currentVoiceEntry=new VoiceEntry(Fraction$1.createFromFraction(B),this.voice,D,!0,W,q,Z),W?this.graceVoiceEntriesTempList.push(this.currentVoiceEntry):(this.currentNormalVoiceEntry=this.currentVoiceEntry,this.currMeasureVoiceEntries.push(this.currentNormalVoiceEntry),this.graceVoiceEntriesTempList.length>0&&(this.currentVoiceEntry.GraceVoiceEntriesBefore=this.graceVoiceEntriesTempList,this.graceVoiceEntriesTempList=[]))}finalizeReadingMeasure(){this.graceVoiceEntriesTempList.length>0&&this.currentNormalVoiceEntry!==void 0&&this.currentNormalVoiceEntry.GraceVoiceEntriesAfter.concat(this.graceVoiceEntriesTempList),this.graceVoiceEntriesTempList=[],this.pluginManager.processVoiceMeasureReadPlugins(this.currMeasureVoiceEntries,this.activeKey,this.activeRhythm),this.currMeasureVoiceEntries.length=0,this.openBeams.length>1&&this.handleOpenBeam()}read(B,D,R,G,W,q,Z,Y,U,J,K,Q,te,re,se,ie,ae,le,ue,ce,de,ve,he){this.currentStaffEntry=Z,this.currentMeasure=Y;try{this.currentNote=q?this.addRestNote(B.element("rest"),D,G,W,te,re,ue):this.addSingleNote(B,D,G,R,W,K,Q,te,re,se,ie,ae,le,ue,de,ve,he),this.currentNote.DotsXml=ce;const me=B.elements("lyric");this.lyricsReader!==void 0&&me&&(this.lyricsReader.addLyricEntry(me,this.currentVoiceEntry),this.voice.Parent.HasLyrics=!0);let be=!1;const xe=B.element("notations");if(xe){this.articulationReader&&this.readArticulations(xe,this.currentVoiceEntry,this.currentNote);const Ae=xe.elements("slur");this.slurReader!==void 0&&Ae.length>0&&!this.currentNote.ParentVoiceEntry.IsGrace&&this.slurReader.addSlur(Ae,this.currentNote);const Pe=xe.elements("tuplet");Pe.length>0&&(this.openTupletNumber=this.addTuplet(B,Pe),be=!0);const ze=xe.element("arpeggiate");if(ze!==void 0){let Se;if(this.currentVoiceEntry.Arpeggio)Se=this.currentVoiceEntry.Arpeggio;else{let we=!1;for(const Me of this.currentStaffEntry.VoiceEntries)if(Me.Arpeggio){we=!0,Se=Me.Arpeggio;break}if(!we){let Me=ArpeggioType.ARPEGGIO_DIRECTIONLESS;const Ne=ze.attribute("direction");if(Ne)switch(Ne.value){case"up":Me=ArpeggioType.ROLL_UP;break;case"down":Me=ArpeggioType.ROLL_DOWN;break;default:Me=ArpeggioType.ARPEGGIO_DIRECTIONLESS}Se=new Arpeggio(this.currentVoiceEntry,Me),this.currentVoiceEntry.Arpeggio=Se}}Se.addNote(this.currentNote)}const ge=xe.elements("tied");ge.length>0&&this.addTie(ge,U,J,TieTypes.SIMPLE);const Te=xe.elements("slide");Te.length>0&&this.addTie(Te,U,J,TieTypes.SLIDE);const Xe=xe.element("technical");if(Xe){const Se=Xe.elements("hammer-on");Se.length>0&&this.addTie(Se,U,J,TieTypes.HAMMERON);const we=Xe.elements("pull-off");we.length>0&&this.addTie(we,U,J,TieTypes.PULLOFF)}}B.element("time-modification")!==void 0&&!be&&this.handleTimeModificationNode(B)}catch(me){log$2.warn(me);const be=ITextTranslation.translateText("ReaderErrorMessages/NoteError","Ignored erroneous Note.");this.musicSheet.SheetErrors.pushMeasureError(be),this.musicSheet.SheetErrors.pushMeasureError(me)}return this.currentNote}checkForStaffEntryLink(B,D,R,G){const W=new StaffEntryLink(this.currentVoiceEntry);W.LinkStaffEntries.push(R),R.Link=W;const q=this.currentVoiceEntry.Timestamp.clone(),Z=G.getVerticalContainerByTimestamp(q);return R=Z.StaffEntries[B],R||(R=new SourceStaffEntry(Z,D),Z.StaffEntries[B]=R),R.VoiceEntries.push(this.currentVoiceEntry),W.LinkStaffEntries.push(R),R.Link=W,R}checkForOpenBeam(){this.openBeams.length>0&&this.currentNote&&this.handleOpenBeam()}checkOpenTies(){const B=this.openTieDict;for(const D in B)if(B.hasOwnProperty(D)){const R=B[D];Fraction$1.plus(R.StartNote.ParentStaffEntry.Timestamp,R.Duration).lt(R.StartNote.SourceMeasure.Duration)&&delete B[D]}}hasVoiceEntry(){return this.currentVoiceEntry!==void 0}readArticulations(B,D,R){const G=B.element("articulations");G&&this.articulationReader.addArticulationExpression(G,D);const W=B.element("fermata");W&&this.articulationReader.addFermata(W,D);const q=B.element("technical");q&&this.articulationReader.addTechnicalArticulations(q,D,R);const Z=B.element("ornaments");Z&&this.articulationReader.addOrnament(Z,D)}addSingleNote(B,D,R,G,W,q,Z,Y,U,J,K,Q,te,re,se,ie,ae){let le=0,ue,ce=AccidentalEnum.NONE,de=NoteEnum.C,ve=NoteEnum.C,he=0,me=0,be,xe,Ae;const Pe=B.elements();for(let Ne=0,Be=Pe.length;Ne<Be;++Ne){const Le=Pe[Ne];try{if(Le.name==="pitch"){const ke=Le.elements();for(let Re=0,Ie=ke.length;Re<Ie;++Re){const Ye=ke[Re];xe=void 0,Ae=void 0;try{if(Ye.name==="step"){if(de=NoteEnum[Ye.value],de===void 0){const tt=ITextTranslation.translateText("ReaderErrorMessages/NotePitchError","Invalid pitch while reading note.");throw this.musicSheet.SheetErrors.pushMeasureError(tt),new MusicSheetReadingException(tt,void 0)}}else if(Ye.name==="alter"){if(le=parseFloat(Ye.value),isNaN(le)){const tt=ITextTranslation.translateText("ReaderErrorMessages/NoteAlterationError","Invalid alteration while reading note.");throw this.musicSheet.SheetErrors.pushMeasureError(tt),new MusicSheetReadingException(tt,void 0)}ce=Pitch.AccidentalFromHalfTones(le)}else if(Ye.name==="octave"&&(he=parseInt(Ye.value,10),isNaN(he))){const tt=ITextTranslation.translateText("ReaderErrorMessages/NoteOctaveError","Invalid octave value while reading note.");throw this.musicSheet.SheetErrors.pushMeasureError(tt),new MusicSheetReadingException(tt,void 0)}}catch(tt){log$2.info("VoiceGenerator.addSingleNote read Step: ",tt.message)}}}else if(Le.name==="accidental")ue=Le.value,ue==="natural"?ce=AccidentalEnum.NATURAL:ue==="slash-flat"?ce=AccidentalEnum.SLASHFLAT:ue==="slash-quarter-sharp"?ce=AccidentalEnum.SLASHQUARTERSHARP:ue==="slash-sharp"?ce=AccidentalEnum.SLASHSHARP:ue==="double-slash-flat"?ce=AccidentalEnum.DOUBLESLASHFLAT:ue==="sori"?ce=AccidentalEnum.SORI:ue==="koron"&&(ce=AccidentalEnum.KORON);else if(Le.name==="unpitched"){const ke=Le.element("display-step"),Re=Le.element("display-octave");if(Re&&(he=parseInt(Re.value,10),me=he-3,Z&&(he+=1),this.instrument.Staves[0].StafflineCount===1&&(me+=1)),ke){de=NoteEnum[ke.value.toUpperCase()];let Ie=0,Ye=this.musicSheet.Rules.PercussionXMLDisplayStepNoteValueShift;this.instrument.Staves[0].StafflineCount===1&&(Ye-=3),[ve,Ie]=Pitch.lineShiftFromNoteEnum(de,Ye),me+=Ie}}else Le.name==="instrument"?Le.firstAttribute&&(be=Le.firstAttribute.value):Le.name==="notehead"&&(xe=Le.value,Le.attribute("filled")&&(Ae=Le.attribute("filled").value==="yes"))}catch(ke){log$2.info("VoiceGenerator.addSingleNote: ",ke)}}he-=Pitch.OctaveXmlDifference;const ze=new Pitch(de,he,ce,ue),ge=Fraction$1.createFromFraction(D);let Te,Xe=-1,Se=-1;const we=[],Me=B.element("notations");if(Me){const Ne=Me.element("technical");if(Ne){const Be=Ne.element("string");Be&&(Xe=parseInt(Be.value,10));const Le=Ne.element("fret");Le&&(Se=parseInt(Le.value,10)),Ne.elements("bend").forEach(function(Re){const Ie=Re.element("bend-alter");Re.element("release")!==void 0?we.push({bendalter:parseInt(Ie.value,10),direction:"down"}):we.push({bendalter:parseInt(Ie.value,10),direction:"up"})})}}return Xe<0||Se<0?Te=new Note$1(this.currentVoiceEntry,this.currentStaffEntry,ge,ze,this.currentMeasure):Te=new TabNote(this.currentVoiceEntry,this.currentStaffEntry,ge,ze,this.currentMeasure,Xe,Se,we),this.addNoteInfo(Te,R,Y,U,W,ve,me,re,re),Te.TypeLength=G,Te.IsGraceNote=J,Te.StemDirectionXml=K,Te.TremoloStrokes=Q,Te.PlaybackInstrumentId=be,(xe!==void 0&&xe!=="normal"||Ae!==void 0)&&(Te.Notehead=new Notehead(Te,xe,Ae)),Te.NoteheadColorXml=re,Te.NoteheadColor=re,Te.PlaybackInstrumentId=be,Te.TremoloType=se,Te.glissandoType=ie,Te.slideType=ae,this.currentVoiceEntry.addNote(Te),K===StemDirectionType.None&&(te="#00000000"),this.currentVoiceEntry.StemDirectionXml=K,te&&(this.currentVoiceEntry.StemColorXml=te,this.currentVoiceEntry.StemColor=te,Te.StemColorXml=te),B.elements("beam")&&!q&&this.createBeam(B,Te),Te}addRestNote(B,D,R,G,W,q,Z){const Y=Fraction$1.createFromFraction(D),U=B.element("display-step"),J=B.element("display-octave");let K,Q,te;U&&J&&(K=NoteEnum[U.value.toUpperCase()],Q=parseInt(J.value,10),te=new Pitch(K,Q,AccidentalEnum.NONE));const re=new Note$1(this.currentVoiceEntry,this.currentStaffEntry,Y,te,this.currentMeasure,!0);return this.addNoteInfo(re,R,W,q,G,K,Q,Z,Z),this.currentVoiceEntry.Notes.push(re),this.openBeams.length>0&&this.openBeams.last().ExtendedNoteList.push(re),re}addNoteInfo(B,D,R,G,W,q,Z,Y,U){B.NoteTypeXml=D,B.PrintObject=R,B.IsCueNote=G,B.NormalNotes=W,B.displayStepUnpitched=q,B.displayOctaveUnpitched=Z,B.NoteheadColorXml=Y,B.NoteheadColor=Y}createBeam(B,D){var R;try{const G=B.element("beam");let W;if(G!==void 0&&G.hasAttributes&&(W=G.attribute("number")),W){let q=parseInt(W.value,10);const Z=B.elements("beam"),Y=Z[0].value;Z&&(Y==="begin"?(q===((R=this.openBeams.last())==null?void 0:R.BeamNumber)?(this.beamNumberOffset++,q+=this.beamNumberOffset):this.openBeams.last()&&this.handleOpenBeam(),this.openBeams.push(new Beam(q,this.beamNumberOffset))):q+=this.beamNumberOffset);let U=!1;if(!(q>0&&q<=this.openBeams.length)||!this.openBeams[q-1]){log$2.debug("[OSMD] invalid beamnumber");return}for(let J=0,K=this.openBeams[q-1].Notes.length;J<K;++J){const Q=this.openBeams[q-1].Notes[J];this.currentVoiceEntry===Q.ParentVoiceEntry&&(U=!0)}U||(this.openBeams[q-1].addNoteToBeam(D),Y==="end"&&this.endBeam())}}catch(G){const W=ITextTranslation.translateText("ReaderErrorMessages/BeamError","Error while reading beam.");throw this.musicSheet.SheetErrors.pushMeasureError(W),new MusicSheetReadingException("",G)}}endBeam(){this.openBeams.pop(),this.beamNumberOffset=Math.max(0,this.beamNumberOffset-1)}handleOpenBeam(){const B=this.openBeams.last();if(B.Notes.length===0){this.endBeam();return}if(B.Notes.length===1){const D=B.Notes[0];D.NoteBeam=void 0,this.endBeam();return}if(this.currentNote===CollectionUtil.last(B.Notes))this.endBeam();else{const R=CollectionUtil.last(B.Notes).ParentStaffEntry,G=this.currentMeasure.getVerticalContainerIndexByTimestamp(R.Timestamp),W=R.VerticalContainerParent.StaffEntries.indexOf(R);if(G<this.currentMeasure.VerticalSourceStaffEntryContainers.length-1){const q=this.currentMeasure.VerticalSourceStaffEntryContainers[G+1].StaffEntries[W];if(q)for(let Z=0,Y=q.VoiceEntries.length;Z<Y;++Z){const U=q.VoiceEntries[Z];if(U.ParentVoice===this.voice){const J=U.Notes[0];J.Length.lte(new Fraction$1(1,8))?(this.openBeams.last().addNoteToBeam(J),this.endBeam()):this.endBeam()}}}else this.endBeam()}}addTuplet(B,D){let R=!1;if(D!==void 0&&D.length>1){let G=B.element("time-modification");G&&(G=G.element("actual-notes"));const W=D;for(let q=0,Z=W.length;q<Z;++q){const Y=W[q];if(Y!==void 0&&Y.attributes()){const U=Y.attribute("bracket");U&&U.value==="yes"&&(R=!0);const J=Y.attribute("type");if(J&&J.value==="start"){let K=1;Y.attribute("number")&&(K=parseInt(Y.attribute("number").value,10));let Q=0;if(G&&(Q=parseInt(G.value,10),isNaN(Q))){const ie=ITextTranslation.translateText("ReaderErrorMessages/TupletNoteDurationError","Invalid tuplet note duration.");throw this.musicSheet.SheetErrors.pushMeasureError(ie),new MusicSheetReadingException(ie,void 0)}const te=new Tuplet(Q,R);te.tupletLabelNumberPlacement=PlacementEnum.Above;const re=Y.attribute("placement");re&&(re.value==="below"&&(te.tupletLabelNumberPlacement=PlacementEnum.Below),te.PlacementFromXml=!0),this.tupletDict[K]&&(delete this.tupletDict[K],Object.keys(this.tupletDict).length===0?this.openTupletNumber=0:Object.keys(this.tupletDict).length>1&&this.openTupletNumber--),this.tupletDict[K]=te;const se=[];se.push(this.currentNote),te.Notes.push(se),te.Fractions.push(this.getTupletNoteDurationFromType(B)),this.currentNote.NoteTuplet=te,this.openTupletNumber=K}else if(J.value==="stop"){let K=1;Y.attribute("number")&&(K=parseInt(Y.attribute("number").value,10));const Q=this.tupletDict[K];if(Q){const te=Y.attribute("placement");te&&(te.value==="below"?Q.tupletLabelNumberPlacement=PlacementEnum.Below:Q.tupletLabelNumberPlacement=PlacementEnum.Above,Q.PlacementFromXml=!0);const re=[];if(re.push(this.currentNote),Q.Notes.push(re),!Q.PlacementFromXml){let se=!1;for(const ie of Q.Notes){for(const ae of ie)if(!ae.isRest()){ae.StemDirectionXml===StemDirectionType.Down?Q.tupletLabelNumberPlacement=PlacementEnum.Below:Q.tupletLabelNumberPlacement=PlacementEnum.Above,se=!0;break}if(se)break}}Q.Fractions.push(this.getTupletNoteDurationFromType(B)),this.currentNote.NoteTuplet=Q,delete this.tupletDict[K],Object.keys(this.tupletDict).length===0?this.openTupletNumber=0:Object.keys(this.tupletDict).length>1&&this.openTupletNumber--}}}}}else if(D[0]){const G=D[0];if(G.hasAttributes){const W=G.attribute("type").value;let q=1;G.attribute("number")&&(q=parseInt(G.attribute("number").value,10));const Z=isNaN(q),Y=G.attribute("bracket");if(Y&&Y.value==="yes"&&(R=!0),W==="start"){let U=0,J=B.element("time-modification");if(J&&(J=J.element("actual-notes")),J&&(U=parseInt(J.value,10),isNaN(U))){const re=ITextTranslation.translateText("ReaderErrorMessages/TupletNoteDurationError","Invalid tuplet note duration.");throw this.musicSheet.SheetErrors.pushMeasureError(re),new MusicSheetReadingException(re)}Z&&(this.openTupletNumber++,q=this.openTupletNumber);let K=this.tupletDict[q];K||(K=this.tupletDict[q]=new Tuplet(U,R),K.tupletLabelNumberPlacement=PlacementEnum.Above);const Q=G.attribute("placement");Q&&(Q.value==="below"?K.tupletLabelNumberPlacement=PlacementEnum.Below:K.tupletLabelNumberPlacement=PlacementEnum.Above,K.PlacementFromXml=!0);const te=[];te.push(this.currentNote),K.Notes.push(te),K.Fractions.push(this.getTupletNoteDurationFromType(B)),this.currentNote.NoteTuplet=K,this.openTupletNumber=q}else if(W==="stop"){Z&&(q=this.openTupletNumber);const U=this.tupletDict[this.openTupletNumber];if(U){const J=G.attribute("placement");J&&(J.value==="below"?U.tupletLabelNumberPlacement=PlacementEnum.Below:U.tupletLabelNumberPlacement=PlacementEnum.Above,U.PlacementFromXml=!0);const K=[];if(K.push(this.currentNote),U.Notes.push(K),!U.PlacementFromXml){let Q=!1;for(const te of U.Notes){for(const re of te)if(!re.isRest()){re.StemDirectionXml===StemDirectionType.Down?U.tupletLabelNumberPlacement=PlacementEnum.Below:U.tupletLabelNumberPlacement=PlacementEnum.Above,Q=!0;break}if(Q)break}}U.Fractions.push(this.getTupletNoteDurationFromType(B)),this.currentNote.NoteTuplet=U,Object.keys(this.tupletDict).length===0?this.openTupletNumber=0:Object.keys(this.tupletDict).length>1&&this.openTupletNumber--,delete this.tupletDict[q]}}}}return this.openTupletNumber}handleTimeModificationNode(B){if(this.tupletDict[this.openTupletNumber])try{const D=this.tupletDict[this.openTupletNumber],R=CollectionUtil.last(D.Notes),G=R[0].ParentVoiceEntry;let W;G.Timestamp.Equals(this.currentVoiceEntry.Timestamp)?W=R:(W=[],D.Notes.push(W),D.Fractions.push(this.getTupletNoteDurationFromType(B))),W.push(this.currentNote),this.currentNote.NoteTuplet=D}catch(D){const R=ITextTranslation.translateText("ReaderErrorMessages/TupletNumberError","Invalid tuplet number.");throw this.musicSheet.SheetErrors.pushMeasureError(R),D}else if(this.currentVoiceEntry.Notes.length>0){const D=this.currentVoiceEntry.Notes[0];if(D.NoteTuplet){const R=D.NoteTuplet;CollectionUtil.last(R.Notes).push(this.currentNote),this.currentNote.NoteTuplet=R}}}addTie(B,D,R,G){if(B){if(B.length===1){const W=B[0];if(W!==void 0&&W.attributes()){const q=this.getTieDirection(W),Z=W.attribute("type").value;try{if(Z==="start"){const Y=this.findCurrentNoteInTieDict(this.currentNote);Y<0&&delete this.openTieDict[Y];const U=this.getNextAvailableNumberForTie(),J=new Tie(this.currentNote,G);this.openTieDict[U]=J,J.TieNumber=U,J.TieDirection=q}else if(Z==="stop"){const Y=this.findCurrentNoteInTieDict(this.currentNote),U=this.openTieDict[Y];U&&(U.AddNote(this.currentNote),delete this.openTieDict[Y])}}catch{const U=ITextTranslation.translateText("ReaderErrorMessages/TieError","Error while reading tie.");this.musicSheet.SheetErrors.pushMeasureError(U)}}}else if(B.length===2){const W=this.findCurrentNoteInTieDict(this.currentNote);if(W>=0){const q=this.openTieDict[W];q.AddNote(this.currentNote);for(const Z of B)if(Z.attribute("type").value==="start"){const U=this.getTieDirection(Z);q.NoteIndexToTieDirection[q.Notes.length-1]=U}}}}}getTieDirection(B){let D=PlacementEnum.NotYetDefined;const R=B.attribute("placement");R&&(R.value==="above"?D=PlacementEnum.Above:R.value==="below"&&(D=PlacementEnum.Below));const G=B.attribute("orientation");return G&&(G.value==="over"?D=PlacementEnum.Above:G.value==="under"&&(D=PlacementEnum.Below)),D}getNextAvailableNumberForTie(){const B=Object.keys(this.openTieDict);if(B.length===0)return 1;B.sort((D,R)=>+D-+R);for(let D=0;D<B.length;D++)if(""+(D+1)!==B[D])return D+1;return+B[B.length-1]+1}findCurrentNoteInTieDict(B){const D=this.openTieDict;for(const R in D)if(D.hasOwnProperty(R)){const G=D[R],W=G.Notes[0],q=B;if(G.Pitch.FundamentalNote===B.Pitch.FundamentalNote&&G.Pitch.Octave===B.Pitch.Octave)return parseInt(R,10);if(W.StringNumberTab!==void 0&&W.StringNumberTab===q.StringNumberTab)return parseInt(R,10)}return-1}getTupletNoteDurationFromType(B){if(B.element("type")){const D=B.element("type");if(D){const R=D.value;try{return NoteTypeHandler.getNoteDurationFromType(R)}catch(G){const W=ITextTranslation.translateText("ReaderErrorMessages/NoteDurationError","Invalid note duration.");throw this.musicSheet.SheetErrors.pushMeasureError(W),new MusicSheetReadingException("",G)}}}}}class ChordSymbolReader{static readChordSymbol(B,D,R){const G=B.element("root"),W=B.element("kind"),q=W.attribute("text");if(!G||!W)return;const Z=G.element("root-step"),Y=G.element("root-alter");if(!Z)return;let U;try{U=NoteEnum[Z.value.trim()]}catch(le){const ue=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(ue),log$2.debug("InstrumentReader.readChordSymbol",ue,le);return}let J=AccidentalEnum.NONE;if(Y)try{J=Pitch.AccidentalFromHalfTones(parseInt(Y.value,10))}catch(le){const ue=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(ue),log$2.debug("InstrumentReader.readChordSymbol",ue,le)}const K=new Pitch(U,1,J);let Q=W.value.trim().replace("-","");if(q)switch(q.value){case"aug":Q="augmented";break;case"dim":Q="diminished";break}let te;try{te=ChordSymbolEnum[Q]}catch(le){const ue=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(ue),log$2.debug("InstrumentReader.readChordSymbol",ue,le);return}let re;const se=B.element("bass");if(se){const le=se.element("bass-step"),ue=se.element("bass-alter");let ce=NoteEnum.C;if(le)try{ce=NoteEnum[le.value.trim()]}catch(ve){const he=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(he),log$2.debug("InstrumentReader.readChordSymbol",he,ve);return}let de=AccidentalEnum.NONE;if(ue)try{de=Pitch.AccidentalFromHalfTones(parseInt(ue.value,10))}catch(ve){const he=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(he),log$2.debug("InstrumentReader.readChordSymbol",he,ve)}re=new Pitch(ce,1,de)}const ie=[],ae=B.elements("degree");for(const le of ae)if(le){const ue=le.element("degree-value"),ce=le.element("degree-alter"),de=le.element("degree-type");if(!ue||!ce||!de)return;let ve;try{ve=parseInt(ue.value.trim(),10)}catch(be){const xe=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(xe),log$2.debug("InstrumentReader.readChordSymbol",xe,be);return}let he;try{he=Pitch.AccidentalFromHalfTones(parseInt(ce.value,10))}catch(be){const xe=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(xe),log$2.debug("InstrumentReader.readChordSymbol",xe,be);return}let me;try{me=ChordDegreeText[de.value.trim().toLowerCase()]}catch(be){const xe=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(xe),log$2.debug("InstrumentReader.readChordSymbol",xe,be);return}ie.push(new Degree(ve,he,me))}return new ChordSymbolContainer(K,te,re,ie,D.Rules)}}class Pedal{constructor(B=!1,D=!0){this.ChangeEnd=!1,this.ChangeBegin=!1,this.line=B,this.sign=D}get IsLine(){return this.line}get IsSign(){return this.sign}}class WavyLine extends AbstractExpression{constructor(B){super(B)}}class ExpressionReader{constructor(B,D,R){this.openContinuousDynamicExpressions=[],this.musicSheet=B,this.staffNumber=R,this.globalStaffIndex=B.getGlobalStaffIndexOfFirstStaff(D)+(R-1),this.initialize()}readExpressionParameters(B,D,R,G,W,q,Z){this.initialize();const Y=B.element("offset");if(Y!==void 0&&!Z)try{this.offsetDivisions=parseInt(Y.value,10)}catch(K){const Q="ReaderErrorMessages/ExpressionOffsetError, Invalid expression offset -> set to default.";log$2.debug("ExpressionReader.readExpressionParameters",Q,K),this.musicSheet.SheetErrors.pushMeasureError(Q),this.offsetDivisions=0}this.directionTimestamp=Fraction$1.createFromFraction(G);let U=new Fraction$1(Math.abs(this.offsetDivisions),R*4);this.offsetDivisions>0?G.RealValue>0?(U=Fraction$1.multiply(Fraction$1.minus(G,W),U),this.directionTimestamp=Fraction$1.plus(U,G)):this.directionTimestamp=Fraction$1.createFromFraction(U):this.offsetDivisions<0&&(G.RealValue>0?(U=Fraction$1.multiply(Fraction$1.minus(G,W),U),this.directionTimestamp=Fraction$1.minus(G,U)):this.directionTimestamp=Fraction$1.createFromFraction(U));const J=B.attribute("placement");if(J)try{const K=J.value;K==="below"?this.placement=PlacementEnum.Below:K==="above"&&(this.placement=PlacementEnum.Above)}catch(K){const Q=ITextTranslation.translateText("ReaderErrorMessages/ExpressionPlacementError","Invalid expression placement -> set to default.");log$2.debug("ExpressionReader.readExpressionParameters",Q,K),this.musicSheet.SheetErrors.pushMeasureError(Q),this.placement=PlacementEnum.Below}if(this.placement===PlacementEnum.NotYetDefined)try{const K=B.element("direction-type");if(K){const Q=K.element("dynamics");if(Q){const ie=Q.attribute("default-y");ie&&this.readExpressionPlacement(ie,"read dynamics y pos")}const te=K.element("wedge");if(te){const ie=te.attribute("default-y");ie&&this.readExpressionPlacement(ie,"read wedge y pos")}const re=K.element("words");if(re){const ie=re.attribute("default-y");ie&&this.readExpressionPlacement(ie,"read words y pos")}const se=K.element("rehearsal");if(se){const ie=se.attribute("default-y");ie&&this.readExpressionPlacement(ie,"read rehearsal pos")}}}catch(K){const Q=ITextTranslation.translateText("ReaderErrorMessages/ExpressionPlacementError","Invalid expression placement -> set to default.");log$2.debug("ExpressionReader.readExpressionParameters",Q,K),this.musicSheet.SheetErrors.pushMeasureError(Q),this.placement=PlacementEnum.Below}this.placement===PlacementEnum.NotYetDefined&&(D.Staves.length>1?this.placement=PlacementEnum.Below:D.HasLyrics?this.placement=PlacementEnum.Above:this.placement=PlacementEnum.Below)}read(B,D,R,G=void 0,W=0){let q=!1,Z=!1;const Y=B.element("sound");if(Y){const K=Y.attribute("tempo"),Q=Y.attribute("dynamics");if(K){const te=K.value.match(/^(\d+)(\.\d+)?$/);(te==null?void 0:te.length)>0?this.soundTempo=Math.round(Number.parseFloat(K.value)):(log$2.info("invalid xml tempo: "+K.value),this.soundTempo=100),D.TempoInBPM=this.soundTempo,this.musicSheet.DefaultStartTempoInBpm===0&&(this.musicSheet.DefaultStartTempoInBpm=this.soundTempo),this.musicSheet.HasBPMInfo=!0,q=!0}if(Q){const te=Q.value.match(/\d+/);this.soundDynamic=te!==void 0?parseInt(te[0],10):100,Z=!0}}const U=B.element("direction-type");if(!U)return;let J=U.element("metronome");if(J){D.metronomeNoteIndex=W;const K=J.element("beat-unit"),Q=J.element("beat-unit-dot")!==void 0,te=J.element("per-minute");if(K!==void 0&&te){J.hasAttributes&&J.attribute("default-x")!==void 0&&(this.directionTimestamp=Fraction$1.createFromFraction(R));const se=parseFloat(te.value);this.createNewTempoExpressionIfNeeded(D);const ie=new InstantaneousTempoExpression(void 0,this.placement,this.staffNumber,se,this.currentMultiTempoExpression,!0);ie.parentMeasure=D,this.soundTempo=se,D.TempoInBPM=this.soundTempo*(Q?1.5:1),this.musicSheet.DefaultStartTempoInBpm===0&&(this.musicSheet.DefaultStartTempoInBpm=this.soundTempo),D.MeasureNumberXML===1&&this.musicSheet.SourceMeasures.length===0&&(this.musicSheet.DefaultStartTempoInBpm=this.soundTempo),this.musicSheet.HasBPMInfo=!0,ie.dotted=Q,ie.beatUnit=K.value,this.currentMultiTempoExpression.addExpression(ie,""),this.currentMultiTempoExpression.CombinedExpressionsText="test"}return}if(J=U.element("dynamics"),J){const K=B.element("notations")!==void 0;this.interpretInstantaneousDynamics(J,D,R,K);return}if(J=U.element("words"),J){const K=U.elements("words");let Q="";for(const te of K)Q+=te.value;if(J.value=Q,q||isSpeedKeyword(J.value)||isSpeedHiddenKeyword(J.value)){this.createNewTempoExpressionIfNeeded(D),this.currentMultiTempoExpression.CombinedExpressionsText=J.value,(isSpeedKeyword(J.value)||isSpeedHiddenKeyword(J.value))&&(J.value=void 0);const te=new InstantaneousTempoExpression(J.value,this.placement,this.staffNumber,this.soundTempo,this.currentMultiTempoExpression);this.currentMultiTempoExpression.addExpression(te,"")}else Z||this.interpretWords(J,D,R);return}if(J=U.element("wedge"),J){this.interpretWedge(J,D,G,D.MeasureNumber);return}if(J=U.element("rehearsal"),J){this.interpretRehearsalMark(J,D,R,D.MeasureNumber);return}}closeOpenExpressions(B,D){for(const R of this.openContinuousDynamicExpressions)this.createNewMultiExpressionIfNeeded(B,R.NumberXml,D),this.closeOpenContinuousDynamic(R,B,D);this.openContinuousTempoExpression&&this.closeOpenContinuousTempo(Fraction$1.plus(B.AbsoluteTimestamp,D))}addOctaveShift(B,D,R){var Z;let G=1;const W=B.element("staff");if(W)try{G=parseInt(W.value,10)}catch(Y){const U=ITextTranslation.translateText("ReaderErrorMessages/OctaveShiftStaffError","Invalid octave shift staff number -> set to default");this.musicSheet.SheetErrors.pushMeasureError(U),G=1,log$2.debug("ExpressionReader.addOctaveShift",U,Y)}const q=B.element("direction-type");if(q){const Y=q.element("octave-shift"),U=this.readPlacement(B);if(Y!==void 0&&Y.hasAttributes)try{const J=this.readNumber(Y);if(Y.attribute("size")){const K=parseInt(Y.attribute("size").value,10);let Q=0;K===8?Q=1:K===15&&(Q=2);let te=(Z=Y.attribute("type"))==null?void 0:Z.value;if(te||(U===PlacementEnum.Above?te="down":U===PlacementEnum.Below&&(te="up")),te==="up"||te==="down"){const re=new OctaveShift(te,Q);re.StaffNumber=G,this.getMultiExpression=this.createNewMultiExpressionIfNeeded(D,J),this.getMultiExpression.OctaveShiftStart=re,re.ParentStartMultiExpression=this.getMultiExpression,this.openOctaveShift=re}else if(te==="stop"){if(this.openOctaveShift){this.getMultiExpression=this.createNewMultiExpressionIfNeeded(D,this.openOctaveShift.numberXml,R);const re=this.getMultiExpression;re.OctaveShiftEnd=this.openOctaveShift,this.openOctaveShift.ParentEndMultiExpression=this.getMultiExpression,this.openOctaveShift=void 0}}else te||log$2.debug("octave-shift missing type in xml")}}catch(J){const K=ITextTranslation.translateText("ReaderErrorMessages/OctaveShiftError","Error while reading octave shift.");this.musicSheet.SheetErrors.pushMeasureError(K),log$2.debug("ExpressionReader.addOctaveShift",K,J)}}}addPedalMarking(B,D,R){var W,q,Z,Y;const G=B.element("direction-type");if(G){const U=G.element("pedal");if(U!==void 0&&U.hasAttributes){let J=!1,K=!1;try{switch(((W=U.attribute("line"))==null?void 0:W.value)==="yes"?K=!0:((q=U.attribute("line"))==null?void 0:q.value)==="no"&&(K=!1,J=!0),((Z=U.attribute("sign"))==null?void 0:Z.value)==="yes"?J=!0:((Y=U.attribute("sign"))==null?void 0:Y.value)==="no"&&(J=!1,K=!0),U.attribute("type").value){case"start":this.openPedal&&this.openPedal.IsLine&&this.endOpenPedal(D),this.createNewMultiExpressionIfNeeded(D,-1),this.openPedal=new Pedal(K,J),this.getMultiExpression.PedalStart=this.openPedal,this.openPedal.ParentStartMultiExpression=this.getMultiExpression;break;case"stop":this.openPedal&&this.endOpenPedal(D);break;case"change":this.openPedal&&this.openPedal.IsLine&&(this.openPedal.ChangeEnd=!0,this.createNewMultiExpressionIfNeeded(D,-1),this.getMultiExpression.PedalEnd=this.openPedal,this.openPedal.ParentEndMultiExpression=this.getMultiExpression,this.createNewMultiExpressionIfNeeded(D,-1),this.openPedal=new Pedal(K,J),this.openPedal.ChangeBegin=!0,this.getMultiExpression.PedalStart=this.openPedal,this.openPedal.ParentStartMultiExpression=this.getMultiExpression);break;case"continue":break;default:break}}catch(Q){const te=ITextTranslation.translateText("ReaderErrorMessages/PedalError","Error while reading pedal.");this.musicSheet.SheetErrors.pushMeasureError(te),log$2.debug("ExpressionReader.addPedalMarking",te,Q)}}}}endOpenPedal(B){this.createNewMultiExpressionIfNeeded(B,-1),this.getMultiExpression.PedalEnd=this.openPedal,this.openPedal.ParentEndMultiExpression=this.getMultiExpression,this.openPedal=void 0}addWavyLine(B,D,R,G){if(B&&B.hasAttributes)try{switch(B.attribute("type").value){case"start":this.createNewMultiExpressionIfNeeded(D,-1),this.openWavyLine=new WavyLine(this.placement),this.getMultiExpression.WavyLineStart=this.openWavyLine,this.openWavyLine.ParentStartMultiExpression=this.getMultiExpression;break;case"stop":this.openWavyLine&&(this.createNewMultiExpressionIfNeeded(D,-1,R),this.getMultiExpression.WavyLineEnd=this.openWavyLine,this.openWavyLine.ParentEndMultiExpression=this.getMultiExpression,this.openWavyLine=void 0);break;case"continue":break;default:break}}catch(W){const q=ITextTranslation.translateText("ReaderErrorMessages/WavyLineError","Error while reading wavy-line.");this.musicSheet.SheetErrors.pushMeasureError(q),log$2.debug("ExpressionReader.addWavyLine",q,W)}}initialize(){this.placement=PlacementEnum.NotYetDefined,this.soundTempo=0,this.soundDynamic=0,this.offsetDivisions=0}readPlacement(B){var R;const D=(R=B.attribute("placement"))==null?void 0:R.value;return D==="above"?PlacementEnum.Above:D==="below"?PlacementEnum.Below:PlacementEnum.NotYetDefined}readExpressionPlacement(B,D){try{const R=parseInt(B.value,10);R<0?this.placement=PlacementEnum.Below:R>0&&(this.placement=PlacementEnum.Above)}catch(R){log$2.debug("ExpressionReader.readExpressionParameters",D,R)}}interpretInstantaneousDynamics(B,D,R,G){if(B.hasElements){B.hasAttributes&&B.attribute("default-x")&&(this.directionTimestamp=Fraction$1.createFromFraction(R));const W=this.readNumber(B);let q=B.elements()[0].name;if(q==="other-dynamics"&&(q=B.elements()[0].value),q){G?this.createNewMultiExpressionIfNeeded(D,W,Fraction$1.createFromFraction(R)):this.createNewMultiExpressionIfNeeded(D,W);const Z=new InstantaneousDynamicExpression(q,this.soundDynamic,this.placement,this.staffNumber,D);Z.InMeasureTimestamp=R.clone(),this.getMultiExpression.addExpression(Z,""),this.initialize(),this.activeInstantaneousDynamic?this.activeInstantaneousDynamic.DynEnum=Z.DynEnum:this.activeInstantaneousDynamic=new InstantaneousDynamicExpression(q,0,PlacementEnum.NotYetDefined,1,D)}}}interpretWords(B,D,R){const G=B.value;let W;const q=B.attribute("font-style");if(q&&q.value==="italic"&&(W=FontStyles.Italic),G.length>0){if(B.hasAttributes&&B.attribute("default-x")&&(this.directionTimestamp=Fraction$1.createFromFraction(R)),this.checkIfWordsNodeIsRepetitionInstruction(G))return;this.fillMultiOrTempoExpression(G,D,R,W),this.initialize()}}readNumber(B){var G;let D=1;const R=(G=B.attribute("number"))==null?void 0:G.value;return R&&(D=Number.parseInt(R,10)),D}interpretWedge(B,D,R,G){var q,Z;B!==void 0&&B.hasAttributes&&B.attribute("default-x")&&(this.directionTimestamp=Fraction$1.createFromFraction(R));const W=this.readNumber(B);((Z=(q=B.attribute("type"))==null?void 0:q.value)==null?void 0:Z.toLowerCase())==="stop"?this.createNewMultiExpressionIfNeeded(D,W,R):this.createNewMultiExpressionIfNeeded(D,W),this.addWedge(B,D,R),this.initialize()}interpretRehearsalMark(B,D,R,G){D.rehearsalExpression=new RehearsalExpression(B.value,this.placement)}createNewMultiExpressionIfNeeded(B,D,R=void 0){R||(R=this.directionTimestamp);let G=this.getMultiExpression;return(!G||G&&(G.SourceMeasureParent!==B||G.numberXml!==D||G.SourceMeasureParent===B&&G.Timestamp!==R))&&(this.getMultiExpression=G=new MultiExpression(B,Fraction$1.createFromFraction(R)),B.StaffLinkedExpressions[this.globalStaffIndex].push(G)),G}createNewTempoExpressionIfNeeded(B){(!this.currentMultiTempoExpression||this.currentMultiTempoExpression.SourceMeasureParent!==B||this.currentMultiTempoExpression.Timestamp!==this.directionTimestamp)&&(this.currentMultiTempoExpression=new MultiTempoExpression(B,Fraction$1.createFromFraction(this.directionTimestamp)),B.TempoExpressions.push(this.currentMultiTempoExpression))}addWedge(B,D,R){if(B!==void 0&&B.hasAttributes){const G=this.readNumber(B),W=B.attribute("type").value.toLowerCase();try{if(W==="crescendo"||W==="diminuendo"){const q=new ContinuousDynamicExpression(ContDynamicEnum[W],this.placement,this.staffNumber,D,this.activeInstantaneousDynamic,G);this.openContinuousDynamicExpressions.push(q);let Z=this.getMultiExpression;Z||(Z=this.createNewMultiExpressionIfNeeded(D,G)),Z.StartingContinuousDynamic=q,q.StartMultiExpression=Z,this.activeInstantaneousDynamic!==void 0&&this.activeInstantaneousDynamic.StaffNumber===q.StaffNumber&&(this.activeInstantaneousDynamic=void 0)}else if(W==="stop")for(const q of this.openContinuousDynamicExpressions)q.NumberXml===G&&q.NumberXml===G&&this.closeOpenContinuousDynamic(q,D,R)}catch(q){const Z="ReaderErrorMessages/WedgeError, Error while reading Crescendo / Diminuendo.";this.musicSheet.SheetErrors.pushMeasureError(Z),log$2.debug("ExpressionReader.addWedge",Z,q)}}}fillMultiOrTempoExpression(B,D,R,G){if(!B)return;const W=B.trim();this.createExpressionFromString("",W,D,R,B,G)}createExpressionFromString(B,D,R,G,W,q){if(InstantaneousTempoExpression.isInputStringInstantaneousTempo(D)||ContinuousTempoExpression.isInputStringContinuousTempo(D)){if(R.TempoExpressions.length>0)for(let J=0,K=R.TempoExpressions.length;J<K;++J){const Q=R.TempoExpressions[J];if(Q.Timestamp===this.directionTimestamp&&Q.InstantaneousTempo!==void 0&&Q.InstantaneousTempo.Label.indexOf(D)!==-1)return!1}if(this.createNewTempoExpressionIfNeeded(R),this.currentMultiTempoExpression.CombinedExpressionsText=W,InstantaneousTempoExpression.isInputStringInstantaneousTempo(D)){const J=new InstantaneousTempoExpression(D,this.placement,this.staffNumber,this.soundTempo,this.currentMultiTempoExpression);return this.currentMultiTempoExpression.addExpression(J,B),!0}if(ContinuousTempoExpression.isInputStringContinuousTempo(D)){const J=new ContinuousTempoExpression(D,this.placement,this.staffNumber,this.currentMultiTempoExpression);return this.currentMultiTempoExpression.addExpression(J,B),!0}}if(ContinuousDynamicExpression.isInputStringContinuousDynamic(D)){const J=new ContinuousDynamicExpression(void 0,this.placement,this.staffNumber,R,this.activeInstantaneousDynamic,-1,D),K=this.getMultiExpression;return K&&this.closeOpenContinuousDynamic(K.StartingContinuousDynamic,R,G),this.createNewMultiExpressionIfNeeded(R,-1),this.activeInstantaneousDynamic!==void 0&&this.activeInstantaneousDynamic.StaffNumber===J.StaffNumber&&(this.activeInstantaneousDynamic=void 0),this.openContinuousDynamicExpressions.push(J),J.StartMultiExpression=this.getMultiExpression,this.getMultiExpression.addExpression(J,B),!0}if(MoodExpression.isInputStringMood(D)){const J=this.createNewMultiExpressionIfNeeded(R,-1);R.hasMoodExpressions=!0;const K=new MoodExpression(D,this.placement,this.staffNumber);return K.fontStyle=q,J.addExpression(K,B),!0}const Z=this.createNewMultiExpressionIfNeeded(R,-1);if(R.TempoExpressions.length>0)for(let J=0,K=R.TempoExpressions.length;J<K;++J){const Q=R.TempoExpressions[J];if(Q.Timestamp===this.directionTimestamp&&Q.InstantaneousTempo!==void 0&&Q.EntriesList.length>0&&!this.hasDigit(D)&&this.globalStaffIndex>0){if(Q.EntriesList[0].label.indexOf(D)>=0)return!1;break}}let Y=TextAlignmentEnum.CenterBottom;this.musicSheet.Rules.CompactMode&&(Y=TextAlignmentEnum.LeftBottom);const U=new UnknownExpression(D,this.placement,Y,this.staffNumber);return U.fontStyle=q,Z.addExpression(U,B),!1}closeOpenContinuousDynamic(B,D,R){if(!B)return;const G=B.NumberXml;B.EndMultiExpression=this.createNewMultiExpressionIfNeeded(D,G,R),B.StartMultiExpression.EndingContinuousDynamic=B,this.openContinuousDynamicExpressions=this.openContinuousDynamicExpressions.filter(W=>W!==B)}closeOpenContinuousTempo(B){this.openContinuousTempoExpression.AbsoluteEndTimestamp=B,this.openContinuousTempoExpression=void 0}checkIfWordsNodeIsRepetitionInstruction(B){return B=B.trim().toLowerCase(),B==="coda"||B==="tocoda"||B==="to coda"||B==="fine"||B==="d.c."||B==="dacapo"||B==="da capo"||B==="d.s."||B==="dalsegno"||B==="dal segno"||B==="d.c. al fine"||B==="d.s. al fine"||B==="d.c. al coda"||B==="d.s. al coda"}hasDigit(B){return/\d/.test(B)}}class Slur{constructor(){}get StartNote(){return this.startNote}set StartNote(B){this.startNote=B}get EndNote(){return this.endNote}set EndNote(B){this.endNote=B}startNoteHasMoreStartingSlurs(){if(!this.startNote)return!1;for(let B=0,D=this.startNote.NoteSlurs.length;B<D;++B){const R=this.startNote.NoteSlurs[B];if(R!==this&&R.StartNote===this.startNote)return!0}return!1}endNoteHasMoreEndingSlurs(){if(!this.endNote)return!1;for(let B=0,D=this.endNote.NoteSlurs.length;B<D;++B){const R=this.endNote.NoteSlurs[B];if(R!==this&&R.EndNote===this.endNote)return!0}return!1}isCrossed(){return this.startNote.ParentStaffEntry.ParentStaff!==this.endNote.ParentStaffEntry.ParentStaff}isSlurLonger(){if(!this.endNote||!this.startNote)return!1;const B=Fraction$1.minus(this.endNote.getAbsoluteTimestamp(),this.startNote.getAbsoluteTimestamp());for(let D=0,R=this.startNote.NoteSlurs.length;D<R;++D){const G=this.startNote.NoteSlurs[D];if(G!==this&&G.EndNote!==void 0&&G.StartNote!==void 0&&Fraction$1.minus(G.EndNote.getAbsoluteTimestamp(),G.StartNote.getAbsoluteTimestamp()).CompareTo(B)===-1)return!0}for(let D=0,R=this.endNote.NoteSlurs.length;D<R;++D){const G=this.endNote.NoteSlurs[D];if(G!==this&&G.EndNote!==void 0&&G.StartNote!==void 0&&Fraction$1.minus(G.EndNote.getAbsoluteTimestamp(),G.StartNote.getAbsoluteTimestamp()).CompareTo(B))return!0}return!1}}class SlurReader{constructor(B){this.openSlurDict={},this.musicSheet=B}addSlur(B,D){try{if(B){for(const R of B)if(R.attributes().length>0){const G=R.attribute("type").value;let W=1;try{R.attribute("number")&&(W=parseInt(R.attribute("number").value,10))}catch(U){log$2.debug("VoiceGenerator.addSlur number: ",U)}let q=PlacementEnum.NotYetDefined;const Z=R.attribute("placement");Z&&Z.value&&(Z.value==="above"?q=PlacementEnum.Above:Z.value==="below"&&(q=PlacementEnum.Below));const Y=R.attribute("orientation");if(Y&&Y.value&&(Y.value==="over"?q=PlacementEnum.Above:Y.value==="under"&&(q=PlacementEnum.Below)),G==="start"){let U=this.openSlurDict[W];U||(U=new Slur,this.openSlurDict[W]=U),U.StartNote=D,U.PlacementXml=q}else if(G==="stop"){const U=this.openSlurDict[W];U&&(U.EndNote=D,D.checkForDoubleSlur(U)||(D.NoteSlurs.push(U),U.StartNote.NoteSlurs.push(U)),delete this.openSlurDict[W])}}}}catch{const G=ITextTranslation.translateText("ReaderErrorMessages/SlurError","Error while reading slur.");this.musicSheet.SheetErrors.pushMeasureError(G)}}}class InstrumentReader{constructor(B,D,R,G){this.voiceGeneratorsDict={},this.staffMainVoiceGeneratorDict={},this.divisions=0,this.currentClefNumber=1,this.currentXmlMeasureIndex=0,this.activeKeyHasBeenInitialized=!1,this.abstractInstructions=[],this.openChordSymbolContainers=[],this.soundTempos=new Map,this.xmlNotes=[],this.repetitionInstructionReader=D,this.xmlMeasureList=R,this.musicSheet=G.GetMusicSheet,this.instrument=G,this.activeClefs=new Array(G.Staves.length),this.activeClefsHaveBeenInitialized=new Array(G.Staves.length);for(let W=0;W<G.Staves.length;W++)this.activeClefsHaveBeenInitialized[W]=!1;this.createExpressionGenerators(G.Staves.length),this.slurReader=new SlurReader(this.musicSheet),this.pluginManager=B}get SoundTempos(){return this.soundTempos}get ActiveKey(){return this.activeKey}get MaxTieNoteFraction(){return this.maxTieNoteFraction}get ActiveRhythm(){return this.activeRhythm}set ActiveRhythm(B){this.activeRhythm=B}readNextXmlMeasure(B,D,R){var U,J,K,Q,te,re,se,ie,ae,le;if(this.currentXmlMeasureIndex>=this.xmlMeasureList.length)return!1;this.currentMeasure=B,this.followingMultirestMeasures=Math.max(this.followingMultirestMeasures-1,0),this.inSourceMeasureInstrumentIndex=this.musicSheet.getGlobalStaffIndexOfFirstStaff(this.instrument),this.repetitionInstructionReader&&this.repetitionInstructionReader.prepareReadingMeasure(B,this.currentXmlMeasureIndex);let G=new Fraction$1(0,1),W=new Fraction$1(0,1),q=!1;this.maxTieNoteFraction=new Fraction$1(0,1);let Z=!1;const Y=[];try{const ue=this.xmlMeasureList[this.currentXmlMeasureIndex],ce=ue.elements();if(B.Rules.UseXMLMeasureNumbers&&!Number.isInteger(B.MeasureNumberXML)){const ve=parseInt((U=ue.attribute("number"))==null?void 0:U.value,10);Number.isInteger(ve)&&(B.MeasureNumberXML=ve)}let de;for(let ve=0;ve<ce.length;ve++){const he=ce[ve];if(ve>0&&(de=ce[ve-1]),he.name==="print"){const me=he.attribute("new-system");(me==null?void 0:me.value)==="yes"&&(B.printNewSystemXml=!0);const be=he.attribute("new-page");(be==null?void 0:be.value)==="yes"&&(B.printNewPageXml=!0)}else if(he.name==="note"){he.element("grace")||(this.xmlNotes.push(he),Y.push(he));let me=!0;((J=he.attribute("print-object"))==null?void 0:J.value)==="no"&&(me=!1);let be=1;this.instrument.Staves.length>1&&he.element("staff")&&(be=parseInt(he.element("staff").value,10),isNaN(be)&&(log$2.debug("InstrumentReader.readNextXmlMeasure.get staff number"),be=1)),this.currentStaff=this.instrument.Staves[be-1];const xe=he.element("chord")!==void 0;if(he.element("voice")){const Ze=parseInt(he.element("voice").value,10);this.currentVoiceGenerator=this.getOrCreateVoiceGenerator(Ze,be-1)}else(!xe||!this.currentVoiceGenerator)&&(this.currentVoiceGenerator=this.getOrCreateVoiceGenerator(1,be-1));let Ae=0,Pe=new Fraction$1(0,1),ze=2,ge,Te=!1;if(he.element("duration")){if(Ae=parseInt(he.element("duration").value,10),isNaN(Ae)){const Ze=ITextTranslation.translateText("ReaderErrorMessages/NoteDurationError","Invalid Note Duration.");this.musicSheet.SheetErrors.pushMeasureError(Ze),log$2.debug("InstrumentReader.readNextXmlMeasure",Ze);continue}else if(Pe=new Fraction$1(Ae,4*this.divisions),Ae===0?Pe=this.getNoteDurationFromTypeNode(he):ge=this.getNoteDurationFromTypeNode(he),he.element("time-modification")){Pe=this.getNoteDurationForTuplet(he);const Ze=he.element("time-modification");Ze!=null&&Ze.element("normal-notes")&&(ze=parseInt(Ze.element("normal-notes").value,10)),Te=!0}}const Xe=he.element("rest")!==void 0,Se=he.element("notations"),we=he.element("grace")!==void 0||Ae===0||xe&&Z;let Me=!1,Ne=!1;if(we){const Ze=he.element("duration"),Ke=he.element("grace");Ke&&Ke.attributes()&&Ke.attribute("slash")&&Ke.attribute("slash").value==="yes"&&(Me=!0),Ze||(Pe=this.getNoteDurationFromTypeNode(he));const nt=he.element("notations");nt&&nt.element("slur")&&(Ne=!0)}let Be=!1;he.element("cue")&&(Be=!0);const ke=he.element("type");let Re=NoteType.UNDEFINED;if(ke){const Ze=ke.attribute("size");(Ze==null?void 0:Ze.value)==="cue"&&(Be=!0),Re=NoteTypeHandler.StringToNoteType(ke.value)}let Ie=StemDirectionType.Undefined,Ye;const tt=he.element("stem");if(tt){switch(tt.value){case"down":Ie=StemDirectionType.Down;break;case"up":Ie=StemDirectionType.Up;break;case"double":Ie=StemDirectionType.Double;break;case"none":Ie=StemDirectionType.None;break;default:Ie=StemDirectionType.Undefined}const Ze=tt.attribute("color");Ze&&(Ye=this.parseXmlColor(Ze.value))}let $e=0,st="",pt="",ht="";if(Se){const Ze=Se.element("ornaments");if(Ze){const ft=Ze.element("tremolo");if(ft){const At=ft.attribute("type");if(st=At.value,At){const Pt=parseInt(ft.value,10);Pt>0&&($e=Pt),(At.value==="start"||At.value==="stop")&&(Pe=new Fraction$1(parseInt(he.element("duration").value,10),4*this.divisions))}}const ut=Ze.elements("wavy-line");if(ut!==void 0)for(const At of ut){const Pt=this.expressionReaders[this.readExpressionStaffNumber(he)-1];Pt&&(Pt.readExpressionParameters(At,this.instrument,this.divisions,G,W,this.currentMeasure.MeasureNumber,!1),Pt.addWavyLine(At,this.currentMeasure,G,W))}}Se.elements("glissando").find(ft=>ft.attribute("type").value==="start")&&(pt="start"),Se.elements("slide").find(ft=>ft.attribute("type").value==="start")&&(ht="start")}let gt;const De=he.element("notehead");if(De){const Ze=De.attribute("color");Ze&&(gt=this.parseXmlColor(Ze.value))}let Ce;const Ue=he.attribute("color");Ue&&(Ce=this.parseXmlColor(Ue.value),gt||(gt=Ce),Ye||(Ye=Ce));let _e=G.clone();xe&&(_e=W.clone()),this.currentStaffEntry=this.currentMeasure.findOrCreateStaffEntry(_e,this.inSourceMeasureInstrumentIndex+be-1,this.currentStaff).staffEntry,(!this.currentVoiceGenerator.hasVoiceEntry()||!xe&&!we&&!Z||we&&!Z||we&&!xe||!we&&Z)&&this.currentVoiceGenerator.createVoiceEntry(_e,this.currentStaffEntry,this.activeKey,this.ActiveRhythm,we,Me,Ne),!we&&!xe&&(W=G.clone(),G.Add(Pe)),xe&&this.currentStaffEntry!==void 0&&this.currentStaffEntry.ParentStaff!==this.currentStaff&&(this.currentStaffEntry=this.currentVoiceGenerator.checkForStaffEntryLink(this.inSourceMeasureInstrumentIndex+be-1,this.currentStaff,this.currentStaffEntry,this.currentMeasure));const Fe=this.currentStaffEntry!==void 0&&this.currentStaffEntry.Timestamp!==void 0&&this.currentStaffEntry.Timestamp.Equals(new Fraction$1(0,1))&&!this.currentStaffEntry.hasNotes();this.saveAbstractInstructionList(this.instrument.Staves.length,Fe),this.openChordSymbolContainers.length!==0&&(this.currentStaffEntry.ChordContainers=this.openChordSymbolContainers,this.openChordSymbolContainers=[]),this.activeRhythm,!Te&&!we&&(Pe=new Fraction$1(Ae,4*this.divisions));const He=he.elements("dot").length;if(this.currentVoiceGenerator.read(he,Pe,ge,Re,ze,Xe,this.currentStaffEntry,this.currentMeasure,D,this.maxTieNoteFraction,xe,R,me,Be,we,Ie,$e,Ye,gt,He,st,pt,ht),Se!==void 0&&Se.element("dynamics")){const Ze=this.expressionReaders[this.readExpressionStaffNumber(he)-1];Ze&&(Ze.readExpressionParameters(he,this.instrument,this.divisions,G,W,this.currentMeasure.MeasureNumber,!1),Ze.read(he,this.currentMeasure,W,void 0,Y.length))}Z=we}else if(he.name==="attributes"){const me=he.element("divisions");if(me&&(this.divisions=parseInt(me.value,10),isNaN(this.divisions))){const Ae=ITextTranslation.translateText("ReaderErrorMessages/DivisionError","Invalid divisions value at Instrument: ");if(log$2.debug("InstrumentReader.readNextXmlMeasure",Ae),this.divisions=this.readDivisionsFromNotes(),this.divisions>0)this.musicSheet.SheetErrors.push(Ae+this.instrument.Name);else throw q=!0,new MusicSheetReadingException(Ae+this.instrument.Name)}if(!he.element("divisions")&&this.divisions===0&&this.currentXmlMeasureIndex===0){const Ae=ITextTranslation.translateText("ReaderErrorMessages/DivisionError","Invalid divisions value at Instrument: ");if(this.divisions=this.readDivisionsFromNotes(),this.divisions>0)this.musicSheet.SheetErrors.push(Ae+this.instrument.Name);else throw q=!0,new MusicSheetReadingException(Ae+this.instrument.Name)}this.addAbstractInstruction(he,R,de,G.clone()),G.Equals(new Fraction$1(0,1))&&this.isAttributesNodeAtBeginOfMeasure(this.xmlMeasureList[this.currentXmlMeasureIndex],he)&&this.saveAbstractInstructionList(this.instrument.Staves.length,!0),this.isAttributesNodeAtEndOfMeasure(this.xmlMeasureList[this.currentXmlMeasureIndex],he)&&this.saveClefInstructionAtEndOfMeasure();const be=he.elements("staff-details");for(const Ae of be){const Pe=Ae.element("staff-lines");if(Pe){let ze=1;const ge=Ae.attribute("number");ge&&(ze=parseInt(ge.value,10)),this.instrument.Staves[ze-1].StafflineCount=parseInt(Pe.value,10)}}const xe=he.element("measure-style");if(xe){const Ae=xe.element("multiple-rest");if(Ae){const Pe=Ae.value;let ze=0;try{ze=Number.parseInt(Pe,10),B.multipleRestMeasures!==void 0&&ze!==B.multipleRestMeasures?B.multipleRestMeasures=0:(B.multipleRestMeasures=ze,this.currentMultirestStartMeasure=B,this.followingMultirestMeasures=ze+1)}catch(ge){console.log("multirest parse error: "+ge)}}}}else if(he.name==="forward"){const me=parseInt(he.element("duration").value,10);G.Add(new Fraction$1(me,4*this.divisions))}else if(he.name==="backup"){const me=parseInt(he.element("duration").value,10);G.Sub(new Fraction$1(me,4*this.divisions)),G.IsNegative()&&(G=new Fraction$1(0,1)),W.Sub(new Fraction$1(me,4*this.divisions)),W.IsNegative()&&(W=new Fraction$1(0,1))}else if(he.name==="direction"){const me=he.elements("direction-type"),be=he.element("direction-type");let xe=Math.min(1,G.RealValue);this.activeRhythm!==void 0&&this.activeRhythm.Rhythm&&(xe/=this.activeRhythm.Rhythm.RealValue);let Ae=!1;if(this.repetitionInstructionReader&&(Ae=this.repetitionInstructionReader.handleRepetitionInstructionsFromWordsOrSymbols(be,xe)),!Ae){let Pe=this.expressionReaders[0];const ze=this.readExpressionStaffNumber(he)-1;if(ze<this.expressionReaders.length&&(Pe=this.expressionReaders[ze]),Pe){be.element("octave-shift")&&(Pe.readExpressionParameters(he,this.instrument,this.divisions,G,W,this.currentMeasure.MeasureNumber,!0),Pe.addOctaveShift(he,this.currentMeasure,W.clone())),be.element("pedal")&&(Pe.readExpressionParameters(he,this.instrument,this.divisions,G,W,this.currentMeasure.MeasureNumber,!0),Pe.addPedalMarking(he,this.currentMeasure,W.clone()));const ge=be.element("words");if(ge&&(GradientWords.map(Xe=>Xe==null?void 0:Xe.toLocaleLowerCase()).includes((K=ge.value)==null?void 0:K.toLocaleLowerCase())&&(this.currentGradualChangeMeasure=this.currentMeasure,this.currentMeasure.speedInfo={startWord:(Q=ge.value)==null?void 0:Q.toLocaleLowerCase(),startXmlNoteIndex:Y.length,endXmlNoteIndex:0,resetXmlNoteIndex:0,startMeasureListIndex:this.currentXmlMeasureIndex,endMeasureListIndex:0,resetMeasureListIndex:0},this.xmlNotes=[]),ge.value.startsWith(GRADIENT_SPEED_CLOSE_TAG)&&((te=this.currentGradualChangeMeasure)==null?void 0:te.speedInfo)&&(this.currentGradualChangeMeasure.speedInfo={...this.currentGradualChangeMeasure.speedInfo,endXmlNoteIndex:this.xmlNotes.length,endMeasureListIndex:this.currentXmlMeasureIndex}),((re=ge.value)==null?void 0:re.toLocaleLowerCase())==="a tempo".toLocaleLowerCase()&&((se=this.currentGradualChangeMeasure)==null?void 0:se.speedInfo))){const{endXmlNoteIndex:Xe,resetXmlNoteIndex:Se,endMeasureListIndex:we}=this.currentGradualChangeMeasure.speedInfo;Se===0&&(this.currentGradualChangeMeasure.speedInfo={...this.currentGradualChangeMeasure.speedInfo,endXmlNoteIndex:Xe||this.xmlNotes.length,endMeasureListIndex:we||this.currentXmlMeasureIndex,resetXmlNoteIndex:this.xmlNotes.length,resetMeasureListIndex:this.currentXmlMeasureIndex}),this.xmlNotes=[]}if(me.find(Te=>Te.element("metronome"))&&((ie=this.currentGradualChangeMeasure)==null?void 0:ie.speedInfo)){const{endXmlNoteIndex:Te,resetXmlNoteIndex:Xe,endMeasureListIndex:Se}=this.currentGradualChangeMeasure.speedInfo;Xe===0&&(this.currentGradualChangeMeasure.speedInfo={...this.currentGradualChangeMeasure.speedInfo,endXmlNoteIndex:Te||this.xmlNotes.length,endMeasureListIndex:Se||this.currentXmlMeasureIndex,resetXmlNoteIndex:this.xmlNotes.length,resetMeasureListIndex:this.currentXmlMeasureIndex}),this.xmlNotes=[]}Pe.readExpressionParameters(he,this.instrument,this.divisions,G,W,this.currentMeasure.MeasureNumber,!1),Pe.read(he,this.currentMeasure,G,W.clone(),Y.length)}}}else if(he.name==="barline"){this.repetitionInstructionReader&&this.repetitionInstructionReader.handleLineRepetitionInstructions(he)&&(this.currentMeasure.HasEndLine=!0);const me=he.attribute("location");if(ve===ce.length-1||me&&me.value==="right"){const xe=(ae=he.element("bar-style"))==null?void 0:ae.value;if(xe&&(this.currentMeasure.endingBarStyleXml=xe,this.currentMeasure.endingBarStyleEnum=SystemLinesEnumHelper.xmlBarlineStyleToSystemLinesEnum(xe),(le=this.currentGradualChangeMeasure)!=null&&le.speedInfo)){const{endXmlNoteIndex:Ae,resetXmlNoteIndex:Pe,endMeasureListIndex:ze}=this.currentGradualChangeMeasure.speedInfo;Pe===0&&(this.currentGradualChangeMeasure.speedInfo={...this.currentGradualChangeMeasure.speedInfo,endXmlNoteIndex:Ae||this.xmlNotes.length,endMeasureListIndex:ze||this.currentXmlMeasureIndex,resetXmlNoteIndex:this.xmlNotes.length,resetMeasureListIndex:this.currentXmlMeasureIndex}),this.currentGradualChangeMeasure=void 0,this.xmlNotes=[]}}}else if(he.name==="sound")try{if(he.attribute("tempo")){const me=parseFloat(he.attribute("tempo").value);he.element("offset")&&(this.soundTempos.has(this.currentXmlMeasureIndex)||this.soundTempos.set(this.currentXmlMeasureIndex,[]),this.soundTempos.get(this.currentXmlMeasureIndex).push(me)),this.currentXmlMeasureIndex===0&&(this.musicSheet.DefaultStartTempoInBpm=me,this.musicSheet.HasBPMInfo=!0)}}catch(me){log$2.debug("InstrumentReader.readTempoInstruction",me)}else he.name==="harmony"&&this.openChordSymbolContainers.push(ChordSymbolReader.readChordSymbol(he,this.musicSheet,this.activeKey))}for(const ve in this.voiceGeneratorsDict)this.voiceGeneratorsDict.hasOwnProperty(ve)&&this.voiceGeneratorsDict[ve].checkForOpenBeam();if(this.currentXmlMeasureIndex===this.xmlMeasureList.length-1){for(let ve=0;ve<this.instrument.Staves.length;ve++)this.activeClefsHaveBeenInitialized[ve]||this.createDefaultClefInstruction(this.musicSheet.getGlobalStaffIndexOfFirstStaff(this.instrument)+ve);this.activeKeyHasBeenInitialized||this.createDefaultKeyInstruction();for(let ve=0;ve<this.expressionReaders.length;ve++){const he=this.expressionReaders[ve];he&&he.closeOpenExpressions(this.currentMeasure,G)}}Object.keys(this.voiceGeneratorsDict).forEach(ve=>{this.voiceGeneratorsDict[ve].finalizeReadingMeasure()}),this.musicSheet.HasBPMInfo?B.TempoInBPM===0&&this.previousMeasure&&(this.currentMeasure.TempoInBPM=this.previousMeasure.TempoInBPM):this.currentMeasure.TempoInBPM=120,this.currentMeasure.TempoInBPM||(this.currentMeasure.TempoInBPM=this.musicSheet.DefaultStartTempoInBpm)}catch(ue){if(q)throw new MusicSheetReadingException(ue.Message);const ce=ITextTranslation.translateText("ReaderErrorMessages/MeasureError","Error while reading Measure.");this.musicSheet.SheetErrors.pushMeasureError(ce),log$2.debug("InstrumentReader.readNextXmlMeasure",ce,ue)}return this.previousMeasure=this.currentMeasure,this.currentXmlMeasureIndex+=1,!0}parseXmlColor(B){if(!!B)return B.length===7?B:B.length===9?"#"+B.substr(3):void 0}doCalculationsAfterDurationHasBeenSet(){for(const B in this.voiceGeneratorsDict)this.voiceGeneratorsDict.hasOwnProperty(B)&&this.voiceGeneratorsDict[B].checkOpenTies()}getOrCreateVoiceGenerator(B,D){const R=this.instrument.Staves[D];let G=this.voiceGeneratorsDict[B];if(G)R.Voices.indexOf(G.GetVoice)===-1&&R.Voices.push(G.GetVoice);else{const W=this.staffMainVoiceGeneratorDict[D];W?(G=new VoiceGenerator(this.pluginManager,R,B,this.slurReader,W.GetVoice),R.Voices.push(G.GetVoice),this.voiceGeneratorsDict[B]=G):(G=new VoiceGenerator(this.pluginManager,R,B,this.slurReader),R.Voices.push(G.GetVoice),this.voiceGeneratorsDict[B]=G,this.staffMainVoiceGeneratorDict[D]=G)}return G}createExpressionGenerators(B){this.expressionReaders=new Array(B);for(let D=0;D<B;D++)this.expressionReaders[D]=new ExpressionReader(this.musicSheet,this.instrument,D+1)}createDefaultClefInstruction(B){let D;this.musicSheet.SourceMeasures.length>0?D=this.musicSheet.SourceMeasures[0]:D=this.currentMeasure;const R=new ClefInstruction(ClefEnum.G,0,2);let G;D.FirstInstructionsStaffEntries[B]?(G=D.FirstInstructionsStaffEntries[B],G.removeFirstInstructionOfTypeClefInstruction()):(G=new SourceStaffEntry(void 0,void 0),D.FirstInstructionsStaffEntries[B]=G),R.Parent=G,G.Instructions.splice(0,0,R)}createDefaultKeyInstruction(){let B;this.musicSheet.SourceMeasures.length>0?B=this.musicSheet.SourceMeasures[0]:B=this.currentMeasure;const D=new KeyInstruction(void 0,0,KeyEnum.major);for(let R=this.inSourceMeasureInstrumentIndex;R<this.inSourceMeasureInstrumentIndex+this.instrument.Staves.length;R++)if(B.FirstInstructionsStaffEntries[R]){const G=B.FirstInstructionsStaffEntries[R];D.Parent=G,G.removeFirstInstructionOfTypeKeyInstruction(),G.Instructions[0]instanceof ClefInstruction?G.Instructions.splice(1,0,D):G.Instructions.splice(0,0,D)}else{const G=new SourceStaffEntry(void 0,void 0);B.FirstInstructionsStaffEntries[R]=G,D.Parent=G,G.Instructions.push(D)}}isAttributesNodeAtBeginOfMeasure(B,D){const R=B.elements(),G=R.indexOf(D);if(G>0&&R[G-1].name==="backup")return!0;let W=-1;for(let q=0;q<R.length;q++)if(R[q].name==="note"){W=q;break}return G<W&&W>0||W<0}isAttributesNodeAtEndOfMeasure(B,D){const R=B.elements().slice();let G=0;for(let q=0;q<R.length;q++)if(R[q]===D){G=q;break}let W=0;for(let q=G;q<R.length;q++)if(R[q].name==="note"){W=q;break}return G>W}getNoteDurationFromTypeNode(B){const D=B.element("type");if(D){const R=D.value;return NoteTypeHandler.getNoteDurationFromType(R)}return new Fraction$1(0,4*this.divisions)}addAbstractInstruction(B,D,R,G){if(B.element("divisions")&&B.elements().length===1)return;const W=B.element("transpose");if(W){const Y=W.element("chromatic");Y&&(this.instrument.PlaybackTranspose=parseInt(Y.value,10))}const q=B.elements("clef");let Z;if(q.length>0)for(let Y=0,U=q.length;Y<U;++Y){const J=q[Y];let K=ClefEnum.G,Q=2,te=1,re=0;const se=J.element("line");if(se)try{Q=parseInt(se.value,10)}catch(ue){Z=ITextTranslation.translateText("ReaderErrorMessages/ClefLineError","Invalid clef line given -> using default clef line."),this.musicSheet.SheetErrors.pushMeasureError(Z),Q=2,log$2.debug("InstrumentReader.addAbstractInstruction",Z,ue)}const ie=J.element("sign");if(ie)try{K=ClefEnum[ie.value],ClefInstruction.isSupportedClef(K)||(Z=ITextTranslation.translateText("ReaderErrorMessages/ClefError","Unsupported clef found -> using default clef."),this.musicSheet.SheetErrors.pushMeasureError(Z),K=ClefEnum.G,Q=2),K===ClefEnum.TAB&&(re=-1)}catch(ue){Z=ITextTranslation.translateText("ReaderErrorMessages/ClefError","Invalid clef found -> using default clef."),this.musicSheet.SheetErrors.pushMeasureError(Z),K=ClefEnum.G,Q=2,log$2.debug("InstrumentReader.addAbstractInstruction",Z,ue)}const ae=J.element("clef-octave-change");if(ae)try{re=parseInt(ae.value,10)}catch{Z=ITextTranslation.translateText("ReaderErrorMessages/ClefOctaveError","Invalid clef octave found -> using default clef octave."),this.musicSheet.SheetErrors.pushMeasureError(Z),re=0}if(J.hasAttributes&&J.attribute("number"))try{te=parseInt(J.attribute("number").value,10),te>this.currentClefNumber&&(te=this.currentClefNumber),this.currentClefNumber=te+1}catch{Z=ITextTranslation.translateText("ReaderErrorMessages/ClefError","Invalid clef found -> using default clef."),this.musicSheet.SheetErrors.pushMeasureError(Z),te=1,this.currentClefNumber=te+1}const le=new ClefInstruction(K,re,Q);this.abstractInstructions.push([te,le,G])}if(B.element("key")!==void 0&&this.instrument.MidiInstrumentId!==MidiInstrument.Percussion){let Y=0;const U=B.element("key").element("fifths");if(U)try{Y=parseInt(U.value,10)}catch(te){Z=ITextTranslation.translateText("ReaderErrorMessages/KeyError","Invalid key found -> set to default."),this.musicSheet.SheetErrors.pushMeasureError(Z),Y=0,log$2.debug("InstrumentReader.addAbstractInstruction",Z,te)}let J=KeyEnum.none,K=B.element("key");if(K&&(K=K.element("mode")),K)try{J=KeyEnum[K.value]}catch(te){Z=ITextTranslation.translateText("ReaderErrorMessages/KeyError","Invalid key found -> set to default."),this.musicSheet.SheetErrors.pushMeasureError(Z),J=KeyEnum.major,log$2.debug("InstrumentReader.addAbstractInstruction",Z,te)}const Q=new KeyInstruction(void 0,Y,J);this.abstractInstructions.push([1,Q,G])}if(B.element("time")){const Y=B.element("time");let U=RhythmSymbolEnum.NONE,J=!0;if(Y!==void 0&&Y.hasAttributes){const ae=Y.attribute("symbol");ae&&(ae.value==="common"?U=RhythmSymbolEnum.COMMON:ae.value==="cut"&&(U=RhythmSymbolEnum.CUT));const le=Y.attribute("print-object");le&&le.value==="no"&&(J=!1)}let K=0,Q=0;const te=Y&&Y.element("senza-misura")!==void 0,re=B.elements("time"),se=[],ie=[];for(let ae=0,le=re.length;ae<le;++ae){const ue=re[ae];se.push.apply(se,ue.elements("beats")),ie.push.apply(ie,ue.elements("beat-type"))}if(te)this.abstractInstructions.push([1,new RhythmInstruction(new Fraction$1(4,4,0,!1),RhythmSymbolEnum.NONE),G]);else{try{if(se!==void 0&&se.length>0&&ie!==void 0&&se.length===ie.length){const le=se.length,ue=new Array(le);let ce=0;for(let de=0;de<le;de++){const ve=se[de].value;let he=0,me=0;if(ve.indexOf("+")!==-1){const be=ve.split("+");for(let xe=0,Ae=be.length;xe<Ae;++xe)he+=parseInt(be[xe],10)}else he=parseInt(ve,10);me=parseInt(ie[de].value,10),ce=Math.max(ce,me),ue[de]=new Fraction$1(he,me,0,!1)}for(let de=0;de<le;de++)ue[de].Denominator===ce?K+=ue[de].Numerator:K+=ce/ue[de].Denominator*ue[de].Numerator;Q=ce}else K=parseInt(B.element("time").element("beats").value,10),Q=parseInt(B.element("time").element("beat-type").value,10)}catch(le){Z=ITextTranslation.translateText("ReaderErrorMessages/RhythmError","Invalid rhythm found -> set to default."),this.musicSheet.SheetErrors.pushMeasureError(Z),K=4,Q=4,log$2.debug("InstrumentReader.addAbstractInstruction",Z,le)}const ae=new RhythmInstruction(new Fraction$1(K,Q,0,!1),U);ae.PrintObject=J,this.abstractInstructions.push([1,ae,G])}}}saveAbstractInstructionList(B,D){for(let R=this.abstractInstructions.length-1;R>=0;R--){const G=this.abstractInstructions[R],W=G[0],q=G[1],Z=G[2];if(q instanceof ClefInstruction){const Y=q;if(this.currentXmlMeasureIndex===0||W<=this.activeClefs.length&&Y!==this.activeClefs[W-1])if(!D&&this.currentStaffEntry!==void 0&&!this.currentStaffEntry.hasNotes()&&W-1===this.instrument.Staves.indexOf(this.currentStaffEntry.ParentStaff)){const U=Y,J=this.currentStaffEntry;if(Z&&Math.abs(Z.RealValue-J.Timestamp.RealValue)>.01)continue;U.Parent=J,J.removeFirstInstructionOfTypeClefInstruction(),J.Instructions.push(U),this.activeClefs[W-1]=Y,this.abstractInstructions.splice(R,1)}else if(D){if(Z.RealValue!==0)continue;let U;if(this.currentMeasure){const J=Y,K=this.inSourceMeasureInstrumentIndex+W-1,Q=this.currentMeasure.FirstInstructionsStaffEntries[K];if(this.currentXmlMeasureIndex===0)if(!Q)U=new SourceStaffEntry(void 0,void 0),this.currentMeasure.FirstInstructionsStaffEntries[K]=U,J.Parent=U,U.Instructions.push(J),this.activeClefsHaveBeenInitialized[W-1]=!0;else if(this.currentMeasure.FirstInstructionsStaffEntries[K]!==void 0&&!(Q.Instructions[0]instanceof ClefInstruction))U=Q,J.Parent=U,U.removeFirstInstructionOfTypeClefInstruction(),U.Instructions.splice(0,0,J),this.activeClefsHaveBeenInitialized[W-1]=!0;else{const te=new SourceStaffEntry(void 0,void 0);this.currentMeasure.LastInstructionsStaffEntries[K]=te,J.Parent=te,te.Instructions.push(J)}else if(this.activeClefsHaveBeenInitialized[W-1]){let te=this.previousMeasure;this.followingMultirestMeasures>0&&this.currentMeasure.Rules.RenderMultipleRestMeasures&&(te=this.currentMultirestStartMeasure);const re=new SourceStaffEntry(void 0,void 0);te.LastInstructionsStaffEntries[K]=re,J.Parent=re,re.Instructions.push(J)}else{const te=this.musicSheet.SourceMeasures[0];te.FirstInstructionsStaffEntries[K]?(U=te.FirstInstructionsStaffEntries[K],U.removeFirstInstructionOfTypeClefInstruction()):U=new SourceStaffEntry(void 0,void 0),J.Parent=U,U.Instructions.splice(0,0,J),this.activeClefsHaveBeenInitialized[W-1]=!0}this.activeClefs[W-1]=Y,this.abstractInstructions.splice(R,1)}}else{let U;const J=this.activeRhythm.Rhythm;J.RealValue>0&&Z.RealValue/J.RealValue>.9&&(this.currentMeasure.LastInstructionsStaffEntries[W-1]||(this.currentMeasure.LastInstructionsStaffEntries[W-1]=new SourceStaffEntry(void 0,this.instrument.Staves[W-1])),U=this.currentMeasure.LastInstructionsStaffEntries[W-1]),U&&(Y.Parent=U,U.Instructions.push(Y),this.activeClefs[W-1]=Y,this.abstractInstructions.splice(R,1))}else W<=this.activeClefs.length&&Y===this.activeClefs[W-1]&&this.abstractInstructions.splice(R,1)}if(q instanceof KeyInstruction){const Y=q;if(!this.activeKey||this.activeKey.Key!==Y.Key){this.activeKey=Y,this.abstractInstructions.splice(R,1);let U;if(this.activeKeyHasBeenInitialized?U=this.currentMeasure:(this.activeKeyHasBeenInitialized=!0,this.currentXmlMeasureIndex>0?U=this.musicSheet.SourceMeasures[0]:U=this.currentMeasure),U)for(let J=this.inSourceMeasureInstrumentIndex;J<this.inSourceMeasureInstrumentIndex+B;J++){const K=Y;if(U.FirstInstructionsStaffEntries[J]){const Q=U.FirstInstructionsStaffEntries[J];K.Parent=Q,Q.removeFirstInstructionOfTypeKeyInstruction(),Q.Instructions.length===0?Q.Instructions.push(K):Q.Instructions[0]instanceof ClefInstruction?Q.Instructions.splice(1,0,K):Q.Instructions.splice(0,0,K)}else{const Q=new SourceStaffEntry(void 0,void 0);U.FirstInstructionsStaffEntries[J]=Q,K.Parent=Q,Q.Instructions.push(K)}}}else this.abstractInstructions.splice(R,1)}if(q instanceof RhythmInstruction){const Y=q;if(!this.activeRhythm||this.activeRhythm!==Y){if(this.activeRhythm=Y,this.abstractInstructions.splice(R,1),this.currentMeasure)for(let U=this.inSourceMeasureInstrumentIndex;U<this.inSourceMeasureInstrumentIndex+B;U++){const J=Y;let K;this.currentMeasure.FirstInstructionsStaffEntries[U]?(K=this.currentMeasure.FirstInstructionsStaffEntries[U],K.removeFirstInstructionOfTypeRhythmInstruction()):(K=new SourceStaffEntry(void 0,void 0),this.currentMeasure.FirstInstructionsStaffEntries[U]=K),J.Parent=K,K.Instructions.push(J)}}else this.abstractInstructions.splice(R,1)}}}saveClefInstructionAtEndOfMeasure(){for(let B=this.abstractInstructions.length-1;B>=0;B--){const D=this.abstractInstructions[B][0],R=this.abstractInstructions[B][1];if(R instanceof ClefInstruction){const G=R;if(!this.activeClefs[D-1]||G.ClefType!==this.activeClefs[D-1].ClefType||G.ClefType===this.activeClefs[D-1].ClefType&&G.Line!==this.activeClefs[D-1].Line){const W=new SourceStaffEntry(void 0,void 0);this.currentMeasure.LastInstructionsStaffEntries[this.inSourceMeasureInstrumentIndex+D-1]=W;const q=G;q.Parent=W,W.Instructions.push(q),this.activeClefs[D-1]=G,this.abstractInstructions.splice(B,1)}}}}getNoteDurationForTuplet(B){let D=new Fraction$1(0,1);const R=this.getNoteDurationFromTypeNode(B);if(B.element("time-modification")){const G=B.element("time-modification");if(G&&G.element("actual-notes")!==void 0&&G.element("normal-notes")){const W=G.element("actual-notes"),q=G.element("normal-notes");if(W!==void 0&&q){const Z=parseInt(W.value,10),Y=parseInt(q.value,10);D=new Fraction$1(Y*R.Numerator,Z*R.Denominator)}}}return D}readExpressionStaffNumber(B){let D=1;if(B.element("staff")){const R=B.element("staff");if(R)try{D=parseInt(R.value,10)}catch(G){const W=ITextTranslation.translateText("ReaderErrorMessages/ExpressionStaffError","Invalid Expression staff number -> set to default.");this.musicSheet.SheetErrors.pushMeasureError(W),D=1,log$2.debug("InstrumentReader.readExpressionStaffNumber",W,G)}}return D}readDivisionsFromNotes(){let B=0,D=this.currentXmlMeasureIndex,R=!1;for(;!R;){const G=this.xmlMeasureList[D].elements();for(let W=0,q=G.length;W<q;++W){const Z=G[W];if(Z.name==="note"&&!Z.element("time-modification")){const Y=Z.element("duration"),U=Z.element("type");if(Y!==void 0&&U){const J=U.value;let K=0;try{K=parseInt(Y.value,10)}catch(Q){log$2.debug("InstrumentReader.readDivisionsFromNotes",Q);continue}switch(J){case"1024th":B=K/4*1024;break;case"512th":B=K/4*512;break;case"256th":B=K/4*256;break;case"128th":B=K/4*128;break;case"64th":B=K/4*64;break;case"32nd":B=K/4*32;break;case"16th":B=K/4*16;break;case"eighth":B=K/4*8;break;case"quarter":B=K/4*4;break;case"half":B=K/4*2;break;case"whole":B=K/4;break;case"breve":B=K/4/2;break;case"long":B=K/4/4;break;case"maxima":B=K/4/8;break}}}if(B>0){R=!0;break}}if(B===0&&(D++,D===this.xmlMeasureList.length)){const W=ITextTranslation.translateText("ReaderErrorMEssages/DivisionsError","Invalid divisions value at Instrument: ");throw new MusicSheetReadingException(W+this.instrument.Name)}}return B}}const _SubInstrument=class{constructor(F){this.parentInstrument=F,this.fixedKey=-1,this.name=this.parseMidiInstrument(this.parentInstrument.Name),this.midiInstrumentID=_SubInstrument.midiInstrument[this.name],this.volume=1}get ParentInstrument(){return this.parentInstrument}static isPianoInstrument(F){return F===MidiInstrument.Acoustic_Grand_Piano||F===MidiInstrument.Bright_Acoustic_Piano||F===MidiInstrument.Electric_Grand_Piano||F===MidiInstrument.Electric_Piano_1||F===MidiInstrument.Electric_Piano_2}setMidiInstrument(F){this.midiInstrumentID=_SubInstrument.midiInstrument[this.parseMidiInstrument(F)]}parseMidiInstrument(F){try{if(F){let B=F.toLowerCase().trim();B=B.replace(/\s+/g,"_");for(const D in _SubInstrument.midiInstrument)if(B.indexOf(D)!==-1)return D}if(this.parentInstrument.Name){let B=this.parentInstrument.Name.toLowerCase().trim();B=B.replace(/\s+/g,"_");for(const D in _SubInstrument.midiInstrument)if(B.indexOf(D)!==-1)return D}}catch{log$2.error("Error parsing MIDI Instrument. Default to Grand Piano.")}return"unnamed"}};let SubInstrument=_SubInstrument;SubInstrument.midiInstrument={alto_saxophone:MidiInstrument.Alto_Sax,baritone_saxophone:MidiInstrument.Baritone_Sax,horn_in_f:MidiInstrument.French_Horn,english_horn:MidiInstrument.English_Horn,euphonium:MidiInstrument.Euphonium,clarinet_in_bb:MidiInstrument.clarinet_in_bb,clarinet_in_eb:MidiInstrument.clarinet_in_eb,clarinet:MidiInstrument.Clarinet,alto_clarinet:MidiInstrument.Alto_Clarinet,bass_clarinet:MidiInstrument.Bass_Clarinet,bassoon:MidiInstrument.Bassoon,bass_trombone:MidiInstrument.Bass_Trombone,alt:MidiInstrument.Synth_Voice,alto:MidiInstrument.Synth_Voice,banjo:MidiInstrument.Banjo,bariton:MidiInstrument.Synth_Voice,baritone:MidiInstrument.Synth_Voice,bass:MidiInstrument.Synth_Voice,blockfl\u00F6te:MidiInstrument.Recorder,brass:MidiInstrument.Trombone,bratsche:MidiInstrument.Viola,cello:MidiInstrument.Cello,contrabass:MidiInstrument.Contrabass,drums:MidiInstrument.Percussion,flute:MidiInstrument.Flute,fl\u00F6te:MidiInstrument.Flute,frenchhorn:MidiInstrument.French_Horn,gitarre:MidiInstrument.Acoustic_Guitar_nylon,guitar:MidiInstrument.Acoustic_Guitar_nylon,harfe:MidiInstrument.Orchestral_Harp,harp:MidiInstrument.Orchestral_Harp,klarinette:MidiInstrument.Clarinet,klavier:MidiInstrument.Acoustic_Grand_Piano,kontrabass:MidiInstrument.Contrabass,oboe:MidiInstrument.Oboe,organ:MidiInstrument.Church_Organ,orgel:MidiInstrument.Church_Organ,orgue:MidiInstrument.Church_Organ,percussion:MidiInstrument.Synth_Drum,\u5C0F\u519B\u9F13:MidiInstrument.Synth_Drum,snare_drum:MidiInstrument.Synth_Drum,bass_drum:MidiInstrument.Synth_Drum,side_drum:MidiInstrument.Synth_Drum,piano:MidiInstrument.Acoustic_Grand_Piano,piccolo:MidiInstrument.Piccolo,posaune:MidiInstrument.Trombone,recorder:MidiInstrument.Recorder,sax:MidiInstrument.Tenor_Sax,schlagwerk:MidiInstrument.Percussion,schlagzeug:MidiInstrument.Percussion,sopran:MidiInstrument.Synth_Voice,steeldrum:MidiInstrument.Steel_Drums,streicher:MidiInstrument.String_Ensemble_1,strings:MidiInstrument.String_Ensemble_1,tenor:MidiInstrument.Synth_Voice,tpt:MidiInstrument.Trumpet,trombone:MidiInstrument.Trombone,trompete:MidiInstrument.Trumpet,trumpet:MidiInstrument.Trumpet,tuba:MidiInstrument.Tuba,unnamed:MidiInstrument.Acoustic_Grand_Piano,viola:MidiInstrument.Viola,violin:MidiInstrument.Violin,"violon-c":MidiInstrument.Cello,"violon.":MidiInstrument.Violin,voice:MidiInstrument.Synth_Voice,woodblock:MidiInstrument.Woodblock,alto_clarinet_in_eb:MidiInstrument.AltoClarinetInEb,trumpet_in_bb:MidiInstrument.TrumpetInBb,tenor_saxophone:MidiInstrument.TenorSaxophone};class StringUtil{static StringContainsSeparatedWord(B,D,R=!1){return new RegExp("( |^)"+D+"([ .]|$)",R?"i":void 0).test(B)}}class RepetitionInstructionReader{set MusicSheet(B){this.musicSheet=B,this.xmlMeasureList=new Array(this.musicSheet.Instruments.length),this.repetitionInstructions=[]}prepareReadingMeasure(B,D){this.currentMeasureIndex=D}handleLineRepetitionInstructions(B){let D=!1;if(B.elements().length>0){let R="",G=!1,W="",q="",Z="";const Y=[],U=B.element("bar-style");U&&(Z=U.value),B.attributes().length>0&&B.attribute("location")?R=B.attribute("location").value:R="right";const J=B.elements();for(let K=0,Q=J.length;K<Q;++K){const te=J[K];if(te.name==="repeat"&&te.hasAttributes)G=!0,W=te.attribute("direction").value;else if(te.name==="ending"&&te.hasAttributes&&te.attribute("type")!==void 0&&te.attribute("number")){q=te.attribute("type").value;const se=te.attribute("number").value.split("[,+]");for(let ie=0,ae=se.length;ie<ae;++ie){const le=se[ie],ue=le.match("[0-9]");if(le.search("-")!==-1&&ue.length===2){const ce=parseInt(ue[0],10),de=parseInt(ue[1],10);for(let ve=ce;ve<=de;ve++)Y.push(ve)}else for(let ce=0,de=ue.length;ce<de;++ce){const ve=ue[ce];Y.push(parseInt(ve,10))}}}}if(Z==="light-heavy"&&Y.length===0&&!G&&(D=!0),G||Y.length>0)if(R==="left"){if(q==="start"){const K=new RepetitionInstruction(this.currentMeasureIndex,RepetitionInstructionEnum.Ending,AlignmentType.Begin,void 0,Y);this.addInstruction(this.repetitionInstructions,K)}if(W==="forward"){const K=new RepetitionInstruction(this.currentMeasureIndex,RepetitionInstructionEnum.StartLine);this.addInstruction(this.repetitionInstructions,K)}}else{if(q==="stop"){const K=new RepetitionInstruction(this.currentMeasureIndex,RepetitionInstructionEnum.Ending,AlignmentType.End,void 0,Y);this.addInstruction(this.repetitionInstructions,K)}if(W==="backward"){const K=new RepetitionInstruction(this.currentMeasureIndex,RepetitionInstructionEnum.BackJumpLine);this.addInstruction(this.repetitionInstructions,K)}}}return D}handleRepetitionInstructionsFromWordsOrSymbols(B,D){const R=B.element("words"),G=this.currentMeasureIndex;if(R){const W="d\\s?\\.s\\.",q=R.value.trim().toLowerCase();if(StringUtil.StringContainsSeparatedWord(q,W+" al fine",!0)){const Y=new RepetitionInstruction(G,RepetitionInstructionEnum.DalSegnoAlFine);return this.addInstruction(this.repetitionInstructions,Y),!0}if(StringUtil.StringContainsSeparatedWord(q,W+" al coda",!0)){const Y=new RepetitionInstruction(G,RepetitionInstructionEnum.DalSegnoAlCoda);return this.addInstruction(this.repetitionInstructions,Y),!0}const Z="d\\.\\s?c\\.";if(StringUtil.StringContainsSeparatedWord(q,Z+" al fine",!0)){const Y=new RepetitionInstruction(G,RepetitionInstructionEnum.DaCapoAlFine);return this.addInstruction(this.repetitionInstructions,Y),!0}if(StringUtil.StringContainsSeparatedWord(q,Z+" al coda",!0)){const Y=new RepetitionInstruction(G,RepetitionInstructionEnum.DaCapoAlCoda);return this.addInstruction(this.repetitionInstructions,Y),!0}if(StringUtil.StringContainsSeparatedWord(q,Z)||StringUtil.StringContainsSeparatedWord(q,"da\\s?capo",!0)){const Y=new RepetitionInstruction(G,RepetitionInstructionEnum.DaCapo);return this.addInstruction(this.repetitionInstructions,Y),!0}if(StringUtil.StringContainsSeparatedWord(q,W,!0)||StringUtil.StringContainsSeparatedWord(q,"dal\\s?segno",!0)){let Y;return StringUtil.StringContainsSeparatedWord(q,"al\\s?coda",!0)?Y=new RepetitionInstruction(G,RepetitionInstructionEnum.DalSegnoAlCoda):Y=new RepetitionInstruction(G,RepetitionInstructionEnum.DalSegno),this.addInstruction(this.repetitionInstructions,Y),!0}if(StringUtil.StringContainsSeparatedWord(q,"to\\s?coda",!0)||StringUtil.StringContainsSeparatedWord(q,"a (la )?coda",!0)){const Y=new RepetitionInstruction(G,RepetitionInstructionEnum.ToCoda);return this.addInstruction(this.repetitionInstructions,Y),!0}if(StringUtil.StringContainsSeparatedWord(q,"fine",!0)){const Y=new RepetitionInstruction(G,RepetitionInstructionEnum.Fine);return this.addInstruction(this.repetitionInstructions,Y),!0}if(StringUtil.StringContainsSeparatedWord(q,"coda",!0)){const Y=new RepetitionInstruction(G,RepetitionInstructionEnum.Coda);return this.addInstruction(this.repetitionInstructions,Y),!0}if(StringUtil.StringContainsSeparatedWord(q,"segno",!0)){const Y=new RepetitionInstruction(G,RepetitionInstructionEnum.Segno);return this.addInstruction(this.repetitionInstructions,Y),!0}}else if(B.element("segno")){const W=new RepetitionInstruction(G,RepetitionInstructionEnum.Segno);return this.addInstruction(this.repetitionInstructions,W),!0}else if(B.element("coda")){const W=new RepetitionInstruction(G,RepetitionInstructionEnum.Coda);return this.addInstruction(this.repetitionInstructions,W),!0}return!1}removeRedundantInstructions(){let B=0,D=0,R=0,G=0;for(let W=0;W<this.repetitionInstructions.length;W++){const q=this.repetitionInstructions[W];switch(q.type){case RepetitionInstructionEnum.Coda:R>0&&this.findInstructionInPreviousMeasure(W,q.measureIndex,RepetitionInstructionEnum.ToCoda)&&(q.type=RepetitionInstructionEnum.None),D===0&&R===0&&(q.type=RepetitionInstructionEnum.ToCoda,q.alignment=AlignmentType.End,q.measureIndex--);break;case RepetitionInstructionEnum.Segno:if(B-G>0){let Z=!1;for(let Y=0,U=this.repetitionInstructions.length;Y<U;++Y){const J=this.repetitionInstructions[Y];if(q.measureIndex-J.measureIndex===1)switch(J.type){case RepetitionInstructionEnum.BackJumpLine:R-D>0?J.type=RepetitionInstructionEnum.DalSegnoAlCoda:J.type=RepetitionInstructionEnum.DalSegno,q.type=RepetitionInstructionEnum.None,Z=!0;break;case RepetitionInstructionEnum.DalSegno:case RepetitionInstructionEnum.DalSegnoAlFine:case RepetitionInstructionEnum.DalSegnoAlCoda:q.type=RepetitionInstructionEnum.None,Z=!0;break}if(Z)break}if(Z)break;R-D>0?q.type=RepetitionInstructionEnum.DalSegnoAlCoda:q.type=RepetitionInstructionEnum.DalSegno,q.alignment=AlignmentType.End,q.measureIndex--}break}if(this.backwardSearchForPreviousIdenticalInstruction(W,q)||q.type===RepetitionInstructionEnum.None)this.repetitionInstructions.splice(W,1),W--;else switch(q.type){case RepetitionInstructionEnum.Fine:break;case RepetitionInstructionEnum.ToCoda:R++;break;case RepetitionInstructionEnum.Coda:D++;break;case RepetitionInstructionEnum.Segno:B++;break;case RepetitionInstructionEnum.DalSegnoAlFine:case RepetitionInstructionEnum.DalSegnoAlCoda:G++;break}}this.repetitionInstructions.sort(RepetitionInstructionComparer.Compare)}findInstructionInPreviousMeasure(B,D,R){for(let G=B-1;G>=0;G--){const W=this.repetitionInstructions[G];if(D-W.measureIndex===1&&W.type===R)return!0}return!1}backwardSearchForPreviousIdenticalInstruction(B,D){for(let R=B-1;R>=0;R--)if(this.repetitionInstructions[R].equals(D))return!0;return!1}addInstruction(B,D){let R=!0;for(let G=0,W=B.length;G<W;++G){const q=B[G];if(D.equals(q)){R=!1;break}}R&&B.push(D)}}class RepetitionCalculator{constructor(){this.repetitionInstructions=[],this.openRepetitions=[],this.lastRepetitionCommonPartStartIndex=0}calculateRepetitions(B,D){this.musicSheet=B,this.repetitionInstructions=D,this.openRepetitions.length=0,this.lastRepetitionCommonPartStartIndex=0;const R=this.musicSheet.SourceMeasures;for(const Z of this.repetitionInstructions){this.currentMeasureIndex=Z.measureIndex;try{this.currentMeasure=R[this.currentMeasureIndex],this.handleRepetitionInstructions(Z)}catch(Y){log$2.error("RepetitionCalculator: calculateRepetitions",Y)}}for(;this.openRepetitions.length>0;)try{const Z=this.openRepetitions.last();if(Z.RepetitonUnderConstruction.FromWords){if(Z.WaitingForCoda){let Y=Z.RepetitonUnderConstruction.BackwardJumpInstructions.last().measureIndex+1;Y>=this.musicSheet.SourceMeasures.length&&(Y=-1),Z.RepetitonUnderConstruction.setEndingStartIndex(2,Y)}else if(Z.RepetitonUnderConstruction.BackwardJumpInstructions.length===0){this.openRepetitions.splice(this.openRepetitions.length-1,1);continue}}else if(Z.RepetitonUnderConstruction.BackwardJumpInstructions.length===0){const Y=R.length-1,U=new RepetitionInstruction(Y,RepetitionInstructionEnum.BackJumpLine,AlignmentType.End,Z.RepetitonUnderConstruction);Z.RepetitonUnderConstruction.BackwardJumpInstructions.push(U),R[Y].LastRepetitionInstructions.push(U)}this.finalizeRepetition(this.openRepetitions.last())}catch{try{const Y=this.openRepetitions.last().RepetitonUnderConstruction;for(const U of this.repetitionInstructions)U.parentRepetition===Y&&(U.parentRepetition=void 0);this.openRepetitions.splice(this.openRepetitions.length-1,1)}catch(Y){log$2.error("RepetitionCalculator: calculateRepetitions2",Y)}}let G=!1;const W=0,q=this.musicSheet.SourceMeasures.length-1;for(const Z of this.musicSheet.Repetitions)if(Z.StartIndex===W&&Z.EndIndex===q){G=!0;break}if(!G){const Z=new Repetition(this.musicSheet,!0);Z.FromWords=!0,Z.startMarker=new RepetitionInstruction(W,RepetitionInstructionEnum.StartLine),Z.startMarker.parentRepetition=Z,this.musicSheet.SourceMeasures[W].FirstRepetitionInstructions.push(Z.startMarker),Z.endMarker=new RepetitionInstruction(q,RepetitionInstructionEnum.BackJumpLine),Z.endMarker.parentRepetition=Z,Z.BackwardJumpInstructions.push(Z.endMarker),Z.UserNumberOfRepetitions=Z.DefaultNumberOfRepetitions,this.musicSheet.Repetitions.push(Z)}for(let Z=0,Y=this.musicSheet.SourceMeasures.length;Z<Y;++Z){const U=this.musicSheet.SourceMeasures[Z];U.FirstRepetitionInstructions.length>1&&U.FirstRepetitionInstructions.sort(RepetitionInstructionComparer.Compare),U.LastRepetitionInstructions.length>1&&U.LastRepetitionInstructions.sort(RepetitionInstructionComparer.Compare)}}handleRepetitionInstructions(B){let D;switch(B.type){case RepetitionInstructionEnum.StartLine:D=this.createNewRepetition(this.currentMeasureIndex),B.parentRepetition=D.RepetitonUnderConstruction,D.RepetitonUnderConstruction.FromWords=!1,D.RepetitonUnderConstruction.startMarker=B,this.currentMeasure.FirstRepetitionInstructions.push(B);break;case RepetitionInstructionEnum.BackJumpLine:D=this.getOrCreateCurrentRepetition2(!1),B.parentRepetition=D.RepetitonUnderConstruction,D.RepetitonUnderConstruction.BackwardJumpInstructions.push(B),this.currentMeasure.LastRepetitionInstructions.push(B),D.RepetitonUnderConstruction.EndingParts.length===0&&this.finalizeRepetition(D);break;case RepetitionInstructionEnum.Ending:if(D=this.getOrCreateCurrentRepetition(),B.parentRepetition=D.RepetitonUnderConstruction,B.endingIndices.contains(1)&&B.alignment===AlignmentType.Begin){if(D.RepetitonUnderConstruction.BackwardJumpInstructions.length>0||D.RepetitonUnderConstruction.EndingIndexDict.hasOwnProperty(1)){D=void 0;for(let G=this.openRepetitions.length-1;G>=0;G--){const W=this.openRepetitions[G];if(W.RepetitonUnderConstruction.BackwardJumpInstructions.length===0)for(D=W;this.openRepetitions.length-1>G;){const q=this.openRepetitions.last();this.finalizeRepetition(q)}}D===void 0&&(D=this.createNewRepetition(0),D.RepetitonUnderConstruction.startMarker=new RepetitionInstruction(0,RepetitionInstructionEnum.None))}D.RepetitonUnderConstruction.forwardJumpInstruction===void 0&&(D.RepetitonUnderConstruction.forwardJumpInstruction=new RepetitionInstruction(this.currentMeasureIndex-1,RepetitionInstructionEnum.ForwardJump,AlignmentType.End,D.RepetitonUnderConstruction),this.musicSheet.SourceMeasures[this.currentMeasureIndex-1].LastRepetitionInstructions.push(D.RepetitonUnderConstruction.forwardJumpInstruction))}if(B.alignment===AlignmentType.Begin)D.RepetitonUnderConstruction.setEndingsStartIndex(B.endingIndices,this.currentMeasureIndex),this.currentMeasure.FirstRepetitionInstructions.push(B);else for(let G=0,W=B.endingIndices.length;G<W;++G){const q=B.endingIndices[G];D.RepetitonUnderConstruction.setEndingEndIndex(q,this.currentMeasureIndex),this.currentMeasure.LastRepetitionInstructions.push(B)}break;case RepetitionInstructionEnum.Segno:if(D=this.getCurrentRepetition(!0),D!==void 0&&D.SegnoFound&&D.RepetitonUnderConstruction.BackwardJumpInstructions.length>0&&Math.abs(D.RepetitonUnderConstruction.BackwardJumpInstructions.last().measureIndex-this.currentMeasureIndex)<=1||this.openRepetitions.length&&this.openRepetitions.find(G=>G.RepetitonUnderConstruction.startMarker.type===RepetitionInstructionEnum.StartLine).RepetitonUnderConstruction.StartIndex===this.currentMeasureIndex)break;D=this.createNewRepetition(this.currentMeasureIndex),B.parentRepetition=D.RepetitonUnderConstruction,D.RepetitonUnderConstruction.FromWords=!0,D.SegnoFound=!0,D.RepetitonUnderConstruction.startMarker=B,this.currentMeasure.FirstRepetitionInstructions.push(B);break;case RepetitionInstructionEnum.Fine:if(this.openRepetitions.length===0||(D=this.getCurrentRepetition(!0),D===void 0))break;B.parentRepetition=D.RepetitonUnderConstruction,D.RepetitonUnderConstruction.FromWords=!0,D.RepetitonUnderConstruction.forwardJumpInstruction===void 0?(D.FineFound=!0,D.RepetitonUnderConstruction.forwardJumpInstruction=B,D.RepetitonUnderConstruction.setEndingStartIndex(2,-2),this.currentMeasure.LastRepetitionInstructions.push(B)):this.currentMeasure.LastRepetitionInstructions.push(new RepetitionInstruction(this.currentMeasureIndex,RepetitionInstructionEnum.Fine,AlignmentType.End,void 0));break;case RepetitionInstructionEnum.ToCoda:if(this.openRepetitions.length===0||(D=this.getCurrentRepetition(!0),D===void 0))break;D.RepetitonUnderConstruction.forwardJumpInstruction===void 0&&(B.parentRepetition=D.RepetitonUnderConstruction,D.RepetitonUnderConstruction.FromWords=!0,D.ToCodaFound=!0,D.RepetitonUnderConstruction.forwardJumpInstruction=B,this.currentMeasure.LastRepetitionInstructions.push(B));break;case RepetitionInstructionEnum.Coda:if(this.openRepetitions.length===0)break;D=this.getOrCreateCurrentRepetition2(!0),B.parentRepetition=D.RepetitonUnderConstruction,D.WaitingForCoda?(D.CodaFound=!0,D.RepetitonUnderConstruction.setEndingStartIndex(2,this.currentMeasureIndex),this.currentMeasure.LastRepetitionInstructions.push(B),this.finalizeRepetition(D),this.currentMeasureIndex>0&&(this.musicSheet.SourceMeasures[this.currentMeasureIndex-1].printNewSystemXml=!0)):D.ToCodaFound||(D.RepetitonUnderConstruction.BackwardJumpInstructions.length===0?(D.ToCodaFound=!0,D.RepetitonUnderConstruction.forwardJumpInstruction=new RepetitionInstruction(this.currentMeasureIndex,RepetitionInstructionEnum.ToCoda,AlignmentType.End,D.RepetitonUnderConstruction),this.currentMeasure.LastRepetitionInstructions.push(D.RepetitonUnderConstruction.forwardJumpInstruction)):this.currentMeasure.LastRepetitionInstructions.push(new RepetitionInstruction(this.currentMeasureIndex,RepetitionInstructionEnum.Coda,AlignmentType.Begin,void 0)));break;case RepetitionInstructionEnum.DaCapo:D=this.getOrCreateCurrentRepetition(),D.RepetitonUnderConstruction.BackwardJumpInstructions.length>0&&this.finalizeRepetition(D),D.RepetitonUnderConstruction.StartIndex!==0&&(D=this.createNewRepetition(0)),B.parentRepetition=D.RepetitonUnderConstruction,D.RepetitonUnderConstruction.FromWords=!0,D.RepetitonUnderConstruction.startMarker=new RepetitionInstruction(0,RepetitionInstructionEnum.None,AlignmentType.Begin,D.RepetitonUnderConstruction),D.RepetitonUnderConstruction.BackwardJumpInstructions.push(B),this.currentMeasure.LastRepetitionInstructions.push(B),D.RepetitonUnderConstruction.EndingParts.length===0&&this.finalizeRepetition(D);break;case RepetitionInstructionEnum.DalSegno:if(D=this.getOrCreateCurrentRepetition2(!0),D.RepetitonUnderConstruction.BackwardJumpInstructions.length>0&&(this.finalizeRepetition(D),D=this.createNewRepetition(0),D.RepetitonUnderConstruction.FromWords=!0,D.RepetitonUnderConstruction.startMarker=new RepetitionInstruction(0,RepetitionInstructionEnum.None,AlignmentType.Begin,D.RepetitonUnderConstruction)),B.parentRepetition=D.RepetitonUnderConstruction,!D.SegnoFound){const G=this.findInstructionInMainListBackwards(RepetitionInstructionEnum.Segno,B.measureIndex);G>=0&&(D.SegnoFound=!0,D.RepetitonUnderConstruction.startMarker=new RepetitionInstruction(G,RepetitionInstructionEnum.Segno,AlignmentType.Begin,D.RepetitonUnderConstruction),this.musicSheet.SourceMeasures[G].FirstRepetitionInstructions.splice(0,0,D.RepetitonUnderConstruction.startMarker))}D.RepetitonUnderConstruction.EndingIndexDict.hasOwnProperty(1)&&D.RepetitonUnderConstruction.setEndingEndIndex(1,this.currentMeasureIndex),D.RepetitonUnderConstruction.BackwardJumpInstructions.push(B),this.currentMeasure.LastRepetitionInstructions.push(B);break;case RepetitionInstructionEnum.DalSegnoAlFine:if(this.openRepetitions.length===0)break;if(D=this.getOrCreateCurrentRepetition2(!0),B.parentRepetition=D.RepetitonUnderConstruction,!D.SegnoFound){const G=this.findInstructionInMainListBackwards(RepetitionInstructionEnum.Segno,B.measureIndex);G>=0&&(D.SegnoFound=!0,D.RepetitonUnderConstruction.startMarker=new RepetitionInstruction(G,RepetitionInstructionEnum.Segno,AlignmentType.Begin,D.RepetitonUnderConstruction),this.musicSheet.SourceMeasures[G].FirstRepetitionInstructions.splice(0,0,D.RepetitonUnderConstruction.startMarker))}if(!D.FineFound){const G=this.findInstructionInMainListBackwards(RepetitionInstructionEnum.Fine,B.measureIndex);G>=0&&(D.FineFound=!0,D.RepetitonUnderConstruction.forwardJumpInstruction=new RepetitionInstruction(G,RepetitionInstructionEnum.Fine,AlignmentType.Begin,D.RepetitonUnderConstruction),D.RepetitonUnderConstruction.setEndingStartIndex(2,-2),this.musicSheet.SourceMeasures[G].LastRepetitionInstructions.splice(0,0,D.RepetitonUnderConstruction.forwardJumpInstruction))}D.RepetitonUnderConstruction.EndingIndexDict.hasOwnProperty(1)||D.RepetitonUnderConstruction.setEndingEndIndex(1,this.currentMeasureIndex),D.RepetitonUnderConstruction.BackwardJumpInstructions.push(B),this.currentMeasure.LastRepetitionInstructions.push(B);break;case RepetitionInstructionEnum.DaCapoAlFine:if(D=this.getOrCreateCurrentRepetition(),D.RepetitonUnderConstruction.BackwardJumpInstructions.length>0&&(this.finalizeRepetition(D),D=this.createNewRepetition(0)),D.RepetitonUnderConstruction.startMarker!==void 0&&D.RepetitonUnderConstruction.StartIndex!==0&&(D=this.createNewRepetition(0)),D.RepetitonUnderConstruction.startMarker=new RepetitionInstruction(0,RepetitionInstructionEnum.None,AlignmentType.Begin,D.RepetitonUnderConstruction),D.RepetitonUnderConstruction.FromWords=!0,B.parentRepetition=D.RepetitonUnderConstruction,!D.FineFound){const G=this.findInstructionInMainListBackwards(RepetitionInstructionEnum.Fine,B.measureIndex);G>=0&&(D.FineFound=!0,D.RepetitonUnderConstruction.forwardJumpInstruction=new RepetitionInstruction(G,RepetitionInstructionEnum.Fine,AlignmentType.Begin,D.RepetitonUnderConstruction),D.RepetitonUnderConstruction.setEndingStartIndex(2,-2),this.musicSheet.SourceMeasures[G].LastRepetitionInstructions.splice(0,0,D.RepetitonUnderConstruction.forwardJumpInstruction))}D.RepetitonUnderConstruction.EndingIndexDict.hasOwnProperty(1)||D.RepetitonUnderConstruction.setEndingEndIndex(1,this.currentMeasureIndex),D.RepetitonUnderConstruction.BackwardJumpInstructions.push(B),this.currentMeasure.LastRepetitionInstructions.push(B);break;case RepetitionInstructionEnum.DalSegnoAlCoda:if(this.openRepetitions.length===0)break;if(D=this.getOrCreateCurrentRepetition2(!0),B.parentRepetition=D.RepetitonUnderConstruction,!D.SegnoFound){const G=this.findInstructionInMainListBackwards(RepetitionInstructionEnum.Segno,B.measureIndex);G>=0&&(D.SegnoFound=!0,D.RepetitonUnderConstruction.startMarker=new RepetitionInstruction(G,RepetitionInstructionEnum.Segno,AlignmentType.Begin,D.RepetitonUnderConstruction),this.musicSheet.SourceMeasures[G].FirstRepetitionInstructions.splice(0,0,D.RepetitonUnderConstruction.startMarker))}if(!D.ToCodaFound){const G=this.findInstructionInMainListBackwards(RepetitionInstructionEnum.ToCoda,B.measureIndex);if(G>=0)D.RepetitonUnderConstruction.forwardJumpInstruction=new RepetitionInstruction(G,RepetitionInstructionEnum.ToCoda,AlignmentType.Begin,D.RepetitonUnderConstruction),this.musicSheet.SourceMeasures[G].LastRepetitionInstructions.splice(0,0,D.RepetitonUnderConstruction.forwardJumpInstruction),D.ToCodaFound=!0;else{const W=this.findInstructionInMainListBackwards(RepetitionInstructionEnum.Coda,B.measureIndex);W>=0&&(D.RepetitonUnderConstruction.forwardJumpInstruction=new RepetitionInstruction(W,RepetitionInstructionEnum.ToCoda,AlignmentType.Begin,D.RepetitonUnderConstruction),this.musicSheet.SourceMeasures[W].LastRepetitionInstructions.splice(0,0,D.RepetitonUnderConstruction.forwardJumpInstruction),D.ToCodaFound=!0)}}D.ToCodaFound&&(D.WaitingForCoda=!0),D.RepetitonUnderConstruction.EndingIndexDict.hasOwnProperty(1)||D.RepetitonUnderConstruction.setEndingEndIndex(1,this.currentMeasureIndex),D.RepetitonUnderConstruction.BackwardJumpInstructions.push(B),this.currentMeasure.LastRepetitionInstructions.push(B);break;case RepetitionInstructionEnum.DaCapoAlCoda:if(D=this.getOrCreateCurrentRepetition(),D.RepetitonUnderConstruction.BackwardJumpInstructions.length>0?(this.finalizeRepetition(D),D=this.createNewRepetition(0)):D.RepetitonUnderConstruction.EndingParts.length===0&&(this.finalizeRepetition(D),D=this.createNewRepetition(0)),D.RepetitonUnderConstruction.startMarker!==void 0&&D.RepetitonUnderConstruction.StartIndex!==0&&(D=this.createNewRepetition(0)),D.RepetitonUnderConstruction.startMarker=new RepetitionInstruction(0,RepetitionInstructionEnum.None,AlignmentType.Begin,D.RepetitonUnderConstruction),D.RepetitonUnderConstruction.FromWords=!0,B.parentRepetition=D.RepetitonUnderConstruction,!D.ToCodaFound){const G=this.findInstructionInMainListBackwards(RepetitionInstructionEnum.ToCoda,B.measureIndex);if(G>=0)D.RepetitonUnderConstruction.forwardJumpInstruction=new RepetitionInstruction(G,RepetitionInstructionEnum.ToCoda,AlignmentType.Begin,D.RepetitonUnderConstruction),this.musicSheet.SourceMeasures[G].LastRepetitionInstructions.splice(0,0,D.RepetitonUnderConstruction.forwardJumpInstruction),D.ToCodaFound=!0;else{const W=this.findInstructionInMainListBackwards(RepetitionInstructionEnum.Coda,B.measureIndex);W>=0&&(D.RepetitonUnderConstruction.forwardJumpInstruction=new RepetitionInstruction(W,RepetitionInstructionEnum.ToCoda,AlignmentType.Begin,D.RepetitonUnderConstruction),this.musicSheet.SourceMeasures[W].LastRepetitionInstructions.splice(0,0,D.RepetitonUnderConstruction.forwardJumpInstruction),D.ToCodaFound=!0)}}D.ToCodaFound&&(D.WaitingForCoda=!0),D.RepetitonUnderConstruction.EndingIndexDict.hasOwnProperty(1)||D.RepetitonUnderConstruction.setEndingEndIndex(1,this.currentMeasureIndex),D.RepetitonUnderConstruction.BackwardJumpInstructions.push(B),this.currentMeasure.LastRepetitionInstructions.push(B);break;case RepetitionInstructionEnum.None:break;default:throw new ArgumentOutOfRangeException("currentRepetitionInstruction")}return!0}findInstructionInMainListBackwards(B,D){for(let R=this.repetitionInstructions.length-1;R>=0;R--){const G=this.repetitionInstructions[R];if(G.measureIndex<=D&&G.type===B)return G.measureIndex}return-1}finalizeRepetition(B){const D=B.RepetitonUnderConstruction;if(D.BackwardJumpInstructions.length>0){let R=!0;const G=this.getLastFinalizedRepetition();if(G!==void 0&&D.coversIdenticalMeasures(G)){if(D.NumberOfEndings>G.NumberOfEndings){const W=this.musicSheet.Repetitions.indexOf(G,0);W>-1&&this.musicSheet.Repetitions.splice(W,1),G.removeFromRepetitionInstructions(),this.musicSheet.Repetitions.push(D)}R=!1,D.removeFromRepetitionInstructions()}else this.musicSheet.Repetitions.push(D);R&&(D.startMarker.type===RepetitionInstructionEnum.None&&this.musicSheet.SourceMeasures[D.StartIndex].FirstRepetitionInstructions.push(D.startMarker),D.UserNumberOfRepetitions=D.DefaultNumberOfRepetitions)}this.openRepetitions.splice(this.openRepetitions.length-1,1)}getCurrentRepetition(B){let D;for(let R=this.openRepetitions.length-1;R>=0;R--)if(this.openRepetitions[R].RepetitonUnderConstruction.FromWords===B){for(D=this.openRepetitions[R];R<this.openRepetitions.length-1;)this.finalizeRepetition(this.openRepetitions.last());return D}return D}getOrCreateCurrentRepetition(){if(this.openRepetitions.length>0)return this.openRepetitions.last();const B=this.createNewRepetition(0);return B.RepetitonUnderConstruction.startMarker=new RepetitionInstruction(0,RepetitionInstructionEnum.None,AlignmentType.Begin,B.RepetitonUnderConstruction),B}getOrCreateCurrentRepetition2(B){let D;if(this.openRepetitions.length&&this.openRepetitions.last().RepetitonUnderConstruction.EndingParts.length<2){for(let G=this.openRepetitions.length-1;G>=0;G--)if(D=this.openRepetitions[G],D.RepetitonUnderConstruction.FromWords===B){for(;G<this.openRepetitions.length-1;)this.finalizeRepetition(this.openRepetitions.last());return D}}return D=this.createNewRepetition(this.lastRepetitionCommonPartStartIndex),D.RepetitonUnderConstruction.startMarker=new RepetitionInstruction(this.lastRepetitionCommonPartStartIndex,RepetitionInstructionEnum.None,AlignmentType.Begin,D.RepetitonUnderConstruction),D.RepetitonUnderConstruction.FromWords=B,D}createNewRepetition(B){if(this.openRepetitions.length>0){const R=this.openRepetitions.last(),G=R.RepetitonUnderConstruction;if(G.BackwardJumpInstructions.length>0){const W=Object.keys(G.EndingIndexDict);(W.length===0||G.EndingIndexDict[W[W.length-1]].part.EndIndex>=0)&&this.finalizeRepetition(R)}}const D=new RepetitionBuildingContainer(this.musicSheet);return this.lastRepetitionCommonPartStartIndex=B,this.openRepetitions.push(D),D}getLastFinalizedRepetition(){if(this.musicSheet.Repetitions.length>0)return this.musicSheet.Repetitions.last()}}class RepetitionBuildingContainer{constructor(B){this.RepetitonUnderConstruction=new Repetition(B)}}class MusicSymbolModuleFactory{static createRepetitionInstructionReader(){return new RepetitionInstructionReader}static createRepetitionCalculator(){return new RepetitionCalculator}}class ReaderPluginManager{constructor(){this.voiceMeasureReadPlugins=[]}addVoiceMeasureReadPlugin(B){this.voiceMeasureReadPlugins.push(B)}processVoiceMeasureReadPlugins(B,D,R){for(const G of this.voiceMeasureReadPlugins)try{G.measureReadCalculations(B,D,R)}catch(W){log$2.info("VoiceGenerator.addSingleNote: ",W)}}}class MusicSheetReader{constructor(B=void 0,D=new EngravingRules){this.completeNumberOfStaves=0,this.pluginManager=new ReaderPluginManager,B?this.afterSheetReadingModules=B:this.afterSheetReadingModules=[],this.repetitionInstructionReader=MusicSymbolModuleFactory.createRepetitionInstructionReader(),this.repetitionCalculator=MusicSymbolModuleFactory.createRepetitionCalculator(),this.rules=D}get PluginManager(){return this.pluginManager}get CompleteNumberOfStaves(){return this.completeNumberOfStaves}static doCalculationsAfterDurationHasBeenSet(B){for(const D of B)D.doCalculationsAfterDurationHasBeenSet()}createMusicSheet(B,D){try{return this._createMusicSheet(B,D)}catch(R){log$2.error("MusicSheetReader.CreateMusicSheet",R);return}}_removeFromArray(B,D){const R=B.indexOf(D);R!==-1&&B.splice(R,1)}trimString(B){return B.replace(/^\s+|\s+$/g,"")}_lastElement(B){return B[B.length-1]}_createMusicSheet(B,D){var K;const R=[];let G=0;if(this.musicSheet=new MusicSheet$1,this.musicSheet.Path=D,this.musicSheet.Rules=this.rules,!B)throw new MusicSheetReadingException("Undefined root element");this.pushSheetLabels(B,D);const W=B.element("part-list");if(!W)throw new MusicSheetReadingException("Undefined partListNode");const q=B.elements("part"),Z=W.elements();this.initializeReading(Z,q,R);let Y=!0;this.currentFraction=new Fraction$1(0,1);let U=!1,J=B.element("identification");for(J&&(J=J.element("encoding")),J&&(J=J.element("software")),J!==void 0&&J.value==="Guitar Pro 5"&&(U=!0);Y;){this.currentMeasure!==void 0&&this.currentMeasure.HasEndLine&&this.rules.NewPartAndSystemAfterFinalBarline&&(G=0),this.currentMeasure=new SourceMeasure(this.completeNumberOfStaves,this.musicSheet.Rules);for(const Q of R)try{Y=Y&&Q.readNextXmlMeasure(this.currentMeasure,this.currentFraction,U)}catch(te){const re=ITextTranslation.translateText("ReaderErrorMessages/InstrumentError","Error while reading instruments.");throw new MusicSheetReadingException(re,te)}Y&&(this.musicSheet.addMeasure(this.currentMeasure),this.checkIfRhythmInstructionsAreSetAndEqual(R),this.checkSourceMeasureForNullEntries(),G=this.setSourceMeasureDuration(R,G),MusicSheetReader.doCalculationsAfterDurationHasBeenSet(R),this.currentMeasure.AbsoluteTimestamp=this.currentFraction.clone(),this.musicSheet.SheetErrors.finalizeMeasure(this.currentMeasure.MeasureNumber),this.currentFraction.Add(this.currentMeasure.Duration),this.previousMeasure=this.currentMeasure,this.musicSheet.SoundTempos=(K=R[0])==null?void 0:K.SoundTempos)}this.repetitionInstructionReader&&(this.repetitionInstructionReader.removeRedundantInstructions(),this.repetitionCalculator&&this.repetitionCalculator.calculateRepetitions(this.musicSheet,this.repetitionInstructionReader.repetitionInstructions)),this.musicSheet.DefaultStartTempoInBpm===0&&(this.musicSheet.DefaultStartTempoInBpm=100),this.musicSheet.checkForInstrumentWithNoVoice(),this.musicSheet.fillStaffList();for(let Q=0,te=this.afterSheetReadingModules.length;Q<te;++Q)this.afterSheetReadingModules[Q].calculate(this.musicSheet);return this.musicSheet.userStartTempoInBPM=this.musicSheet.userStartTempoInBPM||this.musicSheet.DefaultStartTempoInBpm,this.musicSheet.InitializeStartTempoInBPM(this.musicSheet.userStartTempoInBPM),this.musicSheet.MusicPartManager.init(),this.musicSheet}initializeReading(B,D,R){const G=this.createInstrumentGroups(B);this.completeNumberOfStaves=this.getCompleteNumberOfStavesFromXml(D),D.length!==0&&(this.repetitionInstructionReader.MusicSheet=this.musicSheet,this.currentFraction=new Fraction$1(0,1),this.currentMeasure=void 0,this.previousMeasure=void 0);let W=0;for(const q of D){const Z=q.attribute("id");if(Z){const Y=G[Z.value],U=q.elements("measure");let J=1;try{J=this.getInstrumentNumberOfStavesFromXml(q)}catch{const Q=ITextTranslation.translateText("ReaderErrorMessages/InstrumentStavesNumberError","Invalid number of staves at instrument: ");this.musicSheet.SheetErrors.push(Q+Y.Name);continue}Y.createStaves(J),R.push(new InstrumentReader(this.pluginManager,this.repetitionInstructionReader,U,Y)),this.repetitionInstructionReader&&(this.repetitionInstructionReader.xmlMeasureList[W]=U),W++}}}checkIfRhythmInstructionsAreSetAndEqual(B){const D=[];for(let W=0;W<this.completeNumberOfStaves;W++)if(this.currentMeasure.FirstInstructionsStaffEntries[W]){const q=this.currentMeasure.FirstInstructionsStaffEntries[W].Instructions[this.currentMeasure.FirstInstructionsStaffEntries[W].Instructions.length-1];q instanceof RhythmInstruction&&D.push(q)}let R=0,G=-1;for(let W=0,q=D.length;W<q;++W){const Z=D[W];if(Z.Rhythm.RealValue>R){if(this.areRhythmInstructionsMixed(D)&&Z.SymbolEnum!==RhythmSymbolEnum.NONE)continue;R=Z.Rhythm.RealValue,G=D.indexOf(Z)}}if(D.length>0&&D.length<this.completeNumberOfStaves){const W=D[G].clone();for(let q=0;q<this.completeNumberOfStaves;q++)this.currentMeasure.FirstInstructionsStaffEntries[q]!==void 0&&!(this._lastElement(this.currentMeasure.FirstInstructionsStaffEntries[q].Instructions)instanceof RhythmInstruction)&&(this.currentMeasure.FirstInstructionsStaffEntries[q].removeAllInstructionsOfTypeRhythmInstruction(),this.currentMeasure.FirstInstructionsStaffEntries[q].Instructions.push(W.clone())),this.currentMeasure.FirstInstructionsStaffEntries[q]||(this.currentMeasure.FirstInstructionsStaffEntries[q]=new SourceStaffEntry(void 0,void 0),this.currentMeasure.FirstInstructionsStaffEntries[q].Instructions.push(W.clone()));for(let q=0,Z=B.length;q<Z;++q){const Y=B[q];Y.ActiveRhythm=W}}if(D.length===0&&this.currentMeasure===this.musicSheet.SourceMeasures[0]){const W=new RhythmInstruction(new Fraction$1(4,4,0,!1),RhythmSymbolEnum.NONE);for(let q=0;q<this.completeNumberOfStaves;q++)this.currentMeasure.FirstInstructionsStaffEntries[q]?this.currentMeasure.FirstInstructionsStaffEntries[q].removeAllInstructionsOfTypeRhythmInstruction():this.currentMeasure.FirstInstructionsStaffEntries[q]=new SourceStaffEntry(void 0,void 0),this.currentMeasure.FirstInstructionsStaffEntries[q].Instructions.push(W);for(let q=0,Z=B.length;q<Z;++q){const Y=B[q];Y.ActiveRhythm=W}}for(let W=0,q=D.length;W<q;++W){const Z=D[W];if(Z.Rhythm.RealValue<R&&this._lastElement(this.currentMeasure.FirstInstructionsStaffEntries[D.indexOf(Z)].Instructions)instanceof RhythmInstruction){const Y=this.currentMeasure.FirstInstructionsStaffEntries[D.indexOf(Z)].Instructions;Y[Y.length-1]=D[G].clone()}Math.abs(Z.Rhythm.RealValue-R)<1e-6&&Z.SymbolEnum!==RhythmSymbolEnum.NONE&&this.areRhythmInstructionsMixed(D)&&(Z.SymbolEnum=RhythmSymbolEnum.NONE)}}areRhythmInstructionsMixed(B){for(let D=1;D<B.length;D++)if(Math.abs(B[D].Rhythm.RealValue-B[0].Rhythm.RealValue)<1e-6&&B[D].SymbolEnum!==B[0].SymbolEnum)return!0;return!1}setSourceMeasureDuration(B,D){let R=new Fraction$1(0,1);const G=[];for(const Z of B){G.push(Z.MaxTieNoteFraction);const Y=Z.ActiveRhythm.Rhythm;R.lt(Y)&&(R=new Fraction$1(Y.Numerator,Y.Denominator,0,!1))}const W=this.currentMeasure.calculateInstrumentsDuration(this.musicSheet,G);let q=new Fraction$1(0,1);for(const Z of W)q.lt(Z)&&(q=Z);Fraction$1.Equal(q,R)?this.checkFractionsForEquivalence(q,R):q.lt(R)&&(q=this.currentMeasure.reverseCheck(this.musicSheet,q),this.checkFractionsForEquivalence(q,R)),this.currentMeasure.ImplicitMeasure=this.checkIfMeasureIsImplicit(q,R),this.currentMeasure.ImplicitMeasure||D++,this.currentMeasure.Duration=q,this.currentMeasure.ActiveTimeSignature=R,this.currentMeasure.MeasureNumber=D;for(let Z=0;Z<W.length;Z++){const Y=W[Z];if(this.currentMeasure.ImplicitMeasure&&Y!==q||!Fraction$1.Equal(Y,R)&&!this.allInstrumentsHaveSameDuration(W,q)){const U=this.musicSheet.getGlobalStaffIndexOfFirstStaff(this.musicSheet.Instruments[Z]);for(let J=0;J<this.musicSheet.Instruments[Z].Staves.length;J++)if(!this.graphicalMeasureIsEmpty(U+J)){this.currentMeasure.setErrorInGraphicalMeasure(U+J,!0);const K=ITextTranslation.translateText("ReaderErrorMessages/MissingNotesError","Given Notes don't correspond to measure duration.");this.musicSheet.SheetErrors.pushMeasureError(K)}}}return D}checkFractionsForEquivalence(B,D){if(D.Denominator>B.Denominator){const R=D.Denominator/B.Denominator;B.expand(R)}}checkIfMeasureIsImplicit(B,D){return!this.previousMeasure&&B.lt(D)?!0:this.previousMeasure?Fraction$1.plus(this.previousMeasure.Duration,B).Equals(D):!1}allInstrumentsHaveSameDuration(B,D){let R=0;for(let G=0,W=B.length;G<W;++G)B[G].Equals(D)&&R++;return R===B.length&&D!==new Fraction$1(0,1)}graphicalMeasureIsEmpty(B){let D=0;for(let R=0;R<this.currentMeasure.VerticalSourceStaffEntryContainers.length;R++)this.currentMeasure.VerticalSourceStaffEntryContainers[R].StaffEntries[B]||D++;return D===this.currentMeasure.VerticalSourceStaffEntryContainers.length}checkSourceMeasureForNullEntries(){for(let B=this.currentMeasure.VerticalSourceStaffEntryContainers.length-1;B>=0;B--)for(let D=this.currentMeasure.VerticalSourceStaffEntryContainers[B].StaffEntries.length-1;D>=0;D--){const R=this.currentMeasure.VerticalSourceStaffEntryContainers[B].StaffEntries[D];if(R)for(let G=R.VoiceEntries.length-1;G>=0;G--){const W=R.VoiceEntries[G];W.Notes.length===0&&(this._removeFromArray(W.ParentVoice.VoiceEntries,W),this._removeFromArray(R.VoiceEntries,W))}R!==void 0&&R.VoiceEntries.length===0&&(this.currentMeasure.VerticalSourceStaffEntryContainers[B].StaffEntries[D]=void 0)}for(let B=this.currentMeasure.VerticalSourceStaffEntryContainers.length-1;B>=0;B--){let D=0;for(let R=0,G=this.currentMeasure.VerticalSourceStaffEntryContainers[B].StaffEntries.length;R<G;++R)this.currentMeasure.VerticalSourceStaffEntryContainers[B].StaffEntries[R]||D++;D===this.currentMeasure.VerticalSourceStaffEntryContainers[B].StaffEntries.length&&this._removeFromArray(this.currentMeasure.VerticalSourceStaffEntryContainers,this.currentMeasure.VerticalSourceStaffEntryContainers[B])}}pushSheetLabels(B,D){this.readComposer(B),this.readTitle(B);try{(!this.musicSheet.Title||!this.musicSheet.Composer)&&this.readTitleAndComposerFromCredits(B)}catch(R){log$2.info("MusicSheetReader.pushSheetLabels","readTitleAndComposerFromCredits",R)}try{if(!this.musicSheet.Title){const R=Math.max(0,D.lastIndexOf("/"),D.lastIndexOf("\\")),W=D.substr(R).split(".",1);this.musicSheet.Title=new Label(W[0])}}catch(R){log$2.info("MusicSheetReader.pushSheetLabels","read title from file name",R)}}presentAttrsWithValue(B,D){for(const R of B.attributes())if(R.value===D)return!0;return!1}readComposer(B){const D=B.element("identification");if(D){const R=D.elements("creator");for(let G=0,W=R.length;G<W;++G){const q=R[G];if(q.hasAttributes){if(this.presentAttrsWithValue(q,"composer")){this.musicSheet.Composer=new Label(this.trimString(q.value));continue}(this.presentAttrsWithValue(q,"lyricist")||this.presentAttrsWithValue(q,"poet"))&&(this.musicSheet.Lyricist=new Label(this.trimString(q.value)))}}}}readTitleAndComposerFromCredits(B){var U,J;const D=this.computeSystemYCoordinates(B);if(D===0)return;let R=1,G,W=0,q,Z;const Y=B.elements("credit");for(let K=0,Q=Y.length;K<Q;++K){const te=Y[K];if(!te.attribute("page"))return;if(te.attribute("page").value==="1"){let re;if(te){if(re=te.element("credit-words"),!re.attribute("justify"))break;const se=(U=re.attribute("justify"))==null?void 0:U.value,ie=(J=re.attribute("default-y"))==null?void 0:J.value,ae=ie!=null,le=ae?parseFloat(ie):Number.MIN_VALUE;if(ae&&le>D){if(!this.musicSheet.Title){const ue=re.attribute("font-size").value,ce=parseFloat(ue);R<ce&&(R=ce,G=re.value)}if(this.musicSheet.Subtitle||se!=="right"&&se!=="left"&&W<le&&(W=le,Z&&(q=Z),Z=re.value),!(this.musicSheet.Composer!==void 0&&this.musicSheet.Lyricist))switch(se){case"right":this.musicSheet.Composer=new Label(this.trimString(re.value));break;case"left":this.musicSheet.Lyricist=new Label(this.trimString(re.value));break}}}}}!this.musicSheet.Title&&G&&(this.musicSheet.Title=new Label(this.trimString(G))),!this.musicSheet.Subtitle&&q&&(this.musicSheet.Subtitle=new Label(this.trimString(q)))}computeSystemYCoordinates(B){if(!B.element("defaults"))return 0;let D=0,R=0;try{const q=B.element("defaults").element("page-layout").element("page-height").value;D=parseFloat(q)}catch{return log$2.info("MusicSheetReader.computeSystemYCoordinates(): couldn't find page height, not reading title/composer."),0}let G=!1;const W=B.elements("part");for(let q=0,Z=W.length;q<Z;++q){const Y=W[q].elements("measure");for(let U=0,J=Y.length;U<J;++U){const K=Y[U];if(K.element("print")){const Q=K.element("print").elements("system-layout");for(let te=0,re=Q.length;te<re;++te){const se=Q[te];if(se.element("top-system-distance")){const ie=se.element("top-system-distance").value;R=parseFloat(ie),G=!0;break}}break}}if(G)break}if(B.element("defaults").element("system-layout")&&B.element("defaults").element("system-layout").element("top-system-distance")){const Z=B.element("defaults").element("system-layout").element("top-system-distance").value;R=parseFloat(Z)}return R===0?0:D-R}readTitle(B){const D=B.element("work");let R;D&&(R=D.element("work-title"),R&&R.value&&(this.musicSheet.Title=new Label(this.trimString(R.value))));const G=B.element("movement-title");let W="";if(G&&(this.musicSheet.Title?W=this.trimString(G.value):this.musicSheet.Title=new Label(this.trimString(G.value))),D){const q=D.element("work-number");if(q){const Z=q.value;Z&&(W===""?W=Z:W=W+", "+Z)}}W&&(this.musicSheet.Subtitle=new Label(W))}createInstrumentGroups(B){let D=0;const R={};let G;try{const W=B;for(let q=0,Z=W.length;q<Z;++q){const Y=W[q];if(Y.name==="score-part"){const U=Y.attribute("id").value,J=new Instrument(D,U,this.musicSheet,G);D++;const K=Y.elements();for(let Q=0,te=K.length;Q<te;++Q){const re=K[Q];try{if(re.name==="part-name")J.Name=re.value,re.attribute("print-object")&&re.attribute("print-object").value==="no"&&(J.NameLabel.print=!1);else if(re.name==="part-abbreviation")J.PartAbbreviation=re.value;else if(re.name==="score-instrument"){const se=new SubInstrument(J);se.idString=re.firstAttribute.value,J.SubInstruments.push(se);const ie=re.element("instrument-name");ie&&(se.name=ie.value,se.setMidiInstrument(ie.value))}else if(re.name==="midi-instrument"){let se=J.getSubInstrument(re.firstAttribute.value);for(let ae=0,le=J.SubInstruments.length;ae<le;++ae){const ue=J.SubInstruments[ae];if(ue.idString===re.value){se=ue;break}}const ie=re.elements();for(let ae=0,le=ie.length;ae<le;++ae){const ue=ie[ae];try{if(ue.name==="midi-channel")parseInt(ue.value,10)===10&&(J.MidiInstrumentId=MidiInstrument.Percussion);else if(ue.name==="midi-program")J.SubInstruments.length>0&&J.MidiInstrumentId!==MidiInstrument.Percussion&&(se.midiInstrumentID=Math.max(0,parseInt(ue.value,10)-1));else if(ue.name==="midi-unpitched")se.fixedKey=Math.max(0,parseInt(ue.value,10));else if(ue.name==="volume")try{const ce=parseFloat(ue.value);se.volume=ce/127}catch(ce){log$2.debug("ExpressionReader.readExpressionParameters","read volume",ce)}else if(ue.name==="pan")try{const ce=parseFloat(ue.value);se.pan=ce/64}catch(ce){log$2.debug("ExpressionReader.readExpressionParameters","read pan",ce)}}catch(ce){log$2.info("MusicSheetReader.createInstrumentGroups midi settings: ",ce)}}}}catch(se){log$2.info("MusicSheetReader.createInstrumentGroups: ",se)}}if(J.SubInstruments.length===0){const Q=new SubInstrument(J);J.SubInstruments.push(Q)}R[U]=J,G?(G.InstrumentalGroups.push(J),this.musicSheet.Instruments.push(J)):(this.musicSheet.InstrumentalGroups.push(J),this.musicSheet.Instruments.push(J))}else if(Y.name==="part-group"&&Y.attribute("type").value==="start"){const U=new InstrumentalGroup("group",this.musicSheet,G);G?G.InstrumentalGroups.push(U):this.musicSheet.InstrumentalGroups.push(U),G=U}else if(Y.name==="part-group"&&Y.attribute("type").value==="stop"&&G){if(G.InstrumentalGroups.length===1){const U=G.InstrumentalGroups[0];G.Parent?(G.Parent.InstrumentalGroups.push(U),this._removeFromArray(G.Parent.InstrumentalGroups,G)):(this.musicSheet.InstrumentalGroups.push(U),this._removeFromArray(this.musicSheet.InstrumentalGroups,G))}G=G.Parent}}}catch(W){const q=ITextTranslation.translateText("ReaderErrorMessages/InstrumentError","Error while reading Instruments");throw new MusicSheetReadingException(q,W)}for(let W=0,q=this.musicSheet.Instruments.length;W<q;++W){const Z=this.musicSheet.Instruments[W];Z.Name||(Z.Name="Instr. "+Z.IdString)}return R}getCompleteNumberOfStavesFromXml(B){let D=0;for(const R of B){const G=R.elements("measure");if(G.length>0){const W=G[0];if(W){let q=W.element("attributes");q&&(q=q.element("staves")),q?D+=parseInt(q.value,10):D++}}}if(isNaN(D)||D<=0){const R=ITextTranslation.translateText("ReaderErrorMessages/StaffError","Invalid number of staves.");throw new MusicSheetReadingException(R)}return D}getInstrumentNumberOfStavesFromXml(B){let D=0;const R=B.element("measure");if(R){const G=R.element("attributes");let W;G&&(W=G.element("staves")),!G||!W?D=1:D=parseInt(W.value,10)}if(isNaN(D)||D<=0){const G=ITextTranslation.translateText("ReaderErrorMessages/StaffError","Invalid number of Staves.");throw new MusicSheetReadingException(G)}return D}}var jszip_min={exports:{}};/*!

JSZip v3.7.1 - A JavaScript class for generating and reading zip files
<http://stuartk.com/jszip>

(c) 2009-2016 Stuart Knightley <stuart [at] stuartk.com>
Dual licenced under the MIT license or GPLv3. See https://raw.github.com/Stuk/jszip/master/LICENSE.markdown.

JSZip uses the library pako released under the MIT license :
https://github.com/nodeca/pako/blob/master/LICENSE
*/(function(F,B){(function(D){F.exports=D()})(function(){return function D(R,G,W){function q(U,J){if(!G[U]){if(!R[U]){var K=typeof commonjsRequire$1=="function"&&commonjsRequire$1;if(!J&&K)return K(U,!0);if(Z)return Z(U,!0);var Q=new Error("Cannot find module '"+U+"'");throw Q.code="MODULE_NOT_FOUND",Q}var te=G[U]={exports:{}};R[U][0].call(te.exports,function(re){var se=R[U][1][re];return q(se||re)},te,te.exports,D,R,G,W)}return G[U].exports}for(var Z=typeof commonjsRequire$1=="function"&&commonjsRequire$1,Y=0;Y<W.length;Y++)q(W[Y]);return q}({1:[function(D,R,G){var W=D("./utils"),q=D("./support"),Z="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=";G.encode=function(Y){for(var U,J,K,Q,te,re,se,ie=[],ae=0,le=Y.length,ue=le,ce=W.getTypeOf(Y)!=="string";ae<Y.length;)ue=le-ae,K=ce?(U=Y[ae++],J=ae<le?Y[ae++]:0,ae<le?Y[ae++]:0):(U=Y.charCodeAt(ae++),J=ae<le?Y.charCodeAt(ae++):0,ae<le?Y.charCodeAt(ae++):0),Q=U>>2,te=(3&U)<<4|J>>4,re=1<ue?(15&J)<<2|K>>6:64,se=2<ue?63&K:64,ie.push(Z.charAt(Q)+Z.charAt(te)+Z.charAt(re)+Z.charAt(se));return ie.join("")},G.decode=function(Y){var U,J,K,Q,te,re,se=0,ie=0,ae="data:";if(Y.substr(0,ae.length)===ae)throw new Error("Invalid base64 input, it looks like a data url.");var le,ue=3*(Y=Y.replace(/[^A-Za-z0-9\+\/\=]/g,"")).length/4;if(Y.charAt(Y.length-1)===Z.charAt(64)&&ue--,Y.charAt(Y.length-2)===Z.charAt(64)&&ue--,ue%1!=0)throw new Error("Invalid base64 input, bad content length.");for(le=q.uint8array?new Uint8Array(0|ue):new Array(0|ue);se<Y.length;)U=Z.indexOf(Y.charAt(se++))<<2|(Q=Z.indexOf(Y.charAt(se++)))>>4,J=(15&Q)<<4|(te=Z.indexOf(Y.charAt(se++)))>>2,K=(3&te)<<6|(re=Z.indexOf(Y.charAt(se++))),le[ie++]=U,te!==64&&(le[ie++]=J),re!==64&&(le[ie++]=K);return le}},{"./support":30,"./utils":32}],2:[function(D,R,G){var W=D("./external"),q=D("./stream/DataWorker"),Z=D("./stream/Crc32Probe"),Y=D("./stream/DataLengthProbe");function U(J,K,Q,te,re){this.compressedSize=J,this.uncompressedSize=K,this.crc32=Q,this.compression=te,this.compressedContent=re}U.prototype={getContentWorker:function(){var J=new q(W.Promise.resolve(this.compressedContent)).pipe(this.compression.uncompressWorker()).pipe(new Y("data_length")),K=this;return J.on("end",function(){if(this.streamInfo.data_length!==K.uncompressedSize)throw new Error("Bug : uncompressed data size mismatch")}),J},getCompressedWorker:function(){return new q(W.Promise.resolve(this.compressedContent)).withStreamInfo("compressedSize",this.compressedSize).withStreamInfo("uncompressedSize",this.uncompressedSize).withStreamInfo("crc32",this.crc32).withStreamInfo("compression",this.compression)}},U.createWorkerFrom=function(J,K,Q){return J.pipe(new Z).pipe(new Y("uncompressedSize")).pipe(K.compressWorker(Q)).pipe(new Y("compressedSize")).withStreamInfo("compression",K)},R.exports=U},{"./external":6,"./stream/Crc32Probe":25,"./stream/DataLengthProbe":26,"./stream/DataWorker":27}],3:[function(D,R,G){var W=D("./stream/GenericWorker");G.STORE={magic:"\0\0",compressWorker:function(q){return new W("STORE compression")},uncompressWorker:function(){return new W("STORE decompression")}},G.DEFLATE=D("./flate")},{"./flate":7,"./stream/GenericWorker":28}],4:[function(D,R,G){var W=D("./utils"),q=function(){for(var Z,Y=[],U=0;U<256;U++){Z=U;for(var J=0;J<8;J++)Z=1&Z?3988292384^Z>>>1:Z>>>1;Y[U]=Z}return Y}();R.exports=function(Z,Y){return Z!==void 0&&Z.length?W.getTypeOf(Z)!=="string"?function(U,J,K,Q){var te=q,re=Q+K;U^=-1;for(var se=Q;se<re;se++)U=U>>>8^te[255&(U^J[se])];return-1^U}(0|Y,Z,Z.length,0):function(U,J,K,Q){var te=q,re=Q+K;U^=-1;for(var se=Q;se<re;se++)U=U>>>8^te[255&(U^J.charCodeAt(se))];return-1^U}(0|Y,Z,Z.length,0):0}},{"./utils":32}],5:[function(D,R,G){G.base64=!1,G.binary=!1,G.dir=!1,G.createFolders=!0,G.date=null,G.compression=null,G.compressionOptions=null,G.comment=null,G.unixPermissions=null,G.dosPermissions=null},{}],6:[function(D,R,G){var W=null;W=typeof Promise!="undefined"?Promise:D("lie"),R.exports={Promise:W}},{lie:37}],7:[function(D,R,G){var W=typeof Uint8Array!="undefined"&&typeof Uint16Array!="undefined"&&typeof Uint32Array!="undefined",q=D("pako"),Z=D("./utils"),Y=D("./stream/GenericWorker"),U=W?"uint8array":"array";function J(K,Q){Y.call(this,"FlateWorker/"+K),this._pako=null,this._pakoAction=K,this._pakoOptions=Q,this.meta={}}G.magic="\b\0",Z.inherits(J,Y),J.prototype.processChunk=function(K){this.meta=K.meta,this._pako===null&&this._createPako(),this._pako.push(Z.transformTo(U,K.data),!1)},J.prototype.flush=function(){Y.prototype.flush.call(this),this._pako===null&&this._createPako(),this._pako.push([],!0)},J.prototype.cleanUp=function(){Y.prototype.cleanUp.call(this),this._pako=null},J.prototype._createPako=function(){this._pako=new q[this._pakoAction]({raw:!0,level:this._pakoOptions.level||-1});var K=this;this._pako.onData=function(Q){K.push({data:Q,meta:K.meta})}},G.compressWorker=function(K){return new J("Deflate",K)},G.uncompressWorker=function(){return new J("Inflate",{})}},{"./stream/GenericWorker":28,"./utils":32,pako:38}],8:[function(D,R,G){function W(te,re){var se,ie="";for(se=0;se<re;se++)ie+=String.fromCharCode(255&te),te>>>=8;return ie}function q(te,re,se,ie,ae,le){var ue,ce,de=te.file,ve=te.compression,he=le!==U.utf8encode,me=Z.transformTo("string",le(de.name)),be=Z.transformTo("string",U.utf8encode(de.name)),xe=de.comment,Ae=Z.transformTo("string",le(xe)),Pe=Z.transformTo("string",U.utf8encode(xe)),ze=be.length!==de.name.length,ge=Pe.length!==xe.length,Te="",Xe="",Se="",we=de.dir,Me=de.date,Ne={crc32:0,compressedSize:0,uncompressedSize:0};re&&!se||(Ne.crc32=te.crc32,Ne.compressedSize=te.compressedSize,Ne.uncompressedSize=te.uncompressedSize);var Be=0;re&&(Be|=8),he||!ze&&!ge||(Be|=2048);var Le=0,ke=0;we&&(Le|=16),ae==="UNIX"?(ke=798,Le|=function(Ie,Ye){var tt=Ie;return Ie||(tt=Ye?16893:33204),(65535&tt)<<16}(de.unixPermissions,we)):(ke=20,Le|=function(Ie){return 63&(Ie||0)}(de.dosPermissions)),ue=Me.getUTCHours(),ue<<=6,ue|=Me.getUTCMinutes(),ue<<=5,ue|=Me.getUTCSeconds()/2,ce=Me.getUTCFullYear()-1980,ce<<=4,ce|=Me.getUTCMonth()+1,ce<<=5,ce|=Me.getUTCDate(),ze&&(Xe=W(1,1)+W(J(me),4)+be,Te+="up"+W(Xe.length,2)+Xe),ge&&(Se=W(1,1)+W(J(Ae),4)+Pe,Te+="uc"+W(Se.length,2)+Se);var Re="";return Re+=`
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re=te.meta.percent||0,se=this.entriesCount,ie=this._sources.length;this.accumulate?this.contentBuffer.push(te):(this.bytesWritten+=te.data.length,Y.prototype.push.call(this,{data:te.data,meta:{currentFile:this.currentFile,percent:se?(re+100*(se-ie-1))/se:100}}))},Q.prototype.openedSource=function(te){this.currentSourceOffset=this.bytesWritten,this.currentFile=te.file.name;var re=this.streamFiles&&!te.file.dir;if(re){var se=q(te,re,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:se.fileRecord,meta:{percent:0}})}else this.accumulate=!0},Q.prototype.closedSource=function(te){this.accumulate=!1;var re=this.streamFiles&&!te.file.dir,se=q(te,re,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(se.dirRecord),re)this.push({data:function(ie){return K.DATA_DESCRIPTOR+W(ie.crc32,4)+W(ie.compressedSize,4)+W(ie.uncompressedSize,4)}(te),meta:{percent:100}});else for(this.push({data:se.fileRecord,meta:{percent:0}});this.contentBuffer.length;)this.push(this.contentBuffer.shift());this.currentFile=null},Q.prototype.flush=function(){for(var te=this.bytesWritten,re=0;re<this.dirRecords.length;re++)this.push({data:this.dirRecords[re],meta:{percent:100}});var se=this.bytesWritten-te,ie=function(ae,le,ue,ce,de){var ve=Z.transformTo("string",de(ce));return K.CENTRAL_DIRECTORY_END+"\0\0\0\0"+W(ae,2)+W(ae,2)+W(le,4)+W(ue,4)+W(ve.length,2)+ve}(this.dirRecords.length,se,te,this.zipComment,this.encodeFileName);this.push({data:ie,meta:{percent:100}})},Q.prototype.prepareNextSource=function(){this.previous=this._sources.shift(),this.openedSource(this.previous.streamInfo),this.isPaused?this.previous.pause():this.previous.resume()},Q.prototype.registerPrevious=function(te){this._sources.push(te);var re=this;return te.on("data",function(se){re.processChunk(se)}),te.on("end",function(){re.closedSource(re.previous.streamInfo),re._sources.length?re.prepareNextSource():re.end()}),te.on("error",function(se){re.error(se)}),this},Q.prototype.resume=function(){return!!Y.prototype.resume.call(this)&&(!this.previous&&this._sources.length?(this.prepareNextSource(),!0):this.previous||this._sources.length||this.generatedError?void 0:(this.end(),!0))},Q.prototype.error=function(te){var re=this._sources;if(!Y.prototype.error.call(this,te))return!1;for(var se=0;se<re.length;se++)try{re[se].error(te)}catch{}return!0},Q.prototype.lock=function(){Y.prototype.lock.call(this);for(var te=this._sources,re=0;re<te.length;re++)te[re].lock()},R.exports=Q},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(D,R,G){var W=D("../compressions"),q=D("./ZipFileWorker");G.generateWorker=function(Z,Y,U){var J=new q(Y.streamFiles,U,Y.platform,Y.encodeFileName),K=0;try{Z.forEach(function(Q,te){K++;var re=function(le,ue){var ce=le||ue,de=W[ce];if(!de)throw new Error(ce+" is not a valid compression method !");return de}(te.options.compression,Y.compression),se=te.options.compressionOptions||Y.compressionOptions||{},ie=te.dir,ae=te.date;te._compressWorker(re,se).withStreamInfo("file",{name:Q,dir:ie,date:ae,comment:te.comment||"",unixPermissions:te.unixPermissions,dosPermissions:te.dosPermissions}).pipe(J)}),J.entriesCount=K}catch(Q){J.error(Q)}return J}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(D,R,G){function W(){if(!(this instanceof W))return new W;if(arguments.length)throw new Error("The constructor with parameters has been removed in JSZip 3.0, please check the upgrade guide.");this.files=Object.create(null),this.comment=null,this.root="",this.clone=function(){var q=new W;for(var Z in this)typeof this[Z]!="function"&&(q[Z]=this[Z]);return q}}(W.prototype=D("./object")).loadAsync=D("./load"),W.support=D("./support"),W.defaults=D("./defaults"),W.version="3.7.1",W.loadAsync=function(q,Z){return new W().loadAsync(q,Z)},W.external=D("./external"),R.exports=W},{"./defaults":5,"./external":6,"./load":11,"./object":15,"./support":30}],11:[function(D,R,G){var W=D("./utils"),q=D("./external"),Z=D("./utf8"),Y=D("./zipEntries"),U=D("./stream/Crc32Probe"),J=D("./nodejsUtils");function K(Q){return new q.Promise(function(te,re){var se=Q.decompressed.getContentWorker().pipe(new U);se.on("error",function(ie){re(ie)}).on("end",function(){se.streamInfo.crc32!==Q.decompressed.crc32?re(new Error("Corrupted zip : CRC32 mismatch")):te()}).resume()})}R.exports=function(Q,te){var re=this;return te=W.extend(te||{},{base64:!1,checkCRC32:!1,optimizedBinaryString:!1,createFolders:!1,decodeFileName:Z.utf8decode}),J.isNode&&J.isStream(Q)?q.Promise.reject(new Error("JSZip can't accept a stream when loading a zip file.")):W.prepareContent("the loaded 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K(this,{objectMode:this._outputType!=="nodebuffer"},re)}},R.exports=te},{"../base64":1,"../external":6,"../nodejs/NodejsStreamOutputAdapter":13,"../support":30,"../utils":32,"./ConvertWorker":24,"./GenericWorker":28}],30:[function(D,R,G){if(G.base64=!0,G.array=!0,G.string=!0,G.arraybuffer=typeof ArrayBuffer!="undefined"&&typeof Uint8Array!="undefined",G.nodebuffer=typeof Buffer!="undefined",G.uint8array=typeof Uint8Array!="undefined",typeof ArrayBuffer=="undefined")G.blob=!1;else{var W=new ArrayBuffer(0);try{G.blob=new Blob([W],{type:"application/zip"}).size===0}catch{try{var q=new(self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder);q.append(W),G.blob=q.getBlob("application/zip").size===0}catch{G.blob=!1}}}try{G.nodestream=!!D("readable-stream").Readable}catch{G.nodestream=!1}},{"readable-stream":16}],31:[function(D,R,G){for(var W=D("./utils"),q=D("./support"),Z=D("./nodejsUtils"),Y=D("./stream/GenericWorker"),U=new 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q.nodebuffer?W.transformTo("nodebuffer",te).toString("utf-8"):function(re){var se,ie,ae,le,ue=re.length,ce=new Array(2*ue);for(se=ie=0;se<ue;)if((ae=re[se++])<128)ce[ie++]=ae;else if(4<(le=U[ae]))ce[ie++]=65533,se+=le-1;else{for(ae&=le===2?31:le===3?15:7;1<le&&se<ue;)ae=ae<<6|63&re[se++],le--;1<le?ce[ie++]=65533:ae<65536?ce[ie++]=ae:(ae-=65536,ce[ie++]=55296|ae>>10&1023,ce[ie++]=56320|1023&ae)}return ce.length!==ie&&(ce.subarray?ce=ce.subarray(0,ie):ce.length=ie),W.applyFromCharCode(ce)}(te=W.transformTo(q.uint8array?"uint8array":"array",te))},W.inherits(K,Y),K.prototype.processChunk=function(te){var re=W.transformTo(q.uint8array?"uint8array":"array",te.data);if(this.leftOver&&this.leftOver.length){if(q.uint8array){var se=re;(re=new Uint8Array(se.length+this.leftOver.length)).set(this.leftOver,0),re.set(se,this.leftOver.length)}else re=this.leftOver.concat(re);this.leftOver=null}var ie=function(le,ue){var ce;for((ue=ue||le.length)>le.length&&(ue=le.length),ce=ue-1;0<=ce&&(192&le[ce])==128;)ce--;return ce<0||ce===0?ue:ce+U[le[ce]]>ue?ce:ue}(re),ae=re;ie!==re.length&&(q.uint8array?(ae=re.subarray(0,ie),this.leftOver=re.subarray(ie,re.length)):(ae=re.slice(0,ie),this.leftOver=re.slice(ie,re.length))),this.push({data:G.utf8decode(ae),meta:te.meta})},K.prototype.flush=function(){this.leftOver&&this.leftOver.length&&(this.push({data:G.utf8decode(this.leftOver),meta:{}}),this.leftOver=null)},G.Utf8DecodeWorker=K,W.inherits(Q,Y),Q.prototype.processChunk=function(te){this.push({data:G.utf8encode(te.data),meta:te.meta})},G.Utf8EncodeWorker=Q},{"./nodejsUtils":14,"./stream/GenericWorker":28,"./support":30,"./utils":32}],32:[function(D,R,G){var W=D("./support"),q=D("./base64"),Z=D("./nodejsUtils"),Y=D("set-immediate-shim"),U=D("./external");function J(ie){return ie}function K(ie,ae){for(var le=0;le<ie.length;++le)ae[le]=255&ie.charCodeAt(le);return 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in J)if(J.hasOwnProperty(ae)&&J[ae].magic===ie)return J[ae];return null}(this.compressionMethod))===null)throw new Error("Corrupted zip : compression "+q.pretty(this.compressionMethod)+" unknown (inner file : "+q.transformTo("string",this.fileName)+")");this.decompressed=new Z(this.compressedSize,this.uncompressedSize,this.crc32,re,te.readData(this.compressedSize))},readCentralPart:function(te){this.versionMadeBy=te.readInt(2),te.skip(2),this.bitFlag=te.readInt(2),this.compressionMethod=te.readString(2),this.date=te.readDate(),this.crc32=te.readInt(4),this.compressedSize=te.readInt(4),this.uncompressedSize=te.readInt(4);var re=te.readInt(2);if(this.extraFieldsLength=te.readInt(2),this.fileCommentLength=te.readInt(2),this.diskNumberStart=te.readInt(2),this.internalFileAttributes=te.readInt(2),this.externalFileAttributes=te.readInt(4),this.localHeaderOffset=te.readInt(4),this.isEncrypted())throw new Error("Encrypted zip are not 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re,se,ie,ae=te.index+this.extraFieldsLength;for(this.extraFields||(this.extraFields={});te.index+4<ae;)re=te.readInt(2),se=te.readInt(2),ie=te.readData(se),this.extraFields[re]={id:re,length:se,value:ie};te.setIndex(ae)},handleUTF8:function(){var te=K.uint8array?"uint8array":"array";if(this.useUTF8())this.fileNameStr=U.utf8decode(this.fileName),this.fileCommentStr=U.utf8decode(this.fileComment);else{var re=this.findExtraFieldUnicodePath();if(re!==null)this.fileNameStr=re;else{var se=q.transformTo(te,this.fileName);this.fileNameStr=this.loadOptions.decodeFileName(se)}var ie=this.findExtraFieldUnicodeComment();if(ie!==null)this.fileCommentStr=ie;else{var ae=q.transformTo(te,this.fileComment);this.fileCommentStr=this.loadOptions.decodeFileName(ae)}}},findExtraFieldUnicodePath:function(){var te=this.extraFields[28789];if(te){var re=W(te.value);return re.readInt(1)!==1||Y(this.fileName)!==re.readInt(4)?null:U.utf8decode(re.readData(te.length-5))}return null},findExtraFieldUnicodeComment:function(){var te=this.extraFields[25461];if(te){var re=W(te.value);return re.readInt(1)!==1||Y(this.fileComment)!==re.readInt(4)?null:U.utf8decode(re.readData(te.length-5))}return null}},R.exports=Q},{"./compressedObject":2,"./compressions":3,"./crc32":4,"./reader/readerFor":22,"./support":30,"./utf8":31,"./utils":32}],35:[function(D,R,G){function W(re,se,ie){this.name=re,this.dir=ie.dir,this.date=ie.date,this.comment=ie.comment,this.unixPermissions=ie.unixPermissions,this.dosPermissions=ie.dosPermissions,this._data=se,this._dataBinary=ie.binary,this.options={compression:ie.compression,compressionOptions:ie.compressionOptions}}var q=D("./stream/StreamHelper"),Z=D("./stream/DataWorker"),Y=D("./utf8"),U=D("./compressedObject"),J=D("./stream/GenericWorker");W.prototype={internalStream:function(re){var se=null,ie="string";try{if(!re)throw new Error("No output type specified.");var 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ge;if(Ce.lookahead===0)break}if(_e=0,Ce.lookahead>=be&&(Ce.ins_h=(Ce.ins_h<<Ce.hash_shift^Ce.window[Ce.strstart+be-1])&Ce.hash_mask,_e=Ce.prev[Ce.strstart&Ce.w_mask]=Ce.head[Ce.ins_h],Ce.head[Ce.ins_h]=Ce.strstart),_e!==0&&Ce.strstart-_e<=Ce.w_size-Ae&&(Ce.match_length=Ie(Ce,_e)),Ce.match_length>=be)if(Fe=Z._tr_tally(Ce,Ce.strstart-Ce.match_start,Ce.match_length-be),Ce.lookahead-=Ce.match_length,Ce.match_length<=Ce.max_lazy_match&&Ce.lookahead>=be){for(Ce.match_length--;Ce.strstart++,Ce.ins_h=(Ce.ins_h<<Ce.hash_shift^Ce.window[Ce.strstart+be-1])&Ce.hash_mask,_e=Ce.prev[Ce.strstart&Ce.w_mask]=Ce.head[Ce.ins_h],Ce.head[Ce.ins_h]=Ce.strstart,--Ce.match_length!=0;);Ce.strstart++}else Ce.strstart+=Ce.match_length,Ce.match_length=0,Ce.ins_h=Ce.window[Ce.strstart],Ce.ins_h=(Ce.ins_h<<Ce.hash_shift^Ce.window[Ce.strstart+1])&Ce.hash_mask;else Fe=Z._tr_tally(Ce,0,Ce.window[Ce.strstart]),Ce.lookahead--,Ce.strstart++;if(Fe&&(Le(Ce,!1),Ce.strm.avail_out===0))return ge}return Ce.insert=Ce.strstart<be-1?Ce.strstart:be-1,Ue===Q?(Le(Ce,!0),Ce.strm.avail_out===0?Xe:Se):Ce.last_lit&&(Le(Ce,!1),Ce.strm.avail_out===0)?ge:Te}function $e(Ce,Ue){for(var _e,Fe,He;;){if(Ce.lookahead<Ae){if(Ye(Ce),Ce.lookahead<Ae&&Ue===K)return ge;if(Ce.lookahead===0)break}if(_e=0,Ce.lookahead>=be&&(Ce.ins_h=(Ce.ins_h<<Ce.hash_shift^Ce.window[Ce.strstart+be-1])&Ce.hash_mask,_e=Ce.prev[Ce.strstart&Ce.w_mask]=Ce.head[Ce.ins_h],Ce.head[Ce.ins_h]=Ce.strstart),Ce.prev_length=Ce.match_length,Ce.prev_match=Ce.match_start,Ce.match_length=be-1,_e!==0&&Ce.prev_length<Ce.max_lazy_match&&Ce.strstart-_e<=Ce.w_size-Ae&&(Ce.match_length=Ie(Ce,_e),Ce.match_length<=5&&(Ce.strategy===1||Ce.match_length===be&&4096<Ce.strstart-Ce.match_start)&&(Ce.match_length=be-1)),Ce.prev_length>=be&&Ce.match_length<=Ce.prev_length){for(He=Ce.strstart+Ce.lookahead-be,Fe=Z._tr_tally(Ce,Ce.strstart-1-Ce.prev_match,Ce.prev_length-be),Ce.lookahead-=Ce.prev_length-1,Ce.prev_length-=2;++Ce.strstart<=He&&(Ce.ins_h=(Ce.ins_h<<Ce.hash_shift^Ce.window[Ce.strstart+be-1])&Ce.hash_mask,_e=Ce.prev[Ce.strstart&Ce.w_mask]=Ce.head[Ce.ins_h],Ce.head[Ce.ins_h]=Ce.strstart),--Ce.prev_length!=0;);if(Ce.match_available=0,Ce.match_length=be-1,Ce.strstart++,Fe&&(Le(Ce,!1),Ce.strm.avail_out===0))return ge}else if(Ce.match_available){if((Fe=Z._tr_tally(Ce,0,Ce.window[Ce.strstart-1]))&&Le(Ce,!1),Ce.strstart++,Ce.lookahead--,Ce.strm.avail_out===0)return ge}else Ce.match_available=1,Ce.strstart++,Ce.lookahead--}return Ce.match_available&&(Fe=Z._tr_tally(Ce,0,Ce.window[Ce.strstart-1]),Ce.match_available=0),Ce.insert=Ce.strstart<be-1?Ce.strstart:be-1,Ue===Q?(Le(Ce,!0),Ce.strm.avail_out===0?Xe:Se):Ce.last_lit&&(Le(Ce,!1),Ce.strm.avail_out===0)?ge:Te}function st(Ce,Ue,_e,Fe,He){this.good_length=Ce,this.max_lazy=Ue,this.nice_length=_e,this.max_chain=Fe,this.func=He}function pt(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=le,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new q.Buf16(2*he),this.dyn_dtree=new q.Buf16(2*(2*de+1)),this.bl_tree=new q.Buf16(2*(2*ve+1)),Ne(this.dyn_ltree),Ne(this.dyn_dtree),Ne(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new q.Buf16(me+1),this.heap=new q.Buf16(2*ce+1),Ne(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new q.Buf16(2*ce+1),Ne(this.depth),this.l_buf=0,this.lit_bufsize=0,this.last_lit=0,this.d_buf=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}function ht(Ce){var Ue;return Ce&&Ce.state?(Ce.total_in=Ce.total_out=0,Ce.data_type=ae,(Ue=Ce.state).pending=0,Ue.pending_out=0,Ue.wrap<0&&(Ue.wrap=-Ue.wrap),Ue.status=Ue.wrap?Pe:ze,Ce.adler=Ue.wrap===2?0:1,Ue.last_flush=K,Z._tr_init(Ue),te):we(Ce,re)}function gt(Ce){var Ue=ht(Ce);return Ue===te&&function(_e){_e.window_size=2*_e.w_size,Ne(_e.head),_e.max_lazy_match=W[_e.level].max_lazy,_e.good_match=W[_e.level].good_length,_e.nice_match=W[_e.level].nice_length,_e.max_chain_length=W[_e.level].max_chain,_e.strstart=0,_e.block_start=0,_e.lookahead=0,_e.insert=0,_e.match_length=_e.prev_length=be-1,_e.match_available=0,_e.ins_h=0}(Ce.state),Ue}function De(Ce,Ue,_e,Fe,He,Ze){if(!Ce)return re;var Ke=1;if(Ue===se&&(Ue=6),Fe<0?(Ke=0,Fe=-Fe):15<Fe&&(Ke=2,Fe-=16),He<1||ue<He||_e!==le||Fe<8||15<Fe||Ue<0||9<Ue||Ze<0||ie<Ze)return we(Ce,re);Fe===8&&(Fe=9);var nt=new pt;return(Ce.state=nt).strm=Ce,nt.wrap=Ke,nt.gzhead=null,nt.w_bits=Fe,nt.w_size=1<<nt.w_bits,nt.w_mask=nt.w_size-1,nt.hash_bits=He+7,nt.hash_size=1<<nt.hash_bits,nt.hash_mask=nt.hash_size-1,nt.hash_shift=~~((nt.hash_bits+be-1)/be),nt.window=new q.Buf8(2*nt.w_size),nt.head=new q.Buf16(nt.hash_size),nt.prev=new q.Buf16(nt.w_size),nt.lit_bufsize=1<<He+6,nt.pending_buf_size=4*nt.lit_bufsize,nt.pending_buf=new q.Buf8(nt.pending_buf_size),nt.d_buf=1*nt.lit_bufsize,nt.l_buf=3*nt.lit_bufsize,nt.level=Ue,nt.strategy=Ze,nt.method=_e,gt(Ce)}W=[new st(0,0,0,0,function(Ce,Ue){var _e=65535;for(_e>Ce.pending_buf_size-5&&(_e=Ce.pending_buf_size-5);;){if(Ce.lookahead<=1){if(Ye(Ce),Ce.lookahead===0&&Ue===K)return ge;if(Ce.lookahead===0)break}Ce.strstart+=Ce.lookahead,Ce.lookahead=0;var Fe=Ce.block_start+_e;if((Ce.strstart===0||Ce.strstart>=Fe)&&(Ce.lookahead=Ce.strstart-Fe,Ce.strstart=Fe,Le(Ce,!1),Ce.strm.avail_out===0)||Ce.strstart-Ce.block_start>=Ce.w_size-Ae&&(Le(Ce,!1),Ce.strm.avail_out===0))return ge}return Ce.insert=0,Ue===Q?(Le(Ce,!0),Ce.strm.avail_out===0?Xe:Se):(Ce.strstart>Ce.block_start&&(Le(Ce,!1),Ce.strm.avail_out),ge)}),new st(4,4,8,4,tt),new st(4,5,16,8,tt),new st(4,6,32,32,tt),new st(4,4,16,16,$e),new st(8,16,32,32,$e),new st(8,16,128,128,$e),new st(8,32,128,256,$e),new st(32,128,258,1024,$e),new st(32,258,258,4096,$e)],G.deflateInit=function(Ce,Ue){return De(Ce,Ue,le,15,8,0)},G.deflateInit2=De,G.deflateReset=gt,G.deflateResetKeep=ht,G.deflateSetHeader=function(Ce,Ue){return Ce&&Ce.state?Ce.state.wrap!==2?re:(Ce.state.gzhead=Ue,te):re},G.deflate=function(Ce,Ue){var _e,Fe,He,Ze;if(!Ce||!Ce.state||5<Ue||Ue<0)return Ce?we(Ce,re):re;if(Fe=Ce.state,!Ce.output||!Ce.input&&Ce.avail_in!==0||Fe.status===666&&Ue!==Q)return we(Ce,Ce.avail_out===0?-5:re);if(Fe.strm=Ce,_e=Fe.last_flush,Fe.last_flush=Ue,Fe.status===Pe)if(Fe.wrap===2)Ce.adler=0,ke(Fe,31),ke(Fe,139),ke(Fe,8),Fe.gzhead?(ke(Fe,(Fe.gzhead.text?1:0)+(Fe.gzhead.hcrc?2:0)+(Fe.gzhead.extra?4:0)+(Fe.gzhead.name?8:0)+(Fe.gzhead.comment?16:0)),ke(Fe,255&Fe.gzhead.time),ke(Fe,Fe.gzhead.time>>8&255),ke(Fe,Fe.gzhead.time>>16&255),ke(Fe,Fe.gzhead.time>>24&255),ke(Fe,Fe.level===9?2:2<=Fe.strategy||Fe.level<2?4:0),ke(Fe,255&Fe.gzhead.os),Fe.gzhead.extra&&Fe.gzhead.extra.length&&(ke(Fe,255&Fe.gzhead.extra.length),ke(Fe,Fe.gzhead.extra.length>>8&255)),Fe.gzhead.hcrc&&(Ce.adler=U(Ce.adler,Fe.pending_buf,Fe.pending,0)),Fe.gzindex=0,Fe.status=69):(ke(Fe,0),ke(Fe,0),ke(Fe,0),ke(Fe,0),ke(Fe,0),ke(Fe,Fe.level===9?2:2<=Fe.strategy||Fe.level<2?4:0),ke(Fe,3),Fe.status=ze);else{var Ke=le+(Fe.w_bits-8<<4)<<8;Ke|=(2<=Fe.strategy||Fe.level<2?0:Fe.level<6?1:Fe.level===6?2:3)<<6,Fe.strstart!==0&&(Ke|=32),Ke+=31-Ke%31,Fe.status=ze,Re(Fe,Ke),Fe.strstart!==0&&(Re(Fe,Ce.adler>>>16),Re(Fe,65535&Ce.adler)),Ce.adler=1}if(Fe.status===69)if(Fe.gzhead.extra){for(He=Fe.pending;Fe.gzindex<(65535&Fe.gzhead.extra.length)&&(Fe.pending!==Fe.pending_buf_size||(Fe.gzhead.hcrc&&Fe.pending>He&&(Ce.adler=U(Ce.adler,Fe.pending_buf,Fe.pending-He,He)),Be(Ce),He=Fe.pending,Fe.pending!==Fe.pending_buf_size));)ke(Fe,255&Fe.gzhead.extra[Fe.gzindex]),Fe.gzindex++;Fe.gzhead.hcrc&&Fe.pending>He&&(Ce.adler=U(Ce.adler,Fe.pending_buf,Fe.pending-He,He)),Fe.gzindex===Fe.gzhead.extra.length&&(Fe.gzindex=0,Fe.status=73)}else Fe.status=73;if(Fe.status===73)if(Fe.gzhead.name){He=Fe.pending;do{if(Fe.pending===Fe.pending_buf_size&&(Fe.gzhead.hcrc&&Fe.pending>He&&(Ce.adler=U(Ce.adler,Fe.pending_buf,Fe.pending-He,He)),Be(Ce),He=Fe.pending,Fe.pending===Fe.pending_buf_size)){Ze=1;break}Ze=Fe.gzindex<Fe.gzhead.name.length?255&Fe.gzhead.name.charCodeAt(Fe.gzindex++):0,ke(Fe,Ze)}while(Ze!==0);Fe.gzhead.hcrc&&Fe.pending>He&&(Ce.adler=U(Ce.adler,Fe.pending_buf,Fe.pending-He,He)),Ze===0&&(Fe.gzindex=0,Fe.status=91)}else Fe.status=91;if(Fe.status===91)if(Fe.gzhead.comment){He=Fe.pending;do{if(Fe.pending===Fe.pending_buf_size&&(Fe.gzhead.hcrc&&Fe.pending>He&&(Ce.adler=U(Ce.adler,Fe.pending_buf,Fe.pending-He,He)),Be(Ce),He=Fe.pending,Fe.pending===Fe.pending_buf_size)){Ze=1;break}Ze=Fe.gzindex<Fe.gzhead.comment.length?255&Fe.gzhead.comment.charCodeAt(Fe.gzindex++):0,ke(Fe,Ze)}while(Ze!==0);Fe.gzhead.hcrc&&Fe.pending>He&&(Ce.adler=U(Ce.adler,Fe.pending_buf,Fe.pending-He,He)),Ze===0&&(Fe.status=103)}else Fe.status=103;if(Fe.status===103&&(Fe.gzhead.hcrc?(Fe.pending+2>Fe.pending_buf_size&&Be(Ce),Fe.pending+2<=Fe.pending_buf_size&&(ke(Fe,255&Ce.adler),ke(Fe,Ce.adler>>8&255),Ce.adler=0,Fe.status=ze)):Fe.status=ze),Fe.pending!==0){if(Be(Ce),Ce.avail_out===0)return Fe.last_flush=-1,te}else if(Ce.avail_in===0&&Me(Ue)<=Me(_e)&&Ue!==Q)return we(Ce,-5);if(Fe.status===666&&Ce.avail_in!==0)return we(Ce,-5);if(Ce.avail_in!==0||Fe.lookahead!==0||Ue!==K&&Fe.status!==666){var nt=Fe.strategy===2?function(Qe,ct){for(var ft;;){if(Qe.lookahead===0&&(Ye(Qe),Qe.lookahead===0)){if(ct===K)return ge;break}if(Qe.match_length=0,ft=Z._tr_tally(Qe,0,Qe.window[Qe.strstart]),Qe.lookahead--,Qe.strstart++,ft&&(Le(Qe,!1),Qe.strm.avail_out===0))return ge}return Qe.insert=0,ct===Q?(Le(Qe,!0),Qe.strm.avail_out===0?Xe:Se):Qe.last_lit&&(Le(Qe,!1),Qe.strm.avail_out===0)?ge:Te}(Fe,Ue):Fe.strategy===3?function(Qe,ct){for(var ft,ut,At,Pt,vt=Qe.window;;){if(Qe.lookahead<=xe){if(Ye(Qe),Qe.lookahead<=xe&&ct===K)return ge;if(Qe.lookahead===0)break}if(Qe.match_length=0,Qe.lookahead>=be&&0<Qe.strstart&&(ut=vt[At=Qe.strstart-1])===vt[++At]&&ut===vt[++At]&&ut===vt[++At]){Pt=Qe.strstart+xe;do;while(ut===vt[++At]&&ut===vt[++At]&&ut===vt[++At]&&ut===vt[++At]&&ut===vt[++At]&&ut===vt[++At]&&ut===vt[++At]&&ut===vt[++At]&&At<Pt);Qe.match_length=xe-(Pt-At),Qe.match_length>Qe.lookahead&&(Qe.match_length=Qe.lookahead)}if(Qe.match_length>=be?(ft=Z._tr_tally(Qe,1,Qe.match_length-be),Qe.lookahead-=Qe.match_length,Qe.strstart+=Qe.match_length,Qe.match_length=0):(ft=Z._tr_tally(Qe,0,Qe.window[Qe.strstart]),Qe.lookahead--,Qe.strstart++),ft&&(Le(Qe,!1),Qe.strm.avail_out===0))return ge}return Qe.insert=0,ct===Q?(Le(Qe,!0),Qe.strm.avail_out===0?Xe:Se):Qe.last_lit&&(Le(Qe,!1),Qe.strm.avail_out===0)?ge:Te}(Fe,Ue):W[Fe.level].func(Fe,Ue);if(nt!==Xe&&nt!==Se||(Fe.status=666),nt===ge||nt===Xe)return Ce.avail_out===0&&(Fe.last_flush=-1),te;if(nt===Te&&(Ue===1?Z._tr_align(Fe):Ue!==5&&(Z._tr_stored_block(Fe,0,0,!1),Ue===3&&(Ne(Fe.head),Fe.lookahead===0&&(Fe.strstart=0,Fe.block_start=0,Fe.insert=0))),Be(Ce),Ce.avail_out===0))return Fe.last_flush=-1,te}return Ue!==Q?te:Fe.wrap<=0?1:(Fe.wrap===2?(ke(Fe,255&Ce.adler),ke(Fe,Ce.adler>>8&255),ke(Fe,Ce.adler>>16&255),ke(Fe,Ce.adler>>24&255),ke(Fe,255&Ce.total_in),ke(Fe,Ce.total_in>>8&255),ke(Fe,Ce.total_in>>16&255),ke(Fe,Ce.total_in>>24&255)):(Re(Fe,Ce.adler>>>16),Re(Fe,65535&Ce.adler)),Be(Ce),0<Fe.wrap&&(Fe.wrap=-Fe.wrap),Fe.pending!==0?te:1)},G.deflateEnd=function(Ce){var Ue;return Ce&&Ce.state?(Ue=Ce.state.status)!==Pe&&Ue!==69&&Ue!==73&&Ue!==91&&Ue!==103&&Ue!==ze&&Ue!==666?we(Ce,re):(Ce.state=null,Ue===ze?we(Ce,-3):te):re},G.deflateSetDictionary=function(Ce,Ue){var _e,Fe,He,Ze,Ke,nt,Qe,ct,ft=Ue.length;if(!Ce||!Ce.state||(Ze=(_e=Ce.state).wrap)===2||Ze===1&&_e.status!==Pe||_e.lookahead)return re;for(Ze===1&&(Ce.adler=Y(Ce.adler,Ue,ft,0)),_e.wrap=0,ft>=_e.w_size&&(Ze===0&&(Ne(_e.head),_e.strstart=0,_e.block_start=0,_e.insert=0),ct=new q.Buf8(_e.w_size),q.arraySet(ct,Ue,ft-_e.w_size,_e.w_size,0),Ue=ct,ft=_e.w_size),Ke=Ce.avail_in,nt=Ce.next_in,Qe=Ce.input,Ce.avail_in=ft,Ce.next_in=0,Ce.input=Ue,Ye(_e);_e.lookahead>=be;){for(Fe=_e.strstart,He=_e.lookahead-(be-1);_e.ins_h=(_e.ins_h<<_e.hash_shift^_e.window[Fe+be-1])&_e.hash_mask,_e.prev[Fe&_e.w_mask]=_e.head[_e.ins_h],_e.head[_e.ins_h]=Fe,Fe++,--He;);_e.strstart=Fe,_e.lookahead=be-1,Ye(_e)}return _e.strstart+=_e.lookahead,_e.block_start=_e.strstart,_e.insert=_e.lookahead,_e.lookahead=0,_e.match_length=_e.prev_length=be-1,_e.match_available=0,Ce.next_in=nt,Ce.input=Qe,Ce.avail_in=Ke,_e.wrap=Ze,te},G.deflateInfo="pako deflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./messages":51,"./trees":52}],47:[function(D,R,G){R.exports=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1}},{}],48:[function(D,R,G){R.exports=function(W,q){var Z,Y,U,J,K,Q,te,re,se,ie,ae,le,ue,ce,de,ve,he,me,be,xe,Ae,Pe,ze,ge,Te;Z=W.state,Y=W.next_in,ge=W.input,U=Y+(W.avail_in-5),J=W.next_out,Te=W.output,K=J-(q-W.avail_out),Q=J+(W.avail_out-257),te=Z.dmax,re=Z.wsize,se=Z.whave,ie=Z.wnext,ae=Z.window,le=Z.hold,ue=Z.bits,ce=Z.lencode,de=Z.distcode,ve=(1<<Z.lenbits)-1,he=(1<<Z.distbits)-1;e:do{ue<15&&(le+=ge[Y++]<<ue,ue+=8,le+=ge[Y++]<<ue,ue+=8),me=ce[le&ve];t:for(;;){if(le>>>=be=me>>>24,ue-=be,(be=me>>>16&255)===0)Te[J++]=65535&me;else{if(!(16&be)){if((64&be)==0){me=ce[(65535&me)+(le&(1<<be)-1)];continue t}if(32&be){Z.mode=12;break e}W.msg="invalid literal/length code",Z.mode=30;break e}xe=65535&me,(be&=15)&&(ue<be&&(le+=ge[Y++]<<ue,ue+=8),xe+=le&(1<<be)-1,le>>>=be,ue-=be),ue<15&&(le+=ge[Y++]<<ue,ue+=8,le+=ge[Y++]<<ue,ue+=8),me=de[le&he];n:for(;;){if(le>>>=be=me>>>24,ue-=be,!(16&(be=me>>>16&255))){if((64&be)==0){me=de[(65535&me)+(le&(1<<be)-1)];continue n}W.msg="invalid distance code",Z.mode=30;break e}if(Ae=65535&me,ue<(be&=15)&&(le+=ge[Y++]<<ue,(ue+=8)<be&&(le+=ge[Y++]<<ue,ue+=8)),te<(Ae+=le&(1<<be)-1)){W.msg="invalid distance too far back",Z.mode=30;break e}if(le>>>=be,ue-=be,(be=J-K)<Ae){if(se<(be=Ae-be)&&Z.sane){W.msg="invalid distance too far back",Z.mode=30;break e}if(ze=ae,(Pe=0)===ie){if(Pe+=re-be,be<xe){for(xe-=be;Te[J++]=ae[Pe++],--be;);Pe=J-Ae,ze=Te}}else if(ie<be){if(Pe+=re+ie-be,(be-=ie)<xe){for(xe-=be;Te[J++]=ae[Pe++],--be;);if(Pe=0,ie<xe){for(xe-=be=ie;Te[J++]=ae[Pe++],--be;);Pe=J-Ae,ze=Te}}}else if(Pe+=ie-be,be<xe){for(xe-=be;Te[J++]=ae[Pe++],--be;);Pe=J-Ae,ze=Te}for(;2<xe;)Te[J++]=ze[Pe++],Te[J++]=ze[Pe++],Te[J++]=ze[Pe++],xe-=3;xe&&(Te[J++]=ze[Pe++],1<xe&&(Te[J++]=ze[Pe++]))}else{for(Pe=J-Ae;Te[J++]=Te[Pe++],Te[J++]=Te[Pe++],Te[J++]=Te[Pe++],2<(xe-=3););xe&&(Te[J++]=Te[Pe++],1<xe&&(Te[J++]=Te[Pe++]))}break}}break}}while(Y<U&&J<Q);Y-=xe=ue>>3,le&=(1<<(ue-=xe<<3))-1,W.next_in=Y,W.next_out=J,W.avail_in=Y<U?U-Y+5:5-(Y-U),W.avail_out=J<Q?Q-J+257:257-(J-Q),Z.hold=le,Z.bits=ue}},{}],49:[function(D,R,G){var W=D("../utils/common"),q=D("./adler32"),Z=D("./crc32"),Y=D("./inffast"),U=D("./inftrees"),J=1,K=2,Q=0,te=-2,re=1,se=852,ie=592;function ae(Pe){return(Pe>>>24&255)+(Pe>>>8&65280)+((65280&Pe)<<8)+((255&Pe)<<24)}function le(){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 W.Buf16(320),this.work=new W.Buf16(288),this.lendyn=null,this.distdyn=null,this.sane=0,this.back=0,this.was=0}function ue(Pe){var ze;return Pe&&Pe.state?(ze=Pe.state,Pe.total_in=Pe.total_out=ze.total=0,Pe.msg="",ze.wrap&&(Pe.adler=1&ze.wrap),ze.mode=re,ze.last=0,ze.havedict=0,ze.dmax=32768,ze.head=null,ze.hold=0,ze.bits=0,ze.lencode=ze.lendyn=new W.Buf32(se),ze.distcode=ze.distdyn=new W.Buf32(ie),ze.sane=1,ze.back=-1,Q):te}function ce(Pe){var ze;return Pe&&Pe.state?((ze=Pe.state).wsize=0,ze.whave=0,ze.wnext=0,ue(Pe)):te}function de(Pe,ze){var ge,Te;return Pe&&Pe.state?(Te=Pe.state,ze<0?(ge=0,ze=-ze):(ge=1+(ze>>4),ze<48&&(ze&=15)),ze&&(ze<8||15<ze)?te:(Te.window!==null&&Te.wbits!==ze&&(Te.window=null),Te.wrap=ge,Te.wbits=ze,ce(Pe))):te}function ve(Pe,ze){var ge,Te;return Pe?(Te=new le,(Pe.state=Te).window=null,(ge=de(Pe,ze))!==Q&&(Pe.state=null),ge):te}var he,me,be=!0;function xe(Pe){if(be){var ze;for(he=new W.Buf32(512),me=new W.Buf32(32),ze=0;ze<144;)Pe.lens[ze++]=8;for(;ze<256;)Pe.lens[ze++]=9;for(;ze<280;)Pe.lens[ze++]=7;for(;ze<288;)Pe.lens[ze++]=8;for(U(J,Pe.lens,0,288,he,0,Pe.work,{bits:9}),ze=0;ze<32;)Pe.lens[ze++]=5;U(K,Pe.lens,0,32,me,0,Pe.work,{bits:5}),be=!1}Pe.lencode=he,Pe.lenbits=9,Pe.distcode=me,Pe.distbits=5}function Ae(Pe,ze,ge,Te){var Xe,Se=Pe.state;return Se.window===null&&(Se.wsize=1<<Se.wbits,Se.wnext=0,Se.whave=0,Se.window=new W.Buf8(Se.wsize)),Te>=Se.wsize?(W.arraySet(Se.window,ze,ge-Se.wsize,Se.wsize,0),Se.wnext=0,Se.whave=Se.wsize):(Te<(Xe=Se.wsize-Se.wnext)&&(Xe=Te),W.arraySet(Se.window,ze,ge-Te,Xe,Se.wnext),(Te-=Xe)?(W.arraySet(Se.window,ze,ge-Te,Te,0),Se.wnext=Te,Se.whave=Se.wsize):(Se.wnext+=Xe,Se.wnext===Se.wsize&&(Se.wnext=0),Se.whave<Se.wsize&&(Se.whave+=Xe))),0}G.inflateReset=ce,G.inflateReset2=de,G.inflateResetKeep=ue,G.inflateInit=function(Pe){return ve(Pe,15)},G.inflateInit2=ve,G.inflate=function(Pe,ze){var ge,Te,Xe,Se,we,Me,Ne,Be,Le,ke,Re,Ie,Ye,tt,$e,st,pt,ht,gt,De,Ce,Ue,_e,Fe,He=0,Ze=new W.Buf8(4),Ke=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15];if(!Pe||!Pe.state||!Pe.output||!Pe.input&&Pe.avail_in!==0)return te;(ge=Pe.state).mode===12&&(ge.mode=13),we=Pe.next_out,Xe=Pe.output,Ne=Pe.avail_out,Se=Pe.next_in,Te=Pe.input,Me=Pe.avail_in,Be=ge.hold,Le=ge.bits,ke=Me,Re=Ne,Ue=Q;e:for(;;)switch(ge.mode){case re:if(ge.wrap===0){ge.mode=13;break}for(;Le<16;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}if(2&ge.wrap&&Be===35615){Ze[ge.check=0]=255&Be,Ze[1]=Be>>>8&255,ge.check=Z(ge.check,Ze,2,0),Le=Be=0,ge.mode=2;break}if(ge.flags=0,ge.head&&(ge.head.done=!1),!(1&ge.wrap)||(((255&Be)<<8)+(Be>>8))%31){Pe.msg="incorrect header check",ge.mode=30;break}if((15&Be)!=8){Pe.msg="unknown compression method",ge.mode=30;break}if(Le-=4,Ce=8+(15&(Be>>>=4)),ge.wbits===0)ge.wbits=Ce;else if(Ce>ge.wbits){Pe.msg="invalid window size",ge.mode=30;break}ge.dmax=1<<Ce,Pe.adler=ge.check=1,ge.mode=512&Be?10:12,Le=Be=0;break;case 2:for(;Le<16;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}if(ge.flags=Be,(255&ge.flags)!=8){Pe.msg="unknown compression method",ge.mode=30;break}if(57344&ge.flags){Pe.msg="unknown header flags set",ge.mode=30;break}ge.head&&(ge.head.text=Be>>8&1),512&ge.flags&&(Ze[0]=255&Be,Ze[1]=Be>>>8&255,ge.check=Z(ge.check,Ze,2,0)),Le=Be=0,ge.mode=3;case 3:for(;Le<32;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}ge.head&&(ge.head.time=Be),512&ge.flags&&(Ze[0]=255&Be,Ze[1]=Be>>>8&255,Ze[2]=Be>>>16&255,Ze[3]=Be>>>24&255,ge.check=Z(ge.check,Ze,4,0)),Le=Be=0,ge.mode=4;case 4:for(;Le<16;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}ge.head&&(ge.head.xflags=255&Be,ge.head.os=Be>>8),512&ge.flags&&(Ze[0]=255&Be,Ze[1]=Be>>>8&255,ge.check=Z(ge.check,Ze,2,0)),Le=Be=0,ge.mode=5;case 5:if(1024&ge.flags){for(;Le<16;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}ge.length=Be,ge.head&&(ge.head.extra_len=Be),512&ge.flags&&(Ze[0]=255&Be,Ze[1]=Be>>>8&255,ge.check=Z(ge.check,Ze,2,0)),Le=Be=0}else ge.head&&(ge.head.extra=null);ge.mode=6;case 6:if(1024&ge.flags&&(Me<(Ie=ge.length)&&(Ie=Me),Ie&&(ge.head&&(Ce=ge.head.extra_len-ge.length,ge.head.extra||(ge.head.extra=new Array(ge.head.extra_len)),W.arraySet(ge.head.extra,Te,Se,Ie,Ce)),512&ge.flags&&(ge.check=Z(ge.check,Te,Ie,Se)),Me-=Ie,Se+=Ie,ge.length-=Ie),ge.length))break e;ge.length=0,ge.mode=7;case 7:if(2048&ge.flags){if(Me===0)break e;for(Ie=0;Ce=Te[Se+Ie++],ge.head&&Ce&&ge.length<65536&&(ge.head.name+=String.fromCharCode(Ce)),Ce&&Ie<Me;);if(512&ge.flags&&(ge.check=Z(ge.check,Te,Ie,Se)),Me-=Ie,Se+=Ie,Ce)break e}else ge.head&&(ge.head.name=null);ge.length=0,ge.mode=8;case 8:if(4096&ge.flags){if(Me===0)break e;for(Ie=0;Ce=Te[Se+Ie++],ge.head&&Ce&&ge.length<65536&&(ge.head.comment+=String.fromCharCode(Ce)),Ce&&Ie<Me;);if(512&ge.flags&&(ge.check=Z(ge.check,Te,Ie,Se)),Me-=Ie,Se+=Ie,Ce)break e}else ge.head&&(ge.head.comment=null);ge.mode=9;case 9:if(512&ge.flags){for(;Le<16;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}if(Be!==(65535&ge.check)){Pe.msg="header crc mismatch",ge.mode=30;break}Le=Be=0}ge.head&&(ge.head.hcrc=ge.flags>>9&1,ge.head.done=!0),Pe.adler=ge.check=0,ge.mode=12;break;case 10:for(;Le<32;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}Pe.adler=ge.check=ae(Be),Le=Be=0,ge.mode=11;case 11:if(ge.havedict===0)return Pe.next_out=we,Pe.avail_out=Ne,Pe.next_in=Se,Pe.avail_in=Me,ge.hold=Be,ge.bits=Le,2;Pe.adler=ge.check=1,ge.mode=12;case 12:if(ze===5||ze===6)break e;case 13:if(ge.last){Be>>>=7&Le,Le-=7&Le,ge.mode=27;break}for(;Le<3;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}switch(ge.last=1&Be,Le-=1,3&(Be>>>=1)){case 0:ge.mode=14;break;case 1:if(xe(ge),ge.mode=20,ze!==6)break;Be>>>=2,Le-=2;break e;case 2:ge.mode=17;break;case 3:Pe.msg="invalid block type",ge.mode=30}Be>>>=2,Le-=2;break;case 14:for(Be>>>=7&Le,Le-=7&Le;Le<32;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}if((65535&Be)!=(Be>>>16^65535)){Pe.msg="invalid stored block lengths",ge.mode=30;break}if(ge.length=65535&Be,Le=Be=0,ge.mode=15,ze===6)break e;case 15:ge.mode=16;case 16:if(Ie=ge.length){if(Me<Ie&&(Ie=Me),Ne<Ie&&(Ie=Ne),Ie===0)break e;W.arraySet(Xe,Te,Se,Ie,we),Me-=Ie,Se+=Ie,Ne-=Ie,we+=Ie,ge.length-=Ie;break}ge.mode=12;break;case 17:for(;Le<14;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}if(ge.nlen=257+(31&Be),Be>>>=5,Le-=5,ge.ndist=1+(31&Be),Be>>>=5,Le-=5,ge.ncode=4+(15&Be),Be>>>=4,Le-=4,286<ge.nlen||30<ge.ndist){Pe.msg="too many length or distance symbols",ge.mode=30;break}ge.have=0,ge.mode=18;case 18:for(;ge.have<ge.ncode;){for(;Le<3;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}ge.lens[Ke[ge.have++]]=7&Be,Be>>>=3,Le-=3}for(;ge.have<19;)ge.lens[Ke[ge.have++]]=0;if(ge.lencode=ge.lendyn,ge.lenbits=7,_e={bits:ge.lenbits},Ue=U(0,ge.lens,0,19,ge.lencode,0,ge.work,_e),ge.lenbits=_e.bits,Ue){Pe.msg="invalid code lengths set",ge.mode=30;break}ge.have=0,ge.mode=19;case 19:for(;ge.have<ge.nlen+ge.ndist;){for(;st=(He=ge.lencode[Be&(1<<ge.lenbits)-1])>>>16&255,pt=65535&He,!(($e=He>>>24)<=Le);){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}if(pt<16)Be>>>=$e,Le-=$e,ge.lens[ge.have++]=pt;else{if(pt===16){for(Fe=$e+2;Le<Fe;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}if(Be>>>=$e,Le-=$e,ge.have===0){Pe.msg="invalid bit length repeat",ge.mode=30;break}Ce=ge.lens[ge.have-1],Ie=3+(3&Be),Be>>>=2,Le-=2}else if(pt===17){for(Fe=$e+3;Le<Fe;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}Le-=$e,Ce=0,Ie=3+(7&(Be>>>=$e)),Be>>>=3,Le-=3}else{for(Fe=$e+7;Le<Fe;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}Le-=$e,Ce=0,Ie=11+(127&(Be>>>=$e)),Be>>>=7,Le-=7}if(ge.have+Ie>ge.nlen+ge.ndist){Pe.msg="invalid bit length repeat",ge.mode=30;break}for(;Ie--;)ge.lens[ge.have++]=Ce}}if(ge.mode===30)break;if(ge.lens[256]===0){Pe.msg="invalid code -- missing end-of-block",ge.mode=30;break}if(ge.lenbits=9,_e={bits:ge.lenbits},Ue=U(J,ge.lens,0,ge.nlen,ge.lencode,0,ge.work,_e),ge.lenbits=_e.bits,Ue){Pe.msg="invalid literal/lengths set",ge.mode=30;break}if(ge.distbits=6,ge.distcode=ge.distdyn,_e={bits:ge.distbits},Ue=U(K,ge.lens,ge.nlen,ge.ndist,ge.distcode,0,ge.work,_e),ge.distbits=_e.bits,Ue){Pe.msg="invalid distances set",ge.mode=30;break}if(ge.mode=20,ze===6)break e;case 20:ge.mode=21;case 21:if(6<=Me&&258<=Ne){Pe.next_out=we,Pe.avail_out=Ne,Pe.next_in=Se,Pe.avail_in=Me,ge.hold=Be,ge.bits=Le,Y(Pe,Re),we=Pe.next_out,Xe=Pe.output,Ne=Pe.avail_out,Se=Pe.next_in,Te=Pe.input,Me=Pe.avail_in,Be=ge.hold,Le=ge.bits,ge.mode===12&&(ge.back=-1);break}for(ge.back=0;st=(He=ge.lencode[Be&(1<<ge.lenbits)-1])>>>16&255,pt=65535&He,!(($e=He>>>24)<=Le);){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}if(st&&(240&st)==0){for(ht=$e,gt=st,De=pt;st=(He=ge.lencode[De+((Be&(1<<ht+gt)-1)>>ht)])>>>16&255,pt=65535&He,!(ht+($e=He>>>24)<=Le);){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}Be>>>=ht,Le-=ht,ge.back+=ht}if(Be>>>=$e,Le-=$e,ge.back+=$e,ge.length=pt,st===0){ge.mode=26;break}if(32&st){ge.back=-1,ge.mode=12;break}if(64&st){Pe.msg="invalid literal/length code",ge.mode=30;break}ge.extra=15&st,ge.mode=22;case 22:if(ge.extra){for(Fe=ge.extra;Le<Fe;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}ge.length+=Be&(1<<ge.extra)-1,Be>>>=ge.extra,Le-=ge.extra,ge.back+=ge.extra}ge.was=ge.length,ge.mode=23;case 23:for(;st=(He=ge.distcode[Be&(1<<ge.distbits)-1])>>>16&255,pt=65535&He,!(($e=He>>>24)<=Le);){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}if((240&st)==0){for(ht=$e,gt=st,De=pt;st=(He=ge.distcode[De+((Be&(1<<ht+gt)-1)>>ht)])>>>16&255,pt=65535&He,!(ht+($e=He>>>24)<=Le);){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}Be>>>=ht,Le-=ht,ge.back+=ht}if(Be>>>=$e,Le-=$e,ge.back+=$e,64&st){Pe.msg="invalid distance code",ge.mode=30;break}ge.offset=pt,ge.extra=15&st,ge.mode=24;case 24:if(ge.extra){for(Fe=ge.extra;Le<Fe;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}ge.offset+=Be&(1<<ge.extra)-1,Be>>>=ge.extra,Le-=ge.extra,ge.back+=ge.extra}if(ge.offset>ge.dmax){Pe.msg="invalid distance too far back",ge.mode=30;break}ge.mode=25;case 25:if(Ne===0)break e;if(Ie=Re-Ne,ge.offset>Ie){if((Ie=ge.offset-Ie)>ge.whave&&ge.sane){Pe.msg="invalid distance too far back",ge.mode=30;break}Ye=Ie>ge.wnext?(Ie-=ge.wnext,ge.wsize-Ie):ge.wnext-Ie,Ie>ge.length&&(Ie=ge.length),tt=ge.window}else tt=Xe,Ye=we-ge.offset,Ie=ge.length;for(Ne<Ie&&(Ie=Ne),Ne-=Ie,ge.length-=Ie;Xe[we++]=tt[Ye++],--Ie;);ge.length===0&&(ge.mode=21);break;case 26:if(Ne===0)break e;Xe[we++]=ge.length,Ne--,ge.mode=21;break;case 27:if(ge.wrap){for(;Le<32;){if(Me===0)break e;Me--,Be|=Te[Se++]<<Le,Le+=8}if(Re-=Ne,Pe.total_out+=Re,ge.total+=Re,Re&&(Pe.adler=ge.check=ge.flags?Z(ge.check,Xe,Re,we-Re):q(ge.check,Xe,Re,we-Re)),Re=Ne,(ge.flags?Be:ae(Be))!==ge.check){Pe.msg="incorrect data check",ge.mode=30;break}Le=Be=0}ge.mode=28;case 28:if(ge.wrap&&ge.flags){for(;Le<32;){if(Me===0)break e;Me--,Be+=Te[Se++]<<Le,Le+=8}if(Be!==(4294967295&ge.total)){Pe.msg="incorrect length check",ge.mode=30;break}Le=Be=0}ge.mode=29;case 29:Ue=1;break e;case 30:Ue=-3;break e;case 31:return-4;case 32:default:return te}return Pe.next_out=we,Pe.avail_out=Ne,Pe.next_in=Se,Pe.avail_in=Me,ge.hold=Be,ge.bits=Le,(ge.wsize||Re!==Pe.avail_out&&ge.mode<30&&(ge.mode<27||ze!==4))&&Ae(Pe,Pe.output,Pe.next_out,Re-Pe.avail_out)?(ge.mode=31,-4):(ke-=Pe.avail_in,Re-=Pe.avail_out,Pe.total_in+=ke,Pe.total_out+=Re,ge.total+=Re,ge.wrap&&Re&&(Pe.adler=ge.check=ge.flags?Z(ge.check,Xe,Re,Pe.next_out-Re):q(ge.check,Xe,Re,Pe.next_out-Re)),Pe.data_type=ge.bits+(ge.last?64:0)+(ge.mode===12?128:0)+(ge.mode===20||ge.mode===15?256:0),(ke==0&&Re===0||ze===4)&&Ue===Q&&(Ue=-5),Ue)},G.inflateEnd=function(Pe){if(!Pe||!Pe.state)return te;var ze=Pe.state;return ze.window&&(ze.window=null),Pe.state=null,Q},G.inflateGetHeader=function(Pe,ze){var ge;return Pe&&Pe.state?(2&(ge=Pe.state).wrap)==0?te:((ge.head=ze).done=!1,Q):te},G.inflateSetDictionary=function(Pe,ze){var ge,Te=ze.length;return Pe&&Pe.state?(ge=Pe.state).wrap!==0&&ge.mode!==11?te:ge.mode===11&&q(1,ze,Te,0)!==ge.check?-3:Ae(Pe,ze,Te,Te)?(ge.mode=31,-4):(ge.havedict=1,Q):te},G.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./inffast":48,"./inftrees":50}],50:[function(D,R,G){var W=D("../utils/common"),q=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],Z=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],Y=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],U=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];R.exports=function(J,K,Q,te,re,se,ie,ae){var le,ue,ce,de,ve,he,me,be,xe,Ae=ae.bits,Pe=0,ze=0,ge=0,Te=0,Xe=0,Se=0,we=0,Me=0,Ne=0,Be=0,Le=null,ke=0,Re=new W.Buf16(16),Ie=new W.Buf16(16),Ye=null,tt=0;for(Pe=0;Pe<=15;Pe++)Re[Pe]=0;for(ze=0;ze<te;ze++)Re[K[Q+ze]]++;for(Xe=Ae,Te=15;1<=Te&&Re[Te]===0;Te--);if(Te<Xe&&(Xe=Te),Te===0)return re[se++]=20971520,re[se++]=20971520,ae.bits=1,0;for(ge=1;ge<Te&&Re[ge]===0;ge++);for(Xe<ge&&(Xe=ge),Pe=Me=1;Pe<=15;Pe++)if(Me<<=1,(Me-=Re[Pe])<0)return-1;if(0<Me&&(J===0||Te!==1))return-1;for(Ie[1]=0,Pe=1;Pe<15;Pe++)Ie[Pe+1]=Ie[Pe]+Re[Pe];for(ze=0;ze<te;ze++)K[Q+ze]!==0&&(ie[Ie[K[Q+ze]]++]=ze);if(he=J===0?(Le=Ye=ie,19):J===1?(Le=q,ke-=257,Ye=Z,tt-=257,256):(Le=Y,Ye=U,-1),Pe=ge,ve=se,we=ze=Be=0,ce=-1,de=(Ne=1<<(Se=Xe))-1,J===1&&852<Ne||J===2&&592<Ne)return 1;for(;;){for(me=Pe-we,xe=ie[ze]<he?(be=0,ie[ze]):ie[ze]>he?(be=Ye[tt+ie[ze]],Le[ke+ie[ze]]):(be=96,0),le=1<<Pe-we,ge=ue=1<<Se;re[ve+(Be>>we)+(ue-=le)]=me<<24|be<<16|xe|0,ue!==0;);for(le=1<<Pe-1;Be&le;)le>>=1;if(le!==0?(Be&=le-1,Be+=le):Be=0,ze++,--Re[Pe]==0){if(Pe===Te)break;Pe=K[Q+ie[ze]]}if(Xe<Pe&&(Be&de)!==ce){for(we===0&&(we=Xe),ve+=ge,Me=1<<(Se=Pe-we);Se+we<Te&&!((Me-=Re[Se+we])<=0);)Se++,Me<<=1;if(Ne+=1<<Se,J===1&&852<Ne||J===2&&592<Ne)return 1;re[ce=Be&de]=Xe<<24|Se<<16|ve-se|0}}return Be!==0&&(re[ve+Be]=Pe-we<<24|64<<16|0),ae.bits=Xe,0}},{"../utils/common":41}],51:[function(D,R,G){R.exports={2:"need dictionary",1:"stream end",0:"","-1":"file error","-2":"stream error","-3":"data error","-4":"insufficient memory","-5":"buffer error","-6":"incompatible version"}},{}],52:[function(D,R,G){var W=D("../utils/common"),q=0,Z=1;function Y(He){for(var Ze=He.length;0<=--Ze;)He[Ze]=0}var U=0,J=29,K=256,Q=K+1+J,te=30,re=19,se=2*Q+1,ie=15,ae=16,le=7,ue=256,ce=16,de=17,ve=18,he=[0,0,0,0,0,0,0,0,1,1,1,1,2,2,2,2,3,3,3,3,4,4,4,4,5,5,5,5,0],me=[0,0,0,0,1,1,2,2,3,3,4,4,5,5,6,6,7,7,8,8,9,9,10,10,11,11,12,12,13,13],be=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,3,7],xe=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15],Ae=new Array(2*(Q+2));Y(Ae);var Pe=new Array(2*te);Y(Pe);var ze=new Array(512);Y(ze);var ge=new Array(256);Y(ge);var Te=new Array(J);Y(Te);var Xe,Se,we,Me=new Array(te);function Ne(He,Ze,Ke,nt,Qe){this.static_tree=He,this.extra_bits=Ze,this.extra_base=Ke,this.elems=nt,this.max_length=Qe,this.has_stree=He&&He.length}function Be(He,Ze){this.dyn_tree=He,this.max_code=0,this.stat_desc=Ze}function Le(He){return He<256?ze[He]:ze[256+(He>>>7)]}function ke(He,Ze){He.pending_buf[He.pending++]=255&Ze,He.pending_buf[He.pending++]=Ze>>>8&255}function Re(He,Ze,Ke){He.bi_valid>ae-Ke?(He.bi_buf|=Ze<<He.bi_valid&65535,ke(He,He.bi_buf),He.bi_buf=Ze>>ae-He.bi_valid,He.bi_valid+=Ke-ae):(He.bi_buf|=Ze<<He.bi_valid&65535,He.bi_valid+=Ke)}function Ie(He,Ze,Ke){Re(He,Ke[2*Ze],Ke[2*Ze+1])}function Ye(He,Ze){for(var Ke=0;Ke|=1&He,He>>>=1,Ke<<=1,0<--Ze;);return Ke>>>1}function tt(He,Ze,Ke){var nt,Qe,ct=new Array(ie+1),ft=0;for(nt=1;nt<=ie;nt++)ct[nt]=ft=ft+Ke[nt-1]<<1;for(Qe=0;Qe<=Ze;Qe++){var ut=He[2*Qe+1];ut!==0&&(He[2*Qe]=Ye(ct[ut]++,ut))}}function $e(He){var Ze;for(Ze=0;Ze<Q;Ze++)He.dyn_ltree[2*Ze]=0;for(Ze=0;Ze<te;Ze++)He.dyn_dtree[2*Ze]=0;for(Ze=0;Ze<re;Ze++)He.bl_tree[2*Ze]=0;He.dyn_ltree[2*ue]=1,He.opt_len=He.static_len=0,He.last_lit=He.matches=0}function st(He){8<He.bi_valid?ke(He,He.bi_buf):0<He.bi_valid&&(He.pending_buf[He.pending++]=He.bi_buf),He.bi_buf=0,He.bi_valid=0}function pt(He,Ze,Ke,nt){var Qe=2*Ze,ct=2*Ke;return He[Qe]<He[ct]||He[Qe]===He[ct]&&nt[Ze]<=nt[Ke]}function ht(He,Ze,Ke){for(var nt=He.heap[Ke],Qe=Ke<<1;Qe<=He.heap_len&&(Qe<He.heap_len&&pt(Ze,He.heap[Qe+1],He.heap[Qe],He.depth)&&Qe++,!pt(Ze,nt,He.heap[Qe],He.depth));)He.heap[Ke]=He.heap[Qe],Ke=Qe,Qe<<=1;He.heap[Ke]=nt}function gt(He,Ze,Ke){var nt,Qe,ct,ft,ut=0;if(He.last_lit!==0)for(;nt=He.pending_buf[He.d_buf+2*ut]<<8|He.pending_buf[He.d_buf+2*ut+1],Qe=He.pending_buf[He.l_buf+ut],ut++,nt===0?Ie(He,Qe,Ze):(Ie(He,(ct=ge[Qe])+K+1,Ze),(ft=he[ct])!==0&&Re(He,Qe-=Te[ct],ft),Ie(He,ct=Le(--nt),Ke),(ft=me[ct])!==0&&Re(He,nt-=Me[ct],ft)),ut<He.last_lit;);Ie(He,ue,Ze)}function De(He,Ze){var Ke,nt,Qe,ct=Ze.dyn_tree,ft=Ze.stat_desc.static_tree,ut=Ze.stat_desc.has_stree,At=Ze.stat_desc.elems,Pt=-1;for(He.heap_len=0,He.heap_max=se,Ke=0;Ke<At;Ke++)ct[2*Ke]!==0?(He.heap[++He.heap_len]=Pt=Ke,He.depth[Ke]=0):ct[2*Ke+1]=0;for(;He.heap_len<2;)ct[2*(Qe=He.heap[++He.heap_len]=Pt<2?++Pt:0)]=1,He.depth[Qe]=0,He.opt_len--,ut&&(He.static_len-=ft[2*Qe+1]);for(Ze.max_code=Pt,Ke=He.heap_len>>1;1<=Ke;Ke--)ht(He,ct,Ke);for(Qe=At;Ke=He.heap[1],He.heap[1]=He.heap[He.heap_len--],ht(He,ct,1),nt=He.heap[1],He.heap[--He.heap_max]=Ke,He.heap[--He.heap_max]=nt,ct[2*Qe]=ct[2*Ke]+ct[2*nt],He.depth[Qe]=(He.depth[Ke]>=He.depth[nt]?He.depth[Ke]:He.depth[nt])+1,ct[2*Ke+1]=ct[2*nt+1]=Qe,He.heap[1]=Qe++,ht(He,ct,1),2<=He.heap_len;);He.heap[--He.heap_max]=He.heap[1],function(vt,St){var Bt,Zt,vn,$t,on,An,Ut=St.dyn_tree,fn=St.max_code,hr=St.stat_desc.static_tree,xr=St.stat_desc.has_stree,wr=St.stat_desc.extra_bits,$n=St.stat_desc.extra_base,Tt=St.stat_desc.max_length,dr=0;for($t=0;$t<=ie;$t++)vt.bl_count[$t]=0;for(Ut[2*vt.heap[vt.heap_max]+1]=0,Bt=vt.heap_max+1;Bt<se;Bt++)Tt<($t=Ut[2*Ut[2*(Zt=vt.heap[Bt])+1]+1]+1)&&($t=Tt,dr++),Ut[2*Zt+1]=$t,fn<Zt||(vt.bl_count[$t]++,on=0,$n<=Zt&&(on=wr[Zt-$n]),An=Ut[2*Zt],vt.opt_len+=An*($t+on),xr&&(vt.static_len+=An*(hr[2*Zt+1]+on)));if(dr!==0){do{for($t=Tt-1;vt.bl_count[$t]===0;)$t--;vt.bl_count[$t]--,vt.bl_count[$t+1]+=2,vt.bl_count[Tt]--,dr-=2}while(0<dr);for($t=Tt;$t!==0;$t--)for(Zt=vt.bl_count[$t];Zt!==0;)fn<(vn=vt.heap[--Bt])||(Ut[2*vn+1]!==$t&&(vt.opt_len+=($t-Ut[2*vn+1])*Ut[2*vn],Ut[2*vn+1]=$t),Zt--)}}(He,Ze),tt(ct,Pt,He.bl_count)}function Ce(He,Ze,Ke){var nt,Qe,ct=-1,ft=Ze[1],ut=0,At=7,Pt=4;for(ft===0&&(At=138,Pt=3),Ze[2*(Ke+1)+1]=65535,nt=0;nt<=Ke;nt++)Qe=ft,ft=Ze[2*(nt+1)+1],++ut<At&&Qe===ft||(ut<Pt?He.bl_tree[2*Qe]+=ut:Qe!==0?(Qe!==ct&&He.bl_tree[2*Qe]++,He.bl_tree[2*ce]++):ut<=10?He.bl_tree[2*de]++:He.bl_tree[2*ve]++,ct=Qe,Pt=(ut=0)===ft?(At=138,3):Qe===ft?(At=6,3):(At=7,4))}function Ue(He,Ze,Ke){var nt,Qe,ct=-1,ft=Ze[1],ut=0,At=7,Pt=4;for(ft===0&&(At=138,Pt=3),nt=0;nt<=Ke;nt++)if(Qe=ft,ft=Ze[2*(nt+1)+1],!(++ut<At&&Qe===ft)){if(ut<Pt)for(;Ie(He,Qe,He.bl_tree),--ut!=0;);else Qe!==0?(Qe!==ct&&(Ie(He,Qe,He.bl_tree),ut--),Ie(He,ce,He.bl_tree),Re(He,ut-3,2)):ut<=10?(Ie(He,de,He.bl_tree),Re(He,ut-3,3)):(Ie(He,ve,He.bl_tree),Re(He,ut-11,7));ct=Qe,Pt=(ut=0)===ft?(At=138,3):Qe===ft?(At=6,3):(At=7,4)}}Y(Me);var _e=!1;function Fe(He,Ze,Ke,nt){Re(He,(U<<1)+(nt?1:0),3),function(Qe,ct,ft,ut){st(Qe),ut&&(ke(Qe,ft),ke(Qe,~ft)),W.arraySet(Qe.pending_buf,Qe.window,ct,ft,Qe.pending),Qe.pending+=ft}(He,Ze,Ke,!0)}G._tr_init=function(He){_e||(function(){var Ze,Ke,nt,Qe,ct,ft=new Array(ie+1);for(Qe=nt=0;Qe<J-1;Qe++)for(Te[Qe]=nt,Ze=0;Ze<1<<he[Qe];Ze++)ge[nt++]=Qe;for(ge[nt-1]=Qe,Qe=ct=0;Qe<16;Qe++)for(Me[Qe]=ct,Ze=0;Ze<1<<me[Qe];Ze++)ze[ct++]=Qe;for(ct>>=7;Qe<te;Qe++)for(Me[Qe]=ct<<7,Ze=0;Ze<1<<me[Qe]-7;Ze++)ze[256+ct++]=Qe;for(Ke=0;Ke<=ie;Ke++)ft[Ke]=0;for(Ze=0;Ze<=143;)Ae[2*Ze+1]=8,Ze++,ft[8]++;for(;Ze<=255;)Ae[2*Ze+1]=9,Ze++,ft[9]++;for(;Ze<=279;)Ae[2*Ze+1]=7,Ze++,ft[7]++;for(;Ze<=287;)Ae[2*Ze+1]=8,Ze++,ft[8]++;for(tt(Ae,Q+1,ft),Ze=0;Ze<te;Ze++)Pe[2*Ze+1]=5,Pe[2*Ze]=Ye(Ze,5);Xe=new Ne(Ae,he,K+1,Q,ie),Se=new Ne(Pe,me,0,te,ie),we=new Ne(new Array(0),be,0,re,le)}(),_e=!0),He.l_desc=new Be(He.dyn_ltree,Xe),He.d_desc=new Be(He.dyn_dtree,Se),He.bl_desc=new Be(He.bl_tree,we),He.bi_buf=0,He.bi_valid=0,$e(He)},G._tr_stored_block=Fe,G._tr_flush_block=function(He,Ze,Ke,nt){var Qe,ct,ft=0;0<He.level?(He.strm.data_type===2&&(He.strm.data_type=function(ut){var At,Pt=4093624447;for(At=0;At<=31;At++,Pt>>>=1)if(1&Pt&&ut.dyn_ltree[2*At]!==0)return q;if(ut.dyn_ltree[18]!==0||ut.dyn_ltree[20]!==0||ut.dyn_ltree[26]!==0)return Z;for(At=32;At<K;At++)if(ut.dyn_ltree[2*At]!==0)return Z;return q}(He)),De(He,He.l_desc),De(He,He.d_desc),ft=function(ut){var At;for(Ce(ut,ut.dyn_ltree,ut.l_desc.max_code),Ce(ut,ut.dyn_dtree,ut.d_desc.max_code),De(ut,ut.bl_desc),At=re-1;3<=At&&ut.bl_tree[2*xe[At]+1]===0;At--);return ut.opt_len+=3*(At+1)+5+5+4,At}(He),Qe=He.opt_len+3+7>>>3,(ct=He.static_len+3+7>>>3)<=Qe&&(Qe=ct)):Qe=ct=Ke+5,Ke+4<=Qe&&Ze!==-1?Fe(He,Ze,Ke,nt):He.strategy===4||ct===Qe?(Re(He,2+(nt?1:0),3),gt(He,Ae,Pe)):(Re(He,4+(nt?1:0),3),function(ut,At,Pt,vt){var St;for(Re(ut,At-257,5),Re(ut,Pt-1,5),Re(ut,vt-4,4),St=0;St<vt;St++)Re(ut,ut.bl_tree[2*xe[St]+1],3);Ue(ut,ut.dyn_ltree,At-1),Ue(ut,ut.dyn_dtree,Pt-1)}(He,He.l_desc.max_code+1,He.d_desc.max_code+1,ft+1),gt(He,He.dyn_ltree,He.dyn_dtree)),$e(He),nt&&st(He)},G._tr_tally=function(He,Ze,Ke){return He.pending_buf[He.d_buf+2*He.last_lit]=Ze>>>8&255,He.pending_buf[He.d_buf+2*He.last_lit+1]=255&Ze,He.pending_buf[He.l_buf+He.last_lit]=255&Ke,He.last_lit++,Ze===0?He.dyn_ltree[2*Ke]++:(He.matches++,Ze--,He.dyn_ltree[2*(ge[Ke]+K+1)]++,He.dyn_dtree[2*Le(Ze)]++),He.last_lit===He.lit_bufsize-1},G._tr_align=function(He){Re(He,2,3),Ie(He,ue,Ae),function(Ze){Ze.bi_valid===16?(ke(Ze,Ze.bi_buf),Ze.bi_buf=0,Ze.bi_valid=0):8<=Ze.bi_valid&&(Ze.pending_buf[Ze.pending++]=255&Ze.bi_buf,Ze.bi_buf>>=8,Ze.bi_valid-=8)}(He)}},{"../utils/common":41}],53:[function(D,R,G){R.exports=function(){this.input=null,this.next_in=0,this.avail_in=0,this.total_in=0,this.output=null,this.next_out=0,this.avail_out=0,this.total_out=0,this.msg="",this.state=null,this.data_type=2,this.adler=0}},{}],54:[function(D,R,G){R.exports=typeof setImmediate=="function"?setImmediate:function(){var W=[].slice.apply(arguments);W.splice(1,0,0),setTimeout.apply(null,W)}},{}]},{},[10])(10)})})(jszip_min);var JSZip=jszip_min.exports;class MXLHelper{static MXLtoIXmlElement(B){const D=new JSZip;return D.loadAsync(B).then(W=>D.file("META-INF/container.xml").async("text"),W=>{throw W}).then(W=>{const Y=new DOMParser().parseFromString(W,"text/xml").getElementsByTagName("rootfile")[0].getAttribute("full-path");return D.file(Y).async("text")},W=>{throw W}).then(W=>{const Z=new DOMParser().parseFromString(W,"text/xml"),Y=new IXmlElement(Z.documentElement);return Promise.resolve(Y)},W=>{throw W}).then(W=>W,W=>{throw new Error("extractSheetFromMxl: "+W.message)})}static MXLtoXMLstring(B){const D=new JSZip;return D.loadAsync(B).then(R=>D.file("META-INF/container.xml").async("text"),R=>{throw log$2.error(R),R}).then(R=>{const q=new DOMParser().parseFromString(R,"text/xml").getElementsByTagName("rootfile")[0].getAttribute("full-path");return D.file(q).async("text")},R=>{throw R})}}class PlaybackNoteGenerator{calculate(B){const D=new MusicPartManagerIterator(B);for(;!D.EndReached;){const R=D.CurrentEnrolledTimestamp,G=D.CurrentAudibleVoiceEntries();for(const W of G)this.handleVoiceEntry(B,W,R);D.moveToNext()}}handleVoiceEntry(B,D,R){if(D.IsGrace)return;const G=D.ParentVoice;let W;B.PlaybackDataDict.containsKey(G)?W=B.PlaybackDataDict.getValue(G):(W=[],B.PlaybackDataDict.setValue(G,W));for(const q of D.PlaybackEntries)if(q.HasNotes){for(const Y of q.Notes)Y.setLength();const Z=Fraction$1.plus(R,q.TimestampShift);PlaybackNoteGenerator.addEntrySorted(W,q,Z)}}static addEntrySorted(B,D,R){if(B.length===0)B.push({enrolledTimestamp:R,playbackEntry:D});else for(let G=B.length-1;G>=0;G--){const W=B[G];if(R.RealValue>W.enrolledTimestamp.RealValue)if(G===B.length-1){B.push({enrolledTimestamp:R,playbackEntry:D});break}else{B.splice(G+1,0,{enrolledTimestamp:R,playbackEntry:D});break}}}}class ScreenViewingRegion{constructor(B,D,R,G){this.psi=new BoundingBox$1(void 0),this.displaySizeInPixel=B,this.RelativeDisplaySize=D,this.RelativeDisplayPosition=R,this.WidthInUnits=G}static createWithRelativeDefaults(B,D){return new ScreenViewingRegion(B,new SizeF2D(1,1),new PointF2D(0,0),D)}static createWithDefaults(){return new ScreenViewingRegion(new SizeF2D(1,1),new SizeF2D(1,1),new PointF2D(0,0),1)}get UpperLeftPositionInUnits(){return this.psi.AbsolutePosition}set UpperLeftPositionInUnits(B){this.psi.AbsolutePosition=B}get DisplaySizeInPixel(){return this.displaySizeInPixel}set DisplaySizeInPixel(B){this.displaySizeInPixel=B,this.regionSizeInPixel=new SizeF2D(this.displaySizeInPixel.width*this.relativeRegionSize.width,this.displaySizeInPixel.height*this.relativeRegionSize.height),this.recalculateDependentVariables()}get RelativeDisplaySize(){return this.relativeRegionSize}set RelativeDisplaySize(B){this.relativeRegionSize=B,this.regionSizeInPixel=new SizeF2D(this.displaySizeInPixel.width*this.relativeRegionSize.width,this.displaySizeInPixel.height*this.relativeRegionSize.height),this.recalculateDependentVariables()}get RegionSizeInPixel(){return this.regionSizeInPixel}get WidthInUnits(){return this.psi.BorderRight}set WidthInUnits(B){this.psi.BorderRight=B,this.recalculateDependentVariables()}get ViewRegionInUnits(){return new SizeF2D(this.psi.BorderRight,this.psi.BorderBottom)}isVisible(B,D){const R=this.psi.collisionDetection(B);return this.psi.liesInsideBorders(B),R}isInsideDisplayArea(B,D){return this.RelativeDisplayPosition.x<=B&&B<=this.RelativeDisplayPosition.x+this.RelativeDisplaySize.width&&this.RelativeDisplayPosition.y<=D&&D<=this.RelativeDisplayPosition.y+this.RelativeDisplaySize.height}transformToUnitCoordinates(B){return new PointF2D(this.UpperLeftPositionInUnits.x+this.ViewRegionInUnits.width*((B.x-this.RelativeDisplayPosition.x)/this.RelativeDisplaySize.width),this.UpperLeftPositionInUnits.y+this.ViewRegionInUnits.height*((B.y-this.RelativeDisplayPosition.y)/this.RelativeDisplaySize.height))}transformLengthXToUnitCoordinates(B){return B/this.horizontalUnitToPixelRatio}transformLengthYToUnitCoordinates(B){return B/this.verticalUnitToPixelRatio}recalculateDependentVariables(){const B=this.regionSizeInPixel.width/this.regionSizeInPixel.height;this.psi.BorderBottom=this.psi.BorderRight/B,this.horizontalUnitToPixelRatio=this.regionSizeInPixel.width/this.ViewRegionInUnits.width,this.verticalUnitToPixelRatio=this.regionSizeInPixel.height/this.ViewRegionInUnits.height}}class AbstractZoomView{constructor(B){this.aspectRatio=1,this.zoomViews=[],this.mouseZoomMode=!1,this.autoScrollY=!0,this.displayInteractionManager=B,this.displayInteractionManager.addListener(this),this.offsetXMin=Number.MIN_VALUE,this.offsetYMin=Number.MIN_VALUE,this.rangeXMin=1,this.rangeYMin=1,this.offsetXMax=Number.MAX_VALUE,this.offsetYMax=Number.MAX_VALUE,this.rangeXMax=1e9,this.rangeYMax=1e9,this.XScrollingEnabled=!1,this.YScrollingEnabled=!0}positionTouched(B,D){if(!this.convertToUnitsReady())return;const R=this.getPositionInUnits(B,D);this.unitPosTouched(R,B,D)}get TouchActive(){return this.displayInteractionManager.TouchActive}get TouchMoving(){return this.displayInteractionManager.TouchMoving}positionDoubleTouched(B,D){if(!this.convertToUnitsReady())return;const R=this.getPositionInUnits(B,D);this.unitPosDoubleTouched(R,B,D)}get UsesManuallyControlledZoomMode(){return this.usesManuallyControlledZoomMode}set UsesManuallyControlledZoomMode(B){this.usesManuallyControlledZoomMode=B}mouseDown(B,D,R=!1){if(!this.convertToUnitsReady())return;this.selectScrollControllerY(!1),this.lastRangeX=Math.max(1,this.RangeX),this.lastRangeY=Math.max(1,this.RangeY),this.lastOffsetX=this.OffsetX,this.lastOffsetY=this.OffsetY;const G=this.getPositionInUnits(B,D);this.unitPosTouchDown(G,B,D),this.usesManuallyControlledZoomMode||(R?this.mouseZoomMode=!0:this.mouseZoomMode=!1)}mouseUp(B,D){const R=this.getPositionInUnits(B,D);this.unitPosTouchUp(R,B,D)}mouseMove(B,D,R,G){this.mouseZoomMode?(Math.abs(R-0)>1e-8&&(this.RangeX=Math.abs(this.lastRangeX/(1+R))),!this.lockRanges&&Math.abs(G-0)>1e-8&&(this.RangeY=Math.abs(this.lastRangeY/(1-G)))):(Math.abs(R-0)>1e-8&&(this.OffsetX=this.lastOffsetX-R*this.RangeX),Math.abs(G-0)>1e-8&&(this.OffsetY=this.lastOffsetY-G*this.RangeY));const W=this.getPositionInUnits(B,D);this.unitPosMove(W,B,D)}zoom(B){this.RangeX=Math.abs(this.lastRangeX/B)}addZoomView(B){this.zoomViews.push(B)}get OffsetX(){return this.offsetX}set OffsetX(B){this.offsetX=Math.min(this.offsetXMax,Math.max(this.offsetXMin,B));for(const D of this.zoomViews)D.viewportXChanged(this.offsetX,this.RangeX)}get OffsetY(){return this.offsetY}set OffsetY(B){this.offsetY=B,this.offsetY>this.offsetYMax?this.offsetY=this.offsetYMax:this.offsetY<this.offsetYMin&&(this.offsetY=this.offsetYMin);for(const D of this.zoomViews)D.viewportYChanged(this.offsetY,this.RangeY)}get RangeX(){return this.rangeX}set RangeX(B){if(this.rangeX=Math.min(this.rangeXMax,Math.max(this.rangeXMin,B)),this.lockRanges){this.RangeY=this.RangeX/this.aspectRatio;for(const D of this.zoomViews)D.viewportXChanged(this.OffsetX,this.RangeX),D.viewportYChanged(this.OffsetY,this.RangeY)}else for(const D of this.zoomViews)D.viewportXChanged(this.OffsetX,this.RangeX)}get RangeY(){return this.rangeY}set RangeY(B){this.rangeY=Math.min(this.rangeYMax,Math.max(this.rangeYMin,B));for(const D of this.zoomViews)D.viewportYChanged(this.OffsetY,this.RangeY)}set AspectRatio(B){this.aspectRatio=B}initialize(B,D,R,G){this.setVerticalViewport(R,G),this.setHorizontalViewport(B,D)}setHorizontalViewport(B,D){this.RangeX=D,this.OffsetX=B,this.lastRangeX=this.RangeX,this.lastOffsetX=this.OffsetX}setVerticalViewport(B,D){this.RangeY=D,this.OffsetY=B,this.lastRangeY=this.RangeY,this.lastOffsetY=this.OffsetY}viewSizeChanged(B,D){this.lockRanges&&(this.aspectRatio=B/D,this.RangeY=this.RangeX/this.aspectRatio,this.lastRangeY=this.RangeY)}outputChanged(B,D,R){this.OffsetY=D}setOffsetXValueOnly(B){this.offsetX=Math.min(this.offsetXMax,Math.max(this.offsetXMin,B))}setXOffset(B,D){this.displayInteractionManager.TouchActive||this.XScrollingEnabled}setOffsetYValueOnly(B){this.offsetY=Math.min(this.offsetYMax,Math.max(this.offsetYMin,B))}setYOffset(B,D){this.displayInteractionManager.TouchActive||!this.YScrollingEnabled||D&&this.selectScrollControllerY(!0)}selectScrollControllerY(B){this.autoScrollY!==B&&(this.autoScrollY=B)}displaySizeChanged(B,D){throw new Error("Method not implemented.")}}var InteractionType=(F=>(F[F.SingleTouch=0]="SingleTouch",F[F.DoubleTouch=1]="DoubleTouch",F[F.TouchUp=2]="TouchUp",F[F.TouchDown=3]="TouchDown",F[F.Move=4]="Move",F))(InteractionType||{});class VoiceEntryInteractionListener{constructor(B){this.renderingManager=B}userDisplayInteraction(B,D,R){var G,W;switch(R){case InteractionType.TouchDown:case InteractionType.SingleTouch:case InteractionType.DoubleTouch:{const q=this.renderingManager.GraphicalMusicSheet.GetNearestVoiceEntry(D);q&&q.parentStaffEntry.parentVerticalContainer!==void 0&&((G=q.notes[0])==null?void 0:G.sourceNote.Pitch)!==void 0&&((W=this.renderingManager.PlaybackManager)==null||W.playVoiceEntry(q.parentVoiceEntry));break}}}}class SheetRenderingManager extends AbstractZoomView{constructor(B,D){super(B),this.mainViewingRegion=ScreenViewingRegion.createWithDefaults(),this.tryAgainToRenderCount=0,this.yOffsetMouseDown=Number.MIN_VALUE,this.unlockCursorDistancePixel=50,this.relativeTopPosition=.06,this.internalPreviewImageScale=3,this.listeners=[],this.LockDisplayToCursor=!0,this.ZoomActive=!1,this.rules=D,this.addZoomView(this),this.lockRanges=!0,this.TopBarHeightInPixel=70,this.BottomBarHeightInPixel=0,this.rules.UseDefaultVoiceInteractionListener&&this.listeners.push(new VoiceEntryInteractionListener(this))}addListener(B){this.listeners.push(B)}get Listeners(){return this.listeners}convertToUnitsReady(){return this.graphicalMusicSheet!==void 0}unitPosTouched(B,D,R){if(!this.SingleTouchDisabled){const G=new PointF2D(D,R);this.handleUserDisplayInteraction(G,B,InteractionType.SingleTouch)}}unitPosDoubleTouched(B,D,R){if(!this.DoubleTouchDisabled){const G=new PointF2D(D,R);this.handleUserDisplayInteraction(G,B,InteractionType.DoubleTouch)}}unitPosTouchDown(B,D,R){const G=new PointF2D(D,R);this.handleUserDisplayInteraction(G,B,InteractionType.TouchDown),this.yOffsetMouseDown=B.y}unitPosTouchUp(B,D,R){const G=new PointF2D(D,R);this.handleUserDisplayInteraction(G,B,InteractionType.TouchUp),this.displayInteractionManager.WasZoomGestureActive===!1&&this.unlockFromCursorIfNecessary(B),this.yOffsetMouseDown=Number.MIN_VALUE}unitPosMove(B,D,R){const G=new PointF2D(D,R);this.handleUserDisplayInteraction(G,B,InteractionType.Move),this.unlockFromCursorIfNecessary(B)}get MainViewingRegion(){return this.mainViewingRegion}setMusicSheet(B){this.graphicalMusicSheet=B,this.adaptDisplayLimitsToSheet(),this.setYOffset(0,!0)}viewportXChanged(B,D){this.graphicalMusicSheet!==void 0&&this.horizontalViewportChanged(B,D)}viewportYChanged(B,D){this.graphicalMusicSheet!==void 0&&(this.yOffsetMouseDown<=Number.MIN_VALUE+.5&&(this.yOffsetMouseDown=B),this.verticalViewportChanged(B,D))}displaySizeChanged(B,D){super.viewSizeChanged(B,D),!(Math.abs(B-0)<1e-7||Math.abs(D-0)<1e-7)&&(this.graphicalMusicSheet!==void 0&&this.graphicalMusicSheet.EnforceRedrawOfMusicSystems(),this.mainViewingRegion.DisplaySizeInPixel=new SizeF2D(B,D),this.adaptDisplayLimitsToSheet())}calcDisplayYPosition(B){return B.PositionAndShape.AbsolutePosition.y+B.PositionAndShape.BorderMarginTop-this.topBarHeightInUnits()-this.relativeTopPosition*this.heightWithoutTopBottomBarsInUnits()}yPositionForLastSystem(B){return B.PositionAndShape.AbsolutePosition.y+B.PositionAndShape.BorderMarginBottom-this.topBarHeightInUnits()-(1-this.relativeTopPosition)*this.heightWithoutTopBottomBarsInUnits()}scorePositionChanged(B,D,R,G,W,q){const Z=this.calcDisplayYPosition(G);this.setYPosition(Z,q)}setXPosition(B,D){this.LockDisplayToCursor&&this.setXOffset(B,D)}setYPosition(B,D){this.LockDisplayToCursor&&this.setYOffset(B,D)}get DrawingParameters(){return this.musicSheetDrawer.drawingParameters}topBarHeightInUnits(){return this.mainViewingRegion.transformLengthYToUnitCoordinates(this.TopBarHeightInPixel)}bottomBarHeightInUnits(){return this.mainViewingRegion.transformLengthYToUnitCoordinates(this.BottomBarHeightInPixel)}heightWithoutTopBottomBarsInUnits(){return this.mainViewingRegion.ViewRegionInUnits.height-this.topBarHeightInUnits()-this.bottomBarHeightInUnits()}activePositionToBottomBarHeight(){return(this.mainViewingRegion.ViewRegionInUnits.height-this.topBarHeightInUnits()-this.bottomBarHeightInUnits())*(1-2*this.relativeTopPosition)}getClickPosition(B,D){return this.mainViewingRegion.transformToUnitCoordinates(new PointF2D(B,D))}graphicalObjectIsVisible(B){return this.mainViewingRegion.isVisible(B,!1)}adaptDisplayLimitsToSheet(){if(this.graphicalMusicSheet===void 0||this.graphicalMusicSheet.MusicPages.length===0||this.graphicalMusicSheet.MusicPages[0].MusicSystems.length===0)return;this.offsetXMin=0,this.rangeXMin=this.graphicalMusicSheet.MinAllowedSystemWidth,this.rangeXMax=300,this.offsetYMin=-.3*this.RangeY;const B=this.graphicalMusicSheet.MusicPages.last().PositionAndShape;this.offsetYMax=Math.max(0,B.BorderMarginBottom-.7*this.RangeY),this.OffsetY>this.offsetYMax&&this.setYOffset(this.offsetYMax,!0)}horizontalViewportChanged(B,D){this.mainViewingRegion.WidthInUnits!==D&&(this.mainViewingRegion.WidthInUnits=D)}verticalViewportChanged(B,D){this.mainViewingRegion.UpperLeftPositionInUnits=new PointF2D(this.mainViewingRegion.UpperLeftPositionInUnits.x,B)}unlockFromCursorIfNecessary(B){if(this.LockDisplayToCursor===!1||this.ZoomActive||this.displayInteractionManager.ZoomGestureActive||this.displayInteractionManager.WasZoomGestureActive)return;Math.abs((B.y-this.yOffsetMouseDown)*this.mainViewingRegion.RegionSizeInPixel.height/this.mainViewingRegion.ViewRegionInUnits.height)>this.unlockCursorDistancePixel&&(this.LockDisplayToCursor=!1)}getPositionInUnits(B,D){return this.mainViewingRegion.transformToUnitCoordinates(new PointF2D(B,D))}handleUserDisplayInteraction(B,D,R){switch(R){case InteractionType.TouchDown:case InteractionType.SingleTouch:case InteractionType.DoubleTouch:{const G=this.graphicalMusicSheet.GetNearestVoiceEntry(D);if(G){const W=new CustomEvent("note-click",{detail:{...G,setAvtivePlay:()=>{var q,Z;if(G.parentStaffEntry.parentVerticalContainer!==void 0){const Y=G.parentStaffEntry.parentVerticalContainer.AbsoluteTimestamp;this.setStartPosition(Y),((q=G.notes[0])==null?void 0:q.sourceNote.Pitch)!==void 0&&(console.log("playback clicked note",G.parentVoiceEntry),(Z=this.PlaybackManager)==null||Z.playVoiceEntry(G.parentVoiceEntry))}}}});window.dispatchEvent(W)}}case InteractionType.TouchUp:case InteractionType.TouchDown:case InteractionType.Move:for(const G of this.listeners)G.userDisplayInteraction(B,D,R);break;default:throw new Error("type")}}setStartPosition(B){var D;this.graphicalMusicSheet!==void 0&&(this.graphicalMusicSheet.ParentMusicSheet.SelectionStart=B,(D=this.PlaybackManager)==null||D.reset())}get GraphicalMusicSheet(){return this.graphicalMusicSheet}}class WebSheetRenderingManager extends SheetRenderingManager{mouseMove(B,D,R,G){const W=this.getPositionInUnits(B,D);this.unitPosMove(W,B,D)}}class AbstractDisplayInteractionManager{constructor(){this.listeners=[],this.zoomGestureActive=!1,this.touchCount=0,this.touchActive=!1,this.touchMoving=!1,this.displayWidth=1,this.displayHeight=1,this.displayDpi=96,this.maxNumerOfFingers=2,this.movementThreshInch=.075,this.interactionWasZoomGesture=!1}addListener(B){this.listeners.push(B)}get ZoomGestureActive(){return this.zoomGestureActive}get WasZoomGestureActive(){return this.interactionWasZoomGesture}displaySizeChanged(B,D){this.displayWidth=B,this.displayHeight=D;for(const R of this.listeners)R.displaySizeChanged(this.displayWidth,this.displayHeight)}Dispose(){this.dispose()}Initialize(){this.initialize()}get DisplayDpi(){return this.displayDpi}get TouchActive(){return this.touchActive}get TouchMoving(){return this.touchMoving}touchDown(B,D,R){this.interactionWasZoomGesture=!1;const G=B/this.displayWidth,W=D/this.displayHeight;this.lastRelPosX=G,this.lastRelPosY=W,this.lastPixelX=B,this.lastPixelY=D,this.touchActive=!0,this.touchMoving=!1,this.touchCount=Math.min(this.touchCount+1,this.maxNumerOfFingers);for(const q of this.listeners)q.mouseDown(G,W,!R)}move(B,D){if(this.touchActive&&!this.zoomGestureActive){const R=B/this.displayWidth,G=D/this.displayHeight,W=R-this.lastRelPosX,q=G-this.lastRelPosY;this.touchMoving=!0;for(const Z of this.listeners)Z.mouseMove(R,G,W,q)}}zoomGestureStarted(){this.zoomGestureActive=!0}zoomGestureCompleted(){this.zoomGestureActive=!1,this.interactionWasZoomGesture=!0}zoomGestureMove(B){this.zoomGestureActive&&this.listeners.forEach(function(D){D.zoom(B)})}touchUp(B,D){this.touchActive=!1,this.touchMoving=!1,this.touchCount=Math.max(0,this.touchCount-1);const R=B/this.displayWidth,G=D/this.displayHeight;for(const W of this.listeners)W.mouseUp(R,G)}click(B,D){if(!this.mouseDidMove(this.lastPixelX,B,this.lastPixelY,D)&&!this.ZoomGestureActive){const R=B/this.displayWidth,G=D/this.displayHeight;for(const W of this.listeners)W.positionTouched(R,G)}}doubleClick(B,D){if(!this.mouseDidMove(this.lastPixelX,B,this.lastPixelY,D)&&!this.ZoomGestureActive){const R=B/this.displayWidth,G=D/this.displayHeight;for(const W of this.listeners)W.positionDoubleTouched(R,G)}}mouseDidMove(B,D,R,G){const W=Math.abs(B-D)/this.displayDpi,q=Math.abs(R-G)/this.displayDpi;return W>this.movementThreshInch||q>this.movementThreshInch}}class WebDisplayInteractionManager extends AbstractDisplayInteractionManager{constructor(B){super(),this.fullOffsetLeft=0,this.fullOffsetTop=0,this.fullScrollTop=0,this.fullScrollLeft=0,this.parentScrollMap=new Map,this.scrollCallbackMap=new Map,this.timeout=void 0,this.resizeObserver=void 0,this.EventCallbackMap=new Dictionary,this.DOUBLE_CLICK_WINDOW=200,this.lastClick=0,this.osmdSheetMusicContainer=B,this.listenForInteractions()}get FullOffsetTop(){return this.fullOffsetTop}get FullScrollTop(){return this.fullScrollTop}get FullOffsetLeft(){return this.fullOffsetLeft}get FullScrollLeft(){return this.fullScrollLeft}static resizeCallback(B,D){clearTimeout(D.timeout),D.timeout=setTimeout(()=>{D.fullOffsetLeft=0,D.fullOffsetTop=0;let R=D.osmdSheetMusicContainer;for(;R;)D.fullOffsetLeft+=R.offsetLeft,D.fullOffsetTop+=R.offsetTop,R=R.offsetParent;D.resizeEventListener(),D.deregisterScrollOffsets(),D.registerScrollOffsets()},500)}registerScrollOffsets(){let B=this.osmdSheetMusicContainer;this.fullScrollTop=0,this.fullScrollLeft=0;const D=this;for(;B&&B!==document.documentElement;){if(this.parentScrollMap.set(B,[B.scrollTop,B.scrollLeft]),this.fullScrollLeft+=B.scrollLeft,this.fullScrollTop+=B.scrollTop,B.scrollHeight>B.clientHeight){const R=function(G){const W=D.parentScrollMap.get(this),q=W[0],Z=W[1];D.fullScrollTop=D.fullScrollTop-q+this.scrollTop,D.fullScrollLeft=D.fullScrollLeft-Z+this.scrollLeft,D.parentScrollMap.set(this,[this.scrollTop,this.scrollLeft])};this.scrollCallbackMap.set(B,R),B.addEventListener("scroll",R)}B=B.parentElement}}deregisterScrollOffsets(){for(const B of this.scrollCallbackMap.keys())B.removeEventListener("scroll",this.scrollCallbackMap.get(B));this.scrollCallbackMap.clear()}initialize(){this.fullOffsetLeft=0,this.fullOffsetTop=0;let B=this.osmdSheetMusicContainer;const D=[],R=this;for(window.ResizeObserver&&(this.resizeObserver=new ResizeObserver(G=>{WebDisplayInteractionManager.resizeCallback(G,R)}));B;)this.fullOffsetLeft+=B.offsetLeft,this.fullOffsetTop+=B.offsetTop,this.resizeObserver?this.resizeObserver.observe(B):D.push(B),B=B.offsetParent;if(this.resizeObserver)this.disposeResizeListener=()=>{R.resizeObserver.disconnect(),R.resizeObserver=void 0};else{let G=()=>{WebDisplayInteractionManager.resizeCallback(D,R)};window.addEventListener("resize",G),this.disposeResizeListener=()=>{window.removeEventListener("resize",G),G=void 0}}R.registerScrollOffsets()}dispose(){this.disposeResizeListener();for(const B of this.EventCallbackMap.keys()){const D=this.EventCallbackMap.getValue(B);D[0].removeEventListener(B,D[1])}this.EventCallbackMap.clear(),this.deregisterScrollOffsets(),this.scrollCallbackMap.clear(),this.parentScrollMap.clear()}isTouch(){if("ontouchstart"in window||window.DocumentTouch)return!0;if(!window.matchMedia)return!1;const D=["(",["-webkit-","-moz-","-o-","-ms-"].join("touch-enabled),("),"heartz",")"].join("");return window.matchMedia(D).matches}get downEventName(){return this.isTouch()?"touchstart":"mousedown"}get moveEventName(){return this.isTouch()?"touchmove":"mousemove"}listenForInteractions(){const B=this.downEventListener.bind(this),D=this.touchEndEventListener.bind(this),R=this.moveEventListener.bind(this);this.osmdSheetMusicContainer.addEventListener("mousedown",B),this.osmdSheetMusicContainer.addEventListener("touchend",D),document.addEventListener(this.moveEventName,R),this.EventCallbackMap.setValue("mousedown",[this.osmdSheetMusicContainer,B]),this.EventCallbackMap.setValue("touchend",[this.osmdSheetMusicContainer,D]),this.EventCallbackMap.setValue(this.moveEventName,[document,R])}downEventListener(B){const D=new Date().getTime(),R=D-this.lastClick;clearTimeout(this.clickTimeout);let G=0,W=0;this.isTouch()&&B instanceof TouchEvent?(G=B.touches[0].pageX,W=B.touches[0].pageY):B instanceof MouseEvent&&(G=B.pageX,W=B.pageY);const q=this.getOffsetCoordinates(G,W);if(R<this.DOUBLE_CLICK_WINDOW&&R>0)this.doubleClick(q.x,q.y);else{const Z=this;this.clickTimeout=setTimeout(function(){clearTimeout(this.clickTimeout),Z.isTouch()?Z.touchDown(q.x,q.y,void 0):Z.click(q.x,q.y)},this.DOUBLE_CLICK_WINDOW)}this.lastClick=D}moveEventListener(B){let D=0,R=0;if(this.isTouch()&&B instanceof TouchEvent){let W;B.touches&&B.touches.length>0?W=B.touches[0]:B.changedTouches&&B.changedTouches.length>0&&(W=B.changedTouches[0]),D=W==null?void 0:W.clientX,R=W==null?void 0:W.clientY}else B instanceof MouseEvent&&(D=B.clientX,R=B.clientY);const G=this.getOffsetCoordinates(D,R);this.move(G.x,G.y)}touchEndEventListener(B){let D;B.touches&&B.touches.length>0?D=B.touches[0]:B.changedTouches&&B.changedTouches.length>0&&(D=B.changedTouches[0]);const R=this.getOffsetCoordinates(D==null?void 0:D.pageX,D==null?void 0:D.pageY);this.touchUp(R.x,R.y)}resizeEventListener(){this.displaySizeChanged(this.osmdSheetMusicContainer.clientWidth,this.osmdSheetMusicContainer.clientHeight)}getOffsetCoordinates(B,D){const R=B-this.fullOffsetLeft+this.fullScrollLeft,G=D-this.fullOffsetTop+this.fullScrollTop;return new PointF2D(R,G)}}class DynamicsCalculator{static fillDynamicsList(B,D,R){for(let G=0;G<D.StaffLinkedExpressions.length;G++)for(let W=0,q=D.StaffLinkedExpressions[G].length;W<q;++W){const Z=D.StaffLinkedExpressions[G][W];if(!(Z.InstantaneousDynamic===void 0&&Z.StartingContinuousDynamic===void 0)){if(Z.StaffNumber=G,Z.StartingContinuousDynamic!==void 0&&Z.StartingContinuousDynamic.isWedge()&&Z.StartingContinuousDynamic.EndMultiExpression!==void 0){const Y=Z.AbsoluteTimestamp,U=Z.StartingContinuousDynamic.EndMultiExpression.AbsoluteTimestamp;if(Y.Equals(U))continue}if(Z.InstantaneousDynamic!==void 0){R[G].push(new DynamicsContainer(Z.InstantaneousDynamic,Z.StaffNumber));const Y=this.getOtherStaffIndexIfLinkedStavesAreDetected(B,G,Z.InstantaneousDynamic.Placement);Y>=0&&R[Y].push(new DynamicsContainer(Z.InstantaneousDynamic,Y))}if(Z.StartingContinuousDynamic!==void 0){R[G].push(new DynamicsContainer(Z.StartingContinuousDynamic,Z.StaffNumber));const Y=this.getOtherStaffIndexIfLinkedStavesAreDetected(B,G,Z.StartingContinuousDynamic.Placement);Y>=0&&R[Y].push(new DynamicsContainer(Z.StartingContinuousDynamic,Y))}}}}static getOtherStaffIndexIfLinkedStavesAreDetected(B,D,R){const G=B.getStaffFromIndex(D),W=G.ParentInstrument.Staves.indexOf(G),q=G.ParentInstrument.Staves.length;return q>1&&W===0&&R===PlacementEnum.Below?D+1:q>1&&W===1&&R===PlacementEnum.Above?D-1:-1}static fillDynamicExpressions(B){const D=B.DynListStaves,R=B.getCompleteNumberOfStaves(),G=B.TimestampSortedDynamicExpressionsList;for(let W=0;W<R;W++)D.push([]);for(let W=0,q=B.SourceMeasures.length;W<q;++W){const Z=B.SourceMeasures[W];DynamicsCalculator.fillDynamicsList(B,Z,D)}for(let W=0;W<D.length;W++)for(let q=0,Z=D[W].length;q<Z;++q){const Y=D[W][q];Y.instantaneousDynamicExpression!==void 0&&!InstantaneousDynamicExpression.dynamicToRelativeVolumeDict.containsKey(Y.instantaneousDynamicExpression.DynEnum)||G.push(Y)}G.sort(DynamicsContainer.Compare)}calculate(B){DynamicsCalculator.fillDynamicExpressions(B)}}const _OpenSheetMusicDisplay=class{constructor(F,B=OSMDOptions.OSMDOptionsStandard(),D=new EngravingRules){if(this.version="1.4.5-audio-extended",this.cursorsOptions=[],this.cursors=[],this.zoom=1,this.zoomUpdated=!1,this.loadUrlTimeout=5e3,this.rules=D,typeof F=="string"?this.container=document.getElementById(F):F&&"appendChild"in F&&(this.container=F),!this.container)throw new Error("Please pass a valid div container to OpenSheetMusicDisplay");B.autoResize===void 0&&(B.autoResize=!0),this.backendType=BackendType.SVG,this.setOptions(B),this.interactionManager=new WebDisplayInteractionManager(this.container),this.renderingManager=new WebSheetRenderingManager(this.interactionManager,this.rules)}get cursor(){return this.cursors[0]}get RenderingManager(){return this.renderingManager}set PlaybackManager(F){this.renderingManager&&(this.renderingManager.PlaybackManager=F)}get PlaybackManager(){var F;return(F=this.renderingManager)==null?void 0:F.PlaybackManager}isUrl(F){return F.length<2083}isMxl(F){return F.substr(0,4)==="PK"}processMxl(F,B,D){MXLHelper.MXLtoXMLstring(F).then(R=>{B(this.processStringXml(R))},R=>{log$2.error(new Error("[OSMD] Invalid MXL file: "+R)),D(new Error("[OSMD] Invalid MXL file: "+R))})}processStringXml(F){const B=new DOMParser;if(F.substr(0,3)==="\uF7EF\uF7BB\uF7BF")return log$2.debug("[OSMD] UTF with BOM detected, truncate first three bytes and pass along: "+F),B.parseFromString(F.substr(3),"application/xml");if(F.substr(0,6).includes("<?xml")){const D=this.OnXMLRead(F);return log$2.debug("[OSMD] Finally parsing XML content, length: "+D.length),B.parseFromString(D,"application/xml")}}load(F,B){this.reset();const D=this;return new Promise(function(G,W){new Promise(function(Z,Y){if(typeof F=="string"){const U=F.trim();if(D.isMxl(U))log$2.debug("[OSMD] This is a zip file, unpack it first: "+U),D.processMxl(U,Z,Y);else{const J=D.processStringXml(U);if(J)Z(J);else if(D.isUrl(U))AJAX.ajax(U).then(K=>{D.isMxl(K)?D.processMxl(K,Z,Y):Z(D.processStringXml(K))},K=>{throw Y(K),K});else{const K=new Error("[OSMD] osmd.load(string): Could not process string. Did not find <?xml at beginning.");console.error(K.message),Y(K)}}}else if(F instanceof Document)Z(F);else{const U=new Error("[OSMD] osmd.load(): content is not string or Document. Could not load.");console.error(U.message),Y(U)}}).then(function(Z){(!Z||!Z.nodeName)&&W(new Error("OpenSheetMusicDisplay: The document which was provided is invalid"));const Y=Z.childNodes;log$2.debug("[OSMD] load(), Document url: "+Z.URL);let U;for(let re=0,se=Y.length;re<se;re+=1){const ie=Y[re];if(ie.nodeType===Node.ELEMENT_NODE&&ie.nodeName.toLowerCase()==="score-partwise"){U=ie;break}}U||(console.error("Could not parse MusicXML, no valid partwise element found"),W(new Error("OpenSheetMusicDisplay: Document is not a valid 'partwise' MusicXML")));const J=new IXmlElement(U),K=new DynamicsCalculator,Q=new PlaybackNoteGenerator,te=new MusicSheetReader([K,Q],D.rules);D.sheet=te.createMusicSheet(J,"Untitled Score"),D.sheet===void 0&&W(new Error("given music sheet was incomplete or could not be loaded.")),log$2.info(`[OSMD] Loaded sheet ${D.sheet.TitleString} successfully.`),D.needBackendUpdate=!0,D.updateGraphic(),G()}).catch(function(Z){log$2.debug("Content XML Promise was rejected"),W(Z)})})}updateGraphic(){const F=new VexFlowMusicSheetCalculator(this.rules);this.graphic=new GraphicalMusicSheet(this.sheet,F),this.drawingParameters.drawCursors&&this.cursors.forEach(B=>{B.init(this.sheet.MusicPartManager,this.graphic)}),this.renderingManager.setMusicSheet(this.graphic),this.interactionManager.Initialize()}render(){var B;if(!this.graphic)throw new Error("OpenSheetMusicDisplay: Before rendering a music sheet, please load a MusicXML file");(B=this.drawer)==null||B.clear();let F=this.container.offsetWidth;this.rules.RenderSingleHorizontalStaffline&&(F=this.rules.SheetMaximumWidth),this.sheet.pageWidth=F/this.zoom/10,this.renderingManager.MainViewingRegion.WidthInUnits=this.sheet.pageWidth,this.rules.PageFormat&&!this.rules.PageFormat.IsUndefined?(this.rules.PageHeight=this.sheet.pageWidth/this.rules.PageFormat.aspectRatio,log$2.debug("[OSMD] PageHeight: "+this.rules.PageHeight)):(log$2.debug("[OSMD] endless/undefined pageformat, id: "+this.rules.PageFormat.idString),this.rules.PageHeight=100001),this.graphic.reCalculate(),this.drawingParameters.drawCursors&&(this.graphic.Cursors.length=0),this.createOrRefreshRenderBackend(),this.needBackendUpdate=!1,this.drawer.setZoom(this.zoom),this.drawer.drawSheet(this.graphic),this.enableOrDisableCursors(this.drawingParameters.drawCursors),this.drawingParameters.drawCursors&&this.cursors.forEach(D=>{D.update()}),this.zoomUpdated=!1,this.interactionManager.displaySizeChanged(this.container.clientWidth,this.container.clientHeight)}createOrRefreshRenderBackend(){this.drawer&&this.drawer.Backends&&(this.drawer.Backends[0]&&this.drawer.Backends[0].removeAllChildrenFromContainer(this.container),this.drawer.Backends.clear()),this.drawingParameters.Rules=this.rules,this.drawer=new VexFlowMusicSheetDrawer(this.drawingParameters),this.drawer.drawableBoundingBoxElement=this.DrawBoundingBox,this.drawer.bottomLineVisible=this.drawBottomLine,this.drawer.skyLineVisible=this.drawSkyLine;let F=this.container.offsetWidth;this.rules.RenderSingleHorizontalStaffline&&(F=this.graphic.MusicPages[0].PositionAndShape.Size.width*10*this.zoom);let B;const D=32767;for(const R of this.graphic.MusicPages){if(R.PageNumber>this.rules.MaxPageToDrawNumber)break;const G=this.createBackend(this.backendType,R),W=" exceeds CanvasBackend limit of 32767. Cutting off score.";G.getOSMDBackendType()===BackendType.Canvas&&F>D&&(log$2.warn("[OSMD] Warning: width of "+F+W),F=D),this.rules.PageFormat&&!this.rules.PageFormat.IsUndefined?B=F/this.rules.PageFormat.aspectRatio:(B=R.PositionAndShape.Size.height,B+=this.rules.PageBottomMargin,B+=this.rules.CompactMode?this.rules.PageTopMarginNarrow:this.rules.PageTopMargin,this.rules.RenderTitle&&(B+=this.rules.TitleTopDistance),B*=this.zoom*10),G.getOSMDBackendType()===BackendType.Canvas&&B>D&&(log$2.warn("[OSMD] Warning: height of "+B+W),B=Math.min(B,D)),G.resize(F,B),G.clear(),this.drawer.Backends.push(G),this.graphic.drawer=this.drawer}}exportSVG(){var F;for(const B of(F=this.drawer)==null?void 0:F.Backends)B instanceof SvgVexFlowBackend&&B.export()}IsReadyToRender(){return this.graphic!==void 0}clear(){var F;(F=this.drawer)==null||F.clear(),this.reset()}dispose(){this.disposeResizeListener&&this.disposeResizeListener(),this.InteractionManager&&this.InteractionManager.Dispose()}setOptions(F){if(this.rules||(this.rules=new EngravingRules),this.drawingParameters||(this.drawingParameters=new DrawingParameters,this.drawingParameters.Rules=this.rules),F==null){log$2.warn(`warning: osmd.setOptions() called without an options parameter, has no effect.
example usage: osmd.setOptions({drawCredits: false, drawPartNames: false})`);return}this.OnXMLRead=function(G){return G},F.onXMLRead&&(this.OnXMLRead=F.onXMLRead),F.drawingParameters&&(this.drawingParameters.DrawingParametersEnum=DrawingParametersEnum[F.drawingParameters.toLowerCase()]);let D=!this.drawer||!this.drawer.Backends||this.drawer.Backends.length<1;if(F.backend!==void 0){const G=OSMDOptions.BackendTypeFromString(F.backend);D=D||this.backendType!==G,this.backendType=G}this.needBackendUpdate=D,F.autoBeam!==void 0&&(this.rules.AutoBeamNotes=F.autoBeam);const R=F.autoBeamOptions;if(R&&(R.maintain_stem_directions===void 0&&(R.maintain_stem_directions=!1),this.rules.AutoBeamOptions=R,R.groups&&R.groups.length)){for(const G of R.groups)if(G.length!==2)throw new Error("Each fraction in autoBeamOptions.groups must be of length 2, e.g. [3,4] for beaming three fourths")}F.percussionOneLineCutoff!==void 0&&(this.rules.PercussionOneLineCutoff=F.percussionOneLineCutoff),this.rules.PercussionOneLineCutoff!==0&&F.percussionForceVoicesOneLineCutoff!==void 0&&(this.rules.PercussionForceVoicesOneLineCutoff=F.percussionForceVoicesOneLineCutoff),F.alignRests!==void 0&&(this.rules.AlignRests=F.alignRests),F.coloringMode!==void 0&&this.setColoringMode(F),F.coloringEnabled!==void 0&&(this.rules.ColoringEnabled=F.coloringEnabled),F.colorStemsLikeNoteheads!==void 0&&(this.rules.ColorStemsLikeNoteheads=F.colorStemsLikeNoteheads),F.disableCursor&&(this.drawingParameters.drawCursors=!1),F.drawHiddenNotes&&(this.drawingParameters.drawHiddenNotes=!0),F.drawCredits!==void 0&&(this.drawingParameters.DrawCredits=F.drawCredits),F.drawComposer!==void 0&&(this.drawingParameters.DrawComposer=F.drawComposer),F.drawTitle!==void 0&&(this.drawingParameters.DrawTitle=F.drawTitle),F.drawSubtitle!==void 0&&(this.drawingParameters.DrawSubtitle=F.drawSubtitle),F.drawLyricist!==void 0&&(this.drawingParameters.DrawLyricist=F.drawLyricist),F.drawMetronomeMarks!==void 0&&(this.rules.MetronomeMarksDrawn=F.drawMetronomeMarks),F.drawPartNames!==void 0&&(this.drawingParameters.DrawPartNames=F.drawPartNames,F.drawPartAbbreviations||(this.rules.RenderPartAbbreviations=F.drawPartNames)),F.drawPartAbbreviations!==void 0&&(this.rules.RenderPartAbbreviations=F.drawPartAbbreviations),F.drawFingerings===!1&&(this.rules.RenderFingerings=!1),F.drawMeasureNumbers!==void 0&&(this.rules.RenderMeasureNumbers=F.drawMeasureNumbers),F.drawMeasureNumbersOnlyAtSystemStart&&(this.rules.RenderMeasureNumbersOnlyAtSystemStart=F.drawMeasureNumbersOnlyAtSystemStart),F.drawLyrics!==void 0&&(this.rules.RenderLyrics=F.drawLyrics),F.drawTimeSignatures!==void 0&&(this.rules.RenderTimeSignatures=F.drawTimeSignatures),F.drawSlurs!==void 0&&(this.rules.RenderSlurs=F.drawSlurs),F.measureNumberInterval!==void 0&&(this.rules.MeasureNumberLabelOffset=F.measureNumberInterval),F.useXMLMeasureNumbers!==void 0&&(this.rules.UseXMLMeasureNumbers=F.useXMLMeasureNumbers),F.fingeringPosition!==void 0&&(this.rules.FingeringPosition=AbstractExpression.PlacementEnumFromString(F.fingeringPosition)),F.fingeringInsideStafflines!==void 0&&(this.rules.FingeringInsideStafflines=F.fingeringInsideStafflines),F.newSystemFromXML!==void 0&&(this.rules.NewSystemAtXMLNewSystemAttribute=F.newSystemFromXML),F.newPageFromXML!==void 0&&(this.rules.NewPageAtXMLNewPageAttribute=F.newPageFromXML),F.fillEmptyMeasuresWithWholeRest!==void 0&&(this.rules.FillEmptyMeasuresWithWholeRest=F.fillEmptyMeasuresWithWholeRest),F.followCursor!==void 0&&(this.FollowCursor=F.followCursor),F.setWantedStemDirectionByXml!==void 0&&(this.rules.SetWantedStemDirectionByXml=F.setWantedStemDirectionByXml),F.darkMode?(this.rules.applyDefaultColorMusic("#FFFFFF"),this.rules.PageBackgroundColor="#000000"):F.darkMode===!1&&(this.rules.applyDefaultColorMusic("#000000"),this.rules.PageBackgroundColor=void 0),F.defaultColorMusic&&this.rules.applyDefaultColorMusic(F.defaultColorMusic),F.defaultColorNotehead&&(this.rules.DefaultColorNotehead=F.defaultColorNotehead),F.defaultColorRest&&(this.rules.DefaultColorRest=F.defaultColorRest),F.defaultColorStem&&(this.rules.DefaultColorStem=F.defaultColorStem),F.defaultColorLabel&&(this.rules.DefaultColorLabel=F.defaultColorLabel),F.defaultColorTitle&&(this.rules.DefaultColorTitle=F.defaultColorTitle),F.defaultFontFamily&&(this.rules.DefaultFontFamily=F.defaultFontFamily),F.defaultFontStyle&&(this.rules.DefaultFontStyle=F.defaultFontStyle),F.drawUpToMeasureNumber&&(this.rules.MaxMeasureToDrawIndex=F.drawUpToMeasureNumber-1),F.drawFromMeasureNumber&&(this.rules.MinMeasureToDrawIndex=F.drawFromMeasureNumber-1),F.drawUpToPageNumber&&(this.rules.MaxPageToDrawNumber=F.drawUpToPageNumber),F.drawUpToSystemNumber&&(this.rules.MaxSystemToDrawNumber=F.drawUpToSystemNumber),F.tupletsRatioed&&(this.rules.TupletsRatioed=!0),F.tupletsBracketed&&(this.rules.TupletsBracketed=!0),F.tripletsBracketed&&(this.rules.TripletsBracketed=!0),F.autoResize?(this.resizeHandlerAttached||this.autoResize(),this.autoResizeEnabled=!0):F.autoResize===!1&&(this.autoResizeEnabled=!1),F.pageFormat!==void 0&&this.setPageFormat(F.pageFormat),F.pageBackgroundColor!==void 0&&(this.rules.PageBackgroundColor=F.pageBackgroundColor),F.performanceMode!==void 0&&(this.rules.PerformanceMode=F.performanceMode),F.renderSingleHorizontalStaffline!==void 0&&(this.rules.RenderSingleHorizontalStaffline=F.renderSingleHorizontalStaffline),F.spacingFactorSoftmax!==void 0&&(this.rules.SoftmaxFactorVexFlow=F.spacingFactorSoftmax),F.spacingBetweenTextLines!==void 0&&(this.rules.SpacingBetweenTextLines=F.spacingBetweenTextLines),F.stretchLastSystemLine!==void 0&&(this.rules.StretchLastSystemLine=F.stretchLastSystemLine),F.autoGenerateMutipleRestMeasuresFromRestMeasures!==void 0&&(this.rules.AutoGenerateMutipleRestMeasuresFromRestMeasures=F.autoGenerateMutipleRestMeasuresFromRestMeasures),F.cursorsOptions!==void 0?this.cursorsOptions=F.cursorsOptions:this.cursorsOptions=[{type:0,color:this.EngravingRules.DefaultColorCursor,alpha:.5,follow:!0}]}setColoringMode(F){if(F.coloringMode===ColoringModes.XML){this.rules.ColoringMode=ColoringModes.XML;return}const B=[NoteEnum.C,NoteEnum.D,NoteEnum.E,NoteEnum.F,NoteEnum.G,NoteEnum.A,NoteEnum.B,-1];let D;if(F.coloringMode===ColoringModes.CustomColorSet){if(!F.coloringSetCustom||F.coloringSetCustom.length!==8)throw new Error("Invalid amount of colors: With coloringModes.customColorSet, you have to provide a coloringSetCustom parameter with 8 strings (C to B, rest note).");for(const G of F.coloringSetCustom)if(!/^\#[0-9a-fA-F]{6}$/.test(G))throw new Error(`One of the color strings in options.coloringSetCustom was not a valid HTML Hex color:
`+G);D=F.coloringSetCustom}else if(F.coloringMode===ColoringModes.AutoColoring){D=[];const G=Object.keys(AutoColorSet);for(let W=0;W<G.length;W++)D.push(AutoColorSet[G[W]])}const R=new Dictionary;for(let G=0;G<B.length;G++)R.setValue(B[G],D[G]);R.setValue(-1,D[7]),this.rules.ColoringSetCurrent=R,this.rules.ColoringMode=F.coloringMode}setLogLevel(F){switch(F){case"trace":log$2.setLevel(log$2.levels.TRACE);break;case"debug":log$2.setLevel(log$2.levels.DEBUG);break;case"info":log$2.setLevel(log$2.levels.INFO);break;case"warn":log$2.setLevel(log$2.levels.WARN);break;case"error":log$2.setLevel(log$2.levels.ERROR);break;case"silent":log$2.setLevel(log$2.levels.SILENT);break;default:log$2.warn(`Could not set log level to ${F}. Using warn instead.`),log$2.setLevel(log$2.levels.WARN);break}}getLogLevel(){return log$2.getLevel()}reset(){this.drawingParameters.drawCursors&&this.cursors.forEach(F=>{F.hide()}),this.sheet=void 0,this.graphic=void 0,this.zoom=1}autoResize(){const F=this;this.handleResize(()=>{},()=>{var B;((B=this.graphic)==null?void 0:B.GetCalculator)instanceof VexFlowMusicSheetCalculator&&(this.graphic.GetCalculator.beamsNeedUpdate=!0),F.IsReadyToRender()&&F.render()})}handleResize(F,B){let D,R;const W=this;function q(){!W.AutoResizeEnabled||(D=new Date().getTime(),R||(F(),D=new Date().getTime(),R=window.setTimeout(Z,200)))}function Z(){R=void 0,window.clearTimeout(R),new Date().getTime()-D<200?R=window.setTimeout(Z,200):B()}window.attachEvent?window.attachEvent("onresize",q):window.addEventListener("resize",q),this.disposeResizeListener=()=>{window.detachEvent?window.detachEvent("onresize",q):window.removeEventListener("resize",q),this.resizeHandlerAttached=!1},this.resizeHandlerAttached=!0,window.setTimeout(F,0),window.setTimeout(B,1)}enableOrDisableCursors(F){var B,D,R,G,W,q;if(this.drawingParameters.drawCursors=F,F){for(let Z=0;Z<this.cursorsOptions.length;Z++){const Y=(D=(B=this.cursors[Z])==null?void 0:B.Hidden)!=null?D:!1,U=(R=this.cursors[Z])==null?void 0:R.Iterator;(G=this.cursors[Z])==null||G.hide();let J=(W=this.drawer)==null?void 0:W.Backends[0];if(J&&this.rules.RestoreCursorAfterRerender&&this.cursors[Z]){const K=this.cursors[Z].updateCurrentPage();J=this.drawer.Backends[K-1]}J&&J.getRenderElement()&&(this.cursors[Z]=new Cursor$1(J.getRenderElement(),this,this.cursorsOptions[Z])),this.sheet&&this.graphic&&this.cursors[Z]&&this.cursors[Z].init(this.sheet.MusicPartManager,this.graphic),this.rules.RestoreCursorAfterRerender&&(U&&(this.cursors[Z].iterator=U),Y?this.cursors[Z].hide():this.cursors[Z].show())}(q=this.renderingManager.PlaybackManager)==null||q.addListener(this.cursor)}else this.cursors.forEach(Z=>{Z.hide()})}createBackend(F,B){let D;return F===void 0||F===BackendType.SVG?D=new SvgVexFlowBackend(this.rules):D=new CanvasVexFlowBackend(this.rules),D.graphicalMusicPage=B,D.initialize(this.container,this.zoom),D.getContext().setFillStyle(this.rules.DefaultColorMusic),D.getContext().setStrokeStyle(this.rules.DefaultColorMusic),D}static StringToPageFormat(F){let B=PageFormat.UndefinedPageFormat;if(F.match("^[0-9]+x[0-9]+$")){const D=F.split("x"),R=Number.parseInt(D[0],10),G=Number.parseInt(D[1],10);R>0&&R<32768&&G>0&&G<32768&&(B=new PageFormat(R,G,`customPageFormat${F}`))}return F=F.replace(" ","_"),F=F.replace("Landscape","L"),F=F.replace("Portrait","P"),_OpenSheetMusicDisplay.PageFormatStandards.hasOwnProperty(F)&&(B=_OpenSheetMusicDisplay.PageFormatStandards[F]),B}setPageFormat(F){const B=_OpenSheetMusicDisplay.StringToPageFormat(F);this.needBackendUpdate=!B.Equals(this.rules.PageFormat),this.rules.PageFormat=B}setCustomPageFormat(F,B){if(F>0&&B>0){const D=new PageFormat(F,B);this.rules.PageFormat=D}}set DrawSkyLine(F){this.drawSkyLine=F,this.drawer&&(this.drawer.skyLineVisible=F)}get DrawSkyLine(){return this.drawer.skyLineVisible}set DrawBottomLine(F){this.drawBottomLine=F,this.drawer&&(this.drawer.bottomLineVisible=F)}get DrawBottomLine(){return this.drawer.bottomLineVisible}set DrawBoundingBox(F){this.setDrawBoundingBox(F,!0)}get DrawBoundingBox(){return this.drawBoundingBox}setDrawBoundingBox(F,B=!1){this.drawBoundingBox=F,this.drawer&&(this.drawer.drawableBoundingBoxElement=F),B&&this.render()}get AutoResizeEnabled(){return this.autoResizeEnabled}set AutoResizeEnabled(F){this.autoResizeEnabled=F}get Zoom(){return this.zoom}set Zoom(F){var B;this.zoom=F,this.zoomUpdated=!0,((B=this.graphic)==null?void 0:B.GetCalculator)instanceof VexFlowMusicSheetCalculator&&(this.graphic.GetCalculator.beamsNeedUpdate=this.zoomUpdated)}set FollowCursor(F){this.followCursor=F}get FollowCursor(){return this.followCursor}set TransposeCalculator(F){MusicSheetCalculator.transposeCalculator=F}get TransposeCalculator(){return MusicSheetCalculator.transposeCalculator}get Sheet(){return this.sheet}get Drawer(){return this.drawer}get GraphicSheet(){return this.graphic}get DrawingParameters(){return this.drawingParameters}get EngravingRules(){return this.rules}get InteractionManager(){return this.interactionManager}get Version(){return this.version}};let OpenSheetMusicDisplay=_OpenSheetMusicDisplay;OpenSheetMusicDisplay.PageFormatStandards={A3_L:new PageFormat(420,297,"A3_L"),A3_P:new PageFormat(297,420,"A3_P"),A4_L:new PageFormat(297,210,"A4_L"),A4_P:new PageFormat(210,297,"A4_P"),A5_L:new PageFormat(210,148,"A5_L"),A5_P:new PageFormat(148,210,"A5_P"),A6_L:new PageFormat(148,105,"A6_L"),A6_P:new PageFormat(105,148,"A6_P"),Endless:PageFormat.UndefinedPageFormat,Letter_L:new PageFormat(279.4,215.9,"Letter_L"),Letter_P:new PageFormat(215.9,279.4,"Letter_P")};var handlebars={exports:{}},handlebars_runtime={exports:{}},base$1={},utils={};utils.__esModule=!0;utils.extend=extend;utils.indexOf=indexOf;utils.escapeExpression=escapeExpression;utils.isEmpty=isEmpty;utils.createFrame=createFrame;utils.blockParams=blockParams;utils.appendContextPath=appendContextPath;var escape$1={"&":"&amp;","<":"&lt;",">":"&gt;",'"':"&quot;","'":"&#x27;","`":"&#x60;","=":"&#x3D;"},badChars=/[&<>"'`=]/g,possible=/[&<>"'`=]/;function escapeChar(F){return escape$1[F]}function extend(F){for(var B=1;B<arguments.length;B++)for(var D in arguments[B])Object.prototype.hasOwnProperty.call(arguments[B],D)&&(F[D]=arguments[B][D]);return F}var toString=Object.prototype.toString;utils.toString=toString;var isFunction=function F(B){return typeof B=="function"};isFunction(/x/)&&(utils.isFunction=isFunction=function(F){return typeof F=="function"&&toString.call(F)==="[object Function]"});utils.isFunction=isFunction;var isArray=Array.isArray||function(F){return F&&typeof F=="object"?toString.call(F)==="[object Array]":!1};utils.isArray=isArray;function indexOf(F,B){for(var D=0,R=F.length;D<R;D++)if(F[D]===B)return D;return-1}function escapeExpression(F){if(typeof F!="string"){if(F&&F.toHTML)return F.toHTML();if(F==null)return"";if(!F)return F+"";F=""+F}return possible.test(F)?F.replace(badChars,escapeChar):F}function isEmpty(F){return!F&&F!==0?!0:!!(isArray(F)&&F.length===0)}function createFrame(F){var B=extend({},F);return B._parent=F,B}function blockParams(F,B){return F.path=B,F}function appendContextPath(F,B){return(F?F+".":"")+B}var exception={exports:{}};(function(F,B){B.__esModule=!0;var D=["description","fileName","lineNumber","endLineNumber","message","name","number","stack"];function R(G,W){var q=W&&W.loc,Z=void 0,Y=void 0,U=void 0,J=void 0;q&&(Z=q.start.line,Y=q.end.line,U=q.start.column,J=q.end.column,G+=" - "+Z+":"+U);for(var K=Error.prototype.constructor.call(this,G),Q=0;Q<D.length;Q++)this[D[Q]]=K[D[Q]];Error.captureStackTrace&&Error.captureStackTrace(this,R);try{q&&(this.lineNumber=Z,this.endLineNumber=Y,Object.defineProperty?(Object.defineProperty(this,"column",{value:U,enumerable:!0}),Object.defineProperty(this,"endColumn",{value:J,enumerable:!0})):(this.column=U,this.endColumn=J))}catch{}}R.prototype=new Error,B.default=R,F.exports=B.default})(exception,exception.exports);var helpers$1={},blockHelperMissing={exports:{}};(function(F,B){B.__esModule=!0;var D=utils;B.default=function(R){R.registerHelper("blockHelperMissing",function(G,W){var q=W.inverse,Z=W.fn;if(G===!0)return Z(this);if(G===!1||G==null)return q(this);if(D.isArray(G))return G.length>0?(W.ids&&(W.ids=[W.name]),R.helpers.each(G,W)):q(this);if(W.data&&W.ids){var Y=D.createFrame(W.data);Y.contextPath=D.appendContextPath(W.data.contextPath,W.name),W={data:Y}}return Z(G,W)})},F.exports=B.default})(blockHelperMissing,blockHelperMissing.exports);var each={exports:{}};(function(F,B){B.__esModule=!0;function D(q){return q&&q.__esModule?q:{default:q}}var R=utils,G=exception.exports,W=D(G);B.default=function(q){q.registerHelper("each",function(Z,Y){if(!Y)throw new W.default("Must pass iterator to #each");var U=Y.fn,J=Y.inverse,K=0,Q="",te=void 0,re=void 0;Y.data&&Y.ids&&(re=R.appendContextPath(Y.data.contextPath,Y.ids[0])+"."),R.isFunction(Z)&&(Z=Z.call(this)),Y.data&&(te=R.createFrame(Y.data));function se(ce,de,ve){te&&(te.key=ce,te.index=de,te.first=de===0,te.last=!!ve,re&&(te.contextPath=re+ce)),Q=Q+U(Z[ce],{data:te,blockParams:R.blockParams([Z[ce],ce],[re+ce,null])})}if(Z&&typeof Z=="object")if(R.isArray(Z))for(var ie=Z.length;K<ie;K++)K in Z&&se(K,K,K===Z.length-1);else if(typeof Symbol=="function"&&Z[Symbol.iterator]){for(var ae=[],le=Z[Symbol.iterator](),ue=le.next();!ue.done;ue=le.next())ae.push(ue.value);Z=ae;for(var ie=Z.length;K<ie;K++)se(K,K,K===Z.length-1)}else(function(){var ce=void 0;Object.keys(Z).forEach(function(de){ce!==void 0&&se(ce,K-1),ce=de,K++}),ce!==void 0&&se(ce,K-1,!0)})();return K===0&&(Q=J(this)),Q})},F.exports=B.default})(each,each.exports);var helperMissing={exports:{}};(function(F,B){B.__esModule=!0;function D(W){return W&&W.__esModule?W:{default:W}}var R=exception.exports,G=D(R);B.default=function(W){W.registerHelper("helperMissing",function(){if(arguments.length!==1)throw new G.default('Missing helper: "'+arguments[arguments.length-1].name+'"')})},F.exports=B.default})(helperMissing,helperMissing.exports);var _if={exports:{}};(function(F,B){B.__esModule=!0;function D(q){return q&&q.__esModule?q:{default:q}}var R=utils,G=exception.exports,W=D(G);B.default=function(q){q.registerHelper("if",function(Z,Y){if(arguments.length!=2)throw new W.default("#if requires exactly one argument");return R.isFunction(Z)&&(Z=Z.call(this)),!Y.hash.includeZero&&!Z||R.isEmpty(Z)?Y.inverse(this):Y.fn(this)}),q.registerHelper("unless",function(Z,Y){if(arguments.length!=2)throw new W.default("#unless requires exactly one argument");return q.helpers.if.call(this,Z,{fn:Y.inverse,inverse:Y.fn,hash:Y.hash})})},F.exports=B.default})(_if,_if.exports);var log$1={exports:{}};(function(F,B){B.__esModule=!0,B.default=function(D){D.registerHelper("log",function(){for(var R=[void 0],G=arguments[arguments.length-1],W=0;W<arguments.length-1;W++)R.push(arguments[W]);var q=1;G.hash.level!=null?q=G.hash.level:G.data&&G.data.level!=null&&(q=G.data.level),R[0]=q,D.log.apply(D,R)})},F.exports=B.default})(log$1,log$1.exports);var 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R={trace:function(){},yy:{},symbols_:{error:2,root:3,program:4,EOF:5,program_repetition0:6,statement:7,mustache:8,block:9,rawBlock:10,partial:11,partialBlock:12,content:13,COMMENT:14,CONTENT:15,openRawBlock:16,rawBlock_repetition0:17,END_RAW_BLOCK:18,OPEN_RAW_BLOCK:19,helperName:20,openRawBlock_repetition0:21,openRawBlock_option0:22,CLOSE_RAW_BLOCK:23,openBlock:24,block_option0:25,closeBlock:26,openInverse:27,block_option1:28,OPEN_BLOCK:29,openBlock_repetition0:30,openBlock_option0:31,openBlock_option1:32,CLOSE:33,OPEN_INVERSE:34,openInverse_repetition0:35,openInverse_option0:36,openInverse_option1:37,openInverseChain:38,OPEN_INVERSE_CHAIN:39,openInverseChain_repetition0:40,openInverseChain_option0:41,openInverseChain_option1:42,inverseAndProgram:43,INVERSE:44,inverseChain:45,inverseChain_option0:46,OPEN_ENDBLOCK:47,OPEN:48,mustache_repetition0:49,mustache_option0:50,OPEN_UNESCAPED:51,mustache_repetition1:52,mustache_option1:53,CLOSE_UNESCAPED:54,OPEN_PARTIAL:55,partialName:56,partial_repetition0:57,partial_option0:58,openPartialBlock:59,OPEN_PARTIAL_BLOCK:60,openPartialBlock_repetition0:61,openPartialBlock_option0:62,param:63,sexpr:64,OPEN_SEXPR:65,sexpr_repetition0:66,sexpr_option0:67,CLOSE_SEXPR:68,hash:69,hash_repetition_plus0:70,hashSegment:71,ID:72,EQUALS:73,blockParams:74,OPEN_BLOCK_PARAMS:75,blockParams_repetition_plus0:76,CLOSE_BLOCK_PARAMS:77,path:78,dataName:79,STRING:80,NUMBER:81,BOOLEAN:82,UNDEFINED:83,NULL:84,DATA:85,pathSegments:86,SEP:87,$accept:0,$end:1},terminals_:{2:"error",5:"EOF",14:"COMMENT",15:"CONTENT",18:"END_RAW_BLOCK",19:"OPEN_RAW_BLOCK",23:"CLOSE_RAW_BLOCK",29:"OPEN_BLOCK",33:"CLOSE",34:"OPEN_INVERSE",39:"OPEN_INVERSE_CHAIN",44:"INVERSE",47:"OPEN_ENDBLOCK",48:"OPEN",51:"OPEN_UNESCAPED",54:"CLOSE_UNESCAPED",55:"OPEN_PARTIAL",60:"OPEN_PARTIAL_BLOCK",65:"OPEN_SEXPR",68:"CLOSE_SEXPR",72:"ID",73:"EQUALS",75:"OPEN_BLOCK_PARAMS",77:"CLOSE_BLOCK_PARAMS",80:"STRING",81:"NUMBER",82:"BOOLEAN",83:"UNDEFINED",84:"NULL",85:"DATA",87:"SEP"},productions_:[0,[3,2],[4,1],[7,1],[7,1],[7,1],[7,1],[7,1],[7,1],[7,1],[13,1],[10,3],[16,5],[9,4],[9,4],[24,6],[27,6],[38,6],[43,2],[45,3],[45,1],[26,3],[8,5],[8,5],[11,5],[12,3],[59,5],[63,1],[63,1],[64,5],[69,1],[71,3],[74,3],[20,1],[20,1],[20,1],[20,1],[20,1],[20,1],[20,1],[56,1],[56,1],[79,2],[78,1],[86,3],[86,1],[6,0],[6,2],[17,0],[17,2],[21,0],[21,2],[22,0],[22,1],[25,0],[25,1],[28,0],[28,1],[30,0],[30,2],[31,0],[31,1],[32,0],[32,1],[35,0],[35,2],[36,0],[36,1],[37,0],[37,1],[40,0],[40,2],[41,0],[41,1],[42,0],[42,1],[46,0],[46,1],[49,0],[49,2],[50,0],[50,1],[52,0],[52,2],[53,0],[53,1],[57,0],[57,2],[58,0],[58,1],[61,0],[61,2],[62,0],[62,1],[66,0],[66,2],[67,0],[67,1],[70,1],[70,2],[76,1],[76,2]],performAction:function(Z,Y,U,J,K,Q,te){var re=Q.length-1;switch(K){case 1:return Q[re-1];case 2:this.$=J.prepareProgram(Q[re]);break;case 3:this.$=Q[re];break;case 4:this.$=Q[re];break;case 5:this.$=Q[re];break;case 6:this.$=Q[re];break;case 7:this.$=Q[re];break;case 8:this.$=Q[re];break;case 9:this.$={type:"CommentStatement",value:J.stripComment(Q[re]),strip:J.stripFlags(Q[re],Q[re]),loc:J.locInfo(this._$)};break;case 10:this.$={type:"ContentStatement",original:Q[re],value:Q[re],loc:J.locInfo(this._$)};break;case 11:this.$=J.prepareRawBlock(Q[re-2],Q[re-1],Q[re],this._$);break;case 12:this.$={path:Q[re-3],params:Q[re-2],hash:Q[re-1]};break;case 13:this.$=J.prepareBlock(Q[re-3],Q[re-2],Q[re-1],Q[re],!1,this._$);break;case 14:this.$=J.prepareBlock(Q[re-3],Q[re-2],Q[re-1],Q[re],!0,this._$);break;case 15:this.$={open:Q[re-5],path:Q[re-4],params:Q[re-3],hash:Q[re-2],blockParams:Q[re-1],strip:J.stripFlags(Q[re-5],Q[re])};break;case 16:this.$={path:Q[re-4],params:Q[re-3],hash:Q[re-2],blockParams:Q[re-1],strip:J.stripFlags(Q[re-5],Q[re])};break;case 17:this.$={path:Q[re-4],params:Q[re-3],hash:Q[re-2],blockParams:Q[re-1],strip:J.stripFlags(Q[re-5],Q[re])};break;case 18:this.$={strip:J.stripFlags(Q[re-1],Q[re-1]),program:Q[re]};break;case 19:var se=J.prepareBlock(Q[re-2],Q[re-1],Q[re],Q[re],!1,this._$),ie=J.prepareProgram([se],Q[re-1].loc);ie.chained=!0,this.$={strip:Q[re-2].strip,program:ie,chain:!0};break;case 20:this.$=Q[re];break;case 21:this.$={path:Q[re-1],strip:J.stripFlags(Q[re-2],Q[re])};break;case 22:this.$=J.prepareMustache(Q[re-3],Q[re-2],Q[re-1],Q[re-4],J.stripFlags(Q[re-4],Q[re]),this._$);break;case 23:this.$=J.prepareMustache(Q[re-3],Q[re-2],Q[re-1],Q[re-4],J.stripFlags(Q[re-4],Q[re]),this._$);break;case 24:this.$={type:"PartialStatement",name:Q[re-3],params:Q[re-2],hash:Q[re-1],indent:"",strip:J.stripFlags(Q[re-4],Q[re]),loc:J.locInfo(this._$)};break;case 25:this.$=J.preparePartialBlock(Q[re-2],Q[re-1],Q[re],this._$);break;case 26:this.$={path:Q[re-3],params:Q[re-2],hash:Q[re-1],strip:J.stripFlags(Q[re-4],Q[re])};break;case 27:this.$=Q[re];break;case 28:this.$=Q[re];break;case 29:this.$={type:"SubExpression",path:Q[re-3],params:Q[re-2],hash:Q[re-1],loc:J.locInfo(this._$)};break;case 30:this.$={type:"Hash",pairs:Q[re],loc:J.locInfo(this._$)};break;case 31:this.$={type:"HashPair",key:J.id(Q[re-2]),value:Q[re],loc:J.locInfo(this._$)};break;case 32:this.$=J.id(Q[re-1]);break;case 33:this.$=Q[re];break;case 34:this.$=Q[re];break;case 35:this.$={type:"StringLiteral",value:Q[re],original:Q[re],loc:J.locInfo(this._$)};break;case 36:this.$={type:"NumberLiteral",value:Number(Q[re]),original:Number(Q[re]),loc:J.locInfo(this._$)};break;case 37:this.$={type:"BooleanLiteral",value:Q[re]==="true",original:Q[re]==="true",loc:J.locInfo(this._$)};break;case 38:this.$={type:"UndefinedLiteral",original:void 0,value:void 0,loc:J.locInfo(this._$)};break;case 39:this.$={type:"NullLiteral",original:null,value:null,loc:J.locInfo(this._$)};break;case 40:this.$=Q[re];break;case 41:this.$=Q[re];break;case 42:this.$=J.preparePath(!0,Q[re],this._$);break;case 43:this.$=J.preparePath(!1,Q[re],this._$);break;case 44:Q[re-2].push({part:J.id(Q[re]),original:Q[re],separator:Q[re-1]}),this.$=Q[re-2];break;case 45:this.$=[{part:J.id(Q[re]),original:Q[re]}];break;case 46:this.$=[];break;case 47:Q[re-1].push(Q[re]);break;case 48:this.$=[];break;case 49:Q[re-1].push(Q[re]);break;case 50:this.$=[];break;case 51:Q[re-1].push(Q[re]);break;case 58:this.$=[];break;case 59:Q[re-1].push(Q[re]);break;case 64:this.$=[];break;case 65:Q[re-1].push(Q[re]);break;case 70:this.$=[];break;case 71:Q[re-1].push(Q[re]);break;case 78:this.$=[];break;case 79:Q[re-1].push(Q[re]);break;case 82:this.$=[];break;case 83:Q[re-1].push(Q[re]);break;case 86:this.$=[];break;case 87:Q[re-1].push(Q[re]);break;case 90:this.$=[];break;case 91:Q[re-1].push(Q[re]);break;case 94:this.$=[];break;case 95:Q[re-1].push(Q[re]);break;case 98:this.$=[Q[re]];break;case 99:Q[re-1].push(Q[re]);break;case 100:this.$=[Q[re]];break;case 101:Q[re-1].push(Q[re]);break}},table:[{3:1,4:2,5:[2,46],6:3,14:[2,46],15:[2,46],19:[2,46],29:[2,46],34:[2,46],48:[2,46],51:[2,46],55:[2,46],60:[2,46]},{1:[3]},{5:[1,4]},{5:[2,2],7:5,8:6,9:7,10:8,11:9,12:10,13:11,14:[1,12],15:[1,20],16:17,19:[1,23],24:15,27:16,29:[1,21],34:[1,22],39:[2,2],44:[2,2],47:[2,2],48:[1,13],51:[1,14],55:[1,18],59:19,60:[1,24]},{1:[2,1]},{5:[2,47],14:[2,47],15:[2,47],19:[2,47],29:[2,47],34:[2,47],39:[2,47],44:[2,47],47:[2,47],48:[2,47],51:[2,47],55:[2,47],60:[2,47]},{5:[2,3],14:[2,3],15:[2,3],19:[2,3],29:[2,3],34:[2,3],39:[2,3],44:[2,3],47:[2,3],48:[2,3],51:[2,3],55:[2,3],60:[2,3]},{5:[2,4],14:[2,4],15:[2,4],19:[2,4],29:[2,4],34:[2,4],39:[2,4],44:[2,4],47:[2,4],48:[2,4],51:[2,4],55:[2,4],60:[2,4]},{5:[2,5],14:[2,5],15:[2,5],19:[2,5],29:[2,5],34:[2,5],39:[2,5],44:[2,5],47:[2,5],48:[2,5],51:[2,5],55:[2,5],60:[2,5]},{5:[2,6],14:[2,6],15:[2,6],19:[2,6],29:[2,6],34:[2,6],39:[2,6],44:[2,6],47:[2,6],48:[2,6],51:[2,6],55:[2,6],60:[2,6]},{5:[2,7],14:[2,7],15:[2,7],19:[2,7],29:[2,7],34:[2,7],39:[2,7],44:[2,7],47:[2,7],48:[2,7],51:[2,7],55:[2,7],60:[2,7]},{5:[2,8],14:[2,8],15:[2,8],19:[2,8],29:[2,8],34:[2,8],39:[2,8],44:[2,8],47:[2,8],48:[2,8],51:[2,8],55:[2,8],60:[2,8]},{5:[2,9],14:[2,9],15:[2,9],19:[2,9],29:[2,9],34:[2,9],39:[2,9],44:[2,9],47:[2,9],48:[2,9],51:[2,9],55:[2,9],60:[2,9]},{20:25,72:[1,35],78:26,79:27,80:[1,28],81:[1,29],82:[1,30],83:[1,31],84:[1,32],85:[1,34],86:33},{20:36,72:[1,35],78:26,79:27,80:[1,28],81:[1,29],82:[1,30],83:[1,31],84:[1,32],85:[1,34],86:33},{4:37,6:3,14:[2,46],15:[2,46],19:[2,46],29:[2,46],34:[2,46],39:[2,46],44:[2,46],47:[2,46],48:[2,46],51:[2,46],55:[2,46],60:[2,46]},{4:38,6:3,14:[2,46],15:[2,46],19:[2,46],29:[2,46],34:[2,46],44:[2,46],47:[2,46],48:[2,46],51:[2,46],55:[2,46],60:[2,46]},{15:[2,48],17:39,18:[2,48]},{20:41,56:40,64:42,65:[1,43],72:[1,35],78:26,79:27,80:[1,28],81:[1,29],82:[1,30],83:[1,31],84:[1,32],85:[1,34],86:33},{4:44,6:3,14:[2,46],15:[2,46],19:[2,46],29:[2,46],34:[2,46],47:[2,46],48:[2,46],51:[2,46],55:[2,46],60:[2,46]},{5:[2,10],14:[2,10],15:[2,10],18:[2,10],19:[2,10],29:[2,10],34:[2,10],39:[2,10],44:[2,10],47:[2,10],48:[2,10],51:[2,10],55:[2,10],60:[2,10]},{20:45,72:[1,35],78:26,79:27,80:[1,28],81:[1,29],82:[1,30],83:[1,31],84:[1,32],85:[1,34],86:33},{20:46,72:[1,35],78:26,79:27,80:[1,28],81:[1,29],82:[1,30],83:[1,31],84:[1,32],85:[1,34],86:33},{20:47,72:[1,35],78:26,79:27,80:[1,28],81:[1,29],82:[1,30],83:[1,31],84:[1,32],85:[1,34],86:33},{20:41,56:48,64:42,65:[1,43],72:[1,35],78:26,79:27,80:[1,28],81:[1,29],82:[1,30],83:[1,31],84:[1,32],85:[1,34],86:33},{33:[2,78],49:49,65:[2,78],72:[2,78],80:[2,78],81:[2,78],82:[2,78],83:[2,78],84:[2,78],85:[2,78]},{23:[2,33],33:[2,33],54:[2,33],65:[2,33],68:[2,33],72:[2,33],75:[2,33],80:[2,33],81:[2,33],82:[2,33],83:[2,33],84:[2,33],85:[2,33]},{23:[2,34],33:[2,34],54:[2,34],65:[2,34],68:[2,34],72:[2,34],75:[2,34],80:[2,34],81:[2,34],82:[2,34],83:[2,34],84:[2,34],85:[2,34]},{23:[2,35],33:[2,35],54:[2,35],65:[2,35],68:[2,35],72:[2,35],75:[2,35],80:[2,35],81:[2,35],82:[2,35],83:[2,35],84:[2,35],85:[2,35]},{23:[2,36],33:[2,36],54:[2,36],65:[2,36],68:[2,36],72:[2,36],75:[2,36],80:[2,36],81:[2,36],82:[2,36],83:[2,36],84:[2,36],85:[2,36]},{23:[2,37],33:[2,37],54:[2,37],65:[2,37],68:[2,37],72:[2,37],75:[2,37],80:[2,37],81:[2,37],82:[2,37],83:[2,37],84:[2,37],85:[2,37]},{23:[2,38],33:[2,38],54:[2,38],65:[2,38],68:[2,38],72:[2,38],75:[2,38],80:[2,38],81:[2,38],82:[2,38],83:[2,38],84:[2,38],85:[2,38]},{23:[2,39],33:[2,39],54:[2,39],65:[2,39],68:[2,39],72:[2,39],75:[2,39],80:[2,39],81:[2,39],82:[2,39],83:[2,39],84:[2,39],85:[2,39]},{23:[2,43],33:[2,43],54:[2,43],65:[2,43],68:[2,43],72:[2,43],75:[2,43],80:[2,43],81:[2,43],82:[2,43],83:[2,43],84:[2,43],85:[2,43],87:[1,50]},{72:[1,35],86:51},{23:[2,45],33:[2,45],54:[2,45],65:[2,45],68:[2,45],72:[2,45],75:[2,45],80:[2,45],81:[2,45],82:[2,45],83:[2,45],84:[2,45],85:[2,45],87:[2,45]},{52:52,54:[2,82],65:[2,82],72:[2,82],80:[2,82],81:[2,82],82:[2,82],83:[2,82],84:[2,82],85:[2,82]},{25:53,38:55,39:[1,57],43:56,44:[1,58],45:54,47:[2,54]},{28:59,43:60,44:[1,58],47:[2,56]},{13:62,15:[1,20],18:[1,61]},{33:[2,86],57:63,65:[2,86],72:[2,86],80:[2,86],81:[2,86],82:[2,86],83:[2,86],84:[2,86],85:[2,86]},{33:[2,40],65:[2,40],72:[2,40],80:[2,40],81:[2,40],82:[2,40],83:[2,40],84:[2,40],85:[2,40]},{33:[2,41],65:[2,41],72:[2,41],80:[2,41],81:[2,41],82:[2,41],83:[2,41],84:[2,41],85:[2,41]},{20:64,72:[1,35],78:26,79:27,80:[1,28],81:[1,29],82:[1,30],83:[1,31],84:[1,32],85:[1,34],86:33},{26:65,47:[1,66]},{30:67,33:[2,58],65:[2,58],72:[2,58],75:[2,58],80:[2,58],81:[2,58],82:[2,58],83:[2,58],84:[2,58],85:[2,58]},{33:[2,64],35:68,65:[2,64],72:[2,64],75:[2,64],80:[2,64],81:[2,64],82:[2,64],83:[2,64],84:[2,64],85:[2,64]},{21:69,23:[2,50],65:[2,50],72:[2,50],80:[2,50],81:[2,50],82:[2,50],83:[2,50],84:[2,50],85:[2,50]},{33:[2,90],61:70,65:[2,90],72:[2,90],80:[2,90],81:[2,90],82:[2,90],83:[2,90],84:[2,90],85:[2,90]},{20:74,33:[2,80],50:71,63:72,64:75,65:[1,43],69:73,70:76,71:77,72:[1,78],78:26,79: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new Error(Z)},parse:function(Z){var Y=this,U=[0],J=[null],K=[],Q=this.table,te="",re=0,se=0;this.lexer.setInput(Z),this.lexer.yy=this.yy,this.yy.lexer=this.lexer,this.yy.parser=this,typeof this.lexer.yylloc=="undefined"&&(this.lexer.yylloc={});var ie=this.lexer.yylloc;K.push(ie);var ae=this.lexer.options&&this.lexer.options.ranges;typeof this.yy.parseError=="function"&&(this.parseError=this.yy.parseError);function le(){var ze;return ze=Y.lexer.lex()||1,typeof ze!="number"&&(ze=Y.symbols_[ze]||ze),ze}for(var ue,ce,de,ve,he={},me,be,xe,Ae;;){if(ce=U[U.length-1],this.defaultActions[ce]?de=this.defaultActions[ce]:((ue===null||typeof ue=="undefined")&&(ue=le()),de=Q[ce]&&Q[ce][ue]),typeof de=="undefined"||!de.length||!de[0]){var Pe="";{Ae=[];for(me in Q[ce])this.terminals_[me]&&me>2&&Ae.push("'"+this.terminals_[me]+"'");this.lexer.showPosition?Pe="Parse error on line "+(re+1)+`:
`+this.lexer.showPosition()+`
Expecting `+Ae.join(", ")+", got '"+(this.terminals_[ue]||ue)+"'":Pe="Parse error on line "+(re+1)+": Unexpected "+(ue==1?"end of input":"'"+(this.terminals_[ue]||ue)+"'"),this.parseError(Pe,{text:this.lexer.match,token:this.terminals_[ue]||ue,line:this.lexer.yylineno,loc:ie,expected:Ae})}}if(de[0]instanceof Array&&de.length>1)throw new Error("Parse Error: multiple actions possible at state: "+ce+", token: "+ue);switch(de[0]){case 1:U.push(ue),J.push(this.lexer.yytext),K.push(this.lexer.yylloc),U.push(de[1]),ue=null,se=this.lexer.yyleng,te=this.lexer.yytext,re=this.lexer.yylineno,ie=this.lexer.yylloc;break;case 2:if(be=this.productions_[de[1]][1],he.$=J[J.length-be],he._$={first_line:K[K.length-(be||1)].first_line,last_line:K[K.length-1].last_line,first_column:K[K.length-(be||1)].first_column,last_column:K[K.length-1].last_column},ae&&(he._$.range=[K[K.length-(be||1)].range[0],K[K.length-1].range[1]]),ve=this.performAction.call(he,te,se,re,this.yy,de[1],J,K),typeof ve!="undefined")return ve;be&&(U=U.slice(0,-1*be*2),J=J.slice(0,-1*be),K=K.slice(0,-1*be)),U.push(this.productions_[de[1]][0]),J.push(he.$),K.push(he._$),xe=Q[U[U.length-2]][U[U.length-1]],U.push(xe);break;case 3:return!0}}return!0}},G=function(){var q={EOF:1,parseError:function(Y,U){if(this.yy.parser)this.yy.parser.parseError(Y,U);else throw new Error(Y)},setInput:function(Y){return this._input=Y,this._more=this._less=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var Y=this._input[0];this.yytext+=Y,this.yyleng++,this.offset++,this.match+=Y,this.matched+=Y;var U=Y.match(/(?:\r\n?|\n).*/g);return U?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),Y},unput:function(Y){var U=Y.length,J=Y.split(/(?:\r\n?|\n)/g);this._input=Y+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-U-1),this.offset-=U;var K=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),J.length-1&&(this.yylineno-=J.length-1);var Q=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:J?(J.length===K.length?this.yylloc.first_column:0)+K[K.length-J.length].length-J[0].length:this.yylloc.first_column-U},this.options.ranges&&(this.yylloc.range=[Q[0],Q[0]+this.yyleng-U]),this},more:function(){return this._more=!0,this},less:function(Y){this.unput(this.match.slice(Y))},pastInput:function(){var Y=this.matched.substr(0,this.matched.length-this.match.length);return(Y.length>20?"...":"")+Y.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var Y=this.match;return Y.length<20&&(Y+=this._input.substr(0,20-Y.length)),(Y.substr(0,20)+(Y.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var Y=this.pastInput(),U=new Array(Y.length+1).join("-");return Y+this.upcomingInput()+`
`+U+"^"},next:function(){if(this.done)return this.EOF;this._input||(this.done=!0);var Y,U,J,K,Q;this._more||(this.yytext="",this.match="");for(var te=this._currentRules(),re=0;re<te.length&&(J=this._input.match(this.rules[te[re]]),!(J&&(!U||J[0].length>U[0].length)&&(U=J,K=re,!this.options.flex)));re++);return U?(Q=U[0].match(/(?:\r\n?|\n).*/g),Q&&(this.yylineno+=Q.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:Q?Q[Q.length-1].length-Q[Q.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+U[0].length},this.yytext+=U[0],this.match+=U[0],this.matches=U,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._input=this._input.slice(U[0].length),this.matched+=U[0],Y=this.performAction.call(this,this.yy,this,te[K],this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),Y||void 0):this._input===""?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+`. Unrecognized text.
`+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){var Y=this.next();return typeof Y!="undefined"?Y:this.lex()},begin:function(Y){this.conditionStack.push(Y)},popState:function(){return this.conditionStack.pop()},_currentRules:function(){return this.conditions[this.conditionStack[this.conditionStack.length-1]].rules},topState:function(){return this.conditionStack[this.conditionStack.length-2]},pushState:function(Y){this.begin(Y)}};return q.options={},q.performAction=function(Y,U,J,K){function Q(te,re){return U.yytext=U.yytext.substring(te,U.yyleng-re+te)}switch(J){case 0:if(U.yytext.slice(-2)==="\\\\"?(Q(0,1),this.begin("mu")):U.yytext.slice(-1)==="\\"?(Q(0,1),this.begin("emu")):this.begin("mu"),U.yytext)return 15;break;case 1:return 15;case 2:return this.popState(),15;case 3:return this.begin("raw"),15;case 4:return this.popState(),this.conditionStack[this.conditionStack.length-1]==="raw"?15:(Q(5,9),"END_RAW_BLOCK");case 5:return 15;case 6:return this.popState(),14;case 7:return 65;case 8:return 68;case 9:return 19;case 10:return this.popState(),this.begin("raw"),23;case 11:return 55;case 12:return 60;case 13:return 29;case 14:return 47;case 15:return this.popState(),44;case 16:return this.popState(),44;case 17:return 34;case 18:return 39;case 19:return 51;case 20:return 48;case 21:this.unput(U.yytext),this.popState(),this.begin("com");break;case 22:return this.popState(),14;case 23:return 48;case 24:return 73;case 25:return 72;case 26:return 72;case 27:return 87;case 28:break;case 29:return this.popState(),54;case 30:return this.popState(),33;case 31:return U.yytext=Q(1,2).replace(/\\"/g,'"'),80;case 32:return U.yytext=Q(1,2).replace(/\\'/g,"'"),80;case 33:return 85;case 34:return 82;case 35:return 82;case 36:return 83;case 37:return 84;case 38:return 81;case 39:return 75;case 40:return 77;case 41:return 72;case 42:return U.yytext=U.yytext.replace(/\\([\\\]])/g,"$1"),72;case 43:return"INVALID";case 44:return 5}},q.rules=[/^(?:[^\x00]*?(?=(\{\{)))/,/^(?:[^\x00]+)/,/^(?:[^\x00]{2,}?(?=(\{\{|\\\{\{|\\\\\{\{|$)))/,/^(?:\{\{\{\{(?=[^/]))/,/^(?:\{\{\{\{\/[^\s!"#%-,\.\/;->@\[-\^`\{-~]+(?=[=}\s\/.])\}\}\}\})/,/^(?:[^\x00]+?(?=(\{\{\{\{)))/,/^(?:[\s\S]*?--(~)?\}\})/,/^(?:\()/,/^(?:\))/,/^(?:\{\{\{\{)/,/^(?:\}\}\}\})/,/^(?:\{\{(~)?>)/,/^(?:\{\{(~)?#>)/,/^(?:\{\{(~)?#\*?)/,/^(?:\{\{(~)?\/)/,/^(?:\{\{(~)?\^\s*(~)?\}\})/,/^(?:\{\{(~)?\s*else\s*(~)?\}\})/,/^(?:\{\{(~)?\^)/,/^(?:\{\{(~)?\s*else\b)/,/^(?:\{\{(~)?\{)/,/^(?:\{\{(~)?&)/,/^(?:\{\{(~)?!--)/,/^(?:\{\{(~)?![\s\S]*?\}\})/,/^(?:\{\{(~)?\*?)/,/^(?:=)/,/^(?:\.\.)/,/^(?:\.(?=([=~}\s\/.)|])))/,/^(?:[\/.])/,/^(?:\s+)/,/^(?:\}(~)?\}\})/,/^(?:(~)?\}\})/,/^(?:"(\\["]|[^"])*")/,/^(?:'(\\[']|[^'])*')/,/^(?:@)/,/^(?:true(?=([~}\s)])))/,/^(?:false(?=([~}\s)])))/,/^(?:undefined(?=([~}\s)])))/,/^(?:null(?=([~}\s)])))/,/^(?:-?[0-9]+(?:\.[0-9]+)?(?=([~}\s)])))/,/^(?:as\s+\|)/,/^(?:\|)/,/^(?:([^\s!"#%-,\.\/;->@\[-\^`\{-~]+(?=([=~}\s\/.)|]))))/,/^(?:\[(\\\]|[^\]])*\])/,/^(?:.)/,/^(?:$)/],q.conditions={mu:{rules:[7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44],inclusive:!1},emu:{rules:[2],inclusive:!1},com:{rules:[6],inclusive:!1},raw:{rules:[3,4,5],inclusive:!1},INITIAL:{rules:[0,1,44],inclusive:!0}},q}();R.lexer=G;function W(){this.yy={}}return W.prototype=R,R.Parser=W,new W}();B.default=D,F.exports=B.default})(parser$2,parser$2.exports);var whitespaceControl={exports:{}},visitor={exports:{}};(function(F,B){B.__esModule=!0;function D(U){return U&&U.__esModule?U:{default:U}}var R=exception.exports,G=D(R);function W(){this.parents=[]}W.prototype={constructor:W,mutating:!1,acceptKey:function(J,K){var Q=this.accept(J[K]);if(this.mutating){if(Q&&!W.prototype[Q.type])throw new G.default('Unexpected node type "'+Q.type+'" found when accepting '+K+" on "+J.type);J[K]=Q}},acceptRequired:function(J,K){if(this.acceptKey(J,K),!J[K])throw new G.default(J.type+" requires "+K)},acceptArray:function(J){for(var K=0,Q=J.length;K<Q;K++)this.acceptKey(J,K),J[K]||(J.splice(K,1),K--,Q--)},accept:function(J){if(!!J){if(!this[J.type])throw new G.default("Unknown type: "+J.type,J);this.current&&this.parents.unshift(this.current),this.current=J;var K=this[J.type](J);if(this.current=this.parents.shift(),!this.mutating||K)return K;if(K!==!1)return J}},Program:function(J){this.acceptArray(J.body)},MustacheStatement:q,Decorator:q,BlockStatement:Z,DecoratorBlock:Z,PartialStatement:Y,PartialBlockStatement:function(J){Y.call(this,J),this.acceptKey(J,"program")},ContentStatement:function(){},CommentStatement:function(){},SubExpression:q,PathExpression:function(){},StringLiteral:function(){},NumberLiteral:function(){},BooleanLiteral:function(){},UndefinedLiteral:function(){},NullLiteral:function(){},Hash:function(J){this.acceptArray(J.pairs)},HashPair:function(J){this.acceptRequired(J,"value")}};function q(U){this.acceptRequired(U,"path"),this.acceptArray(U.params),this.acceptKey(U,"hash")}function Z(U){q.call(this,U),this.acceptKey(U,"program"),this.acceptKey(U,"inverse")}function Y(U){this.acceptRequired(U,"name"),this.acceptArray(U.params),this.acceptKey(U,"hash")}B.default=W,F.exports=B.default})(visitor,visitor.exports);(function(F,B){B.__esModule=!0;function D(J){return J&&J.__esModule?J:{default:J}}var R=visitor.exports,G=D(R);function W(){var J=arguments.length<=0||arguments[0]===void 0?{}:arguments[0];this.options=J}W.prototype=new G.default,W.prototype.Program=function(J){var K=!this.options.ignoreStandalone,Q=!this.isRootSeen;this.isRootSeen=!0;for(var te=J.body,re=0,se=te.length;re<se;re++){var ie=te[re],ae=this.accept(ie);if(!!ae){var le=q(te,re,Q),ue=Z(te,re,Q),ce=ae.openStandalone&&le,de=ae.closeStandalone&&ue,ve=ae.inlineStandalone&&le&&ue;ae.close&&Y(te,re,!0),ae.open&&U(te,re,!0),K&&ve&&(Y(te,re),U(te,re)&&ie.type==="PartialStatement"&&(ie.indent=/([ \t]+$)/.exec(te[re-1].original)[1])),K&&ce&&(Y((ie.program||ie.inverse).body),U(te,re)),K&&de&&(Y(te,re),U((ie.inverse||ie.program).body))}}return J},W.prototype.BlockStatement=W.prototype.DecoratorBlock=W.prototype.PartialBlockStatement=function(J){this.accept(J.program),this.accept(J.inverse);var K=J.program||J.inverse,Q=J.program&&J.inverse,te=Q,re=Q;if(Q&&Q.chained)for(te=Q.body[0].program;re.chained;)re=re.body[re.body.length-1].program;var se={open:J.openStrip.open,close:J.closeStrip.close,openStandalone:Z(K.body),closeStandalone:q((te||K).body)};if(J.openStrip.close&&Y(K.body,null,!0),Q){var ie=J.inverseStrip;ie.open&&U(K.body,null,!0),ie.close&&Y(te.body,null,!0),J.closeStrip.open&&U(re.body,null,!0),!this.options.ignoreStandalone&&q(K.body)&&Z(te.body)&&(U(K.body),Y(te.body))}else J.closeStrip.open&&U(K.body,null,!0);return se},W.prototype.Decorator=W.prototype.MustacheStatement=function(J){return J.strip},W.prototype.PartialStatement=W.prototype.CommentStatement=function(J){var K=J.strip||{};return{inlineStandalone:!0,open:K.open,close:K.close}};function q(J,K,Q){K===void 0&&(K=J.length);var te=J[K-1],re=J[K-2];if(!te)return Q;if(te.type==="ContentStatement")return(re||!Q?/\r?\n\s*?$/:/(^|\r?\n)\s*?$/).test(te.original)}function Z(J,K,Q){K===void 0&&(K=-1);var te=J[K+1],re=J[K+2];if(!te)return Q;if(te.type==="ContentStatement")return(re||!Q?/^\s*?\r?\n/:/^\s*?(\r?\n|$)/).test(te.original)}function Y(J,K,Q){var te=J[K==null?0:K+1];if(!(!te||te.type!=="ContentStatement"||!Q&&te.rightStripped)){var re=te.value;te.value=te.value.replace(Q?/^\s+/:/^[ \t]*\r?\n?/,""),te.rightStripped=te.value!==re}}function U(J,K,Q){var te=J[K==null?J.length-1:K-1];if(!(!te||te.type!=="ContentStatement"||!Q&&te.leftStripped)){var re=te.value;return te.value=te.value.replace(Q?/\s+$/:/[ \t]+$/,""),te.leftStripped=te.value!==re,te.leftStripped}}B.default=W,F.exports=B.default})(whitespaceControl,whitespaceControl.exports);var helpers={};helpers.__esModule=!0;helpers.SourceLocation=SourceLocation;helpers.id=id;helpers.stripFlags=stripFlags;helpers.stripComment=stripComment;helpers.preparePath=preparePath;helpers.prepareMustache=prepareMustache;helpers.prepareRawBlock=prepareRawBlock;helpers.prepareBlock=prepareBlock;helpers.prepareProgram=prepareProgram;helpers.preparePartialBlock=preparePartialBlock;function _interopRequireDefault$2(F){return F&&F.__esModule?F:{default:F}}var _exception$1=exception.exports,_exception2$1=_interopRequireDefault$2(_exception$1);function validateClose(F,B){if(B=B.path?B.path.original:B,F.path.original!==B){var D={loc:F.path.loc};throw new _exception2$1.default(F.path.original+" doesn't match "+B,D)}}function SourceLocation(F,B){this.source=F,this.start={line:B.first_line,column:B.first_column},this.end={line:B.last_line,column:B.last_column}}function id(F){return/^\[.*\]$/.test(F)?F.substring(1,F.length-1):F}function stripFlags(F,B){return{open:F.charAt(2)==="~",close:B.charAt(B.length-3)==="~"}}function stripComment(F){return F.replace(/^\{\{~?!-?-?/,"").replace(/-?-?~?\}\}$/,"")}function preparePath(F,B,D){D=this.locInfo(D);for(var R=F?"@":"",G=[],W=0,q=0,Z=B.length;q<Z;q++){var Y=B[q].part,U=B[q].original!==Y;if(R+=(B[q].separator||"")+Y,!U&&(Y===".."||Y==="."||Y==="this")){if(G.length>0)throw new _exception2$1.default("Invalid path: "+R,{loc:D});Y===".."&&W++}else G.push(Y)}return{type:"PathExpression",data:F,depth:W,parts:G,original:R,loc:D}}function prepareMustache(F,B,D,R,G,W){var q=R.charAt(3)||R.charAt(2),Z=q!=="{"&&q!=="&",Y=/\*/.test(R);return{type:Y?"Decorator":"MustacheStatement",path:F,params:B,hash:D,escaped:Z,strip:G,loc:this.locInfo(W)}}function prepareRawBlock(F,B,D,R){validateClose(F,D),R=this.locInfo(R);var G={type:"Program",body:B,strip:{},loc:R};return{type:"BlockStatement",path:F.path,params:F.params,hash:F.hash,program:G,openStrip:{},inverseStrip:{},closeStrip:{},loc:R}}function prepareBlock(F,B,D,R,G,W){R&&R.path&&validateClose(F,R);var q=/\*/.test(F.open);B.blockParams=F.blockParams;var Z=void 0,Y=void 0;if(D){if(q)throw new _exception2$1.default("Unexpected inverse block on decorator",D);D.chain&&(D.program.body[0].closeStrip=R.strip),Y=D.strip,Z=D.program}return G&&(G=Z,Z=B,B=G),{type:q?"DecoratorBlock":"BlockStatement",path:F.path,params:F.params,hash:F.hash,program:B,inverse:Z,openStrip:F.strip,inverseStrip:Y,closeStrip:R&&R.strip,loc:this.locInfo(W)}}function prepareProgram(F,B){if(!B&&F.length){var D=F[0].loc,R=F[F.length-1].loc;D&&R&&(B={source:D.source,start:{line:D.start.line,column:D.start.column},end:{line:R.end.line,column:R.end.column}})}return{type:"Program",body:F,strip:{},loc:B}}function preparePartialBlock(F,B,D,R){return validateClose(F,D),{type:"PartialBlockStatement",name:F.path,params:F.params,hash:F.hash,program:B,openStrip:F.strip,closeStrip:D&&D.strip,loc:this.locInfo(R)}}base.__esModule=!0;base.parseWithoutProcessing=parseWithoutProcessing;base.parse=parse$2;function _interopRequireWildcard(F){if(F&&F.__esModule)return F;var B={};if(F!=null)for(var D in F)Object.prototype.hasOwnProperty.call(F,D)&&(B[D]=F[D]);return B.default=F,B}function _interopRequireDefault$1(F){return F&&F.__esModule?F:{default:F}}var _parser=parser$2.exports,_parser2=_interopRequireDefault$1(_parser),_whitespaceControl=whitespaceControl.exports,_whitespaceControl2=_interopRequireDefault$1(_whitespaceControl),_helpers=helpers,Helpers=_interopRequireWildcard(_helpers),_utils$1=utils;base.parser=_parser2.default;var yy={};_utils$1.extend(yy,Helpers);function parseWithoutProcessing(F,B){if(F.type==="Program")return F;_parser2.default.yy=yy,yy.locInfo=function(R){return new yy.SourceLocation(B&&B.srcName,R)};var D=_parser2.default.parse(F);return D}function parse$2(F,B){var D=parseWithoutProcessing(F,B),R=new _whitespaceControl2.default(B);return R.accept(D)}var compiler={};compiler.__esModule=!0;compiler.Compiler=Compiler;compiler.precompile=precompile;compiler.compile=compile;function _interopRequireDefault(F){return F&&F.__esModule?F:{default:F}}var _exception=exception.exports,_exception2=_interopRequireDefault(_exception),_utils=utils,_ast=ast.exports,_ast2=_interopRequireDefault(_ast),slice=[].slice;function Compiler(){}Compiler.prototype={compiler:Compiler,equals:function F(B){var D=this.opcodes.length;if(B.opcodes.length!==D)return!1;for(var R=0;R<D;R++){var G=this.opcodes[R],W=B.opcodes[R];if(G.opcode!==W.opcode||!argEquals(G.args,W.args))return!1}D=this.children.length;for(var R=0;R<D;R++)if(!this.children[R].equals(B.children[R]))return!1;return!0},guid:0,compile:function F(B,D){return this.sourceNode=[],this.opcodes=[],this.children=[],this.options=D,this.stringParams=D.stringParams,this.trackIds=D.trackIds,D.blockParams=D.blockParams||[],D.knownHelpers=_utils.extend(Object.create(null),{helperMissing:!0,blockHelperMissing:!0,each:!0,if:!0,unless:!0,with:!0,log:!0,lookup:!0},D.knownHelpers),this.accept(B)},compileProgram:function F(B){var D=new this.compiler,R=D.compile(B,this.options),G=this.guid++;return this.usePartial=this.usePartial||R.usePartial,this.children[G]=R,this.useDepths=this.useDepths||R.useDepths,G},accept:function F(B){if(!this[B.type])throw new _exception2.default("Unknown type: "+B.type,B);this.sourceNode.unshift(B);var D=this[B.type](B);return this.sourceNode.shift(),D},Program:function F(B){this.options.blockParams.unshift(B.blockParams);for(var D=B.body,R=D.length,G=0;G<R;G++)this.accept(D[G]);return this.options.blockParams.shift(),this.isSimple=R===1,this.blockParams=B.blockParams?B.blockParams.length:0,this},BlockStatement:function F(B){transformLiteralToPath(B);var D=B.program,R=B.inverse;D=D&&this.compileProgram(D),R=R&&this.compileProgram(R);var G=this.classifySexpr(B);G==="helper"?this.helperSexpr(B,D,R):G==="simple"?(this.simpleSexpr(B),this.opcode("pushProgram",D),this.opcode("pushProgram",R),this.opcode("emptyHash"),this.opcode("blockValue",B.path.original)):(this.ambiguousSexpr(B,D,R),this.opcode("pushProgram",D),this.opcode("pushProgram",R),this.opcode("emptyHash"),this.opcode("ambiguousBlockValue")),this.opcode("append")},DecoratorBlock:function F(B){var D=B.program&&this.compileProgram(B.program),R=this.setupFullMustacheParams(B,D,void 0),G=B.path;this.useDecorators=!0,this.opcode("registerDecorator",R.length,G.original)},PartialStatement:function F(B){this.usePartial=!0;var D=B.program;D&&(D=this.compileProgram(B.program));var R=B.params;if(R.length>1)throw new _exception2.default("Unsupported number of partial arguments: "+R.length,B);R.length||(this.options.explicitPartialContext?this.opcode("pushLiteral","undefined"):R.push({type:"PathExpression",parts:[],depth:0}));var G=B.name.original,W=B.name.type==="SubExpression";W&&this.accept(B.name),this.setupFullMustacheParams(B,D,void 0,!0);var q=B.indent||"";this.options.preventIndent&&q&&(this.opcode("appendContent",q),q=""),this.opcode("invokePartial",W,G,q),this.opcode("append")},PartialBlockStatement:function F(B){this.PartialStatement(B)},MustacheStatement:function F(B){this.SubExpression(B),B.escaped&&!this.options.noEscape?this.opcode("appendEscaped"):this.opcode("append")},Decorator:function F(B){this.DecoratorBlock(B)},ContentStatement:function F(B){B.value&&this.opcode("appendContent",B.value)},CommentStatement:function F(){},SubExpression:function F(B){transformLiteralToPath(B);var D=this.classifySexpr(B);D==="simple"?this.simpleSexpr(B):D==="helper"?this.helperSexpr(B):this.ambiguousSexpr(B)},ambiguousSexpr:function F(B,D,R){var G=B.path,W=G.parts[0],q=D!=null||R!=null;this.opcode("getContext",G.depth),this.opcode("pushProgram",D),this.opcode("pushProgram",R),G.strict=!0,this.accept(G),this.opcode("invokeAmbiguous",W,q)},simpleSexpr:function F(B){var D=B.path;D.strict=!0,this.accept(D),this.opcode("resolvePossibleLambda")},helperSexpr:function F(B,D,R){var G=this.setupFullMustacheParams(B,D,R),W=B.path,q=W.parts[0];if(this.options.knownHelpers[q])this.opcode("invokeKnownHelper",G.length,q);else{if(this.options.knownHelpersOnly)throw new _exception2.default("You specified knownHelpersOnly, but used the unknown helper "+q,B);W.strict=!0,W.falsy=!0,this.accept(W),this.opcode("invokeHelper",G.length,W.original,_ast2.default.helpers.simpleId(W))}},PathExpression:function F(B){this.addDepth(B.depth),this.opcode("getContext",B.depth);var D=B.parts[0],R=_ast2.default.helpers.scopedId(B),G=!B.depth&&!R&&this.blockParamIndex(D);G?this.opcode("lookupBlockParam",G,B.parts):D?B.data?(this.options.data=!0,this.opcode("lookupData",B.depth,B.parts,B.strict)):this.opcode("lookupOnContext",B.parts,B.falsy,B.strict,R):this.opcode("pushContext")},StringLiteral:function F(B){this.opcode("pushString",B.value)},NumberLiteral:function F(B){this.opcode("pushLiteral",B.value)},BooleanLiteral:function F(B){this.opcode("pushLiteral",B.value)},UndefinedLiteral:function F(){this.opcode("pushLiteral","undefined")},NullLiteral:function F(){this.opcode("pushLiteral","null")},Hash:function F(B){var D=B.pairs,R=0,G=D.length;for(this.opcode("pushHash");R<G;R++)this.pushParam(D[R].value);for(;R--;)this.opcode("assignToHash",D[R].key);this.opcode("popHash")},opcode:function F(B){this.opcodes.push({opcode:B,args:slice.call(arguments,1),loc:this.sourceNode[0].loc})},addDepth:function F(B){!B||(this.useDepths=!0)},classifySexpr:function F(B){var D=_ast2.default.helpers.simpleId(B.path),R=D&&!!this.blockParamIndex(B.path.parts[0]),G=!R&&_ast2.default.helpers.helperExpression(B),W=!R&&(G||D);if(W&&!G){var q=B.path.parts[0],Z=this.options;Z.knownHelpers[q]?G=!0:Z.knownHelpersOnly&&(W=!1)}return G?"helper":W?"ambiguous":"simple"},pushParams:function F(B){for(var D=0,R=B.length;D<R;D++)this.pushParam(B[D])},pushParam:function F(B){var D=B.value!=null?B.value:B.original||"";if(this.stringParams)D.replace&&(D=D.replace(/^(\.?\.\/)*/g,"").replace(/\//g,".")),B.depth&&this.addDepth(B.depth),this.opcode("getContext",B.depth||0),this.opcode("pushStringParam",D,B.type),B.type==="SubExpression"&&this.accept(B);else{if(this.trackIds){var R=void 0;if(B.parts&&!_ast2.default.helpers.scopedId(B)&&!B.depth&&(R=this.blockParamIndex(B.parts[0])),R){var G=B.parts.slice(1).join(".");this.opcode("pushId","BlockParam",R,G)}else D=B.original||D,D.replace&&(D=D.replace(/^this(?:\.|$)/,"").replace(/^\.\//,"").replace(/^\.$/,"")),this.opcode("pushId",B.type,D)}this.accept(B)}},setupFullMustacheParams:function F(B,D,R,G){var W=B.params;return this.pushParams(W),this.opcode("pushProgram",D),this.opcode("pushProgram",R),B.hash?this.accept(B.hash):this.opcode("emptyHash",G),W},blockParamIndex:function F(B){for(var D=0,R=this.options.blockParams.length;D<R;D++){var G=this.options.blockParams[D],W=G&&_utils.indexOf(G,B);if(G&&W>=0)return[D,W]}}};function precompile(F,B,D){if(F==null||typeof F!="string"&&F.type!=="Program")throw new _exception2.default("You must pass a string or Handlebars AST to Handlebars.precompile. You passed "+F);B=B||{},"data"in B||(B.data=!0),B.compat&&(B.useDepths=!0);var R=D.parse(F,B),G=new D.Compiler().compile(R,B);return new D.JavaScriptCompiler().compile(G,B)}function compile(F,B,D){if(B===void 0&&(B={}),F==null||typeof F!="string"&&F.type!=="Program")throw new _exception2.default("You must pass a string or Handlebars AST to Handlebars.compile. You passed "+F);B=_utils.extend({},B),"data"in B||(B.data=!0),B.compat&&(B.useDepths=!0);var R=void 0;function G(){var q=D.parse(F,B),Z=new D.Compiler().compile(q,B),Y=new D.JavaScriptCompiler().compile(Z,B,void 0,!0);return D.template(Y)}function W(q,Z){return R||(R=G()),R.call(this,q,Z)}return W._setup=function(q){return R||(R=G()),R._setup(q)},W._child=function(q,Z,Y,U){return R||(R=G()),R._child(q,Z,Y,U)},W}function argEquals(F,B){if(F===B)return!0;if(_utils.isArray(F)&&_utils.isArray(B)&&F.length===B.length){for(var D=0;D<F.length;D++)if(!argEquals(F[D],B[D]))return!1;return!0}}function transformLiteralToPath(F){if(!F.path.parts){var B=F.path;F.path={type:"PathExpression",data:!1,depth:0,parts:[B.original+""],original:B.original+"",loc:B.loc}}}var javascriptCompiler={exports:{}},codeGen={exports:{}};(function(F,B){B.__esModule=!0;var D=utils,R=void 0;try{var G=require("source-map");R=G.SourceNode}catch{}R||(R=function(Z,Y,U,J){this.src="",J&&this.add(J)},R.prototype={add:function(Y){D.isArray(Y)&&(Y=Y.join("")),this.src+=Y},prepend:function(Y){D.isArray(Y)&&(Y=Y.join("")),this.src=Y+this.src},toStringWithSourceMap:function(){return{code:this.toString()}},toString:function(){return this.src}});function W(Z,Y,U){if(D.isArray(Z)){for(var J=[],K=0,Q=Z.length;K<Q;K++)J.push(Y.wrap(Z[K],U));return J}else if(typeof Z=="boolean"||typeof Z=="number")return Z+"";return Z}function q(Z){this.srcFile=Z,this.source=[]}q.prototype={isEmpty:function(){return!this.source.length},prepend:function(Y,U){this.source.unshift(this.wrap(Y,U))},push:function(Y,U){this.source.push(this.wrap(Y,U))},merge:function(){var Y=this.empty();return this.each(function(U){Y.add(["  ",U,`
`])}),Y},each:function(Y){for(var U=0,J=this.source.length;U<J;U++)Y(this.source[U])},empty:function(){var Y=this.currentLocation||{start:{}};return new R(Y.start.line,Y.start.column,this.srcFile)},wrap:function(Y){var U=arguments.length<=1||arguments[1]===void 0?this.currentLocation||{start:{}}:arguments[1];return Y instanceof R?Y:(Y=W(Y,this,U),new R(U.start.line,U.start.column,this.srcFile,Y))},functionCall:function(Y,U,J){return J=this.generateList(J),this.wrap([Y,U?"."+U+"(":"(",J,")"])},quotedString:function(Y){return'"'+(Y+"").replace(/\\/g,"\\\\").replace(/"/g,'\\"').replace(/\n/g,"\\n").replace(/\r/g,"\\r").replace(/\u2028/g,"\\u2028").replace(/\u2029/g,"\\u2029")+'"'},objectLiteral:function(Y){var U=this,J=[];Object.keys(Y).forEach(function(Q){var te=W(Y[Q],U);te!=="undefined"&&J.push([U.quotedString(Q),":",te])});var K=this.generateList(J);return K.prepend("{"),K.add("}"),K},generateList:function(Y){for(var U=this.empty(),J=0,K=Y.length;J<K;J++)J&&U.add(","),U.add(W(Y[J],this));return U},generateArray:function(Y){var U=this.generateList(Y);return U.prepend("["),U.add("]"),U}},B.default=q,F.exports=B.default})(codeGen,codeGen.exports);(function(F,B){B.__esModule=!0;function D(Q){return Q&&Q.__esModule?Q:{default:Q}}var R=base$1,G=exception.exports,W=D(G),q=utils,Z=codeGen.exports,Y=D(Z);function U(Q){this.value=Q}function J(){}J.prototype={nameLookup:function(te,re){return this.internalNameLookup(te,re)},depthedLookup:function(te){return[this.aliasable("container.lookup"),"(depths, ",JSON.stringify(te),")"]},compilerInfo:function(){var te=R.COMPILER_REVISION,re=R.REVISION_CHANGES[te];return[te,re]},appendToBuffer:function(te,re,se){return q.isArray(te)||(te=[te]),te=this.source.wrap(te,re),this.environment.isSimple?["return ",te,";"]:se?["buffer += ",te,";"]:(te.appendToBuffer=!0,te)},initializeBuffer:function(){return this.quotedString("")},internalNameLookup:function(te,re){return this.lookupPropertyFunctionIsUsed=!0,["lookupProperty(",te,",",JSON.stringify(re),")"]},lookupPropertyFunctionIsUsed:!1,compile:function(te,re,se,ie){this.environment=te,this.options=re,this.stringParams=this.options.stringParams,this.trackIds=this.options.trackIds,this.precompile=!ie,this.name=this.environment.name,this.isChild=!!se,this.context=se||{decorators:[],programs:[],environments:[]},this.preamble(),this.stackSlot=0,this.stackVars=[],this.aliases={},this.registers={list:[]},this.hashes=[],this.compileStack=[],this.inlineStack=[],this.blockParams=[],this.compileChildren(te,re),this.useDepths=this.useDepths||te.useDepths||te.useDecorators||this.options.compat,this.useBlockParams=this.useBlockParams||te.useBlockParams;var ae=te.opcodes,le=void 0,ue=void 0,ce=void 0,de=void 0;for(ce=0,de=ae.length;ce<de;ce++)le=ae[ce],this.source.currentLocation=le.loc,ue=ue||le.loc,this[le.opcode].apply(this,le.args);if(this.source.currentLocation=ue,this.pushSource(""),this.stackSlot||this.inlineStack.length||this.compileStack.length)throw new W.default("Compile completed with content left on stack");this.decorators.isEmpty()?this.decorators=void 0:(this.useDecorators=!0,this.decorators.prepend(["var decorators = container.decorators, ",this.lookupPropertyFunctionVarDeclaration(),`;
`]),this.decorators.push("return fn;"),ie?this.decorators=Function.apply(this,["fn","props","container","depth0","data","blockParams","depths",this.decorators.merge()]):(this.decorators.prepend(`function(fn, props, container, depth0, data, blockParams, depths) {
`),this.decorators.push(`}
`),this.decorators=this.decorators.merge()));var ve=this.createFunctionContext(ie);if(this.isChild)return ve;var he={compiler:this.compilerInfo(),main:ve};this.decorators&&(he.main_d=this.decorators,he.useDecorators=!0);var me=this.context,be=me.programs,xe=me.decorators;for(ce=0,de=be.length;ce<de;ce++)be[ce]&&(he[ce]=be[ce],xe[ce]&&(he[ce+"_d"]=xe[ce],he.useDecorators=!0));return this.environment.usePartial&&(he.usePartial=!0),this.options.data&&(he.useData=!0),this.useDepths&&(he.useDepths=!0),this.useBlockParams&&(he.useBlockParams=!0),this.options.compat&&(he.compat=!0),ie?he.compilerOptions=this.options:(he.compiler=JSON.stringify(he.compiler),this.source.currentLocation={start:{line:1,column:0}},he=this.objectLiteral(he),re.srcName?(he=he.toStringWithSourceMap({file:re.destName}),he.map=he.map&&he.map.toString()):he=he.toString()),he},preamble:function(){this.lastContext=0,this.source=new Y.default(this.options.srcName),this.decorators=new Y.default(this.options.srcName)},createFunctionContext:function(te){var re=this,se="",ie=this.stackVars.concat(this.registers.list);ie.length>0&&(se+=", "+ie.join(", "));var ae=0;Object.keys(this.aliases).forEach(function(ce){var de=re.aliases[ce];de.children&&de.referenceCount>1&&(se+=", alias"+ ++ae+"="+ce,de.children[0]="alias"+ae)}),this.lookupPropertyFunctionIsUsed&&(se+=", "+this.lookupPropertyFunctionVarDeclaration());var le=["container","depth0","helpers","partials","data"];(this.useBlockParams||this.useDepths)&&le.push("blockParams"),this.useDepths&&le.push("depths");var ue=this.mergeSource(se);return te?(le.push(ue),Function.apply(this,le)):this.source.wrap(["function(",le.join(","),`) {
  `,ue,"}"])},mergeSource:function(te){var re=this.environment.isSimple,se=!this.forceBuffer,ie=void 0,ae=void 0,le=void 0,ue=void 0;return this.source.each(function(ce){ce.appendToBuffer?(le?ce.prepend("  + "):le=ce,ue=ce):(le&&(ae?le.prepend("buffer += "):ie=!0,ue.add(";"),le=ue=void 0),ae=!0,re||(se=!1))}),se?le?(le.prepend("return "),ue.add(";")):ae||this.source.push('return "";'):(te+=", buffer = "+(ie?"":this.initializeBuffer()),le?(le.prepend("return buffer + "),ue.add(";")):this.source.push("return buffer;")),te&&this.source.prepend("var "+te.substring(2)+(ie?"":`;
`)),this.source.merge()},lookupPropertyFunctionVarDeclaration:function(){return`
      lookupProperty = container.lookupProperty || function(parent, propertyName) {
        if (Object.prototype.hasOwnProperty.call(parent, propertyName)) {
          return parent[propertyName];
        }
        return undefined
    }
    `.trim()},blockValue:function(te){var re=this.aliasable("container.hooks.blockHelperMissing"),se=[this.contextName(0)];this.setupHelperArgs(te,0,se);var ie=this.popStack();se.splice(1,0,ie),this.push(this.source.functionCall(re,"call",se))},ambiguousBlockValue:function(){var te=this.aliasable("container.hooks.blockHelperMissing"),re=[this.contextName(0)];this.setupHelperArgs("",0,re,!0),this.flushInline();var se=this.topStack();re.splice(1,0,se),this.pushSource(["if (!",this.lastHelper,") { ",se," = ",this.source.functionCall(te,"call",re),"}"])},appendContent:function(te){this.pendingContent?te=this.pendingContent+te:this.pendingLocation=this.source.currentLocation,this.pendingContent=te},append:function(){if(this.isInline())this.replaceStack(function(re){return[" != null ? 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D=browserInfo$2.huawei?.08:0;const R=[],G=[],W=[],{baseSpeed:q=100}=state$2,Z=(He,Ze)=>{var ct,ft,ut,At,Pt,vt;return["906"].includes(B)?((ct=Ze.measures[0])==null?void 0:ct.realKey)||He:["782","784"].includes(B)&&[14,16,30,32].includes((ft=Ze.firstVerticalMeasure)==null?void 0:ft.measureNumber)?((ut=R[R.length-1])==null?void 0:ut.realKey)||He:["900","901","640","641","739","740","800","801","773","774","869","872","714","715"].includes(B)&&(((At=Ze.firstVerticalMeasure)==null?void 0:At.measureNumber)===3||((Pt=Ze.firstVerticalMeasure)==null?void 0:Pt.measureNumber)===9)&&((vt=Ze.measures[0])==null?void 0:vt.realKey)||He};if(state$2.gradualTimes&&console.log("\u5408\u594F\u901F\u5EA6",state$2.gradual,state$2.gradualTimes),F!=null&&F.cursor){try{F.cursor.reset()}catch{}const He=F.cursor.iterator;let Ze=0,Ke=0,nt=[],Qe=[],ct=0,ft=0,ut=0,At="quarter",Pt,vt,St=0,Bt=1,Zt=0,vn=0,$t=0,on=0,An=!1;for(;!He.endReached;){const Ut=F.cursor.cursorElement,fn={move:!1};Ut&&(fn.move=!0,fn.x=Ut.offsetLeft,fn.y=Ut.offsetTop,fn.w=Ut.offsetWidth,fn.h=Ut.offsetHeight);const hr=(U=He.currentVoiceEntries)!=null&&U[0]?[(J=He.currentVoiceEntries)==null?void 0:J[0]]:[],xr=(K=He.currentVoiceEntries)==null?void 0:K[1];let wr=!1;for(const $n of hr){let Tt=$n.notes[0];if(["Piano"].includes((Q=state$2.activeDetail)==null?void 0:Q.code)||((te=state$2.activeDetail)==null?void 0:te.musicSheetType)=="CONCERT"){let dr=[];try{dr=(re=He.currentVoiceEntries)==null?void 0:re.map(Nr=>Nr.notes).flat().sort((Nr,Bn)=>Nr.Length.realValue-Bn.Length.realValue),Tt=dr[0]}catch{}}if(Tt){if(Ke===0&&W.push(Tt.sourceMeasure),Ke===0&&state$2.isSpecialBookCategory)for(const Qt of(se=Tt.sourceMeasure)==null?void 0:se.TempoExpressions)(ie=Qt==null?void 0:Qt.InstantaneousTempo)!=null&&ie.beatUnit&&(At=Qt.InstantaneousTempo.beatUnit);Bt=(ae=Tt.sourceMeasure)==null?void 0:ae.MeasureNumberXML,vn==((le=Tt.sourceMeasure)==null?void 0:le.MeasureNumberXML)?$t++:(vn=(ue=Tt.sourceMeasure)==null?void 0:ue.MeasureNumberXML,$t=0);let dr=Tt.sourceMeasure.tempoInBPM;const{metronomeNoteIndex:Nr}=He.currentMeasure;Nr!==0&&Nr>Ke&&(dr=((ce=R[R.length-1])==null?void 0:ce.speed)||100);const Bn=[(de=Tt.sourceMeasure.verticalMeasureList)==null?void 0:de[0]],{realValue:ns}=He.currentTimeStamp,{RealValue:Jr,Denominator:di}=formatDuration(He.currentMeasure.activeTimeSignature,He.currentMeasure.duration);let{wholeValue:Qr,numerator:pi,denominator:Xi,realValue:Bi}=Tt.length,vi=ct,_r=(state$2.isSpecialBookCategory?dr:q)||1,Sr=(state$2.isSpecialBookCategory?dr:q)||1;vt=He.currentMeasure.speedInfo||vt,Pt=((ve=F.sheet.soundTempos)==null?void 0:ve.get(Tt.sourceMeasure.measureListIndex))||Pt,(!Pt||Pt.length<2)&&(Pt=createSpeedInfo(vt,Sr));let mi=0;const Fr=He.currentMeasure.measureListIndex;if(state$2.gradualTimes&&Object.keys(state$2.gradualTimes).length>0){const Qt=state$2.gradual.find((Cn,jn)=>{var er;const Kn=state$2.gradual[jn+1];return Cn[0].measureIndex<=Fr&&((er=Cn[1])==null?void 0:er.measureIndex)>=Fr&&(!Kn||(Kn==null?void 0:Kn[0].measureIndex)!==Fr)}),[Sn,hn]=Qt||[];if(Sn&&hn){const Cn=hn.measureIndex-Sn.measureIndex,jn=Sn.closedMeasureIndex==Fr&&Ke>=Sn.noteInMeasureIndex,Kn=hn.closedMeasureIndex===Fr&&Ke<hn.noteInMeasureIndex,er=Sn.closedMeasureIndex!==Fr&&hn.closedMeasureIndex!==Fr;if(jn||Kn||er){const pr=state$2.gradualTimes[Sn.measureIndex],tr=state$2.gradualTimes[hn.measureIndex];if(pr&&tr){const $r=Cn-Sn.leftDuration/Sn.allDuration+hn.leftDuration/hn.allDuration,Sa=dayjs(tranTime(tr)).diff(dayjs(tranTime(pr)),"millisecond");mi=Bi/Jr/$r*Sa/1e3}}}}else if(vt&&Pt&&(vt.startXmlNoteIndex===Ke||St>0)){const Qt=Pt[0]-(Pt[1]-Pt[0]),{resetXmlNoteIndex:Sn,endXmlNoteIndex:hn}=vt,Cn=hn;let jn=(Pt[Pt.length-1]-Qt)/Cn;if(jn=Tt.DotsXml?jn/1.5:jn,St<Cn){const er=Math.ceil(Sr+jn*St);let pr=getTimeByBeatUnit(At,er,He.currentMeasure.activeTimeSignature.Denominator);const tr=(Qr+pi/Xi)*di*(60/pr);Sr+=Math.ceil(jn*(St+1)),pr=getTimeByBeatUnit(At,Sr,He.currentMeasure.activeTimeSignature.Denominator);const $r=(Qr+pi/Xi)*di*(60/pr);mi=(tr+$r)/2}else Sn>St&&(Sr=(he=R[Ze-1])==null?void 0:he.speed);_r=(state$2.isSpecialBookCategory?getTimeByBeatUnit(At,Sr,He.currentMeasure.activeTimeSignature.Denominator):q)||1;const Kn=!(St<Cn)&&!(Sn>St);St++,Kn&&(St=0,vt=void 0,Pt=void 0,Qe=[])}Ze===0&&(D+=getFixTime(_r));let Dn=mi||Math.min(Jr,Bi)*formatBeatUnit(At)*(60/_r);const ms=Jr*di*(60/_r);["Piano"].includes((me=state$2.activeDetail)==null?void 0:me.code)&&(Dn=(He.currentTimeStamp.realValue-on||(pi===0?Jr:(Qr+pi)/Xi))*di*(60/_r)),Tt.isRestFlag&&Dn>ms&&(Dn=ms),Tt.DotsXml&&Tt.tuplet&&(console.log("\u5904\u7406\u9644\u70B9\u65F6\u957F\u4E0D\u6B63\u786E\u95EE\u9898"),Dn=Dn*1.5),An&&(Dn=1e-7,An=!1,wr=!0);const xa=(be=Tt.sourceMeasure.staffLinkedExpressions)==null?void 0:be[0];for(const Qt of xa||[])if(Qt&&((xe=Qt.expressions)==null?void 0:xe.find(hn=>hn.label==="\u8DF3\u8FC7\u4E0B\u4E00\u4E2A"))&&Fraction$1.Equal((Ae=Tt.voiceEntry)==null?void 0:Ae.Timestamp,Qt.Timestamp)){An=!0;break}on=He.currentTimeStamp.realValue,ct+=Dn,ft+=Dn;let gs=Dn+vi;const As=Tt.ParentVoiceEntry.ParentVoice.Parent.SubInstruments[0].fixedKey||0,rs=(ze=(Pe=Bn[0])==null?void 0:Pe.vfVoices["1"])==null?void 0:ze.tickables[$t];if(R.length&&R[R.length-1].relativeTime===vi)continue;if(Ze===0){const Qt=getMeasureDurationDiff(He.currentMeasure);let Sn=0;(((Te=(ge=Tt.sourceMeasure.verticalMeasureList)==null?void 0:ge[0])==null?void 0:Te.staffEntries)||[]).forEach(Cn=>{var jn,Kn,er,pr,tr,$r;($r=(tr=(pr=(er=(Kn=(jn=Cn==null?void 0:Cn.sourceStaffEntry)==null?void 0:jn.voiceEntries)==null?void 0:Kn[0])==null?void 0:er.notes)==null?void 0:pr[0])==null?void 0:tr.length)!=null&&$r.realValue&&(Sn+=Cn.sourceStaffEntry.voiceEntries[0].notes[0].length.realValue)}),Qt>0&&(ut=Qt*formatBeatUnit(At)*(60/_r)),((Xe=state$2.activeDetail)==null?void 0:Xe.audioType)==="MIDI"&&(ut=0),D+=ut}const Or={_noteLength:Bi,fixtime:D,skipMode:wr,NoteToGraphicalNoteObjectId:Tt.NoteToGraphicalNoteObjectId,cursorBox:fn,skipNextNote:An,measureNumberPrinted:Bt,difftime:ut,octaveOffset:(Se=Bn[0])==null?void 0:Se.octaveOffset,frequency:(we=Tt.pitch)==null?void 0:we.frequency,speed:Sr,beatSpeed:_r,i:Ze,si:Ke,stepSpeeds:Qe,indexOfMeasures:Zt,measureOpenIndex:W.length-1,measures:nt,tempoInBPM:Tt.sourceMeasure.tempoInBPM,measureLength:ms,relaMeasureLength:ft,id:rs==null?void 0:rs.attrs.id,note:Tt.halfTone+12,relativeTime:retain(vi),time:retain(vi+D),endtime:retain(gs+D),relaEndtime:retain(gs),realValue:ns,halfTone:Tt.halfTone,voiceEntry:{isStaccato:Tt.voiceEntry.isStaccato(),Timestamp:{...Tt.voiceEntry.Timestamp},ornamentContainer:Tt.voiceEntry.ornamentContainer?{...Tt.voiceEntry.ornamentContainer}:""},noteElement:{...Tt.SourceMeasure,NoteToGraphicalNoteObjectId:Tt.NoteToGraphicalNoteObjectId,notehead:Tt.notehead?{filled:Tt.notehead.filled,shape:Tt.notehead.shape,sourceNote:(Me=Tt.notehead.sourceNote)==null?void 0:Me.NoteToGraphicalNoteObjectId}:"",noteheadColor:Tt.noteheadColor,isRestFlag:Tt.isRestFlag,sourceMeasure:{...Tt.SourceMeasure,measureListIndex:(Ne=Tt==null?void 0:Tt.SourceMeasure)==null?void 0:Ne.measureListIndex,MeasureNumberXML:(Be=Tt==null?void 0:Tt.SourceMeasure)==null?void 0:Be.MeasureNumberXML,allRests:(Le=Tt==null?void 0:Tt.SourceMeasure)==null?void 0:Le.allRests,isRestFlag:(ke=Tt==null?void 0:Tt.SourceMeasure)==null?void 0:ke.isRestFlag,multipleRestMeasures:(Re=Tt==null?void 0:Tt.SourceMeasure)==null?void 0:Re.multipleRestMeasures,verticalMeasureList:Array.isArray((Ie=Tt==null?void 0:Tt.SourceMeasure)==null?void 0:Ie.verticalMeasureList)?Tt.SourceMeasure.verticalMeasureList.map(Qt=>{const{x:Sn,y:hn,width:Cn,height:jn,start_x:Kn,end_x:er}=(Qt==null?void 0:Qt.stave)||{};return Qt?{stave:{x:Sn,y:hn,width:Cn,height:jn,start_x:Kn,end_x:er},boundingBox:Qt&&Qt.boundingBox?{absolutePosition:{...Qt.boundingBox.absolutePosition},size:{...Qt.boundingBox.size}}:""}:void 0}):[],activeTimeSignature:(Ye=Tt.sourceMeasure)==null?void 0:Ye.activeTimeSignature,ActiveTimeSignature:(tt=Tt.sourceMeasure)==null?void 0:tt.activeTimeSignature},tie:Tt.tie?{StartNote:{NoteToGraphicalNoteObjectId:Tt.tie.StartNote.NoteToGraphicalNoteObjectId},notes:Array.isArray(Tt.tie.notes)&&(($e=Tt.tie.notes)==null?void 0:$e.map(Qt=>({NoteToGraphicalNoteObjectId:Qt.NoteToGraphicalNoteObjectId})))||[]}:"",slurs:Array.isArray(Tt.slurs)?Tt.slurs.map(Qt=>({startNote:{NoteToGraphicalNoteObjectId:Qt.startNote.NoteToGraphicalNoteObjectId},endNote:{NoteToGraphicalNoteObjectId:Qt.endNote.NoteToGraphicalNoteObjectId}})):[],pitch:{prevFrequency:(st=Tt.pitch)==null?void 0:st.prevFrequency,nextFrequency:(pt=Tt.pitch)==null?void 0:pt.nextFrequency,frequency:(ht=Tt.pitch)==null?void 0:ht.frequency},Length:{...Tt.Length}},svgElelent:rs||"",fixedKey:As,realKey:0,duration:0,formatLyricsEntries:formatLyricsEntries(Tt),stave:Bn[0]&&Bn[0].stave?{attrs:Bn[0].stave?{...Bn[0].stave.attrs}:{}}:"",firstVerticalMeasure:{measureNumber:(gt=Bn==null?void 0:Bn[0])==null?void 0:gt.measureNumber},noteLength:1,halfTone1:Array.isArray($n.notes)?$n.notes.map(Qt=>Qt.halfTone+12).filter(Boolean):[],halfTone2:xr&&Array.isArray(xr.notes)?xr.notes.map(Qt=>Qt.halfTone+12).filter(Boolean):[]};Or.realKey=Z(Tt.halfTone-As*12,Or),Or.duration=Or.endtime-Or.time;const wa=((Ce=(De=Bn[0])==null?void 0:De.vfVoices["1"])==null?void 0:Ce.tickables)||[],Gs=((Fe=(_e=(Ue=Tt.sourceMeasure.verticalMeasureList)==null?void 0:Ue[0])==null?void 0:_e.staffEntries)==null?void 0:Fe.length)||wa.length;Or.noteLength=Gs||1,R.push(Or),G.push(Or.id),nt.push(Or),Ke<Gs-1?Ke++:(Ke=0,ft=0,nt=[])}}F.cursor.next(),Ze++}try{F.cursor.reset()}catch{}}return R.sort((He,Ze)=>He.relativeTime-Ze.relativeTime).map((He,Ze)=>({...He,i:Ze}))},setStepIndex=(F,B,D)=>{if(F.product){if(B||B===0)if(D&&B-D===1)F.cursor.setPosition({...state$2.times[B].cursorBox});else if(D&&B-D>0)for(;B-D>0;)D++,F.cursor.setPosition({...state$2.times[D].cursorBox});else F.cursor.setPosition({...state$2.times[B].cursorBox})}else if(B||B===0)if(D&&B-D===1)F.cursor.next();else if(D&&B-D>0)for(;B-D>0;)D++,F.cursor.next();else{let R=0;for(F.cursor.reset();R<B;)R++,F.cursor.hidden!==!1?F.cursor.show():F.cursor.next()}},getIndex=(F,B)=>{if(B>state$2.times[state$2.times.length-1].endtime)return state$2.times.length-1;let D=0;for(let R=0;R<F.length;R++){const G=F[R],W=F[R-1];if(B>=G.time)(!W||G.time!=W.time)&&(D=G.i);else break}if(state$2.sectionStatus&&state$2.section.length===2){const R=state$2.befireSection||state$2.section[0];D=Math.min(Math.max(D,R.i),state$2.section[1].i)}return D},getSlursNote=(F,B)=>{var G,W;const D=state$2.times.find(q=>q.NoteToGraphicalNoteObjectId==F.NoteToGraphicalNoteObjectId)||{};let R=B==="end"?(G=D.noteElement.slurs[0])==null?void 0:G.endNote:(W=D.noteElement.slurs[0])==null?void 0:W.startNote;if(!!R)return state$2.times.find(q=>q.NoteToGraphicalNoteObjectId==R.NoteToGraphicalNoteObjectId)},getNoteBySlursStart=(F,B,D)=>{let R=F,G=getSlursNote(R,D);if(!G&&B)for(const W of R.measures){const q=state$2.times.find(Z=>Z.NoteToGraphicalNoteObjectId==W.NoteToGraphicalNoteObjectId);q.noteElement.slurs.length&&(G=getSlursNote(q,D),R=q)}if(R&&G!==R.noteElement){for(const W of state$2.times)if(G===W.noteElement)return W}return R},getParentNote=F=>{let B;if(F){for(const D of state$2.times)if(F.NoteToGraphicalNoteObjectId===D.noteElement.NoteToGraphicalNoteObjectId)return D}return B},getNoteByMeasuresSlursStart=F=>{let B=F,D;if(F.noteElement.tie&&F.noteElement.tie.StartNote&&(D=F.noteElement.tie.StartNote),B&&D&&D!==B.noteElement){for(const R of state$2.times)if(D.NoteToGraphicalNoteObjectId===R.noteElement.NoteToGraphicalNoteObjectId)return R}return B},getActtiveNoteByTimes=F=>{var G;const B=(G=F.target)==null?void 0:G.dataset,D={};for(const W of state$2.times)W.id&&!D[W.id]&&(D[W.id]=W);return D[B.id||""]},getPrevHasSourceNote=F=>{const B=Math.max(state$2.times.indexOf(F)-1,0);for(let D=B;D>=0;D--){const R=state$2.times[D];if(R!=null&&R.stave)return R}},getBoundingBoxByverticalNote=F=>{var R,G,W,q,Z,Y,U,J,K;let B=(G=(R=F==null?void 0:F.noteElement)==null?void 0:R.sourceMeasure)==null?void 0:G.verticalMeasureList;B=!B||!B[0]?((W=F==null?void 0:F.noteElement)==null?void 0:W.isRestFlag)&&((Y=(Z=(q=getPrevHasSourceNote(F))==null?void 0:q.noteElement)==null?void 0:Z.sourceMeasure)==null?void 0:Y.verticalMeasureList):B;let D=0;if(B){const Q=B[state.partIndex];for(let te=0;te<B.length;te++){const re=B[te];if(re!=null&&re.stave){const{height:se}=re==null?void 0:re.stave;te>0&&(D+=(U=B[te-1])==null?void 0:U.stave.height),D+=se;const{x:ie,y:ae,width:le,context:ue,start_x:ce,end_x:de}=Q==null?void 0:Q.stave;return{measureIndex:((J=F==null?void 0:F.noteElement)==null?void 0:J.sourceMeasure.measureListIndex)||0,MeasureNumberXML:((K=F==null?void 0:F.noteElement)==null?void 0:K.sourceMeasure.MeasureNumberXML)||1,start_x:ce,end_x:de,height:D,x:ie,y:ae,width:le,context:ue}}}}return{measureIndex:0,height:D,start_x:0,end_x:0,x:0,y:0,width:0,context:{element:null}}},getDuration=F=>{var B;if(F){const D=(B=F==null?void 0:F.graphic)==null?void 0:B.measureList[0][0];if(D){const{duration:R,tempoInBPM:G,activeTimeSignature:W,TempoExpressions:q}=D==null?void 0:D.parentSourceMeasure;if(R){let Z="quarter";for(const Y of q)Z=Y.InstantaneousTempo.beatUnit||"quarter";return{...formatDuration(W),tempoInBPM:G,beatUnit:Z}}}}return{}},formatDuration=(F,B)=>F,getTimeByBeatUnit=(F,B,D)=>{let R=4;switch(F){case"1024th":R=1024;break;case"512th":R=512;break;case"256th":R=256;break;case"128th":R=128;break;case"64th":R=64;break;case"32nd":R=32;break;case"16th":R=16;break;case"eighth":R=8;break;case"quarter":R=4;break;case"half":R=2;break;case"whole":R=1;break;case"breve":R=.5;break;case"long":R=.25;break;case"maxima":R=.125;break}return D/R*B},getEnvHostname=()=>location.origin.indexOf("online")>-1?"https://mstuonline.dayaedu.com":location.origin.indexOf("dev")>-1?"http://mstudev.dayaedu.com":"https://mstutest.dayaedu.com",getTvIconUrl=()=>location.origin.indexOf("online")>-1?"https://mteaonline.dayaedu.com/#/guide":location.origin.indexOf("dev")>-1?"http://mteadev.dayaedu.com/#/guide":"https://mteatest.dayaedu.com/#/guide",setPrefix=F=>F?"?"+F:"",formatXML=(F,B)=>{var q,Z;if(!F)return"";const D=new DOMParser().parseFromString(F,"text/xml"),R=D.getElementsByTagName("measure");let G=-1,W=-1;for(const Y of R){G===-1&&Y.getElementsByTagName("beats").length&&(G=parseInt(Y.getElementsByTagName("beats")[0].textContent||"4")),W===-1&&Y.getElementsByTagName("beat-type").length&&(W=parseInt(Y.getElementsByTagName("beat-type")[0].textContent||"4"));const U=parseInt(((q=Y.getElementsByTagName("divisions")[0])==null?void 0:q.textContent)||"256");if(Y.getElementsByTagName("note").length===0){const J=(Z=Y.getElementsByTagName("forward")[0])==null?void 0:Z.getElementsByTagName("duration")[0];J&&(J.textContent="0"),Y.innerHTML=Y.innerHTML+`
        <note>
          <rest measure="yes"/>
          <duration>${U*G}</duration>
          <voice>1</voice>
          <type>whole</type>
        </note>`}}if(B){const Y=D.querySelector("work-title");Y&&B.title&&(Y.textContent=B.title)}return new XMLSerializer().serializeToString(D)},getCustomInfo=F=>{var G,W,q;const B={showSpeed:!0,parsedXML:F,code:""},D=new DOMParser().parseFromString(F,"text/xml"),R=D.getElementsByTagName("words");for(const Z of R)Z&&((G=Z.textContent)==null?void 0:G.trim())==="\u9690\u85CF\u901F\u5EA6"&&(B.showSpeed=!1,Z.textContent=""),Z&&((W=Z.textContent)==null?void 0:W.trim())==="@"&&(Z.textContent="segno");return B.parsedXML=new XMLSerializer().serializeToString(D),B.code=((q=D.querySelector("part-name"))==null?void 0:q.innerHTML)||"",B},setElementNoteBefore=(F,B,D)=>{let R=0;if(!!B){for(let G=0;G<B.childNodes.length;G++){const W=B.childNodes[G];if(W.nodeName==="note"&&R++,W===F)break}if(R===0&&D){D.insertBefore(F,D.childNodes[0]);return}if(D&&D.childNodes.length>0){let G=0;for(let W=0;W<D.childNodes.length;W++){const q=D.childNodes[W];if(q.nodeName==="note"&&(G=G+1,G===R)){D.insertBefore(F,q);break}}}}},isRepeatWord=F=>{if(F){const B=F.toLocaleLowerCase(),D="d\\s?\\.s\\.",R="d\\.\\s?c\\.";return B==="@"||StringUtil.StringContainsSeparatedWord(B,D+" al fine",!0)||StringUtil.StringContainsSeparatedWord(B,D+" al coda",!0)||StringUtil.StringContainsSeparatedWord(B,R+" al fine",!0)||StringUtil.StringContainsSeparatedWord(B,R+" al coda",!0)||StringUtil.StringContainsSeparatedWord(B,R)||StringUtil.StringContainsSeparatedWord(B,"da\\s?capo",!0)||StringUtil.StringContainsSeparatedWord(B,D,!0)||StringUtil.StringContainsSeparatedWord(B,"dal\\s?segno",!0)||StringUtil.StringContainsSeparatedWord(B,"al\\s?coda",!0)||StringUtil.StringContainsSeparatedWord(B,"to\\s?coda",!0)||StringUtil.StringContainsSeparatedWord(B,"a (la 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version="1.0" encoding="UTF-8" standalone="no"?>
      <!DOCTYPE score-partwise PUBLIC "-//Recordare//DTD MusicXML 3.1 Partwise//EN" "http://www.musicxml.org/dtds/partwise.dtd">
      <score-partwise version="3.1">
        <movement-title>Click to add Title</movement-title>
        <identification>
          <creator type="composer">Click to add Composer</creator>
          <rights>Click to add Copyright</rights>
          <encoding>
            <encoding-date>2021-08-27</encoding-date>
            <software>SmartMusic</software>
            <supports element="accidental" type="yes"/>
            <supports element="beam" type="yes"/>
            <supports element="stem" type="yes"/>
            <supports element="print" attribute="new-system" type="yes" value="yes"/>
            <supports element="print" attribute="new-page" type="yes" value="yes"/>
          </encoding>
        </identification>
        <defaults>
          <scaling>
            <millimeters>6.5000</millimeters>
            <tenths>40</tenths>
          </scaling>
          <page-layout>
            <page-height>1827.3</page-height>
            <page-width>1292</page-width>
            <page-margins type="both">
              <left-margin>61.2</left-margin>
              <right-margin>61.5</right-margin>
              <top-margin>379.6</top-margin>
              <bottom-margin>61.3</bottom-margin>
            </page-margins>
          </page-layout>
          <appearance>
            <line-width type="staff">1.0000</line-width>
            <line-width type="stem">1.0000</line-width>
            <line-width type="beam">5.0000</line-width>
            <line-width type="leger">1.0000</line-width>
            <line-width type="light barline">1.0000</line-width>
            <line-width type="heavy barline">3.4199</line-width>
            <line-width type="wedge">1.0000</line-width>
            <note-size type="cue">60</note-size>
            <note-size type="grace">50</note-size>
          </appearance>
          <music-font font-family="Maestro,engraved"/>
          <word-font font-family="Times New Roman" font-size="8"/>
          <lyric-font font-family="Times New Roman" font-size="9"/>
        </defaults>
        <part-list>
          <score-part id="P1">
            <part-name print-object="no">Music</part-name>
            <score-instrument id="P1-I1">
              <instrument-name>Music</instrument-name>
              <instrument-sound>wind.flutes.flute</instrument-sound>
              <virtual-instrument>
                <virtual-library>Finale Default Bank</virtual-library>
              </virtual-instrument>
            </score-instrument>
            <?SmartMusic instrument-id="2" staff="1"?>
          </score-part>
        </part-list>
        <part id="P1">
          <measure number="1" width="1109.2">
            <print>
              <system-layout>
                <system-margins>
                  <left-margin>60</left-margin>
                  <right-margin>0</right-margin>
                </system-margins>
                <top-system-distance>40</top-system-distance>
              </system-layout>
              <measure-numbering>system</measure-numbering>
            </print>
            <attributes>
              <divisions>3840</divisions>
              <key>
                <fifths>0</fifths>
                <mode>major</mode>
              </key>
              <time>
                <beats>4</beats>
                <beat-type>4</beat-type>
              </time>
              <clef>
                <sign>G</sign>
                <line>2</line>
              </clef>
            </attributes>
            <sound tempo="100"/>
            <note>
              <pitch>
                <step>C</step>
                <octave>5</octave>
              </pitch>
              <duration>15360</duration>
              <voice>1</voice>
              <type>whole</type>
            </note>
          </measure>
        </part>
      </score-partwise>
      `,text:""}:F==5||F==6?{xml:`<?xml version="1.0" encoding="UTF-8" standalone="no"?>
      <!DOCTYPE score-partwise PUBLIC "-//Recordare//DTD MusicXML 3.1 Partwise//EN" "http://www.musicxml.org/dtds/partwise.dtd">
      <score-partwise version="3.1">
        <movement-title>Click to add Title</movement-title>
        <identification>
          <creator type="composer">Click to add Composer</creator>
          <rights>Click to add Copyright</rights>
          <encoding>
            <encoding-date>2021-08-27</encoding-date>
            <software>SmartMusic</software>
            <supports element="accidental" type="yes"/>
            <supports element="beam" type="yes"/>
            <supports element="stem" type="yes"/>
            <supports element="print" attribute="new-system" type="yes" value="yes"/>
            <supports element="print" attribute="new-page" type="yes" value="yes"/>
          </encoding>
        </identification>
        <defaults>
          <scaling>
            <millimeters>6.5000</millimeters>
            <tenths>40</tenths>
          </scaling>
          <page-layout>
            <page-height>1827.4</page-height>
            <page-width>1292.1</page-width>
            <page-margins type="both">
              <left-margin>61.3</left-margin>
              <right-margin>61.5</right-margin>
              <top-margin>355.6</top-margin>
              <bottom-margin>61.4</bottom-margin>
            </page-margins>
          </page-layout>
          <appearance>
            <line-width type="staff">1.0000</line-width>
            <line-width type="stem">1.0000</line-width>
            <line-width type="beam">5.0000</line-width>
            <line-width type="leger">1.0000</line-width>
            <line-width type="light barline">1.0000</line-width>
            <line-width type="heavy barline">3.4199</line-width>
            <line-width type="wedge">1.0000</line-width>
            <note-size type="cue">60</note-size>
            <note-size type="grace">50</note-size>
          </appearance>
          <music-font font-family="Maestro,engraved"/>
          <word-font font-family="Times New Roman" font-size="8"/>
          <lyric-font font-family="Times New Roman" font-size="9"/>
        </defaults>
        <part-list>
          <score-part id="P1">
            <part-name print-object="no">Music</part-name>
            <score-instrument id="P1-I1">
              <instrument-name>Music</instrument-name>
              <instrument-sound>wind.flutes.flute</instrument-sound>
              <virtual-instrument>
                <virtual-library>Finale Default Bank</virtual-library>
              </virtual-instrument>
            </score-instrument>
            <?SmartMusic instrument-id="2" staff="1"?>
          </score-part>
        </part-list>
        <part id="P1">
          <measure number="1" width="1109.2">
            <print>
              <system-layout>
                <system-margins>
                  <left-margin>60</left-margin>
                  <right-margin>0</right-margin>
                </system-margins>
                <top-system-distance>40</top-system-distance>
              </system-layout>
              <measure-numbering>system</measure-numbering>
            </print>
            <attributes>
              <divisions>3840</divisions>
              <key>
                <fifths>1</fifths>
                <mode>major</mode>
              </key>
              <time>
                <beats>4</beats>
                <beat-type>4</beat-type>
              </time>
              <clef>
                <sign>G</sign>
                <line>2</line>
              </clef>
            </attributes>
            <sound tempo="100"/>
            <note>
              <pitch>
                <step>C</step>
                <octave>5</octave>
              </pitch>
              <duration>15360</duration>
              <voice>1</voice>
              <type>whole</type>
            </note>
          </measure>
        </part>
      </score-partwise>
      `,text:"C"}:F==13?{xml:`<?xml version="1.0" encoding="UTF-8" standalone="no"?>
      <!DOCTYPE score-partwise PUBLIC "-//Recordare//DTD MusicXML 3.1 Partwise//EN" "http://www.musicxml.org/dtds/partwise.dtd">
      <score-partwise version="3.1">
        <movement-title>Click to add Title</movement-title>
        <identification>
          <creator type="composer">Click to add Composer</creator>
          <rights>Click to add Copyright</rights>
          <encoding>
            <encoding-date>2021-08-27</encoding-date>
            <software>SmartMusic</software>
            <supports element="accidental" type="yes"/>
            <supports element="beam" type="yes"/>
            <supports element="stem" type="yes"/>
            <supports element="print" attribute="new-system" type="yes" value="yes"/>
            <supports element="print" attribute="new-page" type="yes" value="yes"/>
          </encoding>
        </identification>
        <defaults>
          <scaling>
            <millimeters>6.5000</millimeters>
            <tenths>40</tenths>
          </scaling>
          <page-layout>
            <page-height>1827.4</page-height>
            <page-width>1292.1</page-width>
            <page-margins type="both">
              <left-margin>61.3</left-margin>
              <right-margin>61.5</right-margin>
              <top-margin>355.6</top-margin>
              <bottom-margin>61.4</bottom-margin>
            </page-margins>
          </page-layout>
          <appearance>
            <line-width type="staff">1.0000</line-width>
            <line-width type="stem">1.0000</line-width>
            <line-width type="beam">5.0000</line-width>
            <line-width type="leger">1.0000</line-width>
            <line-width type="light barline">1.0000</line-width>
            <line-width type="heavy barline">3.4199</line-width>
            <line-width type="wedge">1.0000</line-width>
            <note-size type="cue">60</note-size>
            <note-size type="grace">50</note-size>
          </appearance>
          <music-font font-family="Maestro,engraved"/>
          <word-font font-family="Times New Roman" font-size="8"/>
          <lyric-font font-family="Times New Roman" font-size="9"/>
        </defaults>
        <part-list>
          <score-part id="P1">
            <part-name print-object="no">Music</part-name>
            <score-instrument id="P1-I1">
              <instrument-name>Music</instrument-name>
              <instrument-sound>wind.flutes.flute</instrument-sound>
              <virtual-instrument>
                <virtual-library>Finale Default Bank</virtual-library>
              </virtual-instrument>
            </score-instrument>
            <?SmartMusic instrument-id="2" staff="1"?>
          </score-part>
        </part-list>
        <part id="P1">
          <measure number="1" width="1109.2">
            <print>
              <system-layout>
                <system-margins>
                  <left-margin>60</left-margin>
                  <right-margin>0</right-margin>
                </system-margins>
                <top-system-distance>40</top-system-distance>
              </system-layout>
              <measure-numbering>system</measure-numbering>
            </print>
            <attributes>
              <divisions>3840</divisions>
              <key>
                <fifths>-1</fifths>
                <mode>major</mode>
              </key>
              <time>
                <beats>4</beats>
                <beat-type>4</beat-type>
              </time>
              <clef>
                <sign>G</sign>
                <line>2</line>
              </clef>
            </attributes>
            <sound tempo="100"/>
            <note>
              <pitch>
                <step>F</step>
                <octave>4</octave>
              </pitch>
              <duration>15360</duration>
              <voice>1</voice>
              <type>whole</type>
            </note>
          </measure>
        </part>
      </score-partwise>
      `,text:"F"}:F==14||F==15?{xml:`<?xml version="1.0" encoding="UTF-8" standalone="no"?>
      <!DOCTYPE score-partwise PUBLIC "-//Recordare//DTD MusicXML 3.1 Partwise//EN" "http://www.musicxml.org/dtds/partwise.dtd">
      <score-partwise version="3.1">
        <movement-title>Click to add Title</movement-title>
        <identification>
          <creator type="composer">Click to add Composer</creator>
          <rights>Click to add Copyright</rights>
          <encoding>
            <encoding-date>2021-08-27</encoding-date>
            <software>SmartMusic</software>
            <supports element="accidental" type="yes"/>
            <supports element="beam" type="yes"/>
            <supports element="stem" type="yes"/>
            <supports element="print" attribute="new-system" type="yes" value="yes"/>
            <supports element="print" attribute="new-page" type="yes" value="yes"/>
          </encoding>
        </identification>
        <defaults>
          <scaling>
            <millimeters>6.5000</millimeters>
            <tenths>40</tenths>
          </scaling>
          <page-layout>
            <page-height>1827.4</page-height>
            <page-width>1292.1</page-width>
            <page-margins type="both">
              <left-margin>61.3</left-margin>
              <right-margin>61.5</right-margin>
              <top-margin>355.6</top-margin>
              <bottom-margin>61.4</bottom-margin>
            </page-margins>
          </page-layout>
          <appearance>
            <line-width type="staff">1.0000</line-width>
            <line-width type="stem">1.0000</line-width>
            <line-width type="beam">5.0000</line-width>
            <line-width type="leger">1.0000</line-width>
            <line-width type="light barline">1.0000</line-width>
            <line-width type="heavy barline">3.4199</line-width>
            <line-width type="wedge">1.0000</line-width>
            <note-size type="cue">60</note-size>
            <note-size type="grace">50</note-size>
          </appearance>
          <music-font font-family="Maestro,engraved"/>
          <word-font font-family="Times New Roman" font-size="8"/>
          <lyric-font font-family="Times New Roman" font-size="9"/>
        </defaults>
        <part-list>
          <score-part id="P1">
            <part-name print-object="no">Music</part-name>
            <score-instrument id="P1-I1">
              <instrument-name>Music</instrument-name>
              <instrument-sound>wind.flutes.flute</instrument-sound>
              <virtual-instrument>
                <virtual-library>Finale Default Bank</virtual-library>
              </virtual-instrument>
            </score-instrument>
            <?SmartMusic instrument-id="2" staff="1"?>
          </score-part>
        </part-list>
        <part id="P1">
          <measure number="1" width="1109.2">
            <print>
              <system-layout>
                <system-margins>
                  <left-margin>60</left-margin>
                  <right-margin>0</right-margin>
                </system-margins>
                <top-system-distance>40</top-system-distance>
              </system-layout>
              <measure-numbering>system</measure-numbering>
            </print>
            <attributes>
              <divisions>3840</divisions>
              <key>
                <fifths>-2</fifths>
                <mode>major</mode>
              </key>
              <time>
                <beats>4</beats>
                <beat-type>4</beat-type>
              </time>
              <clef>
                <sign>F</sign>
                <line>4</line>
              </clef>
            </attributes>
            <sound tempo="100"/>
            <note>
              <pitch>
                <step>B</step>
                <alter>-1</alter>
                <octave>2</octave>
              </pitch>
              <duration>15360</duration>
              <voice>1</voice>
              <type>whole</type>
            </note>
          </measure>
        </part>
      </score-partwise>
      `,text:"S"}:F==120?{xml:`<?xml version="1.0" encoding="UTF-8" standalone="no"?>
      <!DOCTYPE score-partwise PUBLIC "-//Recordare//DTD MusicXML 3.1 Partwise//EN" "http://www.musicxml.org/dtds/partwise.dtd">
      <score-partwise version="3.1">
        <movement-title>Click to add Title</movement-title>
        <identification>
          <creator type="composer">Click to add Composer</creator>
          <rights>Click to add Copyright</rights>
          <encoding>
            <encoding-date>2021-08-27</encoding-date>
            <software>SmartMusic</software>
            <supports element="accidental" type="yes"/>
            <supports element="beam" type="yes"/>
            <supports element="stem" type="yes"/>
            <supports element="print" attribute="new-system" type="yes" value="yes"/>
            <supports element="print" attribute="new-page" type="yes" value="yes"/>
          </encoding>
        </identification>
        <defaults>
          <scaling>
            <millimeters>6.5000</millimeters>
            <tenths>40</tenths>
          </scaling>
          <page-layout>
            <page-height>1827.3</page-height>
            <page-width>1292</page-width>
            <page-margins type="both">
              <left-margin>61.2</left-margin>
              <right-margin>61.5</right-margin>
              <top-margin>379.6</top-margin>
              <bottom-margin>61.3</bottom-margin>
            </page-margins>
          </page-layout>
          <appearance>
            <line-width type="staff">1.0000</line-width>
            <line-width type="stem">1.0000</line-width>
            <line-width type="beam">5.0000</line-width>
            <line-width type="leger">1.0000</line-width>
            <line-width type="light barline">1.0000</line-width>
            <line-width type="heavy barline">3.4199</line-width>
            <line-width type="wedge">1.0000</line-width>
            <note-size type="cue">60</note-size>
            <note-size type="grace">50</note-size>
          </appearance>
          <music-font font-family="Maestro,engraved"/>
          <word-font font-family="Times New Roman" font-size="8"/>
          <lyric-font font-family="Times New Roman" font-size="9"/>
        </defaults>
        <part-list>
          <score-part id="P1">
            <part-name print-object="no">Music</part-name>
            <score-instrument id="P1-I1">
              <instrument-name>Music</instrument-name>
              <instrument-sound>wind.flutes.flute</instrument-sound>
              <virtual-instrument>
                <virtual-library>Finale Default Bank</virtual-library>
              </virtual-instrument>
            </score-instrument>
            <?SmartMusic instrument-id="2" staff="1"?>
          </score-part>
        </part-list>
        <part id="P1">
          <measure number="1" width="1109.2">
            <print>
              <system-layout>
                <system-margins>
                  <left-margin>60</left-margin>
                  <right-margin>0</right-margin>
                </system-margins>
                <top-system-distance>40</top-system-distance>
              </system-layout>
              <measure-numbering>system</measure-numbering>
            </print>
            <attributes>
              <divisions>3840</divisions>
              <key>
                <fifths>0</fifths>
                <mode>major</mode>
              </key>
              <time>
                <beats>4</beats>
                <beat-type>4</beat-type>
              </time>
              <clef>
                <sign>G</sign>
                <line>2</line>
              </clef>
            </attributes>
            <sound tempo="100"/>
            <note>
              <pitch>
                <step>A</step>
                <octave>5</octave>
              </pitch>
              <duration>15360</duration>
              <voice>1</voice>
              <type>whole</type>
            </note>
          </measure>
        </part>
      </score-partwise>
      `,text:"A"}:{xml:`<?xml version="1.0" encoding="UTF-8" standalone="no"?>
    <!DOCTYPE score-partwise PUBLIC "-//Recordare//DTD MusicXML 3.1 Partwise//EN" "http://www.musicxml.org/dtds/partwise.dtd">
    <score-partwise version="3.1">
      <movement-title>Click to add Title</movement-title>
      <identification>
        <creator type="composer">Click to add Composer</creator>
        <rights>Click to add Copyright</rights>
        <encoding>
          <encoding-date>2021-08-27</encoding-date>
          <software>SmartMusic</software>
          <supports element="accidental" type="yes"/>
          <supports element="beam" type="yes"/>
          <supports element="stem" type="yes"/>
          <supports element="print" attribute="new-system" type="yes" value="yes"/>
          <supports element="print" attribute="new-page" type="yes" value="yes"/>
        </encoding>
      </identification>
      <defaults>
        <scaling>
          <millimeters>6.5000</millimeters>
          <tenths>40</tenths>
        </scaling>
        <page-layout>
          <page-height>1827.4</page-height>
          <page-width>1292.1</page-width>
          <page-margins type="both">
            <left-margin>61.3</left-margin>
            <right-margin>61.5</right-margin>
            <top-margin>355.6</top-margin>
            <bottom-margin>61.4</bottom-margin>
          </page-margins>
        </page-layout>
        <appearance>
          <line-width type="staff">1.0000</line-width>
          <line-width type="stem">1.0000</line-width>
          <line-width type="beam">5.0000</line-width>
          <line-width type="leger">1.0000</line-width>
          <line-width type="light barline">1.0000</line-width>
          <line-width type="heavy barline">3.4199</line-width>
          <line-width type="wedge">1.0000</line-width>
          <note-size type="cue">60</note-size>
          <note-size type="grace">50</note-size>
        </appearance>
        <music-font font-family="Maestro,engraved"/>
        <word-font font-family="Times New Roman" font-size="8"/>
        <lyric-font font-family="Times New Roman" font-size="9"/>
      </defaults>
      <part-list>
        <score-part id="P1">
          <part-name print-object="no">Music</part-name>
          <score-instrument id="P1-I1">
            <instrument-name>Music</instrument-name>
            <instrument-sound>wind.flutes.flute</instrument-sound>
            <virtual-instrument>
              <virtual-library>Finale Default Bank</virtual-library>
            </virtual-instrument>
          </score-instrument>
          <?SmartMusic instrument-id="2" staff="1"?>
        </score-part>
      </part-list>
      <part id="P1">
        <measure number="1" width="1109.2">
          <print>
            <system-layout>
              <system-margins>
                <left-margin>60</left-margin>
                <right-margin>0</right-margin>
              </system-margins>
              <top-system-distance>40</top-system-distance>
            </system-layout>
            <measure-numbering>system</measure-numbering>
          </print>
          <attributes>
            <divisions>3840</divisions>
            <key>
              <fifths>-2</fifths>
              <mode>major</mode>
            </key>
            <time>
              <beats>4</beats>
              <beat-type>4</beat-type>
            </time>
            <clef>
              <sign>G</sign>
              <line>2</line>
            </clef>
          </attributes>
          <sound tempo="100"/>
          <note>
            <pitch>
              <step>B</step>
              <alter>-1</alter>
              <octave>4</octave>
            </pitch>
            <duration>15360</duration>
            <voice>1</voice>
            <type>whole</type>
          </note>
        </measure>
      </part>
    </score-partwise>
    `,text:"Bb"};const storeKeys={lastCheckTime:"lastCheckTime"};var contentSound="/orchestra-music-score/assets/sound.a2da33e9.svg";const checkStatus=ref("checking"),checkFrequency=ref(417.19244620530856),dotIcons=ref([iconWhite,iconWhite,iconWhite]),trend=ref(-1),time$1=ref(0),useStart=()=>{postMessage$1({api:"proxyServiceMessage",content:{header:{status:200,commond:"xmlInfo",type:"SOUND_CHECK"},body:{frequency:checkFrequency.value}}}),postMessage$1({api:"startSoundCheck"},()=>{checkStatus.value="checking"}),localStorage.setItem(storeKeys.lastCheckTime,""+new Date().valueOf())},useEnd=()=>{postMessage$1({api:"endSoundCheck"})},useLister=()=>{const F=B=>{var R;const D=(R=B==null?void 0:B.content)==null?void 0:R.body.frequency;console.log("frequency",D,checkFrequency.value),trend.value=Math.abs(D-checkFrequency.value)<=5?0:D-checkFrequency.value>0?1:-1,dotIcons.value=[iconWhite,iconWhite,iconWhite],dotIcons.value[trend.value+1]=trend.value===0?iconGreen:iconRed,trend.value!==0&&(time$1.value=new Date().getTime()),new Date().getTime()-time$1.value>3e3&&(useEnd(),checkStatus.value="success",dotIcons.value=[iconGreen,iconGreen,iconGreen],setTimeout(()=>{soundEffectShow.value=!1},1e3))};onMounted(()=>{useStart(),listenerMessage("sendResult",F)}),onBeforeUnmount(()=>{removeListenerMessage("sendResult",F)})},soundEffectShow=ref(!1);defineComponent({name:"ColexiuSoundEffect",setup(){const F=ref(!1),B=D=>{D.text==="\u5173\u95ED\u6821\u97F3"&&(state$3.sett.tuning=!1),soundEffectShow.value=!1};return useLister(),watch(soundEffectShow,()=>{soundEffectShow.value===!1&&useEnd()}),()=>{const D=score(2);return D!=null&&D.xml,createVNode("div",{class:styles$g.box},[createVNode("img",{class:styles$g.iconSound,src:iconSound},null),createVNode("div",{class:styles$g.wrap},[createVNode("div",{class:styles$g.staff},[createVNode("img",{src:contentSound},null)]),createVNode("div",{class:styles$g.des},[createTextVNode("\u8BF7\u6F14\u594F 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B?"student":D?"teacher":"web"},typeById={2:{name:"flute",direction:"transverse"},4:{name:"clarinet",direction:"vertical",width:"1rem",paddingLeft:"0rem"},5:{name:"saxophone",direction:"vertical",width:"2rem"},6:{name:"saxophone",direction:"vertical",width:"2rem"},12:{name:"trumpet",direction:"transverse",height:"80px"},13:{name:"horn",direction:"vertical",width:"3.5rem"},14:{name:"trombone",direction:"transverse",height:"80px"},15:{name:"up-bass-horn",direction:"vertical",width:"3rem"},17:{name:"tuba",direction:"vertical",width:"3rem"},120:{name:"piccolo",direction:"vertical",width:"1rem"},136:{name:"hulusi-flute",direction:"vertical",width:"1.2rem"},135:{name:"pan-flute",direction:"vertical",width:"2.5rem"},134:{name:"ocarina",direction:"vertical",width:"2rem"},137:{name:"melodica",direction:"transverse"},130:{name:"ukulele",direction:"vertical",width:"2rem"},140:{name:"mouthorgan",direction:"transverse",height:"80px"},150:{name:"piano",direction:"transverse",height:"80px"}},relationships={flute17:{59:[27,26,25,15,24,22,17,20],60:[1,2,3,5,7,9,11,12,13,15],1060:[1,2,3,5,7,9,1011,12,13,15],61:[1,2,3,5,7,9,13,15],1061:[1,2,3,5,7,9,1013,15],62:[1,2,3,5,7,9,15],1062:[1,2,3,5,7,9,1010,15],63:[1,2,3,5,7,9,10,15],1063:[1,2,3,5,7,1009,10,15],64:[1,2,3,5,7,10,15],1064:[1,2,3,5,1007,10,15],65:[1,2,3,5,10,15],1065:[1,2,3,1005,9,10,15],66:[1,2,3,9,10,15],1066:[1,2,3,1009,10,15],67:[1,2,3,10,15],1067:[1,2,3,1004,10,15],68:[1,2,3,4,10,15],1068:[[1,2,1003,4,10,15],[1,2,1003,1004,10,15]],69:[1,2,10,15],1069:[1,1002,10,14],70:[[1,5,10,15],[1,10,14]],1070:[1,1005,10,15],71:[1,10,15],1071:[1,10,1015],72:[1,10],1072:[1001,10],73:[13],1073:[1006,13],74:[2,3,5,7,9,15],1074:[2,3,5,7,9,1013,15],75:[2,3,5,7,9,10,15],1075:[2,3,5,7,9,10,15],76:[1,2,3,5,7,10,15],1076:[1,2,3,5,1007,10,15],77:[1,2,3,5,10,15],1077:[1,2,3,1005,9,10,15],78:[1,2,3,9,10,15],1078:[1,2,3,1009,10,15],79:[1,2,3,10,15],1079:[1,2,3,4,10,15],80:[1,2,3,4,10,15],1080:[1,2,1003,4,10,15],81:[1,2,10,15],1081:[1,1002,10,15],82:[[1,5,10],[1,10,14]],1082:[1,1005,10,15],83:[1,10,15],1083:[1,10,1015],84:[1,10],1084:[1001,10],85:[10],1085:[1006,10],86:[2,3,10,15],1086:[2,3,1008,10,15],87:[1,2,3,4,5,7,8,10,15],1087:[1,2,1003,4,5,7,8,10,15],88:[1,2,5,7,10,15],1088:[1,1002,5,7,10,15],89:[1,3,5,10,15],1089:[1,3,1005,9,10,15],90:[1,3,9,10,15],1090:[1,3,9,10,1015],91:[1,2,3,10],1091:[1,2,3,1006,10],92:[2,3,4,10],1092:[2,3,4,1006,10],93:[2,5,10,15],1093:[1002,5,10,15],94:[5,6,15],1094:[1,3,1005,1006,8,15],95:[1,3,8,15],1095:[1,3,8,10,1015],96:[1,2,3,4,5,11],1096:[1001,2,3,4,5,11]},flute:{59:[27,26,25,15,24,22,17,20],60:[27,26,25,15,24,22,17,20],61:[27,26,25,15,24,22,17,21],62:[27,26,25,15,24,22,17],63:[27,26,25,15,24,22,17,19],64:[27,26,25,15,24,22,19],65:[27,26,25,15,24,19],66:[27,26,25,15,17,19],67:[27,26,25,15,19],68:[27,26,25,15,18,19],69:[27,26,15,19],70:[[27,14,19],[27,24,15,19]],71:[27,15,19],72:[27,19],73:[19],74:[26,25,24,22,17,15],75:[26,25,24,22,17,19,15],76:[27,26,25,15,24,22,19],77:[27,26,25,15,24,19],78:[27,26,25,15,17,19],79:[27,26,25,15,19],80:[27,26,25,15,18,19],81:[27,26,15,19],82:[[27,14,19],[27,24,15,19]],83:[27,15,19],84:[27,19],85:[19],86:[26,25,15,19],87:[27,26,25,15,24,22,17,18,19],88:[27,26,15,24,22,19],89:[27,25,24,15,19],90:[27,25,17,15,19],91:[27,26,25,19],92:[26,25,18,19],93:[26,24,15,19],94:[23,24,15,19],95:[27,25,15,16],96:[27,26,25,18,24,19]},clarinet:{52:[[3,4,6,8,9,11,14,18,20],[3,4,6,8,9,11,14,20]],53:[[3,4,6,8,9,11,12,20],[3,4,6,8,9,11,18,20]],54:[[3,4,6,8,9,11,13,18,20],[3,4,6,8,9,11,13,20],[3,4,6,8,9,11,15]],55:[3,4,6,8,9,11,20],56:[3,4,6,8,9,11,16,20],57:[3,4,6,8,9,20],58:[3,4,6,8,20],59:[[3,4,6,9,20],[3,4,6,8,10,20]],60:[3,4,6,20],61:[3,4,6,7,20],62:[3,4,20],63:[[3,4,20,24],[3,4,5,20],[3,8,20]],64:[3,20],65:[20],66:[[3],[20,23,24]],67:[],68:[2],69:[1],70:[1,19],71:[[3,4,6,8,9,11,14,18,19,20],[3,4,6,8,9,11,14,19,20]],72:[[3,4,6,8,9,11,12,19,20],[3,4,6,8,9,11,18,19,20]],73:[[3,4,6,8,9,11,13,19,20],[3,4,6,8,9,11,13,18,19,20],[3,4,6,8,9,11,15,19,20]],74:[3,4,6,8,9,11,19,20],75:[3,4,6,8,9,11,16,19,20],76:[3,4,6,8,9,19,20],77:[3,4,6,8,19,20],78:[[3,4,6,9,19,20],[3,4,6,8,10,19,20]],79:[3,4,6,19,20],80:[3,4,6,7,19,20],81:[3,4,19,20],82:[[3,4,19,20,24],[3,4,5,19,20],[3,4,8,19,20]],83:[3,19,20],84:[19,20],85:[4,6,8,9,19,20],86:[4,6,8,16,19,20],87:[[4,6,8,10,16,19,20],[4,6,9,16,19,20]],88:[4,6,16,19,20],89:[4,6,7,16,19,20]},trumpet:{0:[1,2,3],54:[4,5,6],55:[4,2,6],56:[1,5,6],57:[4,5,3],58:[4,2,3],59:[1,5,3],60:[1,2,3],61:[4,5,6],62:[4,2,6],63:[1,5,6],64:[4,5,3],65:[4,2,3],66:[1,5,3],67:[1,2,3],68:[1,5,6],69:[4,5,3],70:[4,2,3],71:[1,5,3],72:[1,2,3],73:[4,5,3],74:[4,2,3],75:[1,5,3],76:[1,2,3],77:[4,2,3],78:[1,4,3],79:[1,2,3],80:[1,5,6],81:[4,5,3],82:[4,2,3],83:[1,5,3],84:[1,2,3]},horn:{53:[1],54:[2],55:[],56:[2,3],57:[1,2],58:[1],59:[2],60:[],61:[1,2],62:[1],63:[2],64:[],65:[1],66:[2],67:[],68:[0,2,3],69:[0,1,2],70:[0,1],71:[0,2],72:[0],73:[0,2,3],74:[0,1,2],75:[0,1],76:[0,2],77:[0],78:[0,2],79:[0],80:[0,2,3],81:[0,1,2],82:[0,1],83:[0,2],84:[0]},upBassHorn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getTypes=async F=>{switch(F){case"flute":return{json:(await __vitePreload(()=>import("./index.9827614a.js"),[])).default,relationship:relationships.flute,height:"60px",styles:{}};case"clarinet":return{json:(await __vitePreload(()=>import("./index.81bcab95.js"),[])).default,relationship:relationships.clarinet,styles:{marginLeft:".4rem",marginRight:".7rem"}};case"trumpet":return{json:(await __vitePreload(()=>import("./index.562e6907.js"),[])).default,relationship:relationships.trumpet};case"horn":return{json:(await __vitePreload(()=>import("./index.677031cc.js"),[])).default,relationship:relationships.horn,height:"212px",width:"252px"};case"tuba":return{json:(await __vitePreload(()=>import("./index.5c50a9f0.js"),[])).default,relationship:relationships.tuba};case"piccolo":return{json:(await __vitePreload(()=>import("./index.f292a388.js"),[])).default,relationship:relationships.piccolo};case"up-bass-horn":return{json:(await __vitePreload(()=>import("./index.50d887bb.js"),[])).default,relationship:relationships.upBassHorn};case"trombone":return{json:(await __vitePreload(()=>import("./index.65d4cb1f.js"),[])).default,relationship:relationships.trombone};case"saxophone":return{json:(await __vitePreload(()=>import("./index.66139d6f.js"),[])).default,relationship:relationships.saxophone,styles:{marginLeft:".2rem",marginRight:".3rem"}};case"small-drum":return{json:(await __vitePreload(()=>import("./index.c980c934.js"),[])).default,relationship:relationships.smallDrum,width:"180px"};case"hulusi-flute":return{json:(await __vitePreload(()=>import("./index.1c832d4b.js"),[])).default,relationship:relationships.hulusi,styles:{marginLeft:".6rem",marginRight:".7rem"}};case"pan-flute":return{json:(await __vitePreload(()=>import("./index.065f17dc.js"),[])).default,relationship:relationships.pan,width:"240px",styles:{marginTop:"auto",marginLeft:".6rem",marginRight:".7rem"}};case"ocarina":return{json:(await __vitePreload(()=>import("./index.b1ee2f73.js"),[])).default,relationship:relationships.ocarina,width:"180px",styles:{marginTop:"auto"}};case"melodica":return{json:(await __vitePreload(()=>import("./index.150cabd9.js"),[])).default,relationship:relationships.melodica,height:"80px",styles:{marginTop:"auto"}};case"ukulele":return{json:(await __vitePreload(()=>import("./index.db14ec83.js"),[])).default,relationship:relationships.ukulele};case"mouthorgan":return{json:(await __vitePreload(()=>import("./index.3b668adc.js"),[])).default,relationship:relationships.mouthorgan};case"piano":return{json:(await __vitePreload(()=>import("./index.b7f1e2a7.js"),[])).default,relationship:relationships.piano};default:return null}};const container$5="_container_ajal8_1",changeIndex$1="_changeIndex_ajal8_6",activeopacity$1="_activeopacity_ajal8_1",leftrotates$1="_leftrotates_ajal8_1",rightrotates$1="_rightrotates_ajal8_1";var styles$f={container:container$5,changeIndex:changeIndex$1,activeopacity:activeopacity$1,leftrotates:leftrotates$1,rightrotates:rightrotates$1};const getImageSize=F=>new Promise((B,D)=>{const R=new Image;R.src=F,R.onload=()=>{B(R)},R.onerror=G=>B(R)}),formatFixedKey$1=(F,B)=>F==="piccolo"&&state$2.times[0]?ref(B+(1-state$2.times[0].octaveOffset)*12):ref(B),formatRelationship$1=(F,B)=>{let D=F[B]||F[0]||[];return typeof D[0]=="number"||typeof D[0]=="string"?[D]:typeof D[0]=="object"?D:[[]]},useFingeringSrc=(F,B,D)=>{const R=ref("");return F&&B==="trombone"&&!F.relationship[D]?(R.value=F.json.full2,R):(R.value=F.json.full,R)};var FingeringComponent=defineComponent({name:"fingering",props:{type:{type:String,default:""},fixedKey:{type:Number,default:0},fingeringInfo:{type:Object},loaded:{type:Function,default:()=>{}},viewInfo:{type:Object}},setup(F,{expose:B}){const D=toRefs(F),R=ref(null),G=ref(null),W=ref(0),q=ref(0);return B({container:R,containerWidth:W}),()=>{var K,Q,te,re,se,ie,ae,le,ue,ce,de,ve,he,me,be;if(!((K=D.viewInfo.value)!=null&&K.activeType))return null;const Z=formatFixedKey$1((Q=F.fingeringInfo)==null?void 0:Q.name,D.fixedKey.value).value,Y=formatRelationship$1((re=(te=D.viewInfo.value)==null?void 0:te.activeType)==null?void 0:re.relationship,Z||0),U=()=>{let xe=q.value===Y.length-1?0:q.value+1;q.value=xe},J=Y[q.value]||[];return createVNode("div",{ref:R,class:classnames((se=F.fingeringInfo)==null?void 0:se.name,styles$f.container),style:{width:((ie=F.fingeringInfo)==null?void 0:ie.direction)==="vertical"?(ae=F.fingeringInfo)==null?void 0:ae.width:"",height:((le=F.fingeringInfo)==null?void 0:le.direction)==="transverse"?((ue=F.fingeringInfo)==null?void 0:ue.height)||"":"100%",display:"flex",paddingLeft:((ce=F.fingeringInfo)==null?void 0:ce.direction)==="vertical"?(de=F.fingeringInfo)==null?void 0:de.paddingLeft:"",paddingRight:((ve=F.fingeringInfo)==null?void 0:ve.direction)==="vertical"?(he=F.fingeringInfo)==null?void 0:he.paddingRight:""}},[J.includes(0)?createVNode("span",{style:{position:"absolute",top:".5vh",right:".5vw",color:"rgb(1, 193, 181)",fontWeight:"bold"}},[createTextVNode("\u8F6C\u8C03")]):null,createVNode("img",{ref:G,src:(me=D.viewInfo.value)==null?void 0:me.fullsrc,style:{width:"auto",maxWidth:"100%",maxHeight:((be=F.fingeringInfo)==null?void 0:be.name)=="ukulele"?"110%":"100%"}},null),J.map((xe,Ae)=>{var ze,ge,Te,Xe,Se,we,Me,Ne;const Pe=typeof xe=="string"?xe.replace("active-",""):String(xe);return createVNode("img",{"data-index":Pe,style:{position:"absolute",top:((ze=G.value)==null?void 0:ze.offsetTop)+"px",left:((ge=G.value)==null?void 0:ge.offsetLeft)+"px",zIndex:Ae,height:((Te=G.value)==null?void 0:Te.height)+"px",width:((Xe=G.value)==null?void 0:Xe.width)+"px",maxWidth:"100%",maxHeight:((Se=F.fingeringInfo)==null?void 0:Se.name)=="ukulele"?"110%":"100%"},src:(Ne=(Me=(we=D.viewInfo.value)==null?void 0:we.activeType)==null?void 0:Me.json)==null?void 0:Ne[Pe]},null)}),Y.length>1?createVNode("div",{role:"button",onClick:U,class:["substituteFinger",styles$f.changeIndex]},[createTextVNode("\u66FF\u6307")]):null])}}});const formatdata={Flute:2,Clarinet:4,Trombone:14,Tuba:17,Trumpet:12,Horn:13,AltoSaxophone:6,TenorSaxophone:6,Saxophone:6,UpBassHorn:15,Melodica:137,HulusiFlute:136,PanFlute:135,Ocarina:134,Recorder:120,Ukulele:130,Mouthorgan:140,Piano:150},subjectTypes={1:"SmallDrum",2:"Flute",3:"Saxophone",4:"Clarinet",5:"Trumpet",6:"Trombone",7:"Horn",8:"UpBassHorn",9:"Tuba"},getSubjectIdCode=F=>subjectTypes[F]||"";var formatId=F=>formatdata[F]||-1;const fingeringWidth$1=ref(0),fingeringStatus$1=ref("hidden"),fingeringViewInfo$1=async F=>{var D;const B=F;if(B){const R=await getTypes(B.name);if(R){const G=formatFixedKey$1(B.name,state$2.fixedKey),W=useFingeringSrc(R,B.name,G.value),{width:q,height:Z}=await getImageSize(W.value),Y=((D=document.getElementById("colexiu-detail-music-sheet"))==null?void 0:D.clientHeight)||0,U=state.evaluatingStatus?0:q,J=Y/Z;return fingeringWidth$1.value=Y?J*U:U,q&&(fingeringStatus$1.value="show"),reactive({width:q,height:Z,scale:J,usedFixedKey:G.value,fullsrc:W.value,activeType:R,detail:B})}}else fingeringStatus$1.value="hidden"},useFingering=async(F="")=>{const B=ref({}),D=ref({}),R=await fingeringViewInfo$1(typeById[formatId(F)]);return B.value=(R==null?void 0:R.activeType)||{},D.value=(R==null?void 0:R.detail)||{},[fingeringStatus$1,fingeringWidth$1,B,D]},ee=new EventEmitter;let playStartTime=0;class MultipleAudio{constructor(B){this.audios={},this.audioList=[],this.length=0,this.status="init",this.speed=90,this.muted=!1,this.audio=null,this.event=ee,this.currentTime=0,this.duration=0,this.timer=null,this.accelerateRefreshPlayer=()=>{if(this.timer)return;const D=this.currentTime;let R=new Date().getTime();this.timer=setInterval(()=>{this.currentTime=(new Date().getTime()-R)/1e3+D,this.event.emit("timeupdate",this)},10)},this.clearAccelerateRefreshPlayer=()=>{clearInterval(this.timer),this.timer=null},this.setVolume=(D,R)=>{let G=setInterval(()=>{Object.values(this.audios).map(W=>{D?(W.volume-=.01,W.volume<=.01&&(W.volume=0,clearInterval(G),R&&R())):(W.volume+=.01,W.volume>=1&&(W.volume=1,clearInterval(G),R&&R())),console.log(W.volume)})},16.7)},this.setSongs(B)}async setSongs(B){this.audioList=B.filter(G=>!!G).map(G=>G),this.audio=null,this.event.removeAllListeners(),this.audios={};const D=B.filter(G=>!!G).map(async G=>({url:G})),R=await Promise.all(D);for(const G of R){const W=new Audio(G.url);W.load(),this.audios[G.url]=W,this.audio||(this.audio=W)}this.length=D.length,this.audio&&(this.audio.addEventListener("loadedmetadata",G=>{this.setDuration()}),this.audio.addEventListener("timeupdate",G=>{var q;this.currentTime=((q=this.audio)==null?void 0:q.currentTime)||0,this.event.emit("timeupdate",G);let W=!1;this.currentTime===this.duration&&!W&&(W=!0)})),B.length&&(this.status=this.getStatus()),this.event.on("allWaiting",()=>{this.hasWaitng()&&this.event.emit("waiting")}),this.event.on("allPlaying",()=>{this.hasWaitng()||this.event.emit("playing")}),this.syncEvent()}setDuration(B){var R;const D=Object.values(B||this.audios||{});if(D.length){const G=[];for(const q of D){const Z=q.duration;Z>0&&G.push(Z)}const W=Math.floor(Math.max(...G)-Math.min(...G));W>=1&&console.log("\u8BE5\u6559\u7A0B\u539F\u97F3\u4E0E\u4F34\u594F\u65F6\u957F\u8D85\u8FC7"+W+"\u79D2\uFF0C\u8BF7\u4FEE\u6539\u540E\u4F7F\u7528"),this.duration=Math.min(...G),this.duration>0&&((R=this.event)==null||R.emit("loadedmetadata",null,this.duration))}}destroyed(){this.pause(),this.event.removeAllListeners(),this.audio=null,this.audios={}}hasWaitng(){let B=!1;for(const D of Object.values(this.audios))if(D.dataset.status==="waiting"){B=!0;break}return B}syncEvent(){let B=!1;const D=Z=>{var Y;B=!1,this.event.emit("play",Z),((Y=Z.target)==null?void 0:Y.src)===this.audioList[0]&&(playStartTime=new Date().getTime())},R=async Z=>{var Y;if(await this.pause(),this.event.emit("pause",Z),((Y=Z.target)==null?void 0:Y.src)===this.audioList[0]){const U=new Date().getTime()-playStartTime;this.event.emit("updatePlayTime",U/1e3)}},G=Z=>{this.status==="play"&&(Z.target.dataset.status="waiting"),this.event.emit("allWaiting")},W=Z=>{Z.target.dataset.status="",this.event.emit("allPlaying")},q=async Z=>{B||(B=!0,await this.pause());for(const Y in this.audios)Object.prototype.hasOwnProperty.call(this.audios,Y)&&this.event.emit("ended",{target:this.audios[Y]})};for(const Z of Object.values(this.audios))Z.addEventListener("loadedmetadata",()=>this.setDuration(this.audios)),Z.addEventListener("play",D),Z.addEventListener("pause",R),Z.addEventListener("waiting",G),Z.addEventListener("playing",W),Z.addEventListener("ended",q)}getStatus(){var B;return this.audio?(B=this.audio)!=null&&B.paused?"pause":"play":"init"}play(B){return this.getStatus()!=="play"?new Promise(D=>{setTimeout(()=>{new Date().getTime(),Object.values(this.audios).map(async(R,G)=>{await R.play()}),D(this.audios)},B||100)}):(this.status=this.getStatus(),Promise.resolve())}pause(){return this.status=this.getStatus(),Promise.all(Object.values(this.audios).map(async B=>await B.pause())).then(B=>(this.status=this.getStatus(),B))}setMute(B,D){D?this.audios[D]&&(this.audios[D].muted=B):(this.muted=B,Object.values(this.audios).map(R=>R.muted=B))}setSpeed(B,D){D?this.audios[D]&&(this.audios[D].playbackRate=B):(this.speed=B,Object.values(this.audios).map(R=>(R.playbackRate=B,R)))}setCurrentTime(B){this.currentTime=B,Object.values(this.audios).map(D=>D.currentTime=B)}toggleMute(B){B?this.audios[B]&&(this.audios[B].muted=!this.audios[B].muted):(Object.values(this.audios).map(D=>D.muted=!this.muted),this.muted=!this.muted)}async togglePlay(B){if(this.getStatus()==="pause")return await this.play(B);if(this.getStatus()==="play")return this.setMute(!0),await this.pause()}}const speedInfo={"rall.":1.333333333,"poco rit.":1.333333333,"rit.":1.333333333,"molto rit.":1.333333333,"molto rall":1.333333333,molto:1.333333333,lentando:1.333333333,allargando:1.333333333,morendo:1.333333333,"accel.":.8,calando:2,"poco accel.":.8,"gradually slowing":1.333333333,slowing:1.333333333,slow:1.333333333,slowly:1.333333333,faster:1.333333333},getNextNote=(F,B)=>{var Z;let D=0;const R=F.closest(B);let G=R;const W=R==null?void 0:R.closest("measure");let q=null;for(;!q&&D<((W==null?void 0:W.childNodes.length)||50);)D++,((Z=G==null?void 0:G.nextElementSibling)==null?void 0:Z.tagName)==="note"&&(q=G==null?void 0:G.nextElementSibling),G=G==null?void 0:G.nextElementSibling;return q},getGradualLengthByXml=F=>{var J,K,Q,te;const B=onlyVisible(F,0),D=new DOMParser().parseFromString(B,"text/xml"),R=Array.from(D.querySelectorAll("measure")),G=Array.from(D.querySelectorAll("note")),W=Array.from(D.querySelectorAll("words")),q=Array.from(D.querySelectorAll("metronome")),Z=[];for(const re of[...W,...q]){const se=getNextNote(re,"direction");if(se){const ie=se==null?void 0:se.closest("measure"),ae=Array.from(ie.querySelectorAll("note")),le=Array.from(ie.childNodes).filter(de=>de.nodeName==="note").findIndex(de=>de===se);let ue=0,ce=0;for(let de=0;de<ae.length;de++)ue+=+(((J=ae[de].querySelector("duration"))==null?void 0:J.textContent)||"0"),de<le&&(ce=ue);Z.push({ele:re,index:G.indexOf(se),noteInMeasureIndex:le,textContent:re.textContent,measureIndex:R.indexOf(ie),type:re.tagName,allDuration:ue,leftDuration:ce})}}Z.push({ele:G[G.length-1],index:G.length,noteInMeasureIndex:0,textContent:"",type:"metronome",allDuration:1,leftDuration:1,measureIndex:R.length});const Y=[];Z.sort((re,se)=>re.index-se.index);const U=Object.keys(speedInfo).map(re=>re.toLocaleLowerCase());for(const re of Z){let se=!1,ie=0;const ae=(K=re.textContent)==null?void 0:K.toLocaleLowerCase().trim();re===Z[Z.length-1]&&((Q=Y[Y.length-1])==null?void 0:Q.length)===1&&(se=!0);const le=U.find(ue=>{const ce=ue.split(" ");return ae&&ce.includes(ae)});if(re.type==="metronome"||re.type==="words"&&(ae.startsWith("a tempo")||le)||se){const ue=Y.findIndex(ce=>ce.length===1);ue>-1&&re.index>((te=Y[ue])==null?void 0:te[0].start)&&(ie=-1,Y[ue][1]={start:re.index,measureIndex:re.measureIndex,closedMeasureIndex:re.measureIndex,noteInMeasureIndex:re.noteInMeasureIndex,allDuration:re.allDuration,leftDuration:re.leftDuration,type:ae})}re.type==="words"&&le&&Y.push([{start:re.index,measureIndex:re.measureIndex,closedMeasureIndex:re.measureIndex+ie,noteInMeasureIndex:re.noteInMeasureIndex,allDuration:re.allDuration,leftDuration:re.leftDuration,type:ae}])}return Y},storeData=reactive({platformType:"STUDENT"}),musicInfo=reactive({id:"",audioFileUrl:"",musicId:"",musicSubject:"",musicSvg:"",speed:null,track:""});reactive({loading:"initail",mode:"exercise"});const search=useOriginSearch(),skpList=["Ukulele"],classids=[1,2,6,7,8,9,3,10,11,12,13,4,14,15,16,17,30,31,35,36,108],useXml=async(F,B)=>{const D=Number(search["part-index"])||0;let R=ref("");try{const G=await request$1$1(F),W=getCustomInfo(G);skpList.includes(W.code)?R.value=G:(R.value=formatXML(W.parsedXML,{title:B.musicSheetName}),R.value=onlyVisible(R.value,D),state$2.partIndex=D),state$2.gradual=getGradualLengthByXml(G)}catch{}return R},useMp3s=async F=>{var J;const D=useOriginSearch()["part-index"]||0,R=(J=F.background)==null?void 0:J[D];if(Object.assign(musicInfo,R),musicInfo.musicSvg)try{musicInfo.musicSvg=typeof musicInfo.musicSvg=="string"&&musicInfo.musicSvg?JSON.parse(musicInfo.musicSvg):""}catch{}const G=isEncoded(F.metronomeUrl||"")?F.metronomeUrl||"":encodeURI(F.metronomeUrl||""),W=isEncoded((R==null?void 0:R.audioFileUrl)||"")?(R==null?void 0:R.audioFileUrl)||"":encodeURI((R==null?void 0:R.audioFileUrl)||"");state.songs={background:G?G+"?t=background":"",music:W?W+"?t=music":""},state$2.isAppPlay=F.audioType==="MIDI";let q={skipTick:!1,repeatedBeats:!1,scoreSize:"middle"},Z={};state$2.activeDetail={...F,examSongId:F.id,originalSpeed:90,isAppPlay:F.audioType==="MIDI",extConfigJson:{...q}},state$2.isPercussion=musicInfo.musicSubject=="1"||isRhythmicExercises();try{Z=JSON.parse((F==null?void 0:F.extConfigJson)||"")}catch{}state$2.activeDetail.extConfigJson={...state$2.activeDetail.extConfigJson,...Z};const Y=state$2.activeDetail.extConfigJson.scoreSize,U=store_legacy.get("zooms")||{};Y&&!U[""+F.id]&&(store_legacy.set("zooms",{...U,[""+F.id]:Y}),state$3.sett.scoreSize=Y),state$2.needTick=F.audioType==="MP3"&&F.mp3Type==="MP3"&&F.musicSheetType!="CONCERT"||F.audioType==="MIDI",state$2.skipTick=state$2.activeDetail.extConfigJson.skipTick,state$2.repeatedBeats=state$2.activeDetail.extConfigJson.repeatedBeats,state.songs.music||changeMode("background"),state.audiosInstance||(state.audiosInstance=new MultipleAudio(Object.values(state.songs)))},useSpecialShapedScreen=()=>{const F=ref(0);return postMessage$1({api:"isSpecialShapedScreen"},B=>{const D=B==null?void 0:B.content.notchHeight;state$2.notchHeight=(browser().ios?D*2:D)||((B==null?void 0:B.content.isSpecialShapedScreen)&&browser().ios?100:0),F.value=state$2.notchHeight,state$2.isSpecialShapedScreen=B==null?void 0:B.content.isSpecialShapedScreen,document.documentElement.style.setProperty("--popup-loading",state$2.notchHeight/4+"px")}),[F]},useDetail=F=>{const B=getRequestHostname(),D=ref("loading"),R=ref({});return D.value="loading",request.get(`/musicSheet/detail/${F}`,{prefix:B}).then(G=>{var q,Z,Y,U,J,K,Q,te;useMp3s(G.data),R.value={...G.data,code:Array.isArray((q=G==null?void 0:G.data)==null?void 0:q.background)&&G.data.background.length?getSubjectIdCode(G.data.background[0].musicSubject):""},(R.value.notation==0||!sessionStorage.getItem("notation"))&&(state$3.sett.type="staff"),state$2.isSpecialBookCategory=!classids.includes(G.data.musicSheetCategoriesId),state$2.subjectId=Number(musicInfo.musicSubject),window.DYSubjectId=formatId(R.value.code),D.value="success";let W={gradualTimes:{}};try{(Z=R.value)!=null&&Z.extConfigJson&&(W={...W,...JSON.parse(R.value.extConfigJson)})}catch{}if(state$2.gradualTimes=W.gradualTimes,((Y=G==null?void 0:G.data)==null?void 0:Y.musicSheetType)=="CONCERT"){const re=((U=G==null?void 0:G.data)==null?void 0:U.background)||[],se=Number(search["part-index"])||0;let ie=(J=re[se])==null?void 0:J.track;((Q=(K=re[0])==null?void 0:K.track)==null?void 0:Q.toLocaleUpperCase())=="COMMON"&&(ie=(te=re[se+1])==null?void 0:te.track);const ae=getInstrumentName(ie);console.log("\u{1F680} ~ track:",ie),state$2.partName=ie+(ae?`(${ae})`:"");const le=Object.keys(formatdata).filter(ue=>ue.includes(ie)||ie.includes(ue))[0];R.value.code=le}}).catch(()=>D.value="error"),[D,R]},useSuspendPlay=()=>{listenerMessage("suspendPlay",()=>{state$2.activeTick>-1&&stopTick(),console.log(state.playState),state.playState==="play"&&(resetPlayStatus(),state.evaluatingStatus&&evaluatStopPlay())})},useActivity=()=>{const F=ref(!0),B=ref(!1),D=ref(!1);try{const G=useOriginSearch().setting||{};G.mode==="EVALUATING"&&(D.value=!0,F.value=!1,B.value=!0),G.difficulty&&(state$3.eva.difficulty=G.difficulty),state$2.setting=G}catch(R){console.error("\u8BBE\u7F6E\u6D3B\u52A8\u914D\u7F6E\u5931\u8D25\uFF0C\u8BF7\u68C0\u67E5\u4F20\u5165\u914D\u7F6E\u662F\u5426\u6B63\u786E"),console.error(R)}return{showFingering:F,frozenMode:B,compulsionEvaluating:D}};var event=new EventEmitter;const setEngravingRules=F=>{var B;F.EngravingRules.CompactMode=!0,F.EngravingRules.DYMinNoteWidth=3,F.EngravingRules.VoiceSpacingMultiplierVexflow=.65,F.EngravingRules.VoiceSpacingAddendVexflow=2,F.EngravingRules.MinSkyBottomDistBetweenStaves=2,F.EngravingRules.MinSkyBottomDistBetweenSystems=2,F.EngravingRules.MinimumStaffLineDistance=4,F.EngravingRules.BetweenStaffDistance=2.5,F.EngravingRules.StaffDistance=3.5,F.EngravingRules.MinimumDistanceBetweenSystems=1,F.EngravingRules.PageBottomMargin=0,F.EngravingRules.PageLeftMargin=2,F.EngravingRules.PageRightMargin=2,F.EngravingRules.PageTopMarginNarrow=3,F.EngravingRules.WedgeEndDistanceBetweenTimestampsFactor=1,F.EngravingRules.RehearsalMarkXOffset=-18,F.EngravingRules.RehearsalMarkYOffset=10,F.EngravingRules.DYWorkId=((B=state$2.activeDetail)==null?void 0:B.parentCategoriesId)||0},useEngravingRules=(F,B)=>{onMounted(()=>{setEngravingRules(F);for(const D in B)if(Object.prototype.hasOwnProperty.call(B,D)){let R=D;const G=B[R];F.EngravingRules[R]=G}})},useOsmd=(F,B,D={})=>{const R=ref();if(F.value){const G=new EngravingRules;for(const[W,q]of Object.entries(D))G[W]=q;R.value=new OpenSheetMusicDisplay(F.value,{followCursor:!1,autoResize:!0,drawSubtitle:!1,drawTitle:!1,autoBeam:!0,drawMetronomeMarks:!1,drawMeasureNumbers:!1,drawComposer:!1,drawLyricist:!1,...B},G)}return R},useOsmdLoader=async(F,B)=>{if(!B)throw"score is required";try{B&&F&&(await F.load(B),F.zoom=formatZoom(),await F.render())}catch{}},container$4="_container_1fzyz_1",eyeProtection="_eyeProtection_1fzyz_27";var styles$e={container:container$4,eyeProtection};const section="_section_fyemo_1",measure="_measure_fyemo_1",dontTransition="_dontTransition_fyemo_5",after="_after_fyemo_5",img$1="_img_fyemo_22",font="_font_fyemo_30",bad="_bad_fyemo_35",good="_good_fyemo_43",great="_great_fyemo_51",perfect="_perfect_fyemo_58",noteWrap="_noteWrap_fyemo_80",noteBase="_noteBase_fyemo_86",noteRight="_noteRight_fyemo_89",noteError="_noteError_fyemo_92",lineHide="_lineHide_fyemo_113",lineTEST="_lineTEST_fyemo_119",flash="_flash_fyemo_139",restFlag="_restFlag_fyemo_142",restFlagActive="_restFlagActive_fyemo_156",flicker="_flicker_fyemo_1";var styles$d={section,measure,dontTransition,after,img:img$1,font,bad,good,great,perfect,noteWrap,noteBase,noteRight,noteError,lineHide,lineTEST,flash,restFlag,restFlagActive,flicker};const restPromptData=reactive({list:[]}),restPromptMain=F=>{calculateMergeRest(F)};function calculateMergeRest(F){var W,q,Z,Y,U,J,K,Q,te;const B=[],D=document.querySelector("#osmdSvgPage1"),R=((W=D.getAttribute("viewBox"))==null?void 0:W.split(" "))||[];let G=Number(D.getAttribute("width"))/Number(R[2]);G=isNaN(G)?1:G;for(let re=0;re<F.length;re++){const se=F[re],ie=((Z=(q=se==null?void 0:se.noteElement)==null?void 0:q.sourceMeasure)==null?void 0:Z.MeasureNumberXML)||-1,ae=((U=(Y=se==null?void 0:se.noteElement)==null?void 0:Y.sourceMeasure)==null?void 0:U.multipleRestMeasures)||0,le=((K=(J=se==null?void 0:se.noteElement)==null?void 0:J.sourceMeasure)==null?void 0:K.allRests)||!1;if(!B.find(ce=>ce.measureNumberXML===ie)&&le&&ae>1){const ce=getStaveBox((te=(Q=se==null?void 0:se.stave)==null?void 0:Q.attrs)==null?void 0:te.id,G);B.push({measureNumberXML:ie,allRests:le,multipleRestMeasures:ae,staveBox:ce})}}restPromptData.list=B}function getStaveBox(F,B){var R;if(!F)return{};const D=document.querySelector("#"+F);if(D){const G=(R=D==null?void 0:D.nextElementSibling)==null?void 0:R.getBBox();return{left:G.x*B+"px",top:G.y*B+"px",width:G.width*B+"px",height:G.height*B+"px"}}return{}}function _isSlot$1(F){return typeof F=="function"||Object.prototype.toString.call(F)==="[object Object]"&&!isVNode(F)}const sectionRef=ref(null),noteInfoItems=reactive({duration:!1,numerator:!1,denominator:!1,i:!1,time:!1,speed:!1});window.setNoteInfoItems=F=>{for(const B in F)Object.prototype.hasOwnProperty.call(F,B)&&(noteInfoItems[B]=F[B])};const uniqueByPosition=F=>{const B={};for(const D of F)D&&D.start_x&&(B[`${D.x}-${D.y}`]=D);return B};watchEffect(()=>{state$2.sectionStatus?state$2.section.length?state$2.section.length===1&&(Toast.clear(),Toast({duration:0,message:"\u8BF7\u9009\u62E9\u7ED3\u675F\u8282\u70B9",position:"top"})):(state$2.befireSection=null,Toast.clear(),Toast({duration:0,message:"\u8BF7\u9009\u62E9\u5F00\u59CB\u8282\u70B9",position:"top"})):(state$2.section=[],state$2.sectionBoundingBoxs=[],Toast.clear())});var Section=defineComponent({name:"section-box",props:{type:{type:String,default:"evaluating"},top:{type:Number,default:0},left:{type:Number,default:0}},data(){return{sectionTop:0,sectionLeft:0}},methods:{setSection(F){const B=getActtiveNoteByTimes(F);if(B&&state$2.section.length<2){const D=state$2.section.length;if(D===0){const R=getNoteBySlursStart(B,!0);state$2.section.push(state$2.times[R.i-R.si])}if(D===1){const R=getNoteBySlursStart(B,!0,"end");state$2.section.push(state$2.times[R.i-R.si+R.noteLength-1])}}state$2.section.length===2&&(Toast.clear(),setSettionBackground())},sectionClick(F){if(metronomeData.isClick=!0,state$2.sectionStatus)this.setSection(F);else{if(state$2.mode!=="contact"||state.evaluatingStatus)return;event.emit("section-click",F)}},filterTimes(F){const B=[];return F.filter(D=>{const R=B.includes(D.id);return B.push(D.id),!R})}},mounted(){var F,B;Toast.clear(),state$2.section=[],this.sectionTop=(F=sectionRef.value)==null?void 0:F.getBoundingClientRect().top,this.sectionLeft=(B=sectionRef.value)==null?void 0:B.getBoundingClientRect().left},beforeUnmount(){Toast.clear(),state$2.sectionStatus=!1,state$2.section=[]},render(){var Z,Y,U;let F;const B=state$3.sett.eyeProtection?"var(--eye-section-border-color)":"var(--section-border-color)",D=J=>state$3.sett.eyeProtection?J.before?"var(--section-background-color)":"var(--eye-section-background-color)":J.before?"var(--eye-section-background-color)":"var(--section-background-color)",R=((U=(Y=(Z=state$2.times[state.activeIndex])==null?void 0:Z.noteElement)==null?void 0:Y.sourceMeasure)==null?void 0:U.MeasureNumberXML)||-2,G=restPromptData.list.find(J=>{const K=R-J.measureNumberXML;return J.allRests&&K>=0&&K<J.multipleRestMeasures}),W=G?R-G.measureNumberXML+1:0,q=document.querySelector("#cursorImg-0");return G?q&&metronomeData.cursorMode===2&&q.classList.remove("lineHide"):q&&metronomeData.cursorMode===2&&q.classList.add("lineHide"),createVNode("div",{class:styles$d.section,ref:sectionRef},[this.filterTimes(state$2.times).map(J=>{var le,ue,ce,de,ve,he,me,be,xe,Ae,Pe,ze,ge,Te,Xe,Se;if(!J.svgElelent)return null;let K;try{K=J.svgElelent.bbox||((ue=(le=J.svgElelent).getBoundingBox)==null?void 0:ue.call(le)),!K&&((de=(ce=J.svgElelent)==null?void 0:ce.attrs)==null?void 0:de.el)&&(K=J.svgElelent.attrs.el.getBBox(),K.w=K.width<15?15:K.width,K.h=K.height<11?11:K.height)}catch(we){console.log(we)}if(!K)return null;state$3.sett.type==="jianpu"&&J.svgElelent&&J.svgElelent.top_y&&J.svgElelent.note_height&&(K.y=J.svgElelent.top_y-J.svgElelent.note_height);let{x:Q,y:te,h:re,w:se}=K,ie=null;const ae=((he=(ve=J==null?void 0:J.noteElement)==null?void 0:ve.sourceMeasure)==null?void 0:he.measureNumber)+1||-2;return J.si===0&&(ie=getBoundingBoxByNote(J.noteElement)),createVNode(Fragment,null,[J.si===0&&ie&&createVNode("div",{"data-id":J.id,"data-num":J.noteElement.sourceMeasure.MeasureNumberXML,style:{position:"absolute",top:formatZoom(ie.y)+"px",left:formatZoom(ie.x)+"px",height:formatZoom(ie.height)+"px",width:formatZoom(ie.width)+"px",background:unitTestData.isSelectMeasureMode&&state$2.sectionStatus?`${((be=(me=J==null?void 0:J.noteElement)==null?void 0:me.sourceMeasure)==null?void 0:be.MeasureNumberXML)<((Pe=(Ae=(xe=state$2.section[0])==null?void 0:xe.noteElement)==null?void 0:Ae.sourceMeasure)==null?void 0:Pe.MeasureNumberXML)||((ge=(ze=J==null?void 0:J.noteElement)==null?void 0:ze.sourceMeasure)==null?void 0:ge.MeasureNumberXML)>((Xe=(Te=state$2.section[1])==null?void 0:Te.noteElement)==null?void 0:Xe.sourceMeasure.MeasureNumberXML)?"rgba(0, 0, 0,.28)":"var(--section-background-color)"}`:""},onClick:state$2.sectionStatus?this.sectionClick:void 0},[metronomeData.cursorMode===2&&ae===((Se=metronomeData.activeMetro)==null?void 0:Se.measureNumberXML)&&createVNode("div",{class:styles$d.lineTEST,style:{left:metronomeData.activeMetro.left}},null)]),createVNode("div",{"data-id":J.id,"data-vf":"vf"+J.id,class:styles$d.noteWrap,style:{position:"absolute",top:formatZoom(te)+"px",left:formatZoom(Q)+"px",height:formatZoom(re)+"px",width:formatZoom(se)+"px",background:Object.values(noteInfoItems).find(we=>we===!0)?"rgba(255, 255, 255, 0.8)":""},onClick:this.sectionClick},[noteInfoItems.duration&&createVNode(Fragment,null,[parseInt(J.duration*100+"")/100,createVNode("br",null,null)]),noteInfoItems.time&&createVNode(Fragment,null,[J.time.toFixed(2),createVNode("br",null,null)]),noteInfoItems.numerator&&createVNode(Fragment,null,[J.noteElement.sourceMeasure.activeTimeSignature.numerator,createVNode("br",null,null),createVNode("br",null,null)]),noteInfoItems.denominator&&createVNode(Fragment,null,[J.noteElement.sourceMeasure.activeTimeSignature.denominator,createVNode("br",null,null),createVNode("br",null,null)]),noteInfoItems.i&&createVNode(Fragment,null,[J.i,createVNode("br",null,null),createVNode("br",null,null)]),noteInfoItems.speed&&createVNode(Fragment,null,[J.speed.toFixed(0),createVNode("br",null,null),createVNode("br",null,null)]),createVNode("div",{class:[styles$d.noteBase,styles$d.noteRight]},[createVNode(Icon,{name:"success",size:"16",color:"var(--primary-color)"},null)]),createVNode("div",{class:[styles$d.noteBase,styles$d.noteError]},[createVNode(Icon,{name:"cross",size:"16",color:"red"},null)])])])}),state$2.section.map((J,K)=>{var re;const Q=getBoundingBoxByverticalNote(J);let te;try{const se=J.svgElelent.bbox||((re=J.svgElelent)==null?void 0:re.getBoundingBox());te=formatZoom((se==null?void 0:se.x)||(K===0?Q.start_x:Q.end_x))}catch(se){console.log(se)}return te?K===0&&Q?createVNode("div",{style:{position:"absolute",top:formatZoom(Q.y)+"px",left:formatZoom(Q.x)+"px",height:formatZoom(Q.height)+"px",border:`5px solid ${B}`,borderColor:`${B} transparent ${B} ${B}`,borderRight:"none",width:"5px"}},null):K===1&&Q?createVNode("div",{style:{position:"absolute",top:formatZoom(Q.y)+"px",left:formatZoom(Q.end_x)+"px",height:formatZoom(Q.height)+"px",border:`5px solid ${B}`,borderColor:`${B} ${B} ${B} transparent`,borderLeft:"none",width:"5px"}},null):null:null}),state$2.sectionBoundingBoxs.map(J=>{var K;return createVNode("div",{class:{[styles$d.flash]:J.before&&state$2.sectionFlash&&state.playState==="play"},style:{position:"absolute",top:formatZoom(J.y)+"px",left:formatZoom(J.x)+"px",height:formatZoom((K=getBoundingBoxByverticalNote(state$2.section[0]))==null?void 0:K.height)+"px",width:formatZoom(J.width)+"px",backgroundColor:D(J)}},null)}),createVNode(TransitionGroup,{name:"list",duration:800},_isSlot$1(F=Object.values(uniqueByPosition(Object.values(state$2.evaluatings))).map(J=>J?createVNode("div",{key:J.y+J.x+J.text,class:classnames(styles$d[J.text],styles$d.measure,{[styles$d.dontTransition]:J.dontTransition}),style:{position:"absolute",top:formatZoom(J.y)+this.top+"px",left:formatZoom(J.x)+this.left+"px",height:formatZoom(J.height)+"px",width:formatZoom(J.width)+"px"}},[this.type==="evaluating"?createVNode("span",{class:styles$d.after},[createVNode("span",{class:styles$d.img},null),createVNode("span",{class:styles$d.font},[J.score])]):null]):createVNode("span",null,null)))?F:{default:()=>[F]}),G&&createVNode("div",{class:["dotWrap",styles$d.restMeasure],style:G.staveBox},[createVNode("div",{class:"dot"},[W])])])}});class Cursor{constructor(B){this.src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAcAAAABCAYAAAASC7TOAAAAAXNSR0IArs4c6QAAABdJREFUGFdj3Pp5c0Ptm2oGdNAs0soAAHslBd3n2kNUAAAAAElFTkSuQmCC",this.x=B.x,this.y=B.y,this.width=B.w,this.height=B.h,this.img=document.createElement("img"),this.img.src=this.src,this.img.style.position="absolute",this.img.style.zIndex="-1",this.setValue()}reset(){var D,R;const B=(R=(D=state$2.times)==null?void 0:D[0])==null?void 0:R.cursorBox;B&&this.setPosition(B)}show(){this.img.style.display=""}hide(){this.img.style.display="none"}setPosition({x:B,y:D,w:R,h:G}){this.x=B,this.y=D,this.width=R,this.height=G,this.setValue()}setValue(){this.img.style.left=this.x+"px",this.img.style.top=this.y+"px",this.img.style.width=this.width+"px",this.img.style.height=this.height+"px",this.show()}}const rendered=ref(!1);var MusicSheet=defineComponent({name:"music-score",props:{isSoundEffect:{type:Boolean,default:!1},score:{type:String,default:""},showPartNames:{type:Boolean,default:!1},opotions:{type:Object,default:()=>{}},EngravingRules:{type:Object,default:()=>{}},showSection:{type:Boolean,default:!0}},emits:["rerender","startRender","renderError","loaddingEnd"],setup(F,{emit:B,expose:D}){const R=async le=>{var ce;event.off("section-click",noteClick),B("startRender");const ue=await request$1$1.get(le);if(J.value){let de=document.createElement("div");de.innerHTML=ue,(ce=J.value)==null||ce.appendChild(de.firstElementChild);let ve=document.querySelector("#osmdSvgPage1");const he=document.getElementById("svgContainer");let me=ve==null?void 0:ve.getAttribute("width"),be=ve==null?void 0:ve.getAttribute("height");if(me=isNaN(Number(me))?0:Number(me),be=isNaN(Number(be))?0:Number(be),me&&be){let xe=be/me,Ae=(he==null?void 0:he.offsetWidth)||document.body.clientWidth;state$2.zoom=Ae/me,ve==null||ve.setAttribute("width",Ae),ve==null||ve.setAttribute("height",Ae*xe+"")}}},G=le=>{var ue,ce,de,ve,he,me,be,xe,Ae,Pe;for(let ze=0;ze<le.length;ze++){const ge=le[ze];(ue=ge==null?void 0:ge.svgElelent)!=null&&ue.bbox&&(ge.svgElelent.bbox.x*=state$2.zoom,ge.svgElelent.bbox.y*=state$2.zoom,ge.svgElelent.bbox.w*=state$2.zoom,ge.svgElelent.bbox.h*=state$2.zoom),(he=(ve=(de=(ce=ge.noteElement)==null?void 0:ce.sourceMeasure)==null?void 0:de.verticalMeasureList)==null?void 0:ve[0])!=null&&he.boundingBox&&(ge.noteElement.sourceMeasure.verticalMeasureList[0].boundingBox.absolutePosition.x*=state$2.zoom,ge.noteElement.sourceMeasure.verticalMeasureList[0].boundingBox.absolutePosition.y*=state$2.zoom,ge.noteElement.sourceMeasure.verticalMeasureList[0].boundingBox.size.width*=state$2.zoom,ge.noteElement.sourceMeasure.verticalMeasureList[0].boundingBox.size.height*=state$2.zoom),(Ae=(xe=(be=(me=ge.noteElement)==null?void 0:me.sourceMeasure)==null?void 0:be.verticalMeasureList)==null?void 0:xe[0])!=null&&Ae.stave&&(ge.noteElement.sourceMeasure.verticalMeasureList[0].stave.x*=state$2.zoom,ge.noteElement.sourceMeasure.verticalMeasureList[0].stave.y*=state$2.zoom,ge.noteElement.sourceMeasure.verticalMeasureList[0].stave.width*=state$2.zoom,ge.noteElement.sourceMeasure.verticalMeasureList[0].stave.height*=state$2.zoom,ge.noteElement.sourceMeasure.verticalMeasureList[0].stave.start_x*=state$2.zoom,ge.noteElement.sourceMeasure.verticalMeasureList[0].stave.end_x*=state$2.zoom),(Pe=ge==null?void 0:ge.cursorBox)!=null&&Pe.move&&(ge.cursorBox.x*=state$2.zoom,ge.cursorBox.y=ge.cursorBox.y*state$2.zoom+10,ge.cursorBox.w*=state$2.zoom,ge.cursorBox.h*=state$2.zoom)}return le},W=async le=>{var ce,de,ve,he,me,be,xe;const ue=await request$1$1.get(le);state$3.sett.scoreSize=((ce=ue==null?void 0:ue.osmd)==null?void 0:ce.scoreSize)||"middle",ue&&Array.isArray(ue.times)&&(state$2.times=G(ue.times),(he=(ve=(de=state$2.times)==null?void 0:de[0])==null?void 0:ve.cursorBox)!=null&&he.move&&(ue.osmd.cursor=new Cursor({...(be=(me=state$2.times)==null?void 0:me[0])==null?void 0:be.cursorBox}),ue.osmd.cursor.img.id="cursorImg-0",(xe=J.value)==null||xe.appendChild(ue.osmd.cursor.img)),state$2.renderType="cache",B("rerender",ue.osmd),state.isFirstPlay=!1,event.on("section-click",noteClick))},{EngravingRules:q,opotions:Z,showPartNames:Y,score:U}=toRefs(F),J=ref();let K=ref();const Q=()=>{event.off("section-click",noteClick),B("startRender"),K.value=useOsmd(J,{...Z.value,drawPartNames:Y.value},q.value).value,K.value&&(useEngravingRules(K.value,q.value),state.isFirstPlay=!1,event.on("section-click",noteClick))},te=ref(),re=async le=>{await R(le.svg),W(le.json)};onMounted(async()=>{rendered.value||Q()}),onUnmounted(()=>{event.off("section-click",noteClick)}),watch([U,K],async()=>{if(K&&K.value&&U.value)try{B("startRender"),await useOsmdLoader(K.value,U.value),B("rerender",K.value),event.emit("loaded"),se()}catch(le){console.error(le),B("renderError")}},{immediate:!0});const se=()=>{};return D({setRender:async({score:le}={})=>{const ue=le||U.value;setTimeout(async()=>{if(K&&K.value&&ue){await K.value.clear(),Q();try{state$2.section=[],state$2.sectionStatus=!1,await useOsmdLoader(K.value,ue),B("rerender",K.value),event.emit("loaded"),se()}catch(ce){console.error(ce),B("renderError")}}},100)},reRender:async()=>{var le;state$2.renderType=="native"?((le=K.value)==null||le.render(),state$2.times=getAllNodes(K.value)):(J.value&&(J.value.innerHTML=""),re(te.value))}}),()=>createVNode("div",{id:"svgContainer",class:styles$e.container,style:{position:"relative"}},[createVNode("div",{ref:J},null),F.showSection&&createVNode(Section,{style:{position:"absolute",width:"100%",height:"100%",zIndex:1,top:0,left:0}},null)])}}),ButtonsPlayer=defineComponent({name:"ButtonsPlayer",setup(){useWiredHeadsetCheck();const F=()=>{state$2.activeTick>-1||(setCurrentTime(0),ended(new Event("ended")))},B=Math.floor(2*Math.PI*16),D=R=>{var G;((G=R==null?void 0:R.data)==null?void 0:G.api)==="setPlayState"&&(console.log("\u7236\u9875\u9762\u7684\u5207\u6362\u4E8B\u4EF6\u5173\u95ED\u64AD\u653E"),state.playState=="play"&&setPlayState(),stopTick(),setCurrentTime(0),setTimeout(()=>{state.playState=="play"&&setPlayState()},300))};return onMounted(()=>{window.addEventListener("message",D)}),onUnmounted(()=>{window.removeEventListener("message",D)}),()=>{const R=state.currentTimeNum/state.durationNum*B;return createVNode(Teleport,{to:"body"},{default:()=>{var G;return[createVNode("div",{class:styles$o.player,id:"globalPlayer"},[!state.evaluatingStatus&&createVNode(Fragment,null,[(state.playState==="pause"||state.playState==="suspend")&&state.currentTimeNum>0&&!state$2.sectionStatus&&createVNode(Button,{class:[styles$o.button,styles$o.fullbtn],onClick:F},{default:()=>[createVNode(ButtonIcon,{key:"reset",name:"reset"},null)]}),createVNode(Button,{class:[styles$o.button,styles$o.fullbtn],style:{marginLeft:"14px"},disabled:((G=state$2.activeDetail)==null?void 0:G.isAppPlay)&&state$2.midiPlayIniting,onClick:()=>{setPlayState()}},{default:()=>[createVNode("div",{class:styles$o.schedule},[createVNode("div",{class:styles$o.schedule},[state.playState==="play"?createVNode(ButtonIcon,{key:"pause",name:"pause",onClick:()=>{console.log("\u6682\u505C\u64AD\u653E"),sendParentMessage("pause")}},null):createVNode(ButtonIcon,{key:"play",name:"play",onClick:()=>{console.log("\u5F00\u59CB\u64AD\u653E"),sendParentMessage("play")}},null),state.currentTimeNum>0&&!state$2.sectionStatus&&createVNode("svg",{class:styles$o.ring,width:"40",height:"40",viewBox:"0 0 40 40",xmlns:"http://www.w3.org/200/svg"},[createVNode("circle",{cx:"20",cy:"20",r:"16",fill:"none",stroke:"#fff","stroke-width":"2","stroke-linecap":"round"},null),createVNode("circle",{class:styles$o.fillring,cx:"20",cy:"20",r:"16",fill:"none",stroke:"#FFC459","stroke-width":"2","stroke-linecap":"round","stroke-dasharray":R+",10000"},null)])])])]})])])]}})}}});const popup$1="_popup_6gl7n_1",wrap$2="_wrap_6gl7n_6",image="_image_6gl7n_11",title$2="_title_6gl7n_16",andTitle="_andTitle_6gl7n_23",sub="_sub_6gl7n_26",andSub="_andSub_6gl7n_32",btnWrap="_btnWrap_6gl7n_35",btn$1="_btn_6gl7n_35",cancelBtn="_cancelBtn_6gl7n_49",confirmBtn="_confirmBtn_6gl7n_52",tryoutBtn="_tryoutBtn_6gl7n_55",discounts="_discounts_6gl7n_58",membershipBtn="_membershipBtn_6gl7n_74",demandBtn="_demandBtn_6gl7n_77",demandBtnFree="_demandBtnFree_6gl7n_80",earphoneBtn="_earphoneBtn_6gl7n_83",closeBtn="_closeBtn_6gl7n_86";var styles$c={popup:popup$1,wrap:wrap$2,image,title:title$2,andTitle,sub,andSub,btnWrap,btn:btn$1,cancelBtn,confirmBtn,tryoutBtn,discounts,membershipBtn,demandBtn,demandBtnFree,earphoneBtn,closeBtn},iconMicrophone="/orchestra-music-score/assets/microphone.7e50c915.svg",Microphone=defineComponent({name:"ColexiuMicrophone",setup(F,{expose:B}){return()=>createVNode("div",null,[createVNode("img",{class:styles$c.image,src:iconMicrophone},null),createVNode("div",{class:styles$c.wrap},[createVNode("div",{class:styles$c.des},[createVNode("div",{class:styles$c.title},[createTextVNode("\u5F00\u542F\u6743\u9650")]),createVNode("div",{class:styles$c.sub},[createTextVNode("\u8BF7\u5F00\u542F\u9EA6\u514B\u98CE\u8BBF\u95EE\u6743\u9650")])]),createVNode("div",{class:styles$c.btnWrap},[createVNode(Button,{class:classnames(styles$c.btn,styles$c.cancelBtn)},null),createVNode(Button,{class:classnames(styles$c.btn,styles$c.confirmBtn)},null)])])])}}),iconCamera="/orchestra-music-score/assets/camera.ad45a2ea.svg",Camera=defineComponent({name:"ColexiuMicrophone",setup(F,{expose:B}){return()=>createVNode("div",null,[createVNode("img",{class:styles$c.image,src:iconCamera},null),createVNode("div",{class:styles$c.wrap},[createVNode("div",{class:styles$c.des},[createVNode("div",{class:styles$c.title},[createTextVNode("\u5F00\u542F\u6743\u9650")]),createVNode("div",{class:styles$c.sub},[createTextVNode("\u8BF7\u5F00\u542F\u76F8\u673A\u8BBF\u95EE\u6743\u9650")])]),createVNode("div",{class:styles$c.btnWrap},[createVNode(Button,{class:classnames(styles$c.btn,styles$c.cancelBtn)},null),createVNode(Button,{class:classnames(styles$c.btn,styles$c.confirmBtn)},null)])])])}}),iconMembership="/orchestra-music-score/assets/membership.78b7ec9a.png",Member=defineComponent({name:"ColexiuMember",setup(){const F=useOriginSearch(),B=useClientType(),D=()=>{delete F.Authorization,postMessage$1({api:"openWebView",content:{url:location.origin+"/"+B+"/#/memberCenter?"+queryString.stringify({...F}),orientation:1}})},R=()=>{permissionPopup.show=!1,setCurrentTime(0),refreshIndex(0)};return()=>createVNode("div",null,[createVNode("img",{class:styles$c.image,src:iconMembership},null),createVNode("div",{class:styles$c.wrap},[createVNode("div",{class:styles$c.des},[createVNode("div",{class:styles$c.title},[createTextVNode("\u8BF7\u5F00\u901A\u4F1A\u5458")]),createVNode("div",{class:styles$c.sub},[createTextVNode("\u5F00\u901A\u4F1A\u5458\u540E\u53EF\u5B8C\u6574\u4F7F\u7528\u8BE5\u66F2\u76EE")])]),createVNode("div",{class:styles$c.btnWrap},[createVNode(Button,{class:classnames(styles$c.btn,styles$c.tryoutBtn),onClick:R},null),createVNode(Button,{class:classnames([styles$c.btn,styles$c.membershipBtn,{[styles$c.discounts]:F.discounts==1}]),onClick:D},null)])])])}}),iconDemand="/orchestra-music-score/assets/demand.14944949.svg";ref(!1);var Demand=defineComponent({name:"ColexiuDemand",setup(){const F=useOriginSearch(),B=useClientType(),D=async()=>{delete F.Authorization,postMessage$1({api:"openWebView",content:{url:location.origin+"/"+B+"/#/orderDetail?"+queryString.stringify({orderType:"MUSIC",...F}),orientation:1}})},R=()=>{permissionPopup.show=!1,setCurrentTime(0),refreshIndex(0)};return()=>{var G;return createVNode("div",{style:{position:"relative"}},[createVNode("img",{class:styles$c.image,src:iconDemand},null),createVNode("div",{class:styles$c.wrap},[createVNode("div",{class:styles$c.des},[createVNode("div",{class:styles$c.title},[createTextVNode("\u8BE5\u66F2\u76EE\u4E3A\u70B9\u64AD\u66F2\u76EE")]),createVNode("div",{class:styles$c.sub},[createTextVNode("\u70B9\u64AD\u4EF7\u683C "),createVNode("span",{style:{color:"#FF4E19"}},[createTextVNode("\xA5"),(G=state$2.activeDetail)==null?void 0:G.musicPrice]),createTextVNode("\uFF0C\u70B9\u64AD\u540E\u53EF\u6C38\u4E45\u4F7F\u7528")])]),createVNode("div",{class:styles$c.btnWrap},[createVNode(Button,{class:classnames(styles$c.btn,styles$c.tryoutBtn),onClick:R},null),createVNode(Button,{class:classnames(styles$c.btn,styles$c.demandBtn),onClick:D},null)])])])}}}),iconEarphone="/orchestra-music-score/assets/earphone.d19a9901.png",Earphone=defineComponent({name:"ColexiuEarphone",setup(){return()=>createVNode("div",null,[createVNode("img",{class:styles$c.image,src:iconEarphone},null),createVNode("div",{class:styles$c.wrap},[createVNode("div",{class:styles$c.des},[createVNode("div",{class:styles$c.title},[createTextVNode("\u8BF7\u4F69\u6234\u8033\u673A")]),createVNode("div",{class:styles$c.sub},[createTextVNode("\u4F69\u6234\u8033\u673A\u53EF\u4EE5\u4FDD\u8BC1\u6D4B\u8BC4\u51C6\u786E\u7387\u54E6\uFF5E")])]),createVNode("div",{class:styles$c.btnWrap},[createVNode(Button,{class:classnames(styles$c.btn,styles$c.earphoneBtn),onClick:()=>{permissionPopup.show=!1}},null)])])])}});ref(!1);var MemberAndDemand=defineComponent({name:"memberAndDemand",setup(){const F=useOriginSearch(),B=useClientType(),D=async()=>{delete F.Authorization,postMessage$1({api:"openWebView",content:{url:location.origin+"/"+B+"/#/orderDetail?"+queryString.stringify({orderType:"MUSIC",...F}),orientation:1}})},R=()=>{delete F.Authorization,postMessage$1({api:"openWebView",content:{url:location.origin+"/"+B+"/#/memberCenter",orientation:1}})},G=()=>{permissionPopup.show=!1,setCurrentTime(0),refreshIndex(0)};return()=>{var W;return createVNode("div",{style:{position:"relative"}},[createVNode("img",{class:styles$c.closeBtn,src:iconColse,onClick:G},null),createVNode("img",{class:styles$c.image,src:iconDemand},null),createVNode("div",{class:styles$c.wrap},[createVNode("div",{class:styles$c.des},[createVNode("div",{class:[styles$c.title,styles$c.andTitle]},[createTextVNode("\u8BE5\u66F2\u76EE\u4E3A\u4F1A\u5458\u66F2\u76EE\uFF0C\u53EF\u4EE5\u5355\u66F2\u8D2D\u4E70\u54E6")]),createVNode("div",{class:[styles$c.sub,styles$c.andSub]},[createTextVNode("\u5F00\u901A\u9177\u4E50\u79C0\u4F1A\u5458\u6D77\u91CF\u66F2\u76EE\u5C3D\u60C5\u7EC3\u4E60"),createVNode("br",null,null),createTextVNode("\u5355\u66F2\u70B9\u64AD\u4EC5\u9700 "),createVNode("span",{style:{color:"#FF4E19"}},[createTextVNode("\xA5"),(W=state$2.activeDetail)==null?void 0:W.musicPrice]),createTextVNode("\uFF0C\u70B9\u64AD\u540E\u53EF\u6C38\u4E45\u4F7F\u7528")])]),createVNode("div",{class:styles$c.btnWrap},[createVNode(Button,{class:classnames(styles$c.btn,styles$c.membershipBtn),onClick:R},null),createVNode(Button,{class:classnames(styles$c.btn,styles$c.demandBtn),onClick:D},null)])])])}}}),Permission=defineComponent({name:"ColexiuPermission",setup(F,{expose:B}){return B({toggle:()=>{permissionPopup.show=!permissionPopup.show}}),()=>createVNode(Popup,{class:styles$c.popup,show:permissionPopup.show,"onUpdate:show":R=>permissionPopup.show=R,teleport:"body",onClosed:()=>{setCurrentTime(0)}},{default:()=>[permissionPopup.active==="microphone"?createVNode(Microphone,null,null):permissionPopup.active==="camera"?createVNode(Camera,null,null):permissionPopup.active==="member"?createVNode(Member,null,null):permissionPopup.active==="demand"?createVNode(Demand,null,null):permissionPopup.active==="earphone"?createVNode(Earphone,null,null):permissionPopup.active==="memberAndDemand"?createVNode(MemberAndDemand,null,null):null]})}}),ErrorIcon="/orchestra-music-score/assets/error.4d7eb6c9.svg",Empty=defineComponent({name:"ColexiuEmpty",props:{description:{type:String,default:"\u7F51\u7EDC\u9519\u8BEF"},imageSize:{type:Number,default:200},image:{type:String,default:ErrorIcon}},setup(F,{slots:B}){const D=()=>postMessage$1({api:"back"}),{image:R,imageSize:G,description:W}=toRefs(F);return()=>createVNode(Empty$1,{image:R.value,imageSize:G.value,description:W.value},{default:()=>[B.default?B.default():createVNode(Button,{type:"primary",onClick:D},{default:()=>[createTextVNode("\u8FD4\u56DE")]})]})}});const item$1="_item_6tre7_1",tag="_tag_6tre7_23",tabs="_tabs_6tre7_60",list="_list_6tre7_105",tab="_tab_6tre7_60";var styles$b={item:item$1,tag,tabs,list,tab};const chargeType={VIP:"\u4F1A\u5458",CHARGE:"\u70B9\u64AD",FREE:"\u514D\u8D39"},SwitchTag=defineComponent({name:"SwitchTag",props:{type:String},setup(F){return()=>createVNode(Tag,{plain:!0,class:[styles$b.tag,F.type,"van-hairline--surround"]},{default:()=>[chargeType[F.type]]})}});var Item=defineComponent({name:"MusicList-MusicScore-Item",props:{item:{type:Object}},setup(F){const B=useOriginSearch(),D=sessionStorage.getItem("behaviorId")||""+new Date().valueOf(),R=()=>{var G;pause(),postMessage$1({api:"cloudDestroy"}),postMessage$1({api:"cloudLoading",content:{show:!0,type:"fullscreen"}}),location.href=location.origin+location.pathname+"?"+queryString.stringify({...B,behaviorId:D,id:(G=F.item)==null?void 0:G.id,_t:new Date().valueOf()})};return()=>{var G,W,q;return createVNode("div",{class:[styles$b.item,{active:((G=F.item)==null?void 0:G.id)==B.id}],onClick:()=>R()},[createVNode("div",{style:{display:"flex"}},[(((W=F.item)==null?void 0:W.paymentType)||"").split(",").map(Z=>createVNode(SwitchTag,{key:Z,type:Z},null))]),createVNode("p",null,[(q=F.item)==null?void 0:q.musicSheetName])])}}});function _isSlot(F){return typeof F=="function"||Object.prototype.toString.call(F)==="[object Object]"&&!isVNode(F)}var List=defineComponent({name:"MusicList-MusicScore-List",props:{list:{type:Array,default:()=>[]},url:{type:String,default:""},moreSearch:{type:Object,default:()=>({})}},emits:["refresh"],setup(F,{emit:B}){const D=ref(!1),R=ref(!1),G=ref(1),W=ref([]),q=ref(),Z=async()=>{if(!!F.url){D.value=!0;try{const U=await request(F.url,{params:{page:G.value,...F.moreSearch}});W.value=[...W.value,...U.data.rows],R.value=U.data.totalPage<G.value}catch{}D.value=!1}};onMounted(Z);const Y=()=>{!D.value&&!R.value&&(G.value=G.value+1,Z())};return()=>{let U;return!W.value.length&&!D.value?createVNode(Empty,{description:"\u6682\u65E0\u66F2\u76EE"},{default:()=>[createVNode("span",null,null)]}):createVNode("div",{class:styles$b.tab},[createVNode(List$1,{ref:q,class:styles$b.list,loading:D.value,finished:R.value,onLoad:Y},_isSlot(U=W.value.map(J=>createVNode(Item,{item:J,key:J.id},null)))?U:{default:()=>[U]})])}}}),MusicScore$1=defineComponent({name:"MusicList-MusicScore",setup(){const F=useOriginSearch();return()=>createVNode(List,{url:"/music/sheet/queryRelatedList",moreSearch:{albumId:F.albumId,musicSheetId:F.id}},null)}}),Collection=defineComponent({name:"MusicList-MusicScore",setup(){return()=>createVNode(List,{url:"/music/sheet/favorite"},null)}}),Practice=defineComponent({name:"MusicList-Practice",setup(){return()=>createVNode(List,{url:"/music/sheet/practice"},null)}}),Content$1=defineComponent({name:"MusicListContent",setup(){return()=>createVNode(Tabs,{class:styles$b.tabs},{default:()=>[createVNode(Tab,{title:"\u5176\u4ED6\u66F2\u8C31"},{default:()=>[createVNode(MusicScore$1,null,null)]}),createVNode(Tab,{title:"\u6700\u8FD1\u7EC3\u4E60"},{default:()=>[createVNode(Practice,null,null)]}),createVNode(Tab,{class:styles$b.tab,title:"\u6211\u7684\u6536\u85CF"},{default:()=>[createVNode(Collection,null,null)]})]})}});const visible=ref(!1),survive=ref(!1),close$1=()=>{visible.value=!1},closed=()=>{survive.value=!1};var MusicList=defineComponent({name:"MusicList",setup(F){return()=>createVNode(Popup,{show:visible.value,onClickOverlay:close$1,onClosed:closed,position:"right",teleport:"body",style:{height:"100vh",width:"55vw",borderRadius:"5px 0 0 5px",overflow:"hidden"}},{default:()=>[survive.value&&createVNode(Content$1,F,null)]})}});const dot="_dot_1cv1i_1",active="_active_1cv1i_9",container$3="_container_1cv1i_12";var styles$a={dot,active,container:container$3},Tick=F=>createVNode("div",{class:styles$a.container},[Array(F.dots*(F.repeat||1)).fill(0).map((B,D)=>createVNode("div",{class:classnames(styles$a.dot,{[styles$a.first]:D%F.dots===0},{[styles$a.active]:state$2.activeTick>=0&&state$2.activeTick===D})},null))]);const tickWrap="_tickWrap_1ouif_1";var styles$9={tickWrap},TickPopup=defineComponent({name:"DetailTick",props:{show:{type:Boolean,default:!1},score:{default:""}},methods:{sendMessage:()=>{window.parent.postMessage({api:"headerTogge",playState:state.playState,show:!0},"*")}},render(){return this.score&&state.osmd||this.show?createVNode(Popup,{class:styles$9.tickWrap,show:state$2.activeTick>-1,closeable:!0,onClickCloseIcon:()=>{stopTick(),this.sendMessage()},style:{width:"100%",height:"100%",display:"flex",background:"transparent"}},{default:()=>{var F;return[createVNode(Tick,{dots:((F=state==null?void 0:state.osmd)==null?void 0:F.numerator)||getDuration(state.osmd).numerator||0,repeat:state$2.activeTickRepeat},null)]}}):null}});const container$2="_container_hiwv0_1",changeIndex="_changeIndex_hiwv0_6",activeopacity="_activeopacity_hiwv0_1",leftrotates="_leftrotates_hiwv0_1",rightrotates="_rightrotates_hiwv0_1";var styles$8={container:container$2,changeIndex,activeopacity,leftrotates,rightrotates};const formatFixedKey=(F,B)=>F==="piccolo"&&state$2.times[0]?ref(B+(1-state$2.times[0].octaveOffset)*12):ref(B),formatRelationship=(F,B)=>{let D=F[B]||F[0]||[];return typeof D[0]=="number"||typeof D[0]=="string"?[D]:typeof D[0]=="object"?D:[[]]};var FingeringComponentSvg=defineComponent({name:"fingering",props:{type:{type:String,default:""},fixedKey:{type:Number,default:0},fingeringInfo:{type:Object},loaded:{type:Function,default:()=>{}},viewInfo:{type:Object}},setup(F,{expose:B}){const D=toRefs(F),R=ref(null);ref(null);const G=ref(0),W=ref(0);return B({container:R,containerWidth:G}),()=>{var K,Q,te,re,se,ie,ae,le,ue,ce,de,ve,he,me,be,xe,Ae;if(!((K=D.viewInfo.value)!=null&&K.activeType))return null;const q=formatFixedKey((Q=F.fingeringInfo)==null?void 0:Q.name,D.fixedKey.value).value,Z=formatRelationship((re=(te=D.viewInfo.value)==null?void 0:te.activeType)==null?void 0:re.relationship,q||0),Y=[];state$2.activeNote&&((se=state$2.activeNote)==null||se.halfTone1.forEach(Pe=>{var ge,Te,Xe;let ze=((Xe=(Te=(ge=D.viewInfo.value)==null?void 0:ge.activeType)==null?void 0:Te.relationship)==null?void 0:Xe[Pe])||[];ze=ze.map(Se=>"right"+Se),Y.push(...ze)}),(ie=state$2.activeNote)==null||ie.halfTone2.forEach(Pe=>{var ge,Te,Xe;let ze=((Xe=(Te=(ge=D.viewInfo.value)==null?void 0:ge.activeType)==null?void 0:Te.relationship)==null?void 0:Xe[Pe])||[];ze=ze.map(Se=>"left"+Se),Y.push(...ze)}));const U=()=>{let Pe=W.value===Z.length-1?0:W.value+1;W.value=Pe},J=Z[W.value]||[];return createVNode("div",{ref:R,class:classnames((ae=F.fingeringInfo)==null?void 0:ae.name,styles$8.container),style:{width:((le=F.fingeringInfo)==null?void 0:le.direction)==="vertical"?(ue=F.fingeringInfo)==null?void 0:ue.width:"",height:((ce=F.fingeringInfo)==null?void 0:ce.direction)==="transverse"?((de=F.fingeringInfo)==null?void 0:de.height)||"":"100%",display:"flex",paddingLeft:((ve=F.fingeringInfo)==null?void 0:ve.direction)==="vertical"?(he=F.fingeringInfo)==null?void 0:he.paddingLeft:"",paddingRight:((me=F.fingeringInfo)==null?void 0:me.direction)==="vertical"?(be=F.fingeringInfo)==null?void 0:be.paddingRight:""}},[J.includes(0)?createVNode("span",{style:{position:"absolute",top:".5vh",right:".5vw",color:"rgb(1, 193, 181)",fontWeight:"bold"}},[createTextVNode("\u8F6C\u8C03")]):null,createVNode("div",{style:{width:"100%",height:"100%"},class:Y,innerHTML:(Ae=(xe=D.viewInfo.value)==null?void 0:xe.activeType)==null?void 0:Ae.json.full2},null),Z.length>1?createVNode("div",{role:"button",onClick:U,class:["substituteFinger",styles$8.changeIndex]},[createTextVNode("\u66FF\u6307")]):null])}}});const fingering="_fingering_y2dbu_1";var styles$7={fingering};const subjectsSvg=["piano"],fingeringWidth=ref(0),fingeringStatus=ref("hidden"),fingeringViewInfo=async F=>{var D;const B=F;if(B){const R=await getTypes(B.name);if(R){const G=formatFixedKey$1(B.name,state$2.fixedKey),W=useFingeringSrc(R,B.name,G.value),{width:q,height:Z}=await getImageSize(W.value),Y=((D=document.getElementById("colexiu-detail-music-sheet"))==null?void 0:D.clientHeight)||0,U=state.evaluatingStatus?0:q,J=Y/Z;return fingeringWidth.value=Y?J*U:U,q&&(fingeringStatus.value="show"),reactive({width:q,height:Z,scale:J,usedFixedKey:G.value,fullsrc:W.value,activeType:R,detail:B})}}else fingeringStatus.value="hidden"};var Fingering=defineComponent({name:"ColexiuFingering",props:{code:{type:String,default:-1}},setup(F){const{code:B}=toRefs(F),D=ref(null),R=ref(-1);return watch([B],async([G],[W])=>{if(R.value=formatId(B.value),G!==W){const q=await fingeringViewInfo(typeById[R.value]);q&&(D.value=q)}},{immediate:!0,deep:!0}),()=>{if(R.value<0||!D.value)return null;const G=typeById[R.value];return createVNode("div",{class:[styles$7.fingering,G.name,G.direction,"fingering"],style:{left:G.direction==="vertical"?state$2.notchHeight/2+"px":""}},[subjectsSvg.includes(G==null?void 0:G.name)?createVNode(FingeringComponentSvg,{viewInfo:D.value,type:G==null?void 0:G.name,fingeringInfo:G,fixedKey:state$2.fixedKey},null):createVNode(FingeringComponent,{viewInfo:D.value,type:G==null?void 0:G.name,fingeringInfo:G,fixedKey:state$2.fixedKey},null)])}}});const wrap$1="_wrap_1a32j_1",wrapItem="_wrapItem_1a32j_7",clearItem="_clearItem_1a32j_24",saveItem="_saveItem_1a32j_25";var styles$6={wrap:wrap$1,wrapItem,clearItem,saveItem};const getHasCache=()=>{var B,D,R;let F=!1;return state$3.sett.type==="staff"?F=!((B=musicInfo.musicSvg)!=null&&B.staff):F=state$3.sett.keySignature?!((D=musicInfo.musicSvg)!=null&&D.fixedTone):!((R=musicInfo.musicSvg)!=null&&R.firstTone),F};defineComponent({name:"productJson",setup(F,{expose:B}){const D=useOriginSearch();B({autoProduct:Y=>{var U;D.modeType!=="json"&&(musicJSON.svg||(musicJSON.svg=((U=document.getElementById("osmdSvgPage1"))==null?void 0:U.outerHTML)||""),musicJSON.svg&&W(!1))}});const G=async()=>{await q({id:musicInfo.id,musicSvg:""}),Toast("\u6E05\u9664\u6210\u529F"),setTimeout(()=>{history.go(0)},500)},W=async(Y=!0)=>{var re,se;if(!musicJSON.json){Y&&Toast("\u6CA1\u6709\u751F\u6210json\u6570\u636E,\u8054\u7CFB\u5F00\u53D1\u4EBA\u5458");return}if(!musicJSON.svg){Y&&Toast("\u6CA1\u6709\u751F\u6210svg\u6570\u636E,\u8054\u7CFB\u5F00\u53D1\u4EBA\u5458");return}let U=null;Y&&(U=Toast.loading({message:"\u4E0A\u4F20\u6570\u636E\u4E2D 1/2",duration:0}));const J={svg:"",json:""};if(J.json=await Z(`${(re=state$2.activeDetail)==null?void 0:re.id}.json`,musicJSON.json),U&&(U.message="\u4E0A\u4F20\u6570\u636E\u4E2D 2/2"),J.svg=await Z(`${(se=state$2.activeDetail)==null?void 0:se.id}.svg`,musicJSON.svg),!J.json||!J.svg){Y&&Toast("\u4E0A\u4F20\u7F13\u5B58\u6570\u636E\u5931\u8D25");return}let K={id:musicInfo.id,musicSvg:""};const Q={};state$3.sett.type==="staff"?Q.staff=J:state$3.sett.keySignature?Q.fixedTone=J:Q.firstTone=J,K.musicSvg=JSON.stringify(Q),U&&(U.message="\u4FDD\u5B58\u6570\u636E\u4E2D"),console.log("\u{1F680} ~ body:",K);const te=await q(K);(te==null?void 0:te.code)==200?U&&(U.message="\u4FDD\u5B58\u6210\u529F"):U&&(U.message="\u4FDD\u5B58\u5931\u8D25"),setTimeout(()=>{U&&U.close()},300)},q=async Y=>{const U=await request.post("/musicSheet/updateRenderFile",{requestType:"json",data:Y});return U.code===200&&Y.musicSvg&&(musicInfo.musicSvg=JSON.parse(Y.musicSvg)),U},Z=async(Y,U)=>{const J="cloud-coach",K=`https://${J}.ks3-cn-beijing.ksyuncs.com/`;let Q=Date.now()+"_"+Y,te={filename:Y,bucketName:J,postData:{filename:Y,acl:"public-read",key:Q}};const re=await request.post("/open/getUploadSign",{requestType:"json",data:te}),se=new FormData,ie={policy:re.data.policy,signature:re.data.signature,key:Q,KSSAccessKeyId:re.data.kssAccessKeyId,acl:"public-read",name:Y};for(let ae in ie)se.append(ae,ie[ae]);return se.append("file",new Blob([U])),await request$1$1.post(K,{data:se}),K+Q};return()=>createVNode(Fragment,null,[D.modeType==="json"&&createVNode("div",{class:styles$6.wrap},[createVNode(CellGroup,null,{default:()=>[createVNode(Cell,{center:!0},{title:()=>{var Y,U,J;return createVNode("div",{class:styles$6.wrapItem},[createVNode("span",null,[createTextVNode("\u7F13\u5B58\u72B6\u6001: 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container$1="_container_gkw8f_1",headTitle="_headTitle_gkw8f_8",musicSheet="_musicSheet_gkw8f_18",skeleton="_skeleton_gkw8f_48",tips$2="_tips_gkw8f_56",errorWrap="_errorWrap_gkw8f_80",partName="_partName_gkw8f_92";var styles$5={container:container$1,headTitle,musicSheet,skeleton,tips:tips$2,errorWrap,partName};const tipsContainer="_tipsContainer_1tygt_1",backBtn="_backBtn_1tygt_7",content$2="_content_1tygt_21",parent="_parent_1tygt_26",myscale="_myscale_1tygt_1",item="_item_1tygt_37",img="_img_1tygt_42",iconHead="_iconHead_1tygt_46",btns$1="_btns_1tygt_52",btn="_btn_1tygt_52";var styles$4={tipsContainer,backBtn,content:content$2,parent,myscale,item,img,iconHead,btns:btns$1,btn},iconHand2="data:image/png;base64,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",__glob_0_0=Object.freeze(Object.defineProperty({__proto__:null,default:iconHand2},Symbol.toStringTag,{value:"Module"})),iconHeader="data:image/png;base64,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modules={"../images/icon-hand2.png":__glob_0_0,"../images/icon-header.png":__glob_0_1,"../images/index.ts":__glob_0_2,"../images/m1.png":__glob_0_3,"../images/m2.png":__glob_0_4,"../images/m3.png":__glob_0_5,"../images/m4.png":__glob_0_6,"../images/m5.png":__glob_0_7,"../images/step0.png":__glob_0_8,"../images/step1.png":__glob_0_9,"../images/step2.png":__glob_0_10},getImage=F=>{var B;return((B=modules[`../images/${F}`])==null?void 0:B.default)||""};var Tip1=defineComponent({name:"tips-tip1",emits:["hanldeStop"],setup(F,{emit:B}){const D=ref(),R=reactive({show:!1,steps:[{ele:"",eleRect:{},img:getImage("step0.png"),btnsStyle:{top:"-2.13333rem"},handStyle:{top:"-0.42667rem"},imgStyle:{top:"-2.4rem"}},{ele:"",img:getImage("step1.png"),btnsStyle:{top:"-2.2rem"},handStyle:{top:"-0.42667rem"},imgStyle:{top:"-2.4rem"}},{ele:"",img:getImage("step2.png"),btnsStyle:{top:"-0.7rem",left:"-2.5rem","justify-content":"space-evenly",padding:0},handStyle:{top:"-0.42667rem"},imgStyle:{top:"-2.7rem",left:"-2.3rem"}}],step:0}),G=()=>{for(let Z=0;Z<R.steps.length;Z++){const Y=document.querySelector(`[data-step='step${Z}']`);if(Y){const U=Y.cloneNode(!0),J=Y.getBoundingClientRect(),K=document.createElement("div");K.classList.add(styles$4.parent),K.style.left=(J==null?void 0:J.left)-10+"px",K.style.top=(J==null?void 0:J.top)-10+"px",K.style.width=(J==null?void 0:J.width)+20+"px",K.style.height=(J==null?void 0:J.height)+20+"px",K.appendChild(U),R.steps[Z].ele=K.outerHTML,R.steps[Z].eleRect=J}}};onMounted(()=>{G()});const W=Z=>{if(Z!==void 0)R.step=Z;else{if(R.step+1>=R.steps.length){q();return}R.step+=1}},q=()=>{B("hanldeStop")};return()=>createVNode("div",{class:styles$4.content,ref:D,onClick:()=>W()},[createVNode("div",{class:styles$4.backBtn,onClick:Z=>{Z.stopPropagation(),q()}},[createTextVNode("\u8DF3\u8FC7\u5F15\u5BFC")]),R.steps.map((Z,Y)=>{var U,J;return createVNode("div",{style:{display:Y===R.step?"block":"none"},onClick:K=>K.stopPropagation()},[createVNode("div",{class:styles$4.item,style:{left:`${(U=Z.eleRect)==null?void 0:U.left}px`,top:`${(J=Z.eleRect)==null?void 0:J.top}px`}},[createVNode("img",{class:styles$4.img,style:Z.imgStyle,src:Z.img},null),createVNode("img",{class:styles$4.iconHead,style:Z.handStyle,src:getImage("icon-header.png")},null),createVNode("div",{class:styles$4.btns,style:Z.btnsStyle},[R.step+1==R.steps.length?createVNode(Fragment,null,[createVNode(Button,{class:styles$4.btn,round:!0,color:"transparent",style:{"border-color":"#fff"},type:"primary",onClick:()=>W(0)},{default:()=>[createTextVNode("\u518D\u770B\u4E00\u904D")]}),createVNode(Button,{class:styles$4.btn,round:!0,type:"primary",onClick:()=>q()},{default:()=>[createTextVNode("\u5B8C\u6210")]})]):createVNode(Button,{class:styles$4.btn,round:!0,type:"primary",onClick:()=>W()},{default:()=>[createTextVNode("\u4E0B\u4E00\u6B65 ("),R.step+1,createTextVNode("/"),R.steps.length,createTextVNode(")")]})])]),createVNode("div",{innerHTML:Z.ele},null)])})])}}),Tip2=defineComponent({name:"tips-tip1",emits:["hanldeStop"],setup(F,{emit:B}){const D=ref(),R=reactive({show:!1,step:0,steps:[{ele:"",eleRect:{},img:getImage("m1.png"),btnsStyle:{top:"2.4rem",left:"-0.1rem"},handStyle:{top:"0.6rem",left:"0.1rem"},imgStyle:{top:"0.6rem",left:"-0.2rem"}},{ele:"",eleRect:{},img:getImage("m2.png"),btnsStyle:{top:"2.2rem"},handStyle:{top:"0.6rem",left:"0.1rem"},imgStyle:{width:"2.6rem",top:"0.6rem",left:"-0.2rem"}},{img:getImage("m3.png"),btnsStyle:{top:"2.6rem"},handStyle:{top:"0.6rem",left:"0.1rem"},imgStyle:{width:"2.45333rem",top:"0.6rem",left:"-0.2rem"}},{ele:"",eleRect:{},img:getImage("m4.png"),btnsStyle:{top:"2.5rem",left:"-1.5rem"},handStyle:{top:"0.6rem",left:"0.1rem"},imgStyle:{width:"2.45333rem",top:"0.6rem",left:"-1.7rem"}},{ele:"",eleRect:{},img:getImage("m5.png"),btnsStyle:{top:"2.2rem",left:"-2rem",width:"2.93333rem","justify-content":"space-evenly",padding:0},handStyle:{top:"0.6rem",left:"0.1rem"},imgStyle:{top:"0.4rem",left:"-2rem",width:"2.93333rem"}}]}),G=()=>{for(let Z=0;Z<R.steps.length;Z++){const Y=document.querySelector(`[data-step='m${Z}']`);if(Y){const U=Y.cloneNode(!0),J=Y.getBoundingClientRect(),K=document.createElement("div");K.classList.add(styles$4.parent),K.style.left=(J==null?void 0:J.left)-10+"px",K.style.top="0",K.style.borderRadius="0.1rem",K.appendChild(U),R.steps[Z].ele=K.outerHTML,R.steps[Z].eleRect=J}}};onMounted(()=>{G()});const W=Z=>{if(Z!==void 0)R.step=Z;else{if(R.step+1>=R.steps.length){q();return}R.step+=1}},q=()=>{B("hanldeStop")};return()=>createVNode("div",{class:styles$4.content,ref:D,onClick:()=>W()},[createVNode("div",{class:styles$4.backBtn,onClick:Z=>{Z.stopPropagation(),q()}},[createTextVNode("\u8DF3\u8FC7\u5F15\u5BFC")]),R.steps.map((Z,Y)=>{var U;return createVNode("div",{style:{display:Y===R.step?"block":"none"},onClick:J=>J.stopPropagation()},[createVNode("div",{onClick:J=>J.stopPropagation(),class:styles$4.item,style:{width:"2.18667rem",left:`${(U=Z.eleRect)==null?void 0:U.left}px`}},[createVNode("img",{class:styles$4.img,style:Z.imgStyle,src:Z.img},null),createVNode("img",{class:styles$4.iconHead,style:Z.handStyle,src:getImage("icon-hand2.png")},null),createVNode("div",{class:styles$4.btns,style:Z.btnsStyle},[R.step+1==R.steps.length?createVNode(Fragment,null,[createVNode(Button,{class:styles$4.btn,round:!0,color:"transparent",style:{"border-color":"#fff"},type:"primary",onClick:()=>W(0)},{default:()=>[createTextVNode("\u518D\u770B\u4E00\u904D")]}),createVNode(Button,{class:styles$4.btn,round:!0,type:"primary",onClick:()=>q()},{default:()=>[createTextVNode("\u5B8C\u6210")]})]):createVNode(Button,{class:styles$4.btn,round:!0,type:"primary",onClick:()=>W()},{default:()=>[createTextVNode("\u4E0B\u4E00\u6B65 ("),R.step+1,createTextVNode("/"),R.steps.length,createTextVNode(")")]})])]),createVNode("div",{innerHTML:Z.ele},null)])})])}}),Tips=defineComponent({name:"tips-step",setup(F,B){const D=ref(!1),R=reactive({tipStep:1,tip1:!1,tip2:!1});watch(modelType,()=>{modelType.value==="practice"&&W()});const G=q=>{localStorage.setItem(q,"ok")},W=()=>{const q=useOriginSearch();if(q.questionId||q.lessonTrainingId)return;const Z=localStorage.getItem("isFirstTip"),Y=localStorage.getItem("isFirstModel");modelType.value=="init"&&!Z?(D.value=!0,R.tipStep=1):modelType.value=="practice"&&!Y&&(D.value=!0,R.tipStep=2)};return onMounted(()=>{W()}),()=>createVNode(Popup,{teleport:"body",closeOnClickOverlay:!1,class:styles$4.tipsContainer,show:D.value,"onUpdate:show":q=>D.value=q},{default:()=>[R.tipStep==1&&createVNode(Tip1,{onHanldeStop:()=>{D.value=!1,G("isFirstTip")}},null),R.tipStep==2&&createVNode(Tip2,{onHanldeStop:()=>{D.value=!1,G("isFirstModel")}},null)]})}}),AfterClassTraining=defineComponent({name:"afterClassTraining",setup(){return watch(()=>state$2.initRendered,()=>{var F,B;state$2.initRendered&&window.parent.postMessage({api:"admin-selectMusicMeasure",start:(F=state$2.times[0])==null?void 0:F.measureNumberPrinted,end:(B=state$2.times[state$2.times.length-1])==null?void 0:B.measureNumberPrinted,speed:state$2.activeSpeed},"*")}),watch(()=>state$2.section.length,()=>{var F,B;state$2.section.length===2&&window.parent.postMessage({api:"admin-selectMusicMeasure",start:(F=state$2.section[0])==null?void 0:F.measureNumberPrinted,end:(B=state$2.section[1])==null?void 0:B.measureNumberPrinted,speed:state$2.activeSpeed,change:!0},"*")}),()=>""}});const modelWraper="_modelWraper_xj35j_1",wrap="_wrap_xj35j_8";var styles$3={modelWraper,wrap},model1="/orchestra-music-score/assets/model-1.b93fcb09.png",model2="/orchestra-music-score/assets/model-2.b9e6613b.png",model3="/orchestra-music-score/assets/model-3.6da5a4f0.png",ModelWraper=defineComponent({name:"modelWraper",props:{onChangeModelType:{type:Function,default:()=>{}}},setup(F,B){return()=>createVNode("div",{class:styles$3.modelWraper,onClick:D=>D.stopPropagation()},[createVNode("div",{class:styles$3.wrap},[createVNode("img",{"data-step":"step0",onClick:()=>F.onChangeModelType("practice"),src:model1},null),createVNode("img",{"data-step":"step1",onClick:()=>F.onChangeModelType("follow"),src:model3},null),createVNode("img",{"data-step":"step2",onClick:()=>F.onChangeModelType("evaluation"),src:model2},null)])])}});const follow="_follow_1hnxg_4",title$1="_title_1hnxg_12",endBtns="_endBtns_1hnxg_16",button$1="_button_1hnxg_21",hasText="_hasText_1hnxg_29",bigIcon="_bigIcon_1hnxg_52",start="_start_1hnxg_59";var styles$2={follow,title:title$1,endBtns,button:button$1,hasText,bigIcon,start},iconFollwBtn="/orchestra-music-score/assets/icon-follwBtn.9fb45e5d.png";const togglePlayer=(F=!1)=>{let B=document.querySelector("#globalPlayer");B&&(B.style.display=F?"":"none")},data=reactive({list:[],index:0,start:!1,times:[],endIndex:0});useToggle(!0);const noteFrequency=ref(0),audioFrequency=ref(0),followTime=ref(0),openToggleRecord=(F=!0)=>{if(postMessage$1({api:"cloudToggleFollow",content:{state:F?"start":"end"}}),F)followTime.value=Date.now();else{const B=Date.now()-followTime.value;followTime.value!==0&&B>0&&(followTime.value=0)}};""+new Date().valueOf();const onClear=()=>{state$2.times.forEach(F=>{const B=document.querySelector(`div[data-vf=vf${F.id}]`);B&&(B.classList.remove("follow-error"),B.classList.remove("follow-success"))})},getDefaultIndex=()=>{if(unitTestData.isSelectMeasureMode){data.endIndex=state$2.times.findIndex(B=>B.NoteToGraphicalNoteObjectId==state$2.section[1].NoteToGraphicalNoteObjectId);const F=state$2.times.findIndex(B=>B.NoteToGraphicalNoteObjectId==state$2.section[0].NoteToGraphicalNoteObjectId);return F>-1?F:0}return 0},handleStart=()=>{onClear(),data.start=!0,openToggleRecord(!0),data.index=getDefaultIndex(),data.list=[],setStepIndex(state.osmd,data.index),getNoteIndex(),refreshView()},handleEnd=()=>{data.start=!1,openToggleRecord(!1),data.index=getDefaultIndex(),setStepIndex(state.osmd,data.index),getNoteIndex()},next=()=>{state.osmd.product?state.osmd.cursor.setPosition(state$2.times[data.index].cursorBox):state.osmd.cursor.next(),refreshView()},getNoteIndex=()=>{const F=state$2.times[data.index];return F.frequency?(noteFrequency.value=F.frequency,state$2.fixedKey=F.realKey,{id:F.id,min:F.frequency-(F.frequency-F.noteElement.pitch.prevFrequency)*.1,max:F.frequency+(F.noteElement.pitch.nextFrequency-F.frequency)*.1}):(data.index=data.index+1,next(),getNoteIndex())};let checking=!1;const onFollowTime=F=>{var D;if(unitTestData.isSelectMeasureMode&&data.index>=data.endIndex){handleEnd();return}const B=(D=F==null?void 0:F.content)==null?void 0:D.frequency;audioFrequency.value=B,data.list.push(B),checked()},checked=()=>{if(checking)return;checking=!0;const F=getNoteIndex();for(let B=0;B<data.list.length;B++){const D=data.list[B];if(D>F.min&&D<F.max){console.log(F.min,D,F.max),next(),data.index+=1,data.list=data.list.slice(B+1),setColor(F,!0),checking=!1;return}}setColor(F),checking=!1},setColor=(F,B=!1)=>{const D=document.querySelector(`div[data-vf=vf${F.id}]`);D&&(B?(D.classList.remove("follow-error"),D.classList.add("follow-success")):(D.classList.remove("follow-success"),D.classList.add("follow-error")))};var Follow=defineComponent({name:"follow",setup(F,{expose:B}){return onMounted(()=>{togglePlayer(),listenerMessage("cloudFollowTime",onFollowTime)}),onUnmounted(()=>{removeListenerMessage("cloudFollowTime",onFollowTime),togglePlayer(!0),onClear(),setStepIndex(state.osmd,0)}),B({data,handleEnd}),()=>createVNode(Teleport,{to:"#colexiu-detail-music-sheet"},{default:()=>[createVNode("div",{class:styles$2.follow},[createVNode(Transition,{name:"start",duration:300},{default:()=>[!data.start&&createVNode(Button,{style:{backgroundImage:`url(${iconFollwBtn})`,marginLeft:state$2.isSpecialShapedScreen?`${state$2.notchHeight/4}px`:""},class:[styles$2.button,styles$2.start,styles$2.followBtn],onClick:()=>handleStart()},null)]})])]})}}),closeIcon2="/orchestra-music-score/assets/close2.010f11e4.svg",ErjiIcon="/orchestra-music-score/assets/erji.f92f6dc3.png",PopupWraper=defineComponent({name:"PopupWraper",props:["className","overlayClass","rootClassName"],data(){return{show:!1,opened:!1}},methods:{open(){this.show=!0,this.opened=!0},close(){this.show=!1},closed(){this.opened=!1}},render(){var F,B;return createVNode(Fragment,null,[(B=(F=this.$slots).default)==null?void 0:B.call(F),createVNode(Popup,{class:this.className,overlayClass:this.overlayClass,show:this.show,closeable:!0,style:"background-color: transparent;",onClosed:this.closed,teleport:"body",onClickCloseIcon:this.close},{default:()=>{var D,R,G,W;return this.opened?createVNode("div",{class:this.rootClassName},[(R=(D=this.$slots).more)==null?void 0:R.call(D),(W=(G=this.$slots).popup)==null?void 0:W.call(G)]):null}})])}});const container=ref(null);let osmd=null;var MusicScore=defineComponent({name:"music-score",props:{score:{type:String,default:""},showPartNames:{type:Boolean,default:!1},onRerender:{type:Function,default:()=>{}},opotions:{type:Object,default:()=>{}},EngravingRules:{type:Object,default:()=>{}}},data(){return{osmd:null,loading:!1}},watch:{score(){this.loadRender()}},methods:{async loadRender(){if(this.loading=!0,this.score)try{await osmd.load(this.score),osmd.zoom=formatZoom(),await osmd.render(),this.onRerender(osmd)}catch(F){console.log(F),this.onRerender(null)}event.emit("loaded"),this.loading=!1},noteClickEvent(F){event.emit("container-click",F);const B=F.path||F.composedPath&&F.composedPath();for(const D of B)D.classList&&D.classList.contains("vf-stavenote")&&event.emit("click",F,D)}},beforeUnmount(){container.value.removeEventListener("touchstart",this.noteClickEvent,!1)},async mounted(){var F;container.value.addEventListener("touchstart",this.noteClickEvent,!1),osmd=await new OpenSheetMusicDisplay(container.value,{followCursor:!1,autoResize:!0,drawSubtitle:!1,drawTitle:!1,autoBeam:!0,drawMetronomeMarks:!1,drawMeasureNumbers:!1,drawComposer:!1,drawLyricist:!1,drawPartNames:this.showPartNames,...this.opotions}),osmd.EngravingRules.CompactMode=!0,osmd.EngravingRules.DYMinNoteWidth=3,osmd.EngravingRules.VoiceSpacingMultiplierVexflow=.65,osmd.EngravingRules.VoiceSpacingAddendVexflow=2,osmd.EngravingRules.MinSkyBottomDistBetweenStaves=2,osmd.EngravingRules.MinSkyBottomDistBetweenSystems=2,osmd.EngravingRules.MinimumStaffLineDistance=4,osmd.EngravingRules.BetweenStaffDistance=2.5,osmd.EngravingRules.StaffDistance=3.5,osmd.EngravingRules.MinimumDistanceBetweenSystems=1,osmd.EngravingRules.PageBottomMargin=0,osmd.EngravingRules.PageLeftMargin=2,osmd.EngravingRules.PageRightMargin=2,osmd.EngravingRules.PageTopMarginNarrow=3,osmd.EngravingRules.WedgeEndDistanceBetweenTimestampsFactor=1,osmd.EngravingRules.RehearsalMarkXOffset=-18,osmd.EngravingRules.RehearsalMarkYOffset=10,osmd.EngravingRules.DYWorkId=((F=state$2.activeDetail)==null?void 0:F.parentCategoriesId)||0;for(const B in this.EngravingRules)if(Object.prototype.hasOwnProperty.call(this.EngravingRules,B)){const D=this.EngravingRules[B];osmd.EngravingRules[B]=D}this.loadRender()},render(){return createVNode("div",{class:styles$e.container,ref:container},null)}}),DotIcon="data:image/png;base64,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",DotActiveIcon="/orchestra-music-score/assets/dot-active.5aaa2243.png",DotErrorIcon="/orchestra-music-score/assets/dot-error.aa40967a.png";const overlay="_overlay_1rswt_1",popup="_popup_1rswt_5",content$1="_content_1rswt_16",notes="_notes_1rswt_31",tips$1="_tips_1rswt_43",steps="_steps_1rswt_52",back="_back_1rswt_62",close="_close_1rswt_77",popover="_popover_1rswt_98",tran="_tran_1rswt_104",root="_root_1rswt_108",child="_child_1rswt_112";var styles$1={overlay,popup,content:content$1,notes,tips:tips$1,steps,back,close,popover,tran,root,child};let time=0;var Content=defineComponent({name:"tuning-content",props:{frequency:{type:Number,default:-1},close:{type:Function,default:()=>{}}},watch:{checkStatus(){this.end(),this.notes=[DotActiveIcon,DotActiveIcon,DotActiveIcon]},frequency:{deep:!0,handler(F){const B=Math.abs(this.frequency-this.checkFrequency)<=5?0:this.frequency-this.checkFrequency>0?1:-1,D=[DotIcon,DotIcon,DotIcon];this.trend=B,D[B+1]=B===0?DotActiveIcon:DotErrorIcon,this.notes=[...D],B!==0&&(time=new Date().getTime()),console.log(B,new Date().getTime()-time),new Date().getTime()-time>3e3&&(this.checkStatus=!0)}}},data(){return{time:0,checking:!1,checkStatus:!1,checkFrequency:-1,notes:[DotIcon,DotIcon,DotIcon],scoreInfo:score(state$2.subjectId),trend:-1,tips:["\u5DE6\u8FB9\u7EA2\u706F\u8868\u793A\u5439\u594F\u7684\u97F3\u8FC7\u4F4E","\u5439\u594F\u65F6\u8BF7\u4FDD\u6301\u4E2D\u95F4\u7EFF\u706F\u4EAE\u8D77","\u53F3\u8FB9\u7EA2\u706F\u8868\u793A\u5439\u594F\u7684\u97F3\u8FC7\u9AD8"]}},methods:{start(F){this.checkStatus||this.checking||(this.checking=!0,console.log("frequency",F[0].frequency),postMessage$1({api:"proxyServiceMessage",content:{header:{status:200,commond:"xmlInfo",type:"SOUND_CHECK"},body:{frequency:F[0].frequency}}}),console.log("startSoundCheck"),postMessage$1({api:"startSoundCheck"}))},end(){this.checking=!1,postMessage$1({api:"endSoundCheck"},()=>{this.checkStatus&&(Toast("\u6821\u97F3\u5B8C\u6210"),setTimeout(()=>{this.close(),this.checkStatus=!1,time=0},1e3))})}},async mounted(){},unmounted(){this.end()},render(){return createVNode("div",{class:styles$1.content},[this.scoreInfo?createVNode(MusicScore,{class:styles$1.notes,score:this.scoreInfo.xml,opotions:{stretchLastSystemLine:!0,drawMetronomeMarks:!1,drawPartAbbreviations:!1,drawPartNames:!1,drawSlurs:!1,drawTimeSignatures:!1},onRerender:F=>{const B=getAllNodes(F);this.checkFrequency=B[0].frequency,console.log("this.checkFrequency",this.checkFrequency),this.start(B)}},null):null,createVNode("p",{class:styles$1.tips},[this.tips[this.trend+1]]),createVNode("div",{class:styles$1.steps},[this.notes.map((F,B)=>createVNode("img",{key:B,src:F},null))])])}}),IconArrowLeft="/orchestra-music-score/assets/arrow-left-background.781af018.svg";const popupRef=ref();var TuningPopup=defineComponent({name:"TuningPopup",props:{checkStatus:{type:Boolean,default:!1},frequency:{type:Number,default:-1},onClosed:{type:Function,default:()=>{}},onOpen:{type:Function,default:()=>{}}},data(){return{showPopover:!1}},mounted(){var F;(F=popupRef.value)==null||F.open()},methods:{selected(F,B){var D;(D=popupRef.value)==null||D.close(),B===1&&(state$3.sett.tuning=!1)}},render(){return createVNode(PopupWraper,{ref:popupRef,onClosed:()=>this.onClosed(),onOpen:()=>this.onOpen(),rootClassName:styles$1.root,overlayClass:styles$1.overlay,className:styles$1.popup},{popup:()=>{var F;return createVNode(Content,{frequency:this.frequency,close:(F=popupRef.value)==null?void 0:F.close},null)},more:()=>{var F;return createVNode("div",null,[createVNode("div",{class:styles$1.child},null),createVNode(Button,{class:styles$1.back,onClick:(F=popupRef.value)==null?void 0:F.close,icon:IconArrowLeft},null),createVNode("div",{class:styles$1.close},[createVNode(Popover,{trigger:"click","get-container":"body",actions:[{text:"\u8DF3\u8FC7\u672C\u6B21"},{text:"\u5173\u95ED\u6821\u97F3"}],class:styles$1.popover,overlay:!1,show:this.showPopover,onSelect:this.selected,"onUpdate:show":B=>this.showPopover=B},{reference:()=>createVNode("div",null,[createVNode("span",null,[createTextVNode("\u8DF3\u8FC7\u672C\u6B21")]),createVNode(Icon,{name:"play",class:styles$1.tran,onClick:()=>{setTimeout(()=>{this.showPopover=!0})}},null)])})])])}})}});const button="_button_2rmwi_1",headerButton="_headerButton_2rmwi_10",tit="_tit_2rmwi_16",fraction="_fraction_2rmwi_28",title="_title_2rmwi_33",content="_content_2rmwi_49",detail="_detail_2rmwi_54",progress="_progress_2rmwi_63",progressitem="_progressitem_2rmwi_69",num="_num_2rmwi_94",tips="_tips_2rmwi_104",ctrls="_ctrls_2rmwi_113",fractionContainer="_fractionContainer_2rmwi_121",isPercussion="_isPercussion_2rmwi_139",resultContainer="_resultContainer_2rmwi_151",leftContent="_leftContent_2rmwi_164",erjiContainer="_erjiContainer_2rmwi_192",erji="_erji_2rmwi_192",iframe="_iframe_2rmwi_216",btns="_btns_2rmwi_221",sbtn="_sbtn_2rmwi_229",disabled="_disabled_2rmwi_239";var styles={button,headerButton,tit,fraction,title,content,detail,progress,progressitem,num,tips,ctrls,fractionContainer,isPercussion,resultContainer,leftContent,erjiContainer,erji,iframe,btns,sbtn,disabled};const browserInfo=browser(),evaluatCreateMusicPlayer=()=>new Promise(F=>{postMessage$1({api:"createMusicPlayer",content:{musicSrc:state.songs.background||state.songs.music,tuneSrc:"https://oss.dayaedu.com/cloud-coach/1686725501654check_music1_(1).mp3"}},()=>{browserInfo.ios&&F(!0)}),browserInfo.ios||F(!0)});let player=null,backtime=0,synced=!1;const getMusicMode=()=>{var D,R;const F=[2,4,5,6],B=[12,13,14,15,17];return F.includes(state$2.subjectId)&&(((D=state$2.activeDetail)==null?void 0:D.examSongName)||"").search(/[^\u0000-\u00FF](1-2|1-3|1-6)/gi)>-1||B.includes(state$2.subjectId)&&(((R=state$2.activeDetail)==null?void 0:R.examSongName)||"").search(/[^\u0000-\u00FF](1-1-1|1-1-2|1-5|1-6)/gi)>-1||state$2.subjectId==23||state$2.subjectId==113?"music":"background"},resetPlayer=()=>{player&&(player.stop(),clearIntervalTimeline())},hideComplexButton=(F,B)=>{B?listenerMessage("hideComplexButton",F):removeListenerMessage("hideComplexButton",F)},handleComplexButton=F=>{console.log("\u76D1\u542C\u662F\u5426\u9690\u85CF\u4E0A\u4F20\u4E91\u7AEF\u6309\u94AE",F),F!=null&&F.content&&(F.content,state$2.isHideEvaluatReportSaveBtn=!0)};var Evaluating=defineComponent({name:"evaluating",data(){return{oldMode:state$2.mode,evaluating:!1,erjiShow:!1,res:null,player:new Player,starting:!1,timeInfos:this.formatTimes(),activeMode:getMusicMode(),startloading:!1,endloading:!1,erjiRes:!1,erjiClicked:!1,checkStatus:!1,alertStatus:!1,shareStatus:!1,frequency:-1,shareLoadedPngData:null,isSaveVideo:state$3.sett.camera&&state$3.eva.save,tuningStatus:!1,delayData:{isForce:!0,open:!1,count:0,time:0,erji:!1,checkStatus:"init",step:1}}},computed:{playUrl(){return state.songs.background||state.songs.music}},methods:{startPlay(){console.log("\u8FDE\u63A5\u670D\u52A1\u6210\u529F,\u5F00\u59CB\u64AD\u653E",new Date().getTime()-state.clickTime),synced=!1,state$3.eva.mute?changeMode(getMusicMode()):changeAllMode(),setPlayState()},async setPlayer(){if(this.endloading||this.startloading)return;if(this.startloading=!0,state.clickTime=new Date().getTime(),resetPlayStatus(),state.evaluatingTips=!1,state$2.isPauseRecording){this.evaluating=!1,this.startloading=!1,this.startPlay();return}if(state$2.evaluatings={},this.starting===!0)return;setCurrentTime(0),this.starting=!0;const F=Toast({duration:0,message:"\u670D\u52A1\u8FDE\u63A5\u4E2D...",type:"loading"});try{await this.connect(),F.close(),this.startPlay(),setTimeout(()=>{Toast.clear()})}catch{this.clearStartStatus(),Toast.clear()}this.startloading=!1},connect(){const F=sessionStorage.getItem("behaviorId")||void 0;return new Promise((B,D)=>{var q,Z,Y;const R=state.speed/state$2.baseSpeed,G={musicXmlInfos:this.timeInfos,id:this.$route.params.id,subjectId:state$2.subjectId,detailId:(q=state$2.activeDetail)==null?void 0:q.id,examSongId:(Z=state$2.activeDetail)==null?void 0:Z.examSongId,xmlUrl:(Y=state$2.activeDetail)==null?void 0:Y.xmlUrl,partIndex:state$2.partIndex,behaviorId:F,platform:"WEB",clientId:"student",speed:state.speed,heardLevel:state$3.eva.difficulty,beatLength:Math.round(getFixTime(state$2.times[0].beatSpeed)*1e3/R)},W=getRequestHostname();W==="/api-student"?G.clientId="student":W==="/api-teacher"?G.clientId="teacher":G.clientId="education",browserInfo.android&&(G.platform="ANDROID"),browserInfo.ios&&(G.platform="IOS"),postMessage$1({api:"startEvaluating",content:G},U=>{var J;(J=U==null?void 0:U.content)!=null&&J.reson?(D(U),this.cancelEvaluating(U)):(B(U),setCaptureMode())})})},async start(){if(!(this.evaluating||state$2.activeTick>-1)){if(state$2.isPauseRecording){postMessage$1({api:"resumeRecording"},()=>{this.evaluating=!0,state$2.isPauseRecording=!1,setCaptureMode()});return}console.log("\u5F00\u59CB\u5F55\u97F3",new Date().getTime()),postMessage$1({api:"startRecording"},()=>{var F,B;console.log("\u5F00\u59CB\u5F55\u97F3\u56DE\u8C03\u65F6\u95F4",new Date().getTime()),backtime=new Date().getTime(),this.evaluating=!0,console.log("midiUrl",(F=state$2.activeDetail)==null?void 0:F.midiUrl),(B=state$2.activeDetail)!=null&&B.midiUrl&&setTimeout(()=>{this.sendOffsetTime(0)},220)})}},sendOffsetTime(F){postMessage$1({api:"proxyServiceMessage",content:{header:{commond:"audioPlayStart",type:"SOUND_COMPARE"},body:{offsetTime:F}}},()=>{backtime=0})},timeupdate(){var F;if(console.log("\u64AD\u653E\u4E8B\u4EF6\u88AB\u89E6\u53D1",this.playUrl,this.evaluating,!synced),this.playUrl&&!synced){const B=new Date().getTime();console.log("\u7B2C\u4E00\u6B21\u64AD\u653E\u65F6\u95F4",B),synced=!0;const D=(F=state.audiosInstance)==null?void 0:F.audios[this.playUrl].currentTime;console.log("\u5DF2\u64AD\u653E\u65F6\u957F: ",D*1e3),console.log("\u4E0D\u51CF\u6389\u5DF2\u64AD\u653E\u65F6\u95F4: ",B-backtime);const R=B-backtime-D*1e3;console.log("\u771F\u6B63\u64AD\u653E\u5EF6\u8FDF",R),setTimeout(()=>{this.sendOffsetTime(R)},220)}},stop(){if(this.endloading)return;this.endloading=!0,this.starting=!1,resetPlayer(),player==null||player.dispose(),player=null,resetPlayStatus(),clearIntervalTimeline(),setCurrentTime(0),Toast({duration:0,message:"\u8BC4\u5206\u4E2D...",type:"loading"});const F=this.$route;postMessage$1({api:"endEvaluating",content:{musicScoreId:F.params.id}},B=>{this.evaluating=!1,setCaptureMode()})},close(){state.evaluatingStatus=!1,this.retest()},cancel(F){var B;resetPlayer(),resetPlayStatus(),clearIntervalTimeline(),event$1.emit("updatePlayTimeSuccess",{totalPlayTimeOfCurrentDate:(B=this.res)==null?void 0:B.totalPlayTimeOfCurrentDate},{form:"evaluation"}),this.res=null,player==null||player.dispose(),player=null,this.starting=!1,this.evaluating=!1,state.evaluatingStatus=!1,setTimeout(()=>{Toast.clear(),F&&Toast(F)}),clearIntervalTimeline()},retest(F){var B;resetPlayStatus(),event$1.emit("updatePlayTimeSuccess",{totalPlayTimeOfCurrentDate:(B=this.res)==null?void 0:B.totalPlayTimeOfCurrentDate},{form:"evaluation"}),this.res=null,player==null||player.dispose(),player=null,this.starting=!1,this.evaluating=!1,setTimeout(()=>{Toast.clear(),F&&Toast(F)}),clearIntervalTimeline()},clearStartStatus(){console.log("clearStartStatus"),this.starting=!1,this.evaluating=!1},backDetail(){this.close()},formatTimes(){var G,W,q,Z,Y,U,J;let F=!1,B=!1,D=!1;const R=[];for(let K=0;K<state$2.times.length;K++){const Q=state$2.times[K],te=getNoteByMeasuresSlursStart(Q),re=state.speed/state$2.baseSpeed,se=Q.sourceRelativeTime||Q.relativeTime,ie=Q.sourceRelaEndtime||Q.relaEndtime,le=te.isStaccato?.5:1;(te.formatLyricsEntries.contains("Play")||te.formatLyricsEntries.contains("Play..."))&&(F=!1),te.formatLyricsEntries.contains("Listen")&&(F=!0),te.formatLyricsEntries.contains("\u7EAF\u5F8B\u7ED3\u675F")&&(B=!1),te.formatLyricsEntries.contains("\u7EAF\u5F8B")&&(B=!0);const ue=state$2.times[K+1];D&&(te.stave||!te.noteElement.isRestFlag||ue&&!ue.noteElement.isRestFlag)&&(D=!1),te.noteElement.isRestFlag&&!!te.stave&&!!ue&&ue.noteElement.isRestFlag&&(D=!0);const ce={timeStamp:se*1e3/re,duration:(ie*1e3/re-se*1e3/re)*le,frequency:((W=(G=Q.noteElement)==null?void 0:G.pitch)==null?void 0:W.frequency)||-1,nextFrequency:((Z=(q=Q.noteElement)==null?void 0:q.pitch)==null?void 0:Z.nextFrequency)||-1,prevFrequency:((U=(Y=Q.noteElement)==null?void 0:Y.pitch)==null?void 0:U.prevFrequency)||-1,measureIndex:te.measureOpenIndex,measureRenderIndex:te.noteElement.sourceMeasure.measureListIndex,dontEvaluating:F||B,musicalNotesIndex:Q.i,denominator:(J=te.noteElement)==null?void 0:J.Length.denominator};R.push(ce)}return R},cancelEvaluating(F){this.starting=!1,F!=null&&F.content.reson&&this.cancel(F==null?void 0:F.content.reson)},sendResult(F){var B,D,R;if(console.log("sendResult",F),F!=null&&F.content){const G=(B=F==null?void 0:F.content)==null?void 0:B.body;if((F==null?void 0:F.content.header.commond)==="overall")state$2.isHideEvaluatReportSaveBtn=!1,Toast.clear(),this.res=G,this.endloading=!1,event$1.emit("onEvaluationResult",G);else if((F==null?void 0:F.content.header.commond)==="checkDone")this.checkStatus=!0;else if((F==null?void 0:F.content.header.commond)==="checking")this.frequency=(R=(D=F==null?void 0:F.content)==null?void 0:D.body)==null?void 0:R.frequency;else if((F==null?void 0:F.content.header.commond)==="recordEnd"){if(this.delayData.checkStatus!=="ing")return;if(this.delayData.count++,this.delayData.count>=2){this.handleToggleTune("finishTune");return}setTimeout(()=>{this.startTune()},100)}else{const W=Z=>{for(;Z>=0;){const Y=state$2.times[Z];if(Y.stave)return Y;Z--}},q=(Z,Y,U=!1)=>{const J=getBoundingBoxByverticalNote(Z);state$2.evaluatings={...state$2.evaluatings,[J.measureIndex]:{...J,...getLeveByScoreMeasure(Y.score),score:Y.score,dontTransition:U}}};for(let Z=0;Z<state$2.times.length;Z++){let Y=state$2.times[Z];if(G.measureRenderIndex==Y.noteElement.sourceMeasure.measureListIndex){if(!Y.stave){const U=W(Z);U&&(Y=U)}if(!Y.noteElement.tie)q(Y,G);else for(const U of Y.noteElement.tie.notes){const J=getParentNote(U);!J||q(J,G,U!==Y.noteElement.tie.StartNote)}break}}}}},setWiredStatus(F){this.erjiShow=!(F!=null&&F.content.checkIsWired),this.tuningStatus=!0,this.erjiShow||(this.erjiClicked=!0,this.tuningStatus=!0)},endevent(F){var B,D;console.log((B=F.target)==null?void 0:B.src,this.playUrl),((D=F.target)==null?void 0:D.src)===this.playUrl&&this.stop()},viewReport(){var F;postMessage$1({api:"openWebView",content:{url:location.origin+"/accompany/#/report/"+((F=this.res)==null?void 0:F.recordId)||"",orientation:0,isHideTitle:!0,statusBarTextColor:!1,isOpenLight:!0}})},closeErji(){this.erjiShow=!1,this.erjiClicked=!0},sendUploadMessage(F){var B,D;postMessage$1({api:"proxyServiceMessage",content:{header:{commond:"videoUpload",status:200,type:"SOUND_COMPARE"},body:{filePath:(B=F==null?void 0:F.content)==null?void 0:B.filePath,recordId:(D=this.res)==null?void 0:D.recordId}}})},videoUpdate(){this.isSaveVideo?postMessage$1({api:"videoUpdate"},F=>{if(this.alertStatus=!1,F!=null&&F.content){if(F.content.type==="error"){Toast(F.content.message);return}this.sendUploadMessage(F)}}):(this.alertStatus=!1,this.sendUploadMessage(),Toast("\u4E0A\u4F20\u6210\u529F"))},shareLoaded(F){const B=F.target;B&&(B.contentWindow.setPng=D=>{this.shareLoadedPngData=D})},closeShare(){this.shareStatus=!1,this.shareLoadedPngData=null},shareNext(){!this.shareLoadedPngData||postMessage$1({api:"shareAchievements",content:{title:"\u5206\u4EAB\u6211\u7684\u4E50\u5668\u7EC3\u4E60\u8FDB\u5EA6\uFF0C\u4E00\u8D77\u89C1\u8BC1\u6211\u7684\u6210\u957F\uFF01",desc:"\u6652\u4E00\u4E0B\u6211\u7684\u8BC4\u6D4B\u5206\u6570\uFF0C\u5FEB\u6765\u201C\u4E91\u6559\u7EC3\u201D\u4E0A\u548C\u6211PK\u4E00\u4E0B\u5427\uFF01",image:this.shareLoadedPngData,video:"",type:"image"}},F=>{var B,D,R,G;(B=F==null?void 0:F.content)!=null&&B.status&&(this.shareStatus=!1),!((D=F==null?void 0:F.content)!=null&&D.status)&&((R=F==null?void 0:F.content)==null?void 0:R.message)&&Toast((G=F==null?void 0:F.content)==null?void 0:G.message)})},getShareUrl(){var F,B,D,R,G,W,q,Z,Y,U,J;return(B=(F=state$4.user)==null?void 0:F.student)!=null&&B.username,(((R=(D=state$4.user)==null?void 0:D.student)==null?void 0:R.subjectNames)||"").split(",")[0],encodeURIComponent(((W=(G=state$4.user)==null?void 0:G.student)==null?void 0:W.avatar)||""),(q=this.res)!=null&&q.score,(Z=state$2.activeDetail)!=null&&Z.examSongName,state$2.isPercussion||((Y=this.res)==null||Y.intonation,(U=this.res)==null||U.cadence,(J=this.res)==null||J.integrity),""},async checkEvaluating(){if(this.delayData.erji=await this.getWiredStatus(),this.delayData.time=await this.getDeviceDelay(),!this.delayData.time||this.delayData.isForce){this.delayData.open=!(state.delayCheckFirst&&this.$route.query.evaluatingRecord),this.delayData.count=0,state.delayCheckFirst&&this.$route.query.evaluatingRecord&&this.closeErji();return}this.handleCheckDelayEnd()},getDeviceDelay(){return new Promise(F=>{const B=setTimeout(()=>{F(0)},1e3);postMessage$1({api:"getDeviceDelay"},D=>{var G,W;const R=((G=D==null?void 0:D.content)==null?void 0:G.value)>0?(W=D==null?void 0:D.content)==null?void 0:W.value:0;clearTimeout(B),F(R)})})},getWiredStatus(){return new Promise(F=>{const B=setTimeout(()=>{F(!1)},1e3);postMessage$1({api:"isWiredHeadsetOn"},D=>{var G;const R=!!((G=D==null?void 0:D.content)!=null&&G.checkIsWired);R?this.delayData.step<=5&&(this.delayData.step=3):(this.delayData.step===2||this.delayData.step===3)&&(this.delayData.step=4),clearTimeout(B),F(R)})})},checkWiredStatus(){console.log("\u8033\u673A\u72B6\u6001",this.delayData.checkStatus),!(this.delayData.checkStatus!=="ing"||this.delayData.open===!1)&&setTimeout(async()=>{this.delayData.erji=await this.getWiredStatus(),this.delayData.erji&&(this.delayData.count=0,this.delayData.time=0,this.delayData.checkStatus="error"),this.checkWiredStatus()},1e3)},startTune(){this.delayData.erji||(this.handleToggleTune("start"),setTimeout(()=>{this.handleToggleTune("stop")},1500))},handleCheckDelayEnd(){this.delayData.erji?this.closeErji():(this.erjiShow=!0,HeadphoneData.toggle())},handleToggleTune(F){F==="start"?(this.delayData.step=5,postMessage$1({api:"startTune",content:{count:this.delayData.count+""}})):F==="stop"?postMessage$1({api:"endTune"}):F==="finishTune"&&(this.delayData.step=6,postMessage$1({api:"finishTune"},B=>{var D;(D=B==null?void 0:B.content)==null||D.result}))},handleStopCheckDelay(){state.delayCheckFirst=!0,this.delayData.open=!1,this.delayData.checkStatus="init",this.handleToggleTune("stop"),this.close()},async handleStartCheckDelay(){if(this.delayData.checkStatus!=="ing"){if(this.delayData.step=2,this.delayData.erji=await this.getWiredStatus(),this.delayData.erji){this.delayData.checkStatus="error";return}this.delayData.checkStatus="ing",this.startTune(),this.checkWiredStatus()}}},mounted(){var F,B;state$3.eva.mute?changeMode(getMusicMode()):changeAllMode(),state$2.renderLoading=!1,state$2.mode="evaluating",state$2.sectionStatus=!1,state$2.section=[],listenerMessage("cancelEvaluating",this.cancelEvaluating),listenerMessage("sendResult",this.sendResult),listenerMessage("listenerWiredStatus",this.setWiredStatus),listenerMessage("recordStartTime",D=>{console.log("\u76D1\u542C\u65F6\u95F4",D==null?void 0:D.content.inteveral,"\u7CFB\u7EDF\u65F6\u95F4",new Date().getTime())}),event$1.on("stopTick",this.clearStartStatus),event$1.on("next-click",this.stop),event$1.on("ended",this.endevent),event$1.on("tickEnd",this.start),(B=(F=state.audiosInstance)==null?void 0:F.audios[this.playUrl])==null||B.addEventListener("play",this.timeupdate),state.evaluatingTips=!0,postMessage$1({api:"isWiredHeadsetOn"},this.setWiredStatus),hideComplexButton(handleComplexButton,!0),this.checkEvaluating()},unmounted(){var F,B;state$2.mode=this.oldMode,removeListenerMessage("cancelEvaluating",this.cancelEvaluating),removeListenerMessage("sendResult",this.sendResult),removeListenerMessage("listenerWiredStatus",this.setWiredStatus),event$1.off("stopTick",this.clearStartStatus),event$1.off("next-click",this.stop),event$1.off("ended",this.endevent),event$1.off("tickEnd",this.start),(B=(F=state.audiosInstance)==null?void 0:F.audios[this.playUrl])==null||B.removeEventListener("play",this.timeupdate),state.evaluatingTips=!1,state$2.evaluatings={}},render(){var B;const F=getLeveByScore((B=this.res)==null?void 0:B.score);return createVNode("div",{class:styles.button},[!(this.endloading||this.startloading)&&!this.res&&this.erjiClicked?this.evaluating&&!state$2.isPauseRecording?createVNode(Button,{key:"end",color:"#01c1b5",round:!0,onClick:this.stop,icon:"success"},{default:()=>[createTextVNode("\u7ED3\u675F\u6F14\u594F")]}):state$2.activeTick===-1?createVNode(Button,{key:"start",color:"#01c1b5",round:!0,onClick:this.setPlayer},{default:()=>[state$2.isPauseRecording?"\u7EE7\u7EED\u6F14\u594F":"\u5F00\u59CB\u6F14\u594F"]}):null:null,this.erjiClicked&&state$3.sett.tuning&&!state$2.isPercussion&&this.tuningStatus?createVNode(TuningPopup,{checkStatus:this.checkStatus,frequency:this.frequency,onOpen:()=>this.tuningStatus=!0,onClosed:()=>this.tuningStatus=!1},null):null,createVNode(Popup,{show:this.alertStatus,teleport:"body",class:classnames([styles.fractionContainer,styles.erjiContainer])},{default:()=>[createVNode("div",{class:styles.fraction,style:{width:"calc(1rem * 2 * 3)"}},[createVNode("div",{class:styles.title},[createTextVNode("\u63D0\u793A")]),createVNode("div",{class:styles.content},[createVNode("div",{class:styles.detail,style:{flexDirection:"column"}},[createVNode("p",{class:styles.tips},[createTextVNode("\u8BC4\u6D4B"),this.isSaveVideo?"\u97F3\u89C6\u9891":"\u97F3\u9891",createTextVNode("\u662F\u5426\u4E0A\u4F20\u5230\u4E91\u7AEF\uFF1F")])]),createVNode("div",{class:styles.ctrls},[createVNode(Button,{color:"#F0F0F0",round:!0,onClick:()=>this.alertStatus=!1,style:{color:"#01c1b5"}},{default:()=>[createTextVNode("\u53D6\u6D88")]}),createVNode(Button,{color:"#01c1b5",round:!0,onClick:this.videoUpdate,style:{marginLeft:"10px"}},{default:()=>[createTextVNode("\u786E\u8BA4")]})])])])]}),createVNode(Popup,{show:this.shareStatus,teleport:"body",onClickCloseIcon:this.closeShare,class:classnames([styles.fractionContainer,styles.erjiContainer])},{default:()=>[createVNode("div",{class:styles.btns},[createVNode("div",{class:styles.sbtn,onClick:this.closeShare},[createTextVNode("\u53D6\u6D88")]),createVNode("div",{class:{[styles.sbtn]:!0,[styles.disabled]:!this.shareLoadedPngData},onClick:this.shareNext},[createTextVNode("\u7EE7\u7EED")])]),this.shareStatus?createVNode("iframe",{class:styles.iframe,src:this.getShareUrl(),onLoad:this.shareLoaded},null):null]}),createVNode(Popup,{show:this.erjiShow,teleport:"body",closeable:!0,onClickCloseIcon:this.closeErji,class:classnames([styles.fractionContainer,styles.erjiContainer])},{default:()=>[createVNode("div",{class:styles.fraction,style:{width:"calc(1rem * 2 * 3)"}},[createVNode("div",{class:styles.title},[createTextVNode("\u63D0\u793A")]),createVNode("div",{class:styles.content},[createVNode("div",{class:styles.detail,style:{flexDirection:"column"}},[createVNode("img",{class:styles.erji,src:ErjiIcon},null),createVNode("p",{class:styles.tips},[createTextVNode("\u8BF7\u4F69\u6234\u8033\u673A\u4EE5\u4FDD\u8BC1\u6D4B\u8BC4\u51C6\u786E\u7387\uFF5E")])]),createVNode("div",{class:styles.ctrls},[createVNode(Button,{color:"#01c1b5",round:!0,onClick:this.closeErji},{default:()=>[createTextVNode("\u786E\u8BA4")]})])])])]}),createVNode(Popup,{show:!!this.res,teleport:"body",closeIcon:closeIcon2,closeable:!0,class:classnames(styles.fractionContainer,styles.resultContainer,{[styles.isPercussion]:state$2.isPercussion}),onClickCloseIcon:this.close},{default:()=>{var D,R,G,W,q,Z,Y,U;return[this.res?createVNode("div",{class:styles.fraction},[createVNode("div",{class:styles.content},[state$2.isPercussion?null:createVNode("div",{class:styles.leftContent},[createVNode("img",{src:F.img,style:{margin:state$2.isPercussion?"auto":""}},null),createVNode("div",null,[createVNode("span",null,[(D=this.res)==null?void 0:D.score]),createTextVNode("\u5206"),createVNode("br",null,null),F.mome])]),createVNode("div",{class:styles.headerButton},[createVNode("div",{class:styles.tit},[createTextVNode("\u667A\u80FD\u8BC4\u5206")]),createVNode("div",{style:{display:"flex"}},[createVNode(Button,{color:"#F0F0F0",onClick:()=>this.alertStatus=!0,round:!0,style:{color:"#01c1b5",margin:"0",fontWeight:"bold",lineHeight:"30PX",fontSize:"14PX",padding:"0 10PX",marginRight:"10PX"}},{default:()=>[createTextVNode("\u4E0A\u4F20\u5230\u4E91\u7AEF")]}),getRequestHostname()==="/api-student"?createVNode(Button,{color:"#F0F0F0",onClick:()=>this.shareStatus=!0,round:!0,style:{color:"#01c1b5",margin:"0",fontWeight:"bold",lineHeight:"30PX",fontSize:"14PX",padding:"0 10PX"}},{default:()=>[createTextVNode("\u5206\u4EAB")]}):null])]),createVNode("div",{class:styles.detail},[createVNode("img",{src:F.img,style:{display:state$2.isPercussion?"":"none",margin:state$2.isPercussion?"auto":""}},null),createVNode("div",{class:styles.progress,style:{display:state$2.isPercussion?"none":""}},[createVNode("div",{class:styles.progressitem},[createVNode("span",null,[createTextVNode("\u97F3\u51C6")]),createVNode(Progress,{percentage:(R=this.res)==null?void 0:R.intonation,color:"linear-gradient(to right, #02E2DB, #01C1B5)"},null),createVNode("span",null,[(G=this.res)==null?void 0:G.intonation])]),createVNode("div",{class:styles.progressitem},[createVNode("span",null,[createTextVNode("\u8282\u594F")]),createVNode(Progress,{percentage:(W=this.res)==null?void 0:W.cadence,color:"linear-gradient(to right, #02E2DB, #01C1B5)"},null),createVNode("span",null,[(q=this.res)==null?void 0:q.cadence])]),createVNode("div",{class:styles.progressitem},[createVNode("span",null,[createTextVNode("\u5B8C\u6210\u5EA6")]),createVNode(Progress,{percentage:(Z=this.res)==null?void 0:Z.integrity,color:"linear-gradient(to right, #02E2DB, #01C1B5)"},null),createVNode("span",null,[(Y=this.res)==null?void 0:Y.integrity])])])]),state$2.isPercussion?createVNode("div",{class:styles.num},[createVNode("strong",null,[(U=this.res)==null?void 0:U.score]),createTextVNode("\u5206 "),F.mome]):null,createVNode("div",{class:styles.tips},[F.tips]),createVNode("div",{class:styles.ctrls},[createVNode(Button,{color:"#01c1b5",round:!0,onClick:this.backDetail},{default:()=>[createTextVNode("\u53BB\u7EC3\u4E60")]}),createVNode(Button,{color:"#F79300",style:{marginLeft:"10px"},round:!0,onClick:()=>this.retest()},{default:()=>[createTextVNode("\u518D\u8BD5\u4E00\u6B21")]}),createVNode(Button,{color:"#F7B500",style:{marginLeft:"10px"},round:!0,onClick:this.viewReport},{default:()=>[createTextVNode("\u67E5\u770B\u62A5\u544A")]})])])]):null]}}),createVNode(Popup,{teleport:"body",class:"popup-scale",transition:"van-scale",overlay:!1,show:this.delayData.open,onClose:()=>this.handleCheckDelayEnd()},{default:()=>[createVNode(CheckDelayPopup,{delayData:this.delayData,onStartCheckDelay:()=>this.handleStartCheckDelay(),onClose:()=>this.handleStopCheckDelay()},null)]})])}});const musicJSON=reactive({json:"",svg:"",rended:!1}),MusicSheetRef=ref();var HomeIndex=defineComponent({name:"Colexiu",setup(){const F=useOriginSearch(),B=browser(),D=ref(!1);state$2.midiPlayIniting=!0,state$2.isLessonTrain=!!F.lessonTrainingId;const R=ref(!0),G=ref(!1),W=ref(""),q=ref("init"),Z=ref(""),Y=ref({}),U=ref({}),[J,K]=useDetail(F.id);watch(J,async()=>{if(J.value==="success"&&K.value.xmlFileUrl){U.value=typeById[formatId(K.value.code||"")]||{};const{showFingering:ue,frozenMode:ce,compulsionEvaluating:de}=useActivity(),[ve,he,me]=await useFingering(ue.value?K.value.code:void 0);q.value=ve.value,Z.value=he.value,Y.value=me.value,state$2.frozenMode=ce.value,G.value=de.value;const be=await useXml(K.value.xmlFileUrl,K.value);if(be.value)W.value=be.value;else{R.value=!1,renderError.value=!0;return}}J.value==="error"&&(renderError.value=!0)}),onMounted(()=>{window.appName="colexiu",event$1.on("settingFingeringChange",te),postMessage$1({api:"setEventTracking",content:{type:"klx_xiaokuAI"}}),F.chenkuang&&(state$2.chenkuang=!0)}),onUnmounted(()=>{var ue,ce;event$1.off("settingFingeringChange",te),typeof((ue=state==null?void 0:state.audiosInstance)==null?void 0:ue.destroy)=="function"&&((ce=state.audiosInstance)==null||ce.destroy())});function Q(ue,ce){let de=!0;return function(){if(!de)return!1;de=!1,setTimeout(()=>{ue(),de=!0},ce)}}const te=Q(()=>{const{direction:ue}=U.value;ue==="vertical"&&(Toast("\u52A0\u8F7D\u4E2D\uFF0C\u8BF7\u7A0D\u540E..."),setTimeout(()=>{MusicSheetRef.value.reRender(),state$2.isNeedRefreshSection=!0},16))},300);useSpecialShapedScreen(),useSuspendPlay();const re=()=>{window.isLoading=!1,postMessage$1({api:"cloudLoading",content:{show:!1,type:"fullscreen"}})},se=async ue=>new Promise(ce=>{let de=[];request.get(`/musicSheetCategories/queryTree?page=1&rows=999&parentId=${ue}`).then(ve=>{(ve==null?void 0:ve.code)==200?(de=ve.data.map(he=>he.id),ce(de)):ce([])}).catch(ve=>{ce([])})});ref();const ie=async ue=>{var xe,Ae,Pe,ze;re(),console.time("\u83B7\u53D6\u6570\u636E"),state.osmd=ue;const ce=(store_legacy.get("speeds")||{})[F.id],de=ue.bpm||ue.Sheet.userStartTempoInBPM;state$2.activeSpeed=ce||K.value.playSpeed||de||100,state$2.baseSpeed=K.value.playSpeed||de||100,state$2.code=((xe=K.value)==null?void 0:xe.code)||"",state$2.activeDetail.originalSpeed=state$2.baseSpeed;const ve=await se(49),{musicSheetCategoriesId:he}=state$2.activeDetail;state$2.skipTick=ve.includes(he),console.log("\u{1F62F}\uFF5E",ue,state$2),state$2.renderType==="native"&&(state$2.times=getAllNodes(ue)),F.modeType==="json"||getHasCache(),console.timeEnd("\u83B7\u53D6\u6570\u636E"),console.log("\u{1F680} \uFF5E\u{1F440}~ detailState.times",state$2.times),state$2.initRendered=!0;const me=((Ae=state$2.times[state$2.times.length-1||0])==null?void 0:Ae.endtime)||0;state$2.isAppPlay&&useMidi(me,K.value.midiUrl),state.durationNum||(state.durationNum=me);try{metronomeData.metro=new Metronome({speed:state$2.activeSpeed}),metronomeData.metro.init(state$2.times)}catch{}useCamera(),changeSpeed(state$2.activeSpeed),(((Pe=state$2.setting)==null?void 0:Pe.resets)||[]).includes("SPEED")&&state$2.activeDetail&&changeSpeed((ze=state$2.activeDetail)==null?void 0:ze.originalSpeed),setAudioInit();const be=F.modelType;be&&(modelType.value=be),R.value=!1;try{restPromptMain(state$2.times)}catch{}be&&be=="evaluation"&&(state.evaluatingStatus=!0,nextTick(()=>{onChangeModelType(be)})),nextTick(()=>{useFee(),postMessage$1({api:"cloudAccompanyMessage",content:{accompanyUrl:state.songs.background}}),F.chenkuang&&refreshView()}),evaluatCreateMusicPlayer()},ae=async()=>{R.value=!0},le=()=>{re(),renderError.value=!0,R.value=!1};return watch(()=>state.evaluatingStatus,()=>{var ue;state$3.sett.fingering&&((ue=U.value)==null?void 0:ue.direction)==="vertical"&&nextTick(()=>{MusicSheetRef.value.reRender()})}),()=>{R.value||J.value;const ue=renderError.value||J.value==="error",{width:ce,paddingRight:de,paddingLeft:ve,direction:he}=U.value,me=q.value!=="init",be=ce||"0px",xe=de||"0px",Ae=ve||"0px",Pe=he==="vertical",ze=he==="vertical"?"20px":"0px",ge=q.value==="show"&&state$3.sett.fingering&&!state.evaluatingStatus,Te=he==="vertical"&&ge,Xe={...Pe&&{margin:"auto",marginRight:0},width:U.value&&Te?`calc(100% - ${be} - ${xe} - ${Ae} - ${ze})`:""};return createVNode(Fragment,null,[createVNode("div",{class:[styles$5.container,state$3.sett.eyeProtection&&"eyeProtection",B.android&&"android"]},[createVNode(Transition,{name:"van-slide-down"},{default:()=>[!R.value&&createVNode(Buttons,{class:styles$5.buttons},null)]}),createVNode("div",{id:"colexiu-detail-music-sheet",class:[styles$5.musicSheet,{evaluating:state.evaluatingStatus||modelType.value==="follow"}],style:{paddingLeft:state$2.isSpecialShapedScreen?state$2.notchHeight/2+"px":"auto",paddingBottom:ge&&U.value.height?U.value.height:"78px",background:state$3.sett.camera?`rgba(${state$3.sett.eyeProtection?"253,244,229":"255,255,255"} ,${state$3.sett.opacity/100}) !important`:""}},[!!K.value.musicSheetName&&createVNode("div",{style:{width:R.value?"":Xe.width},class:styles$5.headTitle},[K.value.musicSheetName]),state$2.partName?createVNode("div",{style:{width:R.value?"":Xe.width},class:styles$5.partName},[state$2.partName]):null,createVNode(Skeleton,{class:styles$5.skeleton,rowWidth:"80%",title:!0,loading:J.value==="loading"},null),createVNode(Skeleton,{class:styles$5.skeleton,row:6,loading:R.value},null),W.value&&me&&createVNode(Fragment,null,[createVNode(MusicSheet,{ref:MusicSheetRef,style:Xe,score:W.value,isSoundEffect:!0,EngravingRules:{DYMusicScoreType:state$3.sett.type},opotions:{drawTitle:!1,drawComposer:!0,drawLyricist:!1,drawMetronomeMarks:!0,drawMeasureNumbers:!0,autoResize:!1},onStartRender:ae,onRenderError:le,onRerender:ie},null),ge&&state$2.initRendered&&createVNode(Fingering,{code:K.value.code},null)]),modelType.value==="follow"&&createVNode(Follow,{ref:followRef},null),state$2.chenkuang&&createVNode("div",{style:{height:"100px"}},null)]),!R.value&&createVNode(ButtonsPlayer,null,null),createVNode(TickPopup,{score:W.value},null),createVNode(Permission,null,null),createVNode(HelperPopup,null,null),createVNode(MusicList,null,null),createVNode(AfterClassTraining,null,null),createVNode(Transition,{name:"van-slide-up",onAfterEnter:()=>{D.value=!0}},{default:()=>[!R.value&&modelType.value=="init"&&!state$2.isLessonTrain&&createVNode(ModelWraper,{onChangeModelType},null)]}),D.value&&!ue&&createVNode(Tips,null,null)]),!R.value&&createVNode(UnitTest,null,null),!F.lessonTrainingId&&!F.questionId&&K.value.musicSheetType=="CONCERT"&&createVNode(ToggleMusicSheet,null,null)])}}});let startTime=Date.now(),timer=null;const initBehaviorId=""+Date.now(),recordTotalTime=()=>{const F=useClientType();if(F=="web")return;const B=useOriginSearch(),D=getRequestHostname(),R=(Date.now()-startTime)/1e3;if(startTime=Date.now(),!(R<0))if(B.lessonTrainingId){const G=browser();request.post("/studentLessonTraining/lessonTrainingRecord",{prefix:D,requestType:"json",data:{materialType:"SONG",record:{clientType:F==null?void 0:F.toLocaleUpperCase(),practiceSource:"LESSON_TRAINING",feature:"PRACTICE",deviceType:G.android?"ANDROID":G.isApp?"IOS":"WEB",behaviorId:initBehaviorId,playTime:R,musicSheetId:B.id},courseScheduleId:B.courseScheduleId,lessonTrainingId:B.lessonTrainingId,materialId:B.materialId}})}else request.post("/musicPracticeRecord/save",{prefix:D,requestType:"json",data:{musicSheetId:B.id,sysMusicScoreId:B.id,feature:"PRACTICE",practiceSource:"PRACTICE",playTime:R,deviceType:getPlatform(),behaviorId:initBehaviorId}})},sendBackRecordTotalTime=()=>{clearInterval(timer),recordTotalTime()},userInfo=reactive({id:"",membershipDays:0,purchaseMemberRecord:!1,vipMember:!1}),renderError=ref(!1);var App=defineComponent({setup(){const F=async()=>{var D,R;if(!sessionStorage.getItem("Authorization")){const G=await promisefiyPostMessage({api:"getToken"});(D=G==null?void 0:G.content)!=null&&D.accessToken&&sessionStorage.setItem("Authorization",G.content.tokenType+" "+G.content.accessToken)}try{const G=await request.get("/user/getUserInfo");Object.assign(userInfo,(G==null?void 0:G.data)||{}),(R=G.data)!=null&&R.clientType&&(storeData.platformType=G.data.clientType)}catch(G){console.log(G),renderError.value=!0,window.isLoading=!1,postMessage$1({api:"cloudLoading",content:{show:!1,type:"fullscreen"}})}};return onMounted(()=>{postMessage$1({api:"keepScreenLongLight",content:{isOpenLight:!0}}),F(),clearInterval(timer),timer=setInterval(()=>{recordTotalTime()},60*1e3)}),()=>createVNode(Fragment,null,[!!userInfo.id&&createVNode(Fragment,null,[createVNode(HomeIndex,null,null)]),renderError.value&&createVNode("div",{class:styles$5.errorWrap},[createVNode(Empty,null,null)])])}});export{isRhythmicExercises as $,App as A,Button as B,getLeveByScoreMeasure as C,close$3 as D,Empty as E,Fragment as F,Grid as G,postMessage$1 as H,classnames as I,getVoiceChinesName as J,Empty$1 as K,Section as L,MusicSheet as M,MusicScore as N,reactive as O,Popup as P,store_legacy as Q,PopupWraper as R,Skeleton as S,Toast as T,mergeProps as U,NoticeBar as V,computed as W,BackIcon as X,queryString as Y,nextTick as Z,promisefiyPostMessage as _,createVNode as a,stopTick as a$,index as a0,Canvg as a1,PageFormat as a2,Dialog as a3,getRequestHostname as a4,startRun as a5,truthProp as a6,getCurrentInstance as a7,inBrowser$1 as a8,onBeforeUnmount as a9,extend$2 as aA,mountComponent as aB,usePopupState as aC,Field as aD,Tabs as aE,Tab as aF,getTvIconUrl as aG,getEnvHostname as aH,Cell as aI,Switch as aJ,event$1 as aK,listenerMessage as aL,changeMode as aM,getDuration as aN,changeSpeed as aO,setAudioInit as aP,event as aQ,noteClick as aR,resetPlayStatus as aS,resetPlayer as aT,sectionChange as aU,setPlayState as aV,setCurrentTime as aW,ended as aX,Popover as aY,Speed as aZ,EventEmitter as a_,createNamespace as aa,isDef$1 as ab,addUnit as ac,withDirectives as ad,resolveDirective as ae,Icon as af,withInstall as ag,useXml as ah,svgtopng as ai,getRandomKey as aj,setTongjiTag as ak,cancelRaf as al,raf$2 as am,getSizeStyle as an,isObject$1 as ao,useTouch as ap,SwipeItem as aq,preventDefault as ar,clamp as as,Loading as at,unknownProp as au,useWindowSize as av,useExpose as aw,pick as ax,Swipe as ay,callInterceptor as az,browser as b,resolveComponent as b0,setPrefix as b1,List$1 as b2,CellGroup as b3,isVNode as b4,useReload as b5,noop$4 as b6,__vitePreload as b7,relationships as b8,getVoicePartInfo as b9,MultipleAudio as ba,idIsInClassIds as bb,appoggianceFormate as bc,clearIntervalTimeline as bd,metronomeData as be,TickPopup as bf,Evaluating as bg,Picker as bh,useChildren as bi,useScrollParent as bj,useClickAway as bk,useEventListener as bl,useRect as bm,useParent as bn,Teleport as bo,getZIndexStyle as bp,vShow as bq,fieldProps as br,lodash$1 as bs,toNext as bt,Sticky as bu,OpenSheetMusicDisplay as bv,styles$e as bw,Vex as bx,createApp as c,defineComponent as d,GridItem as e,formatZoom as f,createTextVNode as g,useSpecialShapedScreen as h,styles$5 as i,state$2 as j,state$3 as k,request as l,state as m,getAllNodes as n,onMounted as o,getParentNote as p,request$1$1 as q,ref as r,state$4 as s,toRefs as t,useOriginSearch as u,getCustomInfo as v,watch as w,formatXML as x,onlyVisible as y,getBoundingBoxByverticalNote as z};