orchestra-music-score/dist/assets/App.304ff637.js

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R?B.then(this?R.bind(this):R):B}function findInsertionIndex(R){let B=flushIndex+1,D=queue$2.length;for(;B<D;){const F=B+D>>>1;getId(queue$2[F])<R?B=F+1:D=F}return B}function queueJob(R){(!queue$2.length||!queue$2.includes(R,isFlushing&&R.allowRecurse?flushIndex+1:flushIndex))&&R!==currentPreFlushParentJob&&(R.id==null?queue$2.push(R):queue$2.splice(findInsertionIndex(R.id),0,R),queueFlush())}function queueFlush(){!isFlushing&&!isFlushPending&&(isFlushPending=!0,currentFlushPromise=resolvedPromise.then(flushJobs))}function invalidateJob(R){const B=queue$2.indexOf(R);B>flushIndex&&queue$2.splice(B,1)}function queueCb(R,B,D,F){isArray$5(R)?D.push(...R):(!B||!B.includes(R,R.allowRecurse?F+1:F))&&D.push(R),queueFlush()}function queuePreFlushCb(R){queueCb(R,activePreFlushCbs,pendingPreFlushCbs,preFlushIndex)}function queuePostFlushCb(R){queueCb(R,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(R)}}function emit$1(R,B,...D){if(R.isUnmounted)return;const F=R.vnode.props||EMPTY_OBJ;let G=D;const W=B.startsWith("update:"),q=W&&B.slice(7);if(q&&q in F){const K=`${q==="modelValue"?"model":q}Modifiers`,{number:Z,trim:J}=F[K]||EMPTY_OBJ;J?G=D.map(te=>te.trim()):Z&&(G=D.map(toNumber))}let U,Y=F[U=toHandlerKey(B)]||F[U=toHandlerKey(camelize$1(B))];!Y&&W&&(Y=F[U=toHandlerKey(hyphenate(B))]),Y&&callWithAsyncErrorHandling(Y,R,6,G);const Q=F[U+"Once"];if(Q){if(!R.emitted)R.emitted={};else if(R.emitted[U])return;R.emitted[U]=!0,callWithAsyncErrorHandling(Q,R,6,G)}}function normalizeEmitsOptions(R,B,D=!1){const F=B.emitsCache,G=F.get(R);if(G!==void 0)return G;const W=R.emits;let q={},U=!1;if(!isFunction$4(R)){const Y=Q=>{const K=normalizeEmitsOptions(Q,B,!0);K&&(U=!0,extend$3(q,K))};!D&&B.mixins.length&&B.mixins.forEach(Y),R.extends&&Y(R.extends),R.mixins&&R.mixins.forEach(Y)}return!W&&!U?(F.set(R,null),null):(isArray$5(W)?W.forEach(Y=>q[Y]=null):extend$3(q,W),F.set(R,q),q)}function isEmitListener(R,B){return!R||!isOn(B)?!1:(B=B.slice(2).replace(/Once$/,""),hasOwn(R,B[0].toLowerCase()+B.slice(1))||hasOwn(R,hyphenate(B))||hasOwn(R,B))}let currentRenderingInstance=null,currentScopeId=null;function setCurrentRenderingInstance(R){const B=currentRenderingInstance;return currentRenderingInstance=R,currentScopeId=R&&R.type.__scopeId||null,B}function withCtx(R,B=currentRenderingInstance,D){if(!B||R._n)return R;const F=(...G)=>{F._d&&setBlockTracking(-1);const W=setCurrentRenderingInstance(B),q=R(...G);return setCurrentRenderingInstance(W),F._d&&setBlockTracking(1),q};return F._n=!0,F._c=!0,F._d=!0,F}function markAttrsAccessed(){}function renderComponentRoot(R){const{type:B,vnode:D,proxy:F,withProxy:G,props:W,propsOptions:[q],slots:U,attrs:Y,emit:Q,render:K,renderCache:Z,data:J,setupState:te,ctx:ie,inheritAttrs:se}=R;let re,ae;const le=setCurrentRenderingInstance(R);try{if(D.shapeFlag&4){const fe=G||F;re=normalizeVNode(K.call(fe,fe,Z,W,te,J,ie)),ae=Y}else{const fe=B;re=normalizeVNode(fe.length>1?fe(W,{attrs:Y,slots:U,emit:Q}):fe(W,null)),ae=B.props?Y:getFunctionalFallthrough(Y)}}catch(fe){blockStack.length=0,handleError(fe,R,1),re=createVNode(Comment)}let ce=re;if(ae&&se!==!1){const fe=Object.keys(ae),{shapeFlag:de}=ce;fe.length&&de&7&&(q&&fe.some(isModelListener)&&(ae=filterModelListeners(ae,q)),ce=cloneVNode(ce,ae))}return D.dirs&&(ce.dirs=ce.dirs?ce.dirs.concat(D.dirs):D.dirs),D.transition&&(ce.transition=D.transition),re=ce,setCurrentRenderingInstance(le),re}const getFunctionalFallthrough=R=>{let B;for(const D in R)(D==="class"||D==="style"||isOn(D))&&((B||(B={}))[D]=R[D]);return B},filterModelListeners=(R,B)=>{const D={};for(const F in R)(!isModelListener(F)||!(F.slice(9)in B))&&(D[F]=R[F]);return D};function shouldUpdateComponent(R,B,D){const{props:F,children:G,component:W}=R,{props:q,children:U,patchFlag:Y}=B,Q=W.emitsOptions;if(B.dirs||B.transition)return!0;if(D&&Y>=0){if(Y&1024)return!0;if(Y&16)return F?hasPropsChanged(F,q,Q):!!q;if(Y&8){const K=B.dynamicProps;for(let Z=0;Z<K.length;Z++){const J=K[Z];if(q[J]!==F[J]&&!isEmitListener(Q,J))return!0}}}else return(G||U)&&(!U||!U.$stable)?!0:F===q?!1:F?q?hasPropsChanged(F,q,Q):!0:!!q;return!1}function hasPropsChanged(R,B,D){const F=Object.keys(B);if(F.length!==Object.keys(R).length)return!0;for(let G=0;G<F.length;G++){const W=F[G];if(B[W]!==R[W]&&!isEmitListener(D,W))return!0}return!1}function updateHOCHostEl({vnode:R,parent:B},D){for(;B&&B.subTree===R;)(R=B.vnode).el=D,B=B.parent}const isSuspense=R=>R.__isSuspense;function queueEffectWithSuspense(R,B){B&&B.pendingBranch?isArray$5(R)?B.effects.push(...R):B.effects.push(R):queuePostFlushCb(R)}function provide(R,B){if(currentInstance){let D=currentInstance.provides;const F=currentInstance.parent&&currentInstance.parent.provides;F===D&&(D=currentInstance.provides=Object.create(F)),D[R]=B}}function inject(R,B,D=!1){const F=currentInstance||currentRenderingInstance;if(F){const G=F.parent==null?F.vnode.appContext&&F.vnode.appContext.provides:F.parent.provides;if(G&&R in G)return G[R];if(arguments.length>1)return D&&isFunction$4(B)?B.call(F.proxy):B}}function watchEffect(R,B){return doWatch(R,null,B)}const INITIAL_WATCHER_VALUE={};function watch(R,B,D){return doWatch(R,B,D)}function doWatch(R,B,{immediate:D,deep:F,flush:G,onTrack:W,onTrigger:q}=EMPTY_OBJ){const U=currentInstance;let Y,Q=!1,K=!1;if(isRef(R)?(Y=()=>R.value,Q=isShallow(R)):isReactive(R)?(Y=()=>R,F=!0):isArray$5(R)?(K=!0,Q=R.some(isReactive),Y=()=>R.map(ae=>{if(isRef(ae))return ae.value;if(isReactive(ae))return traverse(ae);if(isFunction$4(ae))return callWithErrorHandling(ae,U,2)})):isFunction$4(R)?B?Y=()=>callWithErrorHandling(R,U,2):Y=()=>{if(!(U&&U.isUnmounted))return Z&&Z(),callWithAsyncErrorHandling(R,U,3,[J])}:Y=NOOP,B&&F){const ae=Y;Y=()=>traverse(ae())}let Z,J=ae=>{Z=re.onStop=()=>{callWithErrorHandling(ae,U,4)}};if(isInSSRComponentSetup)return J=NOOP,B?D&&callWithAsyncErrorHandling(B,U,3,[Y(),K?[]:void 0,J]):Y(),NOOP;let te=K?[]:INITIAL_WATCHER_VALUE;const ie=()=>{if(!!re.active)if(B){const ae=re.run();(F||Q||(K?ae.some((le,ce)=>hasChanged(le,te[ce])):hasChanged(ae,te)))&&(Z&&Z(),callWithAsyncErrorHandling(B,U,3,[ae,te===INITIAL_WATCHER_VALUE?void 0:te,J]),te=ae)}else re.run()};ie.allowRecurse=!!B;let se;G==="sync"?se=ie:G==="post"?se=()=>queuePostRenderEffect(ie,U&&U.suspense):se=()=>{!U||U.isMounted?queuePreFlushCb(ie):ie()};const re=new ReactiveEffect(Y,se);return B?D?ie():te=re.run():G==="post"?queuePostRenderEffect(re.run.bind(re),U&&U.suspense):re.run(),()=>{re.stop(),U&&U.scope&&remove$7(U.scope.effects,re)}}function instanceWatch(R,B,D){const F=this.proxy,G=isString(R)?R.includes(".")?createPathGetter(F,R):()=>F[R]:R.bind(F,F);let W;isFunction$4(B)?W=B:(W=B.handler,D=B);const q=currentInstance;setCurrentInstance(this);const U=doWatch(G,W.bind(F),D);return q?setCurrentInstance(q):unsetCurrentInstance(),U}function createPathGetter(R,B){const D=B.split(".");return()=>{let F=R;for(let G=0;G<D.length&&F;G++)F=F[D[G]];return F}}function traverse(R,B){if(!isObject$4(R)||R.__v_skip||(B=B||new Set,B.has(R)))return R;if(B.add(R),isRef(R))traverse(R.value,B);else if(isArray$5(R))for(let D=0;D<R.length;D++)traverse(R[D],B);else if(isSet(R)||isMap(R))R.forEach(D=>{traverse(D,B)});else if(isPlainObject$2(R))for(const D in R)traverse(R[D],B);return R}function useTransitionState(){const R={isMounted:!1,isLeaving:!1,isUnmounting:!1,leavingVNodes:new Map};return onMounted(()=>{R.isMounted=!0}),onBeforeUnmount(()=>{R.isUnmounting=!0}),R}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(R,{slots:B}){const D=getCurrentInstance(),F=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 U=toRaw(R),{mode:Y}=U;if(F.isLeaving)return emptyPlaceholder(q);const Q=getKeepAliveChild(q);if(!Q)return emptyPlaceholder(q);const K=resolveTransitionHooks(Q,U,F,D);setTransitionHooks(Q,K);const Z=D.subTree,J=Z&&getKeepAliveChild(Z);let te=!1;const{getTransitionKey:ie}=Q.type;if(ie){const se=ie();G===void 0?G=se:se!==G&&(G=se,te=!0)}if(J&&J.type!==Comment&&(!isSameVNodeType(Q,J)||te)){const se=resolveTransitionHooks(J,U,F,D);if(setTransitionHooks(J,se),Y==="out-in")return F.isLeaving=!0,se.afterLeave=()=>{F.isLeaving=!1,D.update()},emptyPlaceholder(q);Y==="in-out"&&Q.type!==Comment&&(se.delayLeave=(re,ae,le)=>{const ce=getLeavingNodesForType(F,J);ce[String(J.key)]=J,re._leaveCb=()=>{ae(),re._leaveCb=void 0,delete K.delayedLeave},K.delayedLeave=le})}return q}}},BaseTransition=BaseTransitionImpl;function getLeavingNodesForType(R,B){const{leavingVNodes:D}=R;let F=D.get(B.type);return F||(F=Object.create(null),D.set(B.type,F)),F}function resolveTransitionHooks(R,B,D,F){const{appear:G,mode:W,persisted:q=!1,onBeforeEnter:U,onEnter:Y,onAfterEnter:Q,onEnterCancelled:K,onBeforeLeave:Z,onLeave:J,onAfterLeave:te,onLeaveCancelled:ie,onBeforeAppear:se,onAppear:re,onAfterAppear:ae,onAppearCancelled:le}=B,ce=String(R.key),fe=getLeavingNodesForType(D,R),de=(he,pe)=>{he&&callWithAsyncErrorHandling(he,F,9,pe)},me={mode:W,persisted:q,beforeEnter(he){let pe=U;if(!D.isMounted)if(G)pe=se||U;else return;he._leaveCb&&he._leaveCb(!0);const be=fe[ce];be&&isSameVNodeType(R,be)&&be.el._leaveCb&&be.el._leaveCb(),de(pe,[he])},enter(he){let pe=Y,be=Q,Se=K;if(!D.isMounted)if(G)pe=re||Y,be=ae||Q,Se=le||K;else return;let ve=!1;const xe=he._enterCb=Ee=>{ve||(ve=!0,Ee?de(Se,[he]):de(be,[he]),me.delayedLeave&&me.delayedLeave(),he._enterCb=void 0)};pe?(pe(he,xe),pe.length<=1&&xe()):xe()},leave(he,pe){const be=String(R.key);if(he._enterCb&&he._enterCb(!0),D.isUnmounting)return pe();de(Z,[he]);let Se=!1;const ve=he._leaveCb=xe=>{Se||(Se=!0,pe(),xe?de(ie,[he]):de(te,[he]),he._leaveCb=void 0,fe[be]===R&&delete fe[be])};fe[be]=R,J?(J(he,ve),J.length<=1&&ve()):ve()},clone(he){return resolveTransitionHooks(he,B,D,F)}};return me}function emptyPlaceholder(R){if(isKeepAlive(R))return R=cloneVNode(R),R.children=null,R}function getKeepAliveChild(R){return isKeepAlive(R)?R.children?R.children[0]:void 0:R}function setTransitionHooks(R,B){R.shapeFlag&6&&R.component?setTransitionHooks(R.component.subTree,B):R.shapeFlag&128?(R.ssContent.transition=B.clone(R.ssContent),R.ssFallback.transition=B.clone(R.ssFallback)):R.transition=B}function getTransitionRawChildren(R,B=!1,D){let F=[],G=0;for(let W=0;W<R.length;W++){let q=R[W];const U=D==null?q.key:String(D)+String(q.key!=null?q.key:W);q.type===Fragment?(q.patchFlag&128&&G++,F=F.concat(getTransitionRawChildren(q.children,B,U))):(B||q.type!==Comment)&&F.push(U!=null?cloneVNode(q,{key:U}):q)}if(G>1)for(let W=0;W<F.length;W++)F[W].patchFlag=-2;return F}function defineComponent(R){return isFunction$4(R)?{setup:R,name:R.name}:R}const isAsyncWrapper=R=>!!R.type.__asyncLoader,isKeepAlive=R=>R.type.__isKeepAlive;function onActivated(R,B){registerKeepAliveHook(R,"a",B)}function onDeactivated(R,B){registerKeepAliveHook(R,"da",B)}function registerKeepAliveHook(R,B,D=currentInstance){const F=R.__wdc||(R.__wdc=()=>{let G=D;for(;G;){if(G.isDeactivated)return;G=G.parent}return R()});if(injectHook(B,F,D),D){let G=D.parent;for(;G&&G.parent;)isKeepAlive(G.parent.vnode)&&injectToKeepAliveRoot(F,B,D,G),G=G.parent}}function injectToKeepAliveRoot(R,B,D,F){const G=injectHook(B,R,F,!0);onUnmounted(()=>{remove$7(F[B],G)},D)}function injectHook(R,B,D=currentInstance,F=!1){if(D){const G=D[R]||(D[R]=[]),W=B.__weh||(B.__weh=(...q)=>{if(D.isUnmounted)return;pauseTracking(),setCurrentInstance(D);const U=callWithAsyncErrorHandling(B,D,R,q);return unsetCurrentInstance(),resetTracking(),U});return F?G.unshift(W):G.push(W),W}}const createHook=R=>(B,D=currentInstance)=>(!isInSSRComponentSetup||R==="sp")&&injectHook(R,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(R,B=currentInstance){injectHook("ec",R,B)}let shouldCacheAccess=!0;function applyOptions(R){const B=resolveMergedOptions(R),D=R.proxy,F=R.ctx;shouldCacheAccess=!1,B.beforeCreate&&callHook$1(B.beforeCreate,R,"bc");const{data:G,computed:W,methods:q,watch:U,provide:Y,inject:Q,created:K,beforeMount:Z,mounted:J,beforeUpdate:te,updated:ie,activated:se,deactivated:re,beforeDestroy:ae,beforeUnmount:le,destroyed:ce,unmounted:fe,render:de,renderTracked:me,renderTriggered:he,errorCaptured:pe,serverPrefetch:be,expose:Se,inheritAttrs:ve,components:xe,directives:Ee,filters:ge}=B;if(Q&&resolveInjections(Q,F,null,R.appContext.config.unwrapInjectedRef),q)for(const Me in q){const Pe=q[Me];isFunction$4(Pe)&&(F[Me]=Pe.bind(D))}if(G){const Me=G.call(D,D);isObject$4(Me)&&(R.data=reactive(Me))}if(shouldCacheAccess=!0,W)for(const Me in W){const Pe=W[Me],Ce=isFunction$4(Pe)?Pe.bind(D,D):isFunction$4(Pe.get)?Pe.get.bind(D,D):NOOP,De=!isFunction$4(Pe)&&isFunction$4(Pe.set)?Pe.set.bind(D):NOOP,Ne=computed({get:Ce,set:De});Object.defineProperty(F,Me,{enumerable:!0,configurable:!0,get:()=>Ne.value,set:Ie=>Ne.value=Ie})}if(U)for(const Me in U)createWatcher(U[Me],F,D,Me);if(Y){const Me=isFunction$4(Y)?Y.call(D):Y;Reflect.ownKeys(Me).forEach(Pe=>{provide(Pe,Me[Pe])})}K&&callHook$1(K,R,"c");function Le(Me,Pe){isArray$5(Pe)?Pe.forEach(Ce=>Me(Ce.bind(D))):Pe&&Me(Pe.bind(D))}if(Le(onBeforeMount,Z),Le(onMounted,J),Le(onBeforeUpdate,te),Le(onUpdated,ie),Le(onActivated,se),Le(onDeactivated,re),Le(onErrorCaptured,pe),Le(onRenderTracked,me),Le(onRenderTriggered,he),Le(onBeforeUnmount,le),Le(onUnmounted,fe),Le(onServerPrefetch,be),isArray$5(Se))if(Se.length){const Me=R.exposed||(R.exposed={});Se.forEach(Pe=>{Object.defineProperty(Me,Pe,{get:()=>D[Pe],set:Ce=>D[Pe]=Ce})})}else R.exposed||(R.exposed={});de&&R.render===NOOP&&(R.render=de),ve!=null&&(R.inheritAttrs=ve),xe&&(R.components=xe),Ee&&(R.directives=Ee)}function resolveInjections(R,B,D=NOOP,F=!1){isArray$5(R)&&(R=normalizeInject(R));for(const G in R){const W=R[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)&&F?Object.defineProperty(B,G,{enumerable:!0,configurable:!0,get:()=>q.value,set:U=>q.value=U}):B[G]=q}}function callHook$1(R,B,D){callWithAsyncErrorHandling(isArray$5(R)?R.map(F=>F.bind(B.proxy)):R.bind(B.proxy),B,D)}function createWatcher(R,B,D,F){const G=F.includes(".")?createPathGetter(D,F):()=>D[F];if(isString(R)){const W=B[R];isFunction$4(W)&&watch(G,W)}else if(isFunction$4(R))watch(G,R.bind(D));else if(isObject$4(R))if(isArray$5(R))R.forEach(W=>createWatcher(W,B,D,F));else{const W=isFunction$4(R.handler)?R.handler.bind(D):B[R.handler];isFunction$4(W)&&watch(G,W,R)}}function resolveMergedOptions(R){const B=R.type,{mixins:D,extends:F}=B,{mixins:G,optionsCache:W,config:{optionMergeStrategies:q}}=R.appContext,U=W.get(B);let Y;return U?Y=U:!G.length&&!D&&!F?Y=B:(Y={},G.length&&G.forEach(Q=>mergeOptions$1(Y,Q,q,!0)),mergeOptions$1(Y,B,q)),W.set(B,Y),Y}function mergeOptions$1(R,B,D,F=!1){const{mixins:G,extends:W}=B;W&&mergeOptions$1(R,W,D,!0),G&&G.forEach(q=>mergeOptions$1(R,q,D,!0));for(const q in B)if(!(F&&q==="expose")){const U=internalOptionMergeStrats[q]||D&&D[q];R[q]=U?U(R[q],B[q]):B[q]}return R}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(R,B){return B?R?function(){return extend$3(isFunction$4(R)?R.call(this,this):R,isFunction$4(B)?B.call(this,this):B)}:B:R}function mergeInject(R,B){return mergeObjectOptions(normalizeInject(R),normalizeInject(B))}function normalizeInject(R){if(isArray$5(R)){const B={};for(let D=0;D<R.length;D++)B[R[D]]=R[D];return B}return R}function mergeAsArray(R,B){return R?[...new Set([].concat(R,B))]:B}function mergeObjectOptions(R,B){return R?extend$3(extend$3(Object.create(null),R),B):B}function mergeWatchOptions(R,B){if(!R)return B;if(!B)return R;const D=extend$3(Object.create(null),R);for(const F in B)D[F]=mergeAsArray(R[F],B[F]);return D}function initProps(R,B,D,F=!1){const G={},W={};def(W,InternalObjectKey,1),R.propsDefaults=Object.create(null),setFullProps(R,B,G,W);for(const q in R.propsOptions[0])q in G||(G[q]=void 0);D?R.props=F?G:shallowReactive(G):R.type.props?R.props=G:R.props=W,R.attrs=W}function updateProps(R,B,D,F){const{props:G,attrs:W,vnode:{patchFlag:q}}=R,U=toRaw(G),[Y]=R.propsOptions;let Q=!1;if((F||q>0)&&!(q&16)){if(q&8){const K=R.vnode.dynamicProps;for(let Z=0;Z<K.length;Z++){let J=K[Z];if(isEmitListener(R.emitsOptions,J))continue;const te=B[J];if(Y)if(hasOwn(W,J))te!==W[J]&&(W[J]=te,Q=!0);else{const ie=camelize$1(J);G[ie]=resolvePropValue(Y,U,ie,te,R,!1)}else te!==W[J]&&(W[J]=te,Q=!0)}}}else{setFullProps(R,B,G,W)&&(Q=!0);let 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traverseStaticChildren(R,B,D=!1){const F=R.children,G=B.children;if(isArray$5(F)&&isArray$5(G))for(let W=0;W<F.length;W++){const q=F[W];let U=G[W];U.shapeFlag&1&&!U.dynamicChildren&&((U.patchFlag<=0||U.patchFlag===32)&&(U=G[W]=cloneIfMounted(G[W]),U.el=q.el),D||traverseStaticChildren(q,U))}}function getSequence(R){const B=R.slice(),D=[0];let F,G,W,q,U;const Y=R.length;for(F=0;F<Y;F++){const Q=R[F];if(Q!==0){if(G=D[D.length-1],R[G]<Q){B[F]=G,D.push(F);continue}for(W=0,q=D.length-1;W<q;)U=W+q>>1,R[D[U]]<Q?W=U+1:q=U;Q<R[D[W]]&&(W>0&&(B[F]=D[W-1]),D[W]=F)}}for(W=D.length,q=D[W-1];W-- >0;)D[W]=q,q=B[q];return D}const isTeleport=R=>R.__isTeleport,isTeleportDisabled=R=>R&&(R.disabled||R.disabled===""),isTargetSVG=R=>typeof SVGElement!="undefined"&&R instanceof SVGElement,resolveTarget=(R,B)=>{const D=R&&R.to;return isString(D)?B?B(D):null:D},TeleportImpl={__isTeleport:!0,process(R,B,D,F,G,W,q,U,Y,Q){const{mc:K,pc:Z,pbc:J,o:{insert:te,querySelector:ie,createText:se,createComment:re}}=Q,ae=isTeleportDisabled(B.props);let{shapeFlag:le,children:ce,dynamicChildren:fe}=B;if(R==null){const de=B.el=se(""),me=B.anchor=se("");te(de,D,F),te(me,D,F);const he=B.target=resolveTarget(B.props,ie),pe=B.targetAnchor=se("");he&&(te(pe,he),q=q||isTargetSVG(he));const be=(Se,ve)=>{le&16&&K(ce,Se,ve,G,W,q,U,Y)};ae?be(D,me):he&&be(he,pe)}else{B.el=R.el;const de=B.anchor=R.anchor,me=B.target=R.target,he=B.targetAnchor=R.targetAnchor,pe=isTeleportDisabled(R.props),be=pe?D:me,Se=pe?de:he;if(q=q||isTargetSVG(me),fe?(J(R.dynamicChildren,fe,be,G,W,q,U),traverseStaticChildren(R,B,!0)):Y||Z(R,B,be,Se,G,W,q,U,!1),ae)pe||moveTeleport(B,D,de,Q,1);else if((B.props&&B.props.to)!==(R.props&&R.props.to)){const ve=B.target=resolveTarget(B.props,ie);ve&&moveTeleport(B,ve,null,Q,0)}else 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Teleport=TeleportImpl,COMPONENTS="components",DIRECTIVES="directives";function resolveComponent(R,B){return resolveAsset(COMPONENTS,R,!0,B)||R}const NULL_DYNAMIC_COMPONENT=Symbol();function resolveDirective(R){return resolveAsset(DIRECTIVES,R)}function resolveAsset(R,B,D=!0,F=!1){const G=currentRenderingInstance||currentInstance;if(G){const W=G.type;if(R===COMPONENTS){const U=getComponentName(W);if(U&&(U===B||U===camelize$1(B)||U===capitalize(camelize$1(B))))return W}const q=resolve(G[R]||W[R],B)||resolve(G.appContext[R],B);return!q&&F?W:q}}function resolve(R,B){return R&&(R[B]||R[camelize$1(B)]||R[capitalize(camelize$1(B))])}const Fragment=Symbol(void 0),Text=Symbol(void 0),Comment=Symbol(void 0),Static=Symbol(void 0),blockStack=[];let currentBlock=null;function openBlock(R=!1){blockStack.push(currentBlock=R?null:[])}function closeBlock(){blockStack.pop(),currentBlock=blockStack[blockStack.length-1]||null}let isBlockTreeEnabled=1;function setBlockTracking(R){isBlockTreeEnabled+=R}function setupBlock(R){return R.dynamicChildren=isBlockTreeEnabled>0?currentBlock||EMPTY_ARR:null,closeBlock(),isBlockTreeEnabled>0&&currentBlock&&currentBlock.push(R),R}function createElementBlock(R,B,D,F,G,W){return setupBlock(createBaseVNode(R,B,D,F,G,W,!0))}function isVNode(R){return R?R.__v_isVNode===!0:!1}function isSameVNodeType(R,B){return R.type===B.type&&R.key===B.key}const InternalObjectKey="__vInternal",normalizeKey=({key:R})=>R!=null?R:null,normalizeRef=({ref:R,ref_key:B,ref_for:D})=>R!=null?isString(R)||isRef(R)||isFunction$4(R)?{i:currentRenderingInstance,r:R,k:B,f:!!D}:R:null;function createBaseVNode(R,B=null,D=null,F=0,G=null,W=R===Fragment?0:1,q=!1,U=!1){const Y={__v_isVNode:!0,__v_skip:!0,type:R,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:F,dynamicProps:G,dynamicChildren:null,appContext:null};return U?(normalizeChildren(Y,D),W&128&&R.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(R,B=null,D=null,F=0,G=null,W=!1){if((!R||R===NULL_DYNAMIC_COMPONENT)&&(R=Comment),isVNode(R)){const U=cloneVNode(R,B,!0);return D&&normalizeChildren(U,D),U}if(isClassComponent(R)&&(R=R.__vccOpts),B){B=guardReactiveProps(B);let{class:U,style:Y}=B;U&&!isString(U)&&(B.class=normalizeClass(U)),isObject$4(Y)&&(isProxy(Y)&&!isArray$5(Y)&&(Y=extend$3({},Y)),B.style=normalizeStyle(Y))}const q=isString(R)?1:isSuspense(R)?128:isTeleport(R)?64:isObject$4(R)?4:isFunction$4(R)?2:0;return createBaseVNode(R,B,D,F,G,q,W,!0)}function guardReactiveProps(R){return R?isProxy(R)||InternalObjectKey in R?extend$3({},R):R:null}function cloneVNode(R,B,D=!1){const{props:F,ref:G,patchFlag:W,children:q}=R,U=B?mergeProps(F||{},B):F;return{__v_isVNode:!0,__v_skip:!0,type:R.type,props:U,key:U&&normalizeKey(U),ref:B&&B.ref?D&&G?isArray$5(G)?G.concat(normalizeRef(B)):[G,normalizeRef(B)]:normalizeRef(B):G,scopeId:R.scopeId,slotScopeIds:R.slotScopeIds,children:q,target:R.target,targetAnchor:R.targetAnchor,staticCount:R.staticCount,shapeFlag:R.shapeFlag,patchFlag:B&&R.type!==Fragment?W===-1?16:W|16:W,dynamicProps:R.dynamicProps,dynamicChildren:R.dynamicChildren,appContext:R.appContext,dirs:R.dirs,transition:R.transition,component:R.component,suspense:R.suspense,ssContent:R.ssContent&&cloneVNode(R.ssContent),ssFallback:R.ssFallback&&cloneVNode(R.ssFallback),el:R.el,anchor:R.anchor}}function createTextVNode(R=" ",B=0){return createVNode(Text,null,R,B)}function normalizeVNode(R){return R==null||typeof R=="boolean"?createVNode(Comment):isArray$5(R)?createVNode(Fragment,null,R.slice()):typeof R=="object"?cloneIfMounted(R):createVNode(Text,null,String(R))}function cloneIfMounted(R){return R.el===null||R.memo?R:cloneVNode(R)}function normalizeChildren(R,B){let D=0;const{shapeFlag:F}=R;if(B==null)B=null;else if(isArray$5(B))D=16;else if(typeof B=="object")if(F&65){const G=B.default;G&&(G._c&&(G._d=!1),normalizeChildren(R,G()),G._c&&(G._d=!0));return}else{D=32;const G=B._;!G&&!(InternalObjectKey in B)?B._ctx=currentRenderingInstance:G===3&&currentRenderingInstance&&(currentRenderingInstance.slots._===1?B._=1:(B._=2,R.patchFlag|=1024))}else isFunction$4(B)?(B={default:B,_ctx:currentRenderingInstance},D=32):(B=String(B),F&64?(D=16,B=[createTextVNode(B)]):D=8);R.children=B,R.shapeFlag|=D}function mergeProps(...R){const B={};for(let D=0;D<R.length;D++){const F=R[D];for(const G in F)if(G==="class")B.class!==F.class&&(B.class=normalizeClass([B.class,F.class]));else if(G==="style")B.style=normalizeStyle([B.style,F.style]);else if(isOn(G)){const W=B[G],q=F[G];q&&W!==q&&!(isArray$5(W)&&W.includes(q))&&(B[G]=W?[].concat(W,q):q)}else G!==""&&(B[G]=F[G])}return B}function invokeVNodeHook(R,B,D,F=null){callWithAsyncErrorHandling(R,B,7,[D,F])}const getPublicInstance=R=>R?isStatefulComponent(R)?getExposeProxy(R)||R.proxy:getPublicInstance(R.parent):null,publicPropertiesMap=extend$3(Object.create(null),{$:R=>R,$el:R=>R.vnode.el,$data:R=>R.data,$props:R=>R.props,$attrs:R=>R.attrs,$slots:R=>R.slots,$refs:R=>R.refs,$parent:R=>getPublicInstance(R.parent),$root:R=>getPublicInstance(R.root),$emit:R=>R.emit,$options:R=>resolveMergedOptions(R),$forceUpdate:R=>()=>queueJob(R.update),$nextTick:R=>nextTick.bind(R.proxy),$watch:R=>instanceWatch.bind(R)}),PublicInstanceProxyHandlers={get({_:R},B){const{ctx:D,setupState:F,data:G,props:W,accessCache:q,type:U,appContext:Y}=R;let Q;if(B[0]!=="$"){const te=q[B];if(te!==void 0)switch(te){case 1:return F[B];case 2:return G[B];case 4:return D[B];case 3:return W[B]}else{if(F!==EMPTY_OBJ&&hasOwn(F,B))return q[B]=1,F[B];if(G!==EMPTY_OBJ&&hasOwn(G,B))return q[B]=2,G[B];if((Q=R.propsOptions[0])&&hasOwn(Q,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 K=publicPropertiesMap[B];let Z,J;if(K)return B==="$attrs"&&track(R,"get",B),K(R);if((Z=U.__cssModules)&&(Z=Z[B]))return Z;if(D!==EMPTY_OBJ&&hasOwn(D,B))return q[B]=4,D[B];if(J=Y.config.globalProperties,hasOwn(J,B))return J[B]},set({_:R},B,D){const{data:F,setupState:G,ctx:W}=R;return G!==EMPTY_OBJ&&hasOwn(G,B)?(G[B]=D,!0):F!==EMPTY_OBJ&&hasOwn(F,B)?(F[B]=D,!0):hasOwn(R.props,B)||B[0]==="$"&&B.slice(1)in R?!1:(W[B]=D,!0)},has({_:{data:R,setupState:B,accessCache:D,ctx:F,appContext:G,propsOptions:W}},q){let U;return!!D[q]||R!==EMPTY_OBJ&&hasOwn(R,q)||B!==EMPTY_OBJ&&hasOwn(B,q)||(U=W[0])&&hasOwn(U,q)||hasOwn(F,q)||hasOwn(publicPropertiesMap,q)||hasOwn(G.config.globalProperties,q)},defineProperty(R,B,D){return D.get!=null?R._.accessCache[B]=0:hasOwn(D,"value")&&this.set(R,B,D.value,null),Reflect.defineProperty(R,B,D)}},emptyAppContext=createAppContext();let uid$1=0;function createComponentInstance(R,B,D){const F=R.type,G=(B?B.appContext:R.appContext)||emptyAppContext,W={uid:uid$1++,vnode:R,type:F,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(F,G),emitsOptions:normalizeEmitsOptions(F,G),emit:null,emitted:null,propsDefaults:EMPTY_OBJ,inheritAttrs:F.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),R.ce&&R.ce(W),W}let currentInstance=null;const getCurrentInstance=()=>currentInstance||currentRenderingInstance,setCurrentInstance=R=>{currentInstance=R,R.scope.on()},unsetCurrentInstance=()=>{currentInstance&&currentInstance.scope.off(),currentInstance=null};function isStatefulComponent(R){return R.vnode.shapeFlag&4}let isInSSRComponentSetup=!1;function setupComponent(R,B=!1){isInSSRComponentSetup=B;const{props:D,children:F}=R.vnode,G=isStatefulComponent(R);initProps(R,D,G,B),initSlots(R,F);const W=G?setupStatefulComponent(R,B):void 0;return isInSSRComponentSetup=!1,W}function setupStatefulComponent(R,B){const D=R.type;R.accessCache=Object.create(null),R.proxy=markRaw(new Proxy(R.ctx,PublicInstanceProxyHandlers));const{setup:F}=D;if(F){const G=R.setupContext=F.length>1?createSetupContext(R):null;setCurrentInstance(R),pauseTracking();const W=callWithErrorHandling(F,R,0,[R.props,G]);if(resetTracking(),unsetCurrentInstance(),isPromise$1(W)){if(W.then(unsetCurrentInstance,unsetCurrentInstance),B)return 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B;if(optionsModifierRE.test(R)){B={};let D;for(;D=R.match(optionsModifierRE);)R=R.slice(0,R.length-D[0].length),B[D[0].toLowerCase()]=!0}return[hyphenate(R.slice(2)),B]}function createInvoker(R,B){const D=F=>{const G=F.timeStamp||_getNow();(skipTimestampCheck||G>=D.attached-1)&&callWithAsyncErrorHandling(patchStopImmediatePropagation(F,D.value),B,5,[F])};return D.value=R,D.attached=getNow(),D}function patchStopImmediatePropagation(R,B){if(isArray$5(B)){const D=R.stopImmediatePropagation;return R.stopImmediatePropagation=()=>{D.call(R),R._stopped=!0},B.map(F=>G=>!G._stopped&&F&&F(G))}else return B}const nativeOnRE=/^on[a-z]/,patchProp=(R,B,D,F,G=!1,W,q,U,Y)=>{B==="class"?patchClass(R,F,G):B==="style"?patchStyle(R,D,F):isOn(B)?isModelListener(B)||patchEvent(R,B,D,F,q):(B[0]==="."?(B=B.slice(1),!0):B[0]==="^"?(B=B.slice(1),!1):shouldSetAsProp(R,B,F,G))?patchDOMProp(R,B,F,W,q,U,Y):(B==="true-value"?R._trueValue=F:B==="false-value"&&(R._falseValue=F),patchAttr(R,B,F,G))};function shouldSetAsProp(R,B,D,F){return F?!!(B==="innerHTML"||B==="textContent"||B in R&&nativeOnRE.test(B)&&isFunction$4(D)):B==="spellcheck"||B==="draggable"||B==="translate"||B==="form"||B==="list"&&R.tagName==="INPUT"||B==="type"&&R.tagName==="TEXTAREA"||nativeOnRE.test(B)&&isString(D)?!1:B in R}const TRANSITION="transition",ANIMATION="animation",Transition=(R,{slots:B})=>h$b(BaseTransition,resolveTransitionProps(R),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=(R,B=[])=>{isArray$5(R)?R.forEach(D=>D(...B)):R&&R(...B)},hasExplicitCallback=R=>R?isArray$5(R)?R.some(B=>B.length>1):R.length>1:!1;function resolveTransitionProps(R){const B={};for(const xe in R)xe in DOMTransitionPropsValidators||(B[xe]=R[xe]);if(R.css===!1)return B;const{name:D="v",type:F,duration:G,enterFromClass:W=`${D}-enter-from`,enterActiveClass:q=`${D}-enter-active`,enterToClass:U=`${D}-enter-to`,appearFromClass:Y=W,appearActiveClass:Q=q,appearToClass:K=U,leaveFromClass:Z=`${D}-leave-from`,leaveActiveClass:J=`${D}-leave-active`,leaveToClass:te=`${D}-leave-to`}=R,ie=normalizeDuration(G),se=ie&&ie[0],re=ie&&ie[1],{onBeforeEnter:ae,onEnter:le,onEnterCancelled:ce,onLeave:fe,onLeaveCancelled:de,onBeforeAppear:me=ae,onAppear:he=le,onAppearCancelled:pe=ce}=B,be=(xe,Ee,ge)=>{removeTransitionClass(xe,Ee?K:U),removeTransitionClass(xe,Ee?Q:q),ge&&ge()},Se=(xe,Ee)=>{removeTransitionClass(xe,te),removeTransitionClass(xe,J),Ee&&Ee()},ve=xe=>(Ee,ge)=>{const we=xe?he:le,Le=()=>be(Ee,xe,ge);callHook(we,[Ee,Le]),nextFrame(()=>{removeTransitionClass(Ee,xe?Y:W),addTransitionClass(Ee,xe?K:U),hasExplicitCallback(we)||whenTransitionEnds(Ee,F,se,Le)})};return extend$3(B,{onBeforeEnter(xe){callHook(ae,[xe]),addTransitionClass(xe,W),addTransitionClass(xe,q)},onBeforeAppear(xe){callHook(me,[xe]),addTransitionClass(xe,Y),addTransitionClass(xe,Q)},onEnter:ve(!1),onAppear:ve(!0),onLeave(xe,Ee){const ge=()=>Se(xe,Ee);addTransitionClass(xe,Z),forceReflow(),addTransitionClass(xe,J),nextFrame(()=>{removeTransitionClass(xe,Z),addTransitionClass(xe,te),hasExplicitCallback(fe)||whenTransitionEnds(xe,F,re,ge)}),callHook(fe,[xe,ge])},onEnterCancelled(xe){be(xe,!1),callHook(ce,[xe])},onAppearCancelled(xe){be(xe,!0),callHook(pe,[xe])},onLeaveCancelled(xe){Se(xe),callHook(de,[xe])}})}function normalizeDuration(R){if(R==null)return null;if(isObject$4(R))return[NumberOf(R.enter),NumberOf(R.leave)];{const B=NumberOf(R);return[B,B]}}function NumberOf(R){return toNumber(R)}function addTransitionClass(R,B){B.split(/\s+/).forEach(D=>D&&R.classList.add(D)),(R._vtc||(R._vtc=new Set)).add(B)}function removeTransitionClass(R,B){B.split(/\s+/).forEach(F=>F&&R.classList.remove(F));const{_vtc:D}=R;D&&(D.delete(B),D.size||(R._vtc=void 0))}function nextFrame(R){requestAnimationFrame(()=>{requestAnimationFrame(R)})}let endId=0;function whenTransitionEnds(R,B,D,F){const G=R._endId=++endId,W=()=>{G===R._endId&&F()};if(D)return setTimeout(W,D);const{type:q,timeout:U,propCount:Y}=getTransitionInfo(R,B);if(!q)return F();const Q=q+"end";let K=0;const Z=()=>{R.removeEventListener(Q,J),W()},J=te=>{te.target===R&&++K>=Y&&Z()};setTimeout(()=>{K<Y&&Z()},U+1),R.addEventListener(Q,J)}function getTransitionInfo(R,B){const D=window.getComputedStyle(R),F=ie=>(D[ie]||"").split(", "),G=F(TRANSITION+"Delay"),W=F(TRANSITION+"Duration"),q=getTimeout(G,W),U=F(ANIMATION+"Delay"),Y=F(ANIMATION+"Duration"),Q=getTimeout(U,Y);let K=null,Z=0,J=0;B===TRANSITION?q>0&&(K=TRANSITION,Z=q,J=W.length):B===ANIMATION?Q>0&&(K=ANIMATION,Z=Q,J=Y.length):(Z=Math.max(q,Q),K=Z>0?q>Q?TRANSITION:ANIMATION:null,J=K?K===TRANSITION?W.length:Y.length:0);const te=K===TRANSITION&&/\b(transform|all)(,|$)/.test(D[TRANSITION+"Property"]);return{type:K,timeout:Z,propCount:J,hasTransform:te}}function getTimeout(R,B){for(;R.length<B.length;)R=R.concat(R);return Math.max(...B.map((D,F)=>toMs(D)+toMs(R[F])))}function toMs(R){return Number(R.slice(0,-1).replace(",","."))*1e3}function forceReflow(){return document.body.offsetHeight}const positionMap=new WeakMap,newPositionMap=new WeakMap,TransitionGroupImpl={name:"TransitionGroup",props:extend$3({},TransitionPropsValidators,{tag:String,moveClass:String}),setup(R,{slots:B}){const D=getCurrentInstance(),F=useTransitionState();let G,W;return onUpdated(()=>{if(!G.length)return;const q=R.moveClass||`${R.name||"v"}-move`;if(!hasCSSTransform(G[0].el,D.vnode.el,q))return;G.forEach(callPendingCbs),G.forEach(recordPosition);const U=G.filter(applyTranslation);forceReflow(),U.forEach(Y=>{const Q=Y.el,K=Q.style;addTransitionClass(Q,q),K.transform=K.webkitTransform=K.transitionDuration="";const Z=Q._moveCb=J=>{J&&J.target!==Q||(!J||/transform$/.test(J.propertyName))&&(Q.removeEventListener("transitionend",Z),Q._moveCb=null,removeTransitionClass(Q,q))};Q.addEventListener("transitionend",Z)})}),()=>{const q=toRaw(R),U=resolveTransitionProps(q);let Y=q.tag||Fragment;G=W,W=B.default?getTransitionRawChildren(B.default()):[];for(let Q=0;Q<W.length;Q++){const K=W[Q];K.key!=null&&setTransitionHooks(K,resolveTransitionHooks(K,U,F,D))}if(G)for(let Q=0;Q<G.length;Q++){const K=G[Q];setTransitionHooks(K,resolveTransitionHooks(K,U,F,D)),positionMap.set(K,K.el.getBoundingClientRect())}return createVNode(Y,null,W)}}},TransitionGroup=TransitionGroupImpl;function callPendingCbs(R){const B=R.el;B._moveCb&&B._moveCb(),B._enterCb&&B._enterCb()}function recordPosition(R){newPositionMap.set(R,R.el.getBoundingClientRect())}function applyTranslation(R){const B=positionMap.get(R),D=newPositionMap.get(R),F=B.left-D.left,G=B.top-D.top;if(F||G){const W=R.el.style;return W.transform=W.webkitTransform=`translate(${F}px,${G}px)`,W.transitionDuration="0s",R}}function hasCSSTransform(R,B,D){const F=R.cloneNode();R._vtc&&R._vtc.forEach(q=>{q.split(/\s+/).forEach(U=>U&&F.classList.remove(U))}),D.split(/\s+/).forEach(q=>q&&F.classList.add(q)),F.style.display="none";const G=B.nodeType===1?B:B.parentNode;G.appendChild(F);const{hasTransform:W}=getTransitionInfo(F);return G.removeChild(F),W}const vShow={beforeMount(R,{value:B},{transition:D}){R._vod=R.style.display==="none"?"":R.style.display,D&&B?D.beforeEnter(R):setDisplay(R,B)},mounted(R,{value:B},{transition:D}){D&&B&&D.enter(R)},updated(R,{value:B,oldValue:D},{transition:F}){!B!=!D&&(F?B?(F.beforeEnter(R),setDisplay(R,!0),F.enter(R)):F.leave(R,()=>{setDisplay(R,!1)}):setDisplay(R,B))},beforeUnmount(R,{value:B}){setDisplay(R,B)}};function setDisplay(R,B){R.style.display=B?R._vod:"none"}const rendererOptions=extend$3({patchProp},nodeOps);let renderer;function ensureRenderer(){return renderer||(renderer=createRenderer(rendererOptions))}const createApp=(...R)=>{const B=ensureRenderer().createApp(...R),{mount:D}=B;return B.mount=F=>{const G=normalizeContainer(F);if(!G)return;const W=B._component;!isFunction$4(W)&&!W.render&&!W.template&&(W.template=G.innerHTML),G.innerHTML="";const q=D(G,!1,G instanceof SVGElement);return G instanceof Element&&(G.removeAttribute("v-cloak"),G.setAttribute("data-v-app","")),q},B};function 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createVNode("div",{class:bem$x("icon")},[D.icon()]);if(R.icon)return createVNode(Icon,{name:R.icon,class:bem$x("icon"),classPrefix:R.iconPrefix},null)},q=()=>{var Q;if(R.loading?Q=R.loadingText:Q=D.default?D.default():R.text,Q)return createVNode("span",{class:bem$x("text")},[Q])},U=()=>{var{color:Q,plain:K}=R;if(Q){var Z={color:K?Q:"white"};return K||(Z.background=Q),Q.includes("gradient")?Z.border=0:Z.borderColor=Q,Z}},Y=Q=>{R.loading?Q.preventDefault():R.disabled||(B("click",Q),F())};return()=>{var{tag:Q,type:K,size:Z,block:J,round:te,plain:ie,square:se,loading:re,disabled:ae,hairline:le,nativeType:ce,iconPosition:fe}=R,de=[bem$x([K,Z,{plain:ie,block:J,round:te,square:se,loading:re,disabled:ae,hairline:le}]),{[BORDER_SURROUND]:le}];return createVNode(Q,{type:ce,class:de,style:U(),disabled:ae,onClick:Y},{default:()=>[createVNode("div",{class:bem$x("content")},[fe==="left"&&W(),q(),fe==="right"&&W()])]})}}}),Button=withInstall(_Button),[name$w,bem$w]=createNamespace("action-bar-button"),_ActionBarButton=defineComponent({name:name$w,props:extend$2({},routeProps,{type:String,text:String,icon:String,color:String,loading:Boolean,disabled:Boolean}),setup(R,{slots:B}){var D=useRoute(),{parent:F,index:G}=useParent(ACTION_BAR_KEY),W=computed(()=>{if(F){var U=F.children[G.value-1];return!(U&&"isButton"in U)}}),q=computed(()=>{if(F){var U=F.children[G.value+1];return!(U&&"isButton"in U)}});return useExpose({isButton:!0}),()=>{var{type:U,icon:Y,text:Q,color:K,loading:Z,disabled:J}=R;return createVNode(Button,{class:bem$w([U,{last:q.value,first:W.value}]),size:"large",type:U,icon:Y,color:K,loading:Z,disabled:J,onClick:D},{default:()=>[B.default?B.default():Q]})}}}),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(R,B){return R>B&&R>MIN_DISTANCE?"horizontal":B>R&&B>MIN_DISTANCE?"vertical":""}function useTouch(){var R=ref(0),B=ref(0),D=ref(0),F=ref(0),G=ref(0),W=ref(0),q=ref(""),U=()=>q.value==="vertical",Y=()=>q.value==="horizontal",Q=()=>{D.value=0,F.value=0,G.value=0,W.value=0,q.value=""},K=J=>{Q(),R.value=J.touches[0].clientX,B.value=J.touches[0].clientY},Z=J=>{var te=J.touches[0];D.value=te.clientX<0?0:te.clientX-R.value,F.value=te.clientY-B.value,G.value=Math.abs(D.value),W.value=Math.abs(F.value),q.value||(q.value=getDirection(G.value,W.value))};return{move:Z,start:K,reset:Q,startX:R,startY:B,deltaX:D,deltaY:F,offsetX:G,offsetY:W,direction:q,isVertical:U,isHorizontal:Y}}var totalLockCount=0,BODY_LOCK_CLASS="van-overflow-hidden";function useLockScroll(R,B){var D=useTouch(),F=Y=>{D.move(Y);var Q=D.deltaY.value>0?"10":"01",K=getScrollParent$1(Y.target,R.value),{scrollHeight:Z,offsetHeight:J,scrollTop:te}=K,ie="11";te===0?ie=J>=Z?"00":"01":te+J>=Z&&(ie="10"),ie!=="11"&&D.isVertical()&&!(parseInt(ie,2)&parseInt(Q,2))&&preventDefault(Y,!0)},G=()=>{document.addEventListener("touchstart",D.start),document.addEventListener("touchmove",F,{passive:!1}),totalLockCount||document.body.classList.add(BODY_LOCK_CLASS),totalLockCount++},W=()=>{totalLockCount&&(document.removeEventListener("touchstart",D.start),document.removeEventListener("touchmove",F),totalLockCount--,totalLockCount||document.body.classList.remove(BODY_LOCK_CLASS))},q=()=>{B()&&G()},U=()=>{B()&&W()};onMountedOrActivated(q),onDeactivated(U),onBeforeUnmount(U),watch(B,Y=>{Y?G():W()})}function useLazyRender(R){var B=ref(!1);return watch(R,D=>{D&&(B.value=D)},{immediate:!0}),D=>()=>B.value?D():null}var POPUP_TOGGLE_KEY=Symbol();function onPopupReopen(R){var B=inject(POPUP_TOGGLE_KEY,null);B&&watch(B,D=>{D&&R()})}var[name$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(R,{slots:B}){var D=useLazyRender(()=>R.show),F=W=>{preventDefault(W,!0)},G=D(()=>{var W=extend$2(getZIndexStyle(R.zIndex),R.customStyle);return isDef$1(R.duration)&&(W.animationDuration=R.duration+"s"),withDirectives(createVNode("div",{style:W,class:[bem$v(),R.className],onTouchmove:R.lockScroll?F:noop$3},[B.default==null?void 0:B.default()]),[[vShow,R.show]])});return()=>createVNode(Transition,{name:"van-fade"},{default:()=>[G()]})}}),Overlay=withInstall(_Overlay),[name$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(R,{emit:B,attrs:D,slots:F}){var G,W,q=ref(),U=ref(),Y=useLazyRender(()=>R.show||!R.lazyRender),Q=computed(()=>{var de={zIndex:q.value};if(isDef$1(R.duration)){var me=R.position==="center"?"animationDuration":"transitionDuration";de[me]=R.duration+"s"}return de}),K=()=>{G||(R.zIndex!==void 0&&(globalZIndex=+R.zIndex),G=!0,q.value=++globalZIndex)},Z=()=>{G&&(G=!1,B("update:show",!1))},J=de=>{B("click-overlay",de),R.closeOnClickOverlay&&Z()},te=()=>{if(R.overlay)return createVNode(Overlay,{show:R.show,class:R.overlayClass,zIndex:q.value,duration:R.duration,customStyle:R.overlayStyle,onClick:J},{default:F["overlay-content"]})},ie=de=>{B("click-close-icon",de),Z()},se=()=>{if(R.closeable)return createVNode(Icon,{role:"button",tabindex:0,name:R.closeIcon,class:bem$u("close-icon",R.closeIconPosition),classPrefix:R.iconPrefix,onClick:ie},null)},re=de=>B("click",de),ae=()=>B("opened"),le=()=>B("closed"),ce=Y(()=>{var{round:de,position:me,safeAreaInsetBottom:he}=R;return withDirectives(createVNode("div",mergeProps({ref:U,style:Q.value,class:bem$u({round:de,[me]:me,"safe-area-inset-bottom":he}),onClick:re},D),[F.default==null?void 0:F.default(),se()]),[[vShow,R.show]])}),fe=()=>{var{position:de,transition:me,transitionAppear:he}=R,pe=de==="center"?"van-fade":"van-popup-slide-"+de;return createVNode(Transition,{name:me||pe,appear:he,onAfterEnter:ae,onAfterLeave:le},{default:()=>[ce()]})};return watch(()=>R.show,de=>{de?(K(),B("open")):(Z(),B("close"))}),useExpose({popupRef:U}),useLockScroll(U,()=>R.show&&R.lockScroll),useEventListener("popstate",()=>{R.closeOnPopstate&&(Z(),W=!1)}),onMounted(()=>{R.show&&K()}),onActivated(()=>{W&&(B("update:show",!0),W=!1)}),onDeactivated(()=>{R.show&&(Z(),W=!0)}),provide(POPUP_TOGGLE_KEY,()=>R.show),()=>R.teleport?createVNode(Teleport,{to:R.teleport},{default:()=>[te(),fe()]}):createVNode(Fragment,null,[te(),fe()])}}),Popup=withInstall(_Popup);function deepClone(R){if(!isDef$1(R))return R;if(Array.isArray(R))return R.map(D=>deepClone(D));if(typeof R=="object"){var B={};return Object.keys(R).forEach(D=>{B[D]=deepClone(R[D])}),B}return R}var DEFAULT_DURATION=200,MOMENTUM_LIMIT_TIME=300,MOMENTUM_LIMIT_DISTANCE=15,[name$t,bem$t]=createNamespace("picker-column");function getElementTranslateY(R){var B=window.getComputedStyle(R),D=B.transform||B.webkitTransform,F=D.slice(7,D.length-1).split(", ")[5];return Number(F)}var PICKER_KEY=Symbol(name$t);function isOptionDisabled(R){return isObject$1(R)&&R.disabled}var Column=defineComponent({name:name$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(R,{emit:B,slots:D}){var F,G,W,q,U,Y=ref(),Q=reactive({index:R.defaultIndex,offset:0,duration:0,options:deepClone(R.initialOptions)}),K=useTouch(),Z=()=>Q.options.length,J=()=>R.itemHeight*(+R.visibleItemCount-1)/2,te=ve=>{ve=clamp(ve,0,Z());for(var xe=ve;xe<Z();xe++)if(!isOptionDisabled(Q.options[xe]))return xe;for(var Ee=ve-1;Ee>=0;Ee--)if(!isOptionDisabled(Q.options[Ee]))return Ee},ie=(ve,xe)=>{ve=te(ve)||0;var Ee=-ve*R.itemHeight,ge=()=>{ve!==Q.index&&(Q.index=ve,xe&&B("change",ve))};F&&Ee!==Q.offset?U=ge:ge(),Q.offset=Ee},se=ve=>{JSON.stringify(ve)!==JSON.stringify(Q.options)&&(Q.options=deepClone(ve),ie(R.defaultIndex))},re=ve=>{F||R.readonly||(U=null,Q.duration=DEFAULT_DURATION,ie(ve,!0))},ae=ve=>isObject$1(ve)&&R.textKey in ve?ve[R.textKey]:ve,le=ve=>clamp(Math.round(-ve/R.itemHeight),0,Z()-1),ce=(ve,xe)=>{var Ee=Math.abs(ve/xe);ve=Q.offset+Ee/.003*(ve<0?-1:1);var ge=le(ve);Q.duration=+R.swipeDuration,ie(ge,!0)},fe=()=>{F=!1,Q.duration=0,U&&(U(),U=null)},de=ve=>{if(!R.readonly){if(K.start(ve),F){var xe=getElementTranslateY(Y.value);Q.offset=Math.min(0,xe-J()),G=Q.offset}else G=Q.offset;Q.duration=0,W=Date.now(),q=G,U=null}},me=ve=>{if(!R.readonly){K.move(ve),K.isVertical()&&(F=!0,preventDefault(ve,!0)),Q.offset=clamp(G+K.deltaY.value,-(Z()*R.itemHeight),R.itemHeight);var xe=Date.now();xe-W>MOMENTUM_LIMIT_TIME&&(W=xe,q=Q.offset)}},he=()=>{if(!R.readonly){var ve=Q.offset-q,xe=Date.now()-W,Ee=xe<MOMENTUM_LIMIT_TIME&&Math.abs(ve)>MOMENTUM_LIMIT_DISTANCE;if(Ee){ce(ve,xe);return}var ge=le(Q.offset);Q.duration=DEFAULT_DURATION,ie(ge,!0),setTimeout(()=>{F=!1},0)}},pe=()=>{var ve={height:R.itemHeight+"px"};return Q.options.map((xe,Ee)=>{var ge=ae(xe),we=isOptionDisabled(xe),Le={role:"button",style:ve,tabindex:we?-1:0,class:bem$t("item",{disabled:we,selected:Ee===Q.index}),onClick:()=>re(Ee)},Me={class:"van-ellipsis",[R.allowHtml?"innerHTML":"textContent"]:ge};return createVNode("li",Le,[D.option?D.option(xe):createVNode("div",Me,null)])})},be=ve=>{for(var{options:xe}=Q,Ee=0;Ee<xe.length;Ee++)if(ae(xe[Ee])===ve)return ie(Ee)},Se=()=>Q.options[Q.index];return ie(Q.index),useParent(PICKER_KEY),useExpose({state:Q,setIndex:ie,getValue:Se,setValue:be,setOptions:se,stopMomentum:fe}),watch(()=>R.initialOptions,se),watch(()=>R.defaultIndex,ve=>{ie(ve)}),()=>{var ve={transform:"translate3d(0, "+(Q.offset+J())+"px, 0)",transitionDuration:Q.duration+"ms",transitionProperty:Q.duration?"all":"none"};return createVNode("div",{class:[bem$t(),R.className],onTouchstart:de,onTouchmove:me,onTouchend:he,onTouchcancel:he},[createVNode("ul",{ref:Y,style:ve,class:bem$t("wrapper"),onTransitionend:fe},[pe()])])}}}),[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(R,{emit:B,slots:D}){var F=ref([]),{text:G,values:W,children:q}=extend$2({text:R.valueKey,values:"values",children:"children"},R.columnsFieldNames),{children:U,linkChildren:Y}=useChildren(PICKER_KEY);Y();var Q=computed(()=>unitToPx(R.itemHeight)),K=computed(()=>{var Ce=R.columns[0];if(Ce&&typeof Ce!="string"){if(q in Ce)return"cascade";if(W in Ce)return"object"}return"plain"}),Z=()=>{for(var Ce=[],De={[q]:R.columns};De&&De[q];){for(var Ne,Ie=De[q],Ge=(Ne=De.defaultIndex)!=null?Ne:+R.defaultIndex;Ie[Ge]&&Ie[Ge].disabled;)if(Ge<Ie.length-1)Ge++;else{Ge=0;break}Ce.push({[W]:De[q],className:De.className,defaultIndex:Ge}),De=Ie[Ge]}F.value=Ce},J=()=>{var{columns:Ce}=R;K.value==="plain"?F.value=[{[W]:Ce}]:K.value==="cascade"?Z():F.value=Ce},te=()=>U.map(Ce=>Ce.state.index),ie=(Ce,De)=>{var Ne=U[Ce];Ne&&Ne.setOptions(De)},se=Ce=>{for(var De={[q]:R.columns},Ne=te(),Ie=0;Ie<=Ce;Ie++)De=De[q][Ne[Ie]];for(;De&&De[q];)Ce++,ie(Ce,De[q]),De=De[q][De.defaultIndex||0]},re=Ce=>U[Ce],ae=Ce=>{var De=re(Ce);if(De)return De.getValue()},le=(Ce,De)=>{var Ne=re(Ce);Ne&&(Ne.setValue(De),K.value==="cascade"&&se(Ce))},ce=Ce=>{var De=re(Ce);if(De)return De.state.index},fe=(Ce,De)=>{var Ne=re(Ce);Ne&&(Ne.setIndex(De),K.value==="cascade"&&se(Ce))},de=Ce=>{var De=re(Ce);if(De)return De.state.options},me=()=>U.map(Ce=>Ce.getValue()),he=Ce=>{Ce.forEach((De,Ne)=>{le(Ne,De)})},pe=Ce=>{Ce.forEach((De,Ne)=>{fe(Ne,De)})},be=Ce=>{K.value==="plain"?B(Ce,ae(0),ce(0)):B(Ce,me(),te())},Se=Ce=>{K.value==="cascade"&&se(Ce),K.value==="plain"?B("change",ae(0),ce(0)):B("change",me(),Ce)},ve=()=>{U.forEach(Ce=>Ce.stopMomentum()),be("confirm")},xe=()=>be("cancel"),Ee=()=>{if(D.title)return D.title();if(R.title)return createVNode("div",{class:[bem$s("title"),"van-ellipsis"]},[R.title])},ge=()=>{var Ce=R.cancelButtonText||t$5("cancel");return createVNode("button",{type:"button",class:bem$s("cancel"),onClick:xe},[D.cancel?D.cancel():Ce])},we=()=>{var Ce=R.confirmButtonText||t$5("confirm");return createVNode("button",{type:"button",class:bem$s("confirm"),onClick:ve},[D.confirm?D.confirm():Ce])},Le=()=>{if(R.showToolbar)return createVNode("div",{class:bem$s("toolbar")},[D.default?D.default():[ge(),Ee(),we()]])},Me=()=>F.value.map((Ce,De)=>{var Ne;return createVNode(Column,{textKey:G,readonly:R.readonly,allowHtml:R.allowHtml,className:Ce.className,itemHeight:Q.value,defaultIndex:(Ne=Ce.defaultIndex)!=null?Ne:+R.defaultIndex,swipeDuration:R.swipeDuration,initialOptions:Ce[W],visibleItemCount:R.visibleItemCount,onChange:()=>Se(De)},{option:D.option})}),Pe=()=>{var Ce=Q.value*+R.visibleItemCount,De={height:Q.value+"px"},Ne={height:Ce+"px"},Ie={backgroundSize:"100% "+(Ce-Q.value)/2+"px"};return createVNode("div",{class:bem$s("columns"),style:Ne,onTouchmove:preventDefault},[Me(),createVNode("div",{class:bem$s("mask"),style:Ie},null),createVNode("div",{class:[BORDER_UNSET_TOP_BOTTOM,bem$s("frame")],style:De},null)])};return watch(()=>R.columns,J,{immediate:!0}),useExpose({confirm:ve,getValues:me,setValues:he,getIndexes:te,setIndexes:pe,getColumnIndex:ce,setColumnIndex:fe,getColumnValue:ae,setColumnValue:le,getColumnValues:de,setColumnValues:ie}),()=>{var Ce,De;return createVNode("div",{class:bem$s()},[R.toolbarPosition==="top"?Le():null,R.loading?createVNode(Loading,{class:bem$s("loading")},null):null,(Ce=D["columns-top"])==null?void 0:Ce.call(D),Pe(),(De=D["columns-bottom"])==null?void 0:De.call(D),R.toolbarPosition==="bottom"?Le():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(R,{slots:B}){var D=useRoute(),F=()=>{var Y=B.label||isDef$1(R.label);if(Y)return createVNode("div",{class:[bem$r("label"),R.labelClass]},[B.label?B.label():R.label])},G=()=>{if(B.title||isDef$1(R.title))return createVNode("div",{class:[bem$r("title"),R.titleClass],style:R.titleStyle},[B.title?B.title():createVNode("span",null,[R.title]),F()])},W=()=>{var Y=B.default||isDef$1(R.value);if(Y){var Q=B.title||isDef$1(R.title);return createVNode("div",{class:[bem$r("value",{alone:!Q}),R.valueClass]},[B.default?B.default():createVNode("span",null,[R.value])])}},q=()=>{if(B.icon)return B.icon();if(R.icon)return createVNode(Icon,{name:R.icon,class:bem$r("left-icon"),classPrefix:R.iconPrefix},null)},U=()=>{if(B["right-icon"])return B["right-icon"]();if(R.isLink){var Y=R.arrowDirection?"arrow-"+R.arrowDirection:"arrow";return createVNode(Icon,{name:Y,class:bem$r("right-icon")},null)}};return()=>{var Y,{size:Q,center:K,border:Z,isLink:J,required:te}=R,ie=(Y=R.clickable)!=null?Y:J,se={center:K,required:te,clickable:ie,borderless:!Z};return Q&&(se[Q]=!!Q),createVNode("div",{class:bem$r(se),role:ie?"button":void 0,tabindex:ie?0:void 0,onClick:D},[q(),G(),W(),U(),B.extra==null?void 0:B.extra()])}}}),Cell=withInstall(_Cell);function isEmptyValue(R){return Array.isArray(R)?!R.length:R===0?!1:!R}function runSyncRule(R,B){return!(B.required&&isEmptyValue(R)||B.pattern&&!B.pattern.test(String(R)))}function runRuleValidator(R,B){return new Promise(D=>{var F=B.validator(R,B);if(isPromise(F))return F.then(D);D(F)})}function getRuleMessage(R,B){var{message:D}=B;return isFunction$1(D)?D(R,B):D||""}function startComposing(R){R.target.composing=!0}function endComposing(R){var{target:B}=R;B.composing&&(B.composing=!1,trigger(B,"input"))}function resizeTextarea(R,B){R.style.height="auto";var D=R.scrollHeight;if(isObject$1(B)){var{maxHeight:F,minHeight:G}=B;F!==void 0&&(D=Math.min(D,F)),G!==void 0&&(D=Math.max(D,G))}D&&(R.style.height=D+"px")}function mapInputType(R){return R==="number"?{type:"text",inputmode:"decimal"}:R==="digit"?{type:"tel",inputmode:"numeric"}:{type:R}}var FORM_KEY=Symbol("van-form"),FIELD_KEY=Symbol("van-field");function useLinkField(R){var B=inject(FIELD_KEY,null);B&&!B.childFieldValue.value&&(B.childFieldValue.value=R,watch(R,()=>{B.resetValidation(),B.validateWithTrigger("onChange")}))}var[name$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(R,{emit:B,slots:D}){var F=reactive({focused:!1,validateFailed:!1,validateMessage:""}),G=ref(),W=ref(),{parent:q}=useParent(FORM_KEY),U=()=>{var De;return String((De=R.modelValue)!=null?De:"")},Y=De=>{if(isDef$1(R[De]))return R[De];if(q&&isDef$1(q.props[De]))return q.props[De]},Q=computed(()=>{var De=Y("readonly");if(R.clearable&&!De){var Ne=U()!=="",Ie=R.clearTrigger==="always"||R.clearTrigger==="focus"&&F.focused;return Ne&&Ie}return!1}),K=computed(()=>W.value&&D.input?W.value():R.modelValue),Z=De=>De.reduce((Ne,Ie)=>Ne.then(()=>{if(!F.validateFailed){var{value:Ge}=K;if(Ie.formatter&&(Ge=Ie.formatter(Ge,Ie)),!runSyncRule(Ge,Ie)){F.validateFailed=!0,F.validateMessage=getRuleMessage(Ge,Ie);return}if(Ie.validator)return runRuleValidator(Ge,Ie).then(ze=>{ze&&typeof ze=="string"?(F.validateFailed=!0,F.validateMessage=ze):ze===!1&&(F.validateFailed=!0,F.validateMessage=getRuleMessage(Ge,Ie))})}}),Promise.resolve()),J=()=>{F.validateFailed&&(F.validateFailed=!1,F.validateMessage="")},te=(De=R.rules)=>new Promise(Ne=>{J(),De?Z(De).then(()=>{F.validateFailed?Ne({name:R.name,message:F.validateMessage}):Ne()}):Ne()}),ie=De=>{if(q&&R.rules){var Ne=q.props.validateTrigger===De,Ie=R.rules.filter(Ge=>Ge.trigger?Ge.trigger===De:Ne);Ie.length&&te(Ie)}},se=De=>{var{maxlength:Ne}=R;if(isDef$1(Ne)&&De.length>Ne){var Ie=U();return Ie&&Ie.length===+Ne?Ie:De.slice(0,+Ne)}return De},re=(De,Ne="onChange")=>{if(De=se(De),R.type==="number"||R.type==="digit"){var Ie=R.type==="number";De=formatNumber(De,Ie,Ie)}R.formatter&&Ne===R.formatTrigger&&(De=R.formatter(De)),G.value&&G.value.value!==De&&(G.value.value=De),De!==R.modelValue&&B("update:modelValue",De)},ae=De=>{De.target.composing||re(De.target.value)},le=()=>{var De;return(De=G.value)==null?void 0:De.blur()},ce=()=>{var De;return(De=G.value)==null?void 0:De.focus()},fe=De=>{F.focused=!0,B("focus",De);var Ne=Y("readonly");Ne&&le()},de=De=>{F.focused=!1,re(U(),"onBlur"),B("blur",De),ie("onBlur"),resetScroll()},me=De=>B("click-input",De),he=De=>B("click-left-icon",De),pe=De=>B("click-right-icon",De),be=De=>{preventDefault(De),B("update:modelValue",""),B("clear",De)},Se=computed(()=>{if(typeof R.error=="boolean")return R.error;if(q&&q.props.showError&&F.validateFailed)return!0}),ve=computed(()=>{var De=Y("labelWidth");if(De)return{width:addUnit(De)}}),xe=De=>{var Ne=13;if(De.keyCode===Ne){var Ie=q&&q.props.submitOnEnter;!Ie&&R.type!=="textarea"&&preventDefault(De),R.type==="search"&&le()}B("keypress",De)},Ee=()=>{var De=G.value;R.type==="textarea"&&R.autosize&&De&&resizeTextarea(De,R.autosize)},ge=()=>{var De=Y("inputAlign");if(D.input)return createVNode("div",{class:bem$q("control",[De,"custom"]),onClick:me},[D.input()]);var Ne={ref:G,name:R.name,rows:R.rows!==void 0?+R.rows:void 0,class:bem$q("control",De),value:R.modelValue,disabled:Y("disabled"),readonly:Y("readonly"),autofocus:R.autofocus,placeholder:R.placeholder,autocomplete:R.autocomplete,onBlur:de,onFocus:fe,onInput:ae,onClick:me,onChange:endComposing,onKeypress:xe,onCompositionend:endComposing,onCompositionstart:startComposing};return R.type==="textarea"?createVNode("textarea",Ne,null):createVNode("input",mergeProps(mapInputType(R.type),Ne),null)},we=()=>{var De=D["left-icon"];if(R.leftIcon||De)return createVNode("div",{class:bem$q("left-icon"),onClick:he},[De?De():createVNode(Icon,{name:R.leftIcon,classPrefix:R.iconPrefix},null)])},Le=()=>{var De=D["right-icon"];if(R.rightIcon||De)return createVNode("div",{class:bem$q("right-icon"),onClick:pe},[De?De():createVNode(Icon,{name:R.rightIcon,classPrefix:R.iconPrefix},null)])},Me=()=>{if(R.showWordLimit&&R.maxlength){var De=U().length;return createVNode("div",{class:bem$q("word-limit")},[createVNode("span",{class:bem$q("word-num")},[De]),createTextVNode("/"),R.maxlength])}},Pe=()=>{if(!(q&&q.props.showErrorMessage===!1)){var De=R.errorMessage||F.validateMessage;if(De){var Ne=Y("errorMessageAlign");return createVNode("div",{class:bem$q("error-message",Ne)},[De])}}},Ce=()=>{var De=Y("colon")?":":"";if(D.label)return[D.label(),De];if(R.label)return createVNode("span",null,[R.label+De])};return useExpose({blur:le,focus:ce,validate:te,formValue:K,resetValidation:J}),provide(FIELD_KEY,{childFieldValue:W,resetValidation:J,validateWithTrigger:ie}),watch(()=>R.modelValue,()=>{re(U()),J(),ie("onChange"),nextTick(Ee)}),onMounted(()=>{re(U(),R.formatTrigger),nextTick(Ee)}),()=>{var De=Y("disabled"),Ne=Y("labelAlign"),Ie=Ce(),Ge=we();return createVNode(Cell,{size:R.size,icon:R.leftIcon,class:bem$q({error:Se.value,disabled:De,["label-"+Ne]:Ne,"min-height":R.type==="textarea"&&!R.autosize}),center:R.center,border:R.border,isLink:R.isLink,required:R.required,clickable:R.clickable,titleStyle:ve.value,valueClass:bem$q("value"),titleClass:[bem$q("label",Ne),R.labelClass],arrowDirection:R.arrowDirection},{default:()=>[createVNode("div",{class:bem$q("body")},[ge(),Q.value&&createVNode(Icon,{name:R.clearIcon,class:bem$q("clear"),onTouchstart:be},null),Le(),D.button&&createVNode("div",{class:bem$q("button")},[D.button()])]),Me(),Pe()],icon:Ge?()=>Ge:null,title:Ie?()=>Ie:null,extra:D.extra})}}}),Field=withInstall(_Field);function usePopupState(){var R=reactive({show:!1}),B=G=>{R.show=G},D=G=>{extend$2(R,G),nextTick(()=>B(!0))},F=()=>B(!1);return useExpose({open:D,close:F,toggle:B}),{open:D,close:F,state:R,toggle:B}}function mountComponent(R){var B=createApp(R),D=document.createElement("div");return document.body.appendChild(D),{instance:B.mount(D),unmount(){B.unmount(),document.body.removeChild(D)}}}var lockCount=0;function lockClick(R){R?(lockCount||document.body.classList.add("van-toast--unclickable"),lockCount++):lockCount&&(lockCount--,lockCount||document.body.classList.remove("van-toast--unclickable"))}var[name$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(R,{emit:B}){var D,F=!1,G=()=>{var K=R.show&&R.forbidClick;F!==K&&(F=K,lockClick(F))},W=K=>B("update:show",K),q=()=>{R.closeOnClick&&W(!1)},U=()=>{clearTimeout(D)},Y=()=>{var{icon:K,type:Z,iconSize:J,iconPrefix:te,loadingType:ie}=R,se=K||Z==="success"||Z==="fail";if(se)return createVNode(Icon,{name:K||Z,size:J,class:bem$p("icon"),classPrefix:te},null);if(Z==="loading")return createVNode(Loading,{class:bem$p("loading"),size:J,type:ie},null)},Q=()=>{var{type:K,message:Z}=R;if(isDef$1(Z)&&Z!=="")return K==="html"?createVNode("div",{class:bem$p("text"),innerHTML:String(Z)},null):createVNode("div",{class:bem$p("text")},[Z])};return watch(()=>[R.show,R.forbidClick],G),watch(()=>[R.show,R.type,R.message,R.duration],()=>{U(),R.show&&R.duration>0&&(D=setTimeout(()=>{W(!1)},R.duration))}),onMounted(G),onUnmounted(G),()=>createVNode(Popup,mergeProps({show:R.show,class:[bem$p([R.position,{[R.type]:!R.icon}]),R.className],overlay:R.overlay,lockScroll:!1,transition:R.transition,overlayClass:R.overlayClass,overlayStyle:R.overlayStyle,closeOnClickOverlay:R.closeOnClickOverlay,onClick:q,onClosed:U},{"onUpdate:show":W}),{default:()=>[Y(),Q()]})}}),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(R){return isObject$1(R)?R:{message:R}}function createInstance(){var{instance:R,unmount:B}=mountComponent({setup(){var D=ref(""),{open:F,state:G,close:W,toggle:q}=usePopupState(),U=()=>{allowMultiple&&(queue$1=queue$1.filter(Q=>Q!==R),B())},Y=()=>{var Q={onClosed:U,"onUpdate:show":q};return D.value&&(Q.message=D.value),createVNode(VanToast,mergeProps(G,Q),null)};return getCurrentInstance().render=Y,{open:F,clear:W,message:D}}});return R}function getInstance(){if(!queue$1.length||allowMultiple){var R=createInstance();queue$1.push(R)}return queue$1[queue$1.length-1]}function Toast(R={}){if(!inBrowser$1)return{};var B=getInstance(),D=parseOptions(R);return B.open(extend$2({},currentOptions,defaultOptionsMap[D.type||currentOptions.type],D)),B}var createMethod=R=>B=>Toast(extend$2({type:R},parseOptions(B)));Toast.loading=createMethod("loading");Toast.success=createMethod("success");Toast.fail=createMethod("fail");Toast.clear=R=>{queue$1.length&&(R?(queue$1.forEach(B=>{B.clear()}),queue$1=[]):allowMultiple?queue$1.shift().clear():queue$1[0].clear())};function setDefaultOptions(R,B){typeof R=="string"?defaultOptionsMap[R]=B:extend$2(currentOptions,R)}Toast.setDefaultOptions=setDefaultOptions;Toast.resetDefaultOptions=R=>{typeof R=="string"?defaultOptionsMap[R]=null:(currentOptions=extend$2({},defaultOptions),defaultOptionsMap={})};Toast.allowMultiple=(R=!0)=>{allowMultiple=R};Toast.install=R=>{R.use(withInstall(VanToast)),R.config.globalProperties.$toast=Toast};function callInterceptor(R){var{interceptor:B,args:D,done:F,canceled:G}=R;if(B){var W=B.apply(null,D||[]);isPromise(W)?W.then(q=>{q?F():G&&G()}).catch(noop$3):W?F():G&&G()}else F()}var[name$o,bem$o,t$4]=createNamespace("dialog"),popupKeys=[...popupSharedPropKeys,"transition","closeOnPopstate"],VanDialog=defineComponent({name:name$o,props:extend$2({},popupSharedProps,{title:String,theme:String,width:[Number,String],message:[String,Function],callback:Function,allowHtml:Boolean,className:unknownProp,beforeClose:Function,messageAlign:String,closeOnPopstate:truthProp,showCancelButton:Boolean,cancelButtonText:String,cancelButtonColor:String,confirmButtonText:String,confirmButtonColor:String,showConfirmButton:truthProp,closeOnClickOverlay:Boolean,transition:{type:String,default:"van-dialog-bounce"}}),emits:["confirm","cancel","update:show"],setup(R,{emit:B,slots:D}){var F=reactive({confirm:!1,cancel:!1}),G=se=>B("update:show",se),W=se=>{G(!1),R.callback&&R.callback(se)},q=se=>()=>{!R.show||(B(se),R.beforeClose?(F[se]=!0,callInterceptor({interceptor:R.beforeClose,args:[se],done(){W(se),F[se]=!1},canceled(){F[se]=!1}})):W(se))},U=q("cancel"),Y=q("confirm"),Q=()=>{var se=D.title?D.title():R.title;if(se)return createVNode("div",{class:bem$o("header",{isolated:!R.message&&!D.default})},[se])},K=se=>{var{message:re,allowHtml:ae,messageAlign:le}=R,ce=bem$o("message",{"has-title":se,[le]:le}),fe=isFunction$1(re)?re():re;return ae&&typeof fe=="string"?createVNode("div",{class:ce,innerHTML:fe},null):createVNode("div",{class:ce},[fe])},Z=()=>{if(D.default)return createVNode("div",{class:bem$o("content")},[D.default()]);var{title:se,message:re,allowHtml:ae}=R;if(re){var le=!!(se||D.title);return createVNode("div",{key:ae?1:0,class:bem$o("content",{isolated:!le})},[K(le)])}},J=()=>createVNode("div",{class:[BORDER_TOP,bem$o("footer")]},[R.showCancelButton&&createVNode(Button,{size:"large",text:R.cancelButtonText||t$4("cancel"),class:bem$o("cancel"),style:{color:R.cancelButtonColor},loading:F.cancel,onClick:U},null),R.showConfirmButton&&createVNode(Button,{size:"large",text:R.confirmButtonText||t$4("confirm"),class:[bem$o("confirm"),{[BORDER_LEFT]:R.showCancelButton}],style:{color:R.confirmButtonColor},loading:F.confirm,onClick:Y},null)]),te=()=>createVNode(ActionBar,{class:bem$o("footer")},{default:()=>[R.showCancelButton&&createVNode(ActionBarButton,{type:"warning",text:R.cancelButtonText||t$4("cancel"),class:bem$o("cancel"),color:R.cancelButtonColor,loading:F.cancel,onClick:U},null),R.showConfirmButton&&createVNode(ActionBarButton,{type:"danger",text:R.confirmButtonText||t$4("confirm"),class:bem$o("confirm"),color:R.confirmButtonColor,loading:F.confirm,onClick:Y},null)]}),ie=()=>D.footer?D.footer():R.theme==="round-button"?te():J();return()=>{var{width:se,title:re,theme:ae,message:le,className:ce}=R;return createVNode(Popup,mergeProps({role:"dialog",class:[bem$o([ae]),ce],style:{width:addUnit(se)},"aria-labelledby":re||le},pick(R,popupKeys),{"onUpdate:show":G}),{default:()=>[Q(),Z(),ie()]})}}}),instance$1;function initInstance(){var R={setup(){var{state:B,toggle:D}=usePopupState();return()=>createVNode(VanDialog,mergeProps(B,{"onUpdate:show":D}),null)}};({instance:instance$1}=mountComponent(R))}function Dialog(R){return inBrowser$1?new Promise((B,D)=>{instance$1||initInstance(),instance$1.open(extend$2({},Dialog.currentOptions,R,{callback:F=>{(F==="confirm"?B:D)(F)}}))}):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=R=>Dialog(extend$2({showCancelButton:!0},R));Dialog.close=()=>{instance$1&&instance$1.toggle(!1)};Dialog.setDefaultOptions=R=>{extend$2(Dialog.currentOptions,R)};Dialog.resetDefaultOptions=()=>{Dialog.currentOptions=extend$2({},Dialog.defaultOptions)};Dialog.install=R=>{R.use(withInstall(VanDialog)),R.config.globalProperties.$dialog=Dialog};Dialog.Component=withInstall(VanDialog);var[name$n,bem$n]=createNamespace("switch"),_Switch=defineComponent({name:name$n,props:{size:[Number,String],loading:Boolean,disabled:Boolean,modelValue:unknownProp,activeColor:String,inactiveColor:String,activeValue:{type:unknownProp,default:!0},inactiveValue:{type:unknownProp,default:!1}},emits:["change","update:modelValue"],setup(R,{emit:B}){var D=()=>R.modelValue===R.activeValue,F=()=>{if(!R.disabled&&!R.loading){var W=D()?R.inactiveValue:R.activeValue;B("update:modelValue",W),B("change",W)}},G=()=>{if(R.loading){var W=D()?R.activeColor:R.inactiveColor;return createVNode(Loading,{class:bem$n("loading"),color:W},null)}};return useLinkField(()=>R.modelValue),()=>{var{size:W,loading:q,disabled:U,activeColor:Y,inactiveColor:Q}=R,K=D(),Z={fontSize:addUnit(W),backgroundColor:K?Y:Q};return createVNode("div",{role:"switch",class:bem$n({on:K,loading:q,disabled:U}),style:Z,"aria-checked":K,onClick:F},[createVNode("div",{class:bem$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$4,emits:["change","update:modelValue"],setup(R,{emit:B,slots:D}){var{linkChildren:F}=useChildren(RADIO_KEY),G=W=>B("update:modelValue",W);return watch(()=>R.modelValue,W=>B("change",W)),F({props:R,updateValue:G}),useLinkField(()=>R.modelValue),()=>createVNode("div",{class:bem$m([R.direction]),role:"radiogroup"},[D.default==null?void 0:D.default()])}}),RadioGroup=withInstall(_RadioGroup),[name$l,bem$l]=createNamespace("tag"),_Tag=defineComponent({name:name$l,props:{size:String,mark:Boolean,show:truthProp,color:String,plain:Boolean,round:Boolean,textColor:String,closeable:Boolean,type:{type:String,default:"default"}},emits:["close"],setup(R,{slots:B,emit:D}){var F=q=>{q.stopPropagation(),D("close",q)},G=()=>R.plain?{color:R.textColor||R.color,borderColor:R.color}:{color:R.textColor,background:R.color},W=()=>{var{type:q,mark:U,plain:Y,round:Q,size:K,closeable:Z}=R,J={mark:U,plain:Y,round:Q};K&&(J[K]=K);var te=Z&&createVNode(Icon,{name:"cross",class:bem$l("close"),onClick:F},null);return createVNode("span",{style:G(),class:bem$l([J,q])},[B.default==null?void 0:B.default(),te])};return()=>createVNode(Transition,{name:R.closeable?"van-fade":void 0},{default:()=>[R.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$2({},checkerProps,{role:String,parent:Object,checked:Boolean,bindGroup:truthProp,bem:{type:Function,required:!0}}),emits:["click","toggle"],setup(R,{emit:B,slots:D}){var F=ref(),G=Z=>{if(R.parent&&R.bindGroup)return R.parent.props[Z]},W=computed(()=>G("disabled")||R.disabled),q=computed(()=>G("direction")),U=computed(()=>{var Z=R.checkedColor||G("checkedColor");if(Z&&R.checked&&!W.value)return{borderColor:Z,backgroundColor:Z}}),Y=Z=>{var{target:J}=Z,te=F.value,ie=te===J||te.contains(J);!W.value&&(ie||!R.labelDisabled)&&B("toggle"),B("click",Z)},Q=()=>{var{bem:Z,shape:J,checked:te}=R,ie=R.iconSize||G("iconSize");return createVNode("div",{ref:F,class:Z("icon",[J,{disabled:W.value,checked:te}]),style:{fontSize:addUnit(ie)}},[D.icon?D.icon({checked:te,disabled:W.value}):createVNode(Icon,{name:"success",style:U.value},null)])},K=()=>{if(D.default)return createVNode("span",{class:R.bem("label",[R.labelPosition,{disabled:W.value}])},[D.default()])};return()=>{var Z=[Q()];return R.labelPosition==="left"?Z.unshift(K()):Z.push(K()),createVNode("div",{role:R.role,class:R.bem([{disabled:W.value,"label-disabled":R.labelDisabled},q.value]),tabindex:W.value?-1:0,"aria-checked":R.checked,onClick:Y},[Z])}}}),[name$k,bem$k]=createNamespace("radio"),_Radio=defineComponent({name:name$k,props:checkerProps,emits:["update:modelValue"],setup(R,{emit:B,slots:D}){var{parent:F}=useParent(RADIO_KEY),G=()=>{var q=F?F.props.modelValue:R.modelValue;return q===R.name},W=()=>{F?F.updateValue(R.name):B("update:modelValue",R.name)};return()=>createVNode(Checker,mergeProps({bem:bem$k,role:"radio",parent:F,checked:G(),onToggle:W},R),pick(D,["default","icon"]))}}),Radio=withInstall(_Radio);function useRefs(){var R=ref([]);onBeforeUpdate(()=>{R.value=[]});var B=D=>F=>{R.value[D]=F};return[R,B]}var rafId;function scrollLeftTo(R,B,D){cancelRaf(rafId);var F=0,G=R.scrollLeft,W=D===0?1:Math.round(D*1e3/16);function q(){R.scrollLeft+=(B-G)/W,++F<W&&(rafId=raf$2(q))}q()}function scrollTopTo(R,B,D,F){var G=getScrollTop(R),W=G<B,q=D===0?1:Math.round(D*1e3/16),U=(B-G)/q;function Y(){G+=U,(W&&G>B||!W&&G<B)&&(G=B),setScrollTop(R,G),W&&G<B||!W&&G>B?raf$2(Y):F&&raf$2(F)}Y()}function useVisibilityChange(R,B){if(!(!inBrowser$1||!window.IntersectionObserver)){var D=new IntersectionObserver(W=>{B(W[0].intersectionRatio>0)},{root:document.body}),F=()=>{R.value&&D.observe(R.value)},G=()=>{R.value&&D.unobserve(R.value)};onDeactivated(G),onBeforeUnmount(G),onMountedOrActivated(F)}}var[name$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(R,{emit:B,slots:D}){var F=ref(),G=useScrollParent(F),W=reactive({fixed:!1,width:0,height:0,transform:0}),q=computed(()=>unitToPx(R.position==="top"?R.offsetTop:R.offsetBottom)),U=computed(()=>{var{fixed:Z,height:J,width:te}=W;if(Z)return{width:te+"px",height:J+"px"}}),Y=computed(()=>{if(!!W.fixed){var Z=extend$2(getZIndexStyle(R.zIndex),{width:W.width+"px",height:W.height+"px",[R.position]:q.value+"px"});return W.transform&&(Z.transform="translate3d(0, "+W.transform+"px, 0)"),Z}}),Q=Z=>B("scroll",{scrollTop:Z,isFixed:W.fixed}),K=()=>{if(!(!F.value||isHidden(F))){var{container:Z,position:J}=R,te=useRect(F),ie=getScrollTop(window);if(W.width=te.width,W.height=te.height,J==="top")if(Z){var se=useRect(Z),re=se.bottom-q.value-W.height;W.fixed=q.value>te.top&&se.bottom>0,W.transform=re<0?re:0}else W.fixed=q.value>te.top;else{var{clientHeight:ae}=document.documentElement;if(Z){var le=useRect(Z),ce=ae-le.top-q.value-W.height;W.fixed=ae-q.value<te.bottom&&ae>le.top,W.transform=ce<0?-ce:0}else W.fixed=ae-q.value<te.bottom}Q(ie)}};return watch(()=>W.fixed,Z=>B("change",Z)),useEventListener("scroll",K,{target:G}),useVisibilityChange(F,K),()=>createVNode("div",{ref:F,style:U.value},[createVNode("div",{class:bem$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$i,props:{dot:Boolean,type:String,color:String,title:String,badge:[Number,String],isActive:Boolean,disabled:Boolean,scrollable:Boolean,activeColor:String,renderTitle:Function,inactiveColor:String},setup(R){var B=computed(()=>{var F={},{type:G,color:W,disabled:q,isActive:U,activeColor:Y,inactiveColor:Q}=R,K=G==="card";W&&K&&(F.borderColor=W,q||(U?F.backgroundColor=W:F.color=W));var Z=U?Y:Q;return Z&&(F.color=Z),F}),D=()=>{var F=createVNode("span",{class:bem$i("text",{ellipsis:!R.scrollable})},[R.renderTitle?R.renderTitle():R.title]);return R.dot||isDef$1(R.badge)&&R.badge!==""?createVNode(Badge,{dot:R.dot,content:R.badge},{default:()=>[F]}):F};return()=>createVNode("div",{role:"tab",class:[bem$i({active:R.isActive,disabled:R.disabled})],style:B.value,"aria-selected":R.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(R,{emit:B,slots:D}){var F=ref(),G=reactive({rect:null,width:0,height:0,offset:0,active:0,swiping:!1}),W=useTouch(),q=useWindowSize(),{children:U,linkChildren:Y}=useChildren(SWIPE_KEY),Q=computed(()=>U.length),K=computed(()=>G[R.vertical?"height":"width"]),Z=computed(()=>R.vertical?W.deltaY.value:W.deltaX.value),J=computed(()=>{if(G.rect){var De=R.vertical?G.rect.height:G.rect.width;return De-K.value*Q.value}return 0}),te=computed(()=>Math.ceil(Math.abs(J.value)/K.value)),ie=computed(()=>Q.value*K.value),se=computed(()=>(G.active+Q.value)%Q.value),re=computed(()=>{var De=R.vertical?"vertical":"horizontal";return W.direction.value===De}),ae=computed(()=>{var De={transitionDuration:(G.swiping?0:R.duration)+"ms",transform:"translate"+(R.vertical?"Y":"X")+"("+G.offset+"px)"};if(K.value){var Ne=R.vertical?"height":"width",Ie=R.vertical?"width":"height";De[Ne]=ie.value+"px",De[Ie]=R[Ie]?R[Ie]+"px":""}return De}),le=De=>{var{active:Ne}=G;return De?R.loop?clamp(Ne+De,-1,Q.value):clamp(Ne+De,0,te.value):Ne},ce=(De,Ne=0)=>{var Ie=De*K.value;R.loop||(Ie=Math.min(Ie,-J.value));var Ge=Ne-Ie;return R.loop||(Ge=clamp(Ge,J.value,0)),Ge},fe=({pace:De=0,offset:Ne=0,emitChange:Ie})=>{if(!(Q.value<=1)){var{active:Ge}=G,ze=le(De),Ve=ce(ze,Ne);if(R.loop){if(U[0]&&Ve!==J.value){var Ue=Ve<J.value;U[0].setOffset(Ue?ie.value:0)}if(U[Q.value-1]&&Ve!==0){var tt=Ve>0;U[Q.value-1].setOffset(tt?-ie.value:0)}}G.active=ze,G.offset=Ve,Ie&&ze!==Ge&&B("change",se.value)}},de=()=>{G.swiping=!0,G.active<=-1?fe({pace:Q.value}):G.active>=Q.value&&fe({pace:-Q.value})},me=()=>{de(),W.reset(),doubleRaf(()=>{G.swiping=!1,fe({pace:-1,emitChange:!0})})},he=()=>{de(),W.reset(),doubleRaf(()=>{G.swiping=!1,fe({pace:1,emitChange:!0})})},pe,be=()=>clearTimeout(pe),Se=()=>{be(),R.autoplay>0&&Q.value>1&&(pe=setTimeout(()=>{he(),Se()},+R.autoplay))},ve=(De=+R.initialSwipe)=>{if(!!F.value){if(!isHidden(F)){var Ne,Ie,Ge={width:F.value.offsetWidth,height:F.value.offsetHeight};G.rect=Ge,G.width=+((Ne=R.width)!=null?Ne:Ge.width),G.height=+((Ie=R.height)!=null?Ie:Ge.height)}Q.value&&(De=Math.min(Q.value-1,De)),G.active=De,G.swiping=!0,G.offset=ce(De),U.forEach(ze=>{ze.setOffset(0)})}},xe=()=>ve(G.active),Ee,ge=De=>{!R.touchable||(W.start(De),Ee=Date.now(),be(),de())},we=De=>{R.touchable&&G.swiping&&(W.move(De),re.value&&(preventDefault(De,R.stopPropagation),fe({offset:Z.value})))},Le=()=>{if(!(!R.touchable||!G.swiping)){var De=Date.now()-Ee,Ne=Z.value/De,Ie=Math.abs(Ne)>.25||Math.abs(Z.value)>K.value/2;if(Ie&&re.value){var Ge=R.vertical?W.offsetY.value:W.offsetX.value,ze=0;R.loop?ze=Ge>0?Z.value>0?-1:1:0:ze=-Math[Z.value>0?"ceil":"floor"](Z.value/K.value),fe({pace:ze,emitChange:!0})}else Z.value&&fe({pace:0});G.swiping=!1,Se()}},Me=(De,Ne={})=>{de(),W.reset(),doubleRaf(()=>{var Ie;R.loop&&De===Q.value?Ie=G.active===0?0:De:Ie=De%Q.value,Ne.immediate?doubleRaf(()=>{G.swiping=!1}):G.swiping=!1,fe({pace:Ie-G.active,emitChange:!0})})},Pe=(De,Ne)=>{var Ie=Ne===se.value,Ge=Ie?{backgroundColor:R.indicatorColor}:void 0;return createVNode("i",{style:Ge,class:bem$h("indicator",{active:Ie})},null)},Ce=()=>{if(D.indicator)return D.indicator({active:se.value});if(R.showIndicators&&Q.value>1)return createVNode("div",{class:bem$h("indicators",{vertical:R.vertical})},[Array(Q.value).fill("").map(Pe)])};return useExpose({prev:me,next:he,state:G,resize:xe,swipeTo:Me}),Y({size:K,props:R,count:Q,activeIndicator:se}),watch(()=>R.initialSwipe,De=>ve(+De)),watch(Q,()=>ve(G.active)),watch([Q,()=>R.autoplay],Se),watch([q.width,q.height],xe),watch(usePageVisibility(),De=>{De==="visible"?Se():be()}),onMounted(ve),onActivated(()=>ve(G.active)),onPopupReopen(()=>ve(G.active)),onDeactivated(be),onBeforeUnmount(be),()=>createVNode("div",{ref:F,class:bem$h()},[createVNode("div",{style:ae.value,class:bem$h("track",{vertical:R.vertical}),onTouchstart:ge,onTouchmove:we,onTouchend:Le,onTouchcancel:Le},[D.default==null?void 0:D.default()]),Ce()])}}),Swipe=withInstall(_Swipe),[name$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(R,{emit:B,slots:D}){var F=ref(),G=U=>B("change",U),W=()=>{var U=D.default==null?void 0:D.default();return R.animated||R.swipeable?createVNode(Swipe,{ref:F,loop:!1,class:bem$g("track"),duration:+R.duration*1e3,touchable:R.swipeable,lazyRender:R.lazyRender,showIndicators:!1,onChange:G},{default:()=>[U]}):U},q=U=>{var Y=F.value;Y&&Y.state.active!==U&&Y.swipeTo(U,{immediate:!R.inited})};return watch(()=>R.currentIndex,q),onMounted(()=>{q(R.currentIndex)}),()=>createVNode("div",{class:bem$g("content",{animated:R.animated||R.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$2,emits:["click","change","scroll","disabled","rendered","update:active"],setup(R,{emit:B,slots:D}){var F,G,W,q=ref(),U=ref(),Y=ref(),Q=useWindowSize(),K=useScrollParent(q),[Z,J]=useRefs(),{children:te,linkChildren:ie}=useChildren(TABS_KEY),se=reactive({inited:!1,position:"",lineStyle:{},currentIndex:-1}),re=computed(()=>te.length>R.swipeThreshold||!R.ellipsis),ae=computed(()=>({borderColor:R.color,background:R.background})),le=(Ne,Ie)=>{var Ge;return(Ge=Ne.name)!=null?Ge:Ie},ce=computed(()=>{var Ne=te[se.currentIndex];if(Ne)return le(Ne,se.currentIndex)}),fe=computed(()=>unitToPx(R.offsetTop)),de=computed(()=>R.sticky?fe.value+F:0),me=Ne=>{var Ie=U.value,Ge=Z.value;if(!(!re.value||!Ie||!Ge||!Ge[se.currentIndex])){var ze=Ge[se.currentIndex].$el,Ve=ze.offsetLeft-(Ie.offsetWidth-ze.offsetWidth)/2;scrollLeftTo(Ie,Ve,Ne?0:+R.duration)}},he=()=>{var Ne=se.inited;nextTick(()=>{var Ie=Z.value;if(!(!Ie||!Ie[se.currentIndex]||R.type!=="line"||isHidden(q.value))){var Ge=Ie[se.currentIndex].$el,{lineWidth:ze,lineHeight:Ve}=R,Ue=Ge.offsetLeft+Ge.offsetWidth/2,tt={width:addUnit(ze),backgroundColor:R.color,transform:"translateX("+Ue+"px) translateX(-50%)"};if(Ne&&(tt.transitionDuration=R.duration+"s"),isDef$1(Ve)){var Ke=addUnit(Ve);tt.height=Ke,tt.borderRadius=Ke}se.lineStyle=tt}})},pe=Ne=>{for(var Ie=Ne<se.currentIndex?-1:1;Ne>=0&&Ne<te.length;){if(!te[Ne].disabled)return Ne;Ne+=Ie}},be=Ne=>{var Ie=pe(Ne);if(!!isDef$1(Ie)){var Ge=te[Ie],ze=le(Ge,Ie),Ve=se.currentIndex!==null;se.currentIndex=Ie,ze!==R.active&&(B("update:active",ze),Ve&&B("change",ze,Ge.title))}},Se=Ne=>{var Ie=te.find((ze,Ve)=>le(ze,Ve)===Ne),Ge=Ie?te.indexOf(Ie):0;be(Ge)},ve=(Ne=!1)=>{if(R.scrollspy){var Ie=te[se.currentIndex].$el;if(Ie&&K.value){var Ge=getElementTop(Ie,K.value)-de.value;G=!0,scrollTopTo(K.value,Ge,Ne?0:+R.duration,()=>{G=!1})}}},xe=(Ne,Ie)=>{var{title:Ge,disabled:ze}=te[Ie],Ve=le(te[Ie],Ie);ze?B("disabled",Ve,Ge):(callInterceptor({interceptor:R.beforeChange,args:[Ve],done:()=>{be(Ie),ve()}}),B("click",Ve,Ge),route(Ne))},Ee=Ne=>{W=Ne.isFixed,B("scroll",Ne)},ge=Ne=>{nextTick(()=>{Se(Ne),ve(!0)})},we=()=>{for(var Ne=0;Ne<te.length;Ne++){var Ie=getVisibleTop(te[Ne].$el);if(Ie>de.value)return Ne===0?0:Ne-1}return te.length-1},Le=()=>{if(R.scrollspy&&!G){var Ne=we();be(Ne)}},Me=()=>te.map((Ne,Ie)=>createVNode(TabsTitle,{ref:J(Ie),dot:Ne.dot,type:R.type,badge:Ne.badge,title:Ne.title,color:R.color,style:Ne.titleStyle,class:Ne.titleClass,isActive:Ie===se.currentIndex,disabled:Ne.disabled,scrollable:re.value,renderTitle:Ne.$slots.title,activeColor:R.titleActiveColor,inactiveColor:R.titleInactiveColor,onClick:()=>{xe(Ne,Ie)}},null)),Pe=()=>{var Ne,Ie,{type:Ge,border:ze}=R;return createVNode("div",{ref:Y,class:[bem$f("wrap",{scrollable:re.value}),{[BORDER_TOP_BOTTOM]:Ge==="line"&&ze}]},[createVNode("div",{ref:U,role:"tablist",class:bem$f("nav",[Ge,{complete:re.value}]),style:ae.value},[(Ne=D["nav-left"])==null?void 0:Ne.call(D),Me(),Ge==="line"&&createVNode("div",{class:bem$f("line"),style:se.lineStyle},null),(Ie=D["nav-right"])==null?void 0:Ie.call(D)])])};watch([()=>R.color,Q.width],he),watch(()=>R.active,Ne=>{Ne!==ce.value&&Se(Ne)}),watch(()=>te.length,()=>{se.inited&&(Se(R.active),he(),nextTick(()=>{me(!0)}))}),watch(()=>se.currentIndex,()=>{me(),he(),W&&!R.scrollspy&&setRootScrollTop(Math.ceil(getElementTop(q.value)-fe.value))});var Ce=()=>{Se(R.active),nextTick(()=>{se.inited=!0,F=getVisibleHeight(Y.value),me(!0)})},De=(Ne,Ie)=>B("rendered",Ne,Ie);return useExpose({resize:he,scrollTo:ge}),onActivated(he),onPopupReopen(he),onMountedOrActivated(Ce),useEventListener("scroll",Le,{target:K}),ie({props:R,setLine:he,onRendered:De,currentName:ce,scrollIntoView:me}),()=>createVNode("div",{ref:q,class:bem$f([R.type])},[R.sticky?createVNode(Sticky,{container:q.value,offsetTop:fe.value,onScroll:Ee},{default:()=>[Pe()]}):Pe(),createVNode(TabsContent,{count:te.length,inited:se.inited,animated:R.animated,duration:R.duration,swipeable:R.swipeable,lazyRender:R.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$e,setup(R,{slots:B}){var D,F=reactive({offset:0,inited:!1,mounted:!1}),{parent:G,index:W}=useParent(SWIPE_KEY);if(!!G){var q=computed(()=>{var Q={},{vertical:K}=G.props;return G.size.value&&(Q[K?"height":"width"]=G.size.value+"px"),F.offset&&(Q.transform="translate"+(K?"Y":"X")+"("+F.offset+"px)"),Q}),U=computed(()=>{var{loop:Q,lazyRender:K}=G.props;if(!K||D)return!0;if(!F.mounted)return!1;var Z=G.activeIndicator.value,J=G.count.value-1,te=Z===0&&Q?J:Z-1,ie=Z===J&&Q?0:Z+1;return D=W.value===Z||W.value===te||W.value===ie,D}),Y=Q=>{F.offset=Q};return onMounted(()=>{nextTick(()=>{F.mounted=!0})}),useExpose({setOffset:Y}),()=>createVNode("div",{class:bem$e(),style:q.value},[U.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$2({},routeProps,{dot:Boolean,name:[Number,String],badge:[Number,String],title:String,disabled:Boolean,titleClass:unknownProp,titleStyle:[String,Object]}),setup(R,{slots:B}){var D=ref(!1),{parent:F,index:G}=useParent(TABS_KEY);if(!!F){var W=()=>{var Y;return(Y=R.name)!=null?Y:G.value},q=()=>{D.value=!0,F.props.lazyRender&&nextTick(()=>{F.onRendered(W(),R.title)})},U=computed(()=>{var Y=W()===F.currentName.value;return Y&&!D.value&&q(),Y});return watch(()=>R.title,()=>{F.setLine(),F.scrollIntoView()}),provide(TAB_STATUS_KEY,U),()=>{var{animated:Y,swipeable:Q,scrollspy:K,lazyRender:Z}=F.props;if(!(!B.default&&!Y)){var J=K||U.value;if(Y||Q)return createVNode(SwipeItem,{role:"tabpanel","aria-hidden":!U.value,class:bem$d("pane-wrapper",{inactive:!U.value})},{default:()=>[createVNode("div",{class:bem$d("pane")},[B.default==null?void 0:B.default()])]});var te=D.value||K||!Z,ie=te?B.default==null?void 0:B.default():null;return withDirectives(createVNode("div",{role:"tabpanel",class:bem$d("pane")},[ie]),[[vShow,J]])}}}}}),Tab=withInstall(_Tab),Tabs=withInstall(_Tabs),[name$c,bem$c]=createNamespace("cell-group"),_CellGroup=defineComponent({name:name$c,inheritAttrs:!1,props:{title:String,inset:Boolean,border:truthProp},setup(R,{slots:B,attrs:D}){var F=()=>createVNode("div",mergeProps({class:[bem$c({inset:R.inset}),{[BORDER_TOP_BOTTOM]:R.border&&!R.inset}]},D),[B.default==null?void 0:B.default()]),G=()=>createVNode("div",{class:bem$c("title",{inset:R.inset})},[B.title?B.title():R.title]);return()=>R.title||B.title?createVNode(Fragment,null,[G(),F()]):F()}}),CellGroup=withInstall(_CellGroup),[name$b,bem$b]=createNamespace("row"),ROW_KEY=Symbol(name$b),_Row=defineComponent({name:name$b,props:{wrap:truthProp,align:String,justify:String,tag:{type:String,default:"div"},gutter:{type:[Number,String],default:0}},setup(R,{slots:B}){var{children:D,linkChildren:F}=useChildren(ROW_KEY),G=computed(()=>{var q=[[]],U=0;return D.forEach((Y,Q)=>{U+=Number(Y.span),U>24?(q.push([Q]),U-=24):q[q.length-1].push(Q)}),q}),W=computed(()=>{var q=Number(R.gutter),U=[];return q&&G.value.forEach(Y=>{var Q=q*(Y.length-1)/Y.length;Y.forEach((K,Z)=>{if(Z===0)U.push({right:Q});else{var J=q-U[K-1].right,te=Q-J;U.push({left:J,right:te})}})}),U});return F({spaces:W}),()=>{var{tag:q,wrap:U,align:Y,justify:Q}=R;return createVNode(q,{class:bem$b({["align-"+Y]:Y,["justify-"+Q]:Q,nowrap:!U})},{default:()=>[B.default==null?void 0:B.default()]})}}}),[name$a,bem$a]=createNamespace("col"),_Col=defineComponent({name:name$a,props:{offset:[Number,String],tag:{type:String,default:"div"},span:{type:[Number,String],default:0}},setup(R,{slots:B}){var{parent:D,index:F}=useParent(ROW_KEY),G=computed(()=>{if(!!D){var{spaces:W}=D;if(W&&W.value&&W.value[F.value]){var{left:q,right:U}=W.value[F.value];return{paddingLeft:q?q+"px":null,paddingRight:U?U+"px":null}}}});return()=>{var{tag:W,span:q,offset:U}=R;return createVNode(W,{style:G.value,class:bem$a({[q]:q,["offset-"+U]:U})},{default:()=>[B.default==null?void 0:B.default()]})}}}),Col=withInstall(_Col),[name$9,bem$9]=createNamespace("divider"),_Divider=defineComponent({name:name$9,props:{dashed:Boolean,hairline:truthProp,contentPosition:{type:String,default:"center"}},setup(R,{slots:B}){return()=>createVNode("div",{role:"separator",class:bem$9({dashed:R.dashed,hairline:R.hairline,["content-"+R.contentPosition]:!!B.default})},[B.default==null?void 0:B.default()])}}),Divider=withInstall(_Divider),prefix="van-empty-network-",renderStop=(R,B,D)=>createVNode("stop",{"stop-color":R,offset:B+"%","stop-opacity":D},null),Network=createVNode("svg",{viewBox:"0 0 160 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createVNode("span",{class:bem$6("text")},[R.text])},Q=()=>B.default?B.default():[U(),Y()];return()=>{var{center:K,border:Z,square:J,gutter:te,reverse:ie,direction:se,clickable:re}=D.props,ae=[bem$6("content",[se,{center:K,square:J,reverse:ie,clickable:re,surround:Z&&te}]),{[BORDER]:Z}];return createVNode("div",{class:[bem$6({square:J})],style:W.value},[createVNode("div",{role:re?"button":void 0,class:ae,style:q.value,tabindex:re?0:void 0,onClick:G},[Q()])])}}}}),GridItem=withInstall(_GridItem),[name$5,bem$5,t$1]=createNamespace("list"),_List=defineComponent({name:name$5,props:{error:Boolean,loading:Boolean,finished:Boolean,errorText:String,loadingText:String,finishedText:String,immediateCheck:truthProp,offset:{type:[Number,String],default:300},direction:{type:String,default:"down"}},emits:["load","update:error","update:loading"],setup(R,{emit:B,slots:D}){var F=ref(!1),G=ref(),W=ref(),q=useTabStatus(),U=useScrollParent(G),Y=()=>{nextTick(()=>{if(!(F.value||R.finished||R.error||(q==null?void 0:q.value)===!1)){var{offset:te,direction:ie}=R,se=useRect(U);if(!(!se.height||isHidden(G))){var re=!1,ae=useRect(W);ie==="up"?re=se.top-ae.top<=te:re=ae.bottom-se.bottom<=te,re&&(F.value=!0,B("update:loading",!0),B("load"))}}})},Q=()=>{if(R.finished){var te=D.finished?D.finished():R.finishedText;if(te)return createVNode("div",{class:bem$5("finished-text")},[te])}},K=()=>{B("update:error",!1),Y()},Z=()=>{if(R.error){var te=D.error?D.error():R.errorText;if(te)return createVNode("div",{class:bem$5("error-text"),onClick:K},[te])}},J=()=>{if(F.value&&!R.finished)return createVNode("div",{class:bem$5("loading")},[D.loading?D.loading():createVNode(Loading,{class:bem$5("loading-icon")},{default:()=>[R.loadingText||t$1("loading")]})])};return watch([()=>R.loading,()=>R.finished,()=>R.error],Y),onUpdated(()=>{F.value=R.loading}),onMounted(()=>{R.immediateCheck&&Y()}),useExpose({check:Y}),useEventListener("scroll",Y,{target:U}),()=>{var te=D.default==null?void 0:D.default(),ie=createVNode("div",{ref:W,class:bem$5("placeholder")},null);return createVNode("div",{ref:G,role:"feed",class:bem$5(),"aria-busy":F.value},[R.direction==="down"?te:ie,J(),Q(),Z(),R.direction==="up"?te:ie])}}}),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(R,{emit:B,slots:D}){var F=0,G=0,W,q=ref(),U=ref(),Y=reactive({show:!0,offset:0,duration:0}),Q=()=>{if(D["left-icon"])return D["left-icon"]();if(R.leftIcon)return createVNode(Icon,{class:bem$4("left-icon"),name:R.leftIcon},null)},K=()=>{if(R.mode==="closeable")return"cross";if(R.mode==="link")return"arrow"},Z=ae=>{R.mode==="closeable"&&(Y.show=!1,B("close",ae))},J=()=>{if(D["right-icon"])return D["right-icon"]();var ae=K();if(ae)return createVNode(Icon,{name:ae,class:bem$4("right-icon"),onClick:Z},null)},te=()=>{Y.offset=F,Y.duration=0,raf$2(()=>{doubleRaf(()=>{Y.offset=-G,Y.duration=(G+F)/+R.speed,B("replay")})})},ie=()=>{var ae=R.scrollable===!1&&!R.wrapable,le={transform:Y.offset?"translateX("+Y.offset+"px)":"",transitionDuration:Y.duration+"s"};return createVNode("div",{ref:q,role:"marquee",class:bem$4("wrap")},[createVNode("div",{ref:U,style:le,class:[bem$4("content"),{"van-ellipsis":ae}],onTransitionend:te},[D.default?D.default():R.text])])},se=()=>{F=0,G=0,Y.offset=0,Y.duration=0},re=()=>{var{delay:ae,speed:le,scrollable:ce}=R,fe=isDef$1(ae)?+ae*1e3:0;se(),clearTimeout(W),W=setTimeout(()=>{if(!(!q.value||!U.value||ce===!1)){var de=useRect(q).width,me=useRect(U).width;(ce||me>de)&&doubleRaf(()=>{F=de,G=me,Y.offset=-G,Y.duration=G/+le})}},fe)};return onPopupReopen(re),onMountedOrActivated(re),useEventListener("pageshow",re),watch(()=>[R.text,R.scrollable],re),()=>{var{color:ae,wrapable:le,background:ce}=R;return withDirectives(createVNode("div",{role:"alert",class:bem$4({wrapable:le}),style:{color:ae,background:ce}},[Q(),ie(),J()]),[[vShow,Y.show]])}}}),NoticeBar=withInstall(_NoticeBar);function getBoundingClientRect(R){var B=R.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(R){if(R==null)return window;if(R.toString()!=="[object Window]"){var B=R.ownerDocument;return B&&B.defaultView||window}return R}function getWindowScroll(R){var B=getWindow(R),D=B.pageXOffset,F=B.pageYOffset;return{scrollLeft:D,scrollTop:F}}function isElement(R){var B=getWindow(R).Element;return R instanceof B||R instanceof Element}function isHTMLElement(R){var B=getWindow(R).HTMLElement;return R instanceof B||R instanceof HTMLElement}function isShadowRoot(R){if(typeof ShadowRoot=="undefined")return!1;var B=getWindow(R).ShadowRoot;return R instanceof B||R instanceof ShadowRoot}function getHTMLElementScroll(R){return{scrollLeft:R.scrollLeft,scrollTop:R.scrollTop}}function getNodeScroll(R){return R===getWindow(R)||!isHTMLElement(R)?getWindowScroll(R):getHTMLElementScroll(R)}function getNodeName(R){return R?(R.nodeName||"").toLowerCase():null}function getDocumentElement(R){return((isElement(R)?R.ownerDocument:R.document)||window.document).documentElement}function getWindowScrollBarX(R){return getBoundingClientRect(getDocumentElement(R)).left+getWindowScroll(R).scrollLeft}function getComputedStyle(R){return getWindow(R).getComputedStyle(R)}function isScrollParent(R){var B=getComputedStyle(R),D=B.overflow,F=B.overflowX,G=B.overflowY;return/auto|scroll|overlay|hidden/.test(D+G+F)}function getCompositeRect(R,B,D){D===void 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getOffsetParent(R){for(var B=getWindow(R),D=getTrueOffsetParent(R);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(R)||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(R,B){return R.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(R){var B=new Map,D=new Set,F=[];R.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(U){if(!D.has(U)){var Y=B.get(U);Y&&G(Y)}}),F.push(W)}return R.forEach(function(W){D.has(W.name)||G(W)}),F}function orderModifiers(R){var B=order(R);return modifierPhases.reduce(function(D,F){return D.concat(B.filter(function(G){return G.phase===F}))},[])}function debounce(R){var B;return function(){return B||(B=new Promise(function(D){Promise.resolve().then(function(){B=void 0,D(R())})})),B}}function getBasePlacement(R){return R.split("-")[0]}function mergeByName(R){var B=R.reduce(function(D,F){var G=D[F.name];return D[F.name]=G?Object.assign({},G,F,{options:Object.assign({},G.options,F.options),data:Object.assign({},G.data,F.data)}):F,D},{});return Object.keys(B).map(function(D){return B[D]})}var round=Math.round;function getVariation(R){return R.split("-")[1]}function getMainAxisFromPlacement(R){return["top","bottom"].indexOf(R)>=0?"x":"y"}function computeOffsets(R){var B=R.reference,D=R.element,F=R.placement,G=F?getBasePlacement(F):null,W=F?getVariation(F):null,q=B.x+B.width/2-D.width/2,U=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:U};break;case left:Y={x:B.x-D.width,y:U};break;default:Y={x:B.x,y:B.y}}var Q=G?getMainAxisFromPlacement(G):null;if(Q!=null){var K=Q==="y"?"height":"width";switch(W){case start$3:Y[Q]=Y[Q]-(B[K]/2-D[K]/2);break;case end:Y[Q]=Y[Q]+(B[K]/2-D[K]/2);break}}return Y}var DEFAULT_OPTIONS={placement:"bottom",modifiers:[],strategy:"absolute"};function areValidElements(){for(var R=arguments.length,B=new Array(R),D=0;D<R;D++)B[D]=arguments[D];return!B.some(function(F){return!(F&&typeof F.getBoundingClientRect=="function")})}function popperGenerator(R){R===void 0&&(R={});var B=R,D=B.defaultModifiers,F=D===void 0?[]:D,G=B.defaultOptions,W=G===void 0?DEFAULT_OPTIONS:G;return function(U,Y,Q){Q===void 0&&(Q=W);var K={placement:"bottom",orderedModifiers:[],options:Object.assign({},DEFAULT_OPTIONS,W),modifiersData:{},elements:{reference:U,popper:Y},attributes:{},styles:{}},Z=[],J=!1,te={state:K,setOptions:function(ae){se(),K.options=Object.assign({},W,K.options,ae),K.scrollParents={reference:isElement(U)?listScrollParents(U):U.contextElement?listScrollParents(U.contextElement):[],popper:listScrollParents(Y)};var le=orderModifiers(mergeByName([].concat(F,K.options.modifiers)));return K.orderedModifiers=le.filter(function(ce){return ce.enabled}),ie(),te.update()},forceUpdate:function(){if(!J){var ae=K.elements,le=ae.reference,ce=ae.popper;if(!!areValidElements(le,ce)){K.rects={reference:getCompositeRect(le,getOffsetParent(ce),K.options.strategy==="fixed"),popper:getLayoutRect(ce)},K.reset=!1,K.placement=K.options.placement,K.orderedModifiers.forEach(function(Se){return K.modifiersData[Se.name]=Object.assign({},Se.data)});for(var fe=0;fe<K.orderedModifiers.length;fe++){if(K.reset===!0){K.reset=!1,fe=-1;continue}var de=K.orderedModifiers[fe],me=de.fn,he=de.options,pe=he===void 0?{}:he,be=de.name;typeof me=="function"&&(K=me({state:K,options:pe,name:be,instance:te})||K)}}}},update:debounce(function(){return new Promise(function(re){te.forceUpdate(),re(K)})}),destroy:function(){se(),J=!0}};if(!areValidElements(U,Y))return te;te.setOptions(Q).then(function(re){!J&&Q.onFirstUpdate&&Q.onFirstUpdate(re)});function ie(){K.orderedModifiers.forEach(function(re){var ae=re.name,le=re.options,ce=le===void 0?{}:le,fe=re.effect;if(typeof fe=="function"){var de=fe({state:K,name:ae,instance:te,options:ce}),me=function(){};Z.push(de||me)}})}function se(){Z.forEach(function(re){return re()}),Z=[]}return te}}var passive={passive:!0};function effect(R){var B=R.state,D=R.instance,F=R.options,G=F.scroll,W=G===void 0?!0:G,q=F.resize,U=q===void 0?!0:q,Y=getWindow(B.elements.popper),Q=[].concat(B.scrollParents.reference,B.scrollParents.popper);return W&&Q.forEach(function(K){K.addEventListener("scroll",D.update,passive)}),U&&Y.addEventListener("resize",D.update,passive),function(){W&&Q.forEach(function(K){K.removeEventListener("scroll",D.update,passive)}),U&&Y.removeEventListener("resize",D.update,passive)}}var eventListeners={name:"eventListeners",enabled:!0,phase:"write",fn:function R(){},effect,data:{}};function popperOffsets(R){var B=R.state,D=R.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(R){var B=R.x,D=R.y,F=window,G=F.devicePixelRatio||1;return{x:round(round(B*G)/G)||0,y:round(round(D*G)/G)||0}}function mapToStyles(R){var B,D=R.popper,F=R.popperRect,G=R.placement,W=R.offsets,q=R.position,U=R.gpuAcceleration,Y=R.adaptive,Q=R.roundOffsets,K=Q===!0?roundOffsetsByDPR(W):typeof Q=="function"?Q(W):W,Z=K.x,J=Z===void 0?0:Z,te=K.y,ie=te===void 0?0:te,se=W.hasOwnProperty("x"),re=W.hasOwnProperty("y"),ae=left,le=top$2,ce=window;if(Y){var fe=getOffsetParent(D),de="clientHeight",me="clientWidth";fe===getWindow(D)&&(fe=getDocumentElement(D),getComputedStyle(fe).position!=="static"&&(de="scrollHeight",me="scrollWidth")),fe=fe,G===top$2&&(le=bottom$1,ie-=fe[de]-F.height,ie*=U?1:-1),G===left&&(ae=right,J-=fe[me]-F.width,J*=U?1:-1)}var he=Object.assign({position:q},Y&&unsetSides);if(U){var pe;return Object.assign({},he,(pe={},pe[le]=re?"0":"",pe[ae]=se?"0":"",pe.transform=(ce.devicePixelRatio||1)<2?"translate("+J+"px, "+ie+"px)":"translate3d("+J+"px, "+ie+"px, 0)",pe))}return Object.assign({},he,(B={},B[le]=re?ie+"px":"",B[ae]=se?J+"px":"",B.transform="",B))}function computeStyles(R){var 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 *  howlerjs.com
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 *  goldfirestudios.com
 *
 *  MIT License
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Z=this||D;if(!(Z._audioUnlocked||!Z.ctx)){Z._audioUnlocked=!1,Z.autoUnlock=!1,!Z._mobileUnloaded&&Z.ctx.sampleRate!==44100&&(Z._mobileUnloaded=!0,Z.unload()),Z._scratchBuffer=Z.ctx.createBuffer(1,1,22050);var J=function(te){for(;Z._html5AudioPool.length<Z.html5PoolSize;)try{var ie=new Audio;ie._unlocked=!0,Z._releaseHtml5Audio(ie)}catch{Z.noAudio=!0;break}for(var se=0;se<Z._howls.length;se++)if(!Z._howls[se]._webAudio)for(var re=Z._howls[se]._getSoundIds(),ae=0;ae<re.length;ae++){var le=Z._howls[se]._soundById(re[ae]);le&&le._node&&!le._node._unlocked&&(le._node._unlocked=!0,le._node.load())}Z._autoResume();var ce=Z.ctx.createBufferSource();ce.buffer=Z._scratchBuffer,ce.connect(Z.ctx.destination),typeof ce.start=="undefined"?ce.noteOn(0):ce.start(0),typeof Z.ctx.resume=="function"&&Z.ctx.resume(),ce.onended=function(){ce.disconnect(0),Z._audioUnlocked=!0,document.removeEventListener("touchstart",J,!0),document.removeEventListener("touchend",J,!0),document.removeEventListener("click",J,!0),document.removeEventListener("keydown",J,!0);for(var fe=0;fe<Z._howls.length;fe++)Z._howls[fe]._emit("unlock")}};return document.addEventListener("touchstart",J,!0),document.addEventListener("touchend",J,!0),document.addEventListener("click",J,!0),document.addEventListener("keydown",J,!0),Z}},_obtainHtml5Audio:function(){var Z=this||D;if(Z._html5AudioPool.length)return Z._html5AudioPool.pop();var J=new Audio().play();return J&&typeof Promise!="undefined"&&(J instanceof Promise||typeof J.then=="function")&&J.catch(function(){console.warn("HTML5 Audio pool exhausted, returning potentially locked audio object.")}),new Audio},_releaseHtml5Audio:function(Z){var J=this||D;return Z._unlocked&&J._html5AudioPool.push(Z),J},_autoSuspend:function(){var Z=this;if(!(!Z.autoSuspend||!Z.ctx||typeof Z.ctx.suspend=="undefined"||!D.usingWebAudio)){for(var J=0;J<Z._howls.length;J++)if(Z._howls[J]._webAudio){for(var te=0;te<Z._howls[J]._sounds.length;te++)if(!Z._howls[J]._sounds[te]._paused)return Z}return Z._suspendTimer&&clearTimeout(Z._suspendTimer),Z._suspendTimer=setTimeout(function(){if(!!Z.autoSuspend){Z._suspendTimer=null,Z.state="suspending";var ie=function(){Z.state="suspended",Z._resumeAfterSuspend&&(delete Z._resumeAfterSuspend,Z._autoResume())};Z.ctx.suspend().then(ie,ie)}},3e4),Z}},_autoResume:function(){var Z=this;if(!(!Z.ctx||typeof Z.ctx.resume=="undefined"||!D.usingWebAudio))return Z.state==="running"&&Z.ctx.state!=="interrupted"&&Z._suspendTimer?(clearTimeout(Z._suspendTimer),Z._suspendTimer=null):Z.state==="suspended"||Z.state==="running"&&Z.ctx.state==="interrupted"?(Z.ctx.resume().then(function(){Z.state="running";for(var J=0;J<Z._howls.length;J++)Z._howls[J]._emit("resume")}),Z._suspendTimer&&(clearTimeout(Z._suspendTimer),Z._suspendTimer=null)):Z.state==="suspending"&&(Z._resumeAfterSuspend=!0),Z}};var D=new B,F=function(Z){var J=this;if(!Z.src||Z.src.length===0){console.error("An array of source files must be passed with any new Howl.");return}J.init(Z)};F.prototype={init:function(Z){var J=this;return D.ctx||K(),J._autoplay=Z.autoplay||!1,J._format=typeof Z.format!="string"?Z.format:[Z.format],J._html5=Z.html5||!1,J._muted=Z.mute||!1,J._loop=Z.loop||!1,J._pool=Z.pool||5,J._preload=typeof Z.preload=="boolean"||Z.preload==="metadata"?Z.preload:!0,J._rate=Z.rate||1,J._sprite=Z.sprite||{},J._src=typeof Z.src!="string"?Z.src:[Z.src],J._volume=Z.volume!==void 0?Z.volume:1,J._xhr={method:Z.xhr&&Z.xhr.method?Z.xhr.method:"GET",headers:Z.xhr&&Z.xhr.headers?Z.xhr.headers:null,withCredentials:Z.xhr&&Z.xhr.withCredentials?Z.xhr.withCredentials:!1},J._duration=0,J._state="unloaded",J._sounds=[],J._endTimers={},J._queue=[],J._playLock=!1,J._onend=Z.onend?[{fn:Z.onend}]:[],J._onfade=Z.onfade?[{fn:Z.onfade}]:[],J._onload=Z.onload?[{fn:Z.onload}]:[],J._onloaderror=Z.onloaderror?[{fn:Z.onloaderror}]:[],J._onplayerror=Z.onplayerror?[{fn:Z.onplayerror}]:[],J._onpause=Z.onpause?[{fn:Z.onpause}]:[],J._onplay=Z.onplay?[{fn:Z.onplay}]:[],J._onstop=Z.onstop?[{fn:Z.onstop}]:[],J._onmute=Z.onmute?[{fn:Z.onmute}]:[],J._onvolume=Z.onvolume?[{fn:Z.onvolume}]:[],J._onrate=Z.onrate?[{fn:Z.onrate}]:[],J._onseek=Z.onseek?[{fn:Z.onseek}]:[],J._onunlock=Z.onunlock?[{fn:Z.onunlock}]:[],J._onresume=[],J._webAudio=D.usingWebAudio&&!J._html5,typeof D.ctx!="undefined"&&D.ctx&&D.autoUnlock&&D._unlockAudio(),D._howls.push(J),J._autoplay&&J._queue.push({event:"play",action:function(){J.play()}}),J._preload&&J._preload!=="none"&&J.load(),J},load:function(){var Z=this,J=null;if(D.noAudio){Z._emit("loaderror",null,"No audio support.");return}typeof Z._src=="string"&&(Z._src=[Z._src]);for(var te=0;te<Z._src.length;te++){var ie,se;if(Z._format&&Z._format[te])ie=Z._format[te];else{if(se=Z._src[te],typeof se!="string"){Z._emit("loaderror",null,"Non-string found in selected audio sources - ignoring.");continue}ie=/^data:audio\/([^;,]+);/i.exec(se),ie||(ie=/\.([^.]+)$/.exec(se.split("?",1)[0])),ie&&(ie=ie[1].toLowerCase())}if(ie||console.warn('No file extension was found. 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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})):J||(te._playLock=!1,pe(),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}Z!=="__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(we){te._emit("playerror",ae._id,we)}};be.src==="data:audio/wav;base64,UklGRigAAABXQVZFZm10IBIAAAABAAEARKwAAIhYAQACABAAAABkYXRhAgAAAAEA"&&(be.src=te._src,be.load());var xe=window&&window.ejecta||!be.readyState&&D._navigator.isCocoonJS;if(be.readyState>=3||xe)ve();else{te._playLock=!0,te._state="loading";var Ee=function(){te._state="loaded",ve(),be.removeEventListener(D._canPlayEvent,Ee,!1)};be.addEventListener(D._canPlayEvent,Ee,!1),te._clearTimer(ae._id)}}return ae._id},pause:function(Z){var J=this;if(J._state!=="loaded"||J._playLock)return J._queue.push({event:"pause",action:function(){J.pause(Z)}}),J;for(var 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re._node.bufferSource.stop=="undefined"?re._node.bufferSource.noteOff(0):re._node.bufferSource.stop(0),te._cleanBuffer(re._node)):(!isNaN(re._node.duration)||re._node.duration===1/0)&&(re._node.currentTime=re._start||0,re._node.pause(),re._node.duration===1/0&&te._clearSound(re._node))),J||te._emit("stop",re._id))}return te},mute:function(Z,J){var te=this;if(te._state!=="loaded"||te._playLock)return te._queue.push({event:"mute",action:function(){te.mute(Z,J)}}),te;if(typeof J=="undefined")if(typeof Z=="boolean")te._muted=Z;else return te._muted;for(var ie=te._getSoundIds(J),se=0;se<ie.length;se++){var re=te._soundById(ie[se]);re&&(re._muted=Z,re._interval&&te._stopFade(re._id),te._webAudio&&re._node?re._node.gain.setValueAtTime(Z?0:re._volume,D.ctx.currentTime):re._node&&(re._node.muted=D._muted?!0:Z),te._emit("mute",re._id))}return te},volume:function(){var Z=this,J=arguments,te,ie;if(J.length===0)return Z._volume;if(J.length===1||J.length===2&&typeof J[1]=="undefined"){var 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te&&te._interval&&(J._webAudio&&te._node.gain.cancelScheduledValues(D.ctx.currentTime),clearInterval(te._interval),te._interval=null,J.volume(te._fadeTo,Z),te._fadeTo=null,J._emit("fade",Z)),J},loop:function(){var Z=this,J=arguments,te,ie,se;if(J.length===0)return Z._loop;if(J.length===1)if(typeof J[0]=="boolean")te=J[0],Z._loop=te;else return se=Z._soundById(parseInt(J[0],10)),se?se._loop:!1;else J.length===2&&(te=J[0],ie=parseInt(J[1],10));for(var re=Z._getSoundIds(ie),ae=0;ae<re.length;ae++)se=Z._soundById(re[ae]),se&&(se._loop=te,Z._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,Z.playing(re[ae])&&(Z.pause(re[ae],!0),Z.play(re[ae],!0)))));return Z},rate:function(){var Z=this,J=arguments,te,ie;if(J.length===0)ie=Z._sounds[0]._id;else if(J.length===1){var se=Z._getSoundIds(),re=se.indexOf(J[0]);re>=0?ie=parseInt(J[0],10):te=parseFloat(J[0])}else J.length===2&&(te=parseFloat(J[0]),ie=parseInt(J[1],10));var ae;if(typeof te=="number"){if(Z._state!=="loaded"||Z._playLock)return Z._queue.push({event:"rate",action:function(){Z.rate.apply(Z,J)}}),Z;typeof ie=="undefined"&&(Z._rate=te),ie=Z._getSoundIds(ie);for(var le=0;le<ie.length;le++)if(ae=Z._soundById(ie[le]),ae){Z.playing(ie[le])&&(ae._rateSeek=Z.seek(ie[le]),ae._playStart=Z._webAudio?D.ctx.currentTime:ae._playStart),ae._rate=te,Z._webAudio&&ae._node&&ae._node.bufferSource?ae._node.bufferSource.playbackRate.setValueAtTime(te,D.ctx.currentTime):ae._node&&(ae._node.playbackRate=te);var ce=Z.seek(ie[le]),fe=(Z._sprite[ae._sprite][0]+Z._sprite[ae._sprite][1])/1e3-ce,de=fe*1e3/Math.abs(ae._rate);(Z._endTimers[ie[le]]||!ae._paused)&&(Z._clearTimer(ie[le]),Z._endTimers[ie[le]]=setTimeout(Z._ended.bind(Z,ae),de)),Z._emit("rate",ae._id)}}else return ae=Z._soundById(ie),ae?ae._rate:Z._rate;return Z},seek:function(){var Z=this,J=arguments,te,ie;if(J.length===0)Z._sounds.length&&(ie=Z._sounds[0]._id);else if(J.length===1){var se=Z._getSoundIds(),re=se.indexOf(J[0]);re>=0?ie=parseInt(J[0],10):Z._sounds.length&&(ie=Z._sounds[0]._id,te=parseFloat(J[0]))}else J.length===2&&(te=parseFloat(J[0]),ie=parseInt(J[1],10));if(typeof ie=="undefined")return 0;if(typeof te=="number"&&(Z._state!=="loaded"||Z._playLock))return Z._queue.push({event:"seek",action:function(){Z.seek.apply(Z,J)}}),Z;var ae=Z._soundById(ie);if(ae)if(typeof te=="number"&&te>=0){var le=Z.playing(ie);le&&Z.pause(ie,!0),ae._seek=te,ae._ended=!1,Z._clearTimer(ie),!Z._webAudio&&ae._node&&!isNaN(ae._node.duration)&&(ae._node.currentTime=te);var ce=function(){le&&Z.play(ie,!0),Z._emit("seek",ie)};if(le&&!Z._webAudio){var fe=function(){Z._playLock?setTimeout(fe,0):ce()};setTimeout(fe,0)}else ce()}else if(Z._webAudio){var de=Z.playing(ie)?D.ctx.currentTime-ae._playStart:0,me=ae._rateSeek?ae._rateSeek-ae._seek:0;return ae._seek+(me+de*Math.abs(ae._rate))}else return ae._node.currentTime;return Z},playing:function(Z){var J=this;if(typeof Z=="number"){var te=J._soundById(Z);return te?!te._paused:!1}for(var ie=0;ie<J._sounds.length;ie++)if(!J._sounds[ie]._paused)return!0;return!1},duration:function(Z){var J=this,te=J._duration,ie=J._soundById(Z);return ie&&(te=J._sprite[ie._sprite][1]/1e3),te},state:function(){return this._state},unload:function(){for(var Z=this,J=Z._sounds,te=0;te<J.length;te++)J[te]._paused||Z.stop(J[te]._id),Z._webAudio||(Z._clearSound(J[te]._node),J[te]._node.removeEventListener("error",J[te]._errorFn,!1),J[te]._node.removeEventListener(D._canPlayEvent,J[te]._loadFn,!1),J[te]._node.removeEventListener("ended",J[te]._endFn,!1),D._releaseHtml5Audio(J[te]._node)),delete J[te]._node,Z._clearTimer(J[te]._id);var ie=D._howls.indexOf(Z);ie>=0&&D._howls.splice(ie,1);var se=!0;for(te=0;te<D._howls.length;te++)if(D._howls[te]._src===Z._src||Z._src.indexOf(D._howls[te]._src)>=0){se=!1;break}return W&&se&&delete W[Z._src],D.noAudio=!1,Z._state="unloaded",Z._sounds=[],Z=null,null},on:function(Z,J,te,ie){var se=this,re=se["_on"+Z];return typeof J=="function"&&re.push(ie?{id:te,fn:J,once:ie}:{id:te,fn:J}),se},off:function(Z,J,te){var ie=this,se=ie["_on"+Z],re=0;if(typeof J=="number"&&(te=J,J=null),J||te)for(re=0;re<se.length;re++){var ae=te===se[re].id;if(J===se[re].fn&&ae||!J&&ae){se.splice(re,1);break}}else if(Z)ie["_on"+Z]=[];else{var le=Object.keys(ie);for(re=0;re<le.length;re++)le[re].indexOf("_on")===0&&Array.isArray(ie[le[re]])&&(ie[le[re]]=[])}return ie},once:function(Z,J,te){var ie=this;return ie.on(Z,J,te,1),ie},_emit:function(Z,J,te){for(var ie=this,se=ie["_on"+Z],re=se.length-1;re>=0;re--)(!se[re].id||se[re].id===J||Z==="load")&&(setTimeout(function(ae){ae.call(this,J,te)}.bind(ie,se[re].fn),0),se[re].once&&ie.off(Z,se[re].fn,se[re].id));return ie._loadQueue(Z),ie},_loadQueue:function(Z){var J=this;if(J._queue.length>0){var te=J._queue[0];te.event===Z&&(J._queue.shift(),J._loadQueue()),Z||te.action()}return J},_ended:function(Z){var J=this,te=Z._sprite;if(!J._webAudio&&Z._node&&!Z._node.paused&&!Z._node.ended&&Z._node.currentTime<Z._stop)return setTimeout(J._ended.bind(J,Z),100),J;var ie=!!(Z._loop||J._sprite[te][2]);if(J._emit("end",Z._id),!J._webAudio&&ie&&J.stop(Z._id,!0).play(Z._id),J._webAudio&&ie){J._emit("play",Z._id),Z._seek=Z._start||0,Z._rateSeek=0,Z._playStart=D.ctx.currentTime;var se=(Z._stop-Z._start)*1e3/Math.abs(Z._rate);J._endTimers[Z._id]=setTimeout(J._ended.bind(J,Z),se)}return J._webAudio&&!ie&&(Z._paused=!0,Z._ended=!0,Z._seek=Z._start||0,Z._rateSeek=0,J._clearTimer(Z._id),J._cleanBuffer(Z._node),D._autoSuspend()),!J._webAudio&&!ie&&J.stop(Z._id,!0),J},_clearTimer:function(Z){var J=this;if(J._endTimers[Z]){if(typeof J._endTimers[Z]!="function")clearTimeout(J._endTimers[Z]);else{var te=J._soundById(Z);te&&te._node&&te._node.removeEventListener("ended",J._endTimers[Z],!1)}delete J._endTimers[Z]}return J},_soundById:function(Z){for(var J=this,te=0;te<J._sounds.length;te++)if(Z===J._sounds[te]._id)return J._sounds[te];return null},_inactiveSound:function(){var Z=this;Z._drain();for(var J=0;J<Z._sounds.length;J++)if(Z._sounds[J]._ended)return Z._sounds[J].reset();return new G(Z)},_drain:function(){var Z=this,J=Z._pool,te=0,ie=0;if(!(Z._sounds.length<J)){for(ie=0;ie<Z._sounds.length;ie++)Z._sounds[ie]._ended&&te++;for(ie=Z._sounds.length-1;ie>=0;ie--){if(te<=J)return;Z._sounds[ie]._ended&&(Z._webAudio&&Z._sounds[ie]._node&&Z._sounds[ie]._node.disconnect(0),Z._sounds.splice(ie,1),te--)}}},_getSoundIds:function(Z){var J=this;if(typeof Z=="undefined"){for(var te=[],ie=0;ie<J._sounds.length;ie++)te.push(J._sounds[ie]._id);return te}else return[Z]},_refreshBuffer:function(Z){var J=this;return Z._node.bufferSource=D.ctx.createBufferSource(),Z._node.bufferSource.buffer=W[J._src],Z._panner?Z._node.bufferSource.connect(Z._panner):Z._node.bufferSource.connect(Z._node),Z._node.bufferSource.loop=Z._loop,Z._loop&&(Z._node.bufferSource.loopStart=Z._start||0,Z._node.bufferSource.loopEnd=Z._stop||0),Z._node.bufferSource.playbackRate.setValueAtTime(Z._rate,D.ctx.currentTime),J},_cleanBuffer:function(Z){var J=this,te=D._navigator&&D._navigator.vendor.indexOf("Apple")>=0;if(D._scratchBuffer&&Z.bufferSource&&(Z.bufferSource.onended=null,Z.bufferSource.disconnect(0),te))try{Z.bufferSource.buffer=D._scratchBuffer}catch{}return Z.bufferSource=null,J},_clearSound:function(Z){var J=/MSIE |Trident\//.test(D._navigator&&D._navigator.userAgent);J||(Z.src="data:audio/wav;base64,UklGRigAAABXQVZFZm10IBIAAAABAAEARKwAAIhYAQACABAAAABkYXRhAgAAAAEA")}};var G=function(Z){this._parent=Z,this.init()};G.prototype={init:function(){var Z=this,J=Z._parent;return Z._muted=J._muted,Z._loop=J._loop,Z._volume=J._volume,Z._rate=J._rate,Z._seek=0,Z._paused=!0,Z._ended=!0,Z._sprite="__default",Z._id=++D._counter,J._sounds.push(Z),Z.create(),Z},create:function(){var Z=this,J=Z._parent,te=D._muted||Z._muted||Z._parent._muted?0:Z._volume;return J._webAudio?(Z._node=typeof D.ctx.createGain=="undefined"?D.ctx.createGainNode():D.ctx.createGain(),Z._node.gain.setValueAtTime(te,D.ctx.currentTime),Z._node.paused=!0,Z._node.connect(D.masterGain)):D.noAudio||(Z._node=D._obtainHtml5Audio(),Z._errorFn=Z._errorListener.bind(Z),Z._node.addEventListener("error",Z._errorFn,!1),Z._loadFn=Z._loadListener.bind(Z),Z._node.addEventListener(D._canPlayEvent,Z._loadFn,!1),Z._endFn=Z._endListener.bind(Z),Z._node.addEventListener("ended",Z._endFn,!1),Z._node.src=J._src,Z._node.preload=J._preload===!0?"auto":J._preload,Z._node.volume=te*D.volume(),Z._node.load()),Z},reset:function(){var Z=this,J=Z._parent;return Z._muted=J._muted,Z._loop=J._loop,Z._volume=J._volume,Z._rate=J._rate,Z._seek=0,Z._rateSeek=0,Z._paused=!0,Z._ended=!0,Z._sprite="__default",Z._id=++D._counter,Z},_errorListener:function(){var Z=this;Z._parent._emit("loaderror",Z._id,Z._node.error?Z._node.error.code:0),Z._node.removeEventListener("error",Z._errorFn,!1)},_loadListener:function(){var Z=this,J=Z._parent;J._duration=Math.ceil(Z._node.duration*10)/10,Object.keys(J._sprite).length===0&&(J._sprite={__default:[0,J._duration*1e3]}),J._state!=="loaded"&&(J._state="loaded",J._emit("load"),J._loadQueue()),Z._node.removeEventListener(D._canPlayEvent,Z._loadFn,!1)},_endListener:function(){var Z=this,J=Z._parent;J._duration===1/0&&(J._duration=Math.ceil(Z._node.duration*10)/10,J._sprite.__default[1]===1/0&&(J._sprite.__default[1]=J._duration*1e3),J._ended(Z)),Z._node.removeEventListener("ended",Z._endFn,!1)}};var W={},q=function(Z){var J=Z._src;if(W[J]){Z._duration=W[J].duration,Q(Z);return}if(/^data:[^;]+;base64,/.test(J)){for(var te=atob(J.split(",")[1]),ie=new Uint8Array(te.length),se=0;se<te.length;++se)ie[se]=te.charCodeAt(se);Y(ie.buffer,Z)}else{var re=new XMLHttpRequest;re.open(Z._xhr.method,J,!0),re.withCredentials=Z._xhr.withCredentials,re.responseType="arraybuffer",Z._xhr.headers&&Object.keys(Z._xhr.headers).forEach(function(ae){re.setRequestHeader(ae,Z._xhr.headers[ae])}),re.onload=function(){var ae=(re.status+"")[0];if(ae!=="0"&&ae!=="2"&&ae!=="3"){Z._emit("loaderror",null,"Failed loading audio file with status: "+re.status+".");return}Y(re.response,Z)},re.onerror=function(){Z._webAudio&&(Z._html5=!0,Z._webAudio=!1,Z._sounds=[],delete W[J],Z.load())},U(re)}},U=function(Z){try{Z.send()}catch{Z.onerror()}},Y=function(Z,J){var te=function(){J._emit("loaderror",null,"Decoding audio data failed.")},ie=function(se){se&&J._sounds.length>0?(W[J._src]=se,Q(J,se)):te()};typeof Promise!="undefined"&&D.ctx.decodeAudioData.length===1?D.ctx.decodeAudioData(Z).then(ie).catch(te):D.ctx.decodeAudioData(Z,ie,te)},Q=function(Z,J){J&&!Z._duration&&(Z._duration=J.duration),Object.keys(Z._sprite).length===0&&(Z._sprite={__default:[0,Z._duration*1e3]}),Z._state!=="loaded"&&(Z._state="loaded",Z._emit("load"),Z._loadQueue())},K=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 Z=/iP(hone|od|ad)/.test(D._navigator&&D._navigator.platform),J=D._navigator&&D._navigator.appVersion.match(/OS (\d+)_(\d+)_?(\d+)?/),te=J?parseInt(J[1],10):null;if(Z&&te&&te<9){var ie=/safari/.test(D._navigator&&D._navigator.userAgent.toLowerCase());D._navigator&&!ie&&(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()}};R.Howler=D,R.Howl=F,typeof commonjsGlobal$2!="undefined"?(commonjsGlobal$2.HowlerGlobal=B,commonjsGlobal$2.Howler=D,commonjsGlobal$2.Howl=F,commonjsGlobal$2.Sound=G):typeof window!="undefined"&&(window.HowlerGlobal=B,window.Howler=D,window.Howl=F,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 F=this;if(!F.ctx||!F.ctx.listener)return F;for(var G=F._howls.length-1;G>=0;G--)F._howls[G].stereo(D);return F},HowlerGlobal.prototype.pos=function(D,F,G){var W=this;if(!W.ctx||!W.ctx.listener)return W;if(F=typeof F!="number"?W._pos[1]:F,G=typeof G!="number"?W._pos[2]:G,typeof D=="number")W._pos=[D,F,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,F,G,W,q,U){var Y=this;if(!Y.ctx||!Y.ctx.listener)return Y;var Q=Y._orientation;if(F=typeof F!="number"?Q[1]:F,G=typeof G!="number"?Q[2]:G,W=typeof W!="number"?Q[3]:W,q=typeof q!="number"?Q[4]:q,U=typeof U!="number"?Q[5]:U,typeof D=="number")Y._orientation=[D,F,G,W,q,U],typeof Y.ctx.listener.forwardX!="undefined"?(Y.ctx.listener.forwardX.setTargetAtTime(D,Howler.ctx.currentTime,.1),Y.ctx.listener.forwardY.setTargetAtTime(F,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(U,Howler.ctx.currentTime,.1)):Y.ctx.listener.setOrientation(D,F,G,W,q,U);else return Q;return Y},Howl.prototype.init=function(D){return function(F){var G=this;return G._orientation=F.orientation||[1,0,0],G._stereo=F.stereo||null,G._pos=F.pos||null,G._pannerAttr={coneInnerAngle:typeof F.coneInnerAngle!="undefined"?F.coneInnerAngle:360,coneOuterAngle:typeof F.coneOuterAngle!="undefined"?F.coneOuterAngle:360,coneOuterGain:typeof F.coneOuterGain!="undefined"?F.coneOuterGain:0,distanceModel:typeof F.distanceModel!="undefined"?F.distanceModel:"inverse",maxDistance:typeof F.maxDistance!="undefined"?F.maxDistance:1e4,panningModel:typeof F.panningModel!="undefined"?F.panningModel:"HRTF",refDistance:typeof F.refDistance!="undefined"?F.refDistance:1,rolloffFactor:typeof F.rolloffFactor!="undefined"?F.rolloffFactor:1},G._onstereo=F.onstereo?[{fn:F.onstereo}]:[],G._onpos=F.onpos?[{fn:F.onpos}]:[],G._onorientation=F.onorientation?[{fn:F.onorientation}]:[],D.call(this,F)}}(Howl.prototype.init),Howl.prototype.stereo=function(D,F){var G=this;if(!G._webAudio)return G;if(G._state!=="loaded")return G._queue.push({event:"stereo",action:function(){G.stereo(D,F)}}),G;var W=typeof Howler.ctx.createStereoPanner=="undefined"?"spatial":"stereo";if(typeof F=="undefined")if(typeof D=="number")G._stereo=D,G._pos=[D,0,0];else return G._stereo;for(var q=G._getSoundIds(F),U=0;U<q.length;U++){var Y=G._soundById(q[U]);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,F,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,F,G,W)}}),q;if(F=typeof F!="number"?0:F,G=typeof G!="number"?-.5:G,typeof W=="undefined")if(typeof D=="number")q._pos=[D,F,G];else return q._pos;for(var U=q._getSoundIds(W),Y=0;Y<U.length;Y++){var Q=q._soundById(U[Y]);if(Q)if(typeof D=="number")Q._pos=[D,F,G],Q._node&&((!Q._panner||Q._panner.pan)&&B(Q,"spatial"),typeof Q._panner.positionX!="undefined"?(Q._panner.positionX.setValueAtTime(D,Howler.ctx.currentTime),Q._panner.positionY.setValueAtTime(F,Howler.ctx.currentTime),Q._panner.positionZ.setValueAtTime(G,Howler.ctx.currentTime)):Q._panner.setPosition(D,F,G)),q._emit("pos",Q._id);else return Q._pos}return q},Howl.prototype.orientation=function(D,F,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,F,G,W)}}),q;if(F=typeof F!="number"?q._orientation[1]:F,G=typeof G!="number"?q._orientation[2]:G,typeof W=="undefined")if(typeof D=="number")q._orientation=[D,F,G];else return q._orientation;for(var U=q._getSoundIds(W),Y=0;Y<U.length;Y++){var Q=q._soundById(U[Y]);if(Q)if(typeof D=="number")Q._orientation=[D,F,G],Q._node&&(Q._panner||(Q._pos||(Q._pos=q._pos||[0,0,-.5]),B(Q,"spatial")),typeof Q._panner.orientationX!="undefined"?(Q._panner.orientationX.setValueAtTime(D,Howler.ctx.currentTime),Q._panner.orientationY.setValueAtTime(F,Howler.ctx.currentTime),Q._panner.orientationZ.setValueAtTime(G,Howler.ctx.currentTime)):Q._panner.setOrientation(D,F,G)),q._emit("orientation",Q._id);else return Q._orientation}return q},Howl.prototype.pannerAttr=function(){var D=this,F=arguments,G,W,q;if(!D._webAudio)return D;if(F.length===0)return D._pannerAttr;if(F.length===1)if(typeof F[0]=="object")G=F[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(F[0],10)),q?q._pannerAttr:D._pannerAttr;else F.length===2&&(G=F[0],W=parseInt(F[1],10));for(var U=D._getSoundIds(W),Y=0;Y<U.length;Y++)if(q=D._soundById(U[Y]),q){var Q=q._pannerAttr;Q={coneInnerAngle:typeof G.coneInnerAngle!="undefined"?G.coneInnerAngle:Q.coneInnerAngle,coneOuterAngle:typeof G.coneOuterAngle!="undefined"?G.coneOuterAngle:Q.coneOuterAngle,coneOuterGain:typeof G.coneOuterGain!="undefined"?G.coneOuterGain:Q.coneOuterGain,distanceModel:typeof G.distanceModel!="undefined"?G.distanceModel:Q.distanceModel,maxDistance:typeof G.maxDistance!="undefined"?G.maxDistance:Q.maxDistance,refDistance:typeof G.refDistance!="undefined"?G.refDistance:Q.refDistance,rolloffFactor:typeof G.rolloffFactor!="undefined"?G.rolloffFactor:Q.rolloffFactor,panningModel:typeof G.panningModel!="undefined"?G.panningModel:Q.panningModel};var K=q._panner;K?(K.coneInnerAngle=Q.coneInnerAngle,K.coneOuterAngle=Q.coneOuterAngle,K.coneOuterGain=Q.coneOuterGain,K.distanceModel=Q.distanceModel,K.maxDistance=Q.maxDistance,K.refDistance=Q.refDistance,K.rolloffFactor=Q.rolloffFactor,K.panningModel=Q.panningModel):(q._pos||(q._pos=D._pos||[0,0,-.5]),B(q,"spatial"))}return D},Sound.prototype.init=function(D){return function(){var F=this,G=F._parent;F._orientation=G._orientation,F._stereo=G._stereo,F._pos=G._pos,F._pannerAttr=G._pannerAttr,D.call(this),F._stereo?G.stereo(F._stereo):F._pos&&G.pos(F._pos[0],F._pos[1],F._pos[2],F._id)}}(Sound.prototype.init),Sound.prototype.reset=function(D){return function(){var F=this,G=F._parent;return F._orientation=G._orientation,F._stereo=G._stereo,F._pos=G._pos,F._pannerAttr=G._pannerAttr,F._stereo?G.stereo(F._stereo):F._pos?G.pos(F._pos[0],F._pos[1],F._pos[2],F._id):F._panner&&(F._panner.disconnect(0),F._panner=void 0,G._refreshBuffer(F)),D.call(this)}}(Sound.prototype.reset);var B=function(D,F){F=F||"spatial",F==="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=R=>(browserInfo$7.huawei?.2:.1)/R*1e3;let htick=new howler.Howl({src:tickUrl,format:["mp3"]}),htock=new howler.Howl({src:tockUrl,format:["mp3"]});class Player{constructor(B,D){this.ticks=[],this.event=new EventEmitter,this.isRuning=!1,this.isNeedStop=!1,this.getTickByDots=(F,G)=>Array.from(Array(F)).map((W,q)=>({time:`0:${(G+q)*1.4}`,note:q===0?"C5":"c4",velocity:1,index:q+G})),this.formatTick=(F,G)=>{const W=[];for(let q=0;q<G;q++)W.push(...this.getTickByDots(F,q*F));return W},this.part=null}async startTick(B,D,F,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&&U(),W<F*G&&this.event.emit("tick",W),W===F*G-1&&setTimeout(()=>{var Q;this.isRuning=!1,this.event.emit("stop"),console.log("tick stop"),(Q=this.part)==null||Q.clear()},450/D),W++},U=()=>{this.isNeedStop||setTimeout(()=>{try{q()}catch(Y){console.log("timeTickError",Y)}},666.6/D)};q()}async setAudioMode(B,D,F=1){if(await nextTick(),this.isRuning)return;this.isRuning=!0;const G=this.formatTick(B,F);this.startTick(G,D,B,F)}async 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  Copyright (c) 2017 Jed Watson.
  Licensed under the MIT License (MIT), see
  http://jedwatson.github.io/classnames
*/(function(R){(function(){var B={}.hasOwnProperty;function D(){for(var F=[],G=0;G<arguments.length;G++){var W=arguments[G];if(!!W){var q=typeof W;if(q==="string"||q==="number")F.push(W);else if(Array.isArray(W)&&W.length){var U=D.apply(null,W);U&&F.push(U)}else if(q==="object")for(var Y in W)B.call(W,Y)&&W[Y]&&F.push(Y)}}return F.join(" ")}R.exports?(D.default=D,R.exports=D):window.classNames=D})()})(classnames$1);var classnames=classnames$1.exports;const title$9="_title_pm7vp_4",strong="_strong_pm7vp_10",speed$1="_speed_pm7vp_1",background="_background_pm7vp_21",slider$2="_slider_pm7vp_61",show$1="_show_pm7vp_111";var 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watch(()=>state.speed,Q=>{Q&&(state$1.maxSpeed=state.speed>270?state.speed+45:315)},{immediate:!0}),()=>createVNode("div",{class:styles$t["speed-change"]},[createVNode("div",{class:styles$t.speed},[createVNode("div",null,[createVNode(Button,{color:"#01C1B5",icon:iconPlus,type:"primary",size:"mini",round:!0,disabled:state$1.speed>=270,onClick:U},null),createVNode(Slider,{class:styles$t.slider,max:state.playIngSpeed>270?state.playIngSpeed:270,min:45,barHeight:"3px",buttonSize:"18px",modelValue:state$1.maxSpeed-state$1.speed,"onUpdate:modelValue":Q=>{const 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close$2="_close_1xean_1",bg$2="_bg_1xean_12";var styles$s={close:close$2,bg:bg$2},iconColse="/orchestra-music-score/assets/close.c15efc4b.svg",Popups=defineComponent({name:"ColexiuPopup",props:{data:{type:Object,default:()=>null},zIndex:{type:Number,default:void 0},closeable:{type:Boolean,default:!0},overlay:{type:Boolean,default:!0},style:{type:Object}},setup(R,{slots:B,expose:D}){const F=ref(!1),G=ref(!1),W=()=>{F.value=!0,G.value=!0},q=()=>{F.value=!1},U=()=>{G.value=!1};return D({show:F,close:()=>{F.value=!1},onShow:W,onClose:q,onClosed:U}),()=>createVNode(Popup,{show:F.value,zIndex:R.zIndex,onClose:q,onClosed:U,teleport:"body",onClickOverlay:q,overlay:R.overlay,round:!0,closeable:!1,style:{...R.style},class:styles$s.bg,lockScroll:!0},{default:()=>[G.value&&B.default&&B.default(R),R.closeable&&createVNode(Icon,{class:styles$s.close,name:iconColse,onClick:q},null)]})}});const title$8="_title_184ej_1",wrap$7="_wrap_184ej_8",item$2="_item_184ej_14",label$1="_label_184ej_18";var styles$r={title:title$8,wrap:wrap$7,item:item$2,label:label$1};const sliderClass={"active-color":"#FFB871","inactive-color":"#EAEAEA","button-size":"14"};var Equalizer=defineComponent({name:"ColexiuEqualizer",setup(){const R=ref(10);return()=>createVNode("div",{class:"containerPopups"},[createVNode("div",{class:styles$r.title},[createTextVNode("\u5747\u8861\u5668")]),createVNode("div",{class:styles$r.wrap},[createVNode("div",{class:styles$r.item},[createVNode("span",{class:styles$r.label},[createTextVNode("\u8282\u62CD\u5668")]),createVNode(Slider,mergeProps({modelValue:R.value,"onUpdate:modelValue":B=>R.value=B},sliderClass),null)]),createVNode(Divider,null,null),createVNode("div",{class:styles$r.item},[createVNode("span",{class:styles$r.label},[createTextVNode("\u4F34\u594F")]),createVNode(Slider,mergeProps({modelValue:R.value,"onUpdate:modelValue":B=>R.value=B},sliderClass),null)]),createVNode(Divider,null,null),createVNode("div",{class:styles$r.item},[createVNode("span",{class:styles$r.label},[createTextVNode("\u957F\u7B1B")]),createVNode(Slider,mergeProps({modelValue:R.value,"onUpdate:modelValue":B=>R.value=B},sliderClass),null)]),createVNode(Divider,null,null),createVNode("div",{class:styles$r.item},[createVNode("span",{class:styles$r.label},[createTextVNode("\u8428\u514B\u65AF")]),createVNode(Slider,mergeProps({modelValue:R.value,"onUpdate:modelValue":B=>R.value=B},sliderClass),null)]),createVNode(Divider,null,null),createVNode("div",{class:styles$r.item},[createVNode("span",{class:styles$r.label},[createTextVNode("\u5355\u7C27\u7BA1")]),createVNode(Slider,mergeProps({modelValue:R.value,"onUpdate:modelValue":B=>R.value=B},sliderClass),null)]),createVNode(Divider,null,null),createVNode("div",{class:styles$r.item},[createVNode("span",{class:styles$r.label},[createTextVNode("\u957F\u53F7")]),createVNode(Slider,mergeProps({modelValue:R.value,"onUpdate:modelValue":B=>R.value=B},sliderClass),null)])])])}});const container$9="_container_la5im_1",title$7="_title_la5im_5",practiseBtn="_practiseBtn_la5im_12",wrap$6="_wrap_la5im_21";var styles$q={container:container$9,title:title$7,practiseBtn,wrap:wrap$6};function _isSlot$3(R){return typeof R=="function"||Object.prototype.toString.call(R)==="[object Object]"&&!isVNode(R)}var Part=defineComponent({name:"ColexiuPart",setup(){const R=useOriginSearch(),B=Number(R["part-index"])||0,D=ref(state$2.partListNames[B]),F=()=>{const G=state$2.partListNames.indexOf(D.value);D.value=state$2.partListNames[G];const W=queryString.stringify({...R,"part-index":G});location.search=W};return()=>{let G;return createVNode("div",{class:["containerPopups",styles$q.container]},[createVNode("div",{class:styles$q.title},[createTextVNode("\u58F0\u90E8\u9009\u62E9")]),createVNode("div",{class:styles$q.wrap},[createVNode(RadioGroup,{modelValue:D.value,"onUpdate:modelValue":W=>D.value=W},_isSlot$3(G=state$2.partListNames.map(W=>createVNode(Radio,{name:W},_isSlot$3(W)?W:{default:()=>[W]})))?G:{default:()=>[G]})]),createVNode("div",{style:{display:"flex",justifyContent:"center"}},[createVNode(Button,{class:styles$q.practiseBtn,onClick:F},null)])])}}});const partPopup=ref(null),equalizerPopup=ref(null);var FloatWraper=defineComponent({name:"ColuxiuFloatWraper",setup(){return()=>createVNode(Fragment,null,[createVNode(Popups,{ref:partPopup,style:{borderRadius:"8px"}},{default:()=>[createVNode(Part,null,null)]}),createVNode(Popups,{ref:equalizerPopup,style:{borderRadius:"8px"}},{default:()=>[createVNode(Equalizer,null,null)]})])}});function _taggedTemplateLiteral(R,B){return 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* @license
* Copyright 2019 Google LLC
* SPDX-License-Identifier: BSD-3-Clause
*/const t$3=window.ShadowRoot&&(window.ShadyCSS===void 0||window.ShadyCSS.nativeShadow)&&"adoptedStyleSheets"in Document.prototype&&"replace"in CSSStyleSheet.prototype,e$8=Symbol(),n$5=new Map;class s$3{constructor(B,D){if(this._$cssResult$=!0,D!==e$8)throw Error("CSSResult is not constructable. Use `unsafeCSS` or `css` instead.");this.cssText=B}get styleSheet(){let B=n$5.get(this.cssText);return t$3&&B===void 0&&(n$5.set(this.cssText,B=new CSSStyleSheet),B.replaceSync(this.cssText)),B}toString(){return this.cssText}}const o$5=R=>new s$3(typeof R=="string"?R:R+"",e$8),r$3=(R,...B)=>{const D=R.length===1?R[0]:B.reduce((F,G,W)=>F+(q=>{if(q._$cssResult$===!0)return q.cssText;if(typeof q=="number")return q;throw Error("Value passed to 'css' function must be a 'css' function result: "+q+". 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0),this._$EU()}updated(B){}firstUpdated(B){}}/**
 * @license
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R=getExpressionsPlugin();R&&R.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(R){this.isSubframeEnabled=!!R},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(R){this.triggerRenderFrameError(R)}},AnimationItem.prototype.play=function(R){R&&this.name!==R||this.isPaused===!0&&(this.isPaused=!1,this.audioController.resume(),this._idle&&(this._idle=!1,this.trigger("_active")))},AnimationItem.prototype.pause=function(R){R&&this.name!==R||this.isPaused===!1&&(this.isPaused=!0,this._idle=!0,this.trigger("_idle"),this.audioController.pause())},AnimationItem.prototype.togglePause=function(R){R&&this.name!==R||(this.isPaused===!0?this.play():this.pause())},AnimationItem.prototype.stop=function(R){R&&this.name!==R||(this.pause(),this.playCount=0,this._completedLoop=!1,this.setCurrentRawFrameValue(0))},AnimationItem.prototype.getMarkerData=function(R){for(var B,D=0;D<this.markers.length;D+=1)if((B=this.markers[D]).payload&&B.payload.name===R)return B;return null},AnimationItem.prototype.goToAndStop=function(R,B,D){if(!D||this.name===D){var F=Number(R);if(isNaN(F)){var G=this.getMarkerData(R);G&&this.goToAndStop(G.time,!0)}else B?this.setCurrentRawFrameValue(R):this.setCurrentRawFrameValue(R*this.frameModifier);this.pause()}},AnimationItem.prototype.goToAndPlay=function(R,B,D){if(!D||this.name===D){var F=Number(R);if(isNaN(F)){var G=this.getMarkerData(R);G&&(G.duration?this.playSegments([G.time,G.time+G.duration],!0):this.goToAndStop(G.time,!0))}else this.goToAndStop(F,B,D);this.play()}},AnimationItem.prototype.advanceTime=function(R){if(this.isPaused!==!0&&this.isLoaded!==!1){var B=this.currentRawFrame+R*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(R,B){this.playCount=0,R[1]<R[0]?(this.frameModifier>0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(-1)),this.totalFrames=R[0]-R[1],this.timeCompleted=this.totalFrames,this.firstFrame=R[1],this.setCurrentRawFrameValue(this.totalFrames-.001-B)):R[1]>R[0]&&(this.frameModifier<0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(1)),this.totalFrames=R[1]-R[0],this.timeCompleted=this.totalFrames,this.firstFrame=R[0],this.setCurrentRawFrameValue(.001+B)),this.trigger("segmentStart")},AnimationItem.prototype.setSegment=function(R,B){var D=-1;this.isPaused&&(this.currentRawFrame+this.firstFrame<R?D=R:this.currentRawFrame+this.firstFrame>B&&(D=B-R)),this.firstFrame=R,this.totalFrames=B-R,this.timeCompleted=this.totalFrames,D!==-1&&this.goToAndStop(D,!0)},AnimationItem.prototype.playSegments=function(R,B){if(B&&(this.segments.length=0),_typeof$4(R[0])==="object"){var D,F=R.length;for(D=0;D<F;D+=1)this.segments.push(R[D])}else 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this.audioController.getVolume()},AnimationItem.prototype.mute=function(R){R&&this.name!==R||this.audioController.mute()},AnimationItem.prototype.unmute=function(R){R&&this.name!==R||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(R){var B="";if(R.e)B=R.p;else if(this.assetsPath){var D=R.p;D.indexOf("images/")!==-1&&(D=D.split("/")[1]),B=this.assetsPath+D}else B=this.path,B+=R.u?R.u:"",B+=R.p;return B},AnimationItem.prototype.getAssetData=function(R){for(var B=0,D=this.assets.length;B<D;){if(R===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(R){return R?this.totalFrames:this.totalFrames/this.frameRate},AnimationItem.prototype.trigger=function(R){if(this._cbs&&this._cbs[R])switch(R){case"enterFrame":case"drawnFrame":this.triggerEvent(R,new BMEnterFrameEvent(R,this.currentFrame,this.totalFrames,this.frameModifier));break;case"loopComplete":this.triggerEvent(R,new BMCompleteLoopEvent(R,this.loop,this.playCount,this.frameMult));break;case"complete":this.triggerEvent(R,new BMCompleteEvent(R,this.frameMult));break;case"segmentStart":this.triggerEvent(R,new BMSegmentStartEvent(R,this.firstFrame,this.totalFrames));break;case"destroy":this.triggerEvent(R,new BMDestroyEvent(R,this));break;default:this.triggerEvent(R)}R==="enterFrame"&&this.onEnterFrame&&this.onEnterFrame.call(this,new 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F(de);for(re=Z.length,ie=0;ie<de;ie+=1){for(fe=createSizedArray(re),le=ie/(de-1),ce=0,se=0;se<re;se+=1)ae=bmPow(1-le,3)*Q[se]+3*bmPow(1-le,2)*le*(Q[se]+Z[se])+3*(1-le)*bmPow(le,2)*(K[se]+J[se])+bmPow(le,3)*K[se],fe[se]=ae,he!==null&&(ce+=bmPow(fe[se]-he[se],2));me+=ce=bmSqrt(ce),pe.points[ie]=new G(ce,fe),he=fe}pe.segmentLength=me,W[te]=pe}return W[te]});function U(Q,K){var Z=K.percents,J=K.lengths,te=Z.length,ie=bmFloor((te-1)*Q),se=Q*K.addedLength,re=0;if(ie===te-1||ie===0||se===J[ie])return Z[ie];for(var ae=J[ie]>se?-1:1,le=!0;le;)if(J[ie]<=se&&J[ie+1]>se?(re=(se-J[ie])/(J[ie+1]-J[ie]),le=!1):ie+=ae,ie<0||ie>=te-1){if(ie===te-1)return Z[ie];le=!1}return Z[ie]+(Z[ie+1]-Z[ie])*re}var Y=createTypedArray("float32",8);return{getSegmentsLength:function(Q){var K,Z=segmentsLengthPool.newElement(),J=Q.c,te=Q.v,ie=Q.o,se=Q.i,re=Q._length,ae=Z.lengths,le=0;for(K=0;K<re-1;K+=1)ae[K]=D(te[K],te[K+1],ie[K],se[K+1]),le+=ae[K].addedLength;return J&&re&&(ae[K]=D(te[K],te[0],ie[K],se[0]),le+=ae[K].addedLength),Z.totalLength=le,Z},getNewSegment:function(Q,K,Z,J,te,ie,se){te<0?te=0:te>1&&(te=1);var re,ae=U(te,se),le=U(ie=ie>1?1:ie,se),ce=Q.length,fe=1-ae,de=1-le,me=fe*fe*fe,he=ae*fe*fe*3,pe=ae*ae*fe*3,be=ae*ae*ae,Se=fe*fe*de,ve=ae*fe*de+fe*ae*de+fe*fe*le,xe=ae*ae*de+fe*ae*le+ae*fe*le,Ee=ae*ae*le,ge=fe*de*de,we=ae*de*de+fe*le*de+fe*de*le,Le=ae*le*de+fe*le*le+ae*de*le,Me=ae*le*le,Pe=de*de*de,Ce=le*de*de+de*le*de+de*de*le,De=le*le*de+de*le*le+le*de*le,Ne=le*le*le;for(re=0;re<ce;re+=1)Y[4*re]=R.round(1e3*(me*Q[re]+he*Z[re]+pe*J[re]+be*K[re]))/1e3,Y[4*re+1]=R.round(1e3*(Se*Q[re]+ve*Z[re]+xe*J[re]+Ee*K[re]))/1e3,Y[4*re+2]=R.round(1e3*(ge*Q[re]+we*Z[re]+Le*J[re]+Me*K[re]))/1e3,Y[4*re+3]=R.round(1e3*(Pe*Q[re]+Ce*Z[re]+De*J[re]+Ne*K[re]))/1e3;return Y},getPointInSegment:function(Q,K,Z,J,te,ie){var se=U(te,ie),re=1-se;return[R.round(1e3*(re*re*re*Q[0]+(se*re*re+re*se*re+re*re*se)*Z[0]+(se*se*re+re*se*se+se*re*se)*J[0]+se*se*se*K[0]))/1e3,R.round(1e3*(re*re*re*Q[1]+(se*re*re+re*se*re+re*re*se)*Z[1]+(se*se*re+re*se*se+se*re*se)*J[1]+se*se*se*K[1]))/1e3]},buildBezierData:q,pointOnLine2D:B,pointOnLine3D:function(Q,K,Z,J,te,ie,se,re,ae){if(Z===0&&ie===0&&ae===0)return B(Q,K,J,te,se,re);var le,ce=R.sqrt(R.pow(J-Q,2)+R.pow(te-K,2)+R.pow(ie-Z,2)),fe=R.sqrt(R.pow(se-Q,2)+R.pow(re-K,2)+R.pow(ae-Z,2)),de=R.sqrt(R.pow(se-J,2)+R.pow(re-te,2)+R.pow(ae-ie,2));return(le=ce>fe?ce>de?ce-fe-de:de-fe-ce:de>fe?de-fe-ce:fe-ce-de)>-1e-4&&le<1e-4}}}var bez=bezFunction(),PropertyFactory=function(){var R=initialDefaultFrame,B=Math.abs;function D(J,te){var ie,se=this.offsetTime;this.propType==="multidimensional"&&(ie=createTypedArray("float32",this.pv.length));for(var re,ae,le,ce,fe,de,me,he,pe,be=te.lastIndex,Se=be,ve=this.keyframes.length-1,xe=!0;xe;){if(re=this.keyframes[Se],ae=this.keyframes[Se+1],Se===ve-1&&J>=ae.t-se){re.h&&(re=ae),be=0;break}if(ae.t-se>J){be=Se;break}Se<ve-1?Se+=1:(be=0,xe=!1)}le=this.keyframesMetadata[Se]||{};var Ee,ge=ae.t-se,we=re.t-se;if(re.to){le.bezierData||(le.bezierData=bez.buildBezierData(re.s,ae.s||re.e,re.to,re.ti));var Le=le.bezierData;if(J>=ge||J<we){var Me=J>=ge?Le.points.length-1:0;for(fe=Le.points[Me].point.length,ce=0;ce<fe;ce+=1)ie[ce]=Le.points[Me].point[ce]}else{le.__fnct?pe=le.__fnct:(pe=BezierFactory.getBezierEasing(re.o.x,re.o.y,re.i.x,re.i.y,re.n).get,le.__fnct=pe),de=pe((J-we)/(ge-we));var Pe,Ce=Le.segmentLength*de,De=te.lastFrame<J&&te._lastKeyframeIndex===Se?te._lastAddedLength:0;for(he=te.lastFrame<J&&te._lastKeyframeIndex===Se?te._lastPoint:0,xe=!0,me=Le.points.length;xe;){if(De+=Le.points[he].partialLength,Ce===0||de===0||he===Le.points.length-1){for(fe=Le.points[he].point.length,ce=0;ce<fe;ce+=1)ie[ce]=Le.points[he].point[ce];break}if(Ce>=De&&Ce<De+Le.points[he+1].partialLength){for(Pe=(Ce-De)/Le.points[he+1].partialLength,fe=Le.points[he].point.length,ce=0;ce<fe;ce+=1)ie[ce]=Le.points[he].point[ce]+(Le.points[he+1].point[ce]-Le.points[he].point[ce])*Pe;break}he<me-1?he+=1:xe=!1}te._lastPoint=he,te._lastAddedLength=De-Le.points[he].partialLength,te._lastKeyframeIndex=Se}}else{var Ne,Ie,Ge,ze,Ve;if(ve=re.s.length,Ee=ae.s||re.e,this.sh&&re.h!==1)J>=ge?(ie[0]=Ee[0],ie[1]=Ee[1],ie[2]=Ee[2]):J<=we?(ie[0]=re.s[0],ie[1]=re.s[1],ie[2]=re.s[2]):function(Ue,tt){var Ke=tt[0],rt=tt[1],pt=tt[2],ht=tt[3],gt=Math.atan2(2*rt*ht-2*Ke*pt,1-2*rt*rt-2*pt*pt),ke=Math.asin(2*Ke*rt+2*pt*ht),Be=Math.atan2(2*Ke*ht-2*rt*pt,1-2*Ke*Ke-2*pt*pt);Ue[0]=gt/degToRads,Ue[1]=ke/degToRads,Ue[2]=Be/degToRads}(ie,function(Ue,tt,Ke){var rt,pt,ht,gt,ke,Be=[],Ze=Ue[0],_e=Ue[1],Fe=Ue[2],Xe=Ue[3],$e=tt[0],Qe=tt[1],nt=tt[2],Ye=tt[3];return(pt=Ze*$e+_e*Qe+Fe*nt+Xe*Ye)<0&&(pt=-pt,$e=-$e,Qe=-Qe,nt=-nt,Ye=-Ye),1-pt>1e-6?(rt=Math.acos(pt),ht=Math.sin(rt),gt=Math.sin((1-Ke)*rt)/ht,ke=Math.sin(Ke*rt)/ht):(gt=1-Ke,ke=Ke),Be[0]=gt*Ze+ke*$e,Be[1]=gt*_e+ke*Qe,Be[2]=gt*Fe+ke*nt,Be[3]=gt*Xe+ke*Ye,Be}(F(re.s),F(Ee),(J-we)/(ge-we)));else for(Se=0;Se<ve;Se+=1)re.h!==1&&(J>=ge?de=1:J<we?de=0:(re.o.x.constructor===Array?(le.__fnct||(le.__fnct=[]),le.__fnct[Se]?pe=le.__fnct[Se]:(Ne=re.o.x[Se]===void 0?re.o.x[0]:re.o.x[Se],Ie=re.o.y[Se]===void 0?re.o.y[0]:re.o.y[Se],Ge=re.i.x[Se]===void 0?re.i.x[0]:re.i.x[Se],ze=re.i.y[Se]===void 0?re.i.y[0]:re.i.y[Se],pe=BezierFactory.getBezierEasing(Ne,Ie,Ge,ze).get,le.__fnct[Se]=pe)):le.__fnct?pe=le.__fnct:(Ne=re.o.x,Ie=re.o.y,Ge=re.i.x,ze=re.i.y,pe=BezierFactory.getBezierEasing(Ne,Ie,Ge,ze).get,re.keyframeMetadata=pe),de=pe((J-we)/(ge-we)))),Ee=ae.s||re.e,Ve=re.h===1?re.s[Se]:re.s[Se]+(Ee[Se]-re.s[Se])*de,this.propType==="multidimensional"?ie[Se]=Ve:ie=Ve}return te.lastIndex=be,ie}function F(J){var te=J[0]*degToRads,ie=J[1]*degToRads,se=J[2]*degToRads,re=Math.cos(te/2),ae=Math.cos(ie/2),le=Math.cos(se/2),ce=Math.sin(te/2),fe=Math.sin(ie/2),de=Math.sin(se/2);return[ce*fe*le+re*ae*de,ce*ae*le+re*fe*de,re*fe*le-ce*ae*de,re*ae*le-ce*fe*de]}function G(){var J=this.comp.renderedFrame-this.offsetTime,te=this.keyframes[0].t-this.offsetTime,ie=this.keyframes[this.keyframes.length-1].t-this.offsetTime;if(!(J===this._caching.lastFrame||this._caching.lastFrame!==R&&(this._caching.lastFrame>=ie&&J>=ie||this._caching.lastFrame<te&&J<te))){this._caching.lastFrame>=J&&(this._caching._lastKeyframeIndex=-1,this._caching.lastIndex=0);var se=this.interpolateValue(J,this._caching);this.pv=se}return this._caching.lastFrame=J,this.pv}function W(J){var te;if(this.propType==="unidimensional")te=J*this.mult,B(this.v-te)>1e-5&&(this.v=te,this._mdf=!0);else for(var ie=0,se=this.v.length;ie<se;)te=J[ie]*this.mult,B(this.v[ie]-te)>1e-5&&(this.v[ie]=te,this._mdf=!0),ie+=1}function q(){if(this.elem.globalData.frameId!==this.frameId&&this.effectsSequence.length)if(this.lock)this.setVValue(this.pv);else{var J;this.lock=!0,this._mdf=this._isFirstFrame;var te=this.effectsSequence.length,ie=this.kf?this.pv:this.data.k;for(J=0;J<te;J+=1)ie=this.effectsSequence[J](ie);this.setVValue(ie),this._isFirstFrame=!1,this.lock=!1,this.frameId=this.elem.globalData.frameId}}function U(J){this.effectsSequence.push(J),this.container.addDynamicProperty(this)}function Y(J,te,ie,se){this.propType="unidimensional",this.mult=ie||1,this.data=te,this.v=ie?te.k*ie:te.k,this.pv=te.k,this._mdf=!1,this.elem=J,this.container=se,this.comp=J.comp,this.k=!1,this.kf=!1,this.vel=0,this.effectsSequence=[],this._isFirstFrame=!0,this.getValue=q,this.setVValue=W,this.addEffect=U}function Q(J,te,ie,se){var re;this.propType="multidimensional",this.mult=ie||1,this.data=te,this._mdf=!1,this.elem=J,this.container=se,this.comp=J.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),re=0;re<ae;re+=1)this.v[re]=te.k[re]*this.mult,this.pv[re]=te.k[re];this._isFirstFrame=!0,this.effectsSequence=[],this.getValue=q,this.setVValue=W,this.addEffect=U}function K(J,te,ie,se){this.propType="unidimensional",this.keyframes=te.k,this.keyframesMetadata=[],this.offsetTime=J.data.st,this.frameId=-1,this._caching={lastFrame:R,lastIndex:0,value:0,_lastKeyframeIndex:-1},this.k=!0,this.kf=!0,this.data=te,this.mult=ie||1,this.elem=J,this.container=se,this.comp=J.comp,this.v=R,this.pv=R,this._isFirstFrame=!0,this.getValue=q,this.setVValue=W,this.interpolateValue=D,this.effectsSequence=[G.bind(this)],this.addEffect=U}function Z(J,te,ie,se){var re;this.propType="multidimensional";var ae,le,ce,fe,de=te.k.length;for(re=0;re<de-1;re+=1)te.k[re].to&&te.k[re].s&&te.k[re+1]&&te.k[re+1].s&&(ae=te.k[re].s,le=te.k[re+1].s,ce=te.k[re].to,fe=te.k[re].ti,(ae.length===2&&(ae[0]!==le[0]||ae[1]!==le[1])&&bez.pointOnLine2D(ae[0],ae[1],le[0],le[1],ae[0]+ce[0],ae[1]+ce[1])&&bez.pointOnLine2D(ae[0],ae[1],le[0],le[1],le[0]+fe[0],le[1]+fe[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]+ce[0],ae[1]+ce[1],ae[2]+ce[2])&&bez.pointOnLine3D(ae[0],ae[1],ae[2],le[0],le[1],le[2],le[0]+fe[0],le[1]+fe[1],le[2]+fe[2]))&&(te.k[re].to=null,te.k[re].ti=null),ae[0]===le[0]&&ae[1]===le[1]&&ce[0]===0&&ce[1]===0&&fe[0]===0&&fe[1]===0&&(ae.length===2||ae[2]===le[2]&&ce[2]===0&&fe[2]===0)&&(te.k[re].to=null,te.k[re].ti=null));this.effectsSequence=[G.bind(this)],this.data=te,this.keyframes=te.k,this.keyframesMetadata=[],this.offsetTime=J.data.st,this.k=!0,this.kf=!0,this._isFirstFrame=!0,this.mult=ie||1,this.elem=J,this.container=se,this.comp=J.comp,this.getValue=q,this.setVValue=W,this.interpolateValue=D,this.frameId=-1;var me=te.k[0].s.length;for(this.v=createTypedArray("float32",me),this.pv=createTypedArray("float32",me),re=0;re<me;re+=1)this.v[re]=R,this.pv[re]=R;this._caching={lastFrame:R,lastIndex:0,value:createTypedArray("float32",me)},this.addEffect=U}return{getProp:function(J,te,ie,se,re){var ae;if(te.k.length)if(typeof te.k[0]=="number")ae=new Q(J,te,se,re);else switch(ie){case 0:ae=new K(J,te,se,re);break;case 1:ae=new Z(J,te,se,re)}else ae=new Y(J,te,se,re);return ae.effectsSequence.length&&re.addDynamicProperty(ae),ae}}}();function DynamicPropertyContainer(){}DynamicPropertyContainer.prototype={addDynamicProperty:function(R){this.dynamicProperties.indexOf(R)===-1&&(this.dynamicProperties.push(R),this.container.addDynamicProperty(this),this._isAnimated=!0)},iterateDynamicProperties:function(){var R;this._mdf=!1;var B=this.dynamicProperties.length;for(R=0;R<B;R+=1)this.dynamicProperties[R].getValue(),this.dynamicProperties[R]._mdf&&(this._mdf=!0)},initDynamicPropertyContainer:function(R){this.container=R,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(R,B){this.c=R,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(R){for(;this._maxLength<R;)this.doubleArrayLength();this._length=R},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(R,B,D,F,G){var W;switch(this._length=Math.max(this._length,F+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[F]||W[F]&&!G)&&(W[F]=pointPool.newElement()),W[F][0]=R,W[F][1]=B},ShapePath.prototype.setTripleAt=function(R,B,D,F,G,W,q,U){this.setXYAt(R,B,"v",q,U),this.setXYAt(D,F,"o",q,U),this.setXYAt(G,W,"i",q,U)},ShapePath.prototype.reverse=function(){var R=new ShapePath;R.setPathData(this.c,this._length);var B=this.v,D=this.o,F=this.i,G=0;this.c&&(R.setTripleAt(B[0][0],B[0][1],F[0][0],F[0][1],D[0][0],D[0][1],0,!1),G=1);var W,q=this._length-1,U=this._length;for(W=G;W<U;W+=1)R.setTripleAt(B[q][0],B[q][1],F[q][0],F[q][1],D[q][0],D[q][1],W,!1),q-=1;return R};var shapePool=(factory=poolFactory(4,function(){return new ShapePath},function(R){var B,D=R._length;for(B=0;B<D;B+=1)pointPool.release(R.v[B]),pointPool.release(R.i[B]),pointPool.release(R.o[B]),R.v[B]=null,R.i[B]=null,R.o[B]=null;R._length=0,R.c=!1}),factory.clone=function(R){var B,D=factory.newElement(),F=R._length===void 0?R.v.length:R._length;for(D.setLength(F),D.c=R.c,B=0;B<F;B+=1)D.setTripleAt(R.v[B][0],R.v[B][1],R.o[B][0],R.o[B][1],R.i[B][0],R.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(R){this._length===this._maxLength&&(this.shapes=this.shapes.concat(createSizedArray(this._maxLength)),this._maxLength*=2),this.shapes[this._length]=R,this._length+=1},ShapeCollection.prototype.releaseShapes=function(){var R;for(R=0;R<this._length;R+=1)shapePool.release(this.shapes[R]);this._length=0};var shapeCollectionPool=(ob={newShapeCollection:function(){return _length?pool[_length-=1]:new ShapeCollection},release:function(R){var B,D=R._length;for(B=0;B<D;B+=1)shapePool.release(R.shapes[B]);R._length=0,_length===_maxLength&&(pool=pooling.double(pool),_maxLength*=2),pool[_length]=R,_length+=1}},_length=0,_maxLength=4,pool=createSizedArray(_maxLength),ob),ob,_length,_maxLength,pool,ShapePropertyFactory=function(){function R(J,te,ie){var se,re,ae,le,ce,fe,de,me,he,pe=ie.lastIndex,be=this.keyframes;if(J<be[0].t-this.offsetTime)se=be[0].s[0],ae=!0,pe=0;else if(J>=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 Se,ve,xe,Ee=pe,ge=be.length-1,we=!0;we&&(Se=be[Ee],!((ve=be[Ee+1]).t-this.offsetTime>J));)Ee<ge-1?Ee+=1:we=!1;if(xe=this.keyframesMetadata[Ee]||{},pe=Ee,!(ae=Se.h===1)){if(J>=ve.t-this.offsetTime)me=1;else if(J<Se.t-this.offsetTime)me=0;else{var Le;xe.__fnct?Le=xe.__fnct:(Le=BezierFactory.getBezierEasing(Se.o.x,Se.o.y,Se.i.x,Se.i.y).get,xe.__fnct=Le),me=Le((J-(Se.t-this.offsetTime))/(ve.t-this.offsetTime-(Se.t-this.offsetTime)))}re=ve.s?ve.s[0]:Se.e[0]}se=Se.s[0]}for(fe=te._length,de=se.i[0].length,ie.lastIndex=pe,le=0;le<fe;le+=1)for(ce=0;ce<de;ce+=1)he=ae?se.i[le][ce]:se.i[le][ce]+(re.i[le][ce]-se.i[le][ce])*me,te.i[le][ce]=he,he=ae?se.o[le][ce]:se.o[le][ce]+(re.o[le][ce]-se.o[le][ce])*me,te.o[le][ce]=he,he=ae?se.v[le][ce]:se.v[le][ce]+(re.v[le][ce]-se.v[le][ce])*me,te.v[le][ce]=he}function B(){var J=this.comp.renderedFrame-this.offsetTime,te=this.keyframes[0].t-this.offsetTime,ie=this.keyframes[this.keyframes.length-1].t-this.offsetTime,se=this._caching.lastFrame;return se!==-999999&&(se<te&&J<te||se>ie&&J>ie)||(this._caching.lastIndex=se<J?this._caching.lastIndex:0,this.interpolateShape(J,this.pv,this._caching)),this._caching.lastFrame=J,this.pv}function D(){this.paths=this.localShapeCollection}function F(J){(function(te,ie){if(te._length!==ie._length||te.c!==ie.c)return!1;var se,re=te._length;for(se=0;se<re;se+=1)if(te.v[se][0]!==ie.v[se][0]||te.v[se][1]!==ie.v[se][1]||te.o[se][0]!==ie.o[se][0]||te.o[se][1]!==ie.o[se][1]||te.i[se][0]!==ie.i[se][0]||te.i[se][1]!==ie.i[se][1])return!1;return!0})(this.v,J)||(this.v=shapePool.clone(J),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 J,te;this.lock=!0,this._mdf=!1,J=this.kf?this.pv:this.data.ks?this.data.ks.k:this.data.pt.k;var ie=this.effectsSequence.length;for(te=0;te<ie;te+=1)J=this.effectsSequence[te](J);this.setVValue(J),this.lock=!1,this.frameId=this.elem.globalData.frameId}else this._mdf=!1}function W(J,te,ie){this.propType="shape",this.comp=J.comp,this.container=J,this.elem=J,this.data=te,this.k=!1,this.kf=!1,this._mdf=!1;var se=ie===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(J){this.effectsSequence.push(J),this.container.addDynamicProperty(this)}function U(J,te,ie){this.propType="shape",this.comp=J.comp,this.elem=J,this.container=J,this.offsetTime=J.data.st,this.keyframes=ie===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=R,W.prototype.getValue=G,W.prototype.setVValue=F,W.prototype.addEffect=q,U.prototype.getValue=G,U.prototype.interpolateShape=R,U.prototype.setVValue=F,U.prototype.addEffect=q;var Y=function(){var J=roundCorner;function te(ie,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=ie,this.comp=ie.comp,this.frameId=-1,this.initDynamicPropertyContainer(ie),this.p=PropertyFactory.getProp(ie,se.p,1,0,this),this.s=PropertyFactory.getProp(ie,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 ie=this.p.v[0],se=this.p.v[1],re=this.s.v[0]/2,ae=this.s.v[1]/2,le=this.d!==3,ce=this.v;ce.v[0][0]=ie,ce.v[0][1]=se-ae,ce.v[1][0]=le?ie+re:ie-re,ce.v[1][1]=se,ce.v[2][0]=ie,ce.v[2][1]=se+ae,ce.v[3][0]=le?ie-re:ie+re,ce.v[3][1]=se,ce.i[0][0]=le?ie-re*J:ie+re*J,ce.i[0][1]=se-ae,ce.i[1][0]=le?ie+re:ie-re,ce.i[1][1]=se-ae*J,ce.i[2][0]=le?ie+re*J:ie-re*J,ce.i[2][1]=se+ae,ce.i[3][0]=le?ie-re:ie+re,ce.i[3][1]=se+ae*J,ce.o[0][0]=le?ie+re*J:ie-re*J,ce.o[0][1]=se-ae,ce.o[1][0]=le?ie+re:ie-re,ce.o[1][1]=se+ae*J,ce.o[2][0]=le?ie-re*J:ie+re*J,ce.o[2][1]=se+ae,ce.o[3][0]=le?ie-re:ie+re,ce.o[3][1]=se-ae*J}},extendPrototype([DynamicPropertyContainer],te),te}(),Q=function(){function J(te,ie){this.v=shapePool.newElement(),this.v.setPathData(!0,0),this.elem=te,this.comp=te.comp,this.data=ie,this.frameId=-1,this.d=ie.d,this.initDynamicPropertyContainer(te),ie.sy===1?(this.ir=PropertyFactory.getProp(te,ie.ir,0,0,this),this.is=PropertyFactory.getProp(te,ie.is,0,.01,this),this.convertToPath=this.convertStarToPath):this.convertToPath=this.convertPolygonToPath,this.pt=PropertyFactory.getProp(te,ie.pt,0,0,this),this.p=PropertyFactory.getProp(te,ie.p,1,0,this),this.r=PropertyFactory.getProp(te,ie.r,0,degToRads,this),this.or=PropertyFactory.getProp(te,ie.or,0,0,this),this.os=PropertyFactory.getProp(te,ie.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 J.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,ie,se,re,ae=2*Math.floor(this.pt.v),le=2*Math.PI/ae,ce=!0,fe=this.or.v,de=this.ir.v,me=this.os.v,he=this.is.v,pe=2*Math.PI*fe/(2*ae),be=2*Math.PI*de/(2*ae),Se=-Math.PI/2;Se+=this.r.v;var ve=this.data.d===3?-1:1;for(this.v._length=0,te=0;te<ae;te+=1){se=ce?me:he,re=ce?pe:be;var xe=(ie=ce?fe:de)*Math.cos(Se),Ee=ie*Math.sin(Se),ge=xe===0&&Ee===0?0:Ee/Math.sqrt(xe*xe+Ee*Ee),we=xe===0&&Ee===0?0:-xe/Math.sqrt(xe*xe+Ee*Ee);xe+=+this.p.v[0],Ee+=+this.p.v[1],this.v.setTripleAt(xe,Ee,xe-ge*re*se*ve,Ee-we*re*se*ve,xe+ge*re*se*ve,Ee+we*re*se*ve,te,!0),ce=!ce,Se+=le*ve}},convertPolygonToPath:function(){var te,ie=Math.floor(this.pt.v),se=2*Math.PI/ie,re=this.or.v,ae=this.os.v,le=2*Math.PI*re/(4*ie),ce=.5*-Math.PI,fe=this.data.d===3?-1:1;for(ce+=this.r.v,this.v._length=0,te=0;te<ie;te+=1){var de=re*Math.cos(ce),me=re*Math.sin(ce),he=de===0&&me===0?0:me/Math.sqrt(de*de+me*me),pe=de===0&&me===0?0:-de/Math.sqrt(de*de+me*me);de+=+this.p.v[0],me+=+this.p.v[1],this.v.setTripleAt(de,me,de-he*le*ae*fe,me-pe*le*ae*fe,de+he*le*ae*fe,me+pe*le*ae*fe,te,!0),ce+=se*fe}this.paths.length=0,this.paths[0]=this.v}},extendPrototype([DynamicPropertyContainer],J),J}(),K=function(){function J(te,ie){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=ie.d,this.initDynamicPropertyContainer(te),this.p=PropertyFactory.getProp(te,ie.p,1,0,this),this.s=PropertyFactory.getProp(te,ie.s,1,0,this),this.r=PropertyFactory.getProp(te,ie.r,0,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertRectToPath())}return J.prototype={convertRectToPath:function(){var te=this.p.v[0],ie=this.p.v[1],se=this.s.v[0]/2,re=this.s.v[1]/2,ae=bmMin(se,re,this.r.v),le=ae*(1-roundCorner);this.v._length=0,this.d===2||this.d===1?(this.v.setTripleAt(te+se,ie-re+ae,te+se,ie-re+ae,te+se,ie-re+le,0,!0),this.v.setTripleAt(te+se,ie+re-ae,te+se,ie+re-le,te+se,ie+re-ae,1,!0),ae!==0?(this.v.setTripleAt(te+se-ae,ie+re,te+se-ae,ie+re,te+se-le,ie+re,2,!0),this.v.setTripleAt(te-se+ae,ie+re,te-se+le,ie+re,te-se+ae,ie+re,3,!0),this.v.setTripleAt(te-se,ie+re-ae,te-se,ie+re-ae,te-se,ie+re-le,4,!0),this.v.setTripleAt(te-se,ie-re+ae,te-se,ie-re+le,te-se,ie-re+ae,5,!0),this.v.setTripleAt(te-se+ae,ie-re,te-se+ae,ie-re,te-se+le,ie-re,6,!0),this.v.setTripleAt(te+se-ae,ie-re,te+se-le,ie-re,te+se-ae,ie-re,7,!0)):(this.v.setTripleAt(te-se,ie+re,te-se+le,ie+re,te-se,ie+re,2),this.v.setTripleAt(te-se,ie-re,te-se,ie-re+le,te-se,ie-re,3))):(this.v.setTripleAt(te+se,ie-re+ae,te+se,ie-re+le,te+se,ie-re+ae,0,!0),ae!==0?(this.v.setTripleAt(te+se-ae,ie-re,te+se-ae,ie-re,te+se-le,ie-re,1,!0),this.v.setTripleAt(te-se+ae,ie-re,te-se+le,ie-re,te-se+ae,ie-re,2,!0),this.v.setTripleAt(te-se,ie-re+ae,te-se,ie-re+ae,te-se,ie-re+le,3,!0),this.v.setTripleAt(te-se,ie+re-ae,te-se,ie+re-le,te-se,ie+re-ae,4,!0),this.v.setTripleAt(te-se+ae,ie+re,te-se+ae,ie+re,te-se+le,ie+re,5,!0),this.v.setTripleAt(te+se-ae,ie+re,te+se-le,ie+re,te+se-ae,ie+re,6,!0),this.v.setTripleAt(te+se,ie+re-ae,te+se,ie+re-ae,te+se,ie+re-le,7,!0)):(this.v.setTripleAt(te-se,ie-re,te-se+le,ie-re,te-se,ie-re,1,!0),this.v.setTripleAt(te-se,ie+re,te-se,ie+re-le,te-se,ie+re,2,!0),this.v.setTripleAt(te+se,ie+re,te+se-le,ie+re,te+se,ie+re,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],J),J}(),Z={getShapeProp:function(J,te,ie){var se;return ie===3||ie===4?se=(ie===3?te.pt:te.ks).k.length?new U(J,te,ie):new W(J,te,ie):ie===5?se=new K(J,te):ie===6?se=new Y(J,te):ie===7&&(se=new Q(J,te)),se.k&&J.addDynamicProperty(se),se},getConstructorFunction:function(){return W},getKeyframedConstructorFunction:function(){return U}};return Z}(),Matrix=function(){var R=Math.cos,B=Math.sin,D=Math.tan,F=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(Me){if(Me===0)return this;var Pe=R(Me),Ce=B(Me);return this._t(Pe,-Ce,0,0,Ce,Pe,0,0,0,0,1,0,0,0,0,1)}function q(Me){if(Me===0)return this;var Pe=R(Me),Ce=B(Me);return this._t(1,0,0,0,0,Pe,-Ce,0,0,Ce,Pe,0,0,0,0,1)}function U(Me){if(Me===0)return this;var Pe=R(Me),Ce=B(Me);return this._t(Pe,0,Ce,0,0,1,0,0,-Ce,0,Pe,0,0,0,0,1)}function Y(Me){if(Me===0)return this;var Pe=R(Me),Ce=B(Me);return this._t(Pe,-Ce,0,0,Ce,Pe,0,0,0,0,1,0,0,0,0,1)}function Q(Me,Pe){return this._t(1,Pe,Me,1,0,0)}function K(Me,Pe){return this.shear(D(Me),D(Pe))}function Z(Me,Pe){var Ce=R(Pe),De=B(Pe);return this._t(Ce,De,0,0,-De,Ce,0,0,0,0,1,0,0,0,0,1)._t(1,0,0,0,D(Me),1,0,0,0,0,1,0,0,0,0,1)._t(Ce,-De,0,0,De,Ce,0,0,0,0,1,0,0,0,0,1)}function J(Me,Pe,Ce){return Ce||Ce===0||(Ce=1),Me===1&&Pe===1&&Ce===1?this:this._t(Me,0,0,0,0,Pe,0,0,0,0,Ce,0,0,0,0,1)}function te(Me,Pe,Ce,De,Ne,Ie,Ge,ze,Ve,Ue,tt,Ke,rt,pt,ht,gt){return this.props[0]=Me,this.props[1]=Pe,this.props[2]=Ce,this.props[3]=De,this.props[4]=Ne,this.props[5]=Ie,this.props[6]=Ge,this.props[7]=ze,this.props[8]=Ve,this.props[9]=Ue,this.props[10]=tt,this.props[11]=Ke,this.props[12]=rt,this.props[13]=pt,this.props[14]=ht,this.props[15]=gt,this}function ie(Me,Pe,Ce){return Ce=Ce||0,Me!==0||Pe!==0||Ce!==0?this._t(1,0,0,0,0,1,0,0,0,0,1,0,Me,Pe,Ce,1):this}function se(Me,Pe,Ce,De,Ne,Ie,Ge,ze,Ve,Ue,tt,Ke,rt,pt,ht,gt){var ke=this.props;if(Me===1&&Pe===0&&Ce===0&&De===0&&Ne===0&&Ie===1&&Ge===0&&ze===0&&Ve===0&&Ue===0&&tt===1&&Ke===0)return ke[12]=ke[12]*Me+ke[15]*rt,ke[13]=ke[13]*Ie+ke[15]*pt,ke[14]=ke[14]*tt+ke[15]*ht,ke[15]*=gt,this._identityCalculated=!1,this;var Be=ke[0],Ze=ke[1],_e=ke[2],Fe=ke[3],Xe=ke[4],$e=ke[5],Qe=ke[6],nt=ke[7],Ye=ke[8],lt=ke[9],ct=ke[10],ft=ke[11],vt=ke[12],xt=ke[13],At=ke[14],wt=ke[15];return ke[0]=Be*Me+Ze*Ne+_e*Ve+Fe*rt,ke[1]=Be*Pe+Ze*Ie+_e*Ue+Fe*pt,ke[2]=Be*Ce+Ze*Ge+_e*tt+Fe*ht,ke[3]=Be*De+Ze*ze+_e*Ke+Fe*gt,ke[4]=Xe*Me+$e*Ne+Qe*Ve+nt*rt,ke[5]=Xe*Pe+$e*Ie+Qe*Ue+nt*pt,ke[6]=Xe*Ce+$e*Ge+Qe*tt+nt*ht,ke[7]=Xe*De+$e*ze+Qe*Ke+nt*gt,ke[8]=Ye*Me+lt*Ne+ct*Ve+ft*rt,ke[9]=Ye*Pe+lt*Ie+ct*Ue+ft*pt,ke[10]=Ye*Ce+lt*Ge+ct*tt+ft*ht,ke[11]=Ye*De+lt*ze+ct*Ke+ft*gt,ke[12]=vt*Me+xt*Ne+At*Ve+wt*rt,ke[13]=vt*Pe+xt*Ie+At*Ue+wt*pt,ke[14]=vt*Ce+xt*Ge+At*tt+wt*ht,ke[15]=vt*De+xt*ze+At*Ke+wt*gt,this._identityCalculated=!1,this}function re(){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(Me){for(var Pe=0;Pe<16;){if(Me.props[Pe]!==this.props[Pe])return!1;Pe+=1}return!0}function le(Me){var Pe;for(Pe=0;Pe<16;Pe+=1)Me.props[Pe]=this.props[Pe];return Me}function ce(Me){var Pe;for(Pe=0;Pe<16;Pe+=1)this.props[Pe]=Me[Pe]}function fe(Me,Pe,Ce){return{x:Me*this.props[0]+Pe*this.props[4]+Ce*this.props[8]+this.props[12],y:Me*this.props[1]+Pe*this.props[5]+Ce*this.props[9]+this.props[13],z:Me*this.props[2]+Pe*this.props[6]+Ce*this.props[10]+this.props[14]}}function de(Me,Pe,Ce){return Me*this.props[0]+Pe*this.props[4]+Ce*this.props[8]+this.props[12]}function me(Me,Pe,Ce){return Me*this.props[1]+Pe*this.props[5]+Ce*this.props[9]+this.props[13]}function he(Me,Pe,Ce){return Me*this.props[2]+Pe*this.props[6]+Ce*this.props[10]+this.props[14]}function pe(){var Me=this.props[0]*this.props[5]-this.props[1]*this.props[4],Pe=this.props[5]/Me,Ce=-this.props[1]/Me,De=-this.props[4]/Me,Ne=this.props[0]/Me,Ie=(this.props[4]*this.props[13]-this.props[5]*this.props[12])/Me,Ge=-(this.props[0]*this.props[13]-this.props[1]*this.props[12])/Me,ze=new Matrix;return ze.props[0]=Pe,ze.props[1]=Ce,ze.props[4]=De,ze.props[5]=Ne,ze.props[12]=Ie,ze.props[13]=Ge,ze}function be(Me){return this.getInverseMatrix().applyToPointArray(Me[0],Me[1],Me[2]||0)}function Se(Me){var Pe,Ce=Me.length,De=[];for(Pe=0;Pe<Ce;Pe+=1)De[Pe]=be(Me[Pe]);return De}function ve(Me,Pe,Ce){var De=createTypedArray("float32",6);if(this.isIdentity())De[0]=Me[0],De[1]=Me[1],De[2]=Pe[0],De[3]=Pe[1],De[4]=Ce[0],De[5]=Ce[1];else{var Ne=this.props[0],Ie=this.props[1],Ge=this.props[4],ze=this.props[5],Ve=this.props[12],Ue=this.props[13];De[0]=Me[0]*Ne+Me[1]*Ge+Ve,De[1]=Me[0]*Ie+Me[1]*ze+Ue,De[2]=Pe[0]*Ne+Pe[1]*Ge+Ve,De[3]=Pe[0]*Ie+Pe[1]*ze+Ue,De[4]=Ce[0]*Ne+Ce[1]*Ge+Ve,De[5]=Ce[0]*Ie+Ce[1]*ze+Ue}return De}function xe(Me,Pe,Ce){return this.isIdentity()?[Me,Pe,Ce]:[Me*this.props[0]+Pe*this.props[4]+Ce*this.props[8]+this.props[12],Me*this.props[1]+Pe*this.props[5]+Ce*this.props[9]+this.props[13],Me*this.props[2]+Pe*this.props[6]+Ce*this.props[10]+this.props[14]]}function Ee(Me,Pe){if(this.isIdentity())return Me+","+Pe;var Ce=this.props;return Math.round(100*(Me*Ce[0]+Pe*Ce[4]+Ce[12]))/100+","+Math.round(100*(Me*Ce[1]+Pe*Ce[5]+Ce[13]))/100}function ge(){for(var Me=0,Pe=this.props,Ce="matrix3d(";Me<16;)Ce+=F(1e4*Pe[Me])/1e4,Ce+=Me===15?")":",",Me+=1;return Ce}function we(Me){return Me<1e-6&&Me>0||Me>-1e-6&&Me<0?F(1e4*Me)/1e4:Me}function Le(){var Me=this.props;return"matrix("+we(Me[0])+","+we(Me[1])+","+we(Me[4])+","+we(Me[5])+","+we(Me[12])+","+we(Me[13])+")"}return function(){this.reset=G,this.rotate=W,this.rotateX=q,this.rotateY=U,this.rotateZ=Y,this.skew=K,this.skewFromAxis=Z,this.shear=Q,this.scale=J,this.setTransform=te,this.translate=ie,this.transform=se,this.applyToPoint=fe,this.applyToX=de,this.applyToY=me,this.applyToZ=he,this.applyToPointArray=xe,this.applyToTriplePoints=ve,this.applyToPointStringified=Ee,this.toCSS=ge,this.to2dCSS=Le,this.clone=le,this.cloneFromProps=ce,this.equals=ae,this.inversePoints=Se,this.inversePoint=be,this.getInverseMatrix=pe,this._t=this.transform,this.isIdentity=re,this._identity=!0,this._identityCalculated=!1,this.props=createTypedArray("float32",16),this.reset()}}();function _typeof$3(R){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})(R)}var lottie={},standalone="__[STANDALONE]__",queryString;function setLocation(R){setLocationHref(R)}function searchAnimations(){animationManager.searchAnimations()}function setSubframeRendering(R){setSubframeEnabled(R)}function setPrefix(R){setIdPrefix(R)}function loadAnimation(R){return animationManager.loadAnimation(R)}function setQuality(R){if(typeof R=="string")switch(R){case"high":setDefaultCurveSegments(200);break;default:case"medium":setDefaultCurveSegments(50);break;case"low":setDefaultCurveSegments(10)}else!isNaN(R)&&R>1&&setDefaultCurveSegments(R)}function inBrowser(){return typeof navigator!="undefined"}function installPlugin(R,B){R==="expressions"&&setExpressionsPlugin(B)}function getFactory(R){switch(R){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(R){for(var B=queryString.split("&"),D=0;D<B.length;D+=1){var F=B[D].split("=");if(decodeURIComponent(F[0])==R)return decodeURIComponent(F[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(R){}var ShapeModifiers=function(){var R={},B={};return R.registerModifier=function(D,F){B[D]||(B[D]=F)},R.getModifier=function(D,F,G){return new B[D](F,G)},R}();function ShapeModifier(){}function TrimModifier(){}function PuckerAndBloatModifier(){}ShapeModifier.prototype.initModifierProperties=function(){},ShapeModifier.prototype.addShapeToModifier=function(){},ShapeModifier.prototype.addShape=function(R){if(!this.closed){R.sh.container.addDynamicProperty(R.sh);var B={shape:R.sh,data:R,localShapeCollection:shapeCollectionPool.newShapeCollection()};this.shapes.push(B),this.addShapeToModifier(B),this._isAnimated&&R.setAsAnimated()}},ShapeModifier.prototype.init=function(R,B){this.shapes=[],this.elem=R,this.initDynamicPropertyContainer(R),this.initModifierProperties(R,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(R,B){this.s=PropertyFactory.getProp(R,B.s,0,.01,this),this.e=PropertyFactory.getProp(R,B.e,0,.01,this),this.o=PropertyFactory.getProp(R,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(R){R.pathsData=[]},TrimModifier.prototype.calculateShapeEdges=function(R,B,D,F,G){var W=[];B<=1?W.push({s:R,e:B}):R>=1?W.push({s:R-1,e:B-1}):(W.push({s:R,e:1}),W.push({s:0,e:B-1}));var q,U,Y=[],Q=W.length;for(q=0;q<Q;q+=1){var K,Z;(U=W[q]).e*G<F||U.s*G>F+D||(K=U.s*G<=F?0:(U.s*G-F)/D,Z=U.e*G>=F+D?1:(U.e*G-F)/D,Y.push([K,Z]))}return Y.length||Y.push([0,0]),Y},TrimModifier.prototype.releasePathsData=function(R){var B,D=R.length;for(B=0;B<D;B+=1)segmentsLengthPool.release(R[B]);return R.length=0,R},TrimModifier.prototype.processShapes=function(R){var B,D,F,G;if(this._mdf||R){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 U,Y,Q,K,Z,J=this.shapes.length,te=0;if(D===B)for(G=0;G<J;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<J;G+=1)this.shapes[G].pathsData.length=0,this.shapes[G].shape._mdf=!0}else{var ie,se,re=[];for(G=0;G<J;G+=1)if((ie=this.shapes[G]).shape._mdf||this._mdf||R||this.m===2){if(Y=(F=ie.shape.paths)._length,Z=0,!ie.shape._mdf&&ie.pathsData.length)Z=ie.totalShapeLength;else{for(Q=this.releasePathsData(ie.pathsData),U=0;U<Y;U+=1)K=bez.getSegmentsLength(F.shapes[U]),Q.push(K),Z+=K.totalLength;ie.totalShapeLength=Z,ie.pathsData=Q}te+=Z,ie.shape._mdf=!0}else ie.shape.paths=ie.localShapeCollection;var ae,le=B,ce=D,fe=0;for(G=J-1;G>=0;G-=1)if((ie=this.shapes[G]).shape._mdf){for((se=ie.localShapeCollection).releaseShapes(),this.m===2&&J>1?(ae=this.calculateShapeEdges(B,D,ie.totalShapeLength,fe,te),fe+=ie.totalShapeLength):ae=[[le,ce]],Y=ae.length,U=0;U<Y;U+=1){le=ae[U][0],ce=ae[U][1],re.length=0,ce<=1?re.push({s:ie.totalShapeLength*le,e:ie.totalShapeLength*ce}):le>=1?re.push({s:ie.totalShapeLength*(le-1),e:ie.totalShapeLength*(ce-1)}):(re.push({s:ie.totalShapeLength*le,e:ie.totalShapeLength}),re.push({s:0,e:ie.totalShapeLength*(ce-1)}));var de=this.addShapes(ie,re[0]);if(re[0].s!==re[0].e){if(re.length>1)if(ie.shape.paths.shapes[ie.shape.paths._length-1].c){var me=de.pop();this.addPaths(de,se),de=this.addShapes(ie,re[1],me)}else this.addPaths(de,se),de=this.addShapes(ie,re[1]);this.addPaths(de,se)}}ie.shape.paths=se}}},TrimModifier.prototype.addPaths=function(R,B){var D,F=R.length;for(D=0;D<F;D+=1)B.addShape(R[D])},TrimModifier.prototype.addSegment=function(R,B,D,F,G,W,q){G.setXYAt(B[0],B[1],"o",W),G.setXYAt(D[0],D[1],"i",W+1),q&&G.setXYAt(R[0],R[1],"v",W),G.setXYAt(F[0],F[1],"v",W+1)},TrimModifier.prototype.addSegmentFromArray=function(R,B,D,F){B.setXYAt(R[1],R[5],"o",D),B.setXYAt(R[2],R[6],"i",D+1),F&&B.setXYAt(R[0],R[4],"v",D),B.setXYAt(R[3],R[7],"v",D+1)},TrimModifier.prototype.addShapes=function(R,B,D){var F,G,W,q,U,Y,Q,K,Z=R.pathsData,J=R.shape.paths.shapes,te=R.shape.paths._length,ie=0,se=[],re=!0;for(D?(U=D._length,K=D._length):(D=shapePool.newElement(),U=0,K=0),se.push(D),F=0;F<te;F+=1){for(Y=Z[F].lengths,D.c=J[F].c,W=J[F].c?Y.length:Y.length+1,G=1;G<W;G+=1)if(ie+(q=Y[G-1]).addedLength<B.s)ie+=q.addedLength,D.c=!1;else{if(ie>B.e){D.c=!1;break}B.s<=ie&&B.e>=ie+q.addedLength?(this.addSegment(J[F].v[G-1],J[F].o[G-1],J[F].i[G],J[F].v[G],D,U,re),re=!1):(Q=bez.getNewSegment(J[F].v[G-1],J[F].v[G],J[F].o[G-1],J[F].i[G],(B.s-ie)/q.addedLength,(B.e-ie)/q.addedLength,Y[G-1]),this.addSegmentFromArray(Q,D,U,re),re=!1,D.c=!1),ie+=q.addedLength,U+=1}if(J[F].c&&Y.length){if(q=Y[G-1],ie<=B.e){var ae=Y[G-1].addedLength;B.s<=ie&&B.e>=ie+ae?(this.addSegment(J[F].v[G-1],J[F].o[G-1],J[F].i[0],J[F].v[0],D,U,re),re=!1):(Q=bez.getNewSegment(J[F].v[G-1],J[F].v[0],J[F].o[G-1],J[F].i[0],(B.s-ie)/ae,(B.e-ie)/ae,Y[G-1]),this.addSegmentFromArray(Q,D,U,re),re=!1,D.c=!1)}else D.c=!1;ie+=q.addedLength,U+=1}if(D._length&&(D.setXYAt(D.v[K][0],D.v[K][1],"i",K),D.setXYAt(D.v[D._length-1][0],D.v[D._length-1][1],"o",D._length-1)),ie>B.e)break;F<te-1&&(D=shapePool.newElement(),re=!0,se.push(D),U=0)}return se},extendPrototype([ShapeModifier],PuckerAndBloatModifier),PuckerAndBloatModifier.prototype.initModifierProperties=function(R,B){this.getValue=this.processKeys,this.amount=PropertyFactory.getProp(R,B.a,0,null,this),this._isAnimated=!!this.amount.effectsSequence.length},PuckerAndBloatModifier.prototype.processPath=function(R,B){var D=B/100,F=[0,0],G=R._length,W=0;for(W=0;W<G;W+=1)F[0]+=R.v[W][0],F[1]+=R.v[W][1];F[0]/=G,F[1]/=G;var q,U,Y,Q,K,Z,J=shapePool.newElement();for(J.c=R.c,W=0;W<G;W+=1)q=R.v[W][0]+(F[0]-R.v[W][0])*D,U=R.v[W][1]+(F[1]-R.v[W][1])*D,Y=R.o[W][0]+(F[0]-R.o[W][0])*-D,Q=R.o[W][1]+(F[1]-R.o[W][1])*-D,K=R.i[W][0]+(F[0]-R.i[W][0])*-D,Z=R.i[W][1]+(F[1]-R.i[W][1])*-D,J.setTripleAt(q,U,Y,Q,K,Z,W);return J},PuckerAndBloatModifier.prototype.processShapes=function(R){var B,D,F,G,W,q,U=this.shapes.length,Y=this.amount.v;if(Y!==0)for(D=0;D<U;D+=1){if(q=(W=this.shapes[D]).localShapeCollection,W.shape._mdf||this._mdf||R)for(q.releaseShapes(),W.shape._mdf=!0,B=W.shape.paths.shapes,G=W.shape.paths._length,F=0;F<G;F+=1)q.addShape(this.processPath(B[F],Y));W.shape.paths=W.localShapeCollection}this.dynamicProperties.length||(this._mdf=!1)};var TransformPropertyFactory=function(){var R=[0,0];function B(D,F,G){if(this.elem=D,this.frameId=-1,this.propType="transform",this.data=F,this.v=new Matrix,this.pre=new Matrix,this.appliedTransformations=0,this.initDynamicPropertyContainer(G||D),F.p&&F.p.s?(this.px=PropertyFactory.getProp(D,F.p.x,0,0,this),this.py=PropertyFactory.getProp(D,F.p.y,0,0,this),F.p.z&&(this.pz=PropertyFactory.getProp(D,F.p.z,0,0,this))):this.p=PropertyFactory.getProp(D,F.p||{k:[0,0,0]},1,0,this),F.rx){if(this.rx=PropertyFactory.getProp(D,F.rx,0,degToRads,this),this.ry=PropertyFactory.getProp(D,F.ry,0,degToRads,this),this.rz=PropertyFactory.getProp(D,F.rz,0,degToRads,this),F.or.k[0].ti){var W,q=F.or.k.length;for(W=0;W<q;W+=1)F.or.k[W].to=null,F.or.k[W].ti=null}this.or=PropertyFactory.getProp(D,F.or,1,degToRads,this),this.or.sh=!0}else this.r=PropertyFactory.getProp(D,F.r||{k:0},0,degToRads,this);F.sk&&(this.sk=PropertyFactory.getProp(D,F.sk,0,degToRads,this),this.sa=PropertyFactory.getProp(D,F.sa,0,degToRads,this)),this.a=PropertyFactory.getProp(D,F.a||{k:[0,0,0]},1,0,this),this.s=PropertyFactory.getProp(D,F.s||{k:[100,100,100]},1,.01,this),F.o?this.o=PropertyFactory.getProp(D,F.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 F=this._mdf;this.iterateDynamicProperties(),this._mdf=this._mdf||F,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 F;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(F=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)/F,0),W=this.p.getValueAtTime(this.p.keyframes[0].t/F,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/F,0),W=this.p.getValueAtTime((this.p.keyframes[this.p.keyframes.length-1].t-.05)/F,0)):(G=this.p.pv,W=this.p.getValueAtTime((this.p._caching.lastFrame+this.p.offsetTime-.01)/F,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,U=this.py;q._caching.lastFrame+q.offsetTime<=q.keyframes[0].t?(G[0]=q.getValueAtTime((q.keyframes[0].t+.01)/F,0),G[1]=U.getValueAtTime((U.keyframes[0].t+.01)/F,0),W[0]=q.getValueAtTime(q.keyframes[0].t/F,0),W[1]=U.getValueAtTime(U.keyframes[0].t/F,0)):q._caching.lastFrame+q.offsetTime>=q.keyframes[q.keyframes.length-1].t?(G[0]=q.getValueAtTime(q.keyframes[q.keyframes.length-1].t/F,0),G[1]=U.getValueAtTime(U.keyframes[U.keyframes.length-1].t/F,0),W[0]=q.getValueAtTime((q.keyframes[q.keyframes.length-1].t-.01)/F,0),W[1]=U.getValueAtTime((U.keyframes[U.keyframes.length-1].t-.01)/F,0)):(G=[q.pv,U.pv],W[0]=q.getValueAtTime((q._caching.lastFrame+q.offsetTime-.01)/F,q.offsetTime),W[1]=U.getValueAtTime((U._caching.lastFrame+U.offsetTime-.01)/F,U.offsetTime))}else G=W=R;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,F,G){return new B(D,F,G)}}}();function RepeaterModifier(){}function RoundCornersModifier(){}function getFontProperties(R){for(var B=R.fStyle?R.fStyle.split(" "):[],D="normal",F="normal",G=B.length,W=0;W<G;W+=1)switch(B[W].toLowerCase()){case"italic":F="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:F,weight:R.fWeight||D}}extendPrototype([ShapeModifier],RepeaterModifier),RepeaterModifier.prototype.initModifierProperties=function(R,B){this.getValue=this.processKeys,this.c=PropertyFactory.getProp(R,B.c,0,null,this),this.o=PropertyFactory.getProp(R,B.o,0,null,this),this.tr=TransformPropertyFactory.getTransformProperty(R,B.tr,this),this.so=PropertyFactory.getProp(R,B.tr.so,0,.01,this),this.eo=PropertyFactory.getProp(R,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(R,B,D,F,G,W){var q=W?-1:1,U=F.s.v[0]+(1-F.s.v[0])*(1-G),Y=F.s.v[1]+(1-F.s.v[1])*(1-G);R.translate(F.p.v[0]*q*G,F.p.v[1]*q*G,F.p.v[2]),B.translate(-F.a.v[0],-F.a.v[1],F.a.v[2]),B.rotate(-F.r.v*q*G),B.translate(F.a.v[0],F.a.v[1],F.a.v[2]),D.translate(-F.a.v[0],-F.a.v[1],F.a.v[2]),D.scale(W?1/U:U,W?1/Y:Y),D.translate(F.a.v[0],F.a.v[1],F.a.v[2])},RepeaterModifier.prototype.init=function(R,B,D,F){for(this.elem=R,this.arr=B,this.pos=D,this.elemsData=F,this._currentCopies=0,this._elements=[],this._groups=[],this.frameId=-1,this.initDynamicPropertyContainer(R),this.initModifierProperties(R,B[D]);D>0;)D-=1,this._elements.unshift(B[D]);this.dynamicProperties.length?this.k=!0:this.getValue(!0)},RepeaterModifier.prototype.resetElements=function(R){var B,D=R.length;for(B=0;B<D;B+=1)R[B]._processed=!1,R[B].ty==="gr"&&this.resetElements(R[B].it)},RepeaterModifier.prototype.cloneElements=function(R){var B=JSON.parse(JSON.stringify(R));return this.resetElements(B),B},RepeaterModifier.prototype.changeGroupRender=function(R,B){var D,F=R.length;for(D=0;D<F;D+=1)R[D]._render=B,R[D].ty==="gr"&&this.changeGroupRender(R[D].it,B)},RepeaterModifier.prototype.processShapes=function(R){var B,D,F,G,W,q=!1;if(this._mdf||R){var U,Y=Math.ceil(this.c.v);if(this._groups.length<Y){for(;this._groups.length<Y;){var Q={it:this.cloneElements(this._elements),ty:"gr"};Q.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,Q),this._groups.splice(0,0,Q),this._currentCopies+=1}this.elem.reloadShapes(),q=!0}for(W=0,F=0;F<=this._groups.length-1;F+=1){if(U=W<Y,this._groups[F]._render=U,this.changeGroupRender(this._groups[F].it,U),!U){var K=this.elemsData[F].it,Z=K[K.length-1];Z.transform.op.v!==0?(Z.transform.op._mdf=!0,Z.transform.op.v=0):Z.transform.op._mdf=!1}W+=1}this._currentCopies=Y;var J=this.o.v,te=J%1,ie=J>0?Math.floor(J):Math.ceil(J),se=this.pMatrix.props,re=this.rMatrix.props,ae=this.sMatrix.props;this.pMatrix.reset(),this.rMatrix.reset(),this.sMatrix.reset(),this.tMatrix.reset(),this.matrix.reset();var le,ce,fe=0;if(J>0){for(;fe<ie;)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),fe+=1;te&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,te,!1),fe+=te)}else if(J<0){for(;fe>ie;)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!0),fe-=1;te&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,-te,!0),fe-=te)}for(F=this.data.m===1?0:this._currentCopies-1,G=this.data.m===1?1:-1,W=this._currentCopies;W;){if(ce=(D=(B=this.elemsData[F].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)*(F/(this._currentCopies-1)),fe!==0){for((F!==0&&G===1||F!==this._currentCopies-1&&G===-1)&&this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),this.matrix.transform(re[0],re[1],re[2],re[3],re[4],re[5],re[6],re[7],re[8],re[9],re[10],re[11],re[12],re[13],re[14],re[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<ce;le+=1)D[le]=this.matrix.props[le];this.matrix.reset()}else for(this.matrix.reset(),le=0;le<ce;le+=1)D[le]=this.matrix.props[le];fe+=1,W-=1,F+=G}}else for(W=this._currentCopies,F=0,G=1;W;)D=(B=this.elemsData[F].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,F+=G;return q},RepeaterModifier.prototype.addShape=function(){},extendPrototype([ShapeModifier],RoundCornersModifier),RoundCornersModifier.prototype.initModifierProperties=function(R,B){this.getValue=this.processKeys,this.rd=PropertyFactory.getProp(R,B.r,0,null,this),this._isAnimated=!!this.rd.effectsSequence.length},RoundCornersModifier.prototype.processPath=function(R,B){var D,F=shapePool.newElement();F.c=R.c;var G,W,q,U,Y,Q,K,Z,J,te,ie,se,re=R._length,ae=0;for(D=0;D<re;D+=1)G=R.v[D],q=R.o[D],W=R.i[D],G[0]===q[0]&&G[1]===q[1]&&G[0]===W[0]&&G[1]===W[1]?D!==0&&D!==re-1||R.c?(U=D===0?R.v[re-1]:R.v[D-1],Q=(Y=Math.sqrt(Math.pow(G[0]-U[0],2)+Math.pow(G[1]-U[1],2)))?Math.min(Y/2,B)/Y:0,K=ie=G[0]+(U[0]-G[0])*Q,Z=se=G[1]-(G[1]-U[1])*Q,J=K-(K-G[0])*roundCorner,te=Z-(Z-G[1])*roundCorner,F.setTripleAt(K,Z,J,te,ie,se,ae),ae+=1,U=D===re-1?R.v[0]:R.v[D+1],Q=(Y=Math.sqrt(Math.pow(G[0]-U[0],2)+Math.pow(G[1]-U[1],2)))?Math.min(Y/2,B)/Y:0,K=J=G[0]+(U[0]-G[0])*Q,Z=te=G[1]+(U[1]-G[1])*Q,ie=K-(K-G[0])*roundCorner,se=Z-(Z-G[1])*roundCorner,F.setTripleAt(K,Z,J,te,ie,se,ae),ae+=1):(F.setTripleAt(G[0],G[1],q[0],q[1],W[0],W[1],ae),ae+=1):(F.setTripleAt(R.v[D][0],R.v[D][1],R.o[D][0],R.o[D][1],R.i[D][0],R.i[D][1],ae),ae+=1);return F},RoundCornersModifier.prototype.processShapes=function(R){var B,D,F,G,W,q,U=this.shapes.length,Y=this.rd.v;if(Y!==0)for(D=0;D<U;D+=1){if(q=(W=this.shapes[D]).localShapeCollection,W.shape._mdf||this._mdf||R)for(q.releaseShapes(),W.shape._mdf=!0,B=W.shape.paths.shapes,G=W.shape.paths._length,F=0;F<G;F+=1)q.addShape(this.processPath(B[F],Y));W.shape.paths=W.localShapeCollection}this.dynamicProperties.length||(this._mdf=!1)};var FontManager=function(){var R={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"],F=[65039,8205];function G(U,Y){var Q=createTag("span");Q.setAttribute("aria-hidden",!0),Q.style.fontFamily=Y;var K=createTag("span");K.innerText="giItT1WQy@!-/#",Q.style.position="absolute",Q.style.left="-10000px",Q.style.top="-10000px",Q.style.fontSize="300px",Q.style.fontVariant="normal",Q.style.fontStyle="normal",Q.style.fontWeight="normal",Q.style.letterSpacing="0",Q.appendChild(K),document.body.appendChild(Q);var Z=K.offsetWidth;return K.style.fontFamily=function(J){var te,ie=J.split(","),se=ie.length,re=[];for(te=0;te<se;te+=1)ie[te]!=="sans-serif"&&ie[te]!=="monospace"&&re.push(ie[te]);return re.join(",")}(U)+", "+Y,{node:K,w:Z,parent:Q}}function W(U,Y){var Q=createNS("text");Q.style.fontSize="100px";var K=getFontProperties(Y);return Q.setAttribute("font-family",Y.fFamily),Q.setAttribute("font-style",K.style),Q.setAttribute("font-weight",K.weight),Q.textContent="1",Y.fClass?(Q.style.fontFamily="inherit",Q.setAttribute("class",Y.fClass)):Q.style.fontFamily=Y.fFamily,U.appendChild(Q),createTag("canvas").getContext("2d").font=Y.fWeight+" "+Y.fStyle+" 100px "+Y.fFamily,Q}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(U,Y){var Q=U.toString(16)+Y.toString(16);return D.indexOf(Q)!==-1},q.isZeroWidthJoiner=function(U,Y){return Y?U===F[0]&&Y===F[1]:U===F[1]},q.isCombinedCharacter=function(U){return B.indexOf(U)!==-1},q.prototype={addChars:function(U){if(U){var Y;this.chars||(this.chars=[]);var Q,K,Z=U.length,J=this.chars.length;for(Y=0;Y<Z;Y+=1){for(Q=0,K=!1;Q<J;)this.chars[Q].style===U[Y].style&&this.chars[Q].fFamily===U[Y].fFamily&&this.chars[Q].ch===U[Y].ch&&(K=!0),Q+=1;K||(this.chars.push(U[Y]),J+=1)}}},addFonts:function(U,Y){if(U){if(this.chars)return this.isLoaded=!0,void(this.fonts=U.list);var Q,K=U.list,Z=K.length,J=Z;for(Q=0;Q<Z;Q+=1){var te,ie,se=!0;if(K[Q].loaded=!1,K[Q].monoCase=G(K[Q].fFamily,"monospace"),K[Q].sansCase=G(K[Q].fFamily,"sans-serif"),K[Q].fPath){if(K[Q].fOrigin==="p"||K[Q].origin===3){if((te=document.querySelectorAll('style[f-forigin="p"][f-family="'+K[Q].fFamily+'"], style[f-origin="3"][f-family="'+K[Q].fFamily+'"]')).length>0&&(se=!1),se){var re=createTag("style");re.setAttribute("f-forigin",K[Q].fOrigin),re.setAttribute("f-origin",K[Q].origin),re.setAttribute("f-family",K[Q].fFamily),re.type="text/css",re.innerText="@font-face {font-family: "+K[Q].fFamily+"; font-style: normal; src: url('"+K[Q].fPath+"');}",Y.appendChild(re)}}else if(K[Q].fOrigin==="g"||K[Q].origin===1){for(te=document.querySelectorAll('link[f-forigin="g"], link[f-origin="1"]'),ie=0;ie<te.length;ie+=1)te[ie].href.indexOf(K[Q].fPath)!==-1&&(se=!1);if(se){var ae=createTag("link");ae.setAttribute("f-forigin",K[Q].fOrigin),ae.setAttribute("f-origin",K[Q].origin),ae.type="text/css",ae.rel="stylesheet",ae.href=K[Q].fPath,document.body.appendChild(ae)}}else if(K[Q].fOrigin==="t"||K[Q].origin===2){for(te=document.querySelectorAll('script[f-forigin="t"], script[f-origin="2"]'),ie=0;ie<te.length;ie+=1)K[Q].fPath===te[ie].src&&(se=!1);if(se){var le=createTag("link");le.setAttribute("f-forigin",K[Q].fOrigin),le.setAttribute("f-origin",K[Q].origin),le.setAttribute("rel","stylesheet"),le.setAttribute("href",K[Q].fPath),Y.appendChild(le)}}}else K[Q].loaded=!0,J-=1;K[Q].helper=W(Y,K[Q]),K[Q].cache={},this.fonts.push(K[Q])}J===0?this.isLoaded=!0:setTimeout(this.checkLoadedFonts.bind(this),100)}else this.isLoaded=!0},getCharData:function(U,Y,Q){for(var K=0,Z=this.chars.length;K<Z;){if(this.chars[K].ch===U&&this.chars[K].style===Y&&this.chars[K].fFamily===Q)return this.chars[K];K+=1}return(typeof U=="string"&&U.charCodeAt(0)!==13||!U)&&console&&console.warn&&!this._warned&&(this._warned=!0,console.warn("Missing character from exported characters list: ",U,Y,Q)),R},getFontByName:function(U){for(var Y=0,Q=this.fonts.length;Y<Q;){if(this.fonts[Y].fName===U)return this.fonts[Y];Y+=1}return this.fonts[0]},measureText:function(U,Y,Q){var K=this.getFontByName(Y),Z=U.charCodeAt(0);if(!K.cache[Z+1]){var J=K.helper;if(U===" "){J.textContent="|"+U+"|";var te=J.getComputedTextLength();J.textContent="||";var ie=J.getComputedTextLength();K.cache[Z+1]=(te-ie)/100}else J.textContent=U,K.cache[Z+1]=J.getComputedTextLength()/100}return K.cache[Z+1]*Q},checkLoadedFonts:function(){var U,Y,Q,K=this.fonts.length,Z=K;for(U=0;U<K;U+=1)this.fonts[U].loaded?Z-=1:this.fonts[U].fOrigin==="n"||this.fonts[U].origin===0?this.fonts[U].loaded=!0:(Y=this.fonts[U].monoCase.node,Q=this.fonts[U].monoCase.w,Y.offsetWidth!==Q?(Z-=1,this.fonts[U].loaded=!0):(Y=this.fonts[U].sansCase.node,Q=this.fonts[U].sansCase.w,Y.offsetWidth!==Q&&(Z-=1,this.fonts[U].loaded=!0)),this.fonts[U].loaded&&(this.fonts[U].sansCase.parent.parentNode.removeChild(this.fonts[U].sansCase.parent),this.fonts[U].monoCase.parent.parentNode.removeChild(this.fonts[U].monoCase.parent)));Z!==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(R){this.renderableComponents.indexOf(R)===-1&&this.renderableComponents.push(R)},removeRenderableComponent:function(R){this.renderableComponents.indexOf(R)!==-1&&this.renderableComponents.splice(this.renderableComponents.indexOf(R),1)},prepareRenderableFrame:function(R){this.checkLayerLimits(R)},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(R){this.data.ip-this.data.st<=R&&this.data.op-this.data.st>R?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 R,B=this.renderableComponents.length;for(R=0;R<B;R+=1)this.renderableComponents[R].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 R(B,D){this._mask=B,this._data=D}return Object.defineProperty(R.prototype,"maskPath",{get:function(){return this._mask.prop.k&&this._mask.prop.getValue(),this._mask.prop}}),Object.defineProperty(R.prototype,"maskOpacity",{get:function(){return this._mask.op.k&&this._mask.op.getValue(),100*this._mask.op.v}}),function(B){var D,F=createSizedArray(B.viewData.length),G=B.viewData.length;for(D=0;D<G;D+=1)F[D]=new R(B.viewData[D],B.masksProperties[D]);return function(W){for(D=0;D<G;){if(B.masksProperties[D].nm===W)return F[D];D+=1}return null}}}(),ExpressionPropertyInterface=function(){var R={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(U){if(!G.numKeys)return 0;var Y="";Y="s"in W.keyframes[U-1]?W.keyframes[U-1].s:"e"in W.keyframes[U-2]?W.keyframes[U-2].e:W.keyframes[U-2].s;var Q=q==="unidimensional"?new Number(Y):Object.assign({},Y);return Q.time=W.keyframes[U-1].t/W.elem.comp.globalData.frameRate,Q.value=q==="unidimensional"?Y[0]:Y,Q},G.valueAtTime=W.getValueAtTime,G.speedAtTime=W.getSpeedAtTime,G.velocityAtTime=W.getVelocityAtTime,G.propertyGroup=W.propertyGroup}function F(){return R}return function(G){return G?G.propType==="unidimensional"?function(W){W&&"pv"in W||(W=R);var q=1/W.mult,U=W.pv*q,Y=new Number(U);return Y.value=U,D(Y,W,"unidimensional"),function(){return W.k&&W.getValue(),U=W.v*q,Y.value!==U&&((Y=new Number(U)).value=U,D(Y,W,"unidimensional")),Y}}(G):function(W){W&&"pv"in W||(W=B);var q=1/W.mult,U=W.data&&W.data.l||W.pv.length,Y=createTypedArray("float32",U),Q=createTypedArray("float32",U);return Y.value=Q,D(Y,W,"multidimensional"),function(){W.k&&W.getValue();for(var K=0;K<U;K+=1)Q[K]=W.v[K]*q,Y[K]=Q[K];return Y}}(G):F}}(),TransformExpressionInterface=function(R){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,F,G,W;return Object.defineProperty(B,"rotation",{get:ExpressionPropertyInterface(R.r||R.rz)}),Object.defineProperty(B,"zRotation",{get:ExpressionPropertyInterface(R.rz||R.r)}),Object.defineProperty(B,"xRotation",{get:ExpressionPropertyInterface(R.rx)}),Object.defineProperty(B,"yRotation",{get:ExpressionPropertyInterface(R.ry)}),Object.defineProperty(B,"scale",{get:ExpressionPropertyInterface(R.s)}),R.p?W=ExpressionPropertyInterface(R.p):(D=ExpressionPropertyInterface(R.px),F=ExpressionPropertyInterface(R.py),R.pz&&(G=ExpressionPropertyInterface(R.pz))),Object.defineProperty(B,"position",{get:function(){return R.p?W():[D(),F(),G?G():0]}}),Object.defineProperty(B,"xPosition",{get:ExpressionPropertyInterface(R.px)}),Object.defineProperty(B,"yPosition",{get:ExpressionPropertyInterface(R.py)}),Object.defineProperty(B,"zPosition",{get:ExpressionPropertyInterface(R.pz)}),Object.defineProperty(B,"anchorPoint",{get:ExpressionPropertyInterface(R.a)}),Object.defineProperty(B,"opacity",{get:ExpressionPropertyInterface(R.o)}),Object.defineProperty(B,"skew",{get:ExpressionPropertyInterface(R.sk)}),Object.defineProperty(B,"skewAxis",{get:ExpressionPropertyInterface(R.sa)}),Object.defineProperty(B,"orientation",{get:ExpressionPropertyInterface(R.or)}),B},LayerExpressionInterface=function(){function R(Q){var K=new Matrix;return Q!==void 0?this._elem.finalTransform.mProp.getValueAtTime(Q).clone(K):this._elem.finalTransform.mProp.applyToMatrix(K),K}function B(Q,K){var Z=this.getMatrix(K);return Z.props[12]=0,Z.props[13]=0,Z.props[14]=0,this.applyPoint(Z,Q)}function D(Q,K){var Z=this.getMatrix(K);return this.applyPoint(Z,Q)}function F(Q,K){var Z=this.getMatrix(K);return Z.props[12]=0,Z.props[13]=0,Z.props[14]=0,this.invertPoint(Z,Q)}function G(Q,K){var Z=this.getMatrix(K);return this.invertPoint(Z,Q)}function W(Q,K){if(this._elem.hierarchy&&this._elem.hierarchy.length){var Z,J=this._elem.hierarchy.length;for(Z=0;Z<J;Z+=1)this._elem.hierarchy[Z].finalTransform.mProp.applyToMatrix(Q)}return Q.applyToPointArray(K[0],K[1],K[2]||0)}function q(Q,K){if(this._elem.hierarchy&&this._elem.hierarchy.length){var Z,J=this._elem.hierarchy.length;for(Z=0;Z<J;Z+=1)this._elem.hierarchy[Z].finalTransform.mProp.applyToMatrix(Q)}return Q.inversePoint(K)}function U(Q){var K=new Matrix;if(K.reset(),this._elem.finalTransform.mProp.applyToMatrix(K),this._elem.hierarchy&&this._elem.hierarchy.length){var Z,J=this._elem.hierarchy.length;for(Z=0;Z<J;Z+=1)this._elem.hierarchy[Z].finalTransform.mProp.applyToMatrix(K);return K.inversePoint(Q)}return K.inversePoint(Q)}function Y(){return[1,1,1,1]}return function(Q){var K;function Z(te){switch(te){case"ADBE Root Vectors Group":case"Contents":case 2:return Z.shapeInterface;case 1:case 6:case"Transform":case"transform":case"ADBE Transform Group":return K;case 4:case"ADBE Effect Parade":case"effects":case"Effects":return Z.effect;case"ADBE Text Properties":return Z.textInterface;default:return null}}Z.getMatrix=R,Z.invertPoint=q,Z.applyPoint=W,Z.toWorld=D,Z.toWorldVec=B,Z.fromWorld=G,Z.fromWorldVec=F,Z.toComp=D,Z.fromComp=U,Z.sampleImage=Y,Z.sourceRectAtTime=Q.sourceRectAtTime.bind(Q),Z._elem=Q;var J=getDescriptor(K=TransformExpressionInterface(Q.finalTransform.mProp),"anchorPoint");return Object.defineProperties(Z,{hasParent:{get:function(){return Q.hierarchy.length}},parent:{get:function(){return Q.hierarchy[0].layerInterface}},rotation:getDescriptor(K,"rotation"),scale:getDescriptor(K,"scale"),position:getDescriptor(K,"position"),opacity:getDescriptor(K,"opacity"),anchorPoint:J,anchor_point:J,transform:{get:function(){return K}},active:{get:function(){return Q.isInRange}}}),Z.startTime=Q.data.st,Z.index=Q.data.ind,Z.source=Q.data.refId,Z.height=Q.data.ty===0?Q.data.h:100,Z.width=Q.data.ty===0?Q.data.w:100,Z.inPoint=Q.data.ip/Q.comp.globalData.frameRate,Z.outPoint=Q.data.op/Q.comp.globalData.frameRate,Z._name=Q.data.nm,Z.registerMaskInterface=function(te){Z.mask=new MaskManagerInterface(te,Q)},Z.registerEffectsInterface=function(te){Z.effect=te},Z}}(),propertyGroupFactory=function(R,B){return function(D){return(D=D===void 0?1:D)<=0?R:B(D-1)}},PropertyInterface=function(R,B){var D={_name:R};return function(F){return(F=F===void 0?1:F)<=0?D:B(F-1)}},EffectsExpressionInterface=function(){function R(D,F,G,W){function q(Z){for(var J=D.ef,te=0,ie=J.length;te<ie;){if(Z===J[te].nm||Z===J[te].mn||Z===J[te].ix)return J[te].ty===5?Q[te]:Q[te]();te+=1}throw new Error}var U,Y=propertyGroupFactory(q,G),Q=[],K=D.ef.length;for(U=0;U<K;U+=1)D.ef[U].ty===5?Q.push(R(D.ef[U],F.effectElements[U],F.effectElements[U].propertyGroup,W)):Q.push(B(F.effectElements[U],D.ef[U].ty,W,Y));return D.mn==="ADBE Color Control"&&Object.defineProperty(q,"color",{get:function(){return Q[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,F,G,W){var q=ExpressionPropertyInterface(D.p);return D.p.setGroupProperty&&D.p.setGroupProperty(PropertyInterface("",W)),function(){return F===10?G.comp.compInterface(D.p.v):q()}}return{createEffectsInterface:function(D,F){if(D.effectsManager){var G,W=[],q=D.data.ef,U=D.effectsManager.effectElements.length;for(G=0;G<U;G+=1)W.push(R(q[G],D.effectsManager.effectElements[G],F,D));var Y=D.data.ef||[],Q=function(K){for(G=0,U=Y.length;G<U;){if(K===Y[G].nm||K===Y[G].mn||K===Y[G].ix)return W[G];G+=1}return null};return Object.defineProperty(Q,"numProperties",{get:function(){return Y.length}}),Q}return null}}}(),CompExpressionInterface=function(R){function B(D){for(var F=0,G=R.layers.length;F<G;){if(R.layers[F].nm===D||R.layers[F].ind===D)return R.elements[F].layerInterface;F+=1}return null}return Object.defineProperty(B,"_name",{value:R.data.nm}),B.layer=B,B.pixelAspect=1,B.height=R.data.h||R.globalData.compSize.h,B.width=R.data.w||R.globalData.compSize.w,B.pixelAspect=1,B.frameDuration=1/R.globalData.frameRate,B.displayStartTime=0,B.numLayers=R.layers.length,B},ShapePathInterface=function(R,B,D){var F=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 F.setGroupProperty(PropertyInterface("Path",W)),Object.defineProperties(G,{path:{get:function(){return F.k&&F.getValue(),F}},shape:{get:function(){return F.k&&F.getValue(),F}},_name:{value:R.nm},ix:{value:R.ix},propertyIndex:{value:R.ix},mn:{value:R.mn},propertyGroup:{value:D}}),G},ShapeExpressionInterface=function(){function R(te,ie,se){var re,ae=[],le=te?te.length:0;for(re=0;re<le;re+=1)te[re].ty==="gr"?ae.push(B(te[re],ie[re],se)):te[re].ty==="fl"?ae.push(D(te[re],ie[re],se)):te[re].ty==="st"?ae.push(W(te[re],ie[re],se)):te[re].ty==="tm"?ae.push(q(te[re],ie[re],se)):te[re].ty==="tr"||(te[re].ty==="el"?ae.push(Y(te[re],ie[re],se)):te[re].ty==="sr"?ae.push(Q(te[re],ie[re],se)):te[re].ty==="sh"?ae.push(ShapePathInterface(te[re],ie[re],se)):te[re].ty==="rc"?ae.push(K(te[re],ie[re],se)):te[re].ty==="rd"?ae.push(Z(te[re],ie[re],se)):te[re].ty==="rp"?ae.push(J(te[re],ie[re],se)):te[re].ty==="gf"?ae.push(F(te[re],ie[re],se)):ae.push(G(te[re],ie[re])));return ae}function B(te,ie,se){var re=function(ce){switch(ce){case"ADBE Vectors Group":case"Contents":case 2:return re.content;default:return re.transform}};re.propertyGroup=propertyGroupFactory(re,se);var ae=function(ce,fe,de){var me,he=function(be){for(var Se=0,ve=me.length;Se<ve;){if(me[Se]._name===be||me[Se].mn===be||me[Se].propertyIndex===be||me[Se].ix===be||me[Se].ind===be)return me[Se];Se+=1}return typeof be=="number"?me[be-1]:null};he.propertyGroup=propertyGroupFactory(he,de),me=R(ce.it,fe.it,he.propertyGroup),he.numProperties=me.length;var pe=U(ce.it[ce.it.length-1],fe.it[fe.it.length-1],he.propertyGroup);return he.transform=pe,he.propertyIndex=ce.cix,he._name=ce.nm,he}(te,ie,re.propertyGroup),le=U(te.it[te.it.length-1],ie.it[ie.it.length-1],re.propertyGroup);return re.content=ae,re.transform=le,Object.defineProperty(re,"_name",{get:function(){return te.nm}}),re.numProperties=te.np,re.propertyIndex=te.ix,re.nm=te.nm,re.mn=te.mn,re}function D(te,ie,se){function re(ae){return ae==="Color"||ae==="color"?re.color:ae==="Opacity"||ae==="opacity"?re.opacity:null}return Object.defineProperties(re,{color:{get:ExpressionPropertyInterface(ie.c)},opacity:{get:ExpressionPropertyInterface(ie.o)},_name:{value:te.nm},mn:{value:te.mn}}),ie.c.setGroupProperty(PropertyInterface("Color",se)),ie.o.setGroupProperty(PropertyInterface("Opacity",se)),re}function F(te,ie,se){function re(ae){return ae==="Start Point"||ae==="start point"?re.startPoint:ae==="End Point"||ae==="end point"?re.endPoint:ae==="Opacity"||ae==="opacity"?re.opacity:null}return Object.defineProperties(re,{startPoint:{get:ExpressionPropertyInterface(ie.s)},endPoint:{get:ExpressionPropertyInterface(ie.e)},opacity:{get:ExpressionPropertyInterface(ie.o)},type:{get:function(){return"a"}},_name:{value:te.nm},mn:{value:te.mn}}),ie.s.setGroupProperty(PropertyInterface("Start Point",se)),ie.e.setGroupProperty(PropertyInterface("End Point",se)),ie.o.setGroupProperty(PropertyInterface("Opacity",se)),re}function G(){return function(){return null}}function W(te,ie,se){var re,ae=propertyGroupFactory(me,se),le=propertyGroupFactory(de,ae);function ce(he){Object.defineProperty(de,te.d[he].nm,{get:ExpressionPropertyInterface(ie.d.dataProps[he].p)})}var fe=te.d?te.d.length:0,de={};for(re=0;re<fe;re+=1)ce(re),ie.d.dataProps[re].p.setGroupProperty(le);function me(he){return he==="Color"||he==="color"?me.color:he==="Opacity"||he==="opacity"?me.opacity:he==="Stroke Width"||he==="stroke width"?me.strokeWidth:null}return Object.defineProperties(me,{color:{get:ExpressionPropertyInterface(ie.c)},opacity:{get:ExpressionPropertyInterface(ie.o)},strokeWidth:{get:ExpressionPropertyInterface(ie.w)},dash:{get:function(){return de}},_name:{value:te.nm},mn:{value:te.mn}}),ie.c.setGroupProperty(PropertyInterface("Color",ae)),ie.o.setGroupProperty(PropertyInterface("Opacity",ae)),ie.w.setGroupProperty(PropertyInterface("Stroke Width",ae)),me}function q(te,ie,se){function re(le){return le===te.e.ix||le==="End"||le==="end"?re.end:le===te.s.ix?re.start:le===te.o.ix?re.offset:null}var ae=propertyGroupFactory(re,se);return re.propertyIndex=te.ix,ie.s.setGroupProperty(PropertyInterface("Start",ae)),ie.e.setGroupProperty(PropertyInterface("End",ae)),ie.o.setGroupProperty(PropertyInterface("Offset",ae)),re.propertyIndex=te.ix,re.propertyGroup=se,Object.defineProperties(re,{start:{get:ExpressionPropertyInterface(ie.s)},end:{get:ExpressionPropertyInterface(ie.e)},offset:{get:ExpressionPropertyInterface(ie.o)},_name:{value:te.nm}}),re.mn=te.mn,re}function U(te,ie,se){function re(le){return te.a.ix===le||le==="Anchor Point"?re.anchorPoint:te.o.ix===le||le==="Opacity"?re.opacity:te.p.ix===le||le==="Position"?re.position:te.r.ix===le||le==="Rotation"||le==="ADBE Vector Rotation"?re.rotation:te.s.ix===le||le==="Scale"?re.scale:te.sk&&te.sk.ix===le||le==="Skew"?re.skew:te.sa&&te.sa.ix===le||le==="Skew Axis"?re.skewAxis:null}var ae=propertyGroupFactory(re,se);return ie.transform.mProps.o.setGroupProperty(PropertyInterface("Opacity",ae)),ie.transform.mProps.p.setGroupProperty(PropertyInterface("Position",ae)),ie.transform.mProps.a.setGroupProperty(PropertyInterface("Anchor Point",ae)),ie.transform.mProps.s.setGroupProperty(PropertyInterface("Scale",ae)),ie.transform.mProps.r.setGroupProperty(PropertyInterface("Rotation",ae)),ie.transform.mProps.sk&&(ie.transform.mProps.sk.setGroupProperty(PropertyInterface("Skew",ae)),ie.transform.mProps.sa.setGroupProperty(PropertyInterface("Skew Angle",ae))),ie.transform.op.setGroupProperty(PropertyInterface("Opacity",ae)),Object.defineProperties(re,{opacity:{get:ExpressionPropertyInterface(ie.transform.mProps.o)},position:{get:ExpressionPropertyInterface(ie.transform.mProps.p)},anchorPoint:{get:ExpressionPropertyInterface(ie.transform.mProps.a)},scale:{get:ExpressionPropertyInterface(ie.transform.mProps.s)},rotation:{get:ExpressionPropertyInterface(ie.transform.mProps.r)},skew:{get:ExpressionPropertyInterface(ie.transform.mProps.sk)},skewAxis:{get:ExpressionPropertyInterface(ie.transform.mProps.sa)},_name:{value:te.nm}}),re.ty="tr",re.mn=te.mn,re.propertyGroup=se,re}function Y(te,ie,se){function re(ce){return te.p.ix===ce?re.position:te.s.ix===ce?re.size:null}var ae=propertyGroupFactory(re,se);re.propertyIndex=te.ix;var le=ie.sh.ty==="tm"?ie.sh.prop:ie.sh;return le.s.setGroupProperty(PropertyInterface("Size",ae)),le.p.setGroupProperty(PropertyInterface("Position",ae)),Object.defineProperties(re,{size:{get:ExpressionPropertyInterface(le.s)},position:{get:ExpressionPropertyInterface(le.p)},_name:{value:te.nm}}),re.mn=te.mn,re}function Q(te,ie,se){function re(ce){return te.p.ix===ce?re.position:te.r.ix===ce?re.rotation:te.pt.ix===ce?re.points:te.or.ix===ce||ce==="ADBE Vector Star Outer Radius"?re.outerRadius:te.os.ix===ce?re.outerRoundness:!te.ir||te.ir.ix!==ce&&ce!=="ADBE Vector Star Inner Radius"?te.is&&te.is.ix===ce?re.innerRoundness:null:re.innerRadius}var ae=propertyGroupFactory(re,se),le=ie.sh.ty==="tm"?ie.sh.prop:ie.sh;return re.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(re,{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}}),re.mn=te.mn,re}function K(te,ie,se){function re(ce){return te.p.ix===ce?re.position:te.r.ix===ce?re.roundness:te.s.ix===ce||ce==="Size"||ce==="ADBE Vector Rect Size"?re.size:null}var ae=propertyGroupFactory(re,se),le=ie.sh.ty==="tm"?ie.sh.prop:ie.sh;return re.propertyIndex=te.ix,le.p.setGroupProperty(PropertyInterface("Position",ae)),le.s.setGroupProperty(PropertyInterface("Size",ae)),le.r.setGroupProperty(PropertyInterface("Rotation",ae)),Object.defineProperties(re,{position:{get:ExpressionPropertyInterface(le.p)},roundness:{get:ExpressionPropertyInterface(le.r)},size:{get:ExpressionPropertyInterface(le.s)},_name:{value:te.nm}}),re.mn=te.mn,re}function Z(te,ie,se){function re(ce){return te.r.ix===ce||ce==="Round Corners 1"?re.radius:null}var ae=propertyGroupFactory(re,se),le=ie;return re.propertyIndex=te.ix,le.rd.setGroupProperty(PropertyInterface("Radius",ae)),Object.defineProperties(re,{radius:{get:ExpressionPropertyInterface(le.rd)},_name:{value:te.nm}}),re.mn=te.mn,re}function J(te,ie,se){function re(ce){return te.c.ix===ce||ce==="Copies"?re.copies:te.o.ix===ce||ce==="Offset"?re.offset:null}var ae=propertyGroupFactory(re,se),le=ie;return re.propertyIndex=te.ix,le.c.setGroupProperty(PropertyInterface("Copies",ae)),le.o.setGroupProperty(PropertyInterface("Offset",ae)),Object.defineProperties(re,{copies:{get:ExpressionPropertyInterface(le.c)},offset:{get:ExpressionPropertyInterface(le.o)},_name:{value:te.nm}}),re.mn=te.mn,re}return function(te,ie,se){var re;function ae(le){if(typeof le=="number")return(le=le===void 0?1:le)===0?se:re[le-1];for(var ce=0,fe=re.length;ce<fe;){if(re[ce]._name===le)return re[ce];ce+=1}return null}return ae.propertyGroup=propertyGroupFactory(ae,function(){return se}),re=R(te,ie,ae.propertyGroup),ae.numProperties=re.length,ae._name="Contents",ae}}(),TextExpressionInterface=function(R){var B;function D(F){switch(F){case"ADBE Text Document":return D.sourceText;default:return null}}return Object.defineProperty(D,"sourceText",{get:function(){R.textProperty.getValue();var F=R.textProperty.currentData.t;return F!==void 0&&(R.textProperty.currentData.t=void 0,(B=new String(F)).value=F||new String(F)),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(R){return blendModeEnums[R]||""}),blendModeEnums;function SliderEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,0,0,D)}function AngleEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,0,0,D)}function ColorEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,1,0,D)}function PointEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,1,0,D)}function LayerIndexEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,0,0,D)}function MaskIndexEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,0,0,D)}function CheckboxEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,0,0,D)}function NoValueEffect(){this.p={}}function EffectsManager(R,B){var D,F=R.ef||[];this.effectElements=[];var G,W=F.length;for(D=0;D<W;D+=1)G=new GroupEffect(F[D],B),this.effectElements.push(G)}function GroupEffect(R,B){this.init(R,B)}function BaseElement(){}function FrameElement(){}function _typeof$2(R){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})(R)}extendPrototype([DynamicPropertyContainer],GroupEffect),GroupEffect.prototype.getValue=GroupEffect.prototype.iterateDynamicProperties,GroupEffect.prototype.init=function(R,B){var D;this.data=R,this.effectElements=[],this.initDynamicPropertyContainer(B);var F,G=this.data.ef.length,W=this.data.ef;for(D=0;D<G;D+=1){switch(F=null,W[D].ty){case 0:F=new SliderEffect(W[D],B,this);break;case 1:F=new AngleEffect(W[D],B,this);break;case 2:F=new ColorEffect(W[D],B,this);break;case 3:F=new PointEffect(W[D],B,this);break;case 4:case 7:F=new CheckboxEffect(W[D],B,this);break;case 10:F=new LayerIndexEffect(W[D],B,this);break;case 11:F=new MaskIndexEffect(W[D],B,this);break;case 5:F=new EffectsManager(W[D],B);break;default:F=new NoValueEffect(W[D])}F&&this.effectElements.push(F)}},BaseElement.prototype={checkMasks:function(){if(!this.data.hasMask)return!1;for(var R=0,B=this.data.masksProperties.length;R<B;){if(this.data.masksProperties[R].mode!=="n"&&this.data.masksProperties[R].cl!==!1)return!0;R+=1}return!1},initExpressions:function(){this.layerInterface=LayerExpressionInterface(this),this.data.hasMask&&this.maskManager&&this.layerInterface.registerMaskInterface(this.maskManager);var R=EffectsExpressionInterface.createEffectsInterface(this,this.layerInterface);this.layerInterface.registerEffectsInterface(R),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 R=getBlendMode(this.data.bm);(this.baseElement||this.layerElement).style["mix-blend-mode"]=R},initBaseData:function(R,B,D){this.globalData=B,this.comp=D,this.data=R,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(R,B){var D,F=this.dynamicProperties.length;for(D=0;D<F;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(R){this.dynamicProperties.indexOf(R)===-1&&this.dynamicProperties.push(R)}};var FootageInterface=(dataInterfaceFactory=function(R){function B(D){return D==="Outline"?B.outlineInterface():null}return B._name="Outline",B.outlineInterface=function(D){var F="",G=D.getFootageData();function W(q){if(G[q])return F=q,_typeof$2(G=G[q])==="object"?W:G;var U=q.indexOf(F);if(U!==-1){var Y=parseInt(q.substr(U+F.length),10);return _typeof$2(G=G[Y])==="object"?W:G}return""}return function(){return F="",G=D.getFootageData(),W}}(R),B},function(R){function B(D){return D==="Data"?B.dataInterface:null}return B._name="Data",B.dataInterface=dataInterfaceFactory(R),B}),dataInterfaceFactory;function FootageElement(R,B,D){this.initFrame(),this.initRenderable(),this.assetData=B.getAssetData(R.refId),this.footageData=B.imageLoader.getAsset(this.assetData),this.initBaseData(R,B,D)}function AudioElement(R,B,D){this.initFrame(),this.initRenderable(),this.assetData=B.getAssetData(R.refId),this.initBaseData(R,B,D),this._isPlaying=!1,this._canPlay=!1;var F=this.globalData.getAssetsPath(this.assetData);this.audio=this.globalData.audioController.createAudio(F),this._currentTime=0,this.globalData.audioController.addAudio(this),this.tm=R.tm?PropertyFactory.getProp(this,R.tm,0,B.frameRate,this):{_placeholder:!0}}function BaseRenderer(){}function TransformElement(){}function MaskElement(R,B,D){this.data=R,this.element=B,this.globalData=D,this.storedData=[],this.masksProperties=this.data.masksProperties||[],this.maskElement=null;var F,G,W=this.globalData.defs,q=this.masksProperties?this.masksProperties.length:0;this.viewData=createSizedArray(q),this.solidPath="";var U,Y,Q,K,Z,J,te=this.masksProperties,ie=0,se=[],re=createElementID(),ae="clipPath",le="clip-path";for(F=0;F<q;F+=1)if((te[F].mode!=="a"&&te[F].mode!=="n"||te[F].inv||te[F].o.k!==100||te[F].o.x)&&(ae="mask",le="mask"),te[F].mode!=="s"&&te[F].mode!=="i"||ie!==0?Q=null:((Q=createNS("rect")).setAttribute("fill","#ffffff"),Q.setAttribute("width",this.element.comp.data.w||0),Q.setAttribute("height",this.element.comp.data.h||0),se.push(Q)),G=createNS("path"),te[F].mode==="n")this.viewData[F]={op:PropertyFactory.getProp(this.element,te[F].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,te[F],3),elem:G,lastPath:""},W.appendChild(G);else{var ce;if(ie+=1,G.setAttribute("fill",te[F].mode==="s"?"#000000":"#ffffff"),G.setAttribute("clip-rule","nonzero"),te[F].x.k!==0?(ae="mask",le="mask",J=PropertyFactory.getProp(this.element,te[F].x,0,null,this.element),ce=createElementID(),(K=createNS("filter")).setAttribute("id",ce),(Z=createNS("feMorphology")).setAttribute("operator","erode"),Z.setAttribute("in","SourceGraphic"),Z.setAttribute("radius","0"),K.appendChild(Z),W.appendChild(K),G.setAttribute("stroke",te[F].mode==="s"?"#000000":"#ffffff")):(Z=null,J=null),this.storedData[F]={elem:G,x:J,expan:Z,lastPath:"",lastOperator:"",filterId:ce,lastRadius:0},te[F].mode==="i"){Y=se.length;var fe=createNS("g");for(U=0;U<Y;U+=1)fe.appendChild(se[U]);var de=createNS("mask");de.setAttribute("mask-type","alpha"),de.setAttribute("id",re+"_"+ie),de.appendChild(G),W.appendChild(de),fe.setAttribute("mask","url("+getLocationHref()+"#"+re+"_"+ie+")"),se.length=0,se.push(fe)}else se.push(G);te[F].inv&&!this.solidPath&&(this.solidPath=this.createLayerSolidPath()),this.viewData[F]={elem:G,lastPath:"",op:PropertyFactory.getProp(this.element,te[F].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,te[F],3),invRect:Q},this.viewData[F].prop.k||this.drawPath(te[F],this.viewData[F].prop.v,this.viewData[F])}for(this.maskElement=createNS(ae),q=se.length,F=0;F<q;F+=1)this.maskElement.appendChild(se[F]);ie>0&&(this.maskElement.setAttribute("id",re),this.element.maskedElement.setAttribute(le,"url("+getLocationHref()+"#"+re+")"),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(R){if(this.prepareRenderableFrame(R,!0),this.prepareProperties(R,!0),this.tm._placeholder)this._currentTime=R/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(R){this.audio.rate(R)},AudioElement.prototype.volume=function(R){this.audio.volume(R)},AudioElement.prototype.getBaseElement=function(){return null},AudioElement.prototype.destroy=function(){},AudioElement.prototype.sourceRectAtTime=function(){},AudioElement.prototype.initExpressions=function(){},BaseRenderer.prototype.checkLayers=function(R){var B,D,F=this.layers.length;for(this.completeLayers=!0,B=F-1;B>=0;B-=1)this.elements[B]||(D=this.layers[B]).ip-D.st<=R-this.layers[B].st&&D.op-D.st>R-this.layers[B].st&&this.buildItem(B),this.completeLayers=!!this.elements[B]&&this.completeLayers;this.checkPendingElements()},BaseRenderer.prototype.createItem=function(R){switch(R.ty){case 2:return this.createImage(R);case 0:return this.createComp(R);case 1:return this.createSolid(R);case 3:return this.createNull(R);case 4:return this.createShape(R);case 5:return this.createText(R);case 6:return this.createAudio(R);case 13:return this.createCamera(R);case 15:return this.createFootage(R);default:return this.createNull(R)}},BaseRenderer.prototype.createCamera=function(){throw new Error("You're using a 3d camera. Try the html renderer.")},BaseRenderer.prototype.createAudio=function(R){return new AudioElement(R,this.globalData,this)},BaseRenderer.prototype.createFootage=function(R){return new FootageElement(R,this.globalData,this)},BaseRenderer.prototype.buildAllItems=function(){var R,B=this.layers.length;for(R=0;R<B;R+=1)this.buildItem(R);this.checkPendingElements()},BaseRenderer.prototype.includeLayers=function(R){var B;this.completeLayers=!1;var D,F=R.length,G=this.layers.length;for(B=0;B<F;B+=1)for(D=0;D<G;){if(this.layers[D].id===R[B].id){this.layers[D]=R[B];break}D+=1}},BaseRenderer.prototype.setProjectInterface=function(R){this.globalData.projectInterface=R},BaseRenderer.prototype.initItems=function(){this.globalData.progressiveLoad||this.buildAllItems()},BaseRenderer.prototype.buildElementParenting=function(R,B,D){for(var F=this.elements,G=this.layers,W=0,q=G.length;W<q;)G[W].ind==B&&(F[W]&&F[W]!==!0?(D.push(F[W]),F[W].setAsParent(),G[W].parent!==void 0?this.buildElementParenting(R,G[W].parent,D):R.setHierarchy(D)):(this.buildItem(W),this.addPendingElement(R))),W+=1},BaseRenderer.prototype.addPendingElement=function(R){this.pendingElements.push(R)},BaseRenderer.prototype.searchExtraCompositions=function(R){var B,D=R.length;for(B=0;B<D;B+=1)if(R[B].xt){var F=this.createComp(R[B]);F.initExpressions(),this.globalData.projectInterface.registerComposition(F)}},BaseRenderer.prototype.setupGlobalData=function(R,B){this.globalData.fontManager=new FontManager,this.globalData.fontManager.addChars(R.chars),this.globalData.fontManager.addFonts(R.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=R.fr,this.globalData.nm=R.nm,this.globalData.compSize={w:R.w,h:R.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 R,B=this.finalTransform.mat,D=0,F=this.hierarchy.length;if(!this.finalTransform._matMdf)for(;D<F;){if(this.hierarchy[D].finalTransform.mProp._mdf){this.finalTransform._matMdf=!0;break}D+=1}if(this.finalTransform._matMdf)for(R=this.finalTransform.mProp.v.props,B.cloneFromProps(R),D=0;D<F;D+=1)R=this.hierarchy[D].finalTransform.mProp.v.props,B.transform(R[0],R[1],R[2],R[3],R[4],R[5],R[6],R[7],R[8],R[9],R[10],R[11],R[12],R[13],R[14],R[15])}},globalToLocal:function(R){var B=[];B.push(this.finalTransform);for(var D,F=!0,G=this.comp;F;)G.finalTransform?(G.data.hasMask&&B.splice(0,0,G.finalTransform),G=G.comp):F=!1;var W,q=B.length;for(D=0;D<q;D+=1)W=B[D].mat.applyToPointArray(0,0,0),R=[R[0]-W[0],R[1]-W[1],0];return R},mHelper:new Matrix},MaskElement.prototype.getMaskProperty=function(R){return this.viewData[R].prop},MaskElement.prototype.renderFrame=function(R){var B,D=this.element.finalTransform.mat,F=this.masksProperties.length;for(B=0;B<F;B+=1)if((this.viewData[B].prop._mdf||R)&&this.drawPath(this.masksProperties[B],this.viewData[B].prop.v,this.viewData[B]),(this.viewData[B].op._mdf||R)&&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||R)&&this.viewData[B].invRect.setAttribute("transform",D.getInverseMatrix().to2dCSS()),this.storedData[B].x&&(this.storedData[B].x._mdf||R))){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 R="M0,0 ";return R+=" h"+this.globalData.compSize.w,R+=" v"+this.globalData.compSize.h,R+=" h-"+this.globalData.compSize.w,R+=" v-"+this.globalData.compSize.h+" "},MaskElement.prototype.drawPath=function(R,B,D){var F,G,W=" M"+B.v[0][0]+","+B.v[0][1];for(G=B._length,F=1;F<G;F+=1)W+=" C"+B.o[F-1][0]+","+B.o[F-1][1]+" "+B.i[F][0]+","+B.i[F][1]+" "+B.v[F][0]+","+B.v[F][1];if(B.c&&G>1&&(W+=" C"+B.o[F-1][0]+","+B.o[F-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=R.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 R={};return R.createFilter=function(B,D){var F=createNS("filter");return F.setAttribute("id",B),D!==!0&&(F.setAttribute("filterUnits","objectBoundingBox"),F.setAttribute("x","0%"),F.setAttribute("y","0%"),F.setAttribute("width","100%"),F.setAttribute("height","100%")),F},R.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},R}(),featureSupport=function(){var R={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))&&(R.maskType=!1),R}();function SVGTintFilter(R,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"),R.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"),R.appendChild(D),this.matrixFilter=D,B.effectElements[2].p.v!==100||B.effectElements[2].p.k){var F,G=createNS("feMerge");R.appendChild(G),(F=createNS("feMergeNode")).setAttribute("in","SourceGraphic"),G.appendChild(F),(F=createNS("feMergeNode")).setAttribute("in","f2"),G.appendChild(F)}}function SVGFillFilter(R,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"),R.appendChild(D),this.matrixFilter=D}function SVGStrokeEffect(R,B){this.initialized=!1,this.filterManager=B,this.elem=R,this.paths=[]}function SVGTritoneFilter(R,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"),R.appendChild(D);var F=createNS("feComponentTransfer");F.setAttribute("color-interpolation-filters","sRGB"),R.appendChild(F),this.matrixFilter=F;var G=createNS("feFuncR");G.setAttribute("type","table"),F.appendChild(G),this.feFuncR=G;var W=createNS("feFuncG");W.setAttribute("type","table"),F.appendChild(W),this.feFuncG=W;var q=createNS("feFuncB");q.setAttribute("type","table"),F.appendChild(q),this.feFuncB=q}function SVGProLevelsFilter(R,B){this.filterManager=B;var D=this.filterManager.effectElements,F=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",F)),(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",F)),(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",F)),(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",F)),(this.feFuncR||this.feFuncG||this.feFuncB||this.feFuncA)&&(F.setAttribute("color-interpolation-filters","sRGB"),R.appendChild(F),F=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)&&(F.setAttribute("color-interpolation-filters","sRGB"),R.appendChild(F),this.feFuncRComposed=this.createFeFunc("feFuncR",F),this.feFuncGComposed=this.createFeFunc("feFuncG",F),this.feFuncBComposed=this.createFeFunc("feFuncB",F))}function SVGDropShadowEffect(R,B){var D=B.container.globalData.renderConfig.filterSize;R.setAttribute("x",D.x),R.setAttribute("y",D.y),R.setAttribute("width",D.width),R.setAttribute("height",D.height),this.filterManager=B;var F=createNS("feGaussianBlur");F.setAttribute("in","SourceAlpha"),F.setAttribute("result","drop_shadow_1"),F.setAttribute("stdDeviation","0"),this.feGaussianBlur=F,R.appendChild(F);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,R.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,R.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"),R.appendChild(q);var U,Y=createNS("feMerge");R.appendChild(Y),U=createNS("feMergeNode"),Y.appendChild(U),(U=createNS("feMergeNode")).setAttribute("in","SourceGraphic"),this.feMergeNode=U,this.feMerge=Y,this.originalNodeAdded=!1,Y.appendChild(U)}SVGTintFilter.prototype.renderFrame=function(R){if(R||this.filterManager._mdf){var B=this.filterManager.effectElements[0].p.v,D=this.filterManager.effectElements[1].p.v,F=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 "+F+" 0")}},SVGFillFilter.prototype.renderFrame=function(R){if(R||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 R,B,D,F,G=this.elem.layerElement.children||this.elem.layerElement.childNodes;for(this.filterManager.effectElements[1].p.v===1?(F=this.elem.maskManager.masksProperties.length,D=0):F=(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<F;D+=1)R=createNS("path"),B.appendChild(R),this.paths.push({p:R,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 U=createNS("g");for(U.setAttribute("mask","url("+getLocationHref()+"#"+q+")");G[0];)U.appendChild(G[0]);this.elem.layerElement.appendChild(U),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(R){var B;this.initialized||this.initialize();var D,F,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],F=this.paths[B].p,(R||this.filterManager._mdf||D.prop._mdf)&&F.setAttribute("d",D.lastPath),R||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),U=.01*Math.max(this.filterManager.effectElements[7].p.v,this.filterManager.effectElements[8].p.v),Y=F.getTotalLength();W="0 0 0 "+Y*q+" ";var Q,K=Y*(U-q),Z=1+2*this.filterManager.effectElements[4].p.v*this.filterManager.effectElements[9].p.v*.01,J=Math.floor(K/Z);for(Q=0;Q<J;Q+=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;F.setAttribute("stroke-dasharray",W)}if((R||this.filterManager.effectElements[4].p._mdf)&&this.pathMasker.setAttribute("stroke-width",2*this.filterManager.effectElements[4].p.v),(R||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)&&(R||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(R){if(R||this.filterManager._mdf){var B=this.filterManager.effectElements[0].p.v,D=this.filterManager.effectElements[1].p.v,F=this.filterManager.effectElements[2].p.v,G=F[0]+" "+D[0]+" "+B[0],W=F[1]+" "+D[1]+" "+B[1],q=F[2]+" "+D[2]+" "+B[2];this.feFuncR.setAttribute("tableValues",G),this.feFuncG.setAttribute("tableValues",W),this.feFuncB.setAttribute("tableValues",q)}},SVGProLevelsFilter.prototype.createFeFunc=function(R,B){var D=createNS(R);return D.setAttribute("type","table"),B.appendChild(D),D},SVGProLevelsFilter.prototype.getTableValue=function(R,B,D,F,G){for(var W,q,U=0,Y=Math.min(R,B),Q=Math.max(R,B),K=Array.call(null,{length:256}),Z=0,J=G-F,te=B-R;U<=256;)q=(W=U/256)<=Y?te<0?G:F:W>=Q?te<0?F:G:F+J*Math.pow((W-R)/te,1/D),K[Z]=q,Z+=1,U+=256/255;return K.join(" ")},SVGProLevelsFilter.prototype.renderFrame=function(R){if(R||this.filterManager._mdf){var B,D=this.filterManager.effectElements;this.feFuncRComposed&&(R||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&&(R||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&&(R||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&&(R||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&&(R||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(R){if(R||this.filterManager._mdf){if((R||this.filterManager.effectElements[4].p._mdf)&&this.feGaussianBlur.setAttribute("stdDeviation",this.filterManager.effectElements[4].p.v/4),R||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((R||this.filterManager.effectElements[1].p._mdf)&&this.feFlood.setAttribute("flood-opacity",this.filterManager.effectElements[1].p.v/255),R||this.filterManager.effectElements[2].p._mdf||this.filterManager.effectElements[3].p._mdf){var D=this.filterManager.effectElements[3].p.v,F=(this.filterManager.effectElements[2].p.v-90)*degToRads,G=D*Math.cos(F),W=D*Math.sin(F);this.feOffset.setAttribute("dx",G),this.feOffset.setAttribute("dy",W)}}};var _svgMatteSymbols=[];function SVGMatte3Effect(R,B,D){this.initialized=!1,this.filterManager=B,this.filterElem=R,this.elem=D,D.matteElement=createNS("g"),D.matteElement.appendChild(D.layerElement),D.matteElement.appendChild(D.transformedElement),D.baseElement=D.matteElement}function SVGGaussianBlurEffect(R,B){R.setAttribute("x","-100%"),R.setAttribute("y","-100%"),R.setAttribute("width","300%"),R.setAttribute("height","300%"),this.filterManager=B;var D=createNS("feGaussianBlur");R.appendChild(D),this.feGaussianBlur=D}SVGMatte3Effect.prototype.findSymbol=function(R){for(var B=0,D=_svgMatteSymbols.length;B<D;){if(_svgMatteSymbols[B]===R)return _svgMatteSymbols[B];B+=1}return null},SVGMatte3Effect.prototype.replaceInParent=function(R,B){var D=R.layerElement.parentNode;if(D){for(var F,G=D.children,W=0,q=G.length;W<q&&G[W]!==R.layerElement;)W+=1;W<=q-2&&(F=G[W+1]);var U=createNS("use");U.setAttribute("href","#"+B),F?D.insertBefore(U,F):D.appendChild(U)}},SVGMatte3Effect.prototype.setElementAsMask=function(R,B){if(!this.findSymbol(B)){var D=createElementID(),F=createNS("mask");F.setAttribute("id",B.layerId),F.setAttribute("mask-type","alpha"),_svgMatteSymbols.push(B);var G=R.globalData.defs;G.appendChild(F);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),F.appendChild(q),B.data.hd=!1,B.show()}R.setMatte(B.layerId)},SVGMatte3Effect.prototype.initialize=function(){for(var R=this.filterManager.effectElements[0].p.v,B=this.elem.comp.elements,D=0,F=B.length;D<F;)B[D]&&B[D].data.ind===R&&this.setElementAsMask(this.elem,B[D]),D+=1;this.initialized=!0},SVGMatte3Effect.prototype.renderFrame=function(){this.initialized||this.initialize()},SVGGaussianBlurEffect.prototype.renderFrame=function(R){if(R||this.filterManager._mdf){var B=.3*this.filterManager.effectElements[0].p.v,D=this.filterManager.effectElements[1].p.v,F=D==3?0:B,G=D==2?0:B;this.feGaussianBlur.setAttribute("stdDeviation",F+" "+G);var W=this.filterManager.effectElements[2].p.v==1?"wrap":"duplicate";this.feGaussianBlur.setAttribute("edgeMode",W)}};var registeredEffects={};function SVGEffects(R){var B,D,F=R.data.ef?R.data.ef.length:0,G=createElementID(),W=filtersFactory.createFilter(G,!0),q=0;for(this.filters=[],B=0;B<F;B+=1){D=null;var U=R.data.ef[B].ty;registeredEffects[U]&&(D=new registeredEffects[U].effect(W,R.effectsManager.effectElements[B],R),registeredEffects[U].countsAsEffect&&(q+=1)),R.data.ef[B].ty===20?(q+=1,D=new SVGTintFilter(W,R.effectsManager.effectElements[B])):R.data.ef[B].ty===21?(q+=1,D=new SVGFillFilter(W,R.effectsManager.effectElements[B])):R.data.ef[B].ty===22?D=new SVGStrokeEffect(R,R.effectsManager.effectElements[B]):R.data.ef[B].ty===23?(q+=1,D=new SVGTritoneFilter(W,R.effectsManager.effectElements[B])):R.data.ef[B].ty===24?(q+=1,D=new SVGProLevelsFilter(W,R.effectsManager.effectElements[B])):R.data.ef[B].ty===25?(q+=1,D=new SVGDropShadowEffect(W,R.effectsManager.effectElements[B])):R.data.ef[B].ty===28?D=new SVGMatte3Effect(W,R.effectsManager.effectElements[B],R):R.data.ef[B].ty===29&&(q+=1,D=new SVGGaussianBlurEffect(W,R.effectsManager.effectElements[B])),D&&this.filters.push(D)}q&&(R.globalData.defs.appendChild(W),R.layerElement.setAttribute("filter","url("+getLocationHref()+"#"+G+")")),this.filters.length&&R.addRenderableComponent(this)}function registerEffect(R,B,D){registeredEffects[R]={effect:B,countsAsEffect:D}}function SVGBaseElement(){}function HierarchyElement(){}function RenderableDOMElement(){}function IImageElement(R,B,D){this.assetData=B.getAssetData(R.refId),this.initElement(R,B,D),this.sourceRect={top:0,left:0,width:this.assetData.w,height:this.assetData.h}}function ProcessedElement(R,B){this.elem=R,this.pos=B}function IShapeElement(){}SVGEffects.prototype.renderFrame=function(R){var B,D=this.filters.length;for(B=0;B<D;B+=1)this.filters[B].renderFrame(R)},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 R,B,D,F=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),F=G,this.globalData.defs.appendChild(G),featureSupport.maskType||this.data.td!=1||(G.setAttribute("mask-type","luminance"),R=createElementID(),B=filtersFactory.createFilter(R),this.globalData.defs.appendChild(B),B.appendChild(filtersFactory.createAlphaToLuminanceFilter()),(D=createNS("g")).appendChild(this.layerElement),F=D,G.appendChild(D),D.setAttribute("filter","url("+getLocationHref()+"#"+R+")"))}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),R=createElementID(),B=filtersFactory.createFilter(R);var U=createNS("feComponentTransfer");U.setAttribute("in","SourceGraphic"),B.appendChild(U);var Y=createNS("feFuncA");Y.setAttribute("type","table"),Y.setAttribute("tableValues","1.0 0.0"),U.appendChild(Y),this.globalData.defs.appendChild(B);var Q=createNS("rect");Q.setAttribute("width",this.comp.data.w),Q.setAttribute("height",this.comp.data.h),Q.setAttribute("x","0"),Q.setAttribute("y","0"),Q.setAttribute("fill","#ffffff"),Q.setAttribute("opacity","0"),q.setAttribute("filter","url("+getLocationHref()+"#"+R+")"),q.appendChild(Q),q.appendChild(this.layerElement),F=q,featureSupport.maskType||(W.setAttribute("mask-type","luminance"),B.appendChild(filtersFactory.createAlphaToLuminanceFilter()),D=createNS("g"),q.appendChild(Q),D.appendChild(this.layerElement),F=D,q.appendChild(D)),this.globalData.defs.appendChild(W)}}else this.data.tt?(this.matteElement.appendChild(this.layerElement),F=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"),Z=createNS("path");Z.setAttribute("d","M0,0 L"+this.data.w+",0 L"+this.data.w+","+this.data.h+" L0,"+this.data.h+"z");var J=createElementID();if(K.setAttribute("id",J),K.appendChild(Z),this.globalData.defs.appendChild(K),this.checkMasks()){var te=createNS("g");te.setAttribute("clip-path","url("+getLocationHref()+"#"+J+")"),te.appendChild(this.layerElement),this.transformedElement=te,F?F.appendChild(this.transformedElement):this.baseElement=this.transformedElement}else this.layerElement.setAttribute("clip-path","url("+getLocationHref()+"#"+J+")")}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(R){this.matteElement&&this.matteElement.setAttribute("mask","url("+getLocationHref()+"#"+R+")")}},HierarchyElement.prototype={initHierarchy:function(){this.hierarchy=[],this._isParent=!1,this.checkParenting()},setHierarchy:function(R){this.hierarchy=R},setAsParent:function(){this._isParent=!0},checkParenting:function(){this.data.parent!==void 0&&this.comp.buildElementParenting(this,this.data.parent,[])}},extendPrototype([RenderableElement,createProxyFunction({initElement:function(R,B,D){this.initFrame(),this.initBaseData(R,B,D),this.initTransform(R,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(R){this._mdf=!1,this.prepareRenderableFrame(R),this.prepareProperties(R,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 R=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",R),this.layerElement.appendChild(this.innerElem)},IImageElement.prototype.sourceRectAtTime=function(){return this.sourceRect},IShapeElement.prototype={addShapeToModifiers:function(R){var B,D=this.shapeModifiers.length;for(B=0;B<D;B+=1)this.shapeModifiers[B].addShape(R)},isShapeInAnimatedModifiers:function(R){for(var B=this.shapeModifiers.length;0<B;)if(this.shapeModifiers[0].isAnimatedWithShape(R))return!0;return!1},renderModifiers:function(){if(this.shapeModifiers.length){var R,B=this.shapes.length;for(R=0;R<B;R+=1)this.shapes[R].sh.reset();for(R=(B=this.shapeModifiers.length)-1;R>=0&&!this.shapeModifiers[R].processShapes(this._isFirstFrame);R-=1);}},searchProcessedElement:function(R){for(var B=this.processedElements,D=0,F=B.length;D<F;){if(B[D].elem===R)return B[D].pos;D+=1}return 0},addProcessedElement:function(R,B){for(var D=this.processedElements,F=D.length;F;)if(D[F-=1].elem===R)return void(D[F].pos=B);D.push(new ProcessedElement(R,B))},prepareFrame:function(R){this.prepareRenderableFrame(R),this.prepareProperties(R,this.isInRange)}};var lineCapEnum={1:"butt",2:"round",3:"square"},lineJoinEnum={1:"miter",2:"round",3:"bevel"};function SVGShapeData(R,B,D){this.caches=[],this.styles=[],this.transformers=R,this.lStr="",this.sh=D,this.lvl=B,this._isAnimated=!!D.k;for(var F=0,G=R.length;F<G;){if(R[F].mProps.dynamicProperties.length){this._isAnimated=!0;break}F+=1}}function SVGStyleData(R,B){this.data=R,this.type=R.ty,this.d="",this.lvl=B,this._mdf=!1,this.closed=R.hd===!0,this.pElem=createNS("path"),this.msElem=null}function DashProperty(R,B,D,F){var G;this.elem=R,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(F);var W,q=B.length||0;for(G=0;G<q;G+=1)W=PropertyFactory.getProp(R,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(R,B,D){this.initDynamicPropertyContainer(R),this.getValue=this.iterateDynamicProperties,this.o=PropertyFactory.getProp(R,B.o,0,.01,this),this.w=PropertyFactory.getProp(R,B.w,0,null,this),this.d=new DashProperty(R,B.d||{},"svg",this),this.c=PropertyFactory.getProp(R,B.c,1,255,this),this.style=D,this._isAnimated=!!this._isAnimated}function SVGFillStyleData(R,B,D){this.initDynamicPropertyContainer(R),this.getValue=this.iterateDynamicProperties,this.o=PropertyFactory.getProp(R,B.o,0,.01,this),this.c=PropertyFactory.getProp(R,B.c,1,255,this),this.style=D}function SVGNoStyleData(R,B,D){this.initDynamicPropertyContainer(R),this.getValue=this.iterateDynamicProperties,this.style=D}function GradientProperty(R,B,D){this.data=B,this.c=createTypedArray("uint8c",4*B.p);var F=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",F),this._cmdf=!1,this._omdf=!1,this._collapsable=this.checkCollapsable(),this._hasOpacity=F,this.initDynamicPropertyContainer(D),this.prop=PropertyFactory.getProp(R,B.k,1,null,this),this.k=this.prop.k,this.getValue(!0)}function SVGGradientFillStyleData(R,B,D){this.initDynamicPropertyContainer(R),this.getValue=this.iterateDynamicProperties,this.initGradientData(R,B,D)}function SVGGradientStrokeStyleData(R,B,D){this.initDynamicPropertyContainer(R),this.getValue=this.iterateDynamicProperties,this.w=PropertyFactory.getProp(R,B.w,0,null,this),this.d=new DashProperty(R,B.d||{},"svg",this),this.initGradientData(R,B,D),this._isAnimated=!!this._isAnimated}function ShapeGroupData(){this.it=[],this.prevViewData=[],this.gr=createNS("g")}function SVGTransformData(R,B,D){this.transform={mProps:R,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(R){if((this.elem.globalData.frameId!==this.frameId||R)&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf=this._mdf||R,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(R,B){for(var D=0,F=this.o.length/2;D<F;){if(Math.abs(R[4*D]-R[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 R=0,B=this.data.k.k.length;R<B;){if(!this.comparePoints(this.data.k.k[R].s,this.data.p))return!1;R+=1}else if(!this.comparePoints(this.data.k.k,this.data.p))return!1;return!0},GradientProperty.prototype.getValue=function(R){if(this.prop.getValue(),this._mdf=!1,this._cmdf=!1,this._omdf=!1,this.prop._mdf||R){var B,D,F,G=4*this.data.p;for(B=0;B<G;B+=1)D=B%4==0?100:255,F=Math.round(this.prop.v[B]*D),this.c[B]!==F&&(this.c[B]=F,this._cmdf=!R);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,F=B%2==0?Math.round(100*this.prop.v[B]):this.prop.v[B],this.o[B-4*this.data.p]!==F&&(this.o[B-4*this.data.p]=F,this._omdf=!R);this._mdf=!R}},extendPrototype([DynamicPropertyContainer],GradientProperty),SVGGradientFillStyleData.prototype.initGradientData=function(R,B,D){this.o=PropertyFactory.getProp(R,B.o,0,.01,this),this.s=PropertyFactory.getProp(R,B.s,1,null,this),this.e=PropertyFactory.getProp(R,B.e,1,null,this),this.h=PropertyFactory.getProp(R,B.h||{k:0},0,.01,this),this.a=PropertyFactory.getProp(R,B.a||{k:0},0,degToRads,this),this.g=new GradientProperty(R,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(R,B){var D=createElementID(),F=createNS(B.t===1?"linearGradient":"radialGradient");F.setAttribute("id",D),F.setAttribute("spreadMethod","pad"),F.setAttribute("gradientUnits","userSpaceOnUse");var G,W,q,U=[];for(q=4*B.g.p,W=0;W<q;W+=4)G=createNS("stop"),F.appendChild(G),U.push(G);R.setAttribute(B.ty==="gf"?"fill":"stroke","url("+getLocationHref()+"#"+D+")"),this.gf=F,this.cst=U},SVGGradientFillStyleData.prototype.setGradientOpacity=function(R,B){if(this.g._hasOpacity&&!this.g._collapsable){var D,F,G,W=createNS("mask"),q=createNS("path");W.appendChild(q);var U=createElementID(),Y=createElementID();W.setAttribute("id",Y);var Q=createNS(R.t===1?"linearGradient":"radialGradient");Q.setAttribute("id",U),Q.setAttribute("spreadMethod","pad"),Q.setAttribute("gradientUnits","userSpaceOnUse"),G=R.g.k.k[0].s?R.g.k.k[0].s.length:R.g.k.k.length;var K=this.stops;for(F=4*R.g.p;F<G;F+=2)(D=createNS("stop")).setAttribute("stop-color","rgb(255,255,255)"),Q.appendChild(D),K.push(D);q.setAttribute(R.ty==="gf"?"fill":"stroke","url("+getLocationHref()+"#"+U+")"),R.ty==="gs"&&(q.setAttribute("stroke-linecap",lineCapEnum[R.lc||2]),q.setAttribute("stroke-linejoin",lineJoinEnum[R.lj||2]),R.lj===1&&q.setAttribute("stroke-miterlimit",R.ml)),this.of=Q,this.ms=W,this.ost=K,this.maskId=Y,B.msElem=q}},extendPrototype([DynamicPropertyContainer],SVGGradientFillStyleData),extendPrototype([SVGGradientFillStyleData,DynamicPropertyContainer],SVGGradientStrokeStyleData);var buildShapeString=function(R,B,D,F){if(B===0)return"";var G,W=R.o,q=R.i,U=R.v,Y=" M"+F.applyToPointStringified(U[0][0],U[0][1]);for(G=1;G<B;G+=1)Y+=" C"+F.applyToPointStringified(W[G-1][0],W[G-1][1])+" "+F.applyToPointStringified(q[G][0],q[G][1])+" "+F.applyToPointStringified(U[G][0],U[G][1]);return D&&B&&(Y+=" C"+F.applyToPointStringified(W[G-1][0],W[G-1][1])+" "+F.applyToPointStringified(q[0][0],q[0][1])+" "+F.applyToPointStringified(U[0][0],U[0][1]),Y+="z"),Y},SVGElementsRenderer=function(){var R=new Matrix,B=new Matrix;function D(Q,K,Z){(Z||K.transform.op._mdf)&&K.transform.container.setAttribute("opacity",K.transform.op.v),(Z||K.transform.mProps._mdf)&&K.transform.container.setAttribute("transform",K.transform.mProps.v.to2dCSS())}function F(){}function G(Q,K,Z){var J,te,ie,se,re,ae,le,ce,fe,de,me,he=K.styles.length,pe=K.lvl;for(ae=0;ae<he;ae+=1){if(se=K.sh._mdf||Z,K.styles[ae].lvl<pe){for(ce=B.reset(),de=pe-K.styles[ae].lvl,me=K.transformers.length-1;!se&&de>0;)se=K.transformers[me].mProps._mdf||se,de-=1,me-=1;if(se)for(de=pe-K.styles[ae].lvl,me=K.transformers.length-1;de>0;)fe=K.transformers[me].mProps.v.props,ce.transform(fe[0],fe[1],fe[2],fe[3],fe[4],fe[5],fe[6],fe[7],fe[8],fe[9],fe[10],fe[11],fe[12],fe[13],fe[14],fe[15]),de-=1,me-=1}else ce=R;if(te=(le=K.sh.paths)._length,se){for(ie="",J=0;J<te;J+=1)(re=le.shapes[J])&&re._length&&(ie+=buildShapeString(re,re._length,re.c,ce));K.caches[ae]=ie}else ie=K.caches[ae];K.styles[ae].d+=Q.hd===!0?"":ie,K.styles[ae]._mdf=se||K.styles[ae]._mdf}}function W(Q,K,Z){var J=K.style;(K.c._mdf||Z)&&J.pElem.setAttribute("fill","rgb("+bmFloor(K.c.v[0])+","+bmFloor(K.c.v[1])+","+bmFloor(K.c.v[2])+")"),(K.o._mdf||Z)&&J.pElem.setAttribute("fill-opacity",K.o.v)}function q(Q,K,Z){U(Q,K,Z),Y(Q,K,Z)}function U(Q,K,Z){var J,te,ie,se,re,ae=K.gf,le=K.g._hasOpacity,ce=K.s.v,fe=K.e.v;if(K.o._mdf||Z){var de=Q.ty==="gf"?"fill-opacity":"stroke-opacity";K.style.pElem.setAttribute(de,K.o.v)}if(K.s._mdf||Z){var me=Q.t===1?"x1":"cx",he=me==="x1"?"y1":"cy";ae.setAttribute(me,ce[0]),ae.setAttribute(he,ce[1]),le&&!K.g._collapsable&&(K.of.setAttribute(me,ce[0]),K.of.setAttribute(he,ce[1]))}if(K.g._cmdf||Z){J=K.cst;var pe=K.g.c;for(ie=J.length,te=0;te<ie;te+=1)(se=J[te]).setAttribute("offset",pe[4*te]+"%"),se.setAttribute("stop-color","rgb("+pe[4*te+1]+","+pe[4*te+2]+","+pe[4*te+3]+")")}if(le&&(K.g._omdf||Z)){var be=K.g.o;for(ie=(J=K.g._collapsable?K.cst:K.ost).length,te=0;te<ie;te+=1)se=J[te],K.g._collapsable||se.setAttribute("offset",be[2*te]+"%"),se.setAttribute("stop-opacity",be[2*te+1])}if(Q.t===1)(K.e._mdf||Z)&&(ae.setAttribute("x2",fe[0]),ae.setAttribute("y2",fe[1]),le&&!K.g._collapsable&&(K.of.setAttribute("x2",fe[0]),K.of.setAttribute("y2",fe[1])));else if((K.s._mdf||K.e._mdf||Z)&&(re=Math.sqrt(Math.pow(ce[0]-fe[0],2)+Math.pow(ce[1]-fe[1],2)),ae.setAttribute("r",re),le&&!K.g._collapsable&&K.of.setAttribute("r",re)),K.e._mdf||K.h._mdf||K.a._mdf||Z){re||(re=Math.sqrt(Math.pow(ce[0]-fe[0],2)+Math.pow(ce[1]-fe[1],2)));var Se=Math.atan2(fe[1]-ce[1],fe[0]-ce[0]),ve=K.h.v;ve>=1?ve=.99:ve<=-1&&(ve=-.99);var xe=re*ve,Ee=Math.cos(Se+K.a.v)*xe+ce[0],ge=Math.sin(Se+K.a.v)*xe+ce[1];ae.setAttribute("fx",Ee),ae.setAttribute("fy",ge),le&&!K.g._collapsable&&(K.of.setAttribute("fx",Ee),K.of.setAttribute("fy",ge))}}function Y(Q,K,Z){var J=K.style,te=K.d;te&&(te._mdf||Z)&&te.dashStr&&(J.pElem.setAttribute("stroke-dasharray",te.dashStr),J.pElem.setAttribute("stroke-dashoffset",te.dashoffset[0])),K.c&&(K.c._mdf||Z)&&J.pElem.setAttribute("stroke","rgb("+bmFloor(K.c.v[0])+","+bmFloor(K.c.v[1])+","+bmFloor(K.c.v[2])+")"),(K.o._mdf||Z)&&J.pElem.setAttribute("stroke-opacity",K.o.v),(K.w._mdf||Z)&&(J.pElem.setAttribute("stroke-width",K.w.v),J.msElem&&J.msElem.setAttribute("stroke-width",K.w.v))}return{createRenderFunction:function(Q){switch(Q.ty){case"fl":return W;case"gf":return U;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 F;default:return null}}}}();function SVGShapeElement(R,B,D){this.shapes=[],this.shapesData=R.shapes,this.stylesList=[],this.shapeModifiers=[],this.itemsData=[],this.processedElements=[],this.animatedContents=[],this.initElement(R,B,D),this.prevViewData=[]}function LetterProps(R,B,D,F,G,W){this.o=R,this.sw=B,this.sc=D,this.fc=F,this.m=G,this.p=W,this._mdf={o:!0,sw:!!B,sc:!!D,fc:!!F,m:!0,p:!0}}function TextProperty(R,B){this._frameId=initialDefaultFrame,this.pv="",this.v="",this.kf=!1,this._isFirstFrame=!0,this._mdf=!1,this.data=B,this.elem=R,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 R,B,D,F,G=this.shapes.length,W=this.stylesList.length,q=[],U=!1;for(D=0;D<W;D+=1){for(F=this.stylesList[D],U=!1,q.length=0,R=0;R<G;R+=1)(B=this.shapes[R]).styles.indexOf(F)!==-1&&(q.push(B),U=B._isAnimated||U);q.length>1&&U&&this.setShapesAsAnimated(q)}},SVGShapeElement.prototype.setShapesAsAnimated=function(R){var B,D=R.length;for(B=0;B<D;B+=1)R[B].setAsAnimated()},SVGShapeElement.prototype.createStyleElement=function(R,B){var D,F=new SVGStyleData(R,B),G=F.pElem;return R.ty==="st"?D=new SVGStrokeStyleData(this,R,F):R.ty==="fl"?D=new SVGFillStyleData(this,R,F):R.ty==="gf"||R.ty==="gs"?(D=new(R.ty==="gf"?SVGGradientFillStyleData:SVGGradientStrokeStyleData)(this,R,F),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+")"))):R.ty==="no"&&(D=new SVGNoStyleData(this,R,F)),R.ty!=="st"&&R.ty!=="gs"||(G.setAttribute("stroke-linecap",lineCapEnum[R.lc||2]),G.setAttribute("stroke-linejoin",lineJoinEnum[R.lj||2]),G.setAttribute("fill-opacity","0"),R.lj===1&&G.setAttribute("stroke-miterlimit",R.ml)),R.r===2&&G.setAttribute("fill-rule","evenodd"),R.ln&&G.setAttribute("id",R.ln),R.cl&&G.setAttribute("class",R.cl),R.bm&&(G.style["mix-blend-mode"]=getBlendMode(R.bm)),this.stylesList.push(F),this.addToAnimatedContents(R,D),D},SVGShapeElement.prototype.createGroupElement=function(R){var B=new ShapeGroupData;return R.ln&&B.gr.setAttribute("id",R.ln),R.cl&&B.gr.setAttribute("class",R.cl),R.bm&&(B.gr.style["mix-blend-mode"]=getBlendMode(R.bm)),B},SVGShapeElement.prototype.createTransformElement=function(R,B){var D=TransformPropertyFactory.getTransformProperty(this,R,this),F=new SVGTransformData(D,D.o,B);return this.addToAnimatedContents(R,F),F},SVGShapeElement.prototype.createShapeElement=function(R,B,D){var F=4;R.ty==="rc"?F=5:R.ty==="el"?F=6:R.ty==="sr"&&(F=7);var G=new SVGShapeData(B,D,ShapePropertyFactory.getShapeProp(this,R,F,this));return this.shapes.push(G),this.addShapeToModifiers(G),this.addToAnimatedContents(R,G),G},SVGShapeElement.prototype.addToAnimatedContents=function(R,B){for(var D=0,F=this.animatedContents.length;D<F;){if(this.animatedContents[D].element===B)return;D+=1}this.animatedContents.push({fn:SVGElementsRenderer.createRenderFunction(R),element:B,data:R})},SVGShapeElement.prototype.setElementStyles=function(R){var B,D=R.styles,F=this.stylesList.length;for(B=0;B<F;B+=1)this.stylesList[B].closed||D.push(this.stylesList[B])},SVGShapeElement.prototype.reloadShapes=function(){var R;this._isFirstFrame=!0;var B=this.itemsData.length;for(R=0;R<B;R+=1)this.prevViewData[R]=this.itemsData[R];for(this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.layerElement,0,[],!0),this.filterUniqueShapes(),B=this.dynamicProperties.length,R=0;R<B;R+=1)this.dynamicProperties[R].getValue();this.renderModifiers()},SVGShapeElement.prototype.searchShapes=function(R,B,D,F,G,W,q){var U,Y,Q,K,Z,J,te=[].concat(W),ie=R.length-1,se=[],re=[];for(U=ie;U>=0;U-=1){if((J=this.searchProcessedElement(R[U]))?B[U]=D[J-1]:R[U]._render=q,R[U].ty==="fl"||R[U].ty==="st"||R[U].ty==="gf"||R[U].ty==="gs"||R[U].ty==="no")J?B[U].style.closed=!1:B[U]=this.createStyleElement(R[U],G),R[U]._render&&B[U].style.pElem.parentNode!==F&&F.appendChild(B[U].style.pElem),se.push(B[U].style);else if(R[U].ty==="gr"){if(J)for(Q=B[U].it.length,Y=0;Y<Q;Y+=1)B[U].prevViewData[Y]=B[U].it[Y];else B[U]=this.createGroupElement(R[U]);this.searchShapes(R[U].it,B[U].it,B[U].prevViewData,B[U].gr,G+1,te,q),R[U]._render&&B[U].gr.parentNode!==F&&F.appendChild(B[U].gr)}else R[U].ty==="tr"?(J||(B[U]=this.createTransformElement(R[U],F)),K=B[U].transform,te.push(K)):R[U].ty==="sh"||R[U].ty==="rc"||R[U].ty==="el"||R[U].ty==="sr"?(J||(B[U]=this.createShapeElement(R[U],te,G)),this.setElementStyles(B[U])):R[U].ty==="tm"||R[U].ty==="rd"||R[U].ty==="ms"||R[U].ty==="pb"?(J?(Z=B[U]).closed=!1:((Z=ShapeModifiers.getModifier(R[U].ty)).init(this,R[U]),B[U]=Z,this.shapeModifiers.push(Z)),re.push(Z)):R[U].ty==="rp"&&(J?(Z=B[U]).closed=!0:(Z=ShapeModifiers.getModifier(R[U].ty),B[U]=Z,Z.init(this,R,U,B),this.shapeModifiers.push(Z),q=!1),re.push(Z));this.addProcessedElement(R[U],U+1)}for(ie=se.length,U=0;U<ie;U+=1)se[U].closed=!0;for(ie=re.length,U=0;U<ie;U+=1)re[U].closed=!0},SVGShapeElement.prototype.renderInnerContent=function(){var R;this.renderModifiers();var B=this.stylesList.length;for(R=0;R<B;R+=1)this.stylesList[R].reset();for(this.renderShape(),R=0;R<B;R+=1)(this.stylesList[R]._mdf||this._isFirstFrame)&&(this.stylesList[R].msElem&&(this.stylesList[R].msElem.setAttribute("d",this.stylesList[R].d),this.stylesList[R].d="M0 0"+this.stylesList[R].d),this.stylesList[R].pElem.setAttribute("d",this.stylesList[R].d||"M0 0"))},SVGShapeElement.prototype.renderShape=function(){var R,B,D=this.animatedContents.length;for(R=0;R<D;R+=1)B=this.animatedContents[R],(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(R,B,D,F,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!==R&&(this.o=R,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!==F&&(this.fc=F,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(R,B){for(var D in B)Object.prototype.hasOwnProperty.call(B,D)&&(R[D]=B[D]);return R},TextProperty.prototype.setCurrentData=function(R){R.__complete||this.completeTextData(R),this.currentData=R,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(R){this.effectsSequence.push(R),this.elem.addDynamicProperty(this)},TextProperty.prototype.getValue=function(R){if(this.elem.globalData.frameId!==this.frameId&&this.effectsSequence.length||R){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 F;this.lock=!0,this._mdf=!1;var G=this.effectsSequence.length,W=R||this.data.d.k[this.keysIndex].s;for(F=0;F<G;F+=1)W=D!==this.keysIndex?this.effectsSequence[F](W,W.t):this.effectsSequence[F](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 R=this.data.d.k,B=this.elem.comp.renderedFrame,D=0,F=R.length;D<=F-1&&!(D===F-1||R[D+1].t>B);)D+=1;return this.keysIndex!==D&&(this.keysIndex=D),this.data.d.k[this.keysIndex].s},TextProperty.prototype.buildFinalText=function(R){for(var B,D,F=[],G=0,W=R.length,q=!1;G<W;)B=R.charCodeAt(G),FontManager.isCombinedCharacter(B)?F[F.length-1]+=R.charAt(G):B>=55296&&B<=56319?(D=R.charCodeAt(G+1))>=56320&&D<=57343?(q||FontManager.isModifier(B,D)?(F[F.length-1]+=R.substr(G,2),q=!1):F.push(R.substr(G,2)),G+=1):F.push(R.charAt(G)):B>56319?(D=R.charCodeAt(G+1),FontManager.isZeroWidthJoiner(B,D)?(q=!0,F[F.length-1]+=R.substr(G,2),G+=1):F.push(R.charAt(G))):FontManager.isZeroWidthJoiner(B)?(F[F.length-1]+=R.charAt(G),q=!0):F.push(R.charAt(G)),G+=1;return F},TextProperty.prototype.completeTextData=function(R){R.__complete=!0;var B,D,F,G,W,q,U,Y=this.elem.globalData.fontManager,Q=this.data,K=[],Z=0,J=Q.m.g,te=0,ie=0,se=0,re=[],ae=0,le=0,ce=Y.getFontByName(R.f),fe=0,de=getFontProperties(ce);R.fWeight=de.weight,R.fStyle=de.style,R.finalSize=R.s,R.finalText=this.buildFinalText(R.t),D=R.finalText.length,R.finalLineHeight=R.lh;var me,he=R.tr/1e3*R.finalSize;if(R.sz)for(var pe,be,Se=!0,ve=R.sz[0],xe=R.sz[1];Se;){pe=0,ae=0,D=(be=this.buildFinalText(R.t)).length,he=R.tr/1e3*R.finalSize;var Ee=-1;for(B=0;B<D;B+=1)me=be[B].charCodeAt(0),F=!1,be[B]===" "?Ee=B:me!==13&&me!==3||(ae=0,F=!0,pe+=R.finalLineHeight||1.2*R.finalSize),Y.chars?(U=Y.getCharData(be[B],ce.fStyle,ce.fFamily),fe=F?0:U.w*R.finalSize/100):fe=Y.measureText(be[B],R.f,R.finalSize),ae+fe>ve&&be[B]!==" "?(Ee===-1?D+=1:B=Ee,pe+=R.finalLineHeight||1.2*R.finalSize,be.splice(B,Ee===B?1:0,"\r"),Ee=-1,ae=0):(ae+=fe,ae+=he);pe+=ce.ascent*R.finalSize/100,this.canResize&&R.finalSize>this.minimumFontSize&&xe<pe?(R.finalSize-=1,R.finalLineHeight=R.finalSize*R.lh/R.s):(R.finalText=be,D=R.finalText.length,Se=!1)}ae=-he,fe=0;var ge,we=0;for(B=0;B<D;B+=1)if(F=!1,(me=(ge=R.finalText[B]).charCodeAt(0))===13||me===3?(we=0,re.push(ae),le=ae>le?ae:le,ae=-2*he,G="",F=!0,se+=1):G=ge,Y.chars?(U=Y.getCharData(ge,ce.fStyle,Y.getFontByName(R.f).fFamily),fe=F?0:U.w*R.finalSize/100):fe=Y.measureText(G,R.f,R.finalSize),ge===" "?we+=fe+he:(ae+=fe+he+we,we=0),K.push({l:fe,an:fe,add:te,n:F,anIndexes:[],val:G,line:se,animatorJustifyOffset:0}),J==2){if(te+=fe,G===""||G===" "||B===D-1){for(G!==""&&G!==" "||(te-=fe);ie<=B;)K[ie].an=te,K[ie].ind=Z,K[ie].extra=fe,ie+=1;Z+=1,te=0}}else if(J==3){if(te+=fe,G===""||B===D-1){for(G===""&&(te-=fe);ie<=B;)K[ie].an=te,K[ie].ind=Z,K[ie].extra=fe,ie+=1;te=0,Z+=1}}else K[Z].ind=Z,K[Z].extra=0,Z+=1;if(R.l=K,le=ae>le?ae:le,re.push(ae),R.sz)R.boxWidth=R.sz[0],R.justifyOffset=0;else switch(R.boxWidth=le,R.j){case 1:R.justifyOffset=-R.boxWidth;break;case 2:R.justifyOffset=-R.boxWidth/2;break;default:R.justifyOffset=0}R.lineWidths=re;var Le,Me,Pe,Ce,De=Q.a;q=De.length;var Ne=[];for(W=0;W<q;W+=1){for((Le=De[W]).a.sc&&(R.strokeColorAnim=!0),Le.a.sw&&(R.strokeWidthAnim=!0),(Le.a.fc||Le.a.fh||Le.a.fs||Le.a.fb)&&(R.fillColorAnim=!0),Ce=0,Pe=Le.s.b,B=0;B<D;B+=1)(Me=K[B]).anIndexes[W]=Ce,(Pe==1&&Me.val!==""||Pe==2&&Me.val!==""&&Me.val!==" "||Pe==3&&(Me.n||Me.val==" "||B==D-1)||Pe==4&&(Me.n||B==D-1))&&(Le.s.rn===1&&Ne.push(Ce),Ce+=1);Q.a[W].s.totalChars=Ce;var Ie,Ge=-1;if(Le.s.rn===1)for(B=0;B<D;B+=1)Ge!=(Me=K[B]).anIndexes[W]&&(Ge=Me.anIndexes[W],Ie=Ne.splice(Math.floor(Math.random()*Ne.length),1)[0]),Me.anIndexes[W]=Ie}R.yOffset=R.finalLineHeight||1.2*R.finalSize,R.ls=R.ls||0,R.ascent=ce.ascent*R.finalSize/100},TextProperty.prototype.updateDocumentData=function(R,B){B=B===void 0?this.keysIndex:B;var D=this.copyData({},this.data.d.k[B].s);D=this.copyData(D,R),this.data.d.k[B].s=D,this.recalculate(B),this.elem.addDynamicProperty(this)},TextProperty.prototype.recalculate=function(R){var B=this.data.d.k[R].s;B.__complete=!1,this.keysIndex=0,this._isFirstFrame=!0,this.getValue(B)},TextProperty.prototype.canResizeFont=function(R){this.canResize=R,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)},TextProperty.prototype.setMinimumFontSize=function(R){this.minimumFontSize=Math.floor(R)||1,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)};var TextSelectorProp=function(){var R=Math.max,B=Math.min,D=Math.floor;function F(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 F.prototype={getMult:function(G){this._currentTextLength!==this.elem.textProperty.currentData.l.length&&this.getValue();var W=0,q=0,U=1,Y=1;this.ne.v>0?W=this.ne.v/100:q=-this.ne.v/100,this.xe.v>0?U=1-this.xe.v/100:Y=1+this.xe.v/100;var Q=BezierFactory.getBezierEasing(W,q,U,Y).get,K=0,Z=this.finalS,J=this.finalE,te=this.data.sh;if(te===2)K=Q(K=J===Z?G>=J?1:0:R(0,B(.5/(J-Z)+(G-Z)/(J-Z),1)));else if(te===3)K=Q(K=J===Z?G>=J?0:1:1-R(0,B(.5/(J-Z)+(G-Z)/(J-Z),1)));else if(te===4)J===Z?K=0:(K=R(0,B(.5/(J-Z)+(G-Z)/(J-Z),1)))<.5?K*=2:K=1-2*(K-.5),K=Q(K);else if(te===5){if(J===Z)K=0;else{var ie=J-Z,se=-ie/2+(G=B(R(0,G+.5-Z),J-Z)),re=ie/2;K=Math.sqrt(1-se*se/(re*re))}K=Q(K)}else te===6?(J===Z?K=0:(G=B(R(0,G+.5-Z),J-Z),K=(1+Math.cos(Math.PI+2*Math.PI*G/(J-Z)))/2),K=Q(K)):(G>=D(Z)&&(K=R(0,B(G-Z<0?B(J,1)-(Z-G):J-G,1))),K=Q(K));if(this.sm.v!==100){var ae=.01*this.sm.v;ae===0&&(ae=1e-8);var le=.5-.5*ae;K<le?K=0:(K=(K-le)/ae)>1&&(K=1)}return K*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,U=this.s.v/W+q,Y=this.e.v/W+q;if(U>Y){var Q=U;U=Y,Y=Q}this.finalS=U,this.finalE=Y}},extendPrototype([DynamicPropertyContainer],F),{getTextSelectorProp:function(G,W,q){return new F(G,W)}}}();function TextAnimatorDataProperty(R,B,D){var F={propType:!1},G=PropertyFactory.getProp,W=B.a;this.a={r:W.r?G(R,W.r,0,degToRads,D):F,rx:W.rx?G(R,W.rx,0,degToRads,D):F,ry:W.ry?G(R,W.ry,0,degToRads,D):F,sk:W.sk?G(R,W.sk,0,degToRads,D):F,sa:W.sa?G(R,W.sa,0,degToRads,D):F,s:W.s?G(R,W.s,1,.01,D):F,a:W.a?G(R,W.a,1,0,D):F,o:W.o?G(R,W.o,0,.01,D):F,p:W.p?G(R,W.p,1,0,D):F,sw:W.sw?G(R,W.sw,0,0,D):F,sc:W.sc?G(R,W.sc,1,0,D):F,fc:W.fc?G(R,W.fc,1,0,D):F,fh:W.fh?G(R,W.fh,0,0,D):F,fs:W.fs?G(R,W.fs,0,.01,D):F,fb:W.fb?G(R,W.fb,0,.01,D):F,t:W.t?G(R,W.t,0,0,D):F},this.s=TextSelectorProp.getTextSelectorProp(R,B.s,D),this.s.t=B.s.t}function TextAnimatorProperty(R,B,D){this._isFirstFrame=!0,this._hasMaskedPath=!1,this._frameId=-1,this._textData=R,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 R,B,D=this._textData.a.length,F=PropertyFactory.getProp;for(R=0;R<D;R+=1)B=this._textData.a[R],this._animatorsData[R]=new TextAnimatorDataProperty(this._elem,B,this);this._textData.p&&"m"in this._textData.p?(this._pathData={a:F(this._elem,this._textData.p.a,0,0,this),f:F(this._elem,this._textData.p.f,0,0,this),l:F(this._elem,this._textData.p.l,0,0,this),r:F(this._elem,this._textData.p.r,0,0,this),p:F(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=F(this._elem,this._textData.m.a,1,0,this)},TextAnimatorProperty.prototype.getMeasures=function(R,B){if(this.lettersChangedFlag=B,this._mdf||this._isFirstFrame||B||this._hasMaskedPath&&this._pathData.m._mdf){this._isFirstFrame=!1;var D,F,G,W,q,U,Y,Q,K,Z,J,te,ie,se,re,ae,le,ce,fe,de=this._moreOptions.alignment.v,me=this._animatorsData,he=this._textData,pe=this.mHelper,be=this._renderType,Se=this.renderedLetters.length,ve=R.l;if(this._hasMaskedPath){if(fe=this._pathData.m,!this._pathData.n||this._pathData._mdf){var xe,Ee=fe.v;for(this._pathData.r.v&&(Ee=Ee.reverse()),q={tLength:0,segments:[]},W=Ee._length-1,ae=0,G=0;G<W;G+=1)xe=bez.buildBezierData(Ee.v[G],Ee.v[G+1],[Ee.o[G][0]-Ee.v[G][0],Ee.o[G][1]-Ee.v[G][1]],[Ee.i[G+1][0]-Ee.v[G+1][0],Ee.i[G+1][1]-Ee.v[G+1][1]]),q.tLength+=xe.segmentLength,q.segments.push(xe),ae+=xe.segmentLength;G=W,fe.v.c&&(xe=bez.buildBezierData(Ee.v[G],Ee.v[0],[Ee.o[G][0]-Ee.v[G][0],Ee.o[G][1]-Ee.v[G][1]],[Ee.i[0][0]-Ee.v[0][0],Ee.i[0][1]-Ee.v[0][1]]),q.tLength+=xe.segmentLength,q.segments.push(xe),ae+=xe.segmentLength),this._pathData.pi=q}if(q=this._pathData.pi,U=this._pathData.f.v,J=0,Z=1,Q=0,K=!0,se=q.segments,U<0&&fe.v.c)for(q.tLength<Math.abs(U)&&(U=-Math.abs(U)%q.tLength),Z=(ie=se[J=se.length-1].points).length-1;U<0;)U+=ie[Z].partialLength,(Z-=1)<0&&(Z=(ie=se[J-=1].points).length-1);te=(ie=se[J].points)[Z-1],re=(Y=ie[Z]).partialLength}W=ve.length,D=0,F=0;var ge,we,Le,Me,Pe,Ce=1.2*R.finalSize*.714,De=!0;Le=me.length;var Ne,Ie,Ge,ze,Ve,Ue,tt,Ke,rt,pt,ht,gt,ke=-1,Be=U,Ze=J,_e=Z,Fe=-1,Xe="",$e=this.defaultPropsArray;if(R.j===2||R.j===1){var Qe=0,nt=0,Ye=R.j===2?-.5:-1,lt=0,ct=!0;for(G=0;G<W;G+=1)if(ve[G].n){for(Qe&&(Qe+=nt);lt<G;)ve[lt].animatorJustifyOffset=Qe,lt+=1;Qe=0,ct=!0}else{for(we=0;we<Le;we+=1)(ge=me[we].a).t.propType&&(ct&&R.j===2&&(nt+=ge.t.v*Ye),(Pe=me[we].s.getMult(ve[G].anIndexes[we],he.a[we].s.totalChars)).length?Qe+=ge.t.v*Pe[0]*Ye:Qe+=ge.t.v*Pe*Ye);ct=!1}for(Qe&&(Qe+=nt);lt<G;)ve[lt].animatorJustifyOffset=Qe,lt+=1}for(G=0;G<W;G+=1){if(pe.reset(),ze=1,ve[G].n)D=0,F+=R.yOffset,F+=De?1:0,U=Be,De=!1,this._hasMaskedPath&&(Z=_e,te=(ie=se[J=Ze].points)[Z-1],re=(Y=ie[Z]).partialLength,Q=0),Xe="",ht="",rt="",gt="",$e=this.defaultPropsArray;else{if(this._hasMaskedPath){if(Fe!==ve[G].line){switch(R.j){case 1:U+=ae-R.lineWidths[ve[G].line];break;case 2:U+=(ae-R.lineWidths[ve[G].line])/2}Fe=ve[G].line}ke!==ve[G].ind&&(ve[ke]&&(U+=ve[ke].extra),U+=ve[G].an/2,ke=ve[G].ind),U+=de[0]*ve[G].an*.005;var ft=0;for(we=0;we<Le;we+=1)(ge=me[we].a).p.propType&&((Pe=me[we].s.getMult(ve[G].anIndexes[we],he.a[we].s.totalChars)).length?ft+=ge.p.v[0]*Pe[0]:ft+=ge.p.v[0]*Pe),ge.a.propType&&((Pe=me[we].s.getMult(ve[G].anIndexes[we],he.a[we].s.totalChars)).length?ft+=ge.a.v[0]*Pe[0]:ft+=ge.a.v[0]*Pe);for(K=!0,this._pathData.a.v&&(U=.5*ve[0].an+(ae-this._pathData.f.v-.5*ve[0].an-.5*ve[ve.length-1].an)*ke/(W-1),U+=this._pathData.f.v);K;)Q+re>=U+ft||!ie?(le=(U+ft-Q)/Y.partialLength,Ie=te.point[0]+(Y.point[0]-te.point[0])*le,Ge=te.point[1]+(Y.point[1]-te.point[1])*le,pe.translate(-de[0]*ve[G].an*.005,-de[1]*Ce*.01),K=!1):ie&&(Q+=Y.partialLength,(Z+=1)>=ie.length&&(Z=0,se[J+=1]?ie=se[J].points:fe.v.c?(Z=0,ie=se[J=0].points):(Q-=Y.partialLength,ie=null)),ie&&(te=Y,re=(Y=ie[Z]).partialLength));Ne=ve[G].an/2-ve[G].add,pe.translate(-Ne,0,0)}else Ne=ve[G].an/2-ve[G].add,pe.translate(-Ne,0,0),pe.translate(-de[0]*ve[G].an*.005,-de[1]*Ce*.01,0);for(we=0;we<Le;we+=1)(ge=me[we].a).t.propType&&(Pe=me[we].s.getMult(ve[G].anIndexes[we],he.a[we].s.totalChars),D===0&&R.j===0||(this._hasMaskedPath?Pe.length?U+=ge.t.v*Pe[0]:U+=ge.t.v*Pe:Pe.length?D+=ge.t.v*Pe[0]:D+=ge.t.v*Pe));for(R.strokeWidthAnim&&(Ue=R.sw||0),R.strokeColorAnim&&(Ve=R.sc?[R.sc[0],R.sc[1],R.sc[2]]:[0,0,0]),R.fillColorAnim&&R.fc&&(tt=[R.fc[0],R.fc[1],R.fc[2]]),we=0;we<Le;we+=1)(ge=me[we].a).a.propType&&((Pe=me[we].s.getMult(ve[G].anIndexes[we],he.a[we].s.totalChars)).length?pe.translate(-ge.a.v[0]*Pe[0],-ge.a.v[1]*Pe[1],ge.a.v[2]*Pe[2]):pe.translate(-ge.a.v[0]*Pe,-ge.a.v[1]*Pe,ge.a.v[2]*Pe));for(we=0;we<Le;we+=1)(ge=me[we].a).s.propType&&((Pe=me[we].s.getMult(ve[G].anIndexes[we],he.a[we].s.totalChars)).length?pe.scale(1+(ge.s.v[0]-1)*Pe[0],1+(ge.s.v[1]-1)*Pe[1],1):pe.scale(1+(ge.s.v[0]-1)*Pe,1+(ge.s.v[1]-1)*Pe,1));for(we=0;we<Le;we+=1){if(ge=me[we].a,Pe=me[we].s.getMult(ve[G].anIndexes[we],he.a[we].s.totalChars),ge.sk.propType&&(Pe.length?pe.skewFromAxis(-ge.sk.v*Pe[0],ge.sa.v*Pe[1]):pe.skewFromAxis(-ge.sk.v*Pe,ge.sa.v*Pe)),ge.r.propType&&(Pe.length?pe.rotateZ(-ge.r.v*Pe[2]):pe.rotateZ(-ge.r.v*Pe)),ge.ry.propType&&(Pe.length?pe.rotateY(ge.ry.v*Pe[1]):pe.rotateY(ge.ry.v*Pe)),ge.rx.propType&&(Pe.length?pe.rotateX(ge.rx.v*Pe[0]):pe.rotateX(ge.rx.v*Pe)),ge.o.propType&&(Pe.length?ze+=(ge.o.v*Pe[0]-ze)*Pe[0]:ze+=(ge.o.v*Pe-ze)*Pe),R.strokeWidthAnim&&ge.sw.propType&&(Pe.length?Ue+=ge.sw.v*Pe[0]:Ue+=ge.sw.v*Pe),R.strokeColorAnim&&ge.sc.propType)for(Ke=0;Ke<3;Ke+=1)Pe.length?Ve[Ke]+=(ge.sc.v[Ke]-Ve[Ke])*Pe[0]:Ve[Ke]+=(ge.sc.v[Ke]-Ve[Ke])*Pe;if(R.fillColorAnim&&R.fc){if(ge.fc.propType)for(Ke=0;Ke<3;Ke+=1)Pe.length?tt[Ke]+=(ge.fc.v[Ke]-tt[Ke])*Pe[0]:tt[Ke]+=(ge.fc.v[Ke]-tt[Ke])*Pe;ge.fh.propType&&(tt=Pe.length?addHueToRGB(tt,ge.fh.v*Pe[0]):addHueToRGB(tt,ge.fh.v*Pe)),ge.fs.propType&&(tt=Pe.length?addSaturationToRGB(tt,ge.fs.v*Pe[0]):addSaturationToRGB(tt,ge.fs.v*Pe)),ge.fb.propType&&(tt=Pe.length?addBrightnessToRGB(tt,ge.fb.v*Pe[0]):addBrightnessToRGB(tt,ge.fb.v*Pe))}}for(we=0;we<Le;we+=1)(ge=me[we].a).p.propType&&(Pe=me[we].s.getMult(ve[G].anIndexes[we],he.a[we].s.totalChars),this._hasMaskedPath?Pe.length?pe.translate(0,ge.p.v[1]*Pe[0],-ge.p.v[2]*Pe[1]):pe.translate(0,ge.p.v[1]*Pe,-ge.p.v[2]*Pe):Pe.length?pe.translate(ge.p.v[0]*Pe[0],ge.p.v[1]*Pe[1],-ge.p.v[2]*Pe[2]):pe.translate(ge.p.v[0]*Pe,ge.p.v[1]*Pe,-ge.p.v[2]*Pe));if(R.strokeWidthAnim&&(rt=Ue<0?0:Ue),R.strokeColorAnim&&(pt="rgb("+Math.round(255*Ve[0])+","+Math.round(255*Ve[1])+","+Math.round(255*Ve[2])+")"),R.fillColorAnim&&R.fc&&(ht="rgb("+Math.round(255*tt[0])+","+Math.round(255*tt[1])+","+Math.round(255*tt[2])+")"),this._hasMaskedPath){if(pe.translate(0,-R.ls),pe.translate(0,de[1]*Ce*.01+F,0),this._pathData.p.v){ce=(Y.point[1]-te.point[1])/(Y.point[0]-te.point[0]);var vt=180*Math.atan(ce)/Math.PI;Y.point[0]<te.point[0]&&(vt+=180),pe.rotate(-vt*Math.PI/180)}pe.translate(Ie,Ge,0),U-=de[0]*ve[G].an*.005,ve[G+1]&&ke!==ve[G+1].ind&&(U+=ve[G].an/2,U+=.001*R.tr*R.finalSize)}else{switch(pe.translate(D,F,0),R.ps&&pe.translate(R.ps[0],R.ps[1]+R.ascent,0),R.j){case 1:pe.translate(ve[G].animatorJustifyOffset+R.justifyOffset+(R.boxWidth-R.lineWidths[ve[G].line]),0,0);break;case 2:pe.translate(ve[G].animatorJustifyOffset+R.justifyOffset+(R.boxWidth-R.lineWidths[ve[G].line])/2,0,0)}pe.translate(0,-R.ls),pe.translate(Ne,0,0),pe.translate(de[0]*ve[G].an*.005,de[1]*Ce*.01,0),D+=ve[G].l+.001*R.tr*R.finalSize}be==="html"?Xe=pe.toCSS():be==="svg"?Xe=pe.to2dCSS():$e=[pe.props[0],pe.props[1],pe.props[2],pe.props[3],pe.props[4],pe.props[5],pe.props[6],pe.props[7],pe.props[8],pe.props[9],pe.props[10],pe.props[11],pe.props[12],pe.props[13],pe.props[14],pe.props[15]],gt=ze}Se<=G?(Me=new LetterProps(gt,rt,pt,ht,Xe,$e),this.renderedLetters.push(Me),Se+=1,this.lettersChangedFlag=!0):(Me=this.renderedLetters[G],this.lettersChangedFlag=Me.update(gt,rt,pt,ht,Xe,$e)||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(R,B,D){this.lettersChangedFlag=!0,this.initFrame(),this.initBaseData(R,B,D),this.textProperty=new TextProperty(this,R.t,this.dynamicProperties),this.textAnimator=new TextAnimatorProperty(R.t,this.renderType,this),this.initTransform(R,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(R){this._mdf=!1,this.prepareRenderableFrame(R),this.prepareProperties(R,this.isInRange),(this.textProperty._mdf||this.textProperty._isFirstFrame)&&(this.buildNewText(),this.textProperty._isFirstFrame=!1,this.textProperty._mdf=!1)},ITextElement.prototype.createPathShape=function(R,B){var D,F,G=B.length,W="";for(D=0;D<G;D+=1)B[D].ty==="sh"&&(F=B[D].ks.k,W+=buildShapeString(F,F.i.length,!0,R));return W},ITextElement.prototype.updateDocumentData=function(R,B){this.textProperty.updateDocumentData(R,B)},ITextElement.prototype.canResizeFont=function(R){this.textProperty.canResizeFont(R)},ITextElement.prototype.setMinimumFontSize=function(R){this.textProperty.setMinimumFontSize(R)},ITextElement.prototype.applyTextPropertiesToMatrix=function(R,B,D,F,G){switch(R.ps&&B.translate(R.ps[0],R.ps[1]+R.ascent,0),B.translate(0,-R.ls,0),R.j){case 1:B.translate(R.justifyOffset+(R.boxWidth-R.lineWidths[D]),0,0);break;case 2:B.translate(R.justifyOffset+(R.boxWidth-R.lineWidths[D])/2,0,0)}B.translate(F,G,0)},ITextElement.prototype.buildColor=function(R){return"rgb("+Math.round(255*R[0])+","+Math.round(255*R[1])+","+Math.round(255*R[2])+")"},ITextElement.prototype.emptyProp=new LetterProps,ITextElement.prototype.destroy=function(){};var emptyShapeData={shapes:[]};function SVGTextLottieElement(R,B,D){this.textSpans=[],this.renderType="svg",this.initElement(R,B,D)}function ISolidElement(R,B,D){this.initElement(R,B,D)}function NullElement(R,B,D){this.initFrame(),this.initBaseData(R,B,D),this.initFrame(),this.initTransform(R,B,D),this.initHierarchy()}function SVGRendererBase(){}function ICompElement(){}function SVGCompElement(R,B,D){this.layers=R.layers,this.supports3d=!0,this.completeLayers=!1,this.pendingElements=[],this.elements=this.layers?createSizedArray(this.layers.length):[],this.initElement(R,B,D),this.tm=R.tm?PropertyFactory.getProp(this,R.tm,0,B.frameRate,this):{_placeholder:!0}}function SVGRenderer(R,B){this.animationItem=R,this.layers=null,this.renderedFrame=-1,this.svgElement=createNS("svg");var D="";if(B&&B.title){var F=createNS("title"),G=createElementID();F.setAttribute("id",G),F.textContent=B.title,this.svgElement.appendChild(F),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 U=createNS("defs");this.svgElement.appendChild(U);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%"}},this.globalData={_mdf:!1,frameNum:-1,defs:U,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(R){for(var B=0,D=R.length,F=[],G="";B<D;)R[B]===String.fromCharCode(13)||R[B]===String.fromCharCode(3)?(F.push(G),G=""):G+=R[B],B+=1;return F.push(G),F},SVGTextLottieElement.prototype.buildNewText=function(){var R,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 F=this.globalData.fontManager.getFontByName(D.f);if(F.fClass)this.layerElement.setAttribute("class",F.fClass);else{this.layerElement.setAttribute("font-family",F.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,U=D.l||[],Y=!!this.globalData.fontManager.chars;B=U.length;var Q=this.mHelper,K=this.data.singleShape,Z=0,J=0,te=!0,ie=.001*D.tr*D.finalSize;if(!K||Y||D.sz){var se,re=this.textSpans.length;for(R=0;R<B;R+=1){if(this.textSpans[R]||(this.textSpans[R]={span:null,childSpan:null,glyph:null}),!Y||!K||R===0){if(q=re>R?this.textSpans[R].span:createNS(Y?"g":"text"),re<=R){if(q.setAttribute("stroke-linecap","butt"),q.setAttribute("stroke-linejoin","round"),q.setAttribute("stroke-miterlimit","4"),this.textSpans[R].span=q,Y){var ae=createNS("g");q.appendChild(ae),this.textSpans[R].childSpan=ae}this.textSpans[R].span=q,this.layerElement.appendChild(q)}q.style.display="inherit"}if(Q.reset(),Q.scale(D.finalSize/100,D.finalSize/100),K&&(U[R].n&&(Z=-ie,J+=D.yOffset,J+=te?1:0,te=!1),this.applyTextPropertiesToMatrix(D,Q,U[R].line,Z,J),Z+=U[R].l||0,Z+=ie),Y){var le;if((se=this.globalData.fontManager.getCharData(D.finalText[R],F.fStyle,this.globalData.fontManager.getFontByName(D.f).fFamily)).t===1)le=new SVGCompElement(se.data,this.globalData,this);else{var ce=emptyShapeData;se.data&&se.data.shapes&&(ce=se.data),le=new SVGShapeElement(ce,this.globalData,this)}this.textSpans[R].glyph=le,le._debug=!0,le.prepareFrame(0),le.renderFrame(),this.textSpans[R].childSpan.appendChild(le.layerElement),this.textSpans[R].childSpan.setAttribute("transform","scale("+D.finalSize/100+","+D.finalSize/100+")")}else K&&q.setAttribute("transform","translate("+Q.props[12]+","+Q.props[13]+")"),q.textContent=U[R].val,q.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve")}K&&q&&q.setAttribute("d","")}else{var fe=this.textContainer,de="start";switch(D.j){case 1:de="end";break;case 2:de="middle";break;default:de="start"}fe.setAttribute("text-anchor",de),fe.setAttribute("letter-spacing",ie);var me=this.buildTextContents(D.finalText);for(B=me.length,J=D.ps?D.ps[1]+D.ascent:0,R=0;R<B;R+=1)(q=this.textSpans[R].span||createNS("tspan")).textContent=me[R],q.setAttribute("x",0),q.setAttribute("y",J),q.style.display="inherit",fe.appendChild(q),this.textSpans[R]||(this.textSpans[R]={span:null,glyph:null}),this.textSpans[R].span=q,J+=D.finalLineHeight;this.layerElement.appendChild(fe)}for(;R<this.textSpans.length;)this.textSpans[R].span.style.display="none",R+=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 R=this.layerElement.getBBox();this.bbox={top:R.y,left:R.x,width:R.width,height:R.height}}return this.bbox},SVGTextLottieElement.prototype.getValue=function(){var R,B,D=this.textSpans.length;for(this.renderedFrame=this.comp.renderedFrame,R=0;R<D;R+=1)(B=this.textSpans[R].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 R,B;this._sizeChanged=!0;var D,F,G,W=this.textAnimator.renderedLetters,q=this.textProperty.currentData.l;for(B=q.length,R=0;R<B;R+=1)q[R].n||(D=W[R],F=this.textSpans[R].span,(G=this.textSpans[R].glyph)&&G.renderFrame(),D._mdf.m&&F.setAttribute("transform",D.m),D._mdf.o&&F.setAttribute("opacity",D.o),D._mdf.sw&&F.setAttribute("stroke-width",D.sw),D._mdf.sc&&F.setAttribute("stroke",D.sc),D._mdf.fc&&F.setAttribute("fill",D.fc))}},extendPrototype([IImageElement],ISolidElement),ISolidElement.prototype.createContent=function(){var R=createNS("rect");R.setAttribute("width",this.data.sw),R.setAttribute("height",this.data.sh),R.setAttribute("fill",this.data.sc),this.layerElement.appendChild(R)},NullElement.prototype.prepareFrame=function(R){this.prepareProperties(R,!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(R){return new NullElement(R,this.globalData,this)},SVGRendererBase.prototype.createShape=function(R){return new SVGShapeElement(R,this.globalData,this)},SVGRendererBase.prototype.createText=function(R){return new SVGTextLottieElement(R,this.globalData,this)},SVGRendererBase.prototype.createImage=function(R){return new IImageElement(R,this.globalData,this)},SVGRendererBase.prototype.createSolid=function(R){return new ISolidElement(R,this.globalData,this)},SVGRendererBase.prototype.configAnimation=function(R){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 "+R.w+" "+R.h),this.renderConfig.viewBoxOnly||(this.svgElement.setAttribute("width",R.w),this.svgElement.setAttribute("height",R.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(R,B),this.globalData.progressiveLoad=this.renderConfig.progressiveLoad,this.data=R;var D=createNS("clipPath"),F=createNS("rect");F.setAttribute("width",R.w),F.setAttribute("height",R.h),F.setAttribute("x",0),F.setAttribute("y",0);var G=createElementID();D.setAttribute("id",G),D.appendChild(F),this.layerElement.setAttribute("clip-path","url("+getLocationHref()+"#"+G+")"),B.appendChild(D),this.layers=R.layers,this.elements=createSizedArray(R.layers.length)},SVGRendererBase.prototype.destroy=function(){var R;this.animationItem.wrapper&&(this.animationItem.wrapper.innerText=""),this.layerElement=null,this.globalData.defs=null;var B=this.layers?this.layers.length:0;for(R=0;R<B;R+=1)this.elements[R]&&this.elements[R].destroy();this.elements.length=0,this.destroyed=!0,this.animationItem=null},SVGRendererBase.prototype.updateContainerSize=function(){},SVGRendererBase.prototype.buildItem=function(R){var B=this.elements;if(!B[R]&&this.layers[R].ty!==99){B[R]=!0;var D=this.createItem(this.layers[R]);B[R]=D,getExpressionsPlugin()&&(this.layers[R].ty===0&&this.globalData.projectInterface.registerComposition(D),D.initExpressions()),this.appendElementInPos(D,R),this.layers[R].tt&&(this.elements[R-1]&&this.elements[R-1]!==!0?D.setMatte(B[R-1].layerId):(this.buildItem(R-1),this.addPendingElement(D)))}},SVGRendererBase.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){var R=this.pendingElements.pop();if(R.checkParenting(),R.data.tt)for(var B=0,D=this.elements.length;B<D;){if(this.elements[B]===R){R.setMatte(this.elements[B-1].layerId);break}B+=1}}},SVGRendererBase.prototype.renderFrame=function(R){if(this.renderedFrame!==R&&!this.destroyed){var B;R===null?R=this.renderedFrame:this.renderedFrame=R,this.globalData.frameNum=R,this.globalData.frameId+=1,this.globalData.projectInterface.currentFrame=R,this.globalData._mdf=!1;var D=this.layers.length;for(this.completeLayers||this.checkLayers(R),B=D-1;B>=0;B-=1)(this.completeLayers||this.elements[B])&&this.elements[B].prepareFrame(R-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(R,B){var D=R.getBaseElement();if(D){for(var F,G=0;G<B;)this.elements[G]&&this.elements[G]!==!0&&this.elements[G].getBaseElement()&&(F=this.elements[G].getBaseElement()),G+=1;F?this.layerElement.insertBefore(D,F):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(R,B,D){this.initFrame(),this.initBaseData(R,B,D),this.initTransform(R,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(R){if(this._mdf=!1,this.prepareRenderableFrame(R),this.prepareProperties(R,this.isInRange),this.isInRange||this.data.xt){if(this.tm._placeholder)this.renderedFrame=R/this.data.sr;else{var B=this.tm.v;B===this.data.op&&(B=this.data.op-1),this.renderedFrame=B}var D,F=this.elements.length;for(this.completeLayers||this.checkLayers(this.renderedFrame),D=F-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 R,B=this.layers.length;for(R=0;R<B;R+=1)(this.completeLayers||this.elements[R])&&this.elements[R].renderFrame()},ICompElement.prototype.setElements=function(R){this.elements=R},ICompElement.prototype.getElements=function(){return this.elements},ICompElement.prototype.destroyElements=function(){var R,B=this.layers.length;for(R=0;R<B;R+=1)this.elements[R]&&this.elements[R].destroy()},ICompElement.prototype.destroy=function(){this.destroyElements(),this.destroyBaseElement()},extendPrototype([SVGRendererBase,ICompElement,SVGBaseElement],SVGCompElement),SVGCompElement.prototype.createComp=function(R){return new SVGCompElement(R,this.globalData,this)},extendPrototype([SVGRendererBase],SVGRenderer),SVGRenderer.prototype.createComp=function(R){return new SVGCompElement(R,this.globalData,this)},registerRenderer("svg",SVGRenderer),ShapeModifiers.registerModifier("tm",TrimModifier),ShapeModifiers.registerModifier("pb",PuckerAndBloatModifier),ShapeModifiers.registerModifier("rp",RepeaterModifier),ShapeModifiers.registerModifier("rd",RoundCornersModifier);var Expressions=function(){var R={};return R.initExpressions=function(B){var D=0,F=[];B.renderer.compInterface=CompExpressionInterface(B.renderer),B.renderer.globalData.projectInterface.registerComposition(B.renderer),B.renderer.globalData.pushExpression=function(){D+=1},B.renderer.globalData.popExpression=function(){(D-=1)===0&&function(){var G,W=F.length;for(G=0;G<W;G+=1)F[G].release();F.length=0}()},B.renderer.globalData.registerExpressionProperty=function(G){F.indexOf(G)===-1&&F.push(G)}},R}();function _typeof$1(R){return(_typeof$1=typeof 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0?R[G]:R[G]||B[G],G+=1;return U}return 0}function mul(R,B){var D,F,G,W=_typeof(R),q=_typeof(B);if(isNumerable(W,R)&&isNumerable(q,B))return R*B;if($bm_isInstanceOfArray(R)&&isNumerable(q,B)){for(G=R.length,D=createTypedArray("float32",G),F=0;F<G;F+=1)D[F]=R[F]*B;return D}if(isNumerable(W,R)&&$bm_isInstanceOfArray(B)){for(G=B.length,D=createTypedArray("float32",G),F=0;F<G;F+=1)D[F]=R*B[F];return D}return 0}function div(R,B){var D,F,G,W=_typeof(R),q=_typeof(B);if(isNumerable(W,R)&&isNumerable(q,B))return R/B;if($bm_isInstanceOfArray(R)&&isNumerable(q,B)){for(G=R.length,D=createTypedArray("float32",G),F=0;F<G;F+=1)D[F]=R[F]/B;return D}if(isNumerable(W,R)&&$bm_isInstanceOfArray(B)){for(G=B.length,D=createTypedArray("float32",G),F=0;F<G;F+=1)D[F]=R/B[F];return D}return 0}function mod(R,B){return typeof R=="string"&&(R=parseInt(R,10)),typeof B=="string"&&(B=parseInt(B,10)),R%B}var $bm_sum=sum,$bm_sub=sub,$bm_mul=mul,$bm_div=div,$bm_mod=mod;function clamp(R,B,D){if(B>D){var F=D;D=B,B=F}return Math.min(Math.max(R,B),D)}function radiansToDegrees(R){return R/degToRads}var radians_to_degrees=radiansToDegrees;function degreesToRadians(R){return R*degToRads}var degrees_to_radians=radiansToDegrees,helperLengthArray=[0,0,0,0,0,0];function length(R,B){if(typeof R=="number"||R instanceof Number)return B=B||0,Math.abs(R-B);var D;B||(B=helperLengthArray);var F=Math.min(R.length,B.length),G=0;for(D=0;D<F;D+=1)G+=Math.pow(B[D]-R[D],2);return Math.sqrt(G)}function normalize(R){return div(R,length(R))}function rgbToHsl(R){var B,D,F=R[0],G=R[1],W=R[2],q=Math.max(F,G,W),U=Math.min(F,G,W),Y=(q+U)/2;if(q===U)B=0,D=0;else{var Q=q-U;switch(D=Y>.5?Q/(2-q-U):Q/(q+U),q){case F:B=(G-W)/Q+(G<W?6:0);break;case G:B=(W-F)/Q+2;break;case W:B=(F-G)/Q+4}B/=6}return[B,D,Y,R[3]]}function hue2rgb(R,B,D){return D<0&&(D+=1),D>1&&(D-=1),D<1/6?R+6*(B-R)*D:D<.5?B:D<2/3?R+(B-R)*(2/3-D)*6:R}function hslToRgb(R){var B,D,F,G=R[0],W=R[1],q=R[2];if(W===0)B=q,F=q,D=q;else{var U=q<.5?q*(1+W):q+W-q*W,Y=2*q-U;B=hue2rgb(Y,U,G+1/3),D=hue2rgb(Y,U,G),F=hue2rgb(Y,U,G-1/3)}return[B,D,F,R[3]]}function linear(R,B,D,F,G){if(F!==void 0&&G!==void 0||(F=B,G=D,B=0,D=1),D<B){var W=D;D=B,B=W}if(R<=B)return F;if(R>=D)return G;var q,U=D===B?0:(R-B)/(D-B);if(!F.length)return F+(G-F)*U;var Y=F.length,Q=createTypedArray("float32",Y);for(q=0;q<Y;q+=1)Q[q]=F[q]+(G[q]-F[q])*U;return Q}function random(R,B){if(B===void 0&&(R===void 0?(R=0,B=1):(B=R,R=void 0)),B.length){var D,F=B.length;R||(R=createTypedArray("float32",F));var G=createTypedArray("float32",F),W=BMMath.random();for(D=0;D<F;D+=1)G[D]=R[D]+W*(B[D]-R[D]);return G}return R===void 0&&(R=0),R+BMMath.random()*(B-R)}function createPath(R,B,D,F){var G,W=R.length,q=shapePool.newElement();q.setPathData(!!F,W);var U,Y,Q=[0,0];for(G=0;G<W;G+=1)U=B&&B[G]?B[G]:Q,Y=D&&D[G]?D[G]:Q,q.setTripleAt(R[G][0],R[G][1],Y[0]+R[G][0],Y[1]+R[G][1],U[0]+R[G][0],U[1]+R[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=$bm_rt}]")[0],numKeys=property.kf?data.k.length:0,active=!this.data||this.data.hd!==!0,wiggle=function(R,B){var D,F,G=this.pv.length?this.pv.length:1,W=createTypedArray("float32",G),q=Math.floor(5*time);for(D=0,F=0;D<q;){for(F=0;F<G;F+=1)W[F]+=-B+2*B*BMMath.random();D+=1}var U=5*time,Y=U-Math.floor(U),Q=createTypedArray("float32",G);if(G>1){for(F=0;F<G;F+=1)Q[F]=this.pv[F]+W[F]+(-B+2*B*BMMath.random())*Y;return Q}return this.pv+W[0]+(-B+2*B*BMMath.random())*Y}.bind(this);function loopInDuration(R,B){return loopIn(R,B,!0)}function loopOutDuration(R,B){return loopOut(R,B,!0)}thisProperty.loopIn&&(loopIn=thisProperty.loopIn.bind(thisProperty),loop_in=loopIn),thisProperty.loopOut&&(loopOut=thisProperty.loopOut.bind(thisProperty),loop_out=loopOut),thisProperty.smooth&&(smooth=thisProperty.smooth.bind(thisProperty)),this.getValueAtTime&&(valueAtTime=this.getValueAtTime.bind(this)),this.getVelocityAtTime&&(velocityAtTime=this.getVelocityAtTime.bind(this));var comp=elem.comp.globalData.projectInterface.bind(elem.comp.globalData.projectInterface),time,velocity,value,text,textIndex,textTotal,selectorValue;function lookAt(R,B){var D=[B[0]-R[0],B[1]-R[1],B[2]-R[2]],F=Math.atan2(D[0],Math.sqrt(D[1]*D[1]+D[2]*D[2]))/degToRads;return[-Math.atan2(D[1],D[2])/degToRads,F,0]}function easeOut(R,B,D,F,G){return applyEase(easeOutBez,R,B,D,F,G)}function easeIn(R,B,D,F,G){return applyEase(easeInBez,R,B,D,F,G)}function ease(R,B,D,F,G){return applyEase(easeInOutBez,R,B,D,F,G)}function applyEase(R,B,D,F,G,W){G===void 0?(G=D,W=F):B=(B-D)/(F-D),B>1?B=1:B<0&&(B=0);var q=R(B);if($bm_isInstanceOfArray(G)){var U,Y=G.length,Q=createTypedArray("float32",Y);for(U=0;U<Y;U+=1)Q[U]=(W[U]-G[U])*q+G[U];return Q}return(W-G)*q+G}function nearestKey(R){var B,D,F,G=data.k.length;if(data.k.length&&typeof data.k[0]!="number")if(D=-1,(R*=elem.comp.globalData.frameRate)<data.k[0].t)D=1,F=data.k[0].t;else{for(B=0;B<G-1;B+=1){if(R===data.k[B].t){D=B+1,F=data.k[B].t;break}if(R>data.k[B].t&&R<data.k[B+1].t){R-data.k[B].t>data.k[B+1].t-R?(D=B+2,F=data.k[B+1].t):(D=B+1,F=data.k[B].t);break}}D===-1&&(D=B+1,F=data.k[B].t)}else D=0,F=0;var W={};return W.index=D,W.time=F/elem.comp.globalData.frameRate,W}function key(R){var B,D,F;if(!data.k.length||typeof data.k[0]=="number")throw new Error("The property has no keyframe at index "+R);R-=1,B={time:data.k[R].t/elem.comp.globalData.frameRate,value:[]};var G=Object.prototype.hasOwnProperty.call(data.k[R],"s")?data.k[R].s:data.k[R-1].e;for(F=G.length,D=0;D<F;D+=1)B[D]=G[D],B.value[D]=G[D];return B}function framesToTime(R,B){return B||(B=elem.comp.globalData.frameRate),R/B}function timeToFrames(R,B){return R||R===0||(R=time),B||(B=elem.comp.globalData.frameRate),R*B}function seedRandom(R){BMMath.seedrandom(randSeed+R)}function sourceRectAtTime(){return elem.sourceRectAtTime()}function substring(R,B){return typeof value=="string"?B===void 0?value.substring(R):value.substring(R,B):""}function substr(R,B){return typeof value=="string"?B===void 0?value.substr(R):value.substr(R,B):""}function posterizeTime(R){time=R===0?0:Math.floor(time*R)/R,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(R){return value=R,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(R,B,D){B.x&&(D.k=!0,D.x=!0,D.initiateExpression=ExpressionManager.initiateExpression,D.effectsSequence.push(D.initiateExpression(R,B,D).bind(D)))},getSpeedAtTime:function(R){var B=this.getValueAtTime(R),D=this.getValueAtTime(R+-.01),F=0;if(B.length){var G;for(G=0;G<B.length;G+=1)F+=Math.pow(D[G]-B[G],2);F=100*Math.sqrt(F)}else F=0;return F},getVelocityAtTime:function(R){if(this.vel!==void 0)return this.vel;var B,D,F=this.getValueAtTime(R),G=this.getValueAtTime(R+-.001);if(F.length)for(B=createTypedArray("float32",F.length),D=0;D<F.length;D+=1)B[D]=(G[D]-F[D])/-.001;else B=(G-F)/-.001;return B},getValueAtTime:function(R){return R*=this.elem.globalData.frameRate,(R-=this.offsetTime)!==this._cachingAtTime.lastFrame&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastFrame<R?this._cachingAtTime.lastIndex:0,this._cachingAtTime.value=this.interpolateValue(R,this._cachingAtTime),this._cachingAtTime.lastFrame=R),this._cachingAtTime.value},getStaticValueAtTime:function(){return this.pv},setGroupProperty:function(R){this.propertyGroup=R}};function addPropertyDecorator(){function R(Z,J,te){if(!this.k||!this.keyframes)return this.pv;Z=Z?Z.toLowerCase():"";var ie,se,re,ae,le,ce=this.comp.renderedFrame,fe=this.keyframes,de=fe[fe.length-1].t;if(ce<=de)return this.pv;if(te?se=de-(ie=J?Math.abs(de-this.elem.comp.globalData.frameRate*J):Math.max(0,de-this.elem.data.ip)):((!J||J>fe.length-1)&&(J=fe.length-1),ie=de-(se=fe[fe.length-1-J].t)),Z==="pingpong"){if(Math.floor((ce-se)/ie)%2!=0)return this.getValueAtTime((ie-(ce-se)%ie+se)/this.comp.globalData.frameRate,0)}else{if(Z==="offset"){var me=this.getValueAtTime(se/this.comp.globalData.frameRate,0),he=this.getValueAtTime(de/this.comp.globalData.frameRate,0),pe=this.getValueAtTime(((ce-se)%ie+se)/this.comp.globalData.frameRate,0),be=Math.floor((ce-se)/ie);if(this.pv.length){for(ae=(le=new Array(me.length)).length,re=0;re<ae;re+=1)le[re]=(he[re]-me[re])*be+pe[re];return le}return(he-me)*be+pe}if(Z==="continue"){var Se=this.getValueAtTime(de/this.comp.globalData.frameRate,0),ve=this.getValueAtTime((de-.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(ae=(le=new Array(Se.length)).length,re=0;re<ae;re+=1)le[re]=Se[re]+(Se[re]-ve[re])*((ce-de)/this.comp.globalData.frameRate)/5e-4;return le}return Se+(ce-de)/.001*(Se-ve)}}return this.getValueAtTime(((ce-se)%ie+se)/this.comp.globalData.frameRate,0)}function B(Z,J,te){if(!this.k)return this.pv;Z=Z?Z.toLowerCase():"";var ie,se,re,ae,le,ce=this.comp.renderedFrame,fe=this.keyframes,de=fe[0].t;if(ce>=de)return this.pv;if(te?se=de+(ie=J?Math.abs(this.elem.comp.globalData.frameRate*J):Math.max(0,this.elem.data.op-de)):((!J||J>fe.length-1)&&(J=fe.length-1),ie=(se=fe[J].t)-de),Z==="pingpong"){if(Math.floor((de-ce)/ie)%2==0)return this.getValueAtTime(((de-ce)%ie+de)/this.comp.globalData.frameRate,0)}else{if(Z==="offset"){var me=this.getValueAtTime(de/this.comp.globalData.frameRate,0),he=this.getValueAtTime(se/this.comp.globalData.frameRate,0),pe=this.getValueAtTime((ie-(de-ce)%ie+de)/this.comp.globalData.frameRate,0),be=Math.floor((de-ce)/ie)+1;if(this.pv.length){for(ae=(le=new Array(me.length)).length,re=0;re<ae;re+=1)le[re]=pe[re]-(he[re]-me[re])*be;return le}return pe-(he-me)*be}if(Z==="continue"){var Se=this.getValueAtTime(de/this.comp.globalData.frameRate,0),ve=this.getValueAtTime((de+.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(ae=(le=new Array(Se.length)).length,re=0;re<ae;re+=1)le[re]=Se[re]+(Se[re]-ve[re])*(de-ce)/.001;return le}return Se+(Se-ve)*(de-ce)/.001}}return this.getValueAtTime((ie-((de-ce)%ie+de))/this.comp.globalData.frameRate,0)}function D(Z,J){if(!this.k)return this.pv;if(Z=.5*(Z||.4),(J=Math.floor(J||5))<=1)return this.pv;var te,ie,se=this.comp.renderedFrame/this.comp.globalData.frameRate,re=se-Z,ae=J>1?(se+Z-re)/(J-1):1,le=0,ce=0;for(te=this.pv.length?createTypedArray("float32",this.pv.length):0;le<J;){if(ie=this.getValueAtTime(re+le*ae),this.pv.length)for(ce=0;ce<this.pv.length;ce+=1)te[ce]+=ie[ce];else te+=ie;le+=1}if(this.pv.length)for(ce=0;ce<this.pv.length;ce+=1)te[ce]/=J;else te/=J;return te}function F(Z){this._transformCachingAtTime||(this._transformCachingAtTime={v:new Matrix});var J=this._transformCachingAtTime.v;if(J.cloneFromProps(this.pre.props),this.appliedTransformations<1){var te=this.a.getValueAtTime(Z);J.translate(-te[0]*this.a.mult,-te[1]*this.a.mult,te[2]*this.a.mult)}if(this.appliedTransformations<2){var ie=this.s.getValueAtTime(Z);J.scale(ie[0]*this.s.mult,ie[1]*this.s.mult,ie[2]*this.s.mult)}if(this.sk&&this.appliedTransformations<3){var se=this.sk.getValueAtTime(Z),re=this.sa.getValueAtTime(Z);J.skewFromAxis(-se*this.sk.mult,re*this.sa.mult)}if(this.r&&this.appliedTransformations<4){var ae=this.r.getValueAtTime(Z);J.rotate(-ae*this.r.mult)}else if(!this.r&&this.appliedTransformations<4){var le=this.rz.getValueAtTime(Z),ce=this.ry.getValueAtTime(Z),fe=this.rx.getValueAtTime(Z),de=this.or.getValueAtTime(Z);J.rotateZ(-le*this.rz.mult).rotateY(ce*this.ry.mult).rotateX(fe*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 me=this.px.getValueAtTime(Z),he=this.py.getValueAtTime(Z);if(this.data.p.z){var pe=this.pz.getValueAtTime(Z);J.translate(me*this.px.mult,he*this.py.mult,-pe*this.pz.mult)}else J.translate(me*this.px.mult,he*this.py.mult,0)}else{var be=this.p.getValueAtTime(Z);J.translate(be[0]*this.p.mult,be[1]*this.p.mult,-be[2]*this.p.mult)}return J}function G(){return this.v.clone(new Matrix)}var W=TransformPropertyFactory.getTransformProperty;TransformPropertyFactory.getTransformProperty=function(Z,J,te){var ie=W(Z,J,te);return ie.dynamicProperties.length?ie.getValueAtTime=F.bind(ie):ie.getValueAtTime=G.bind(ie),ie.setGroupProperty=expressionHelpers.setGroupProperty,ie};var q=PropertyFactory.getProp;PropertyFactory.getProp=function(Z,J,te,ie,se){var re=q(Z,J,te,ie,se);re.kf?re.getValueAtTime=expressionHelpers.getValueAtTime.bind(re):re.getValueAtTime=expressionHelpers.getStaticValueAtTime.bind(re),re.setGroupProperty=expressionHelpers.setGroupProperty,re.loopOut=R,re.loopIn=B,re.smooth=D,re.getVelocityAtTime=expressionHelpers.getVelocityAtTime.bind(re),re.getSpeedAtTime=expressionHelpers.getSpeedAtTime.bind(re),re.numKeys=J.a===1?J.k.length:0,re.propertyIndex=J.ix;var ae=0;return te!==0&&(ae=createTypedArray("float32",J.a===1?J.k[0].s.length:J.k.length)),re._cachingAtTime={lastFrame:initialDefaultFrame,lastIndex:0,value:ae},expressionHelpers.searchExpressions(Z,J,re),re.k&&se.addDynamicProperty(re),re};var U=ShapePropertyFactory.getConstructorFunction(),Y=ShapePropertyFactory.getKeyframedConstructorFunction();function Q(){}Q.prototype={vertices:function(Z,J){this.k&&this.getValue();var te,ie=this.v;J!==void 0&&(ie=this.getValueAtTime(J,0));var se=ie._length,re=ie[Z],ae=ie.v,le=createSizedArray(se);for(te=0;te<se;te+=1)le[te]=Z==="i"||Z==="o"?[re[te][0]-ae[te][0],re[te][1]-ae[te][1]]:[re[te][0],re[te][1]];return le},points:function(Z){return this.vertices("v",Z)},inTangents:function(Z){return this.vertices("i",Z)},outTangents:function(Z){return this.vertices("o",Z)},isClosed:function(){return this.v.c},pointOnPath:function(Z,J){var te=this.v;J!==void 0&&(te=this.getValueAtTime(J,0)),this._segmentsLength||(this._segmentsLength=bez.getSegmentsLength(te));for(var ie,se=this._segmentsLength,re=se.lengths,ae=se.totalLength*Z,le=0,ce=re.length,fe=0;le<ce;){if(fe+re[le].addedLength>ae){var de=le,me=te.c&&le===ce-1?0:le+1,he=(ae-fe)/re[le].addedLength;ie=bez.getPointInSegment(te.v[de],te.v[me],te.o[de],te.i[me],he,re[le]);break}fe+=re[le].addedLength,le+=1}return ie||(ie=te.c?[te.v[0][0],te.v[0][1]]:[te.v[te._length-1][0],te.v[te._length-1][1]]),ie},vectorOnPath:function(Z,J,te){Z==1?Z=this.v.c:Z==0&&(Z=.999);var ie=this.pointOnPath(Z,J),se=this.pointOnPath(Z+.001,J),re=se[0]-ie[0],ae=se[1]-ie[1],le=Math.sqrt(Math.pow(re,2)+Math.pow(ae,2));return le===0?[0,0]:te==="tangent"?[re/le,ae/le]:[-ae/le,re/le]},tangentOnPath:function(Z,J){return this.vectorOnPath(Z,J,"tangent")},normalOnPath:function(Z,J){return this.vectorOnPath(Z,J,"normal")},setGroupProperty:expressionHelpers.setGroupProperty,getValueAtTime:expressionHelpers.getStaticValueAtTime},extendPrototype([Q],U),extendPrototype([Q],Y),Y.prototype.getValueAtTime=function(Z){return this._cachingAtTime||(this._cachingAtTime={shapeValue:shapePool.clone(this.pv),lastIndex:0,lastTime:initialDefaultFrame}),Z*=this.elem.globalData.frameRate,(Z-=this.offsetTime)!==this._cachingAtTime.lastTime&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastTime<Z?this._caching.lastIndex:0,this._cachingAtTime.lastTime=Z,this.interpolateShape(Z,this._cachingAtTime.shapeValue,this._cachingAtTime)),this._cachingAtTime.shapeValue},Y.prototype.initiateExpression=ExpressionManager.initiateExpression;var K=ShapePropertyFactory.getShapeProp;ShapePropertyFactory.getShapeProp=function(Z,J,te,ie,se){var re=K(Z,J,te,ie,se);return re.propertyIndex=J.ix,re.lock=!1,te===3?expressionHelpers.searchExpressions(Z,J.pt,re):te===4&&expressionHelpers.searchExpressions(Z,J.ks,re),re.k&&Z.addDynamicProperty(re),re}}function initialize$1(){addPropertyDecorator()}function addDecorator(){TextProperty.prototype.getExpressionValue=function(R,B){var D=this.calculateExpression(B);if(R.t!==D){var F={};return this.copyData(F,R),F.t=D.toString(),F.__complete=!1,F}return R},TextProperty.prototype.searchProperty=function(){var R=this.searchKeyframes(),B=this.searchExpressions();return this.kf=R||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(R,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){R.exports=D()})(function(){return function D(F,G,W){function q(Q,K){if(!G[Q]){if(!F[Q]){var Z=typeof commonjsRequire=="function"&&commonjsRequire;if(!K&&Z)return Z(Q,!0);if(U)return U(Q,!0);var J=new Error("Cannot find module '"+Q+"'");throw J.code="MODULE_NOT_FOUND",J}var te=G[Q]={exports:{}};F[Q][0].call(te.exports,function(ie){var se=F[Q][1][ie];return q(se||ie)},te,te.exports,D,F,G,W)}return G[Q].exports}for(var U=typeof commonjsRequire=="function"&&commonjsRequire,Y=0;Y<W.length;Y++)q(W[Y]);return q}({1:[function(D,F,G){var W=D("./utils"),q=D("./support"),U="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=";G.encode=function(Y){for(var Q,K,Z,J,te,ie,se,re=[],ae=0,le=Y.length,ce=le,fe=W.getTypeOf(Y)!=="string";ae<Y.length;)ce=le-ae,fe?(Q=Y[ae++],K=ae<le?Y[ae++]:0,Z=ae<le?Y[ae++]:0):(Q=Y.charCodeAt(ae++),K=ae<le?Y.charCodeAt(ae++):0,Z=ae<le?Y.charCodeAt(ae++):0),J=Q>>2,te=(3&Q)<<4|K>>4,ie=ce>1?(15&K)<<2|Z>>6:64,se=ce>2?63&Z:64,re.push(U.charAt(J)+U.charAt(te)+U.charAt(ie)+U.charAt(se));return re.join("")},G.decode=function(Y){var Q,K,Z,J,te,ie,se=0,re=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)===U.charAt(64)&&le--,Y.charAt(Y.length-2)===U.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;)Q=U.indexOf(Y.charAt(se++))<<2|(J=U.indexOf(Y.charAt(se++)))>>4,K=(15&J)<<4|(te=U.indexOf(Y.charAt(se++)))>>2,Z=(3&te)<<6|(ie=U.indexOf(Y.charAt(se++))),ae[re++]=Q,te!==64&&(ae[re++]=K),ie!==64&&(ae[re++]=Z);return ae}},{"./support":30,"./utils":32}],2:[function(D,F,G){var W=D("./external"),q=D("./stream/DataWorker"),U=D("./stream/Crc32Probe"),Y=D("./stream/DataLengthProbe");function Q(K,Z,J,te,ie){this.compressedSize=K,this.uncompressedSize=Z,this.crc32=J,this.compression=te,this.compressedContent=ie}Q.prototype={getContentWorker:function(){var K=new q(W.Promise.resolve(this.compressedContent)).pipe(this.compression.uncompressWorker()).pipe(new Y("data_length")),Z=this;return K.on("end",function(){if(this.streamInfo.data_length!==Z.uncompressedSize)throw new Error("Bug : uncompressed data size mismatch")}),K},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)}},Q.createWorkerFrom=function(K,Z,J){return K.pipe(new U).pipe(new Y("uncompressedSize")).pipe(Z.compressWorker(J)).pipe(new Y("compressedSize")).withStreamInfo("compression",Z)},F.exports=Q},{"./external":6,"./stream/Crc32Probe":25,"./stream/DataLengthProbe":26,"./stream/DataWorker":27}],3:[function(D,F,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,F,G){var W=D("./utils"),q=function(){for(var U,Y=[],Q=0;Q<256;Q++){U=Q;for(var K=0;K<8;K++)U=1&U?3988292384^U>>>1:U>>>1;Y[Q]=U}return Y}();F.exports=function(U,Y){return U!==void 0&&U.length?W.getTypeOf(U)!=="string"?function(Q,K,Z,J){var te=q,ie=J+Z;Q^=-1;for(var se=J;se<ie;se++)Q=Q>>>8^te[255&(Q^K[se])];return-1^Q}(0|Y,U,U.length,0):function(Q,K,Z,J){var te=q,ie=J+Z;Q^=-1;for(var se=J;se<ie;se++)Q=Q>>>8^te[255&(Q^K.charCodeAt(se))];return-1^Q}(0|Y,U,U.length,0):0}},{"./utils":32}],5:[function(D,F,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,F,G){var W=null;W=typeof Promise!="undefined"?Promise:D("lie"),F.exports={Promise:W}},{lie:37}],7:[function(D,F,G){var W=typeof Uint8Array!="undefined"&&typeof Uint16Array!="undefined"&&typeof Uint32Array!="undefined",q=D("pako"),U=D("./utils"),Y=D("./stream/GenericWorker"),Q=W?"uint8array":"array";function K(Z,J){Y.call(this,"FlateWorker/"+Z),this._pako=null,this._pakoAction=Z,this._pakoOptions=J,this.meta={}}G.magic="\b\0",U.inherits(K,Y),K.prototype.processChunk=function(Z){this.meta=Z.meta,this._pako===null&&this._createPako(),this._pako.push(U.transformTo(Q,Z.data),!1)},K.prototype.flush=function(){Y.prototype.flush.call(this),this._pako===null&&this._createPako(),this._pako.push([],!0)},K.prototype.cleanUp=function(){Y.prototype.cleanUp.call(this),this._pako=null},K.prototype._createPako=function(){this._pako=new q[this._pakoAction]({raw:!0,level:this._pakoOptions.level||-1});var Z=this;this._pako.onData=function(J){Z.push({data:J,meta:Z.meta})}},G.compressWorker=function(Z){return new K("Deflate",Z)},G.uncompressWorker=function(){return new K("Inflate",{})}},{"./stream/GenericWorker":28,"./utils":32,pako:38}],8:[function(D,F,G){var W=D("../utils"),q=D("../stream/GenericWorker"),U=D("../utf8"),Y=D("../crc32"),Q=D("../signature"),K=function(ie,se){var re,ae="";for(re=0;re<se;re++)ae+=String.fromCharCode(255&ie),ie>>>=8;return ae},Z=function(ie,se,re,ae,le,ce){var fe,de,me=ie.file,he=ie.compression,pe=ce!==U.utf8encode,be=W.transformTo("string",ce(me.name)),Se=W.transformTo("string",U.utf8encode(me.name)),ve=me.comment,xe=W.transformTo("string",ce(ve)),Ee=W.transformTo("string",U.utf8encode(ve)),ge=Se.length!==me.name.length,we=Ee.length!==ve.length,Le="",Me="",Pe="",Ce=me.dir,De=me.date,Ne={crc32:0,compressedSize:0,uncompressedSize:0};se&&!re||(Ne.crc32=ie.crc32,Ne.compressedSize=ie.compressedSize,Ne.uncompressedSize=ie.uncompressedSize);var Ie=0;se&&(Ie|=8),pe||!ge&&!we||(Ie|=2048);var Ge,ze,Ve,Ue=0,tt=0;Ce&&(Ue|=16),le==="UNIX"?(tt=798,Ue|=(Ge=me.unixPermissions,ze=Ce,Ve=Ge,Ge||(Ve=ze?16893:33204),(65535&Ve)<<16)):(tt=20,Ue|=63&(me.dosPermissions||0)),fe=De.getUTCHours(),fe<<=6,fe|=De.getUTCMinutes(),fe<<=5,fe|=De.getUTCSeconds()/2,de=De.getUTCFullYear()-1980,de<<=4,de|=De.getUTCMonth()+1,de<<=5,de|=De.getUTCDate(),ge&&(Me=K(1,1)+K(Y(be),4)+Se,Le+="up"+K(Me.length,2)+Me),we&&(Pe=K(1,1)+K(Y(xe),4)+Ee,Le+="uc"+K(Pe.length,2)+Pe);var Ke="";return Ke+=`
\0`,Ke+=K(Ie,2),Ke+=he.magic,Ke+=K(fe,2),Ke+=K(de,2),Ke+=K(Ne.crc32,4),Ke+=K(Ne.compressedSize,4),Ke+=K(Ne.uncompressedSize,4),Ke+=K(be.length,2),Ke+=K(Le.length,2),{fileRecord:Q.LOCAL_FILE_HEADER+Ke+be+Le,dirRecord:Q.CENTRAL_FILE_HEADER+K(tt,2)+Ke+K(xe.length,2)+"\0\0\0\0"+K(Ue,4)+K(ae,4)+be+Le+xe}},J=function(ie){return Q.DATA_DESCRIPTOR+K(ie.crc32,4)+K(ie.compressedSize,4)+K(ie.uncompressedSize,4)};function te(ie,se,re,ae){q.call(this,"ZipFileWorker"),this.bytesWritten=0,this.zipComment=se,this.zipPlatform=re,this.encodeFileName=ae,this.streamFiles=ie,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(ie){var se=ie.meta.percent||0,re=this.entriesCount,ae=this._sources.length;this.accumulate?this.contentBuffer.push(ie):(this.bytesWritten+=ie.data.length,q.prototype.push.call(this,{data:ie.data,meta:{currentFile:this.currentFile,percent:re?(se+100*(re-ae-1))/re:100}}))},te.prototype.openedSource=function(ie){this.currentSourceOffset=this.bytesWritten,this.currentFile=ie.file.name;var se=this.streamFiles&&!ie.file.dir;if(se){var re=Z(ie,se,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:re.fileRecord,meta:{percent:0}})}else this.accumulate=!0},te.prototype.closedSource=function(ie){this.accumulate=!1;var se=this.streamFiles&&!ie.file.dir,re=Z(ie,se,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(re.dirRecord),se)this.push({data:J(ie),meta:{percent:100}});else for(this.push({data:re.fileRecord,meta:{percent:0}});this.contentBuffer.length;)this.push(this.contentBuffer.shift());this.currentFile=null},te.prototype.flush=function(){for(var ie=this.bytesWritten,se=0;se<this.dirRecords.length;se++)this.push({data:this.dirRecords[se],meta:{percent:100}});var re=this.bytesWritten-ie,ae=function(le,ce,fe,de,me){var he=W.transformTo("string",me(de));return Q.CENTRAL_DIRECTORY_END+"\0\0\0\0"+K(le,2)+K(le,2)+K(ce,4)+K(fe,4)+K(he.length,2)+he}(this.dirRecords.length,re,ie,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(ie){this._sources.push(ie);var se=this;return ie.on("data",function(re){se.processChunk(re)}),ie.on("end",function(){se.closedSource(se.previous.streamInfo),se._sources.length?se.prepareNextSource():se.end()}),ie.on("error",function(re){se.error(re)}),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(ie){var se=this._sources;if(!q.prototype.error.call(this,ie))return!1;for(var re=0;re<se.length;re++)try{se[re].error(ie)}catch{}return!0},te.prototype.lock=function(){q.prototype.lock.call(this);for(var ie=this._sources,se=0;se<ie.length;se++)ie[se].lock()},F.exports=te},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(D,F,G){var W=D("../compressions"),q=D("./ZipFileWorker");G.generateWorker=function(U,Y,Q){var K=new q(Y.streamFiles,Q,Y.platform,Y.encodeFileName),Z=0;try{U.forEach(function(J,te){Z++;var ie=function(le,ce){var fe=le||ce,de=W[fe];if(!de)throw new Error(fe+" is not a valid compression method !");return de}(te.options.compression,Y.compression),se=te.options.compressionOptions||Y.compressionOptions||{},re=te.dir,ae=te.date;te._compressWorker(ie,se).withStreamInfo("file",{name:J,dir:re,date:ae,comment:te.comment||"",unixPermissions:te.unixPermissions,dosPermissions:te.dosPermissions}).pipe(K)}),K.entriesCount=Z}catch(J){K.error(J)}return K}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(D,F,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 U in this)typeof this[U]!="function"&&(q[U]=this[U]);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,U){return new W().loadAsync(q,U)},W.external=D("./external"),F.exports=W},{"./defaults":5,"./external":6,"./load":11,"./object":15,"./support":30}],11:[function(D,F,G){var W=D("./utils"),q=D("./external"),U=D("./utf8"),Y=D("./zipEntries"),Q=D("./stream/Crc32Probe"),K=D("./nodejsUtils");function Z(J){return new q.Promise(function(te,ie){var se=J.decompressed.getContentWorker().pipe(new Q);se.on("error",function(re){ie(re)}).on("end",function(){se.streamInfo.crc32!==J.decompressed.crc32?ie(new Error("Corrupted zip : CRC32 mismatch")):te()}).resume()})}F.exports=function(J,te){var ie=this;return te=W.extend(te||{},{base64:!1,checkCRC32:!1,optimizedBinaryString:!1,createFolders:!1,decodeFileName:U.utf8decode}),K.isNode&&K.isStream(J)?q.Promise.reject(new Error("JSZip can't accept a stream when loading a zip file.")):W.prepareContent("the loaded zip file",J,!0,te.optimizedBinaryString,te.base64).then(function(se){var re=new Y(te);return re.load(se),re}).then(function(se){var re=[q.Promise.resolve(se)],ae=se.files;if(te.checkCRC32)for(var le=0;le<ae.length;le++)re.push(Z(ae[le]));return q.Promise.all(re)}).then(function(se){for(var re=se.shift(),ae=re.files,le=0;le<ae.length;le++){var ce=ae[le],fe=ce.fileNameStr,de=W.resolve(ce.fileNameStr);ie.file(de,ce.decompressed,{binary:!0,optimizedBinaryString:!0,date:ce.date,dir:ce.dir,comment:ce.fileCommentStr.length?ce.fileCommentStr:null,unixPermissions:ce.unixPermissions,dosPermissions:ce.dosPermissions,createFolders:te.createFolders}),ce.dir||(ie.file(de).unsafeOriginalName=fe)}return re.zipComment.length&&(ie.comment=re.zipComment),ie})}},{"./external":6,"./nodejsUtils":14,"./stream/Crc32Probe":25,"./utf8":31,"./utils":32,"./zipEntries":33}],12:[function(D,F,G){var W=D("../utils"),q=D("../stream/GenericWorker");function U(Y,Q){q.call(this,"Nodejs stream input adapter for "+Y),this._upstreamEnded=!1,this._bindStream(Q)}W.inherits(U,q),U.prototype._bindStream=function(Y){var Q=this;this._stream=Y,Y.pause(),Y.on("data",function(K){Q.push({data:K,meta:{percent:0}})}).on("error",function(K){Q.isPaused?this.generatedError=K:Q.error(K)}).on("end",function(){Q.isPaused?Q._upstreamEnded=!0:Q.end()})},U.prototype.pause=function(){return!!q.prototype.pause.call(this)&&(this._stream.pause(),!0)},U.prototype.resume=function(){return!!q.prototype.resume.call(this)&&(this._upstreamEnded?this.end():this._stream.resume(),!0)},F.exports=U},{"../stream/GenericWorker":28,"../utils":32}],13:[function(D,F,G){var W=D("readable-stream").Readable;function q(U,Y,Q){W.call(this,Y),this._helper=U;var K=this;U.on("data",function(Z,J){K.push(Z)||K._helper.pause(),Q&&Q(J)}).on("error",function(Z){K.emit("error",Z)}).on("end",function(){K.push(null)})}D("../utils").inherits(q,W),q.prototype._read=function(){this._helper.resume()},F.exports=q},{"../utils":32,"readable-stream":16}],14:[function(D,F,G){F.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,F,G){var W=D("./utf8"),q=D("./utils"),U=D("./stream/GenericWorker"),Y=D("./stream/StreamHelper"),Q=D("./defaults"),K=D("./compressedObject"),Z=D("./zipObject"),J=D("./generate"),te=D("./nodejsUtils"),ie=D("./nodejs/NodejsStreamInputAdapter"),se=function(de,me,he){var pe,be=q.getTypeOf(me),Se=q.extend(he||{},Q);Se.date=Se.date||new Date,Se.compression!==null&&(Se.compression=Se.compression.toUpperCase()),typeof Se.unixPermissions=="string"&&(Se.unixPermissions=parseInt(Se.unixPermissions,8)),Se.unixPermissions&&16384&Se.unixPermissions&&(Se.dir=!0),Se.dosPermissions&&16&Se.dosPermissions&&(Se.dir=!0),Se.dir&&(de=ae(de)),Se.createFolders&&(pe=re(de))&&le.call(this,pe,!0);var ve=be==="string"&&Se.binary===!1&&Se.base64===!1;he&&he.binary!==void 0||(Se.binary=!ve),(me instanceof K&&me.uncompressedSize===0||Se.dir||!me||me.length===0)&&(Se.base64=!1,Se.binary=!0,me="",Se.compression="STORE",be="string");var xe=null;xe=me instanceof K||me instanceof U?me:te.isNode&&te.isStream(me)?new 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Y.Promise.resolve(re).then(function(fe){return W.blob&&(fe instanceof Blob||["[object File]","[object Blob]"].indexOf(Object.prototype.toString.call(fe))!==-1)&&typeof FileReader!="undefined"?new Y.Promise(function(de,me){var he=new FileReader;he.onload=function(pe){de(pe.target.result)},he.onerror=function(pe){me(pe.target.error)},he.readAsArrayBuffer(fe)}):fe}).then(function(fe){var de,me=G.getTypeOf(fe);return me?(me==="arraybuffer"?fe=G.transformTo("uint8array",fe):me==="string"&&(ce?fe=q.decode(fe):ae&&le!==!0&&(fe=K(de=fe,W.uint8array?new Uint8Array(de.length):new Array(de.length)))),fe):Y.Promise.reject(new Error("Can't read the data of '"+se+"'. Is it in a supported JavaScript type (String, Blob, ArrayBuffer, etc) ?"))})}},{"./base64":1,"./external":6,"./nodejsUtils":14,"./support":30,setimmediate:54}],33:[function(D,F,G){var W=D("./reader/readerFor"),q=D("./utils"),U=D("./signature"),Y=D("./zipEntry"),Q=(D("./utf8"),D("./support"));function K(Z){this.files=[],this.loadOptions=Z}K.prototype={checkSignature:function(Z){if(!this.reader.readAndCheckSignature(Z)){this.reader.index-=4;var J=this.reader.readString(4);throw new Error("Corrupted zip or bug: unexpected signature ("+q.pretty(J)+", expected "+q.pretty(Z)+")")}},isSignature:function(Z,J){var te=this.reader.index;this.reader.setIndex(Z);var ie=this.reader.readString(4)===J;return this.reader.setIndex(te),ie},readBlockEndOfCentral:function(){this.diskNumber=this.reader.readInt(2),this.diskWithCentralDirStart=this.reader.readInt(2),this.centralDirRecordsOnThisDisk=this.reader.readInt(2),this.centralDirRecords=this.reader.readInt(2),this.centralDirSize=this.reader.readInt(4),this.centralDirOffset=this.reader.readInt(4),this.zipCommentLength=this.reader.readInt(2);var Z=this.reader.readData(this.zipCommentLength),J=Q.uint8array?"uint8array":"array",te=q.transformTo(J,Z);this.zipComment=this.loadOptions.decodeFileName(te)},readBlockZip64EndOfCentral:function(){this.zip64EndOfCentralSize=this.reader.readInt(8),this.reader.skip(4),this.diskNumber=this.reader.readInt(4),this.diskWithCentralDirStart=this.reader.readInt(4),this.centralDirRecordsOnThisDisk=this.reader.readInt(8),this.centralDirRecords=this.reader.readInt(8),this.centralDirSize=this.reader.readInt(8),this.centralDirOffset=this.reader.readInt(8),this.zip64ExtensibleData={};for(var Z,J,te,ie=this.zip64EndOfCentralSize-44;0<ie;)Z=this.reader.readInt(2),J=this.reader.readInt(4),te=this.reader.readData(J),this.zip64ExtensibleData[Z]={id:Z,length:J,value:te}},readBlockZip64EndOfCentralLocator:function(){if(this.diskWithZip64CentralDirStart=this.reader.readInt(4),this.relativeOffsetEndOfZip64CentralDir=this.reader.readInt(8),this.disksCount=this.reader.readInt(4),this.disksCount>1)throw new Error("Multi-volumes zip are not supported")},readLocalFiles:function(){var Z,J;for(Z=0;Z<this.files.length;Z++)J=this.files[Z],this.reader.setIndex(J.localHeaderOffset),this.checkSignature(U.LOCAL_FILE_HEADER),J.readLocalPart(this.reader),J.handleUTF8(),J.processAttributes()},readCentralDir:function(){var Z;for(this.reader.setIndex(this.centralDirOffset);this.reader.readAndCheckSignature(U.CENTRAL_FILE_HEADER);)(Z=new Y({zip64:this.zip64},this.loadOptions)).readCentralPart(this.reader),this.files.push(Z);if(this.centralDirRecords!==this.files.length&&this.centralDirRecords!==0&&this.files.length===0)throw new Error("Corrupted zip or bug: expected "+this.centralDirRecords+" records in central dir, got "+this.files.length)},readEndOfCentral:function(){var Z=this.reader.lastIndexOfSignature(U.CENTRAL_DIRECTORY_END);if(Z<0)throw this.isSignature(0,U.LOCAL_FILE_HEADER)?new Error("Corrupted zip: can't find end of central directory"):new Error("Can't find end of central directory : is this a zip file ? If it is, see https://stuk.github.io/jszip/documentation/howto/read_zip.html");this.reader.setIndex(Z);var J=Z;if(this.checkSignature(U.CENTRAL_DIRECTORY_END),this.readBlockEndOfCentral(),this.diskNumber===q.MAX_VALUE_16BITS||this.diskWithCentralDirStart===q.MAX_VALUE_16BITS||this.centralDirRecordsOnThisDisk===q.MAX_VALUE_16BITS||this.centralDirRecords===q.MAX_VALUE_16BITS||this.centralDirSize===q.MAX_VALUE_32BITS||this.centralDirOffset===q.MAX_VALUE_32BITS){if(this.zip64=!0,(Z=this.reader.lastIndexOfSignature(U.ZIP64_CENTRAL_DIRECTORY_LOCATOR))<0)throw new Error("Corrupted zip: can't find the ZIP64 end of central directory locator");if(this.reader.setIndex(Z),this.checkSignature(U.ZIP64_CENTRAL_DIRECTORY_LOCATOR),this.readBlockZip64EndOfCentralLocator(),!this.isSignature(this.relativeOffsetEndOfZip64CentralDir,U.ZIP64_CENTRAL_DIRECTORY_END)&&(this.relativeOffsetEndOfZip64CentralDir=this.reader.lastIndexOfSignature(U.ZIP64_CENTRAL_DIRECTORY_END),this.relativeOffsetEndOfZip64CentralDir<0))throw new Error("Corrupted zip: can't find the ZIP64 end of central directory");this.reader.setIndex(this.relativeOffsetEndOfZip64CentralDir),this.checkSignature(U.ZIP64_CENTRAL_DIRECTORY_END),this.readBlockZip64EndOfCentral()}var te=this.centralDirOffset+this.centralDirSize;this.zip64&&(te+=20,te+=12+this.zip64EndOfCentralSize);var ie=J-te;if(ie>0)this.isSignature(J,U.CENTRAL_FILE_HEADER)||(this.reader.zero=ie);else if(ie<0)throw new Error("Corrupted zip: missing "+Math.abs(ie)+" bytes.")},prepareReader:function(Z){this.reader=W(Z)},load:function(Z){this.prepareReader(Z),this.readEndOfCentral(),this.readCentralDir(),this.readLocalFiles()}},F.exports=K},{"./reader/readerFor":22,"./signature":23,"./support":30,"./utf8":31,"./utils":32,"./zipEntry":34}],34:[function(D,F,G){var W=D("./reader/readerFor"),q=D("./utils"),U=D("./compressedObject"),Y=D("./crc32"),Q=D("./utf8"),K=D("./compressions"),Z=D("./support");function J(te,ie){this.options=te,this.loadOptions=ie}J.prototype={isEncrypted:function(){return(1&this.bitFlag)==1},useUTF8:function(){return(2048&this.bitFlag)==2048},readLocalPart:function(te){var ie,se;if(te.skip(22),this.fileNameLength=te.readInt(2),se=te.readInt(2),this.fileName=te.readData(this.fileNameLength),te.skip(se),this.compressedSize===-1||this.uncompressedSize===-1)throw new Error("Bug or corrupted zip : didn't get enough information from the central directory (compressedSize === -1 || uncompressedSize === -1)");if((ie=function(re){for(var ae in K)if(K.hasOwnProperty(ae)&&K[ae].magic===re)return K[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 U(this.compressedSize,this.uncompressedSize,this.crc32,ie,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 ie=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 supported");te.skip(ie),this.readExtraFields(te),this.parseZIP64ExtraField(te),this.fileComment=te.readData(this.fileCommentLength)},processAttributes:function(){this.unixPermissions=null,this.dosPermissions=null;var te=this.versionMadeBy>>8;this.dir=!!(16&this.externalFileAttributes),te===0&&(this.dosPermissions=63&this.externalFileAttributes),te===3&&(this.unixPermissions=this.externalFileAttributes>>16&65535),this.dir||this.fileNameStr.slice(-1)!=="/"||(this.dir=!0)},parseZIP64ExtraField:function(te){if(this.extraFields[1]){var ie=W(this.extraFields[1].value);this.uncompressedSize===q.MAX_VALUE_32BITS&&(this.uncompressedSize=ie.readInt(8)),this.compressedSize===q.MAX_VALUE_32BITS&&(this.compressedSize=ie.readInt(8)),this.localHeaderOffset===q.MAX_VALUE_32BITS&&(this.localHeaderOffset=ie.readInt(8)),this.diskNumberStart===q.MAX_VALUE_32BITS&&(this.diskNumberStart=ie.readInt(4))}},readExtraFields:function(te){var ie,se,re,ae=te.index+this.extraFieldsLength;for(this.extraFields||(this.extraFields={});te.index+4<ae;)ie=te.readInt(2),se=te.readInt(2),re=te.readData(se),this.extraFields[ie]={id:ie,length:se,value:re};te.setIndex(ae)},handleUTF8:function(){var te=Z.uint8array?"uint8array":"array";if(this.useUTF8())this.fileNameStr=Q.utf8decode(this.fileName),this.fileCommentStr=Q.utf8decode(this.fileComment);else{var ie=this.findExtraFieldUnicodePath();if(ie!==null)this.fileNameStr=ie;else{var se=q.transformTo(te,this.fileName);this.fileNameStr=this.loadOptions.decodeFileName(se)}var re=this.findExtraFieldUnicodeComment();if(re!==null)this.fileCommentStr=re;else{var ae=q.transformTo(te,this.fileComment);this.fileCommentStr=this.loadOptions.decodeFileName(ae)}}},findExtraFieldUnicodePath:function(){var te=this.extraFields[28789];if(te){var ie=W(te.value);return ie.readInt(1)!==1||Y(this.fileName)!==ie.readInt(4)?null:Q.utf8decode(ie.readData(te.length-5))}return null},findExtraFieldUnicodeComment:function(){var te=this.extraFields[25461];if(te){var ie=W(te.value);return ie.readInt(1)!==1||Y(this.fileComment)!==ie.readInt(4)?null:Q.utf8decode(ie.readData(te.length-5))}return null}},F.exports=J},{"./compressedObject":2,"./compressions":3,"./crc32":4,"./reader/readerFor":22,"./support":30,"./utf8":31,"./utils":32}],35:[function(D,F,G){var W=D("./stream/StreamHelper"),q=D("./stream/DataWorker"),U=D("./utf8"),Y=D("./compressedObject"),Q=D("./stream/GenericWorker"),K=function(ie,se,re){this.name=ie,this.dir=re.dir,this.date=re.date,this.comment=re.comment,this.unixPermissions=re.unixPermissions,this.dosPermissions=re.dosPermissions,this._data=se,this._dataBinary=re.binary,this.options={compression:re.compression,compressionOptions:re.compressionOptions}};K.prototype={internalStream:function(ie){var se=null,re="string";try{if(!ie)throw new Error("No output type specified.");var ae=(re=ie.toLowerCase())==="string"||re==="text";re!=="binarystring"&&re!=="text"||(re="string"),se=this._decompressWorker();var le=!this._dataBinary;le&&!ae&&(se=se.pipe(new U.Utf8EncodeWorker)),!le&&ae&&(se=se.pipe(new U.Utf8DecodeWorker))}catch(ce){(se=new Q("error")).error(ce)}return new W(se,re,"")},async:function(ie,se){return this.internalStream(ie).accumulate(se)},nodeStream:function(ie,se){return this.internalStream(ie||"nodebuffer").toNodejsStream(se)},_compressWorker:function(ie,se){if(this._data instanceof Y&&this._data.compression.magic===ie.magic)return this._data.getCompressedWorker();var re=this._decompressWorker();return this._dataBinary||(re=re.pipe(new U.Utf8EncodeWorker)),Y.createWorkerFrom(re,ie,se)},_decompressWorker:function(){return this._data instanceof Y?this._data.getContentWorker():this._data instanceof Q?this._data:new q(this._data)}};for(var Z=["asText","asBinary","asNodeBuffer","asUint8Array","asArrayBuffer"],J=function(){throw new Error("This method has 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J(ce,ae,le)),ce},J.prototype.callFulfilled=function(ae){U.resolve(this.promise,ae)},J.prototype.otherCallFulfilled=function(ae){te(this.promise,this.onFulfilled,ae)},J.prototype.callRejected=function(ae){U.reject(this.promise,ae)},J.prototype.otherCallRejected=function(ae){te(this.promise,this.onRejected,ae)},U.resolve=function(ae,le){var ce=re(ie,le);if(ce.status==="error")return U.reject(ae,ce.value);var fe=ce.value;if(fe)se(ae,fe);else{ae.state=Q,ae.outcome=le;for(var de=-1,me=ae.queue.length;++de<me;)ae.queue[de].callFulfilled(le)}return ae},U.reject=function(ae,le){ae.state=Y,ae.outcome=le;for(var ce=-1,fe=ae.queue.length;++ce<fe;)ae.queue[ce].callRejected(le);return ae},Z.resolve=function(ae){return ae instanceof this?ae:U.resolve(new this(q),ae)},Z.reject=function(ae){var le=new this(q);return U.reject(le,ae)},Z.all=function(ae){var le=this;if(Object.prototype.toString.call(ae)!=="[object Array]")return this.reject(new TypeError("must be an array"));var ce=ae.length,fe=!1;if(!ce)return this.resolve([]);for(var de=new Array(ce),me=0,he=-1,pe=new this(q);++he<ce;)be(ae[he],he);return pe;function be(Se,ve){le.resolve(Se).then(function(xe){de[ve]=xe,++me!==ce||fe||(fe=!0,U.resolve(pe,de))},function(xe){fe||(fe=!0,U.reject(pe,xe))})}},Z.race=function(ae){var le=this;if(Object.prototype.toString.call(ae)!=="[object Array]")return this.reject(new TypeError("must be an array"));var ce=ae.length,fe=!1;if(!ce)return this.resolve([]);for(var de=-1,me=new this(q);++de<ce;)he=ae[de],le.resolve(he).then(function(pe){fe||(fe=!0,U.resolve(me,pe))},function(pe){fe||(fe=!0,U.reject(me,pe))});var he;return me}},{immediate:36}],38:[function(D,F,G){var W={};(0,D("./lib/utils/common").assign)(W,D("./lib/deflate"),D("./lib/inflate"),D("./lib/zlib/constants")),F.exports=W},{"./lib/deflate":39,"./lib/inflate":40,"./lib/utils/common":41,"./lib/zlib/constants":44}],39:[function(D,F,G){var W=D("./zlib/deflate"),q=D("./utils/common"),U=D("./utils/strings"),Y=D("./zlib/messages"),Q=D("./zlib/zstream"),K=Object.prototype.toString;function Z(te){if(!(this instanceof Z))return new Z(te);this.options=q.assign({level:-1,method:8,chunkSize:16384,windowBits:15,memLevel:8,strategy:0,to:""},te||{});var ie=this.options;ie.raw&&ie.windowBits>0?ie.windowBits=-ie.windowBits:ie.gzip&&ie.windowBits>0&&ie.windowBits<16&&(ie.windowBits+=16),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Q,this.strm.avail_out=0;var se=W.deflateInit2(this.strm,ie.level,ie.method,ie.windowBits,ie.memLevel,ie.strategy);if(se!==0)throw new Error(Y[se]);if(ie.header&&W.deflateSetHeader(this.strm,ie.header),ie.dictionary){var re;if(re=typeof ie.dictionary=="string"?U.string2buf(ie.dictionary):K.call(ie.dictionary)==="[object ArrayBuffer]"?new Uint8Array(ie.dictionary):ie.dictionary,(se=W.deflateSetDictionary(this.strm,re))!==0)throw new Error(Y[se]);this._dict_set=!0}}function J(te,ie){var se=new Z(ie);if(se.push(te,!0),se.err)throw se.msg||Y[se.err];return se.result}Z.prototype.push=function(te,ie){var se,re,ae=this.strm,le=this.options.chunkSize;if(this.ended)return!1;re=ie===~~ie?ie:ie===!0?4:0,typeof te=="string"?ae.input=U.string2buf(te):K.call(te)==="[object ArrayBuffer]"?ae.input=new Uint8Array(te):ae.input=te,ae.next_in=0,ae.avail_in=ae.input.length;do{if(ae.avail_out===0&&(ae.output=new q.Buf8(le),ae.next_out=0,ae.avail_out=le),(se=W.deflate(ae,re))!==1&&se!==0)return this.onEnd(se),this.ended=!0,!1;ae.avail_out!==0&&(ae.avail_in!==0||re!==4&&re!==2)||(this.options.to==="string"?this.onData(U.buf2binstring(q.shrinkBuf(ae.output,ae.next_out))):this.onData(q.shrinkBuf(ae.output,ae.next_out)))}while((ae.avail_in>0||ae.avail_out===0)&&se!==1);return 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ge.status=73;if(ge.status===73)if(ge.gzhead.name){we=ge.pending;do{if(ge.pending===ge.pending_buf_size&&(ge.gzhead.hcrc&&ge.pending>we&&(ve.adler=Q(ve.adler,ge.pending_buf,ge.pending-we,we)),ie(ve),we=ge.pending,ge.pending===ge.pending_buf_size)){Le=1;break}Le=ge.gzindex<ge.gzhead.name.length?255&ge.gzhead.name.charCodeAt(ge.gzindex++):0,re(ge,Le)}while(Le!==0);ge.gzhead.hcrc&&ge.pending>we&&(ve.adler=Q(ve.adler,ge.pending_buf,ge.pending-we,we)),Le===0&&(ge.gzindex=0,ge.status=91)}else ge.status=91;if(ge.status===91)if(ge.gzhead.comment){we=ge.pending;do{if(ge.pending===ge.pending_buf_size&&(ge.gzhead.hcrc&&ge.pending>we&&(ve.adler=Q(ve.adler,ge.pending_buf,ge.pending-we,we)),ie(ve),we=ge.pending,ge.pending===ge.pending_buf_size)){Le=1;break}Le=ge.gzindex<ge.gzhead.comment.length?255&ge.gzhead.comment.charCodeAt(ge.gzindex++):0,re(ge,Le)}while(Le!==0);ge.gzhead.hcrc&&ge.pending>we&&(ve.adler=Q(ve.adler,ge.pending_buf,ge.pending-we,we)),Le===0&&(ge.status=103)}else ge.status=103;if(ge.status===103&&(ge.gzhead.hcrc?(ge.pending+2>ge.pending_buf_size&&ie(ve),ge.pending+2<=ge.pending_buf_size&&(re(ge,255&ve.adler),re(ge,ve.adler>>8&255),ve.adler=0,ge.status=113)):ge.status=113),ge.pending!==0){if(ie(ve),ve.avail_out===0)return ge.last_flush=-1,0}else if(ve.avail_in===0&&J(xe)<=J(Ee)&&xe!==4)return Z(ve,-5);if(ge.status===666&&ve.avail_in!==0)return Z(ve,-5);if(ve.avail_in!==0||ge.lookahead!==0||xe!==0&&ge.status!==666){var Pe=ge.strategy===2?function(Ce,De){for(var Ne;;){if(Ce.lookahead===0&&(ce(Ce),Ce.lookahead===0)){if(De===0)return 1;break}if(Ce.match_length=0,Ne=U._tr_tally(Ce,0,Ce.window[Ce.strstart]),Ce.lookahead--,Ce.strstart++,Ne&&(se(Ce,!1),Ce.strm.avail_out===0))return 1}return Ce.insert=0,De===4?(se(Ce,!0),Ce.strm.avail_out===0?3:4):Ce.last_lit&&(se(Ce,!1),Ce.strm.avail_out===0)?1:2}(ge,xe):ge.strategy===3?function(Ce,De){for(var Ne,Ie,Ge,ze,Ve=Ce.window;;){if(Ce.lookahead<=258){if(ce(Ce),Ce.lookahead<=258&&De===0)return 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ve.avail_out===0&&(ge.last_flush=-1),0;if(Pe===2&&(xe===1?U._tr_align(ge):xe!==5&&(U._tr_stored_block(ge,0,0,!1),xe===3&&(te(ge.head),ge.lookahead===0&&(ge.strstart=0,ge.block_start=0,ge.insert=0))),ie(ve),ve.avail_out===0))return ge.last_flush=-1,0}return xe!==4?0:ge.wrap<=0?1:(ge.wrap===2?(re(ge,255&ve.adler),re(ge,ve.adler>>8&255),re(ge,ve.adler>>16&255),re(ge,ve.adler>>24&255),re(ge,255&ve.total_in),re(ge,ve.total_in>>8&255),re(ge,ve.total_in>>16&255),re(ge,ve.total_in>>24&255)):(ae(ge,ve.adler>>>16),ae(ge,65535&ve.adler)),ie(ve),ge.wrap>0&&(ge.wrap=-ge.wrap),ge.pending!==0?0:1)},G.deflateEnd=function(ve){var xe;return ve&&ve.state?(xe=ve.state.status)!==42&&xe!==69&&xe!==73&&xe!==91&&xe!==103&&xe!==113&&xe!==666?Z(ve,-2):(ve.state=null,xe===113?Z(ve,-3):0):-2},G.deflateSetDictionary=function(ve,xe){var Ee,ge,we,Le,Me,Pe,Ce,De,Ne=xe.length;if(!ve||!ve.state||(Le=(Ee=ve.state).wrap)===2||Le===1&&Ee.status!==42||Ee.lookahead)return-2;for(Le===1&&(ve.adler=Y(ve.adler,xe,Ne,0)),Ee.wrap=0,Ne>=Ee.w_size&&(Le===0&&(te(Ee.head),Ee.strstart=0,Ee.block_start=0,Ee.insert=0),De=new q.Buf8(Ee.w_size),q.arraySet(De,xe,Ne-Ee.w_size,Ee.w_size,0),xe=De,Ne=Ee.w_size),Me=ve.avail_in,Pe=ve.next_in,Ce=ve.input,ve.avail_in=Ne,ve.next_in=0,ve.input=xe,ce(Ee);Ee.lookahead>=3;){ge=Ee.strstart,we=Ee.lookahead-2;do Ee.ins_h=(Ee.ins_h<<Ee.hash_shift^Ee.window[ge+3-1])&Ee.hash_mask,Ee.prev[ge&Ee.w_mask]=Ee.head[Ee.ins_h],Ee.head[Ee.ins_h]=ge,ge++;while(--we);Ee.strstart=ge,Ee.lookahead=2,ce(Ee)}return Ee.strstart+=Ee.lookahead,Ee.block_start=Ee.strstart,Ee.insert=Ee.lookahead,Ee.lookahead=0,Ee.match_length=Ee.prev_length=2,Ee.match_available=0,ve.next_in=Pe,ve.input=Ce,ve.avail_in=Me,Ee.wrap=Le,0},G.deflateInfo="pako deflate (from Nodeca 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W.Buf8(Se.wsize)),pe>=Se.wsize?(W.arraySet(Se.window,me,he-Se.wsize,Se.wsize,0),Se.wnext=0,Se.whave=Se.wsize):((be=Se.wsize-Se.wnext)>pe&&(be=pe),W.arraySet(Se.window,me,he-pe,be,Se.wnext),(pe-=be)?(W.arraySet(Se.window,me,he-pe,pe,0),Se.wnext=pe,Se.whave=Se.wsize):(Se.wnext+=be,Se.wnext===Se.wsize&&(Se.wnext=0),Se.whave<Se.wsize&&(Se.whave+=be))),0}G.inflateReset=te,G.inflateReset2=ie,G.inflateResetKeep=J,G.inflateInit=function(de){return se(de,15)},G.inflateInit2=se,G.inflate=function(de,me){var he,pe,be,Se,ve,xe,Ee,ge,we,Le,Me,Pe,Ce,De,Ne,Ie,Ge,ze,Ve,Ue,tt,Ke,rt,pt,ht=0,gt=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(!de||!de.state||!de.output||!de.input&&de.avail_in!==0)return-2;(he=de.state).mode===12&&(he.mode=13),ve=de.next_out,be=de.output,Ee=de.avail_out,Se=de.next_in,pe=de.input,xe=de.avail_in,ge=he.hold,we=he.bits,Le=xe,Me=Ee,Ke=0;e:for(;;)switch(he.mode){case 1:if(he.wrap===0){he.mode=13;break}for(;we<16;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}if(2&he.wrap&&ge===35615){he.check=0,gt[0]=255&ge,gt[1]=ge>>>8&255,he.check=U(he.check,gt,2,0),ge=0,we=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(we-=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,we=0;break;case 2:for(;we<16;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=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=U(he.check,gt,2,0)),ge=0,we=0,he.mode=3;case 3:for(;we<32;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=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=U(he.check,gt,4,0)),ge=0,we=0,he.mode=4;case 4:for(;we<16;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=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=U(he.check,gt,2,0)),ge=0,we=0,he.mode=5;case 5:if(1024&he.flags){for(;we<16;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=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=U(he.check,gt,2,0)),ge=0,we=0}else he.head&&(he.head.extra=null);he.mode=6;case 6:if(1024&he.flags&&((Pe=he.length)>xe&&(Pe=xe),Pe&&(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,pe,Se,Pe,tt)),512&he.flags&&(he.check=U(he.check,pe,Pe,Se)),xe-=Pe,Se+=Pe,he.length-=Pe),he.length))break e;he.length=0,he.mode=7;case 7:if(2048&he.flags){if(xe===0)break e;Pe=0;do tt=pe[Se+Pe++],he.head&&tt&&he.length<65536&&(he.head.name+=String.fromCharCode(tt));while(tt&&Pe<xe);if(512&he.flags&&(he.check=U(he.check,pe,Pe,Se)),xe-=Pe,Se+=Pe,tt)break e}else he.head&&(he.head.name=null);he.length=0,he.mode=8;case 8:if(4096&he.flags){if(xe===0)break e;Pe=0;do tt=pe[Se+Pe++],he.head&&tt&&he.length<65536&&(he.head.comment+=String.fromCharCode(tt));while(tt&&Pe<xe);if(512&he.flags&&(he.check=U(he.check,pe,Pe,Se)),xe-=Pe,Se+=Pe,tt)break e}else he.head&&(he.head.comment=null);he.mode=9;case 9:if(512&he.flags){for(;we<16;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}if(ge!==(65535&he.check)){de.msg="header crc mismatch",he.mode=30;break}ge=0,we=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(;we<32;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}de.adler=he.check=K(ge),ge=0,we=0,he.mode=11;case 11:if(he.havedict===0)return de.next_out=ve,de.avail_out=Ee,de.next_in=Se,de.avail_in=xe,he.hold=ge,he.bits=we,2;de.adler=he.check=1,he.mode=12;case 12:if(me===5||me===6)break e;case 13:if(he.last){ge>>>=7&we,we-=7&we,he.mode=27;break}for(;we<3;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}switch(he.last=1&ge,we-=1,3&(ge>>>=1)){case 0:he.mode=14;break;case 1:if(ce(he),he.mode=20,me===6){ge>>>=2,we-=2;break e}break;case 2:he.mode=17;break;case 3:de.msg="invalid block type",he.mode=30}ge>>>=2,we-=2;break;case 14:for(ge>>>=7&we,we-=7&we;we<32;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}if((65535&ge)!=(ge>>>16^65535)){de.msg="invalid stored block lengths",he.mode=30;break}if(he.length=65535&ge,ge=0,we=0,he.mode=15,me===6)break e;case 15:he.mode=16;case 16:if(Pe=he.length){if(Pe>xe&&(Pe=xe),Pe>Ee&&(Pe=Ee),Pe===0)break e;W.arraySet(be,pe,Se,Pe,ve),xe-=Pe,Se+=Pe,Ee-=Pe,ve+=Pe,he.length-=Pe;break}he.mode=12;break;case 17:for(;we<14;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}if(he.nlen=257+(31&ge),ge>>>=5,we-=5,he.ndist=1+(31&ge),ge>>>=5,we-=5,he.ncode=4+(15&ge),ge>>>=4,we-=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(;we<3;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}he.lens[ke[he.have++]]=7&ge,ge>>>=3,we-=3}for(;he.have<19;)he.lens[ke[he.have++]]=0;if(he.lencode=he.lendyn,he.lenbits=7,rt={bits:he.lenbits},Ke=Q(0,he.lens,0,19,he.lencode,0,he.work,rt),he.lenbits=rt.bits,Ke){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(;Ie=(ht=he.lencode[ge&(1<<he.lenbits)-1])>>>16&255,Ge=65535&ht,!((Ne=ht>>>24)<=we);){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}if(Ge<16)ge>>>=Ne,we-=Ne,he.lens[he.have++]=Ge;else{if(Ge===16){for(pt=Ne+2;we<pt;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}if(ge>>>=Ne,we-=Ne,he.have===0){de.msg="invalid bit length repeat",he.mode=30;break}tt=he.lens[he.have-1],Pe=3+(3&ge),ge>>>=2,we-=2}else if(Ge===17){for(pt=Ne+3;we<pt;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}we-=Ne,tt=0,Pe=3+(7&(ge>>>=Ne)),ge>>>=3,we-=3}else{for(pt=Ne+7;we<pt;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}we-=Ne,tt=0,Pe=11+(127&(ge>>>=Ne)),ge>>>=7,we-=7}if(he.have+Pe>he.nlen+he.ndist){de.msg="invalid bit length repeat",he.mode=30;break}for(;Pe--;)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,rt={bits:he.lenbits},Ke=Q(1,he.lens,0,he.nlen,he.lencode,0,he.work,rt),he.lenbits=rt.bits,Ke){de.msg="invalid literal/lengths set",he.mode=30;break}if(he.distbits=6,he.distcode=he.distdyn,rt={bits:he.distbits},Ke=Q(2,he.lens,he.nlen,he.ndist,he.distcode,0,he.work,rt),he.distbits=rt.bits,Ke){de.msg="invalid distances set",he.mode=30;break}if(he.mode=20,me===6)break e;case 20:he.mode=21;case 21:if(xe>=6&&Ee>=258){de.next_out=ve,de.avail_out=Ee,de.next_in=Se,de.avail_in=xe,he.hold=ge,he.bits=we,Y(de,Me),ve=de.next_out,be=de.output,Ee=de.avail_out,Se=de.next_in,pe=de.input,xe=de.avail_in,ge=he.hold,we=he.bits,he.mode===12&&(he.back=-1);break}for(he.back=0;Ie=(ht=he.lencode[ge&(1<<he.lenbits)-1])>>>16&255,Ge=65535&ht,!((Ne=ht>>>24)<=we);){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}if(Ie&&(240&Ie)==0){for(ze=Ne,Ve=Ie,Ue=Ge;Ie=(ht=he.lencode[Ue+((ge&(1<<ze+Ve)-1)>>ze)])>>>16&255,Ge=65535&ht,!(ze+(Ne=ht>>>24)<=we);){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}ge>>>=ze,we-=ze,he.back+=ze}if(ge>>>=Ne,we-=Ne,he.back+=Ne,he.length=Ge,Ie===0){he.mode=26;break}if(32&Ie){he.back=-1,he.mode=12;break}if(64&Ie){de.msg="invalid literal/length code",he.mode=30;break}he.extra=15&Ie,he.mode=22;case 22:if(he.extra){for(pt=he.extra;we<pt;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}he.length+=ge&(1<<he.extra)-1,ge>>>=he.extra,we-=he.extra,he.back+=he.extra}he.was=he.length,he.mode=23;case 23:for(;Ie=(ht=he.distcode[ge&(1<<he.distbits)-1])>>>16&255,Ge=65535&ht,!((Ne=ht>>>24)<=we);){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}if((240&Ie)==0){for(ze=Ne,Ve=Ie,Ue=Ge;Ie=(ht=he.distcode[Ue+((ge&(1<<ze+Ve)-1)>>ze)])>>>16&255,Ge=65535&ht,!(ze+(Ne=ht>>>24)<=we);){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}ge>>>=ze,we-=ze,he.back+=ze}if(ge>>>=Ne,we-=Ne,he.back+=Ne,64&Ie){de.msg="invalid distance code",he.mode=30;break}he.offset=Ge,he.extra=15&Ie,he.mode=24;case 24:if(he.extra){for(pt=he.extra;we<pt;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}he.offset+=ge&(1<<he.extra)-1,ge>>>=he.extra,we-=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(Ee===0)break e;if(Pe=Me-Ee,he.offset>Pe){if((Pe=he.offset-Pe)>he.whave&&he.sane){de.msg="invalid distance too far back",he.mode=30;break}Pe>he.wnext?(Pe-=he.wnext,Ce=he.wsize-Pe):Ce=he.wnext-Pe,Pe>he.length&&(Pe=he.length),De=he.window}else De=be,Ce=ve-he.offset,Pe=he.length;Pe>Ee&&(Pe=Ee),Ee-=Pe,he.length-=Pe;do be[ve++]=De[Ce++];while(--Pe);he.length===0&&(he.mode=21);break;case 26:if(Ee===0)break e;be[ve++]=he.length,Ee--,he.mode=21;break;case 27:if(he.wrap){for(;we<32;){if(xe===0)break e;xe--,ge|=pe[Se++]<<we,we+=8}if(Me-=Ee,de.total_out+=Me,he.total+=Me,Me&&(de.adler=he.check=he.flags?U(he.check,be,Me,ve-Me):q(he.check,be,Me,ve-Me)),Me=Ee,(he.flags?ge:K(ge))!==he.check){de.msg="incorrect data check",he.mode=30;break}ge=0,we=0}he.mode=28;case 28:if(he.wrap&&he.flags){for(;we<32;){if(xe===0)break e;xe--,ge+=pe[Se++]<<we,we+=8}if(ge!==(4294967295&he.total)){de.msg="incorrect length check",he.mode=30;break}ge=0,we=0}he.mode=29;case 29:Ke=1;break e;case 30:Ke=-3;break e;case 31:return-4;case 32:default:return-2}return de.next_out=ve,de.avail_out=Ee,de.next_in=Se,de.avail_in=xe,he.hold=ge,he.bits=we,(he.wsize||Me!==de.avail_out&&he.mode<30&&(he.mode<27||me!==4))&&fe(de,de.output,de.next_out,Me-de.avail_out)?(he.mode=31,-4):(Le-=de.avail_in,Me-=de.avail_out,de.total_in+=Le,de.total_out+=Me,he.total+=Me,he.wrap&&Me&&(de.adler=he.check=he.flags?U(he.check,be,Me,de.next_out-Me):q(he.check,be,Me,de.next_out-Me)),de.data_type=he.bits+(he.last?64:0)+(he.mode===12?128:0)+(he.mode===20||he.mode===15?256:0),(Le===0&&Me===0||me===4)&&Ke===0&&(Ke=-5),Ke)},G.inflateEnd=function(de){if(!de||!de.state)return-2;var me=de.state;return me.window&&(me.window=null),de.state=null,0},G.inflateGetHeader=function(de,me){var he;return de&&de.state?(2&(he=de.state).wrap)==0?-2:(he.head=me,me.done=!1,0):-2},G.inflateSetDictionary=function(de,me){var he,pe=me.length;return de&&de.state?(he=de.state).wrap!==0&&he.mode!==11?-2:he.mode===11&&q(1,me,pe,0)!==he.check?-3:fe(de,me,pe,pe)?(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,F,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],U=[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],Q=[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];F.exports=function(K,Z,J,te,ie,se,re,ae){var le,ce,fe,de,me,he,pe,be,Se,ve=ae.bits,xe=0,Ee=0,ge=0,we=0,Le=0,Me=0,Pe=0,Ce=0,De=0,Ne=0,Ie=null,Ge=0,ze=new W.Buf16(16),Ve=new W.Buf16(16),Ue=null,tt=0;for(xe=0;xe<=15;xe++)ze[xe]=0;for(Ee=0;Ee<te;Ee++)ze[Z[J+Ee]]++;for(Le=ve,we=15;we>=1&&ze[we]===0;we--);if(Le>we&&(Le=we),we===0)return ie[se++]=20971520,ie[se++]=20971520,ae.bits=1,0;for(ge=1;ge<we&&ze[ge]===0;ge++);for(Le<ge&&(Le=ge),Ce=1,xe=1;xe<=15;xe++)if(Ce<<=1,(Ce-=ze[xe])<0)return-1;if(Ce>0&&(K===0||we!==1))return-1;for(Ve[1]=0,xe=1;xe<15;xe++)Ve[xe+1]=Ve[xe]+ze[xe];for(Ee=0;Ee<te;Ee++)Z[J+Ee]!==0&&(re[Ve[Z[J+Ee]]++]=Ee);if(K===0?(Ie=Ue=re,he=19):K===1?(Ie=q,Ge-=257,Ue=U,tt-=257,he=256):(Ie=Y,Ue=Q,he=-1),Ne=0,Ee=0,xe=ge,me=se,Me=Le,Pe=0,fe=-1,de=(De=1<<Le)-1,K===1&&De>852||K===2&&De>592)return 1;for(;;){pe=xe-Pe,re[Ee]<he?(be=0,Se=re[Ee]):re[Ee]>he?(be=Ue[tt+re[Ee]],Se=Ie[Ge+re[Ee]]):(be=96,Se=0),le=1<<xe-Pe,ge=ce=1<<Me;do ie[me+(Ne>>Pe)+(ce-=le)]=pe<<24|be<<16|Se|0;while(ce!==0);for(le=1<<xe-1;Ne&le;)le>>=1;if(le!==0?(Ne&=le-1,Ne+=le):Ne=0,Ee++,--ze[xe]==0){if(xe===we)break;xe=Z[J+re[Ee]]}if(xe>Le&&(Ne&de)!==fe){for(Pe===0&&(Pe=Le),me+=ge,Ce=1<<(Me=xe-Pe);Me+Pe<we&&!((Ce-=ze[Me+Pe])<=0);)Me++,Ce<<=1;if(De+=1<<Me,K===1&&De>852||K===2&&De>592)return 1;ie[fe=Ne&de]=Le<<24|Me<<16|me-se|0}}return Ne!==0&&(ie[me+Ne]=xe-Pe<<24|64<<16|0),ae.bits=Le,0}},{"../utils/common":41}],51:[function(D,F,G){F.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,F,G){var W=D("../utils/common");function q(Ie){for(var Ge=Ie.length;--Ge>=0;)Ie[Ge]=0}var U=[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],Q=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,3,7],K=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15],Z=new Array(576);q(Z);var J=new Array(60);q(J);var te=new Array(512);q(te);var ie=new Array(256);q(ie);var se=new Array(29);q(se);var re,ae,le,ce=new Array(30);function fe(Ie,Ge,ze,Ve,Ue){this.static_tree=Ie,this.extra_bits=Ge,this.extra_base=ze,this.elems=Ve,this.max_length=Ue,this.has_stree=Ie&&Ie.length}function de(Ie,Ge){this.dyn_tree=Ie,this.max_code=0,this.stat_desc=Ge}function me(Ie){return Ie<256?te[Ie]:te[256+(Ie>>>7)]}function he(Ie,Ge){Ie.pending_buf[Ie.pending++]=255&Ge,Ie.pending_buf[Ie.pending++]=Ge>>>8&255}function pe(Ie,Ge,ze){Ie.bi_valid>16-ze?(Ie.bi_buf|=Ge<<Ie.bi_valid&65535,he(Ie,Ie.bi_buf),Ie.bi_buf=Ge>>16-Ie.bi_valid,Ie.bi_valid+=ze-16):(Ie.bi_buf|=Ge<<Ie.bi_valid&65535,Ie.bi_valid+=ze)}function be(Ie,Ge,ze){pe(Ie,ze[2*Ge],ze[2*Ge+1])}function Se(Ie,Ge){var ze=0;do ze|=1&Ie,Ie>>>=1,ze<<=1;while(--Ge>0);return ze>>>1}function ve(Ie,Ge,ze){var Ve,Ue,tt=new Array(16),Ke=0;for(Ve=1;Ve<=15;Ve++)tt[Ve]=Ke=Ke+ze[Ve-1]<<1;for(Ue=0;Ue<=Ge;Ue++){var rt=Ie[2*Ue+1];rt!==0&&(Ie[2*Ue]=Se(tt[rt]++,rt))}}function xe(Ie){var Ge;for(Ge=0;Ge<286;Ge++)Ie.dyn_ltree[2*Ge]=0;for(Ge=0;Ge<30;Ge++)Ie.dyn_dtree[2*Ge]=0;for(Ge=0;Ge<19;Ge++)Ie.bl_tree[2*Ge]=0;Ie.dyn_ltree[512]=1,Ie.opt_len=Ie.static_len=0,Ie.last_lit=Ie.matches=0}function Ee(Ie){Ie.bi_valid>8?he(Ie,Ie.bi_buf):Ie.bi_valid>0&&(Ie.pending_buf[Ie.pending++]=Ie.bi_buf),Ie.bi_buf=0,Ie.bi_valid=0}function ge(Ie,Ge,ze,Ve){var Ue=2*Ge,tt=2*ze;return Ie[Ue]<Ie[tt]||Ie[Ue]===Ie[tt]&&Ve[Ge]<=Ve[ze]}function we(Ie,Ge,ze){for(var Ve=Ie.heap[ze],Ue=ze<<1;Ue<=Ie.heap_len&&(Ue<Ie.heap_len&&ge(Ge,Ie.heap[Ue+1],Ie.heap[Ue],Ie.depth)&&Ue++,!ge(Ge,Ve,Ie.heap[Ue],Ie.depth));)Ie.heap[ze]=Ie.heap[Ue],ze=Ue,Ue<<=1;Ie.heap[ze]=Ve}function Le(Ie,Ge,ze){var Ve,Ue,tt,Ke,rt=0;if(Ie.last_lit!==0)do 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de(Ie.bl_tree,le),Ie.bi_buf=0,Ie.bi_valid=0,xe(Ie)},G._tr_stored_block=Ne,G._tr_flush_block=function(Ie,Ge,ze,Ve){var Ue,tt,Ke=0;Ie.level>0?(Ie.strm.data_type===2&&(Ie.strm.data_type=function(rt){var pt,ht=4093624447;for(pt=0;pt<=31;pt++,ht>>>=1)if(1&ht&&rt.dyn_ltree[2*pt]!==0)return 0;if(rt.dyn_ltree[18]!==0||rt.dyn_ltree[20]!==0||rt.dyn_ltree[26]!==0)return 1;for(pt=32;pt<256;pt++)if(rt.dyn_ltree[2*pt]!==0)return 1;return 0}(Ie)),Me(Ie,Ie.l_desc),Me(Ie,Ie.d_desc),Ke=function(rt){var pt;for(Pe(rt,rt.dyn_ltree,rt.l_desc.max_code),Pe(rt,rt.dyn_dtree,rt.d_desc.max_code),Me(rt,rt.bl_desc),pt=18;pt>=3&&rt.bl_tree[2*K[pt]+1]===0;pt--);return rt.opt_len+=3*(pt+1)+5+5+4,pt}(Ie),Ue=Ie.opt_len+3+7>>>3,(tt=Ie.static_len+3+7>>>3)<=Ue&&(Ue=tt)):Ue=tt=ze+5,ze+4<=Ue&&Ge!==-1?Ne(Ie,Ge,ze,Ve):Ie.strategy===4||tt===Ue?(pe(Ie,2+(Ve?1:0),3),Le(Ie,Z,J)):(pe(Ie,4+(Ve?1:0),3),function(rt,pt,ht,gt){var 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Ie.pending_buf[Ie.d_buf+2*Ie.last_lit]=Ge>>>8&255,Ie.pending_buf[Ie.d_buf+2*Ie.last_lit+1]=255&Ge,Ie.pending_buf[Ie.l_buf+Ie.last_lit]=255&ze,Ie.last_lit++,Ge===0?Ie.dyn_ltree[2*ze]++:(Ie.matches++,Ge--,Ie.dyn_ltree[2*(ie[ze]+256+1)]++,Ie.dyn_dtree[2*me(Ge)]++),Ie.last_lit===Ie.lit_bufsize-1},G._tr_align=function(Ie){pe(Ie,2,3),be(Ie,256,Z),function(Ge){Ge.bi_valid===16?(he(Ge,Ge.bi_buf),Ge.bi_buf=0,Ge.bi_valid=0):Ge.bi_valid>=8&&(Ge.pending_buf[Ge.pending++]=255&Ge.bi_buf,Ge.bi_buf>>=8,Ge.bi_valid-=8)}(Ie)}},{"../utils/common":41}],53:[function(D,F,G){F.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,F,G){(function(W){(function(q,U){if(!q.setImmediate){var 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  * {
    box-sizing: border-box;
  }

  :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;
    --lottie-player-toolbar-icon-active-color: #555;
    --lottie-player-seeker-track-color: #ccc;
    --lottie-player-seeker-thumb-color: rgba(0, 107, 120, 0.8);
    --lottie-player-seeker-display: block;

    display: block;
    width: 100%;
    height: 100%;
  }

  .main {
    display: flex;
    flex-direction: column;
    height: 100%;
    width: 100%;
  }

  .animation {
    width: 100%;
    height: 100%;
    display: flex;
  }
  .animation.controls {
    height: calc(100% - 35px);
  }

  .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%;
  }

  .toolbar button:hover {
    fill: var(--lottie-player-toolbar-icon-hover-color);
  }

  .toolbar button.active {
    fill: var(--lottie-player-toolbar-icon-active-color);
  }

  .toolbar button.active:hover {
    fill: var(--lottie-player-toolbar-icon-hover-color);
  }

  .toolbar button:focus {
    outline: 1px dotted var(--lottie-player-toolbar-icon-active-color);
  }

  .toolbar button svg {
  }

  .toolbar button.disabled svg {
    display: none;
  }

  .seeker {
    -webkit-appearance: none;
    width: 95%;
    outline: none;
    background-color: var(--lottie-player-toolbar-background-color);
    display: var(--lottie-player-seeker-display);
  }

  .seeker::-webkit-slider-runnable-track {
    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 {
    height: 15px;
    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);
    border-radius: 3px;
  }
  .seeker::-ms-fill-upper {
    background: var(--lottie-player-seeker-track-color);
    border-radius: 3px;
  }
  .seeker::-ms-thumb {
    border: 0;
    height: 15px;
    width: 15px;
    border-radius: 50%;
    background: var(--lottie-player-seeker-thumb-color);
    cursor: pointer;
  }
  .seeker:focus::-ms-fill-lower {
    background: var(--lottie-player-seeker-track-color);
  }
  .seeker:focus::-ms-fill-upper {
    background: var(--lottie-player-seeker-track-color);
  }

  .error {
    display: flex;
    justify-content: center;
    height: 100%;
    align-items: center;
  }
`]))),_templateObject,_templateObject2,_templateObject3,_templateObject4,_templateObject5,PlayerState,PlayMode,PlayerEvents;function fetchPath(R){return new Promise((B,D)=>{const F=new XMLHttpRequest;F.open("GET",R,!0),F.responseType="arraybuffer",F.send(),F.onreadystatechange=function(){F.readyState==4&&F.status==200&&jszip.loadAsync(F.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 U=q.animations[0];G.file("animations/".concat(U.id,".json")).async("string").then(Y=>{const Q=JSON.parse(Y);"assets"in Q&&Promise.all(Q.assets.map(K=>{if(K.p&&G.file("images/".concat(K.p))!=null)return new Promise(Z=>{const J=K.p.split(".").pop();G.file("images/".concat(K.p)).async("base64").then(te=>{K.p=J==="svg"||J==="svg+xml"?"data:image/svg+xml;base64,"+te:"data:;base64,"+te,K.e=1,Z()})})})).then(()=>{B(Q)})})})}).catch(G=>{D(G)})}})}(function(R){R.Loading="loading",R.Playing="playing",R.Paused="paused",R.Stopped="stopped",R.Frozen="frozen",R.Error="error"})(PlayerState||(PlayerState={})),function(R){R.Normal="normal",R.Bounce="bounce"}(PlayMode||(PlayMode={})),function(R){R.Load="load",R.Error="error",R.Ready="ready",R.Play="play",R.Pause="pause",R.Stop="stop",R.Freeze="freeze",R.Loop="loop",R.Complete="complete",R.Frame="frame"}(PlayerEvents||(PlayerEvents={}));let DotLottiePlayer=class extends 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(R){if(!this._lottie||isNaN(R.target.value))return;const B=R.target.value/100*this._lottie.totalFrames;this.seek(B)}async load(R){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(R);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(R){if(!this._lottie)return;const B=R.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 R=!(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(R){const F=document.createElement("a");F.href="data:image/svg+xml;charset=utf-8,"+encodeURIComponent(D),F.download="download_"+this.seeker+".svg",document.body.appendChild(F),F.click(),document.body.removeChild(F)}return D}freeze(){this._lottie&&(this._lottie.pause(),this.currentState=PlayerState.Frozen,this.dispatchEvent(new CustomEvent(PlayerEvents.Freeze)))}setSpeed(){let R=arguments.length>0&&arguments[0]!==void 0?arguments[0]:1;this._lottie&&this._lottie.setSpeed(R)}setDirection(R){this._lottie&&this._lottie.setDirection(R)}setLooping(R){this._lottie&&(this.loop=R,this._lottie.loop=R)}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(R=>{R[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 R=this.currentState===PlayerState.Playing,B=this.currentState===PlayerState.Paused,D=this.currentState===PlayerState.Stopped;return $(_templateObject||(_templateObject=_taggedTemplateLiteral([`
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          class=`,`
          style="align-items:center;"
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        <button
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          class=`,`
          style="align-items:center;"
          tabindex="0"
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        >
          <svg width="24" height="24" aria-hidden="true" focusable="false">
            <path d="M6 6h12v12H6V6z" />
          </svg>
        </button>
        <input
          id="lottie-seeker-input"
          class="seeker"
          type="range"
          min="0"
          step="1"
          max="100"
          .value=`,`
          @input=`,`
          @mousedown=`,`
          @mouseup=`,`
          aria-valuemin="1"
          aria-valuemax="100"
          role="slider"
          aria-valuenow=`,`
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          aria-label="lottie-seek-input"
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        <button
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          @click=`,`
          class=`,`
          style="align-items:center;"
          tabindex="0"
          aria-label="loop-toggle"
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          <svg width="24" height="24" aria-hidden="true" focusable="false">
            <path
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                </svg>
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        <div id="animation" class=`,' style="background:',`;">
          `,`
        </div>
        `,`
      </div>
    `])),R,B,this.background,this.currentState===PlayerState.Error?$(_templateObject5||(_templateObject5=_taggedTemplateLiteral([`
                <div class="error">\u26A0\uFE0F</div>
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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=R=>{if(!R&&typeof R!="number")return{};let B=1;return R>20&&R<=40?B=2:R>40&&R<=60?B=3:R>60&&R<=80?B=4:R>80&&(B=5),B},getLeveByScore=R=>{if(!R&&typeof R!="number")return{};let B=getLeveByScoreId(R);return constant[B]},getLeveByScoreMeasure=R=>{if(!R&&typeof R!="number")return{};let B=1;return R>=40&&R<70?B=2:R>=70&&R<90?B=3:R>=90&&(B=4),icons[B]},box$1="_box_1qn17_1",bg$1="_bg_1qn17_9",button$5="_button_1qn17_16",iconSound$2="_iconSound_1qn17_33",skepBtn$1="_skepBtn_1qn17_39",wrap$5="_wrap_1qn17_53",wrapContainer="_wrapContainer_1qn17_59",top$1="_top_1qn17_65",title$6="_title_1qn17_72",num$1="_num_1qn17_82",txt="_txt_1qn17_86",iconLeft="_iconLeft_1qn17_89",iconTop="_iconTop_1qn17_93",evaluatWrap="_evaluatWrap_1qn17_98",evaluatTitle="_evaluatTitle_1qn17_129",evaluatIcon="_evaluatIcon_1qn17_134",fraction$1="_fraction_1qn17_140",line="_line_1qn17_147",tips$3="_tips_1qn17_152",btns$3="_btns_1qn17_164",btnIcon="_btnIcon_1qn17_177",rigthBtns="_rigthBtns_1qn17_181",confirm="_confirm_1qn17_191",iconTitle$1="_iconTitle_1qn17_197",footer="_footer_1qn17_202",sbtn$1="_sbtn_1qn17_231",headerButton$1="_headerButton_1qn17_238",headBtn="_headBtn_1qn17_248",headBtnDisable="_headBtnDisable_1qn17_264",noSaveTip$1="_noSaveTip_1qn17_268",arrowIcon$1="_arrowIcon_1qn17_296";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,headBtnDisable,noSaveTip:noSaveTip$1,arrowIcon:arrowIcon$1},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(R,{emit:B}){const D=useOriginSearch(),F=!!D.unitId,G=ref(!1),W=ref(""),{data:q}=toRefs(R),U=location.pathname,Y=()=>{var ie,se,re,ae,le,ce,fe,de,me;const te={id:(ie=q.value)==null?void 0:ie.recordId,musicId:D.id,name:((se=state$4.user)==null?void 0:se.username)||"",subjectName:(((re=state$4.user)==null?void 0:re.subjectName)||"").split(",")[0]||"",avatar:encodeURIComponent(((ae=state$4.user)==null?void 0:ae.avatar)||""),score:((le=q.value)==null?void 0:le.score)||0,examSongName:((ce=state$2.activeDetail)==null?void 0:ce.examSongName)||""};return state$2.isPercussion||(te.intonation=(fe=q.value)==null?void 0:fe.intonation,te.cadence=(de=q.value)==null?void 0:de.cadence,te.integrity=(me=q.value)==null?void 0:me.integrity),`${location.origin}${U}/share-colexiu-evaluating/index.html?${queryString.stringify(te)}`},Q=te=>{const ie=te.target;ie&&(ie.contentWindow.setPng=se=>{W.value=se})},K=()=>{!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()}},te=>{var ie,se,re;(ie=te==null?void 0:te.content)!=null&&ie.status&&(G.value=!1),(se=te==null?void 0:te.content)!=null&&se.message&&Toast((re=te==null?void 0:te.content)==null?void 0:re.message)})},Z=()=>{var te;postMessage$1({api:"openWebView",content:{url:`${location.origin}${U}colexiu-report.html?source=evaluation&musicId=${D.id}&id=${(te=q.value)==null?void 0:te.recordIdStr}`,orientation:0,isHideTitle:!0,statusBarTextColor:!1,isOpenLight:!0,c_orientation:0}})},J=computed(()=>{let te="";return(F||state$2.section.length===2||state$2.activeDetail.isAppPlay||state.basePlayRate!=1||!state.songs.background)&&(te=F?"\u5355\u5143\u6D4B\u9A8C\u6682\u4E0D\u652F\u6301\u4FDD\u5B58\u4F5C\u54C1\u5662\uFF5E":!state.songs.background||state$2.activeDetail.isAppPlay?"\u8BE5\u66F2\u76EE\u6682\u4E0D\u652F\u6301\u4FDD\u5B58\u4F5C\u54C1\u5662\uFF5E":state$2.section.length===2?"\u9009\u6BB5\u540E\u6682\u4E0D\u652F\u6301\u4FDD\u5B58\u4F5C\u54C1\u5662\uFF5E":state.basePlayRate!=1?"\u8C03\u901F\u540E\u6682\u4E0D\u652F\u6301\u4FDD\u5B58\u4F5C\u54C1\u5662\uFF5E":""),te});return()=>{var ie,se;const te=getLeveByScoreId((ie=q.value)==null?void 0:ie.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},[(se=q.value)==null?void 0:se.score]),createVNode("span",{class:evastyles.txt},[createTextVNode("\u5206 "),scoreInfos[te].mome])]),createVNode("div",{class:evastyles.line},null)]),createVNode("img",{class:evastyles.iconTop,src:scoreInfos[te].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 re;return 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ge.completeData=xe,ge.checkColors=Se,ge.checkChars=pe,ge.checkPathProperties=be,ge.checkShapes=ve,ge.completeLayers=re,ge}if(W.dataManager||(W.dataManager=ie()),W.assetLoader||(W.assetLoader=function(){function re(le){var ce=le.getResponseHeader("content-type");return ce&&le.responseType==="json"&&ce.indexOf("json")!==-1||le.response&&_typeof$5(le.response)==="object"?le.response:le.response&&typeof le.response=="string"?JSON.parse(le.response):le.responseText?JSON.parse(le.responseText):null}function ae(le,ce,fe,de){var me,he=new XMLHttpRequest;try{he.responseType="json"}catch{}he.onreadystatechange=function(){if(he.readyState===4)if(he.status===200)me=re(he),fe(me);else try{me=re(he),fe(me)}catch(pe){de&&de(pe)}};try{he.open("GET",le,!0)}catch{he.open("GET",ce+"/"+le,!0)}he.send()}return{load:ae}}()),te.data.type==="loadAnimation")W.assetLoader.load(te.data.path,te.data.fullPath,function(re){W.dataManager.completeData(re),W.postMessage({id:te.data.id,payload:re,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(re){W.postMessage({id:te.data.id,payload:re,status:"success"})},function(){W.postMessage({id:te.data.id,status:"error"})})}),F.onmessage=function(J){var te=J.data,ie=te.id,se=B[ie];B[ie]=null,te.status==="success"?se.onComplete(te.payload):se.onError&&se.onError()})}function Y(J,te){R+=1;var ie="processId_"+R;return B[ie]={onComplete:J,onError:te},ie}function Q(J,te,ie){U();var se=Y(te,ie);F.postMessage({type:"loadAnimation",path:J,fullPath:window.location.origin+window.location.pathname,id:se})}function K(J,te,ie){U();var se=Y(te,ie);F.postMessage({type:"loadData",path:J,fullPath:window.location.origin+window.location.pathname,id:se})}function Z(J,te,ie){U();var se=Y(te,ie);F.postMessage({type:"complete",animation:J,id:se})}return{loadAnimation:Q,loadData:K,completeAnimation:Z}}(),ImagePreloader=function(){var R=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 F(ae,le,ce){var fe="";if(ae.e)fe=ae.p;else if(le){var de=ae.p;de.indexOf("images/")!==-1&&(de=de.split("/")[1]),fe=le+de}else fe=ce,fe+=ae.u?ae.u:"",fe+=ae.p;return fe}function G(ae){var le=0,ce=setInterval(function(){var fe=ae.getBBox();(fe.width||le>500)&&(this._imageLoaded(),clearInterval(ce)),le+=1}.bind(this),50)}function W(ae){var le=F(ae,this.assetsPath,this.path),ce=createNS("image");isSafari?this.testImageLoaded(ce):ce.addEventListener("load",this._imageLoaded,!1),ce.addEventListener("error",function(){fe.img=R,this._imageLoaded()}.bind(this),!1),ce.setAttributeNS("http://www.w3.org/1999/xlink","href",le),this._elementHelper.append?this._elementHelper.append(ce):this._elementHelper.appendChild(ce);var fe={img:ce,assetData:ae};return fe}function q(ae){var le=F(ae,this.assetsPath,this.path),ce=createTag("img");ce.crossOrigin="anonymous",ce.addEventListener("load",this._imageLoaded,!1),ce.addEventListener("error",function(){fe.img=R,this._imageLoaded()}.bind(this),!1),ce.src=le;var fe={img:ce,assetData:ae};return fe}function U(ae){var le={assetData:ae},ce=F(ae,this.assetsPath,this.path);return dataManager.loadData(ce,function(fe){le.img=fe,this._footageLoaded()}.bind(this),function(){le.img={},this._footageLoaded()}.bind(this)),le}function Y(ae,le){this.imagesLoadedCb=le;var ce,fe=ae.length;for(ce=0;ce<fe;ce+=1)ae[ce].layers||(!ae[ce].t||ae[ce].t==="seq"?(this.totalImages+=1,this.images.push(this._createImageData(ae[ce]))):ae[ce].t===3&&(this.totalFootages+=1,this.images.push(this.createFootageData(ae[ce]))))}function Q(ae){this.path=ae||""}function K(ae){this.assetsPath=ae||""}function Z(ae){for(var le=0,ce=this.images.length;le<ce;){if(this.images[le].assetData===ae)return this.images[le].img;le+=1}return null}function J(){this.imagesLoadedCb=null,this.images.length=0}function te(){return this.totalImages===this.loadedAssets}function ie(){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 re(){this._imageLoaded=B.bind(this),this._footageLoaded=D.bind(this),this.testImageLoaded=G.bind(this),this.createFootageData=U.bind(this),this.assetsPath="",this.path="",this.totalImages=0,this.totalFootages=0,this.loadedAssets=0,this.loadedFootagesCount=0,this.imagesLoadedCb=null,this.images=[]}return re.prototype={loadAssets:Y,setAssetsPath:K,setPath:Q,loadedImages:te,loadedFootages:ie,destroy:J,getAsset:Z,createImgData:q,createImageData:W,imageLoaded:B,footageLoaded:D,setCacheType:se},re}();function BaseEvent(){}BaseEvent.prototype={triggerEvent:function(B,D){if(this._cbs[B])for(var F=this._cbs[B],G=0;G<F.length;G+=1)F[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 F=0,G=this._cbs[B].length;F<G;)this._cbs[B][F]===D&&(this._cbs[B].splice(F,1),F-=1,G-=1),F+=1;this._cbs[B].length||(this._cbs[B]=null)}}};var markerParser=function(){function R(B){for(var D=B.split(`\r
`),F={},G,W=0,q=0;q<D.length;q+=1)G=D[q].split(":"),G.length===2&&(F[G[0]]=G[1].trim(),W+=1);if(W===0)throw new Error;return F}return function(B){for(var D=[],F=0;F<B.length;F+=1){var G=B[F],W={time:G.tm,duration:G.dr};try{W.payload=JSON.parse(B[F].cm)}catch{try{W.payload=R(B[F].cm)}catch{W.payload={name:B[F].cm}}}D.push(W)}return D}}(),ProjectInterface=function(){function R(B){this.compositions.push(B)}return function(){function B(D){for(var F=0,G=this.compositions.length;F<G;){if(this.compositions[F].data&&this.compositions[F].data.nm===D)return this.compositions[F].prepareFrame&&this.compositions[F].data.xt&&this.compositions[F].prepareFrame(this.currentFrame),this.compositions[F].compInterface;F+=1}return null}return B.compositions=[],B.currentFrame=0,B.registerComposition=R,B}}(),renderers={},registerRenderer=function(B,D){renderers[B]=D};function getRenderer(R){return renderers[R]}function _typeof$4(R){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(R)}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(R){(R.wrapper||R.container)&&(this.wrapper=R.wrapper||R.container);var B="svg";R.animType?B=R.animType:R.renderer&&(B=R.renderer);var D=getRenderer(B);this.renderer=new D(this,R.rendererSettings),this.imagePreloader.setCacheType(B,this.renderer.globalData.defs),this.renderer.setProjectInterface(this.projectInterface),this.animType=B,R.loop===""||R.loop===null||R.loop===void 0||R.loop===!0?this.loop=!0:R.loop===!1?this.loop=!1:this.loop=parseInt(R.loop,10),this.autoplay="autoplay"in R?R.autoplay:!0,this.name=R.name?R.name:"",this.autoloadSegments=Object.prototype.hasOwnProperty.call(R,"autoloadSegments")?R.autoloadSegments:!0,this.assetsPath=R.assetsPath,this.initialSegment=R.initialSegment,R.audioFactory&&this.audioController.setAudioFactory(R.audioFactory),R.animationData?this.setupAnimation(R.animationData):R.path&&(R.path.lastIndexOf("\\")!==-1?this.path=R.path.substr(0,R.path.lastIndexOf("\\")+1):this.path=R.path.substr(0,R.path.lastIndexOf("/")+1),this.fileName=R.path.substr(R.path.lastIndexOf("/")+1),this.fileName=this.fileName.substr(0,this.fileName.lastIndexOf(".json")),dataManager.loadAnimation(R.path,this.configAnimation,this.onSetupError))},AnimationItem.prototype.onSetupError=function(){this.trigger("data_failed")},AnimationItem.prototype.setupAnimation=function(R){dataManager.completeAnimation(R,this.configAnimation)},AnimationItem.prototype.setData=function(R,B){B&&_typeof$4(B)!=="object"&&(B=JSON.parse(B));var D={wrapper:R,animationData:B},F=R.attributes;D.path=F.getNamedItem("data-animation-path")?F.getNamedItem("data-animation-path").value:F.getNamedItem("data-bm-path")?F.getNamedItem("data-bm-path").value:F.getNamedItem("bm-path")?F.getNamedItem("bm-path").value:"",D.animType=F.getNamedItem("data-anim-type")?F.getNamedItem("data-anim-type").value:F.getNamedItem("data-bm-type")?F.getNamedItem("data-bm-type").value:F.getNamedItem("bm-type")?F.getNamedItem("bm-type").value:F.getNamedItem("data-bm-renderer")?F.getNamedItem("data-bm-renderer").value:F.getNamedItem("bm-renderer")?F.getNamedItem("bm-renderer").value:"canvas";var G=F.getNamedItem("data-anim-loop")?F.getNamedItem("data-anim-loop").value:F.getNamedItem("data-bm-loop")?F.getNamedItem("data-bm-loop").value:F.getNamedItem("bm-loop")?F.getNamedItem("bm-loop").value:"";G==="false"?D.loop=!1:G==="true"?D.loop=!0:G!==""&&(D.loop=parseInt(G,10));var W=F.getNamedItem("data-anim-autoplay")?F.getNamedItem("data-anim-autoplay").value:F.getNamedItem("data-bm-autoplay")?F.getNamedItem("data-bm-autoplay").value:F.getNamedItem("bm-autoplay")?F.getNamedItem("bm-autoplay").value:!0;D.autoplay=W!=="false",D.name=F.getNamedItem("data-name")?F.getNamedItem("data-name").value:F.getNamedItem("data-bm-name")?F.getNamedItem("data-bm-name").value:F.getNamedItem("bm-name")?F.getNamedItem("bm-name").value:"";var q=F.getNamedItem("data-anim-prerender")?F.getNamedItem("data-anim-prerender").value:F.getNamedItem("data-bm-prerender")?F.getNamedItem("data-bm-prerender").value:F.getNamedItem("bm-prerender")?F.getNamedItem("bm-prerender").value:"";q==="false"&&(D.prerender=!1),this.setParams(D)},AnimationItem.prototype.includeLayers=function(R){R.op>this.animationData.op&&(this.animationData.op=R.op,this.totalFrames=Math.floor(R.op-this.animationData.ip));var B=this.animationData.layers,D,F=B.length,G=R.layers,W,q=G.length;for(W=0;W<q;W+=1)for(D=0;D<F;){if(B[D].id===G[W].id){B[D]=G[W];break}D+=1}if((R.chars||R.fonts)&&(this.renderer.globalData.fontManager.addChars(R.chars),this.renderer.globalData.fontManager.addFonts(R.fonts,this.renderer.globalData.defs)),R.assets)for(F=R.assets.length,D=0;D<F;D+=1)this.animationData.assets.push(R.assets[D]);this.animationData.__complete=!1,dataManager.completeAnimation(this.animationData,this.onSegmentComplete)},AnimationItem.prototype.onSegmentComplete=function(R){this.animationData=R;var B=getExpressionsPlugin();B&&B.initExpressions(this),this.loadNextSegment()},AnimationItem.prototype.loadNextSegment=function(){var R=this.animationData.segments;if(!R||R.length===0||!this.autoloadSegments){this.trigger("data_ready"),this.timeCompleted=this.totalFrames;return}var B=R.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 R=this.animationData.segments;R||(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(R){if(!!this.renderer)try{this.animationData=R,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(R),R.assets||(R.assets=[]),this.assets=this.animationData.assets,this.frameRate=this.animationData.fr,this.frameMult=this.animationData.fr/1e3,this.renderer.searchExtraCompositions(R.assets),this.markers=markerParser(R.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 R=getExpressionsPlugin();R&&R.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(R){this.isSubframeEnabled=!!R},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(R){this.triggerRenderFrameError(R)}},AnimationItem.prototype.play=function(R){R&&this.name!==R||this.isPaused===!0&&(this.isPaused=!1,this.trigger("_pause"),this.audioController.resume(),this._idle&&(this._idle=!1,this.trigger("_active")))},AnimationItem.prototype.pause=function(R){R&&this.name!==R||this.isPaused===!1&&(this.isPaused=!0,this.trigger("_play"),this._idle=!0,this.trigger("_idle"),this.audioController.pause())},AnimationItem.prototype.togglePause=function(R){R&&this.name!==R||(this.isPaused===!0?this.play():this.pause())},AnimationItem.prototype.stop=function(R){R&&this.name!==R||(this.pause(),this.playCount=0,this._completedLoop=!1,this.setCurrentRawFrameValue(0))},AnimationItem.prototype.getMarkerData=function(R){for(var B,D=0;D<this.markers.length;D+=1)if(B=this.markers[D],B.payload&&B.payload.name===R)return B;return null},AnimationItem.prototype.goToAndStop=function(R,B,D){if(!(D&&this.name!==D)){var F=Number(R);if(isNaN(F)){var G=this.getMarkerData(R);G&&this.goToAndStop(G.time,!0)}else B?this.setCurrentRawFrameValue(R):this.setCurrentRawFrameValue(R*this.frameModifier);this.pause()}},AnimationItem.prototype.goToAndPlay=function(R,B,D){if(!(D&&this.name!==D)){var F=Number(R);if(isNaN(F)){var G=this.getMarkerData(R);G&&(G.duration?this.playSegments([G.time,G.time+G.duration],!0):this.goToAndStop(G.time,!0))}else this.goToAndStop(F,B,D);this.play()}},AnimationItem.prototype.advanceTime=function(R){if(!(this.isPaused===!0||this.isLoaded===!1)){var B=this.currentRawFrame+R*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(R,B){this.playCount=0,R[1]<R[0]?(this.frameModifier>0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(-1)),this.totalFrames=R[0]-R[1],this.timeCompleted=this.totalFrames,this.firstFrame=R[1],this.setCurrentRawFrameValue(this.totalFrames-.001-B)):R[1]>R[0]&&(this.frameModifier<0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(1)),this.totalFrames=R[1]-R[0],this.timeCompleted=this.totalFrames,this.firstFrame=R[0],this.setCurrentRawFrameValue(.001+B)),this.trigger("segmentStart")},AnimationItem.prototype.setSegment=function(R,B){var D=-1;this.isPaused&&(this.currentRawFrame+this.firstFrame<R?D=R:this.currentRawFrame+this.firstFrame>B&&(D=B-R)),this.firstFrame=R,this.totalFrames=B-R,this.timeCompleted=this.totalFrames,D!==-1&&this.goToAndStop(D,!0)},AnimationItem.prototype.playSegments=function(R,B){if(B&&(this.segments.length=0),_typeof$4(R[0])==="object"){var D,F=R.length;for(D=0;D<F;D+=1)this.segments.push(R[D])}else this.segments.push(R);this.segments.length&&B&&this.adjustSegment(this.segments.shift(),0),this.isPaused&&this.play()},AnimationItem.prototype.resetSegments=function(R){this.segments.length=0,this.segments.push([this.animationData.ip,this.animationData.op]),R&&this.checkSegments(0)},AnimationItem.prototype.checkSegments=function(R){return this.segments.length?(this.adjustSegment(this.segments.shift(),R),!0):!1},AnimationItem.prototype.destroy=function(R){R&&this.name!==R||!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(R){this.currentRawFrame=R,this.gotoFrame()},AnimationItem.prototype.setSpeed=function(R){this.playSpeed=R,this.updaFrameModifier()},AnimationItem.prototype.setDirection=function(R){this.playDirection=R<0?-1:1,this.updaFrameModifier()},AnimationItem.prototype.setVolume=function(R,B){B&&this.name!==B||this.audioController.setVolume(R)},AnimationItem.prototype.getVolume=function(){return 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ie=te.percents,se=te.lengths,re=ie.length,ae=bmFloor((re-1)*J),le=J*te.addedLength,ce=0;if(ae===re-1||ae===0||le===se[ae])return ie[ae];for(var fe=se[ae]>le?-1:1,de=!0;de;)if(se[ae]<=le&&se[ae+1]>le?(ce=(le-se[ae])/(se[ae+1]-se[ae]),de=!1):ae+=fe,ae<0||ae>=re-1){if(ae===re-1)return ie[ae];de=!1}return ie[ae]+(ie[ae+1]-ie[ae])*ce}function Q(J,te,ie,se,re,ae){var le=Y(re,ae),ce=1-le,fe=R.round((ce*ce*ce*J[0]+(le*ce*ce+ce*le*ce+ce*ce*le)*ie[0]+(le*le*ce+ce*le*le+le*ce*le)*se[0]+le*le*le*te[0])*1e3)/1e3,de=R.round((ce*ce*ce*J[1]+(le*ce*ce+ce*le*ce+ce*ce*le)*ie[1]+(le*le*ce+ce*le*le+le*ce*le)*se[1]+le*le*le*te[1])*1e3)/1e3;return[fe,de]}var K=createTypedArray("float32",8);function Z(J,te,ie,se,re,ae,le){re<0?re=0:re>1&&(re=1);var ce=Y(re,le);ae=ae>1?1:ae;var fe=Y(ae,le),de,me=J.length,he=1-ce,pe=1-fe,be=he*he*he,Se=ce*he*he*3,ve=ce*ce*he*3,xe=ce*ce*ce,Ee=he*he*pe,ge=ce*he*pe+he*ce*pe+he*he*fe,we=ce*ce*pe+he*ce*fe+ce*he*fe,Le=ce*ce*fe,Me=he*pe*pe,Pe=ce*pe*pe+he*fe*pe+he*pe*fe,Ce=ce*fe*pe+he*fe*fe+ce*pe*fe,De=ce*fe*fe,Ne=pe*pe*pe,Ie=fe*pe*pe+pe*fe*pe+pe*pe*fe,Ge=fe*fe*pe+pe*fe*fe+fe*pe*fe,ze=fe*fe*fe;for(de=0;de<me;de+=1)K[de*4]=R.round((be*J[de]+Se*ie[de]+ve*se[de]+xe*te[de])*1e3)/1e3,K[de*4+1]=R.round((Ee*J[de]+ge*ie[de]+we*se[de]+Le*te[de])*1e3)/1e3,K[de*4+2]=R.round((Me*J[de]+Pe*ie[de]+Ce*se[de]+De*te[de])*1e3)/1e3,K[de*4+3]=R.round((Ne*J[de]+Ie*ie[de]+Ge*se[de]+ze*te[de])*1e3)/1e3;return K}return{getSegmentsLength:G,getNewSegment:Z,getPointInSegment:Q,buildBezierData:U,pointOnLine2D:B,pointOnLine3D:D}}var bez=bezFunction(),PropertyFactory=function(){var R=initialDefaultFrame,B=Math.abs;function D(re,ae){var le=this.offsetTime,ce;this.propType==="multidimensional"&&(ce=createTypedArray("float32",this.pv.length));for(var 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for(de=0;de<me;de+=1)pe.h!==1&&(re>=Me?Ee=1:re<Pe?Ee=0:(pe.o.x.constructor===Array?(Se.__fnct||(Se.__fnct=[]),Se.__fnct[de]?Le=Se.__fnct[de]:(Ve=pe.o.x[de]===void 0?pe.o.x[0]:pe.o.x[de],Ue=pe.o.y[de]===void 0?pe.o.y[0]:pe.o.y[de],tt=pe.i.x[de]===void 0?pe.i.x[0]:pe.i.x[de],Ke=pe.i.y[de]===void 0?pe.i.y[0]:pe.i.y[de],Le=BezierFactory.getBezierEasing(Ve,Ue,tt,Ke).get,Se.__fnct[de]=Le)):Se.__fnct?Le=Se.__fnct:(Ve=pe.o.x,Ue=pe.o.y,tt=pe.i.x,Ke=pe.i.y,Le=BezierFactory.getBezierEasing(Ve,Ue,tt,Ke).get,pe.keyframeMetadata=Le),Ee=Le((re-Pe)/(Me-Pe)))),Ce=be.s||pe.e,rt=pe.h===1?pe.s[de]:pe.s[de]+(Ce[de]-pe.s[de])*Ee,this.propType==="multidimensional"?ce[de]=rt:ce=rt}return ae.lastIndex=fe,ce}function F(re,ae,le){var ce=[],fe=re[0],de=re[1],me=re[2],he=re[3],pe=ae[0],be=ae[1],Se=ae[2],ve=ae[3],xe,Ee,ge,we,Le;return Ee=fe*pe+de*be+me*Se+he*ve,Ee<0&&(Ee=-Ee,pe=-pe,be=-be,Se=-Se,ve=-ve),1-Ee>1e-6?(xe=Math.acos(Ee),ge=Math.sin(xe),we=Math.sin((1-le)*xe)/ge,Le=Math.sin(le*xe)/ge):(we=1-le,Le=le),ce[0]=we*fe+Le*pe,ce[1]=we*de+Le*be,ce[2]=we*me+Le*Se,ce[3]=we*he+Le*ve,ce}function G(re,ae){var le=ae[0],ce=ae[1],fe=ae[2],de=ae[3],me=Math.atan2(2*ce*de-2*le*fe,1-2*ce*ce-2*fe*fe),he=Math.asin(2*le*ce+2*fe*de),pe=Math.atan2(2*le*de-2*ce*fe,1-2*le*le-2*fe*fe);re[0]=me/degToRads,re[1]=he/degToRads,re[2]=pe/degToRads}function W(re){var ae=re[0]*degToRads,le=re[1]*degToRads,ce=re[2]*degToRads,fe=Math.cos(ae/2),de=Math.cos(le/2),me=Math.cos(ce/2),he=Math.sin(ae/2),pe=Math.sin(le/2),be=Math.sin(ce/2),Se=fe*de*me-he*pe*be,ve=he*pe*me+fe*de*be,xe=he*de*me+fe*pe*be,Ee=fe*pe*me-he*de*be;return[ve,xe,Ee,Se]}function q(){var re=this.comp.renderedFrame-this.offsetTime,ae=this.keyframes[0].t-this.offsetTime,le=this.keyframes[this.keyframes.length-1].t-this.offsetTime;if(!(re===this._caching.lastFrame||this._caching.lastFrame!==R&&(this._caching.lastFrame>=le&&re>=le||this._caching.lastFrame<ae&&re<ae))){this._caching.lastFrame>=re&&(this._caching._lastKeyframeIndex=-1,this._caching.lastIndex=0);var ce=this.interpolateValue(re,this._caching);this.pv=ce}return this._caching.lastFrame=re,this.pv}function U(re){var ae;if(this.propType==="unidimensional")ae=re*this.mult,B(this.v-ae)>1e-5&&(this.v=ae,this._mdf=!0);else for(var le=0,ce=this.v.length;le<ce;)ae=re[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 re,ae=this.effectsSequence.length,le=this.kf?this.pv:this.data.k;for(re=0;re<ae;re+=1)le=this.effectsSequence[re](le);this.setVValue(le),this._isFirstFrame=!1,this.lock=!1,this.frameId=this.elem.globalData.frameId}}function Q(re){this.effectsSequence.push(re),this.container.addDynamicProperty(this)}function K(re,ae,le,ce){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=re,this.container=ce,this.comp=re.comp,this.k=!1,this.kf=!1,this.vel=0,this.effectsSequence=[],this._isFirstFrame=!0,this.getValue=Y,this.setVValue=U,this.addEffect=Q}function Z(re,ae,le,ce){this.propType="multidimensional",this.mult=le||1,this.data=ae,this._mdf=!1,this.elem=re,this.container=ce,this.comp=re.comp,this.k=!1,this.kf=!1,this.frameId=-1;var fe,de=ae.k.length;for(this.v=createTypedArray("float32",de),this.pv=createTypedArray("float32",de),this.vel=createTypedArray("float32",de),fe=0;fe<de;fe+=1)this.v[fe]=ae.k[fe]*this.mult,this.pv[fe]=ae.k[fe];this._isFirstFrame=!0,this.effectsSequence=[],this.getValue=Y,this.setVValue=U,this.addEffect=Q}function J(re,ae,le,ce){this.propType="unidimensional",this.keyframes=ae.k,this.keyframesMetadata=[],this.offsetTime=re.data.st,this.frameId=-1,this._caching={lastFrame:R,lastIndex:0,value:0,_lastKeyframeIndex:-1},this.k=!0,this.kf=!0,this.data=ae,this.mult=le||1,this.elem=re,this.container=ce,this.comp=re.comp,this.v=R,this.pv=R,this._isFirstFrame=!0,this.getValue=Y,this.setVValue=U,this.interpolateValue=D,this.effectsSequence=[q.bind(this)],this.addEffect=Q}function te(re,ae,le,ce){this.propType="multidimensional";var fe,de=ae.k.length,me,he,pe,be;for(fe=0;fe<de-1;fe+=1)ae.k[fe].to&&ae.k[fe].s&&ae.k[fe+1]&&ae.k[fe+1].s&&(me=ae.k[fe].s,he=ae.k[fe+1].s,pe=ae.k[fe].to,be=ae.k[fe].ti,(me.length===2&&!(me[0]===he[0]&&me[1]===he[1])&&bez.pointOnLine2D(me[0],me[1],he[0],he[1],me[0]+pe[0],me[1]+pe[1])&&bez.pointOnLine2D(me[0],me[1],he[0],he[1],he[0]+be[0],he[1]+be[1])||me.length===3&&!(me[0]===he[0]&&me[1]===he[1]&&me[2]===he[2])&&bez.pointOnLine3D(me[0],me[1],me[2],he[0],he[1],he[2],me[0]+pe[0],me[1]+pe[1],me[2]+pe[2])&&bez.pointOnLine3D(me[0],me[1],me[2],he[0],he[1],he[2],he[0]+be[0],he[1]+be[1],he[2]+be[2]))&&(ae.k[fe].to=null,ae.k[fe].ti=null),me[0]===he[0]&&me[1]===he[1]&&pe[0]===0&&pe[1]===0&&be[0]===0&&be[1]===0&&(me.length===2||me[2]===he[2]&&pe[2]===0&&be[2]===0)&&(ae.k[fe].to=null,ae.k[fe].ti=null));this.effectsSequence=[q.bind(this)],this.data=ae,this.keyframes=ae.k,this.keyframesMetadata=[],this.offsetTime=re.data.st,this.k=!0,this.kf=!0,this._isFirstFrame=!0,this.mult=le||1,this.elem=re,this.container=ce,this.comp=re.comp,this.getValue=Y,this.setVValue=U,this.interpolateValue=D,this.frameId=-1;var Se=ae.k[0].s.length;for(this.v=createTypedArray("float32",Se),this.pv=createTypedArray("float32",Se),fe=0;fe<Se;fe+=1)this.v[fe]=R,this.pv[fe]=R;this._caching={lastFrame:R,lastIndex:0,value:createTypedArray("float32",Se)},this.addEffect=Q}function ie(re,ae,le,ce,fe){var de;if(!ae.k.length)de=new K(re,ae,ce,fe);else if(typeof ae.k[0]=="number")de=new Z(re,ae,ce,fe);else switch(le){case 0:de=new J(re,ae,ce,fe);break;case 1:de=new te(re,ae,ce,fe);break}return de.effectsSequence.length&&fe.addDynamicProperty(de),de}var se={getProp:ie};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 R(){return createTypedArray("float32",2)}return poolFactory(8,R)}();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(R,B){this.c=R,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(R){for(;this._maxLength<R;)this.doubleArrayLength();this._length=R},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(R,B,D,F,G){var W;switch(this._length=Math.max(this._length,F+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[F]||W[F]&&!G)&&(W[F]=pointPool.newElement()),W[F][0]=R,W[F][1]=B},ShapePath.prototype.setTripleAt=function(R,B,D,F,G,W,q,U){this.setXYAt(R,B,"v",q,U),this.setXYAt(D,F,"o",q,U),this.setXYAt(G,W,"i",q,U)},ShapePath.prototype.reverse=function(){var R=new ShapePath;R.setPathData(this.c,this._length);var B=this.v,D=this.o,F=this.i,G=0;this.c&&(R.setTripleAt(B[0][0],B[0][1],F[0][0],F[0][1],D[0][0],D[0][1],0,!1),G=1);var W=this._length-1,q=this._length,U;for(U=G;U<q;U+=1)R.setTripleAt(B[W][0],B[W][1],F[W][0],F[W][1],D[W][0],D[W][1],U,!1),W-=1;return R};var shapePool=function(){function R(){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=F.newElement(),q,U=G._length===void 0?G.v.length:G._length;for(W.setLength(U),W.c=G.c,q=0;q<U;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 F=poolFactory(4,R,B);return F.clone=D,F}();function ShapeCollection(){this._length=0,this._maxLength=4,this.shapes=createSizedArray(this._maxLength)}ShapeCollection.prototype.addShape=function(R){this._length===this._maxLength&&(this.shapes=this.shapes.concat(createSizedArray(this._maxLength)),this._maxLength*=2),this.shapes[this._length]=R,this._length+=1},ShapeCollection.prototype.releaseShapes=function(){var R;for(R=0;R<this._length;R+=1)shapePool.release(this.shapes[R]);this._length=0};var shapeCollectionPool=function(){var R={newShapeCollection:G,release:W},B=0,D=4,F=createSizedArray(D);function G(){var q;return B?(B-=1,q=F[B]):q=new ShapeCollection,q}function W(q){var U,Y=q._length;for(U=0;U<Y;U+=1)shapePool.release(q.shapes[U]);q._length=0,B===D&&(F=pooling.double(F),D*=2),F[B]=q,B+=1}return R}(),ShapePropertyFactory=function(){var R=-999999;function B(ae,le,ce){var fe=ce.lastIndex,de,me,he,pe,be,Se,ve,xe,Ee,ge=this.keyframes;if(ae<ge[0].t-this.offsetTime)de=ge[0].s[0],he=!0,fe=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 we=fe,Le=ge.length-1,Me=!0,Pe,Ce,De;Me&&(Pe=ge[we],Ce=ge[we+1],!(Ce.t-this.offsetTime>ae));)we<Le-1?we+=1:Me=!1;if(De=this.keyframesMetadata[we]||{},he=Pe.h===1,fe=we,!he){if(ae>=Ce.t-this.offsetTime)xe=1;else if(ae<Pe.t-this.offsetTime)xe=0;else{var Ne;De.__fnct?Ne=De.__fnct:(Ne=BezierFactory.getBezierEasing(Pe.o.x,Pe.o.y,Pe.i.x,Pe.i.y).get,De.__fnct=Ne),xe=Ne((ae-(Pe.t-this.offsetTime))/(Ce.t-this.offsetTime-(Pe.t-this.offsetTime)))}me=Ce.s?Ce.s[0]:Pe.e[0]}de=Pe.s[0]}for(Se=le._length,ve=de.i[0].length,ce.lastIndex=fe,pe=0;pe<Se;pe+=1)for(be=0;be<ve;be+=1)Ee=he?de.i[pe][be]:de.i[pe][be]+(me.i[pe][be]-de.i[pe][be])*xe,le.i[pe][be]=Ee,Ee=he?de.o[pe][be]:de.o[pe][be]+(me.o[pe][be]-de.o[pe][be])*xe,le.o[pe][be]=Ee,Ee=he?de.v[pe][be]:de.v[pe][be]+(me.v[pe][be]-de.v[pe][be])*xe,le.v[pe][be]=Ee}function D(){var ae=this.comp.renderedFrame-this.offsetTime,le=this.keyframes[0].t-this.offsetTime,ce=this.keyframes[this.keyframes.length-1].t-this.offsetTime,fe=this._caching.lastFrame;return fe!==R&&(fe<le&&ae<le||fe>ce&&ae>ce)||(this._caching.lastIndex=fe<ae?this._caching.lastIndex:0,this.interpolateShape(ae,this.pv,this._caching)),this._caching.lastFrame=ae,this.pv}function F(){this.paths=this.localShapeCollection}function G(ae,le){if(ae._length!==le._length||ae.c!==le.c)return!1;var ce,fe=ae._length;for(ce=0;ce<fe;ce+=1)if(ae.v[ce][0]!==le.v[ce][0]||ae.v[ce][1]!==le.v[ce][1]||ae.o[ce][0]!==le.o[ce][0]||ae.o[ce][1]!==le.o[ce][1]||ae.i[ce][0]!==le.i[ce][0]||ae.i[ce][1]!==le.i[ce][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,ce=this.effectsSequence.length;for(le=0;le<ce;le+=1)ae=this.effectsSequence[le](ae);this.setVValue(ae),this.lock=!1,this.frameId=this.elem.globalData.frameId}}function U(ae,le,ce){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 fe=ce===3?le.pt.k:le.ks.k;this.v=shapePool.clone(fe),this.pv=shapePool.clone(this.v),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.paths.addShape(this.v),this.reset=F,this.effectsSequence=[]}function Y(ae){this.effectsSequence.push(ae),this.container.addDynamicProperty(this)}U.prototype.interpolateShape=B,U.prototype.getValue=q,U.prototype.setVValue=W,U.prototype.addEffect=Y;function Q(ae,le,ce){this.propType="shape",this.comp=ae.comp,this.elem=ae,this.container=ae,this.offsetTime=ae.data.st,this.keyframes=ce===3?le.pt.k:le.ks.k,this.keyframesMetadata=[],this.k=!0,this.kf=!0;var fe=this.keyframes[0].s[0].i.length;this.v=shapePool.newElement(),this.v.setPathData(this.keyframes[0].s[0].c,fe),this.pv=shapePool.clone(this.v),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.paths.addShape(this.v),this.lastFrame=R,this.reset=F,this._caching={lastFrame:R,lastIndex:0},this.effectsSequence=[D.bind(this)]}Q.prototype.getValue=q,Q.prototype.interpolateShape=B,Q.prototype.setVValue=W,Q.prototype.addEffect=Y;var K=function(){var ae=roundCorner;function le(ce,fe){this.v=shapePool.newElement(),this.v.setPathData(!0,4),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.localShapeCollection.addShape(this.v),this.d=fe.d,this.elem=ce,this.comp=ce.comp,this.frameId=-1,this.initDynamicPropertyContainer(ce),this.p=PropertyFactory.getProp(ce,fe.p,1,0,this),this.s=PropertyFactory.getProp(ce,fe.s,1,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertEllToPath())}return le.prototype={reset:F,getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertEllToPath())},convertEllToPath:function(){var fe=this.p.v[0],de=this.p.v[1],me=this.s.v[0]/2,he=this.s.v[1]/2,pe=this.d!==3,be=this.v;be.v[0][0]=fe,be.v[0][1]=de-he,be.v[1][0]=pe?fe+me:fe-me,be.v[1][1]=de,be.v[2][0]=fe,be.v[2][1]=de+he,be.v[3][0]=pe?fe-me:fe+me,be.v[3][1]=de,be.i[0][0]=pe?fe-me*ae:fe+me*ae,be.i[0][1]=de-he,be.i[1][0]=pe?fe+me:fe-me,be.i[1][1]=de-he*ae,be.i[2][0]=pe?fe+me*ae:fe-me*ae,be.i[2][1]=de+he,be.i[3][0]=pe?fe-me:fe+me,be.i[3][1]=de+he*ae,be.o[0][0]=pe?fe+me*ae:fe-me*ae,be.o[0][1]=de-he,be.o[1][0]=pe?fe+me:fe-me,be.o[1][1]=de+he*ae,be.o[2][0]=pe?fe-me*ae:fe+me*ae,be.o[2][1]=de+he,be.o[3][0]=pe?fe-me:fe+me,be.o[3][1]=de-he*ae}},extendPrototype([DynamicPropertyContainer],le),le}(),Z=function(){function ae(le,ce){this.v=shapePool.newElement(),this.v.setPathData(!0,0),this.elem=le,this.comp=le.comp,this.data=ce,this.frameId=-1,this.d=ce.d,this.initDynamicPropertyContainer(le),ce.sy===1?(this.ir=PropertyFactory.getProp(le,ce.ir,0,0,this),this.is=PropertyFactory.getProp(le,ce.is,0,.01,this),this.convertToPath=this.convertStarToPath):this.convertToPath=this.convertPolygonToPath,this.pt=PropertyFactory.getProp(le,ce.pt,0,0,this),this.p=PropertyFactory.getProp(le,ce.p,1,0,this),this.r=PropertyFactory.getProp(le,ce.r,0,degToRads,this),this.or=PropertyFactory.getProp(le,ce.or,0,0,this),this.os=PropertyFactory.getProp(le,ce.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:F,getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertToPath())},convertStarToPath:function(){var ce=Math.floor(this.pt.v)*2,fe=Math.PI*2/ce,de=!0,me=this.or.v,he=this.ir.v,pe=this.os.v,be=this.is.v,Se=2*Math.PI*me/(ce*2),ve=2*Math.PI*he/(ce*2),xe,Ee,ge,we,Le=-Math.PI/2;Le+=this.r.v;var Me=this.data.d===3?-1:1;for(this.v._length=0,xe=0;xe<ce;xe+=1){Ee=de?me:he,ge=de?pe:be,we=de?Se:ve;var Pe=Ee*Math.cos(Le),Ce=Ee*Math.sin(Le),De=Pe===0&&Ce===0?0:Ce/Math.sqrt(Pe*Pe+Ce*Ce),Ne=Pe===0&&Ce===0?0:-Pe/Math.sqrt(Pe*Pe+Ce*Ce);Pe+=+this.p.v[0],Ce+=+this.p.v[1],this.v.setTripleAt(Pe,Ce,Pe-De*we*ge*Me,Ce-Ne*we*ge*Me,Pe+De*we*ge*Me,Ce+Ne*we*ge*Me,xe,!0),de=!de,Le+=fe*Me}},convertPolygonToPath:function(){var ce=Math.floor(this.pt.v),fe=Math.PI*2/ce,de=this.or.v,me=this.os.v,he=2*Math.PI*de/(ce*4),pe,be=-Math.PI*.5,Se=this.data.d===3?-1:1;for(be+=this.r.v,this.v._length=0,pe=0;pe<ce;pe+=1){var ve=de*Math.cos(be),xe=de*Math.sin(be),Ee=ve===0&&xe===0?0:xe/Math.sqrt(ve*ve+xe*xe),ge=ve===0&&xe===0?0:-ve/Math.sqrt(ve*ve+xe*xe);ve+=+this.p.v[0],xe+=+this.p.v[1],this.v.setTripleAt(ve,xe,ve-Ee*he*me*Se,xe-ge*he*me*Se,ve+Ee*he*me*Se,xe+ge*he*me*Se,pe,!0),be+=fe*Se}this.paths.length=0,this.paths[0]=this.v}},extendPrototype([DynamicPropertyContainer],ae),ae}(),J=function(){function ae(le,ce){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=ce.d,this.initDynamicPropertyContainer(le),this.p=PropertyFactory.getProp(le,ce.p,1,0,this),this.s=PropertyFactory.getProp(le,ce.s,1,0,this),this.r=PropertyFactory.getProp(le,ce.r,0,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertRectToPath())}return ae.prototype={convertRectToPath:function(){var ce=this.p.v[0],fe=this.p.v[1],de=this.s.v[0]/2,me=this.s.v[1]/2,he=bmMin(de,me,this.r.v),pe=he*(1-roundCorner);this.v._length=0,this.d===2||this.d===1?(this.v.setTripleAt(ce+de,fe-me+he,ce+de,fe-me+he,ce+de,fe-me+pe,0,!0),this.v.setTripleAt(ce+de,fe+me-he,ce+de,fe+me-pe,ce+de,fe+me-he,1,!0),he!==0?(this.v.setTripleAt(ce+de-he,fe+me,ce+de-he,fe+me,ce+de-pe,fe+me,2,!0),this.v.setTripleAt(ce-de+he,fe+me,ce-de+pe,fe+me,ce-de+he,fe+me,3,!0),this.v.setTripleAt(ce-de,fe+me-he,ce-de,fe+me-he,ce-de,fe+me-pe,4,!0),this.v.setTripleAt(ce-de,fe-me+he,ce-de,fe-me+pe,ce-de,fe-me+he,5,!0),this.v.setTripleAt(ce-de+he,fe-me,ce-de+he,fe-me,ce-de+pe,fe-me,6,!0),this.v.setTripleAt(ce+de-he,fe-me,ce+de-pe,fe-me,ce+de-he,fe-me,7,!0)):(this.v.setTripleAt(ce-de,fe+me,ce-de+pe,fe+me,ce-de,fe+me,2),this.v.setTripleAt(ce-de,fe-me,ce-de,fe-me+pe,ce-de,fe-me,3))):(this.v.setTripleAt(ce+de,fe-me+he,ce+de,fe-me+pe,ce+de,fe-me+he,0,!0),he!==0?(this.v.setTripleAt(ce+de-he,fe-me,ce+de-he,fe-me,ce+de-pe,fe-me,1,!0),this.v.setTripleAt(ce-de+he,fe-me,ce-de+pe,fe-me,ce-de+he,fe-me,2,!0),this.v.setTripleAt(ce-de,fe-me+he,ce-de,fe-me+he,ce-de,fe-me+pe,3,!0),this.v.setTripleAt(ce-de,fe+me-he,ce-de,fe+me-pe,ce-de,fe+me-he,4,!0),this.v.setTripleAt(ce-de+he,fe+me,ce-de+he,fe+me,ce-de+pe,fe+me,5,!0),this.v.setTripleAt(ce+de-he,fe+me,ce+de-pe,fe+me,ce+de-he,fe+me,6,!0),this.v.setTripleAt(ce+de,fe+me-he,ce+de,fe+me-he,ce+de,fe+me-pe,7,!0)):(this.v.setTripleAt(ce-de,fe-me,ce-de+pe,fe-me,ce-de,fe-me,1,!0),this.v.setTripleAt(ce-de,fe+me,ce-de,fe+me-pe,ce-de,fe+me,2,!0),this.v.setTripleAt(ce+de,fe+me,ce+de-pe,fe+me,ce+de,fe+me,3,!0)))},getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertRectToPath())},reset:F},extendPrototype([DynamicPropertyContainer],ae),ae}();function te(ae,le,ce){var fe;if(ce===3||ce===4){var de=ce===3?le.pt:le.ks,me=de.k;me.length?fe=new Q(ae,le,ce):fe=new U(ae,le,ce)}else ce===5?fe=new J(ae,le):ce===6?fe=new K(ae,le):ce===7&&(fe=new Z(ae,le));return fe.k&&ae.addDynamicProperty(fe),fe}function ie(){return U}function se(){return Q}var re={};return re.getShapeProp=te,re.getConstructorFunction=ie,re.getKeyframedConstructorFunction=se,re}();/*!
 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 R=Math.cos,B=Math.sin,D=Math.tan,F=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(Me){if(Me===0)return this;var Pe=R(Me),Ce=B(Me);return this._t(Pe,-Ce,0,0,Ce,Pe,0,0,0,0,1,0,0,0,0,1)}function q(Me){if(Me===0)return this;var Pe=R(Me),Ce=B(Me);return this._t(1,0,0,0,0,Pe,-Ce,0,0,Ce,Pe,0,0,0,0,1)}function U(Me){if(Me===0)return this;var Pe=R(Me),Ce=B(Me);return this._t(Pe,0,Ce,0,0,1,0,0,-Ce,0,Pe,0,0,0,0,1)}function Y(Me){if(Me===0)return this;var Pe=R(Me),Ce=B(Me);return this._t(Pe,-Ce,0,0,Ce,Pe,0,0,0,0,1,0,0,0,0,1)}function Q(Me,Pe){return this._t(1,Pe,Me,1,0,0)}function K(Me,Pe){return this.shear(D(Me),D(Pe))}function Z(Me,Pe){var Ce=R(Pe),De=B(Pe);return this._t(Ce,De,0,0,-De,Ce,0,0,0,0,1,0,0,0,0,1)._t(1,0,0,0,D(Me),1,0,0,0,0,1,0,0,0,0,1)._t(Ce,-De,0,0,De,Ce,0,0,0,0,1,0,0,0,0,1)}function J(Me,Pe,Ce){return!Ce&&Ce!==0&&(Ce=1),Me===1&&Pe===1&&Ce===1?this:this._t(Me,0,0,0,0,Pe,0,0,0,0,Ce,0,0,0,0,1)}function te(Me,Pe,Ce,De,Ne,Ie,Ge,ze,Ve,Ue,tt,Ke,rt,pt,ht,gt){return this.props[0]=Me,this.props[1]=Pe,this.props[2]=Ce,this.props[3]=De,this.props[4]=Ne,this.props[5]=Ie,this.props[6]=Ge,this.props[7]=ze,this.props[8]=Ve,this.props[9]=Ue,this.props[10]=tt,this.props[11]=Ke,this.props[12]=rt,this.props[13]=pt,this.props[14]=ht,this.props[15]=gt,this}function ie(Me,Pe,Ce){return Ce=Ce||0,Me!==0||Pe!==0||Ce!==0?this._t(1,0,0,0,0,1,0,0,0,0,1,0,Me,Pe,Ce,1):this}function se(Me,Pe,Ce,De,Ne,Ie,Ge,ze,Ve,Ue,tt,Ke,rt,pt,ht,gt){var ke=this.props;if(Me===1&&Pe===0&&Ce===0&&De===0&&Ne===0&&Ie===1&&Ge===0&&ze===0&&Ve===0&&Ue===0&&tt===1&&Ke===0)return ke[12]=ke[12]*Me+ke[15]*rt,ke[13]=ke[13]*Ie+ke[15]*pt,ke[14]=ke[14]*tt+ke[15]*ht,ke[15]*=gt,this._identityCalculated=!1,this;var Be=ke[0],Ze=ke[1],_e=ke[2],Fe=ke[3],Xe=ke[4],$e=ke[5],Qe=ke[6],nt=ke[7],Ye=ke[8],lt=ke[9],ct=ke[10],ft=ke[11],vt=ke[12],xt=ke[13],At=ke[14],wt=ke[15];return ke[0]=Be*Me+Ze*Ne+_e*Ve+Fe*rt,ke[1]=Be*Pe+Ze*Ie+_e*Ue+Fe*pt,ke[2]=Be*Ce+Ze*Ge+_e*tt+Fe*ht,ke[3]=Be*De+Ze*ze+_e*Ke+Fe*gt,ke[4]=Xe*Me+$e*Ne+Qe*Ve+nt*rt,ke[5]=Xe*Pe+$e*Ie+Qe*Ue+nt*pt,ke[6]=Xe*Ce+$e*Ge+Qe*tt+nt*ht,ke[7]=Xe*De+$e*ze+Qe*Ke+nt*gt,ke[8]=Ye*Me+lt*Ne+ct*Ve+ft*rt,ke[9]=Ye*Pe+lt*Ie+ct*Ue+ft*pt,ke[10]=Ye*Ce+lt*Ge+ct*tt+ft*ht,ke[11]=Ye*De+lt*ze+ct*Ke+ft*gt,ke[12]=vt*Me+xt*Ne+At*Ve+wt*rt,ke[13]=vt*Pe+xt*Ie+At*Ue+wt*pt,ke[14]=vt*Ce+xt*Ge+At*tt+wt*ht,ke[15]=vt*De+xt*ze+At*Ke+wt*gt,this._identityCalculated=!1,this}function re(){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(Me){for(var Pe=0;Pe<16;){if(Me.props[Pe]!==this.props[Pe])return!1;Pe+=1}return!0}function le(Me){var Pe;for(Pe=0;Pe<16;Pe+=1)Me.props[Pe]=this.props[Pe];return Me}function ce(Me){var Pe;for(Pe=0;Pe<16;Pe+=1)this.props[Pe]=Me[Pe]}function fe(Me,Pe,Ce){return{x:Me*this.props[0]+Pe*this.props[4]+Ce*this.props[8]+this.props[12],y:Me*this.props[1]+Pe*this.props[5]+Ce*this.props[9]+this.props[13],z:Me*this.props[2]+Pe*this.props[6]+Ce*this.props[10]+this.props[14]}}function de(Me,Pe,Ce){return Me*this.props[0]+Pe*this.props[4]+Ce*this.props[8]+this.props[12]}function me(Me,Pe,Ce){return Me*this.props[1]+Pe*this.props[5]+Ce*this.props[9]+this.props[13]}function he(Me,Pe,Ce){return Me*this.props[2]+Pe*this.props[6]+Ce*this.props[10]+this.props[14]}function pe(){var Me=this.props[0]*this.props[5]-this.props[1]*this.props[4],Pe=this.props[5]/Me,Ce=-this.props[1]/Me,De=-this.props[4]/Me,Ne=this.props[0]/Me,Ie=(this.props[4]*this.props[13]-this.props[5]*this.props[12])/Me,Ge=-(this.props[0]*this.props[13]-this.props[1]*this.props[12])/Me,ze=new Matrix;return ze.props[0]=Pe,ze.props[1]=Ce,ze.props[4]=De,ze.props[5]=Ne,ze.props[12]=Ie,ze.props[13]=Ge,ze}function be(Me){var Pe=this.getInverseMatrix();return Pe.applyToPointArray(Me[0],Me[1],Me[2]||0)}function Se(Me){var Pe,Ce=Me.length,De=[];for(Pe=0;Pe<Ce;Pe+=1)De[Pe]=be(Me[Pe]);return De}function ve(Me,Pe,Ce){var De=createTypedArray("float32",6);if(this.isIdentity())De[0]=Me[0],De[1]=Me[1],De[2]=Pe[0],De[3]=Pe[1],De[4]=Ce[0],De[5]=Ce[1];else{var Ne=this.props[0],Ie=this.props[1],Ge=this.props[4],ze=this.props[5],Ve=this.props[12],Ue=this.props[13];De[0]=Me[0]*Ne+Me[1]*Ge+Ve,De[1]=Me[0]*Ie+Me[1]*ze+Ue,De[2]=Pe[0]*Ne+Pe[1]*Ge+Ve,De[3]=Pe[0]*Ie+Pe[1]*ze+Ue,De[4]=Ce[0]*Ne+Ce[1]*Ge+Ve,De[5]=Ce[0]*Ie+Ce[1]*ze+Ue}return De}function xe(Me,Pe,Ce){var De;return this.isIdentity()?De=[Me,Pe,Ce]:De=[Me*this.props[0]+Pe*this.props[4]+Ce*this.props[8]+this.props[12],Me*this.props[1]+Pe*this.props[5]+Ce*this.props[9]+this.props[13],Me*this.props[2]+Pe*this.props[6]+Ce*this.props[10]+this.props[14]],De}function Ee(Me,Pe){if(this.isIdentity())return Me+","+Pe;var Ce=this.props;return Math.round((Me*Ce[0]+Pe*Ce[4]+Ce[12])*100)/100+","+Math.round((Me*Ce[1]+Pe*Ce[5]+Ce[13])*100)/100}function ge(){for(var Me=0,Pe=this.props,Ce="matrix3d(",De=1e4;Me<16;)Ce+=F(Pe[Me]*De)/De,Ce+=Me===15?")":",",Me+=1;return Ce}function we(Me){var Pe=1e4;return Me<1e-6&&Me>0||Me>-1e-6&&Me<0?F(Me*Pe)/Pe:Me}function Le(){var Me=this.props,Pe=we(Me[0]),Ce=we(Me[1]),De=we(Me[4]),Ne=we(Me[5]),Ie=we(Me[12]),Ge=we(Me[13]);return"matrix("+Pe+","+Ce+","+De+","+Ne+","+Ie+","+Ge+")"}return function(){this.reset=G,this.rotate=W,this.rotateX=q,this.rotateY=U,this.rotateZ=Y,this.skew=K,this.skewFromAxis=Z,this.shear=Q,this.scale=J,this.setTransform=te,this.translate=ie,this.transform=se,this.applyToPoint=fe,this.applyToX=de,this.applyToY=me,this.applyToZ=he,this.applyToPointArray=xe,this.applyToTriplePoints=ve,this.applyToPointStringified=Ee,this.toCSS=ge,this.to2dCSS=Le,this.clone=le,this.cloneFromProps=ce,this.equals=ae,this.inversePoints=Se,this.inversePoint=be,this.getInverseMatrix=pe,this._t=this.transform,this.isIdentity=re,this._identity=!0,this._identityCalculated=!1,this.props=createTypedArray("float32",16),this.reset()}}();function _typeof$3(R){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(R)}var lottie={};function setLocation(R){setLocationHref(R)}function searchAnimations(){animationManager.searchAnimations()}function setSubframeRendering(R){setSubframeEnabled(R)}function setPrefix(R){setIdPrefix(R)}function loadAnimation(R){return animationManager.loadAnimation(R)}function setQuality(R){if(typeof R=="string")switch(R){case"high":setDefaultCurveSegments(200);break;default:case"medium":setDefaultCurveSegments(50);break;case"low":setDefaultCurveSegments(10);break}else!isNaN(R)&&R>1&&setDefaultCurveSegments(R)}function inBrowser(){return typeof navigator!="undefined"}function installPlugin(R,B){R==="expressions"&&setExpressionsPlugin(B)}function getFactory(R){switch(R){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(R){for(var B=queryString.split("&"),D=0;D<B.length;D+=1){var F=B[D].split("=");if(decodeURIComponent(F[0])==R)return decodeURIComponent(F[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(R){}var ShapeModifiers=function(){var R={},B={};R.registerModifier=D,R.getModifier=F;function D(G,W){B[G]||(B[G]=W)}function F(G,W,q){return new B[G](W,q)}return R}();function ShapeModifier(){}ShapeModifier.prototype.initModifierProperties=function(){},ShapeModifier.prototype.addShapeToModifier=function(){},ShapeModifier.prototype.addShape=function(R){if(!this.closed){R.sh.container.addDynamicProperty(R.sh);var B={shape:R.sh,data:R,localShapeCollection:shapeCollectionPool.newShapeCollection()};this.shapes.push(B),this.addShapeToModifier(B),this._isAnimated&&R.setAsAnimated()}},ShapeModifier.prototype.init=function(R,B){this.shapes=[],this.elem=R,this.initDynamicPropertyContainer(R),this.initModifierProperties(R,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(R,B){this.s=PropertyFactory.getProp(R,B.s,0,.01,this),this.e=PropertyFactory.getProp(R,B.e,0,.01,this),this.o=PropertyFactory.getProp(R,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(R){R.pathsData=[]},TrimModifier.prototype.calculateShapeEdges=function(R,B,D,F,G){var W=[];B<=1?W.push({s:R,e:B}):R>=1?W.push({s:R-1,e:B-1}):(W.push({s:R,e:1}),W.push({s:0,e:B-1}));var q=[],U,Y=W.length,Q;for(U=0;U<Y;U+=1)if(Q=W[U],!(Q.e*G<F||Q.s*G>F+D)){var K,Z;Q.s*G<=F?K=0:K=(Q.s*G-F)/D,Q.e*G>=F+D?Z=1:Z=(Q.e*G-F)/D,q.push([K,Z])}return q.length||q.push([0,0]),q},TrimModifier.prototype.releasePathsData=function(R){var B,D=R.length;for(B=0;B<D;B+=1)segmentsLengthPool.release(R[B]);return R.length=0,R},TrimModifier.prototype.processShapes=function(R){var B,D;if(this._mdf||R){var F=this.o.v%360/360;if(F<0&&(F+=1),this.s.v>1?B=1+F:this.s.v<0?B=0+F:B=this.s.v+F,this.e.v>1?D=1+F:this.e.v<0?D=0+F:D=this.e.v+F,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,U=this.shapes.length,Y,Q,K,Z,J,te=0;if(D===B)for(q=0;q<U;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<U;q+=1)this.shapes[q].pathsData.length=0,this.shapes[q].shape._mdf=!0}else{var ie=[],se,re;for(q=0;q<U;q+=1)if(se=this.shapes[q],!se.shape._mdf&&!this._mdf&&!R&&this.m!==2)se.shape.paths=se.localShapeCollection;else{if(W=se.shape.paths,Q=W._length,J=0,!se.shape._mdf&&se.pathsData.length)J=se.totalShapeLength;else{for(K=this.releasePathsData(se.pathsData),Y=0;Y<Q;Y+=1)Z=bez.getSegmentsLength(W.shapes[Y]),K.push(Z),J+=Z.totalLength;se.totalShapeLength=J,se.pathsData=K}te+=J,se.shape._mdf=!0}var ae=B,le=D,ce=0,fe;for(q=U-1;q>=0;q-=1)if(se=this.shapes[q],se.shape._mdf){for(re=se.localShapeCollection,re.releaseShapes(),this.m===2&&U>1?(fe=this.calculateShapeEdges(B,D,se.totalShapeLength,ce,te),ce+=se.totalShapeLength):fe=[[ae,le]],Q=fe.length,Y=0;Y<Q;Y+=1){ae=fe[Y][0],le=fe[Y][1],ie.length=0,le<=1?ie.push({s:se.totalShapeLength*ae,e:se.totalShapeLength*le}):ae>=1?ie.push({s:se.totalShapeLength*(ae-1),e:se.totalShapeLength*(le-1)}):(ie.push({s:se.totalShapeLength*ae,e:se.totalShapeLength}),ie.push({s:0,e:se.totalShapeLength*(le-1)}));var de=this.addShapes(se,ie[0]);if(ie[0].s!==ie[0].e){if(ie.length>1){var me=se.shape.paths.shapes[se.shape.paths._length-1];if(me.c){var he=de.pop();this.addPaths(de,re),de=this.addShapes(se,ie[1],he)}else this.addPaths(de,re),de=this.addShapes(se,ie[1])}this.addPaths(de,re)}}se.shape.paths=re}}},TrimModifier.prototype.addPaths=function(R,B){var D,F=R.length;for(D=0;D<F;D+=1)B.addShape(R[D])},TrimModifier.prototype.addSegment=function(R,B,D,F,G,W,q){G.setXYAt(B[0],B[1],"o",W),G.setXYAt(D[0],D[1],"i",W+1),q&&G.setXYAt(R[0],R[1],"v",W),G.setXYAt(F[0],F[1],"v",W+1)},TrimModifier.prototype.addSegmentFromArray=function(R,B,D,F){B.setXYAt(R[1],R[5],"o",D),B.setXYAt(R[2],R[6],"i",D+1),F&&B.setXYAt(R[0],R[4],"v",D),B.setXYAt(R[3],R[7],"v",D+1)},TrimModifier.prototype.addShapes=function(R,B,D){var F=R.pathsData,G=R.shape.paths.shapes,W,q=R.shape.paths._length,U,Y,Q=0,K,Z,J,te,ie=[],se,re=!0;for(D?(Z=D._length,se=D._length):(D=shapePool.newElement(),Z=0,se=0),ie.push(D),W=0;W<q;W+=1){for(J=F[W].lengths,D.c=G[W].c,Y=G[W].c?J.length:J.length+1,U=1;U<Y;U+=1)if(K=J[U-1],Q+K.addedLength<B.s)Q+=K.addedLength,D.c=!1;else if(Q>B.e){D.c=!1;break}else B.s<=Q&&B.e>=Q+K.addedLength?(this.addSegment(G[W].v[U-1],G[W].o[U-1],G[W].i[U],G[W].v[U],D,Z,re),re=!1):(te=bez.getNewSegment(G[W].v[U-1],G[W].v[U],G[W].o[U-1],G[W].i[U],(B.s-Q)/K.addedLength,(B.e-Q)/K.addedLength,J[U-1]),this.addSegmentFromArray(te,D,Z,re),re=!1,D.c=!1),Q+=K.addedLength,Z+=1;if(G[W].c&&J.length){if(K=J[U-1],Q<=B.e){var ae=J[U-1].addedLength;B.s<=Q&&B.e>=Q+ae?(this.addSegment(G[W].v[U-1],G[W].o[U-1],G[W].i[0],G[W].v[0],D,Z,re),re=!1):(te=bez.getNewSegment(G[W].v[U-1],G[W].v[0],G[W].o[U-1],G[W].i[0],(B.s-Q)/ae,(B.e-Q)/ae,J[U-1]),this.addSegmentFromArray(te,D,Z,re),re=!1,D.c=!1)}else D.c=!1;Q+=K.addedLength,Z+=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)),Q>B.e)break;W<q-1&&(D=shapePool.newElement(),re=!0,ie.push(D),Z=0)}return ie};function PuckerAndBloatModifier(){}extendPrototype([ShapeModifier],PuckerAndBloatModifier),PuckerAndBloatModifier.prototype.initModifierProperties=function(R,B){this.getValue=this.processKeys,this.amount=PropertyFactory.getProp(R,B.a,0,null,this),this._isAnimated=!!this.amount.effectsSequence.length},PuckerAndBloatModifier.prototype.processPath=function(R,B){var D=B/100,F=[0,0],G=R._length,W=0;for(W=0;W<G;W+=1)F[0]+=R.v[W][0],F[1]+=R.v[W][1];F[0]/=G,F[1]/=G;var q=shapePool.newElement();q.c=R.c;var U,Y,Q,K,Z,J;for(W=0;W<G;W+=1)U=R.v[W][0]+(F[0]-R.v[W][0])*D,Y=R.v[W][1]+(F[1]-R.v[W][1])*D,Q=R.o[W][0]+(F[0]-R.o[W][0])*-D,K=R.o[W][1]+(F[1]-R.o[W][1])*-D,Z=R.i[W][0]+(F[0]-R.i[W][0])*-D,J=R.i[W][1]+(F[1]-R.i[W][1])*-D,q.setTripleAt(U,Y,Q,K,Z,J,W);return q},PuckerAndBloatModifier.prototype.processShapes=function(R){var B,D,F=this.shapes.length,G,W,q=this.amount.v;if(q!==0){var U,Y;for(D=0;D<F;D+=1){if(U=this.shapes[D],Y=U.localShapeCollection,!(!U.shape._mdf&&!this._mdf&&!R))for(Y.releaseShapes(),U.shape._mdf=!0,B=U.shape.paths.shapes,W=U.shape.paths._length,G=0;G<W;G+=1)Y.addShape(this.processPath(B[G],q));U.shape.paths=U.localShapeCollection}}this.dynamicProperties.length||(this._mdf=!1)};var TransformPropertyFactory=function(){var R=[0,0];function B(Y){var Q=this._mdf;this.iterateDynamicProperties(),this._mdf=this._mdf||Q,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 Q;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 K,Z;if(Q=this.elem.globalData.frameRate,this.p&&this.p.keyframes&&this.p.getValueAtTime)this.p._caching.lastFrame+this.p.offsetTime<=this.p.keyframes[0].t?(K=this.p.getValueAtTime((this.p.keyframes[0].t+.01)/Q,0),Z=this.p.getValueAtTime(this.p.keyframes[0].t/Q,0)):this.p._caching.lastFrame+this.p.offsetTime>=this.p.keyframes[this.p.keyframes.length-1].t?(K=this.p.getValueAtTime(this.p.keyframes[this.p.keyframes.length-1].t/Q,0),Z=this.p.getValueAtTime((this.p.keyframes[this.p.keyframes.length-1].t-.05)/Q,0)):(K=this.p.pv,Z=this.p.getValueAtTime((this.p._caching.lastFrame+this.p.offsetTime-.01)/Q,this.p.offsetTime));else if(this.px&&this.px.keyframes&&this.py.keyframes&&this.px.getValueAtTime&&this.py.getValueAtTime){K=[],Z=[];var J=this.px,te=this.py;J._caching.lastFrame+J.offsetTime<=J.keyframes[0].t?(K[0]=J.getValueAtTime((J.keyframes[0].t+.01)/Q,0),K[1]=te.getValueAtTime((te.keyframes[0].t+.01)/Q,0),Z[0]=J.getValueAtTime(J.keyframes[0].t/Q,0),Z[1]=te.getValueAtTime(te.keyframes[0].t/Q,0)):J._caching.lastFrame+J.offsetTime>=J.keyframes[J.keyframes.length-1].t?(K[0]=J.getValueAtTime(J.keyframes[J.keyframes.length-1].t/Q,0),K[1]=te.getValueAtTime(te.keyframes[te.keyframes.length-1].t/Q,0),Z[0]=J.getValueAtTime((J.keyframes[J.keyframes.length-1].t-.01)/Q,0),Z[1]=te.getValueAtTime((te.keyframes[te.keyframes.length-1].t-.01)/Q,0)):(K=[J.pv,te.pv],Z[0]=J.getValueAtTime((J._caching.lastFrame+J.offsetTime-.01)/Q,J.offsetTime),Z[1]=te.getValueAtTime((te._caching.lastFrame+te.offsetTime-.01)/Q,te.offsetTime))}else Z=R,K=Z;this.v.rotate(-Math.atan2(K[1]-Z[1],K[0]-Z[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 F(){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,Q,K){if(this.elem=Y,this.frameId=-1,this.propType="transform",this.data=Q,this.v=new Matrix,this.pre=new Matrix,this.appliedTransformations=0,this.initDynamicPropertyContainer(K||Y),Q.p&&Q.p.s?(this.px=PropertyFactory.getProp(Y,Q.p.x,0,0,this),this.py=PropertyFactory.getProp(Y,Q.p.y,0,0,this),Q.p.z&&(this.pz=PropertyFactory.getProp(Y,Q.p.z,0,0,this))):this.p=PropertyFactory.getProp(Y,Q.p||{k:[0,0,0]},1,0,this),Q.rx){if(this.rx=PropertyFactory.getProp(Y,Q.rx,0,degToRads,this),this.ry=PropertyFactory.getProp(Y,Q.ry,0,degToRads,this),this.rz=PropertyFactory.getProp(Y,Q.rz,0,degToRads,this),Q.or.k[0].ti){var Z,J=Q.or.k.length;for(Z=0;Z<J;Z+=1)Q.or.k[Z].to=null,Q.or.k[Z].ti=null}this.or=PropertyFactory.getProp(Y,Q.or,1,degToRads,this),this.or.sh=!0}else this.r=PropertyFactory.getProp(Y,Q.r||{k:0},0,degToRads,this);Q.sk&&(this.sk=PropertyFactory.getProp(Y,Q.sk,0,degToRads,this),this.sa=PropertyFactory.getProp(Y,Q.sa,0,degToRads,this)),this.a=PropertyFactory.getProp(Y,Q.a||{k:[0,0,0]},1,0,this),this.s=PropertyFactory.getProp(Y,Q.s||{k:[100,100,100]},1,.01,this),Q.o?this.o=PropertyFactory.getProp(Y,Q.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:F,autoOrient:G},extendPrototype([DynamicPropertyContainer],q),q.prototype.addDynamicProperty=W,q.prototype._addDynamicProperty=DynamicPropertyContainer.prototype.addDynamicProperty;function U(Y,Q,K){return new q(Y,Q,K)}return{getTransformProperty:U}}();function RepeaterModifier(){}extendPrototype([ShapeModifier],RepeaterModifier),RepeaterModifier.prototype.initModifierProperties=function(R,B){this.getValue=this.processKeys,this.c=PropertyFactory.getProp(R,B.c,0,null,this),this.o=PropertyFactory.getProp(R,B.o,0,null,this),this.tr=TransformPropertyFactory.getTransformProperty(R,B.tr,this),this.so=PropertyFactory.getProp(R,B.tr.so,0,.01,this),this.eo=PropertyFactory.getProp(R,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(R,B,D,F,G,W){var q=W?-1:1,U=F.s.v[0]+(1-F.s.v[0])*(1-G),Y=F.s.v[1]+(1-F.s.v[1])*(1-G);R.translate(F.p.v[0]*q*G,F.p.v[1]*q*G,F.p.v[2]),B.translate(-F.a.v[0],-F.a.v[1],F.a.v[2]),B.rotate(-F.r.v*q*G),B.translate(F.a.v[0],F.a.v[1],F.a.v[2]),D.translate(-F.a.v[0],-F.a.v[1],F.a.v[2]),D.scale(W?1/U:U,W?1/Y:Y),D.translate(F.a.v[0],F.a.v[1],F.a.v[2])},RepeaterModifier.prototype.init=function(R,B,D,F){for(this.elem=R,this.arr=B,this.pos=D,this.elemsData=F,this._currentCopies=0,this._elements=[],this._groups=[],this.frameId=-1,this.initDynamicPropertyContainer(R),this.initModifierProperties(R,B[D]);D>0;)D-=1,this._elements.unshift(B[D]);this.dynamicProperties.length?this.k=!0:this.getValue(!0)},RepeaterModifier.prototype.resetElements=function(R){var B,D=R.length;for(B=0;B<D;B+=1)R[B]._processed=!1,R[B].ty==="gr"&&this.resetElements(R[B].it)},RepeaterModifier.prototype.cloneElements=function(R){var B=JSON.parse(JSON.stringify(R));return this.resetElements(B),B},RepeaterModifier.prototype.changeGroupRender=function(R,B){var D,F=R.length;for(D=0;D<F;D+=1)R[D]._render=B,R[D].ty==="gr"&&this.changeGroupRender(R[D].it,B)},RepeaterModifier.prototype.processShapes=function(R){var B,D,F,G,W,q=!1;if(this._mdf||R){var U=Math.ceil(this.c.v);if(this._groups.length<U){for(;this._groups.length<U;){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 Q;for(F=0;F<=this._groups.length-1;F+=1){if(Q=W<U,this._groups[F]._render=Q,this.changeGroupRender(this._groups[F].it,Q),!Q){var K=this.elemsData[F].it,Z=K[K.length-1];Z.transform.op.v!==0?(Z.transform.op._mdf=!0,Z.transform.op.v=0):Z.transform.op._mdf=!1}W+=1}this._currentCopies=U;var J=this.o.v,te=J%1,ie=J>0?Math.floor(J):Math.ceil(J),se=this.pMatrix.props,re=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(J>0){for(;le<ie;)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(J<0){for(;le>ie;)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)}F=this.data.m===1?0:this._currentCopies-1,G=this.data.m===1?1:-1,W=this._currentCopies;for(var ce,fe;W;){if(B=this.elemsData[F].it,D=B[B.length-1].transform.mProps.v.props,fe=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)*(F/(this._currentCopies-1)),le!==0){for((F!==0&&G===1||F!==this._currentCopies-1&&G===-1)&&this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),this.matrix.transform(re[0],re[1],re[2],re[3],re[4],re[5],re[6],re[7],re[8],re[9],re[10],re[11],re[12],re[13],re[14],re[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]),ce=0;ce<fe;ce+=1)D[ce]=this.matrix.props[ce];this.matrix.reset()}else for(this.matrix.reset(),ce=0;ce<fe;ce+=1)D[ce]=this.matrix.props[ce];le+=1,W-=1,F+=G}}else for(W=this._currentCopies,F=0,G=1;W;)B=this.elemsData[F].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,F+=G;return q},RepeaterModifier.prototype.addShape=function(){};function RoundCornersModifier(){}extendPrototype([ShapeModifier],RoundCornersModifier),RoundCornersModifier.prototype.initModifierProperties=function(R,B){this.getValue=this.processKeys,this.rd=PropertyFactory.getProp(R,B.r,0,null,this),this._isAnimated=!!this.rd.effectsSequence.length},RoundCornersModifier.prototype.processPath=function(R,B){var D=shapePool.newElement();D.c=R.c;var F,G=R._length,W,q,U,Y,Q,K,Z=0,J,te,ie,se,re,ae;for(F=0;F<G;F+=1)W=R.v[F],U=R.o[F],q=R.i[F],W[0]===U[0]&&W[1]===U[1]&&W[0]===q[0]&&W[1]===q[1]?(F===0||F===G-1)&&!R.c?(D.setTripleAt(W[0],W[1],U[0],U[1],q[0],q[1],Z),Z+=1):(F===0?Y=R.v[G-1]:Y=R.v[F-1],Q=Math.sqrt(Math.pow(W[0]-Y[0],2)+Math.pow(W[1]-Y[1],2)),K=Q?Math.min(Q/2,B)/Q:0,re=W[0]+(Y[0]-W[0])*K,J=re,ae=W[1]-(W[1]-Y[1])*K,te=ae,ie=J-(J-W[0])*roundCorner,se=te-(te-W[1])*roundCorner,D.setTripleAt(J,te,ie,se,re,ae,Z),Z+=1,F===G-1?Y=R.v[0]:Y=R.v[F+1],Q=Math.sqrt(Math.pow(W[0]-Y[0],2)+Math.pow(W[1]-Y[1],2)),K=Q?Math.min(Q/2,B)/Q:0,ie=W[0]+(Y[0]-W[0])*K,J=ie,se=W[1]+(Y[1]-W[1])*K,te=se,re=J-(J-W[0])*roundCorner,ae=te-(te-W[1])*roundCorner,D.setTripleAt(J,te,ie,se,re,ae,Z),Z+=1):(D.setTripleAt(R.v[F][0],R.v[F][1],R.o[F][0],R.o[F][1],R.i[F][0],R.i[F][1],Z),Z+=1);return D},RoundCornersModifier.prototype.processShapes=function(R){var B,D,F=this.shapes.length,G,W,q=this.rd.v;if(q!==0){var U,Y;for(D=0;D<F;D+=1){if(U=this.shapes[D],Y=U.localShapeCollection,!(!U.shape._mdf&&!this._mdf&&!R))for(Y.releaseShapes(),U.shape._mdf=!0,B=U.shape.paths.shapes,W=U.shape.paths._length,G=0;G<W;G+=1)Y.addShape(this.processPath(B[G],q));U.shape.paths=U.localShapeCollection}}this.dynamicProperties.length||(this._mdf=!1)};function getFontProperties(R){for(var B=R.fStyle?R.fStyle.split(" "):[],D="normal",F="normal",G=B.length,W,q=0;q<G;q+=1)switch(W=B[q].toLowerCase(),W){case"italic":F="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:F,weight:R.fWeight||D}}var FontManager=function(){var R=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 F=["d83cdffb","d83cdffc","d83cdffd","d83cdffe","d83cdfff"],G=[65039,8205];function W(fe){var de=fe.split(","),me,he=de.length,pe=[];for(me=0;me<he;me+=1)de[me]!=="sans-serif"&&de[me]!=="monospace"&&pe.push(de[me]);return pe.join(",")}function q(fe,de){var me=createTag("span");me.setAttribute("aria-hidden",!0),me.style.fontFamily=de;var he=createTag("span");he.innerText="giItT1WQy@!-/#",me.style.position="absolute",me.style.left="-10000px",me.style.top="-10000px",me.style.fontSize="300px",me.style.fontVariant="normal",me.style.fontStyle="normal",me.style.fontWeight="normal",me.style.letterSpacing="0",me.appendChild(he),document.body.appendChild(me);var pe=he.offsetWidth;return he.style.fontFamily=W(fe)+", "+de,{node:he,w:pe,parent:me}}function U(){var fe,de=this.fonts.length,me,he,pe=de;for(fe=0;fe<de;fe+=1)this.fonts[fe].loaded?pe-=1:this.fonts[fe].fOrigin==="n"||this.fonts[fe].origin===0?this.fonts[fe].loaded=!0:(me=this.fonts[fe].monoCase.node,he=this.fonts[fe].monoCase.w,me.offsetWidth!==he?(pe-=1,this.fonts[fe].loaded=!0):(me=this.fonts[fe].sansCase.node,he=this.fonts[fe].sansCase.w,me.offsetWidth!==he&&(pe-=1,this.fonts[fe].loaded=!0)),this.fonts[fe].loaded&&(this.fonts[fe].sansCase.parent.parentNode.removeChild(this.fonts[fe].sansCase.parent),this.fonts[fe].monoCase.parent.parentNode.removeChild(this.fonts[fe].monoCase.parent)));pe!==0&&Date.now()-this.initTime<R?setTimeout(this.checkLoadedFontsBinded,20):setTimeout(this.setIsLoadedBinded,10)}function Y(fe,de){var me=document.body&&de?"svg":"canvas",he,pe=getFontProperties(fe);if(me==="svg"){var be=createNS("text");be.style.fontSize="100px",be.setAttribute("font-family",fe.fFamily),be.setAttribute("font-style",pe.style),be.setAttribute("font-weight",pe.weight),be.textContent="1",fe.fClass?(be.style.fontFamily="inherit",be.setAttribute("class",fe.fClass)):be.style.fontFamily=fe.fFamily,de.appendChild(be),he=be}else{var Se=new OffscreenCanvas(500,500).getContext("2d");Se.font=pe.style+" "+pe.weight+" 100px "+fe.fFamily,he=Se}function ve(xe){return me==="svg"?(he.textContent=xe,he.getComputedTextLength()):he.measureText(xe).width}return{measureText:ve}}function Q(fe,de){if(!fe){this.isLoaded=!0;return}if(this.chars){this.isLoaded=!0,this.fonts=fe.list;return}if(!document.body){this.isLoaded=!0,fe.list.forEach(function(Le){Le.helper=Y(Le),Le.cache={}}),this.fonts=fe.list;return}var me=fe.list,he,pe=me.length,be=pe;for(he=0;he<pe;he+=1){var Se=!0,ve,xe;if(me[he].loaded=!1,me[he].monoCase=q(me[he].fFamily,"monospace"),me[he].sansCase=q(me[he].fFamily,"sans-serif"),!me[he].fPath)me[he].loaded=!0,be-=1;else if(me[he].fOrigin==="p"||me[he].origin===3){if(ve=document.querySelectorAll('style[f-forigin="p"][f-family="'+me[he].fFamily+'"], style[f-origin="3"][f-family="'+me[he].fFamily+'"]'),ve.length>0&&(Se=!1),Se){var Ee=createTag("style");Ee.setAttribute("f-forigin",me[he].fOrigin),Ee.setAttribute("f-origin",me[he].origin),Ee.setAttribute("f-family",me[he].fFamily),Ee.type="text/css",Ee.innerText="@font-face {font-family: "+me[he].fFamily+"; font-style: normal; src: url('"+me[he].fPath+"');}",de.appendChild(Ee)}}else if(me[he].fOrigin==="g"||me[he].origin===1){for(ve=document.querySelectorAll('link[f-forigin="g"], link[f-origin="1"]'),xe=0;xe<ve.length;xe+=1)ve[xe].href.indexOf(me[he].fPath)!==-1&&(Se=!1);if(Se){var ge=createTag("link");ge.setAttribute("f-forigin",me[he].fOrigin),ge.setAttribute("f-origin",me[he].origin),ge.type="text/css",ge.rel="stylesheet",ge.href=me[he].fPath,document.body.appendChild(ge)}}else if(me[he].fOrigin==="t"||me[he].origin===2){for(ve=document.querySelectorAll('script[f-forigin="t"], script[f-origin="2"]'),xe=0;xe<ve.length;xe+=1)me[he].fPath===ve[xe].src&&(Se=!1);if(Se){var we=createTag("link");we.setAttribute("f-forigin",me[he].fOrigin),we.setAttribute("f-origin",me[he].origin),we.setAttribute("rel","stylesheet"),we.setAttribute("href",me[he].fPath),de.appendChild(we)}}me[he].helper=Y(me[he],de),me[he].cache={},this.fonts.push(me[he])}be===0?this.isLoaded=!0:setTimeout(this.checkLoadedFonts.bind(this),100)}function K(fe){if(!!fe){this.chars||(this.chars=[]);var de,me=fe.length,he,pe=this.chars.length,be;for(de=0;de<me;de+=1){for(he=0,be=!1;he<pe;)this.chars[he].style===fe[de].style&&this.chars[he].fFamily===fe[de].fFamily&&this.chars[he].ch===fe[de].ch&&(be=!0),he+=1;be||(this.chars.push(fe[de]),pe+=1)}}}function Z(fe,de,me){for(var he=0,pe=this.chars.length;he<pe;){if(this.chars[he].ch===fe&&this.chars[he].style===de&&this.chars[he].fFamily===me)return this.chars[he];he+=1}return(typeof fe=="string"&&fe.charCodeAt(0)!==13||!fe)&&console&&console.warn&&!this._warned&&(this._warned=!0,console.warn("Missing character from exported characters list: ",fe,de,me)),B}function J(fe,de,me){var he=this.getFontByName(de),pe=fe.charCodeAt(0);if(!he.cache[pe+1]){var be=he.helper;if(fe===" "){var Se=be.measureText("|"+fe+"|"),ve=be.measureText("||");he.cache[pe+1]=(Se-ve)/100}else he.cache[pe+1]=be.measureText(fe)/100}return he.cache[pe+1]*me}function te(fe){for(var de=0,me=this.fonts.length;de<me;){if(this.fonts[de].fName===fe)return this.fonts[de];de+=1}return this.fonts[0]}function ie(fe,de){var me=fe.toString(16)+de.toString(16);return F.indexOf(me)!==-1}function se(fe,de){return de?fe===G[0]&&de===G[1]:fe===G[1]}function re(fe){return D.indexOf(fe)!==-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=ie,le.isZeroWidthJoiner=se,le.isCombinedCharacter=re;var ce={addChars:K,addFonts:Q,getCharData:Z,getFontByName:te,measureText:J,checkLoadedFonts:U,setIsLoaded:ae};return le.prototype=ce,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 R(D,F){this._mask=D,this._data=F}Object.defineProperty(R.prototype,"maskPath",{get:function(){return this._mask.prop.k&&this._mask.prop.getValue(),this._mask.prop}}),Object.defineProperty(R.prototype,"maskOpacity",{get:function(){return this._mask.op.k&&this._mask.op.getValue(),this._mask.op.v*100}});var B=function(F){var G=createSizedArray(F.viewData.length),W,q=F.viewData.length;for(W=0;W<q;W+=1)G[W]=new R(F.viewData[W],F.masksProperties[W]);var U=function(Q){for(W=0;W<q;){if(F.masksProperties[W].nm===Q)return G[W];W+=1}return null};return U};return B}(),ExpressionPropertyInterface=function(){var R={pv:0,v:0,mult:1},B={pv:[0,0,0],v:[0,0,0],mult:1};function D(q,U,Y){Object.defineProperty(q,"velocity",{get:function(){return U.getVelocityAtTime(U.comp.currentFrame)}}),q.numKeys=U.keyframes?U.keyframes.length:0,q.key=function(Q){if(!q.numKeys)return 0;var K="";"s"in U.keyframes[Q-1]?K=U.keyframes[Q-1].s:"e"in U.keyframes[Q-2]?K=U.keyframes[Q-2].e:K=U.keyframes[Q-2].s;var Z=Y==="unidimensional"?new Number(K):Object.assign({},K);return Z.time=U.keyframes[Q-1].t/U.elem.comp.globalData.frameRate,Z.value=Y==="unidimensional"?K[0]:K,Z},q.valueAtTime=U.getValueAtTime,q.speedAtTime=U.getSpeedAtTime,q.velocityAtTime=U.getVelocityAtTime,q.propertyGroup=U.propertyGroup}function F(q){(!q||!("pv"in q))&&(q=R);var U=1/q.mult,Y=q.pv*U,Q=new Number(Y);return Q.value=Y,D(Q,q,"unidimensional"),function(){return q.k&&q.getValue(),Y=q.v*U,Q.value!==Y&&(Q=new Number(Y),Q.value=Y,D(Q,q,"unidimensional")),Q}}function G(q){(!q||!("pv"in q))&&(q=B);var U=1/q.mult,Y=q.data&&q.data.l||q.pv.length,Q=createTypedArray("float32",Y),K=createTypedArray("float32",Y);return Q.value=K,D(Q,q,"multidimensional"),function(){q.k&&q.getValue();for(var Z=0;Z<Y;Z+=1)K[Z]=q.v[Z]*U,Q[Z]=K[Z];return Q}}function W(){return R}return function(q){return q?q.propType==="unidimensional"?F(q):G(q):W}}(),TransformExpressionInterface=function(){return function(R){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(R.r||R.rz)}),Object.defineProperty(B,"zRotation",{get:ExpressionPropertyInterface(R.rz||R.r)}),Object.defineProperty(B,"xRotation",{get:ExpressionPropertyInterface(R.rx)}),Object.defineProperty(B,"yRotation",{get:ExpressionPropertyInterface(R.ry)}),Object.defineProperty(B,"scale",{get:ExpressionPropertyInterface(R.s)});var D,F,G,W;return R.p?W=ExpressionPropertyInterface(R.p):(D=ExpressionPropertyInterface(R.px),F=ExpressionPropertyInterface(R.py),R.pz&&(G=ExpressionPropertyInterface(R.pz))),Object.defineProperty(B,"position",{get:function(){return R.p?W():[D(),F(),G?G():0]}}),Object.defineProperty(B,"xPosition",{get:ExpressionPropertyInterface(R.px)}),Object.defineProperty(B,"yPosition",{get:ExpressionPropertyInterface(R.py)}),Object.defineProperty(B,"zPosition",{get:ExpressionPropertyInterface(R.pz)}),Object.defineProperty(B,"anchorPoint",{get:ExpressionPropertyInterface(R.a)}),Object.defineProperty(B,"opacity",{get:ExpressionPropertyInterface(R.o)}),Object.defineProperty(B,"skew",{get:ExpressionPropertyInterface(R.sk)}),Object.defineProperty(B,"skewAxis",{get:ExpressionPropertyInterface(R.sa)}),Object.defineProperty(B,"orientation",{get:ExpressionPropertyInterface(R.or)}),B}}(),LayerExpressionInterface=function(){function R(Q){var K=new Matrix;if(Q!==void 0){var Z=this._elem.finalTransform.mProp.getValueAtTime(Q);Z.clone(K)}else{var J=this._elem.finalTransform.mProp;J.applyToMatrix(K)}return K}function B(Q,K){var Z=this.getMatrix(K);return Z.props[12]=0,Z.props[13]=0,Z.props[14]=0,this.applyPoint(Z,Q)}function D(Q,K){var Z=this.getMatrix(K);return this.applyPoint(Z,Q)}function F(Q,K){var Z=this.getMatrix(K);return Z.props[12]=0,Z.props[13]=0,Z.props[14]=0,this.invertPoint(Z,Q)}function G(Q,K){var Z=this.getMatrix(K);return this.invertPoint(Z,Q)}function W(Q,K){if(this._elem.hierarchy&&this._elem.hierarchy.length){var Z,J=this._elem.hierarchy.length;for(Z=0;Z<J;Z+=1)this._elem.hierarchy[Z].finalTransform.mProp.applyToMatrix(Q)}return Q.applyToPointArray(K[0],K[1],K[2]||0)}function q(Q,K){if(this._elem.hierarchy&&this._elem.hierarchy.length){var Z,J=this._elem.hierarchy.length;for(Z=0;Z<J;Z+=1)this._elem.hierarchy[Z].finalTransform.mProp.applyToMatrix(Q)}return Q.inversePoint(K)}function U(Q){var K=new Matrix;if(K.reset(),this._elem.finalTransform.mProp.applyToMatrix(K),this._elem.hierarchy&&this._elem.hierarchy.length){var Z,J=this._elem.hierarchy.length;for(Z=0;Z<J;Z+=1)this._elem.hierarchy[Z].finalTransform.mProp.applyToMatrix(K);return K.inversePoint(Q)}return K.inversePoint(Q)}function Y(){return[1,1,1,1]}return function(Q){var K;function Z(se){te.mask=new MaskManagerInterface(se,Q)}function J(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 K;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=R,te.invertPoint=q,te.applyPoint=W,te.toWorld=D,te.toWorldVec=B,te.fromWorld=G,te.fromWorldVec=F,te.toComp=D,te.fromComp=U,te.sampleImage=Y,te.sourceRectAtTime=Q.sourceRectAtTime.bind(Q),te._elem=Q,K=TransformExpressionInterface(Q.finalTransform.mProp);var ie=getDescriptor(K,"anchorPoint");return Object.defineProperties(te,{hasParent:{get:function(){return Q.hierarchy.length}},parent:{get:function(){return Q.hierarchy[0].layerInterface}},rotation:getDescriptor(K,"rotation"),scale:getDescriptor(K,"scale"),position:getDescriptor(K,"position"),opacity:getDescriptor(K,"opacity"),anchorPoint:ie,anchor_point:ie,transform:{get:function(){return K}},active:{get:function(){return Q.isInRange}}}),te.startTime=Q.data.st,te.index=Q.data.ind,te.source=Q.data.refId,te.height=Q.data.ty===0?Q.data.h:100,te.width=Q.data.ty===0?Q.data.w:100,te.inPoint=Q.data.ip/Q.comp.globalData.frameRate,te.outPoint=Q.data.op/Q.comp.globalData.frameRate,te._name=Q.data.nm,te.registerMaskInterface=Z,te.registerEffectsInterface=J,te}}(),propertyGroupFactory=function(){return function(R,B){return function(D){return D=D===void 0?1:D,D<=0?R:B(D-1)}}}(),PropertyInterface=function(){return function(R,B){var D={_name:R};function F(G){return G=G===void 0?1:G,G<=0?D:B(G-1)}return F}}(),EffectsExpressionInterface=function(){var R={createEffectsInterface:B};function B(G,W){if(G.effectsManager){var q=[],U=G.data.ef,Y,Q=G.effectsManager.effectElements.length;for(Y=0;Y<Q;Y+=1)q.push(D(U[Y],G.effectsManager.effectElements[Y],W,G));var K=G.data.ef||[],Z=function(te){for(Y=0,Q=K.length;Y<Q;){if(te===K[Y].nm||te===K[Y].mn||te===K[Y].ix)return q[Y];Y+=1}return null};return Object.defineProperty(Z,"numProperties",{get:function(){return K.length}}),Z}return null}function D(G,W,q,U){function Y(te){for(var ie=G.ef,se=0,re=ie.length;se<re;){if(te===ie[se].nm||te===ie[se].mn||te===ie[se].ix)return ie[se].ty===5?K[se]:K[se]();se+=1}throw new Error}var Q=propertyGroupFactory(Y,q),K=[],Z,J=G.ef.length;for(Z=0;Z<J;Z+=1)G.ef[Z].ty===5?K.push(D(G.ef[Z],W.effectElements[Z],W.effectElements[Z].propertyGroup,U)):K.push(F(W.effectElements[Z],G.ef[Z].ty,U,Q));return G.mn==="ADBE Color Control"&&Object.defineProperty(Y,"color",{get:function(){return K[0]()}}),Object.defineProperties(Y,{numProperties:{get:function(){return G.np}},_name:{value:G.nm},propertyGroup:{value:Q}}),Y.enabled=G.en!==0,Y.active=Y.enabled,Y}function F(G,W,q,U){var Y=ExpressionPropertyInterface(G.p);function Q(){return W===10?q.comp.compInterface(G.p.v):Y()}return G.p.setGroupProperty&&G.p.setGroupProperty(PropertyInterface("",U)),Q}return R}(),CompExpressionInterface=function(){return function(R){function B(D){for(var F=0,G=R.layers.length;F<G;){if(R.layers[F].nm===D||R.layers[F].ind===D)return R.elements[F].layerInterface;F+=1}return null}return Object.defineProperty(B,"_name",{value:R.data.nm}),B.layer=B,B.pixelAspect=1,B.height=R.data.h||R.globalData.compSize.h,B.width=R.data.w||R.globalData.compSize.w,B.pixelAspect=1,B.frameDuration=1/R.globalData.frameRate,B.displayStartTime=0,B.numLayers=R.layers.length,B}}(),ShapePathInterface=function(){return function(B,D,F){var G=D.sh;function W(U){return U==="Shape"||U==="shape"||U==="Path"||U==="path"||U==="ADBE Vector Shape"||U===2?W.path:null}var q=propertyGroupFactory(W,F);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:F}}),W}}(),ShapeExpressionInterface=function(){function R(ie,se,re){var ae=[],le,ce=ie?ie.length:0;for(le=0;le<ce;le+=1)ie[le].ty==="gr"?ae.push(D(ie[le],se[le],re)):ie[le].ty==="fl"?ae.push(F(ie[le],se[le],re)):ie[le].ty==="st"?ae.push(q(ie[le],se[le],re)):ie[le].ty==="tm"?ae.push(U(ie[le],se[le],re)):ie[le].ty==="tr"||(ie[le].ty==="el"?ae.push(Q(ie[le],se[le],re)):ie[le].ty==="sr"?ae.push(K(ie[le],se[le],re)):ie[le].ty==="sh"?ae.push(ShapePathInterface(ie[le],se[le],re)):ie[le].ty==="rc"?ae.push(Z(ie[le],se[le],re)):ie[le].ty==="rd"?ae.push(J(ie[le],se[le],re)):ie[le].ty==="rp"?ae.push(te(ie[le],se[le],re)):ie[le].ty==="gf"?ae.push(G(ie[le],se[le],re)):ae.push(W(ie[le],se[le])));return ae}function B(ie,se,re){var ae,le=function(de){for(var me=0,he=ae.length;me<he;){if(ae[me]._name===de||ae[me].mn===de||ae[me].propertyIndex===de||ae[me].ix===de||ae[me].ind===de)return ae[me];me+=1}return typeof de=="number"?ae[de-1]:null};le.propertyGroup=propertyGroupFactory(le,re),ae=R(ie.it,se.it,le.propertyGroup),le.numProperties=ae.length;var ce=Y(ie.it[ie.it.length-1],se.it[se.it.length-1],le.propertyGroup);return le.transform=ce,le.propertyIndex=ie.cix,le._name=ie.nm,le}function D(ie,se,re){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,re);var le=B(ie,se,ae.propertyGroup),ce=Y(ie.it[ie.it.length-1],se.it[se.it.length-1],ae.propertyGroup);return ae.content=le,ae.transform=ce,Object.defineProperty(ae,"_name",{get:function(){return ie.nm}}),ae.numProperties=ie.np,ae.propertyIndex=ie.ix,ae.nm=ie.nm,ae.mn=ie.mn,ae}function F(ie,se,re){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:ie.nm},mn:{value:ie.mn}}),se.c.setGroupProperty(PropertyInterface("Color",re)),se.o.setGroupProperty(PropertyInterface("Opacity",re)),ae}function G(ie,se,re){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:ie.nm},mn:{value:ie.mn}}),se.s.setGroupProperty(PropertyInterface("Start Point",re)),se.e.setGroupProperty(PropertyInterface("End Point",re)),se.o.setGroupProperty(PropertyInterface("Opacity",re)),ae}function W(){function ie(){return null}return ie}function q(ie,se,re){var ae=propertyGroupFactory(he,re),le=propertyGroupFactory(me,ae);function ce(pe){Object.defineProperty(me,ie.d[pe].nm,{get:ExpressionPropertyInterface(se.d.dataProps[pe].p)})}var fe,de=ie.d?ie.d.length:0,me={};for(fe=0;fe<de;fe+=1)ce(fe),se.d.dataProps[fe].p.setGroupProperty(le);function he(pe){return pe==="Color"||pe==="color"?he.color:pe==="Opacity"||pe==="opacity"?he.opacity:pe==="Stroke Width"||pe==="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 me}},_name:{value:ie.nm},mn:{value:ie.mn}}),se.c.setGroupProperty(PropertyInterface("Color",ae)),se.o.setGroupProperty(PropertyInterface("Opacity",ae)),se.w.setGroupProperty(PropertyInterface("Stroke Width",ae)),he}function U(ie,se,re){function ae(ce){return ce===ie.e.ix||ce==="End"||ce==="end"?ae.end:ce===ie.s.ix?ae.start:ce===ie.o.ix?ae.offset:null}var le=propertyGroupFactory(ae,re);return ae.propertyIndex=ie.ix,se.s.setGroupProperty(PropertyInterface("Start",le)),se.e.setGroupProperty(PropertyInterface("End",le)),se.o.setGroupProperty(PropertyInterface("Offset",le)),ae.propertyIndex=ie.ix,ae.propertyGroup=re,Object.defineProperties(ae,{start:{get:ExpressionPropertyInterface(se.s)},end:{get:ExpressionPropertyInterface(se.e)},offset:{get:ExpressionPropertyInterface(se.o)},_name:{value:ie.nm}}),ae.mn=ie.mn,ae}function Y(ie,se,re){function ae(ce){return ie.a.ix===ce||ce==="Anchor Point"?ae.anchorPoint:ie.o.ix===ce||ce==="Opacity"?ae.opacity:ie.p.ix===ce||ce==="Position"?ae.position:ie.r.ix===ce||ce==="Rotation"||ce==="ADBE Vector Rotation"?ae.rotation:ie.s.ix===ce||ce==="Scale"?ae.scale:ie.sk&&ie.sk.ix===ce||ce==="Skew"?ae.skew:ie.sa&&ie.sa.ix===ce||ce==="Skew Axis"?ae.skewAxis:null}var le=propertyGroupFactory(ae,re);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:ie.nm}}),ae.ty="tr",ae.mn=ie.mn,ae.propertyGroup=re,ae}function Q(ie,se,re){function ae(fe){return ie.p.ix===fe?ae.position:ie.s.ix===fe?ae.size:null}var le=propertyGroupFactory(ae,re);ae.propertyIndex=ie.ix;var ce=se.sh.ty==="tm"?se.sh.prop:se.sh;return ce.s.setGroupProperty(PropertyInterface("Size",le)),ce.p.setGroupProperty(PropertyInterface("Position",le)),Object.defineProperties(ae,{size:{get:ExpressionPropertyInterface(ce.s)},position:{get:ExpressionPropertyInterface(ce.p)},_name:{value:ie.nm}}),ae.mn=ie.mn,ae}function K(ie,se,re){function ae(fe){return ie.p.ix===fe?ae.position:ie.r.ix===fe?ae.rotation:ie.pt.ix===fe?ae.points:ie.or.ix===fe||fe==="ADBE Vector Star Outer Radius"?ae.outerRadius:ie.os.ix===fe?ae.outerRoundness:ie.ir&&(ie.ir.ix===fe||fe==="ADBE Vector Star Inner Radius")?ae.innerRadius:ie.is&&ie.is.ix===fe?ae.innerRoundness:null}var le=propertyGroupFactory(ae,re),ce=se.sh.ty==="tm"?se.sh.prop:se.sh;return ae.propertyIndex=ie.ix,ce.or.setGroupProperty(PropertyInterface("Outer Radius",le)),ce.os.setGroupProperty(PropertyInterface("Outer Roundness",le)),ce.pt.setGroupProperty(PropertyInterface("Points",le)),ce.p.setGroupProperty(PropertyInterface("Position",le)),ce.r.setGroupProperty(PropertyInterface("Rotation",le)),ie.ir&&(ce.ir.setGroupProperty(PropertyInterface("Inner Radius",le)),ce.is.setGroupProperty(PropertyInterface("Inner Roundness",le))),Object.defineProperties(ae,{position:{get:ExpressionPropertyInterface(ce.p)},rotation:{get:ExpressionPropertyInterface(ce.r)},points:{get:ExpressionPropertyInterface(ce.pt)},outerRadius:{get:ExpressionPropertyInterface(ce.or)},outerRoundness:{get:ExpressionPropertyInterface(ce.os)},innerRadius:{get:ExpressionPropertyInterface(ce.ir)},innerRoundness:{get:ExpressionPropertyInterface(ce.is)},_name:{value:ie.nm}}),ae.mn=ie.mn,ae}function Z(ie,se,re){function ae(fe){return ie.p.ix===fe?ae.position:ie.r.ix===fe?ae.roundness:ie.s.ix===fe||fe==="Size"||fe==="ADBE Vector Rect Size"?ae.size:null}var le=propertyGroupFactory(ae,re),ce=se.sh.ty==="tm"?se.sh.prop:se.sh;return ae.propertyIndex=ie.ix,ce.p.setGroupProperty(PropertyInterface("Position",le)),ce.s.setGroupProperty(PropertyInterface("Size",le)),ce.r.setGroupProperty(PropertyInterface("Rotation",le)),Object.defineProperties(ae,{position:{get:ExpressionPropertyInterface(ce.p)},roundness:{get:ExpressionPropertyInterface(ce.r)},size:{get:ExpressionPropertyInterface(ce.s)},_name:{value:ie.nm}}),ae.mn=ie.mn,ae}function J(ie,se,re){function ae(fe){return ie.r.ix===fe||fe==="Round Corners 1"?ae.radius:null}var le=propertyGroupFactory(ae,re),ce=se;return ae.propertyIndex=ie.ix,ce.rd.setGroupProperty(PropertyInterface("Radius",le)),Object.defineProperties(ae,{radius:{get:ExpressionPropertyInterface(ce.rd)},_name:{value:ie.nm}}),ae.mn=ie.mn,ae}function te(ie,se,re){function ae(fe){return ie.c.ix===fe||fe==="Copies"?ae.copies:ie.o.ix===fe||fe==="Offset"?ae.offset:null}var le=propertyGroupFactory(ae,re),ce=se;return ae.propertyIndex=ie.ix,ce.c.setGroupProperty(PropertyInterface("Copies",le)),ce.o.setGroupProperty(PropertyInterface("Offset",le)),Object.defineProperties(ae,{copies:{get:ExpressionPropertyInterface(ce.c)},offset:{get:ExpressionPropertyInterface(ce.o)},_name:{value:ie.nm}}),ae.mn=ie.mn,ae}return function(ie,se,re){var ae;function le(fe){if(typeof fe=="number")return fe=fe===void 0?1:fe,fe===0?re:ae[fe-1];for(var de=0,me=ae.length;de<me;){if(ae[de]._name===fe)return ae[de];de+=1}return null}function ce(){return re}return le.propertyGroup=propertyGroupFactory(le,ce),ae=R(ie,se,le.propertyGroup),le.numProperties=ae.length,le._name="Contents",le}}(),TextExpressionInterface=function(){return function(R){var B,D;function F(G){switch(G){case"ADBE Text Document":return F.sourceText;default:return null}}return Object.defineProperty(F,"sourceText",{get:function(){R.textProperty.getValue();var W=R.textProperty.currentData.t;return W!==B&&(R.textProperty.currentData.t=B,D=new String(W),D.value=W||new String(W)),D}}),F}}(),getBlendMode=function(){var R={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 R[B]||""}}();function SliderEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,0,0,D)}function AngleEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,0,0,D)}function ColorEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,1,0,D)}function PointEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,1,0,D)}function LayerIndexEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,0,0,D)}function MaskIndexEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,0,0,D)}function CheckboxEffect(R,B,D){this.p=PropertyFactory.getProp(B,R.v,0,0,D)}function NoValueEffect(){this.p={}}function EffectsManager(R,B){var D=R.ef||[];this.effectElements=[];var F,G=D.length,W;for(F=0;F<G;F+=1)W=new GroupEffect(D[F],B),this.effectElements.push(W)}function GroupEffect(R,B){this.init(R,B)}extendPrototype([DynamicPropertyContainer],GroupEffect),GroupEffect.prototype.getValue=GroupEffect.prototype.iterateDynamicProperties,GroupEffect.prototype.init=function(R,B){this.data=R,this.effectElements=[],this.initDynamicPropertyContainer(B);var D,F=this.data.ef.length,G,W=this.data.ef;for(D=0;D<F;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,F){this.globalData=D,this.comp=F,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 F,G=this.dynamicProperties.length;for(F=0;F<G;F+=1)(D||this._isParent&&this.dynamicProperties[F].propType==="transform")&&(this.dynamicProperties[F].getValue(),this.dynamicProperties[F]._mdf&&(this.globalData._mdf=!0,this._mdf=!0))},addDynamicProperty:function(B){this.dynamicProperties.indexOf(B)===-1&&this.dynamicProperties.push(B)}};function _typeof$2(R){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(R)}var FootageInterface=function(){var R=function(F){var G="",W=F.getFootageData();function q(){return G="",W=F.getFootageData(),U}function U(Y){if(W[Y])return G=Y,W=W[Y],_typeof$2(W)==="object"?U:W;var Q=Y.indexOf(G);if(Q!==-1){var K=parseInt(Y.substr(Q+G.length),10);return W=W[K],_typeof$2(W)==="object"?U:W}return""}return q},B=function(F){function G(W){return W==="Outline"?G.outlineInterface():null}return G._name="Outline",G.outlineInterface=R(F),G};return function(D){function F(G){return G==="Data"?F.dataInterface:null}return F._name="Data",F.dataInterface=B(D),F}}();function FootageElement(R,B,D){this.initFrame(),this.initRenderable(),this.assetData=B.getAssetData(R.refId),this.footageData=B.imageLoader.getAsset(this.assetData),this.initBaseData(R,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(R,B,D){this.initFrame(),this.initRenderable(),this.assetData=B.getAssetData(R.refId),this.initBaseData(R,B,D),this._isPlaying=!1,this._canPlay=!1;var F=this.globalData.getAssetsPath(this.assetData);this.audio=this.globalData.audioController.createAudio(F),this._currentTime=0,this.globalData.audioController.addAudio(this),this._volumeMultiplier=1,this._volume=1,this._previousVolume=null,this.tm=R.tm?PropertyFactory.getProp(this,R.tm,0,B.frameRate,this):{_placeholder:!0},this.lv=PropertyFactory.getProp(this,R.au&&R.au.lv?R.au.lv:{k:[100]},1,.01,this)}AudioElement.prototype.prepareFrame=function(R){if(this.prepareRenderableFrame(R,!0),this.prepareProperties(R,!0),this.tm._placeholder)this._currentTime=R/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(R){this.audio.rate(R)},AudioElement.prototype.volume=function(R){this._volumeMultiplier=R,this._previousVolume=R*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(R){var B,D=this.layers.length,F;for(this.completeLayers=!0,B=D-1;B>=0;B-=1)this.elements[B]||(F=this.layers[B],F.ip-F.st<=R-this.layers[B].st&&F.op-F.st>R-this.layers[B].st&&this.buildItem(B)),this.completeLayers=this.elements[B]?this.completeLayers:!1;this.checkPendingElements()},BaseRenderer.prototype.createItem=function(R){switch(R.ty){case 2:return this.createImage(R);case 0:return this.createComp(R);case 1:return this.createSolid(R);case 3:return this.createNull(R);case 4:return this.createShape(R);case 5:return this.createText(R);case 6:return this.createAudio(R);case 13:return this.createCamera(R);case 15:return this.createFootage(R);default:return this.createNull(R)}},BaseRenderer.prototype.createCamera=function(){throw new Error("You're using a 3d camera. Try the html renderer.")},BaseRenderer.prototype.createAudio=function(R){return new AudioElement(R,this.globalData,this)},BaseRenderer.prototype.createFootage=function(R){return new FootageElement(R,this.globalData,this)},BaseRenderer.prototype.buildAllItems=function(){var R,B=this.layers.length;for(R=0;R<B;R+=1)this.buildItem(R);this.checkPendingElements()},BaseRenderer.prototype.includeLayers=function(R){this.completeLayers=!1;var B,D=R.length,F,G=this.layers.length;for(B=0;B<D;B+=1)for(F=0;F<G;){if(this.layers[F].id===R[B].id){this.layers[F]=R[B];break}F+=1}},BaseRenderer.prototype.setProjectInterface=function(R){this.globalData.projectInterface=R},BaseRenderer.prototype.initItems=function(){this.globalData.progressiveLoad||this.buildAllItems()},BaseRenderer.prototype.buildElementParenting=function(R,B,D){for(var F=this.elements,G=this.layers,W=0,q=G.length;W<q;)G[W].ind==B&&(!F[W]||F[W]===!0?(this.buildItem(W),this.addPendingElement(R)):(D.push(F[W]),F[W].setAsParent(),G[W].parent!==void 0?this.buildElementParenting(R,G[W].parent,D):R.setHierarchy(D))),W+=1},BaseRenderer.prototype.addPendingElement=function(R){this.pendingElements.push(R)},BaseRenderer.prototype.searchExtraCompositions=function(R){var B,D=R.length;for(B=0;B<D;B+=1)if(R[B].xt){var F=this.createComp(R[B]);F.initExpressions(),this.globalData.projectInterface.registerComposition(F)}},BaseRenderer.prototype.getElementByPath=function(R){var B=R.shift(),D;if(typeof B=="number")D=this.elements[B];else{var F,G=this.elements.length;for(F=0;F<G;F+=1)if(this.elements[F].data.nm===B){D=this.elements[F];break}}return R.length===0?D:D.getElementByPath(R)},BaseRenderer.prototype.setupGlobalData=function(R,B){this.globalData.fontManager=new FontManager,this.globalData.fontManager.addChars(R.chars),this.globalData.fontManager.addFonts(R.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=R.fr,this.globalData.nm=R.nm,this.globalData.compSize={w:R.w,h:R.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,F=0,G=this.hierarchy.length;if(!this.finalTransform._matMdf)for(;F<G;){if(this.hierarchy[F].finalTransform.mProp._mdf){this.finalTransform._matMdf=!0;break}F+=1}if(this.finalTransform._matMdf)for(B=this.finalTransform.mProp.v.props,D.cloneFromProps(B),F=0;F<G;F+=1)B=this.hierarchy[F].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 F=!0,G=this.comp;F;)G.finalTransform?(G.data.hasMask&&D.splice(0,0,G.finalTransform),G=G.comp):F=!1;var W,q=D.length,U;for(W=0;W<q;W+=1)U=D[W].mat.applyToPointArray(0,0,0),B=[B[0]-U[0],B[1]-U[1],0];return B},mHelper:new Matrix};function MaskElement(R,B,D){this.data=R,this.element=B,this.globalData=D,this.storedData=[],this.masksProperties=this.data.masksProperties||[],this.maskElement=null;var F=this.globalData.defs,G,W=this.masksProperties?this.masksProperties.length:0;this.viewData=createSizedArray(W),this.solidPath="";var q,U=this.masksProperties,Y=0,Q=[],K,Z,J=createElementID(),te,ie,se,re,ae="clipPath",le="clip-path";for(G=0;G<W;G+=1)if((U[G].mode!=="a"&&U[G].mode!=="n"||U[G].inv||U[G].o.k!==100||U[G].o.x)&&(ae="mask",le="mask"),(U[G].mode==="s"||U[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),Q.push(te)):te=null,q=createNS("path"),U[G].mode==="n")this.viewData[G]={op:PropertyFactory.getProp(this.element,U[G].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,U[G],3),elem:q,lastPath:""},F.appendChild(q);else{Y+=1,q.setAttribute("fill",U[G].mode==="s"?"#000000":"#ffffff"),q.setAttribute("clip-rule","nonzero");var ce;if(U[G].x.k!==0?(ae="mask",le="mask",re=PropertyFactory.getProp(this.element,U[G].x,0,null,this.element),ce=createElementID(),ie=createNS("filter"),ie.setAttribute("id",ce),se=createNS("feMorphology"),se.setAttribute("operator","erode"),se.setAttribute("in","SourceGraphic"),se.setAttribute("radius","0"),ie.appendChild(se),F.appendChild(ie),q.setAttribute("stroke",U[G].mode==="s"?"#000000":"#ffffff")):(se=null,re=null),this.storedData[G]={elem:q,x:re,expan:se,lastPath:"",lastOperator:"",filterId:ce,lastRadius:0},U[G].mode==="i"){Z=Q.length;var fe=createNS("g");for(K=0;K<Z;K+=1)fe.appendChild(Q[K]);var de=createNS("mask");de.setAttribute("mask-type","alpha"),de.setAttribute("id",J+"_"+Y),de.appendChild(q),F.appendChild(de),fe.setAttribute("mask","url("+getLocationHref()+"#"+J+"_"+Y+")"),Q.length=0,Q.push(fe)}else Q.push(q);U[G].inv&&!this.solidPath&&(this.solidPath=this.createLayerSolidPath()),this.viewData[G]={elem:q,lastPath:"",op:PropertyFactory.getProp(this.element,U[G].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,U[G],3),invRect:te},this.viewData[G].prop.k||this.drawPath(U[G],this.viewData[G].prop.v,this.viewData[G])}for(this.maskElement=createNS(ae),W=Q.length,G=0;G<W;G+=1)this.maskElement.appendChild(Q[G]);Y>0&&(this.maskElement.setAttribute("id",J),this.element.maskedElement.setAttribute(le,"url("+getLocationHref()+"#"+J+")"),F.appendChild(this.maskElement)),this.viewData.length&&this.element.addRenderableComponent(this)}MaskElement.prototype.getMaskProperty=function(R){return this.viewData[R].prop},MaskElement.prototype.renderFrame=function(R){var B=this.element.finalTransform.mat,D,F=this.masksProperties.length;for(D=0;D<F;D+=1)if((this.viewData[D].prop._mdf||R)&&this.drawPath(this.masksProperties[D],this.viewData[D].prop.v,this.viewData[D]),(this.viewData[D].op._mdf||R)&&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||R)&&this.viewData[D].invRect.setAttribute("transform",B.getInverseMatrix().to2dCSS()),this.storedData[D].x&&(this.storedData[D].x._mdf||R))){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 R="M0,0 ";return R+=" h"+this.globalData.compSize.w,R+=" v"+this.globalData.compSize.h,R+=" h-"+this.globalData.compSize.w,R+=" v-"+this.globalData.compSize.h+" ",R},MaskElement.prototype.drawPath=function(R,B,D){var F=" M"+B.v[0][0]+","+B.v[0][1],G,W;for(W=B._length,G=1;G<W;G+=1)F+=" 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&&(F+=" 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!==F){var q="";D.elem&&(B.c&&(q=R.inv?this.solidPath+F:F),D.elem.setAttribute("d",q)),D.lastPath=F}},MaskElement.prototype.destroy=function(){this.element=null,this.globalData=null,this.maskElement=null,this.data=null,this.masksProperties=null};var filtersFactory=function(){var R={};R.createFilter=B,R.createAlphaToLuminanceFilter=D;function B(F,G){var W=createNS("filter");return W.setAttribute("id",F),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 F=createNS("feColorMatrix");return F.setAttribute("type","matrix"),F.setAttribute("color-interpolation-filters","sRGB"),F.setAttribute("values","0 0 0 1 0  0 0 0 1 0  0 0 0 1 0  0 0 0 1 1"),F}return R}(),featureSupport=function(){var R={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))&&(R.maskType=!1),R}(),registeredEffects={},idPrefix="filter_result_";function SVGEffects(R){var B,D="SourceGraphic",F=R.data.ef?R.data.ef.length:0,G=createElementID(),W=filtersFactory.createFilter(G,!0),q=0;this.filters=[];var U;for(B=0;B<F;B+=1){U=null;var Y=R.data.ef[B].ty;if(registeredEffects[Y]){var Q=registeredEffects[Y].effect;U=new Q(W,R.effectsManager.effectElements[B],R,idPrefix+q,D),D=idPrefix+q,registeredEffects[Y].countsAsEffect&&(q+=1)}U&&this.filters.push(U)}q&&(R.globalData.defs.appendChild(W),R.layerElement.setAttribute("filter","url("+getLocationHref()+"#"+G+")")),this.filters.length&&R.addRenderableComponent(this)}SVGEffects.prototype.renderFrame=function(R){var B,D=this.filters.length;for(B=0;B<D;B+=1)this.filters[B].renderFrame(R)};function registerEffect(R,B,D){registeredEffects[R]={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,F,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(),F=filtersFactory.createFilter(D),this.globalData.defs.appendChild(F),F.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 U=createNS("g");q.appendChild(U),D=createElementID(),F=filtersFactory.createFilter(D);var Y=createNS("feComponentTransfer");Y.setAttribute("in","SourceGraphic"),F.appendChild(Y);var Q=createNS("feFuncA");Q.setAttribute("type","table"),Q.setAttribute("tableValues","1.0 0.0"),Y.appendChild(Q),this.globalData.defs.appendChild(F);var K=createNS("rect");K.setAttribute("width",this.comp.data.w),K.setAttribute("height",this.comp.data.h),K.setAttribute("x","0"),K.setAttribute("y","0"),K.setAttribute("fill","#ffffff"),K.setAttribute("opacity","0"),U.setAttribute("filter","url("+getLocationHref()+"#"+D+")"),U.appendChild(K),U.appendChild(this.layerElement),B=U,featureSupport.maskType||(q.setAttribute("mask-type","luminance"),F.appendChild(filtersFactory.createAlphaToLuminanceFilter()),G=createNS("g"),U.appendChild(K),G.appendChild(this.layerElement),B=G,U.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 Z=createNS("clipPath"),J=createNS("path");J.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(Z.setAttribute("id",te),Z.appendChild(J),this.globalData.defs.appendChild(Z),this.checkMasks()){var ie=createNS("g");ie.setAttribute("clip-path","url("+getLocationHref()+"#"+te+")"),ie.appendChild(this.layerElement),this.transformedElement=ie,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 R={initElement:function(D,F,G){this.initFrame(),this.initBaseData(D,F,G),this.initTransform(D,F,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(R)],RenderableDOMElement)})();function IImageElement(R,B,D){this.assetData=B.getAssetData(R.refId),this.initElement(R,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 R=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",R),this.layerElement.appendChild(this.innerElem)},IImageElement.prototype.sourceRectAtTime=function(){return this.sourceRect};function ProcessedElement(R,B){this.elem=R,this.pos=B}function IShapeElement(){}IShapeElement.prototype={addShapeToModifiers:function(B){var D,F=this.shapeModifiers.length;for(D=0;D<F;D+=1)this.shapeModifiers[D].addShape(B)},isShapeInAnimatedModifiers:function(B){for(var D=0,F=this.shapeModifiers.length;D<F;)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 F;for(B=D-1;B>=0&&(F=this.shapeModifiers[B].processShapes(this._isFirstFrame),!F);B-=1);}},searchProcessedElement:function(B){for(var D=this.processedElements,F=0,G=D.length;F<G;){if(D[F].elem===B)return D[F].pos;F+=1}return 0},addProcessedElement:function(B,D){for(var F=this.processedElements,G=F.length;G;)if(G-=1,F[G].elem===B){F[G].pos=D;return}F.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(R,B,D){this.caches=[],this.styles=[],this.transformers=R,this.lStr="",this.sh=D,this.lvl=B,this._isAnimated=!!D.k;for(var F=0,G=R.length;F<G;){if(R[F].mProps.dynamicProperties.length){this._isAnimated=!0;break}F+=1}}SVGShapeData.prototype.setAsAnimated=function(){this._isAnimated=!0};function SVGStyleData(R,B){this.data=R,this.type=R.ty,this.d="",this.lvl=B,this._mdf=!1,this.closed=R.hd===!0,this.pElem=createNS("path"),this.msElem=null}SVGStyleData.prototype.reset=function(){this.d="",this._mdf=!1};function DashProperty(R,B,D,F){this.elem=R,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(F);var G,W=B.length||0,q;for(G=0;G<W;G+=1)q=PropertyFactory.getProp(R,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(R){if(!(this.elem.globalData.frameId===this.frameId&&!R)&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf=this._mdf||R,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(R,B,D){this.initDynamicPropertyContainer(R),this.getValue=this.iterateDynamicProperties,this.o=PropertyFactory.getProp(R,B.o,0,.01,this),this.w=PropertyFactory.getProp(R,B.w,0,null,this),this.d=new DashProperty(R,B.d||{},"svg",this),this.c=PropertyFactory.getProp(R,B.c,1,255,this),this.style=D,this._isAnimated=!!this._isAnimated}extendPrototype([DynamicPropertyContainer],SVGStrokeStyleData);function SVGFillStyleData(R,B,D){this.initDynamicPropertyContainer(R),this.getValue=this.iterateDynamicProperties,this.o=PropertyFactory.getProp(R,B.o,0,.01,this),this.c=PropertyFactory.getProp(R,B.c,1,255,this),this.style=D}extendPrototype([DynamicPropertyContainer],SVGFillStyleData);function SVGNoStyleData(R,B,D){this.initDynamicPropertyContainer(R),this.getValue=this.iterateDynamicProperties,this.style=D}extendPrototype([DynamicPropertyContainer],SVGNoStyleData);function GradientProperty(R,B,D){this.data=B,this.c=createTypedArray("uint8c",B.p*4);var F=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",F),this._cmdf=!1,this._omdf=!1,this._collapsable=this.checkCollapsable(),this._hasOpacity=F,this.initDynamicPropertyContainer(D),this.prop=PropertyFactory.getProp(R,B.k,1,null,this),this.k=this.prop.k,this.getValue(!0)}GradientProperty.prototype.comparePoints=function(R,B){for(var D=0,F=this.o.length/2,G;D<F;){if(G=Math.abs(R[D*4]-R[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 R=0,B=this.data.k.k.length;R<B;){if(!this.comparePoints(this.data.k.k[R].s,this.data.p))return!1;R+=1}else if(!this.comparePoints(this.data.k.k,this.data.p))return!1;return!0},GradientProperty.prototype.getValue=function(R){if(this.prop.getValue(),this._mdf=!1,this._cmdf=!1,this._omdf=!1,this.prop._mdf||R){var B,D=this.data.p*4,F,G;for(B=0;B<D;B+=1)F=B%4===0?100:255,G=Math.round(this.prop.v[B]*F),this.c[B]!==G&&(this.c[B]=G,this._cmdf=!R);if(this.o.length)for(D=this.prop.v.length,B=this.data.p*4;B<D;B+=1)F=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=!R);this._mdf=!R}},extendPrototype([DynamicPropertyContainer],GradientProperty);function SVGGradientFillStyleData(R,B,D){this.initDynamicPropertyContainer(R),this.getValue=this.iterateDynamicProperties,this.initGradientData(R,B,D)}SVGGradientFillStyleData.prototype.initGradientData=function(R,B,D){this.o=PropertyFactory.getProp(R,B.o,0,.01,this),this.s=PropertyFactory.getProp(R,B.s,1,null,this),this.e=PropertyFactory.getProp(R,B.e,1,null,this),this.h=PropertyFactory.getProp(R,B.h||{k:0},0,.01,this),this.a=PropertyFactory.getProp(R,B.a||{k:0},0,degToRads,this),this.g=new GradientProperty(R,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(R,B){var D=createElementID(),F=createNS(B.t===1?"linearGradient":"radialGradient");F.setAttribute("id",D),F.setAttribute("spreadMethod","pad"),F.setAttribute("gradientUnits","userSpaceOnUse");var G=[],W,q,U;for(U=B.g.p*4,q=0;q<U;q+=4)W=createNS("stop"),F.appendChild(W),G.push(W);R.setAttribute(B.ty==="gf"?"fill":"stroke","url("+getLocationHref()+"#"+D+")"),this.gf=F,this.cst=G},SVGGradientFillStyleData.prototype.setGradientOpacity=function(R,B){if(this.g._hasOpacity&&!this.g._collapsable){var D,F,G,W=createNS("mask"),q=createNS("path");W.appendChild(q);var U=createElementID(),Y=createElementID();W.setAttribute("id",Y);var Q=createNS(R.t===1?"linearGradient":"radialGradient");Q.setAttribute("id",U),Q.setAttribute("spreadMethod","pad"),Q.setAttribute("gradientUnits","userSpaceOnUse"),G=R.g.k.k[0].s?R.g.k.k[0].s.length:R.g.k.k.length;var K=this.stops;for(F=R.g.p*4;F<G;F+=2)D=createNS("stop"),D.setAttribute("stop-color","rgb(255,255,255)"),Q.appendChild(D),K.push(D);q.setAttribute(R.ty==="gf"?"fill":"stroke","url("+getLocationHref()+"#"+U+")"),R.ty==="gs"&&(q.setAttribute("stroke-linecap",lineCapEnum[R.lc||2]),q.setAttribute("stroke-linejoin",lineJoinEnum[R.lj||2]),R.lj===1&&q.setAttribute("stroke-miterlimit",R.ml)),this.of=Q,this.ms=W,this.ost=K,this.maskId=Y,B.msElem=q}},extendPrototype([DynamicPropertyContainer],SVGGradientFillStyleData);function SVGGradientStrokeStyleData(R,B,D){this.initDynamicPropertyContainer(R),this.getValue=this.iterateDynamicProperties,this.w=PropertyFactory.getProp(R,B.w,0,null,this),this.d=new DashProperty(R,B.d||{},"svg",this),this.initGradientData(R,B,D),this._isAnimated=!!this._isAnimated}extendPrototype([SVGGradientFillStyleData,DynamicPropertyContainer],SVGGradientStrokeStyleData);function ShapeGroupData(){this.it=[],this.prevViewData=[],this.gr=createNS("g")}function SVGTransformData(R,B,D){this.transform={mProps:R,op:B,container:D},this.elements=[],this._isAnimated=this.transform.mProps.dynamicProperties.length||this.transform.op.effectsSequence.length}var buildShapeString=function(B,D,F,G){if(D===0)return"";var W=B.o,q=B.i,U=B.v,Y,Q=" M"+G.applyToPointStringified(U[0][0],U[0][1]);for(Y=1;Y<D;Y+=1)Q+=" C"+G.applyToPointStringified(W[Y-1][0],W[Y-1][1])+" "+G.applyToPointStringified(q[Y][0],q[Y][1])+" "+G.applyToPointStringified(U[Y][0],U[Y][1]);return F&&D&&(Q+=" C"+G.applyToPointStringified(W[Y-1][0],W[Y-1][1])+" "+G.applyToPointStringified(q[0][0],q[0][1])+" "+G.applyToPointStringified(U[0][0],U[0][1]),Q+="z"),Q},SVGElementsRenderer=function(){var R=new Matrix,B=new Matrix,D={createRenderFunction:F};function F(Z){switch(Z.ty){case"fl":return U;case"gf":return Q;case"gs":return Y;case"st":return K;case"sh":case"el":case"rc":case"sr":return q;case"tr":return G;case"no":return W;default:return null}}function G(Z,J,te){(te||J.transform.op._mdf)&&J.transform.container.setAttribute("opacity",J.transform.op.v),(te||J.transform.mProps._mdf)&&J.transform.container.setAttribute("transform",J.transform.mProps.v.to2dCSS())}function W(){}function q(Z,J,te){var ie,se,re,ae,le,ce,fe=J.styles.length,de=J.lvl,me,he,pe,be,Se;for(ce=0;ce<fe;ce+=1){if(ae=J.sh._mdf||te,J.styles[ce].lvl<de){for(he=B.reset(),be=de-J.styles[ce].lvl,Se=J.transformers.length-1;!ae&&be>0;)ae=J.transformers[Se].mProps._mdf||ae,be-=1,Se-=1;if(ae)for(be=de-J.styles[ce].lvl,Se=J.transformers.length-1;be>0;)pe=J.transformers[Se].mProps.v.props,he.transform(pe[0],pe[1],pe[2],pe[3],pe[4],pe[5],pe[6],pe[7],pe[8],pe[9],pe[10],pe[11],pe[12],pe[13],pe[14],pe[15]),be-=1,Se-=1}else he=R;if(me=J.sh.paths,se=me._length,ae){for(re="",ie=0;ie<se;ie+=1)le=me.shapes[ie],le&&le._length&&(re+=buildShapeString(le,le._length,le.c,he));J.caches[ce]=re}else re=J.caches[ce];J.styles[ce].d+=Z.hd===!0?"":re,J.styles[ce]._mdf=ae||J.styles[ce]._mdf}}function U(Z,J,te){var ie=J.style;(J.c._mdf||te)&&ie.pElem.setAttribute("fill","rgb("+bmFloor(J.c.v[0])+","+bmFloor(J.c.v[1])+","+bmFloor(J.c.v[2])+")"),(J.o._mdf||te)&&ie.pElem.setAttribute("fill-opacity",J.o.v)}function Y(Z,J,te){Q(Z,J,te),K(Z,J,te)}function Q(Z,J,te){var ie=J.gf,se=J.g._hasOpacity,re=J.s.v,ae=J.e.v;if(J.o._mdf||te){var le=Z.ty==="gf"?"fill-opacity":"stroke-opacity";J.style.pElem.setAttribute(le,J.o.v)}if(J.s._mdf||te){var ce=Z.t===1?"x1":"cx",fe=ce==="x1"?"y1":"cy";ie.setAttribute(ce,re[0]),ie.setAttribute(fe,re[1]),se&&!J.g._collapsable&&(J.of.setAttribute(ce,re[0]),J.of.setAttribute(fe,re[1]))}var de,me,he,pe;if(J.g._cmdf||te){de=J.cst;var be=J.g.c;for(he=de.length,me=0;me<he;me+=1)pe=de[me],pe.setAttribute("offset",be[me*4]+"%"),pe.setAttribute("stop-color","rgb("+be[me*4+1]+","+be[me*4+2]+","+be[me*4+3]+")")}if(se&&(J.g._omdf||te)){var Se=J.g.o;for(J.g._collapsable?de=J.cst:de=J.ost,he=de.length,me=0;me<he;me+=1)pe=de[me],J.g._collapsable||pe.setAttribute("offset",Se[me*2]+"%"),pe.setAttribute("stop-opacity",Se[me*2+1])}if(Z.t===1)(J.e._mdf||te)&&(ie.setAttribute("x2",ae[0]),ie.setAttribute("y2",ae[1]),se&&!J.g._collapsable&&(J.of.setAttribute("x2",ae[0]),J.of.setAttribute("y2",ae[1])));else{var ve;if((J.s._mdf||J.e._mdf||te)&&(ve=Math.sqrt(Math.pow(re[0]-ae[0],2)+Math.pow(re[1]-ae[1],2)),ie.setAttribute("r",ve),se&&!J.g._collapsable&&J.of.setAttribute("r",ve)),J.e._mdf||J.h._mdf||J.a._mdf||te){ve||(ve=Math.sqrt(Math.pow(re[0]-ae[0],2)+Math.pow(re[1]-ae[1],2)));var xe=Math.atan2(ae[1]-re[1],ae[0]-re[0]),Ee=J.h.v;Ee>=1?Ee=.99:Ee<=-1&&(Ee=-.99);var ge=ve*Ee,we=Math.cos(xe+J.a.v)*ge+re[0],Le=Math.sin(xe+J.a.v)*ge+re[1];ie.setAttribute("fx",we),ie.setAttribute("fy",Le),se&&!J.g._collapsable&&(J.of.setAttribute("fx",we),J.of.setAttribute("fy",Le))}}}function K(Z,J,te){var ie=J.style,se=J.d;se&&(se._mdf||te)&&se.dashStr&&(ie.pElem.setAttribute("stroke-dasharray",se.dashStr),ie.pElem.setAttribute("stroke-dashoffset",se.dashoffset[0])),J.c&&(J.c._mdf||te)&&ie.pElem.setAttribute("stroke","rgb("+bmFloor(J.c.v[0])+","+bmFloor(J.c.v[1])+","+bmFloor(J.c.v[2])+")"),(J.o._mdf||te)&&ie.pElem.setAttribute("stroke-opacity",J.o.v),(J.w._mdf||te)&&(ie.pElem.setAttribute("stroke-width",J.w.v),ie.msElem&&ie.msElem.setAttribute("stroke-width",J.w.v))}return D}();function SVGShapeElement(R,B,D){this.shapes=[],this.shapesData=R.shapes,this.stylesList=[],this.shapeModifiers=[],this.itemsData=[],this.processedElements=[],this.animatedContents=[],this.initElement(R,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 R,B=this.shapes.length,D,F,G=this.stylesList.length,W,q=[],U=!1;for(F=0;F<G;F+=1){for(W=this.stylesList[F],U=!1,q.length=0,R=0;R<B;R+=1)D=this.shapes[R],D.styles.indexOf(W)!==-1&&(q.push(D),U=D._isAnimated||U);q.length>1&&U&&this.setShapesAsAnimated(q)}},SVGShapeElement.prototype.setShapesAsAnimated=function(R){var B,D=R.length;for(B=0;B<D;B+=1)R[B].setAsAnimated()},SVGShapeElement.prototype.createStyleElement=function(R,B){var D,F=new SVGStyleData(R,B),G=F.pElem;if(R.ty==="st")D=new SVGStrokeStyleData(this,R,F);else if(R.ty==="fl")D=new SVGFillStyleData(this,R,F);else if(R.ty==="gf"||R.ty==="gs"){var W=R.ty==="gf"?SVGGradientFillStyleData:SVGGradientStrokeStyleData;D=new W(this,R,F),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 R.ty==="no"&&(D=new SVGNoStyleData(this,R,F));return(R.ty==="st"||R.ty==="gs")&&(G.setAttribute("stroke-linecap",lineCapEnum[R.lc||2]),G.setAttribute("stroke-linejoin",lineJoinEnum[R.lj||2]),G.setAttribute("fill-opacity","0"),R.lj===1&&G.setAttribute("stroke-miterlimit",R.ml)),R.r===2&&G.setAttribute("fill-rule","evenodd"),R.ln&&G.setAttribute("id",R.ln),R.cl&&G.setAttribute("class",R.cl),R.bm&&(G.style["mix-blend-mode"]=getBlendMode(R.bm)),this.stylesList.push(F),this.addToAnimatedContents(R,D),D},SVGShapeElement.prototype.createGroupElement=function(R){var B=new ShapeGroupData;return R.ln&&B.gr.setAttribute("id",R.ln),R.cl&&B.gr.setAttribute("class",R.cl),R.bm&&(B.gr.style["mix-blend-mode"]=getBlendMode(R.bm)),B},SVGShapeElement.prototype.createTransformElement=function(R,B){var D=TransformPropertyFactory.getTransformProperty(this,R,this),F=new SVGTransformData(D,D.o,B);return this.addToAnimatedContents(R,F),F},SVGShapeElement.prototype.createShapeElement=function(R,B,D){var F=4;R.ty==="rc"?F=5:R.ty==="el"?F=6:R.ty==="sr"&&(F=7);var G=ShapePropertyFactory.getShapeProp(this,R,F,this),W=new SVGShapeData(B,D,G);return this.shapes.push(W),this.addShapeToModifiers(W),this.addToAnimatedContents(R,W),W},SVGShapeElement.prototype.addToAnimatedContents=function(R,B){for(var D=0,F=this.animatedContents.length;D<F;){if(this.animatedContents[D].element===B)return;D+=1}this.animatedContents.push({fn:SVGElementsRenderer.createRenderFunction(R),element:B,data:R})},SVGShapeElement.prototype.setElementStyles=function(R){var B=R.styles,D,F=this.stylesList.length;for(D=0;D<F;D+=1)this.stylesList[D].closed||B.push(this.stylesList[D])},SVGShapeElement.prototype.reloadShapes=function(){this._isFirstFrame=!0;var R,B=this.itemsData.length;for(R=0;R<B;R+=1)this.prevViewData[R]=this.itemsData[R];for(this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.layerElement,0,[],!0),this.filterUniqueShapes(),B=this.dynamicProperties.length,R=0;R<B;R+=1)this.dynamicProperties[R].getValue();this.renderModifiers()},SVGShapeElement.prototype.searchShapes=function(R,B,D,F,G,W,q){var U=[].concat(W),Y,Q=R.length-1,K,Z,J=[],te=[],ie,se,re;for(Y=Q;Y>=0;Y-=1){if(re=this.searchProcessedElement(R[Y]),re?B[Y]=D[re-1]:R[Y]._render=q,R[Y].ty==="fl"||R[Y].ty==="st"||R[Y].ty==="gf"||R[Y].ty==="gs"||R[Y].ty==="no")re?B[Y].style.closed=!1:B[Y]=this.createStyleElement(R[Y],G),R[Y]._render&&B[Y].style.pElem.parentNode!==F&&F.appendChild(B[Y].style.pElem),J.push(B[Y].style);else if(R[Y].ty==="gr"){if(!re)B[Y]=this.createGroupElement(R[Y]);else for(Z=B[Y].it.length,K=0;K<Z;K+=1)B[Y].prevViewData[K]=B[Y].it[K];this.searchShapes(R[Y].it,B[Y].it,B[Y].prevViewData,B[Y].gr,G+1,U,q),R[Y]._render&&B[Y].gr.parentNode!==F&&F.appendChild(B[Y].gr)}else R[Y].ty==="tr"?(re||(B[Y]=this.createTransformElement(R[Y],F)),ie=B[Y].transform,U.push(ie)):R[Y].ty==="sh"||R[Y].ty==="rc"||R[Y].ty==="el"||R[Y].ty==="sr"?(re||(B[Y]=this.createShapeElement(R[Y],U,G)),this.setElementStyles(B[Y])):R[Y].ty==="tm"||R[Y].ty==="rd"||R[Y].ty==="ms"||R[Y].ty==="pb"?(re?(se=B[Y],se.closed=!1):(se=ShapeModifiers.getModifier(R[Y].ty),se.init(this,R[Y]),B[Y]=se,this.shapeModifiers.push(se)),te.push(se)):R[Y].ty==="rp"&&(re?(se=B[Y],se.closed=!0):(se=ShapeModifiers.getModifier(R[Y].ty),B[Y]=se,se.init(this,R,Y,B),this.shapeModifiers.push(se),q=!1),te.push(se));this.addProcessedElement(R[Y],Y+1)}for(Q=J.length,Y=0;Y<Q;Y+=1)J[Y].closed=!0;for(Q=te.length,Y=0;Y<Q;Y+=1)te[Y].closed=!0},SVGShapeElement.prototype.renderInnerContent=function(){this.renderModifiers();var R,B=this.stylesList.length;for(R=0;R<B;R+=1)this.stylesList[R].reset();for(this.renderShape(),R=0;R<B;R+=1)(this.stylesList[R]._mdf||this._isFirstFrame)&&(this.stylesList[R].msElem&&(this.stylesList[R].msElem.setAttribute("d",this.stylesList[R].d),this.stylesList[R].d="M0 0"+this.stylesList[R].d),this.stylesList[R].pElem.setAttribute("d",this.stylesList[R].d||"M0 0"))},SVGShapeElement.prototype.renderShape=function(){var R,B=this.animatedContents.length,D;for(R=0;R<B;R+=1)D=this.animatedContents[R],(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(R,B,D,F,G,W){this.o=R,this.sw=B,this.sc=D,this.fc=F,this.m=G,this.p=W,this._mdf={o:!0,sw:!!B,sc:!!D,fc:!!F,m:!0,p:!0}}LetterProps.prototype.update=function(R,B,D,F,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!==R&&(this.o=R,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!==F&&(this.fc=F,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(R,B){this._frameId=initialDefaultFrame,this.pv="",this.v="",this.kf=!1,this._isFirstFrame=!0,this._mdf=!1,this.data=B,this.elem=R,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(R,B){for(var D in B)Object.prototype.hasOwnProperty.call(B,D)&&(R[D]=B[D]);return R},TextProperty.prototype.setCurrentData=function(R){R.__complete||this.completeTextData(R),this.currentData=R,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(R){this.effectsSequence.push(R),this.elem.addDynamicProperty(this)},TextProperty.prototype.getValue=function(R){if(!((this.elem.globalData.frameId===this.frameId||!this.effectsSequence.length)&&!R)){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 F,G=this.effectsSequence.length,W=R||this.data.d.k[this.keysIndex].s;for(F=0;F<G;F+=1)D!==this.keysIndex?W=this.effectsSequence[F](W,W.t):W=this.effectsSequence[F](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 R=this.data.d.k,B=this.elem.comp.renderedFrame,D=0,F=R.length;D<=F-1&&!(D===F-1||R[D+1].t>B);)D+=1;return this.keysIndex!==D&&(this.keysIndex=D),this.data.d.k[this.keysIndex].s},TextProperty.prototype.buildFinalText=function(R){for(var B=[],D=0,F=R.length,G,W,q=!1;D<F;)G=R.charCodeAt(D),FontManager.isCombinedCharacter(G)?B[B.length-1]+=R.charAt(D):G>=55296&&G<=56319?(W=R.charCodeAt(D+1),W>=56320&&W<=57343?(q||FontManager.isModifier(G,W)?(B[B.length-1]+=R.substr(D,2),q=!1):B.push(R.substr(D,2)),D+=1):B.push(R.charAt(D))):G>56319?(W=R.charCodeAt(D+1),FontManager.isZeroWidthJoiner(G,W)?(q=!0,B[B.length-1]+=R.substr(D,2),D+=1):B.push(R.charAt(D))):FontManager.isZeroWidthJoiner(G)?(B[B.length-1]+=R.charAt(D),q=!0):B.push(R.charAt(D)),D+=1;return B},TextProperty.prototype.completeTextData=function(R){R.__complete=!0;var B=this.elem.globalData.fontManager,D=this.data,F=[],G,W,q,U=0,Y,Q=D.m.g,K=0,Z=0,J=0,te=[],ie=0,se=0,re,ae,le=B.getFontByName(R.f),ce,fe=0,de=getFontProperties(le);R.fWeight=de.weight,R.fStyle=de.style,R.finalSize=R.s,R.finalText=this.buildFinalText(R.t),W=R.finalText.length,R.finalLineHeight=R.lh;var me=R.tr/1e3*R.finalSize,he;if(R.sz)for(var pe=!0,be=R.sz[0],Se=R.sz[1],ve,xe;pe;){xe=this.buildFinalText(R.t),ve=0,ie=0,W=xe.length,me=R.tr/1e3*R.finalSize;var Ee=-1;for(G=0;G<W;G+=1)he=xe[G].charCodeAt(0),q=!1,xe[G]===" "?Ee=G:(he===13||he===3)&&(ie=0,q=!0,ve+=R.finalLineHeight||R.finalSize*1.2),B.chars?(ce=B.getCharData(xe[G],le.fStyle,le.fFamily),fe=q?0:ce.w*R.finalSize/100):fe=B.measureText(xe[G],R.f,R.finalSize),ie+fe>be&&xe[G]!==" "?(Ee===-1?W+=1:G=Ee,ve+=R.finalLineHeight||R.finalSize*1.2,xe.splice(G,Ee===G?1:0,"\r"),Ee=-1,ie=0):(ie+=fe,ie+=me);ve+=le.ascent*R.finalSize/100,this.canResize&&R.finalSize>this.minimumFontSize&&Se<ve?(R.finalSize-=1,R.finalLineHeight=R.finalSize*R.lh/R.s):(R.finalText=xe,W=R.finalText.length,pe=!1)}ie=-me,fe=0;var ge=0,we;for(G=0;G<W;G+=1)if(q=!1,we=R.finalText[G],he=we.charCodeAt(0),he===13||he===3?(ge=0,te.push(ie),se=ie>se?ie:se,ie=-2*me,Y="",q=!0,J+=1):Y=we,B.chars?(ce=B.getCharData(we,le.fStyle,B.getFontByName(R.f).fFamily),fe=q?0:ce.w*R.finalSize/100):fe=B.measureText(Y,R.f,R.finalSize),we===" "?ge+=fe+me:(ie+=fe+me+ge,ge=0),F.push({l:fe,an:fe,add:K,n:q,anIndexes:[],val:Y,line:J,animatorJustifyOffset:0}),Q==2){if(K+=fe,Y===""||Y===" "||G===W-1){for((Y===""||Y===" ")&&(K-=fe);Z<=G;)F[Z].an=K,F[Z].ind=U,F[Z].extra=fe,Z+=1;U+=1,K=0}}else if(Q==3){if(K+=fe,Y===""||G===W-1){for(Y===""&&(K-=fe);Z<=G;)F[Z].an=K,F[Z].ind=U,F[Z].extra=fe,Z+=1;K=0,U+=1}}else F[U].ind=U,F[U].extra=0,U+=1;if(R.l=F,se=ie>se?ie:se,te.push(ie),R.sz)R.boxWidth=R.sz[0],R.justifyOffset=0;else switch(R.boxWidth=se,R.j){case 1:R.justifyOffset=-R.boxWidth;break;case 2:R.justifyOffset=-R.boxWidth/2;break;default:R.justifyOffset=0}R.lineWidths=te;var Le=D.a,Me,Pe;ae=Le.length;var Ce,De,Ne=[];for(re=0;re<ae;re+=1){for(Me=Le[re],Me.a.sc&&(R.strokeColorAnim=!0),Me.a.sw&&(R.strokeWidthAnim=!0),(Me.a.fc||Me.a.fh||Me.a.fs||Me.a.fb)&&(R.fillColorAnim=!0),De=0,Ce=Me.s.b,G=0;G<W;G+=1)Pe=F[G],Pe.anIndexes[re]=De,(Ce==1&&Pe.val!==""||Ce==2&&Pe.val!==""&&Pe.val!==" "||Ce==3&&(Pe.n||Pe.val==" "||G==W-1)||Ce==4&&(Pe.n||G==W-1))&&(Me.s.rn===1&&Ne.push(De),De+=1);D.a[re].s.totalChars=De;var Ie=-1,Ge;if(Me.s.rn===1)for(G=0;G<W;G+=1)Pe=F[G],Ie!=Pe.anIndexes[re]&&(Ie=Pe.anIndexes[re],Ge=Ne.splice(Math.floor(Math.random()*Ne.length),1)[0]),Pe.anIndexes[re]=Ge}R.yOffset=R.finalLineHeight||R.finalSize*1.2,R.ls=R.ls||0,R.ascent=le.ascent*R.finalSize/100},TextProperty.prototype.updateDocumentData=function(R,B){B=B===void 0?this.keysIndex:B;var D=this.copyData({},this.data.d.k[B].s);D=this.copyData(D,R),this.data.d.k[B].s=D,this.recalculate(B),this.elem.addDynamicProperty(this)},TextProperty.prototype.recalculate=function(R){var B=this.data.d.k[R].s;B.__complete=!1,this.keysIndex=0,this._isFirstFrame=!0,this.getValue(B)},TextProperty.prototype.canResizeFont=function(R){this.canResize=R,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)},TextProperty.prototype.setMinimumFontSize=function(R){this.minimumFontSize=Math.floor(R)||1,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)};var TextSelectorProp=function(){var R=Math.max,B=Math.min,D=Math.floor;function F(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()}F.prototype={getMult:function(q){this._currentTextLength!==this.elem.textProperty.currentData.l.length&&this.getValue();var U=0,Y=0,Q=1,K=1;this.ne.v>0?U=this.ne.v/100:Y=-this.ne.v/100,this.xe.v>0?Q=1-this.xe.v/100:K=1+this.xe.v/100;var Z=BezierFactory.getBezierEasing(U,Y,Q,K).get,J=0,te=this.finalS,ie=this.finalE,se=this.data.sh;if(se===2)ie===te?J=q>=ie?1:0:J=R(0,B(.5/(ie-te)+(q-te)/(ie-te),1)),J=Z(J);else if(se===3)ie===te?J=q>=ie?0:1:J=1-R(0,B(.5/(ie-te)+(q-te)/(ie-te),1)),J=Z(J);else if(se===4)ie===te?J=0:(J=R(0,B(.5/(ie-te)+(q-te)/(ie-te),1)),J<.5?J*=2:J=1-2*(J-.5)),J=Z(J);else if(se===5){if(ie===te)J=0;else{var re=ie-te;q=B(R(0,q+.5-te),ie-te);var ae=-re/2+q,le=re/2;J=Math.sqrt(1-ae*ae/(le*le))}J=Z(J)}else se===6?(ie===te?J=0:(q=B(R(0,q+.5-te),ie-te),J=(1+Math.cos(Math.PI+Math.PI*2*q/(ie-te)))/2),J=Z(J)):(q>=D(te)&&(q-te<0?J=R(0,B(B(ie,1)-(te-q),1)):J=R(0,B(ie-q,1))),J=Z(J));if(this.sm.v!==100){var ce=this.sm.v*.01;ce===0&&(ce=1e-8);var fe=.5-ce*.5;J<fe?J=0:(J=(J-fe)/ce,J>1&&(J=1))}return J*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 U=this.data.r===2?1:100/this.data.totalChars,Y=this.o.v/U,Q=this.s.v/U+Y,K=this.e.v/U+Y;if(Q>K){var Z=Q;Q=K,K=Z}this.finalS=Q,this.finalE=K}},extendPrototype([DynamicPropertyContainer],F);function G(W,q,U){return new F(W,q)}return{getTextSelectorProp:G}}();function TextAnimatorDataProperty(R,B,D){var F={propType:!1},G=PropertyFactory.getProp,W=B.a;this.a={r:W.r?G(R,W.r,0,degToRads,D):F,rx:W.rx?G(R,W.rx,0,degToRads,D):F,ry:W.ry?G(R,W.ry,0,degToRads,D):F,sk:W.sk?G(R,W.sk,0,degToRads,D):F,sa:W.sa?G(R,W.sa,0,degToRads,D):F,s:W.s?G(R,W.s,1,.01,D):F,a:W.a?G(R,W.a,1,0,D):F,o:W.o?G(R,W.o,0,.01,D):F,p:W.p?G(R,W.p,1,0,D):F,sw:W.sw?G(R,W.sw,0,0,D):F,sc:W.sc?G(R,W.sc,1,0,D):F,fc:W.fc?G(R,W.fc,1,0,D):F,fh:W.fh?G(R,W.fh,0,0,D):F,fs:W.fs?G(R,W.fs,0,.01,D):F,fb:W.fb?G(R,W.fb,0,.01,D):F,t:W.t?G(R,W.t,0,0,D):F},this.s=TextSelectorProp.getTextSelectorProp(R,B.s,D),this.s.t=B.s.t}function TextAnimatorProperty(R,B,D){this._isFirstFrame=!0,this._hasMaskedPath=!1,this._frameId=-1,this._textData=R,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 R,B=this._textData.a.length,D,F=PropertyFactory.getProp;for(R=0;R<B;R+=1)D=this._textData.a[R],this._animatorsData[R]=new TextAnimatorDataProperty(this._elem,D,this);this._textData.p&&"m"in this._textData.p?(this._pathData={a:F(this._elem,this._textData.p.a,0,0,this),f:F(this._elem,this._textData.p.f,0,0,this),l:F(this._elem,this._textData.p.l,0,0,this),r:F(this._elem,this._textData.p.r,0,0,this),p:F(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=F(this._elem,this._textData.m.a,1,0,this)},TextAnimatorProperty.prototype.getMeasures=function(R,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,F=this._animatorsData,G=this._textData,W=this.mHelper,q=this._renderType,U=this.renderedLetters.length,Y,Q,K,Z,J=R.l,te,ie,se,re,ae,le,ce,fe,de,me,he,pe,be,Se,ve;if(this._hasMaskedPath){if(ve=this._pathData.m,!this._pathData.n||this._pathData._mdf){var xe=ve.v;this._pathData.r.v&&(xe=xe.reverse()),te={tLength:0,segments:[]},Z=xe._length-1;var Ee;for(pe=0,K=0;K<Z;K+=1)Ee=bez.buildBezierData(xe.v[K],xe.v[K+1],[xe.o[K][0]-xe.v[K][0],xe.o[K][1]-xe.v[K][1]],[xe.i[K+1][0]-xe.v[K+1][0],xe.i[K+1][1]-xe.v[K+1][1]]),te.tLength+=Ee.segmentLength,te.segments.push(Ee),pe+=Ee.segmentLength;K=Z,ve.v.c&&(Ee=bez.buildBezierData(xe.v[K],xe.v[0],[xe.o[K][0]-xe.v[K][0],xe.o[K][1]-xe.v[K][1]],[xe.i[0][0]-xe.v[0][0],xe.i[0][1]-xe.v[0][1]]),te.tLength+=Ee.segmentLength,te.segments.push(Ee),pe+=Ee.segmentLength),this._pathData.pi=te}if(te=this._pathData.pi,ie=this._pathData.f.v,ce=0,le=1,re=0,ae=!0,me=te.segments,ie<0&&ve.v.c)for(te.tLength<Math.abs(ie)&&(ie=-Math.abs(ie)%te.tLength),ce=me.length-1,de=me[ce].points,le=de.length-1;ie<0;)ie+=de[le].partialLength,le-=1,le<0&&(ce-=1,de=me[ce].points,le=de.length-1);de=me[ce].points,fe=de[le-1],se=de[le],he=se.partialLength}Z=J.length,Y=0,Q=0;var ge=R.finalSize*1.2*.714,we=!0,Le,Me,Pe,Ce,De;Ce=F.length;var Ne,Ie=-1,Ge,ze,Ve,Ue=ie,tt=ce,Ke=le,rt=-1,pt,ht,gt,ke,Be,Ze,_e,Fe,Xe="",$e=this.defaultPropsArray,Qe;if(R.j===2||R.j===1){var nt=0,Ye=0,lt=R.j===2?-.5:-1,ct=0,ft=!0;for(K=0;K<Z;K+=1)if(J[K].n){for(nt&&(nt+=Ye);ct<K;)J[ct].animatorJustifyOffset=nt,ct+=1;nt=0,ft=!0}else{for(Pe=0;Pe<Ce;Pe+=1)Le=F[Pe].a,Le.t.propType&&(ft&&R.j===2&&(Ye+=Le.t.v*lt),Me=F[Pe].s,Ne=Me.getMult(J[K].anIndexes[Pe],G.a[Pe].s.totalChars),Ne.length?nt+=Le.t.v*Ne[0]*lt:nt+=Le.t.v*Ne*lt);ft=!1}for(nt&&(nt+=Ye);ct<K;)J[ct].animatorJustifyOffset=nt,ct+=1}for(K=0;K<Z;K+=1){if(W.reset(),pt=1,J[K].n)Y=0,Q+=R.yOffset,Q+=we?1:0,ie=Ue,we=!1,this._hasMaskedPath&&(ce=tt,le=Ke,de=me[ce].points,fe=de[le-1],se=de[le],he=se.partialLength,re=0),Xe="",Fe="",Ze="",Qe="",$e=this.defaultPropsArray;else{if(this._hasMaskedPath){if(rt!==J[K].line){switch(R.j){case 1:ie+=pe-R.lineWidths[J[K].line];break;case 2:ie+=(pe-R.lineWidths[J[K].line])/2;break}rt=J[K].line}Ie!==J[K].ind&&(J[Ie]&&(ie+=J[Ie].extra),ie+=J[K].an/2,Ie=J[K].ind),ie+=D[0]*J[K].an*.005;var vt=0;for(Pe=0;Pe<Ce;Pe+=1)Le=F[Pe].a,Le.p.propType&&(Me=F[Pe].s,Ne=Me.getMult(J[K].anIndexes[Pe],G.a[Pe].s.totalChars),Ne.length?vt+=Le.p.v[0]*Ne[0]:vt+=Le.p.v[0]*Ne),Le.a.propType&&(Me=F[Pe].s,Ne=Me.getMult(J[K].anIndexes[Pe],G.a[Pe].s.totalChars),Ne.length?vt+=Le.a.v[0]*Ne[0]:vt+=Le.a.v[0]*Ne);for(ae=!0,this._pathData.a.v&&(ie=J[0].an*.5+(pe-this._pathData.f.v-J[0].an*.5-J[J.length-1].an*.5)*Ie/(Z-1),ie+=this._pathData.f.v);ae;)re+he>=ie+vt||!de?(be=(ie+vt-re)/se.partialLength,ze=fe.point[0]+(se.point[0]-fe.point[0])*be,Ve=fe.point[1]+(se.point[1]-fe.point[1])*be,W.translate(-D[0]*J[K].an*.005,-(D[1]*ge)*.01),ae=!1):de&&(re+=se.partialLength,le+=1,le>=de.length&&(le=0,ce+=1,me[ce]?de=me[ce].points:ve.v.c?(le=0,ce=0,de=me[ce].points):(re-=se.partialLength,de=null)),de&&(fe=se,se=de[le],he=se.partialLength));Ge=J[K].an/2-J[K].add,W.translate(-Ge,0,0)}else Ge=J[K].an/2-J[K].add,W.translate(-Ge,0,0),W.translate(-D[0]*J[K].an*.005,-D[1]*ge*.01,0);for(Pe=0;Pe<Ce;Pe+=1)Le=F[Pe].a,Le.t.propType&&(Me=F[Pe].s,Ne=Me.getMult(J[K].anIndexes[Pe],G.a[Pe].s.totalChars),(Y!==0||R.j!==0)&&(this._hasMaskedPath?Ne.length?ie+=Le.t.v*Ne[0]:ie+=Le.t.v*Ne:Ne.length?Y+=Le.t.v*Ne[0]:Y+=Le.t.v*Ne));for(R.strokeWidthAnim&&(gt=R.sw||0),R.strokeColorAnim&&(R.sc?ht=[R.sc[0],R.sc[1],R.sc[2]]:ht=[0,0,0]),R.fillColorAnim&&R.fc&&(ke=[R.fc[0],R.fc[1],R.fc[2]]),Pe=0;Pe<Ce;Pe+=1)Le=F[Pe].a,Le.a.propType&&(Me=F[Pe].s,Ne=Me.getMult(J[K].anIndexes[Pe],G.a[Pe].s.totalChars),Ne.length?W.translate(-Le.a.v[0]*Ne[0],-Le.a.v[1]*Ne[1],Le.a.v[2]*Ne[2]):W.translate(-Le.a.v[0]*Ne,-Le.a.v[1]*Ne,Le.a.v[2]*Ne));for(Pe=0;Pe<Ce;Pe+=1)Le=F[Pe].a,Le.s.propType&&(Me=F[Pe].s,Ne=Me.getMult(J[K].anIndexes[Pe],G.a[Pe].s.totalChars),Ne.length?W.scale(1+(Le.s.v[0]-1)*Ne[0],1+(Le.s.v[1]-1)*Ne[1],1):W.scale(1+(Le.s.v[0]-1)*Ne,1+(Le.s.v[1]-1)*Ne,1));for(Pe=0;Pe<Ce;Pe+=1){if(Le=F[Pe].a,Me=F[Pe].s,Ne=Me.getMult(J[K].anIndexes[Pe],G.a[Pe].s.totalChars),Le.sk.propType&&(Ne.length?W.skewFromAxis(-Le.sk.v*Ne[0],Le.sa.v*Ne[1]):W.skewFromAxis(-Le.sk.v*Ne,Le.sa.v*Ne)),Le.r.propType&&(Ne.length?W.rotateZ(-Le.r.v*Ne[2]):W.rotateZ(-Le.r.v*Ne)),Le.ry.propType&&(Ne.length?W.rotateY(Le.ry.v*Ne[1]):W.rotateY(Le.ry.v*Ne)),Le.rx.propType&&(Ne.length?W.rotateX(Le.rx.v*Ne[0]):W.rotateX(Le.rx.v*Ne)),Le.o.propType&&(Ne.length?pt+=(Le.o.v*Ne[0]-pt)*Ne[0]:pt+=(Le.o.v*Ne-pt)*Ne),R.strokeWidthAnim&&Le.sw.propType&&(Ne.length?gt+=Le.sw.v*Ne[0]:gt+=Le.sw.v*Ne),R.strokeColorAnim&&Le.sc.propType)for(Be=0;Be<3;Be+=1)Ne.length?ht[Be]+=(Le.sc.v[Be]-ht[Be])*Ne[0]:ht[Be]+=(Le.sc.v[Be]-ht[Be])*Ne;if(R.fillColorAnim&&R.fc){if(Le.fc.propType)for(Be=0;Be<3;Be+=1)Ne.length?ke[Be]+=(Le.fc.v[Be]-ke[Be])*Ne[0]:ke[Be]+=(Le.fc.v[Be]-ke[Be])*Ne;Le.fh.propType&&(Ne.length?ke=addHueToRGB(ke,Le.fh.v*Ne[0]):ke=addHueToRGB(ke,Le.fh.v*Ne)),Le.fs.propType&&(Ne.length?ke=addSaturationToRGB(ke,Le.fs.v*Ne[0]):ke=addSaturationToRGB(ke,Le.fs.v*Ne)),Le.fb.propType&&(Ne.length?ke=addBrightnessToRGB(ke,Le.fb.v*Ne[0]):ke=addBrightnessToRGB(ke,Le.fb.v*Ne))}}for(Pe=0;Pe<Ce;Pe+=1)Le=F[Pe].a,Le.p.propType&&(Me=F[Pe].s,Ne=Me.getMult(J[K].anIndexes[Pe],G.a[Pe].s.totalChars),this._hasMaskedPath?Ne.length?W.translate(0,Le.p.v[1]*Ne[0],-Le.p.v[2]*Ne[1]):W.translate(0,Le.p.v[1]*Ne,-Le.p.v[2]*Ne):Ne.length?W.translate(Le.p.v[0]*Ne[0],Le.p.v[1]*Ne[1],-Le.p.v[2]*Ne[2]):W.translate(Le.p.v[0]*Ne,Le.p.v[1]*Ne,-Le.p.v[2]*Ne));if(R.strokeWidthAnim&&(Ze=gt<0?0:gt),R.strokeColorAnim&&(_e="rgb("+Math.round(ht[0]*255)+","+Math.round(ht[1]*255)+","+Math.round(ht[2]*255)+")"),R.fillColorAnim&&R.fc&&(Fe="rgb("+Math.round(ke[0]*255)+","+Math.round(ke[1]*255)+","+Math.round(ke[2]*255)+")"),this._hasMaskedPath){if(W.translate(0,-R.ls),W.translate(0,D[1]*ge*.01+Q,0),this._pathData.p.v){Se=(se.point[1]-fe.point[1])/(se.point[0]-fe.point[0]);var xt=Math.atan(Se)*180/Math.PI;se.point[0]<fe.point[0]&&(xt+=180),W.rotate(-xt*Math.PI/180)}W.translate(ze,Ve,0),ie-=D[0]*J[K].an*.005,J[K+1]&&Ie!==J[K+1].ind&&(ie+=J[K].an/2,ie+=R.tr*.001*R.finalSize)}else{switch(W.translate(Y,Q,0),R.ps&&W.translate(R.ps[0],R.ps[1]+R.ascent,0),R.j){case 1:W.translate(J[K].animatorJustifyOffset+R.justifyOffset+(R.boxWidth-R.lineWidths[J[K].line]),0,0);break;case 2:W.translate(J[K].animatorJustifyOffset+R.justifyOffset+(R.boxWidth-R.lineWidths[J[K].line])/2,0,0);break}W.translate(0,-R.ls),W.translate(Ge,0,0),W.translate(D[0]*J[K].an*.005,D[1]*ge*.01,0),Y+=J[K].l+R.tr*.001*R.finalSize}q==="html"?Xe=W.toCSS():q==="svg"?Xe=W.to2dCSS():$e=[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]],Qe=pt}U<=K?(De=new LetterProps(Qe,Ze,_e,Fe,Xe,$e),this.renderedLetters.push(De),U+=1,this.lettersChangedFlag=!0):(De=this.renderedLetters[K],this.lettersChangedFlag=De.update(Qe,Ze,_e,Fe,Xe,$e)||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(R,B,D){this.lettersChangedFlag=!0,this.initFrame(),this.initBaseData(R,B,D),this.textProperty=new TextProperty(this,R.t,this.dynamicProperties),this.textAnimator=new TextAnimatorProperty(R.t,this.renderType,this),this.initTransform(R,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(R){this._mdf=!1,this.prepareRenderableFrame(R),this.prepareProperties(R,this.isInRange),(this.textProperty._mdf||this.textProperty._isFirstFrame)&&(this.buildNewText(),this.textProperty._isFirstFrame=!1,this.textProperty._mdf=!1)},ITextElement.prototype.createPathShape=function(R,B){var D,F=B.length,G,W="";for(D=0;D<F;D+=1)B[D].ty==="sh"&&(G=B[D].ks.k,W+=buildShapeString(G,G.i.length,!0,R));return W},ITextElement.prototype.updateDocumentData=function(R,B){this.textProperty.updateDocumentData(R,B)},ITextElement.prototype.canResizeFont=function(R){this.textProperty.canResizeFont(R)},ITextElement.prototype.setMinimumFontSize=function(R){this.textProperty.setMinimumFontSize(R)},ITextElement.prototype.applyTextPropertiesToMatrix=function(R,B,D,F,G){switch(R.ps&&B.translate(R.ps[0],R.ps[1]+R.ascent,0),B.translate(0,-R.ls,0),R.j){case 1:B.translate(R.justifyOffset+(R.boxWidth-R.lineWidths[D]),0,0);break;case 2:B.translate(R.justifyOffset+(R.boxWidth-R.lineWidths[D])/2,0,0);break}B.translate(F,G,0)},ITextElement.prototype.buildColor=function(R){return"rgb("+Math.round(R[0]*255)+","+Math.round(R[1]*255)+","+Math.round(R[2]*255)+")"},ITextElement.prototype.emptyProp=new LetterProps,ITextElement.prototype.destroy=function(){};var emptyShapeData={shapes:[]};function SVGTextLottieElement(R,B,D){this.textSpans=[],this.renderType="svg",this.initElement(R,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(R){for(var B=0,D=R.length,F=[],G="";B<D;)R[B]===String.fromCharCode(13)||R[B]===String.fromCharCode(3)?(F.push(G),G=""):G+=R[B],B+=1;return F.push(G),F},SVGTextLottieElement.prototype.buildShapeData=function(R,B){if(R.shapes&&R.shapes.length){var D=R.shapes[0];if(D.it){var F=D.it[D.it.length-1];F.s&&(F.s.k[0]=B,F.s.k[1]=B)}}return R},SVGTextLottieElement.prototype.buildNewText=function(){this.addDynamicProperty(this);var R,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 F=this.globalData.fontManager.getFontByName(D.f);if(F.fClass)this.layerElement.setAttribute("class",F.fClass);else{this.layerElement.setAttribute("font-family",F.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||[],U=!!this.globalData.fontManager.chars;B=q.length;var Y,Q=this.mHelper,K="",Z=this.data.singleShape,J=0,te=0,ie=!0,se=D.tr*.001*D.finalSize;if(Z&&!U&&!D.sz){var re=this.textContainer,ae="start";switch(D.j){case 1:ae="end";break;case 2:ae="middle";break;default:ae="start";break}re.setAttribute("text-anchor",ae),re.setAttribute("letter-spacing",se);var le=this.buildTextContents(D.finalText);for(B=le.length,te=D.ps?D.ps[1]+D.ascent:0,R=0;R<B;R+=1)Y=this.textSpans[R].span||createNS("tspan"),Y.textContent=le[R],Y.setAttribute("x",0),Y.setAttribute("y",te),Y.style.display="inherit",re.appendChild(Y),this.textSpans[R]||(this.textSpans[R]={span:null,glyph:null}),this.textSpans[R].span=Y,te+=D.finalLineHeight;this.layerElement.appendChild(re)}else{var ce=this.textSpans.length,fe;for(R=0;R<B;R+=1){if(this.textSpans[R]||(this.textSpans[R]={span:null,childSpan:null,glyph:null}),!U||!Z||R===0){if(Y=ce>R?this.textSpans[R].span:createNS(U?"g":"text"),ce<=R){if(Y.setAttribute("stroke-linecap","butt"),Y.setAttribute("stroke-linejoin","round"),Y.setAttribute("stroke-miterlimit","4"),this.textSpans[R].span=Y,U){var de=createNS("g");Y.appendChild(de),this.textSpans[R].childSpan=de}this.textSpans[R].span=Y,this.layerElement.appendChild(Y)}Y.style.display="inherit"}if(Q.reset(),Z&&(q[R].n&&(J=-se,te+=D.yOffset,te+=ie?1:0,ie=!1),this.applyTextPropertiesToMatrix(D,Q,q[R].line,J,te),J+=q[R].l||0,J+=se),U){fe=this.globalData.fontManager.getCharData(D.finalText[R],F.fStyle,this.globalData.fontManager.getFontByName(D.f).fFamily);var me;if(fe.t===1)me=new SVGCompElement(fe.data,this.globalData,this);else{var he=emptyShapeData;fe.data&&fe.data.shapes&&(he=this.buildShapeData(fe.data,D.finalSize)),me=new SVGShapeElement(he,this.globalData,this)}if(this.textSpans[R].glyph){var pe=this.textSpans[R].glyph;this.textSpans[R].childSpan.removeChild(pe.layerElement),pe.destroy()}this.textSpans[R].glyph=me,me._debug=!0,me.prepareFrame(0),me.renderFrame(),this.textSpans[R].childSpan.appendChild(me.layerElement),fe.t===1&&this.textSpans[R].childSpan.setAttribute("transform","scale("+D.finalSize/100+","+D.finalSize/100+")")}else Z&&Y.setAttribute("transform","translate("+Q.props[12]+","+Q.props[13]+")"),Y.textContent=q[R].val,Y.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve")}Z&&Y&&Y.setAttribute("d",K)}for(;R<this.textSpans.length;)this.textSpans[R].span.style.display="none",R+=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 R=this.layerElement.getBBox();this.bbox={top:R.y,left:R.x,width:R.width,height:R.height}}return this.bbox},SVGTextLottieElement.prototype.getValue=function(){var R,B=this.textSpans.length,D;for(this.renderedFrame=this.comp.renderedFrame,R=0;R<B;R+=1)D=this.textSpans[R].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 R,B,D=this.textAnimator.renderedLetters,F=this.textProperty.currentData.l;B=F.length;var G,W,q;for(R=0;R<B;R+=1)F[R].n||(G=D[R],W=this.textSpans[R].span,q=this.textSpans[R].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(R,B,D){this.initElement(R,B,D)}extendPrototype([IImageElement],ISolidElement),ISolidElement.prototype.createContent=function(){var R=createNS("rect");R.setAttribute("width",this.data.sw),R.setAttribute("height",this.data.sh),R.setAttribute("fill",this.data.sc),this.layerElement.appendChild(R)};function NullElement(R,B,D){this.initFrame(),this.initBaseData(R,B,D),this.initFrame(),this.initTransform(R,B,D),this.initHierarchy()}NullElement.prototype.prepareFrame=function(R){this.prepareProperties(R,!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(R){return new NullElement(R,this.globalData,this)},SVGRendererBase.prototype.createShape=function(R){return new SVGShapeElement(R,this.globalData,this)},SVGRendererBase.prototype.createText=function(R){return new SVGTextLottieElement(R,this.globalData,this)},SVGRendererBase.prototype.createImage=function(R){return new IImageElement(R,this.globalData,this)},SVGRendererBase.prototype.createSolid=function(R){return new ISolidElement(R,this.globalData,this)},SVGRendererBase.prototype.configAnimation=function(R){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 "+R.w+" "+R.h),this.renderConfig.viewBoxOnly||(this.svgElement.setAttribute("width",R.w),this.svgElement.setAttribute("height",R.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(R,B),this.globalData.progressiveLoad=this.renderConfig.progressiveLoad,this.data=R;var D=createNS("clipPath"),F=createNS("rect");F.setAttribute("width",R.w),F.setAttribute("height",R.h),F.setAttribute("x",0),F.setAttribute("y",0);var G=createElementID();D.setAttribute("id",G),D.appendChild(F),this.layerElement.setAttribute("clip-path","url("+getLocationHref()+"#"+G+")"),B.appendChild(D),this.layers=R.layers,this.elements=createSizedArray(R.layers.length)},SVGRendererBase.prototype.destroy=function(){this.animationItem.wrapper&&(this.animationItem.wrapper.innerText=""),this.layerElement=null,this.globalData.defs=null;var R,B=this.layers?this.layers.length:0;for(R=0;R<B;R+=1)this.elements[R]&&this.elements[R].destroy();this.elements.length=0,this.destroyed=!0,this.animationItem=null},SVGRendererBase.prototype.updateContainerSize=function(){},SVGRendererBase.prototype.buildItem=function(R){var B=this.elements;if(!(B[R]||this.layers[R].ty===99)){B[R]=!0;var D=this.createItem(this.layers[R]);B[R]=D,getExpressionsPlugin()&&(this.layers[R].ty===0&&this.globalData.projectInterface.registerComposition(D),D.initExpressions()),this.appendElementInPos(D,R),this.layers[R].tt&&(!this.elements[R-1]||this.elements[R-1]===!0?(this.buildItem(R-1),this.addPendingElement(D)):D.setMatte(B[R-1].layerId))}},SVGRendererBase.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){var R=this.pendingElements.pop();if(R.checkParenting(),R.data.tt)for(var B=0,D=this.elements.length;B<D;){if(this.elements[B]===R){R.setMatte(this.elements[B-1].layerId);break}B+=1}}},SVGRendererBase.prototype.renderFrame=function(R){if(!(this.renderedFrame===R||this.destroyed)){R===null?R=this.renderedFrame:this.renderedFrame=R,this.globalData.frameNum=R,this.globalData.frameId+=1,this.globalData.projectInterface.currentFrame=R,this.globalData._mdf=!1;var B,D=this.layers.length;for(this.completeLayers||this.checkLayers(R),B=D-1;B>=0;B-=1)(this.completeLayers||this.elements[B])&&this.elements[B].prepareFrame(R-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(R,B){var D=R.getBaseElement();if(!!D){for(var F=0,G;F<B;)this.elements[F]&&this.elements[F]!==!0&&this.elements[F].getBaseElement()&&(G=this.elements[F].getBaseElement()),F+=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(R,B,D){this.initFrame(),this.initBaseData(R,B,D),this.initTransform(R,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(R){if(this._mdf=!1,this.prepareRenderableFrame(R),this.prepareProperties(R,this.isInRange),!(!this.isInRange&&!this.data.xt)){if(this.tm._placeholder)this.renderedFrame=R/this.data.sr;else{var B=this.tm.v;B===this.data.op&&(B=this.data.op-1),this.renderedFrame=B}var D,F=this.elements.length;for(this.completeLayers||this.checkLayers(this.renderedFrame),D=F-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 R,B=this.layers.length;for(R=0;R<B;R+=1)(this.completeLayers||this.elements[R])&&this.elements[R].renderFrame()},ICompElement.prototype.setElements=function(R){this.elements=R},ICompElement.prototype.getElements=function(){return this.elements},ICompElement.prototype.destroyElements=function(){var R,B=this.layers.length;for(R=0;R<B;R+=1)this.elements[R]&&this.elements[R].destroy()},ICompElement.prototype.destroy=function(){this.destroyElements(),this.destroyBaseElement()};function SVGCompElement(R,B,D){this.layers=R.layers,this.supports3d=!0,this.completeLayers=!1,this.pendingElements=[],this.elements=this.layers?createSizedArray(this.layers.length):[],this.initElement(R,B,D),this.tm=R.tm?PropertyFactory.getProp(this,R.tm,0,B.frameRate,this):{_placeholder:!0}}extendPrototype([SVGRendererBase,ICompElement,SVGBaseElement],SVGCompElement),SVGCompElement.prototype.createComp=function(R){return new SVGCompElement(R,this.globalData,this)};function SVGRenderer(R,B){this.animationItem=R,this.layers=null,this.renderedFrame=-1,this.svgElement=createNS("svg");var D="";if(B&&B.title){var F=createNS("title"),G=createElementID();F.setAttribute("id",G),F.textContent=B.title,this.svgElement.appendChild(F),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 U=createNS("defs");this.svgElement.appendChild(U);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:U,renderConfig:this.renderConfig},this.elements=[],this.pendingElements=[],this.destroyed=!1,this.rendererType="svg"}extendPrototype([SVGRendererBase],SVGRenderer),SVGRenderer.prototype.createComp=function(R){return new SVGCompElement(R,this.globalData,this)};function CVContextData(){this.saved=[],this.cArrPos=0,this.cTr=new Matrix,this.cO=1;var R,B=15;for(this.savedOp=createTypedArray("float32",B),R=0;R<B;R+=1)this.saved[R]=createTypedArray("float32",16);this._length=B}CVContextData.prototype.duplicate=function(){var R=this._length*2,B=this.savedOp;this.savedOp=createTypedArray("float32",R),this.savedOp.set(B);var D=0;for(D=this._length;D<R;D+=1)this.saved[D]=createTypedArray("float32",16);this._length=R},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,F=B.length,G="_";for(D=0;D<F;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 F=0,G=B.transforms.length,W=D;F<G&&!D;){if(B.transforms[F].transform.mProps._mdf){W=!0;break}F+=1}if(W){var q;for(B.finalTransform.reset(),F=G-1;F>=0;F-=1)q=B.transforms[F].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,F=this.sequenceList.length;for(D=0;D<F;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(R,B){this.data=R,this.element=B,this.masksProperties=this.data.masksProperties||[],this.viewData=createSizedArray(this.masksProperties.length);var D,F=this.masksProperties.length,G=!1;for(D=0;D<F;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 R=this.element.finalTransform.mat,B=this.element.canvasContext,D,F=this.masksProperties.length,G,W,q;for(B.beginPath(),D=0;D<F;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=R.applyToPointArray(q.v[0][0],q.v[0][1],0),B.moveTo(G[0],G[1]);var U,Y=q._length;for(U=1;U<Y;U+=1)W=R.applyToTriplePoints(q.o[U-1],q.i[U],q.v[U]),B.bezierCurveTo(W[0],W[1],W[2],W[3],W[4],W[5]);W=R.applyToTriplePoints(q.o[U-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(R,B,D,F){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(R,B,G,R);var W,q=D.length,U;for(W=0;W<q;W+=1)D[W].closed||(U={transforms:F.addTransformSequence(D[W].transforms),trNodes:[]},this.styledShapes.push(U),D[W].elements.push(U))}CVShapeData.prototype.setAsAnimated=SVGShapeData.prototype.setAsAnimated;function CVShapeElement(R,B,D){this.shapes=[],this.shapesData=R.shapes,this.stylesList=[],this.itemsData=[],this.prevViewData=[],this.shapeModifiers=[],this.processedElements=[],this.transformsManager=new ShapeTransformManager,this.initElement(R,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(R,B){var D={data:R,type:R.ty,preTransforms:this.transformsManager.addTransformSequence(B),transforms:[],elements:[],closed:R.hd===!0},F={};if(R.ty==="fl"||R.ty==="st"?(F.c=PropertyFactory.getProp(this,R.c,1,255,this),F.c.k||(D.co="rgb("+bmFloor(F.c.v[0])+","+bmFloor(F.c.v[1])+","+bmFloor(F.c.v[2])+")")):(R.ty==="gf"||R.ty==="gs")&&(F.s=PropertyFactory.getProp(this,R.s,1,null,this),F.e=PropertyFactory.getProp(this,R.e,1,null,this),F.h=PropertyFactory.getProp(this,R.h||{k:0},0,.01,this),F.a=PropertyFactory.getProp(this,R.a||{k:0},0,degToRads,this),F.g=new GradientProperty(this,R.g,this)),F.o=PropertyFactory.getProp(this,R.o,0,.01,this),R.ty==="st"||R.ty==="gs"){if(D.lc=lineCapEnum[R.lc||2],D.lj=lineJoinEnum[R.lj||2],R.lj==1&&(D.ml=R.ml),F.w=PropertyFactory.getProp(this,R.w,0,null,this),F.w.k||(D.wi=F.w.v),R.d){var G=new DashProperty(this,R.d,"canvas",this);F.d=G,F.d.k||(D.da=F.d.dashArray,D.do=F.d.dashoffset[0])}}else D.r=R.r===2?"evenodd":"nonzero";return this.stylesList.push(D),F.style=D,F},CVShapeElement.prototype.createGroupElement=function(){var R={it:[],prevViewData:[]};return R},CVShapeElement.prototype.createTransformElement=function(R){var B={transform:{opacity:1,_opMdf:!1,key:this.transformsManager.getNewKey(),op:PropertyFactory.getProp(this,R.o,0,.01,this),mProps:TransformPropertyFactory.getTransformProperty(this,R,this)}};return B},CVShapeElement.prototype.createShapeElement=function(R){var B=new CVShapeData(this,R,this.stylesList,this.transformsManager);return this.shapes.push(B),this.addShapeToModifiers(B),B},CVShapeElement.prototype.reloadShapes=function(){this._isFirstFrame=!0;var R,B=this.itemsData.length;for(R=0;R<B;R+=1)this.prevViewData[R]=this.itemsData[R];for(this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,!0,[]),B=this.dynamicProperties.length,R=0;R<B;R+=1)this.dynamicProperties[R].getValue();this.renderModifiers(),this.transformsManager.processSequences(this._isFirstFrame)},CVShapeElement.prototype.addTransformToStyleList=function(R){var B,D=this.stylesList.length;for(B=0;B<D;B+=1)this.stylesList[B].closed||this.stylesList[B].transforms.push(R)},CVShapeElement.prototype.removeTransformFromStyleList=function(){var R,B=this.stylesList.length;for(R=0;R<B;R+=1)this.stylesList[R].closed||this.stylesList[R].transforms.pop()},CVShapeElement.prototype.closeStyles=function(R){var B,D=R.length;for(B=0;B<D;B+=1)R[B].closed=!0},CVShapeElement.prototype.searchShapes=function(R,B,D,F,G){var W,q=R.length-1,U,Y,Q=[],K=[],Z,J,te,ie=[].concat(G);for(W=q;W>=0;W-=1){if(Z=this.searchProcessedElement(R[W]),Z?B[W]=D[Z-1]:R[W]._shouldRender=F,R[W].ty==="fl"||R[W].ty==="st"||R[W].ty==="gf"||R[W].ty==="gs")Z?B[W].style.closed=!1:B[W]=this.createStyleElement(R[W],ie),Q.push(B[W].style);else if(R[W].ty==="gr"){if(!Z)B[W]=this.createGroupElement(R[W]);else for(Y=B[W].it.length,U=0;U<Y;U+=1)B[W].prevViewData[U]=B[W].it[U];this.searchShapes(R[W].it,B[W].it,B[W].prevViewData,F,ie)}else R[W].ty==="tr"?(Z||(te=this.createTransformElement(R[W]),B[W]=te),ie.push(B[W]),this.addTransformToStyleList(B[W])):R[W].ty==="sh"||R[W].ty==="rc"||R[W].ty==="el"||R[W].ty==="sr"?Z||(B[W]=this.createShapeElement(R[W])):R[W].ty==="tm"||R[W].ty==="rd"||R[W].ty==="pb"?(Z?(J=B[W],J.closed=!1):(J=ShapeModifiers.getModifier(R[W].ty),J.init(this,R[W]),B[W]=J,this.shapeModifiers.push(J)),K.push(J)):R[W].ty==="rp"&&(Z?(J=B[W],J.closed=!0):(J=ShapeModifiers.getModifier(R[W].ty),B[W]=J,J.init(this,R,W,B),this.shapeModifiers.push(J),F=!1),K.push(J));this.addProcessedElement(R[W],W+1)}for(this.removeTransformFromStyleList(),this.closeStyles(Q),q=K.length,W=0;W<q;W+=1)K[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(R,B){(R._opMdf||B.op._mdf||this._isFirstFrame)&&(B.opacity=R.opacity,B.opacity*=B.op.v,B._opMdf=!0)},CVShapeElement.prototype.drawLayer=function(){var R,B=this.stylesList.length,D,F,G,W,q,U,Y=this.globalData.renderer,Q=this.globalData.canvasContext,K,Z;for(R=0;R<B;R+=1)if(Z=this.stylesList[R],K=Z.type,!((K==="st"||K==="gs")&&Z.wi===0||!Z.data._shouldRender||Z.coOp===0||this.globalData.currentGlobalAlpha===0)){for(Y.save(),q=Z.elements,K==="st"||K==="gs"?(Q.strokeStyle=K==="st"?Z.co:Z.grd,Q.lineWidth=Z.wi,Q.lineCap=Z.lc,Q.lineJoin=Z.lj,Q.miterLimit=Z.ml||0):Q.fillStyle=K==="fl"?Z.co:Z.grd,Y.ctxOpacity(Z.coOp),K!=="st"&&K!=="gs"&&Q.beginPath(),Y.ctxTransform(Z.preTransforms.finalTransform.props),F=q.length,D=0;D<F;D+=1){for((K==="st"||K==="gs")&&(Q.beginPath(),Z.da&&(Q.setLineDash(Z.da),Q.lineDashOffset=Z.do)),U=q[D].trNodes,W=U.length,G=0;G<W;G+=1)U[G].t==="m"?Q.moveTo(U[G].p[0],U[G].p[1]):U[G].t==="c"?Q.bezierCurveTo(U[G].pts[0],U[G].pts[1],U[G].pts[2],U[G].pts[3],U[G].pts[4],U[G].pts[5]):Q.closePath();(K==="st"||K==="gs")&&(Q.stroke(),Z.da&&Q.setLineDash(this.dashResetter))}K!=="st"&&K!=="gs"&&Q.fill(Z.r),Y.restore()}},CVShapeElement.prototype.renderShape=function(R,B,D,F){var G,W=B.length-1,q;for(q=R,G=W;G>=0;G-=1)B[G].ty==="tr"?(q=D[G].transform,this.renderShapeTransform(R,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;F&&this.drawLayer()},CVShapeElement.prototype.renderStyledShape=function(R,B){if(this._isFirstFrame||B._mdf||R.transforms._mdf){var D=R.trNodes,F=B.paths,G,W,q,U=F._length;D.length=0;var Y=R.transforms.finalTransform;for(q=0;q<U;q+=1){var Q=F.shapes[q];if(Q&&Q.v){for(W=Q._length,G=1;G<W;G+=1)G===1&&D.push({t:"m",p:Y.applyToPointArray(Q.v[0][0],Q.v[0][1],0)}),D.push({t:"c",pts:Y.applyToTriplePoints(Q.o[G-1],Q.i[G],Q.v[G])});W===1&&D.push({t:"m",p:Y.applyToPointArray(Q.v[0][0],Q.v[0][1],0)}),Q.c&&W&&(D.push({t:"c",pts:Y.applyToTriplePoints(Q.o[G-1],Q.i[0],Q.v[0])}),D.push({t:"z"}))}}R.trNodes=D}},CVShapeElement.prototype.renderPath=function(R,B){if(R.hd!==!0&&R._shouldRender){var D,F=B.styledShapes.length;for(D=0;D<F;D+=1)this.renderStyledShape(B.styledShapes[D],B.sh)}},CVShapeElement.prototype.renderFill=function(R,B,D){var F=B.style;(B.c._mdf||this._isFirstFrame)&&(F.co="rgb("+bmFloor(B.c.v[0])+","+bmFloor(B.c.v[1])+","+bmFloor(B.c.v[2])+")"),(B.o._mdf||D._opMdf||this._isFirstFrame)&&(F.coOp=B.o.v*D.opacity)},CVShapeElement.prototype.renderGradientFill=function(R,B,D){var F=B.style,G;if(!F.grd||B.g._mdf||B.s._mdf||B.e._mdf||R.t!==1&&(B.h._mdf||B.a._mdf)){var W=this.globalData.canvasContext,q=B.s.v,U=B.e.v;if(R.t===1)G=W.createLinearGradient(q[0],q[1],U[0],U[1]);else{var Y=Math.sqrt(Math.pow(q[0]-U[0],2)+Math.pow(q[1]-U[1],2)),Q=Math.atan2(U[1]-q[1],U[0]-q[0]),K=B.h.v;K>=1?K=.99:K<=-1&&(K=-.99);var Z=Y*K,J=Math.cos(Q+B.a.v)*Z+q[0],te=Math.sin(Q+B.a.v)*Z+q[1];G=W.createRadialGradient(J,te,0,q[0],q[1],Y)}var ie,se=R.g.p,re=B.g.c,ae=1;for(ie=0;ie<se;ie+=1)B.g._hasOpacity&&B.g._collapsable&&(ae=B.g.o[ie*2+1]),G.addColorStop(re[ie*4]/100,"rgba("+re[ie*4+1]+","+re[ie*4+2]+","+re[ie*4+3]+","+ae+")");F.grd=G}F.coOp=B.o.v*D.opacity},CVShapeElement.prototype.renderStroke=function(R,B,D){var F=B.style,G=B.d;G&&(G._mdf||this._isFirstFrame)&&(F.da=G.dashArray,F.do=G.dashoffset[0]),(B.c._mdf||this._isFirstFrame)&&(F.co="rgb("+bmFloor(B.c.v[0])+","+bmFloor(B.c.v[1])+","+bmFloor(B.c.v[2])+")"),(B.o._mdf||D._opMdf||this._isFirstFrame)&&(F.coOp=B.o.v*D.opacity),(B.w._mdf||this._isFirstFrame)&&(F.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(R,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(R,B,D)}extendPrototype([BaseElement,TransformElement,CVBaseElement,HierarchyElement,FrameElement,RenderableElement,ITextElement],CVTextElement),CVTextElement.prototype.tHelper=createTag("canvas").getContext("2d"),CVTextElement.prototype.buildNewText=function(){var R=this.textProperty.currentData;this.renderedLetters=createSizedArray(R.l?R.l.length:0);var B=!1;R.fc?(B=!0,this.values.fill=this.buildColor(R.fc)):this.values.fill="rgba(0,0,0,0)",this.fill=B;var D=!1;R.sc&&(D=!0,this.values.stroke=this.buildColor(R.sc),this.values.sWidth=R.sw);var F=this.globalData.fontManager.getFontByName(R.f),G,W,q=R.l,U=this.mHelper;this.stroke=D,this.values.fValue=R.finalSize+"px "+this.globalData.fontManager.getFontByName(R.f).fFamily,W=R.finalText.length;var Y,Q,K,Z,J,te,ie,se,re,ae,le=this.data.singleShape,ce=R.tr*.001*R.finalSize,fe=0,de=0,me=!0,he=0;for(G=0;G<W;G+=1){Y=this.globalData.fontManager.getCharData(R.finalText[G],F.fStyle,this.globalData.fontManager.getFontByName(R.f).fFamily),Q=Y&&Y.data||{},U.reset(),le&&q[G].n&&(fe=-ce,de+=R.yOffset,de+=me?1:0,me=!1),J=Q.shapes?Q.shapes[0].it:[],ie=J.length,U.scale(R.finalSize/100,R.finalSize/100),le&&this.applyTextPropertiesToMatrix(R,U,q[G].line,fe,de),re=createSizedArray(ie-1);var pe=0;for(te=0;te<ie;te+=1)if(J[te].ty==="sh"){for(Z=J[te].ks.k.i.length,se=J[te].ks.k,ae=[],K=1;K<Z;K+=1)K===1&&ae.push(U.applyToX(se.v[0][0],se.v[0][1],0),U.applyToY(se.v[0][0],se.v[0][1],0)),ae.push(U.applyToX(se.o[K-1][0],se.o[K-1][1],0),U.applyToY(se.o[K-1][0],se.o[K-1][1],0),U.applyToX(se.i[K][0],se.i[K][1],0),U.applyToY(se.i[K][0],se.i[K][1],0),U.applyToX(se.v[K][0],se.v[K][1],0),U.applyToY(se.v[K][0],se.v[K][1],0));ae.push(U.applyToX(se.o[K-1][0],se.o[K-1][1],0),U.applyToY(se.o[K-1][0],se.o[K-1][1],0),U.applyToX(se.i[0][0],se.i[0][1],0),U.applyToY(se.i[0][0],se.i[0][1],0),U.applyToX(se.v[0][0],se.v[0][1],0),U.applyToY(se.v[0][0],se.v[0][1],0)),re[pe]=ae,pe+=1}le&&(fe+=q[G].l,fe+=ce),this.textSpans[he]?this.textSpans[he].elem=re:this.textSpans[he]={elem:re},he+=1}},CVTextElement.prototype.renderInnerContent=function(){var R=this.canvasContext;R.font=this.values.fValue,R.lineCap="butt",R.lineJoin="miter",R.miterLimit=4,this.data.singleShape||this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag);var B,D,F,G,W,q,U=this.textAnimator.renderedLetters,Y=this.textProperty.currentData.l;D=Y.length;var Q,K=null,Z=null,J=null,te,ie;for(B=0;B<D;B+=1)if(!Y[B].n){if(Q=U[B],Q&&(this.globalData.renderer.save(),this.globalData.renderer.ctxTransform(Q.p),this.globalData.renderer.ctxOpacity(Q.o)),this.fill){for(Q&&Q.fc?K!==Q.fc&&(K=Q.fc,R.fillStyle=Q.fc):K!==this.values.fill&&(K=this.values.fill,R.fillStyle=this.values.fill),te=this.textSpans[B].elem,G=te.length,this.globalData.canvasContext.beginPath(),F=0;F<G;F+=1)for(ie=te[F],q=ie.length,this.globalData.canvasContext.moveTo(ie[0],ie[1]),W=2;W<q;W+=6)this.globalData.canvasContext.bezierCurveTo(ie[W],ie[W+1],ie[W+2],ie[W+3],ie[W+4],ie[W+5]);this.globalData.canvasContext.closePath(),this.globalData.canvasContext.fill()}if(this.stroke){for(Q&&Q.sw?J!==Q.sw&&(J=Q.sw,R.lineWidth=Q.sw):J!==this.values.sWidth&&(J=this.values.sWidth,R.lineWidth=this.values.sWidth),Q&&Q.sc?Z!==Q.sc&&(Z=Q.sc,R.strokeStyle=Q.sc):Z!==this.values.stroke&&(Z=this.values.stroke,R.strokeStyle=this.values.stroke),te=this.textSpans[B].elem,G=te.length,this.globalData.canvasContext.beginPath(),F=0;F<G;F+=1)for(ie=te[F],q=ie.length,this.globalData.canvasContext.moveTo(ie[0],ie[1]),W=2;W<q;W+=6)this.globalData.canvasContext.bezierCurveTo(ie[W],ie[W+1],ie[W+2],ie[W+3],ie[W+4],ie[W+5]);this.globalData.canvasContext.closePath(),this.globalData.canvasContext.stroke()}Q&&this.globalData.renderer.restore()}};function CVImageElement(R,B,D){this.assetData=B.getAssetData(R.refId),this.img=B.imageLoader.getAsset(this.assetData),this.initElement(R,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 R=createTag("canvas");R.width=this.assetData.w,R.height=this.assetData.h;var B=R.getContext("2d"),D=this.img.width,F=this.img.height,G=D/F,W=this.assetData.w/this.assetData.h,q,U,Y=this.assetData.pr||this.globalData.renderConfig.imagePreserveAspectRatio;G>W&&Y==="xMidYMid slice"||G<W&&Y!=="xMidYMid slice"?(U=F,q=U*W):(q=D,U=q/W),B.drawImage(this.img,(D-q)/2,(F-U)/2,q,U,0,0,this.assetData.w,this.assetData.h),this.img=R}},CVImageElement.prototype.renderInnerContent=function(){this.canvasContext.drawImage(this.img,0,0)},CVImageElement.prototype.destroy=function(){this.img=null};function CVSolidElement(R,B,D){this.initElement(R,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 R=this.canvasContext;R.fillStyle=this.data.sc,R.fillRect(0,0,this.data.sw,this.data.sh)};function CanvasRendererBase(R,B){this.animationItem=R,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(R){return new CVShapeElement(R,this.globalData,this)},CanvasRendererBase.prototype.createText=function(R){return new CVTextElement(R,this.globalData,this)},CanvasRendererBase.prototype.createImage=function(R){return new CVImageElement(R,this.globalData,this)},CanvasRendererBase.prototype.createSolid=function(R){return new CVSolidElement(R,this.globalData,this)},CanvasRendererBase.prototype.createNull=SVGRenderer.prototype.createNull,CanvasRendererBase.prototype.ctxTransform=function(R){if(!(R[0]===1&&R[1]===0&&R[4]===0&&R[5]===1&&R[12]===0&&R[13]===0)){if(!this.renderConfig.clearCanvas){this.canvasContext.transform(R[0],R[1],R[4],R[5],R[12],R[13]);return}this.transformMat.cloneFromProps(R);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(R){if(!this.renderConfig.clearCanvas){this.canvasContext.globalAlpha*=R<0?0:R,this.globalData.currentGlobalAlpha=this.contextData.cO;return}this.contextData.cO*=R<0?0:R,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(R){if(!this.renderConfig.clearCanvas){this.canvasContext.save();return}R&&this.canvasContext.save();var B=this.contextData.cTr.props;this.contextData._length<=this.contextData.cArrPos&&this.contextData.duplicate();var D,F=this.contextData.saved[this.contextData.cArrPos];for(D=0;D<16;D+=1)F[D]=B[D];this.contextData.savedOp[this.contextData.cArrPos]=this.contextData.cO,this.contextData.cArrPos+=1},CanvasRendererBase.prototype.restore=function(R){if(!this.renderConfig.clearCanvas){this.canvasContext.restore();return}R&&(this.canvasContext.restore(),this.globalData.blendMode="source-over"),this.contextData.cArrPos-=1;var B=this.contextData.saved[this.contextData.cArrPos],D,F=this.contextData.cTr.props;for(D=0;D<16;D+=1)F[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(R){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=R,this.layers=R.layers,this.transformCanvas={w:R.w,h:R.h,sx:0,sy:0,tx:0,ty:0},this.setupGlobalData(R,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(R.layers.length),this.updateContainerSize()},CanvasRendererBase.prototype.updateContainerSize=function(){this.reset();var R,B;this.animationItem.wrapper&&this.animationItem.container?(R=this.animationItem.wrapper.offsetWidth,B=this.animationItem.wrapper.offsetHeight,this.animationItem.container.setAttribute("width",R*this.renderConfig.dpr),this.animationItem.container.setAttribute("height",B*this.renderConfig.dpr)):(R=this.canvasContext.canvas.width*this.renderConfig.dpr,B=this.canvasContext.canvas.height*this.renderConfig.dpr);var D,F;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",U=q.substr(0,4),Y=q.substr(4);D=R/B,F=this.transformCanvas.w/this.transformCanvas.h,F>D&&W==="meet"||F<D&&W==="slice"?(this.transformCanvas.sx=R/(this.transformCanvas.w/this.renderConfig.dpr),this.transformCanvas.sy=R/(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)),U==="xMid"&&(F<D&&W==="meet"||F>D&&W==="slice")?this.transformCanvas.tx=(R-this.transformCanvas.w*(B/this.transformCanvas.h))/2*this.renderConfig.dpr:U==="xMax"&&(F<D&&W==="meet"||F>D&&W==="slice")?this.transformCanvas.tx=(R-this.transformCanvas.w*(B/this.transformCanvas.h))*this.renderConfig.dpr:this.transformCanvas.tx=0,Y==="YMid"&&(F>D&&W==="meet"||F<D&&W==="slice")?this.transformCanvas.ty=(B-this.transformCanvas.h*(R/this.transformCanvas.w))/2*this.renderConfig.dpr:Y==="YMax"&&(F>D&&W==="meet"||F<D&&W==="slice")?this.transformCanvas.ty=(B-this.transformCanvas.h*(R/this.transformCanvas.w))*this.renderConfig.dpr:this.transformCanvas.ty=0}else this.renderConfig.preserveAspectRatio==="none"?(this.transformCanvas.sx=R/(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 R,B=this.layers?this.layers.length:0;for(R=B-1;R>=0;R-=1)this.elements[R]&&this.elements[R].destroy();this.elements.length=0,this.globalData.canvasContext=null,this.animationItem.container=null,this.destroyed=!0},CanvasRendererBase.prototype.renderFrame=function(R,B){if(!(this.renderedFrame===R&&this.renderConfig.clearCanvas===!0&&!B||this.destroyed||R===-1)){this.renderedFrame=R,this.globalData.frameNum=R-this.animationItem._isFirstFrame,this.globalData.frameId+=1,this.globalData._mdf=!this.renderConfig.clearCanvas||B,this.globalData.projectInterface.currentFrame=R;var D,F=this.layers.length;for(this.completeLayers||this.checkLayers(R),D=0;D<F;D+=1)(this.completeLayers||this.elements[D])&&this.elements[D].prepareFrame(R-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=F-1;D>=0;D-=1)(this.completeLayers||this.elements[D])&&this.elements[D].renderFrame();this.renderConfig.clearCanvas!==!0&&this.restore()}}},CanvasRendererBase.prototype.buildItem=function(R){var B=this.elements;if(!(B[R]||this.layers[R].ty===99)){var D=this.createItem(this.layers[R],this,this.globalData);B[R]=D,D.initExpressions()}},CanvasRendererBase.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){var R=this.pendingElements.pop();R.checkParenting()}},CanvasRendererBase.prototype.hide=function(){this.animationItem.container.style.display="none"},CanvasRendererBase.prototype.show=function(){this.animationItem.container.style.display="block"};function CVCompElement(R,B,D){this.completeLayers=!1,this.layers=R.layers,this.pendingElements=[],this.elements=createSizedArray(this.layers.length),this.initElement(R,B,D),this.tm=R.tm?PropertyFactory.getProp(this,R.tm,0,B.frameRate,this):{_placeholder:!0}}extendPrototype([CanvasRendererBase,ICompElement,CVBaseElement],CVCompElement),CVCompElement.prototype.renderInnerContent=function(){var R=this.canvasContext;R.beginPath(),R.moveTo(0,0),R.lineTo(this.data.w,0),R.lineTo(this.data.w,this.data.h),R.lineTo(0,this.data.h),R.lineTo(0,0),R.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 R,B=this.layers.length;for(R=B-1;R>=0;R-=1)this.elements[R]&&this.elements[R].destroy();this.layers=null,this.elements=null},CVCompElement.prototype.createComp=function(R){return new CVCompElement(R,this.globalData,this)};function CanvasRenderer(R,B){this.animationItem=R,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(R){return new CVCompElement(R,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(R,B,D){this.initElement(R,B,D)}extendPrototype([BaseElement,TransformElement,HBaseElement,HierarchyElement,FrameElement,RenderableDOMElement],HSolidElement),HSolidElement.prototype.createContent=function(){var R;this.data.hasMask?(R=createNS("rect"),R.setAttribute("width",this.data.sw),R.setAttribute("height",this.data.sh),R.setAttribute("fill",this.data.sc),this.svgElement.setAttribute("width",this.data.sw),this.svgElement.setAttribute("height",this.data.sh)):(R=createTag("div"),R.style.width=this.data.sw+"px",R.style.height=this.data.sh+"px",R.style.backgroundColor=this.data.sc),this.layerElement.appendChild(R)};function HShapeElement(R,B,D){this.shapes=[],this.shapesData=R.shapes,this.stylesList=[],this.shapeModifiers=[],this.itemsData=[],this.processedElements=[],this.animatedContents=[],this.shapesContainer=createNS("g"),this.initElement(R,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 R;if(this.baseElement.style.fontSize=0,this.data.hasMask)this.layerElement.appendChild(this.shapesContainer),R=this.svgElement;else{R=createNS("svg");var B=this.comp.data?this.comp.data:this.globalData.compSize;R.setAttribute("width",B.w),R.setAttribute("height",B.h),R.appendChild(this.shapesContainer),this.layerElement.appendChild(R)}this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.shapesContainer,0,[],!0),this.filterUniqueShapes(),this.shapeCont=R},HShapeElement.prototype.getTransformedPoint=function(R,B){var D,F=R.length;for(D=0;D<F;D+=1)B=R[D].mProps.v.applyToPointArray(B[0],B[1],0);return B},HShapeElement.prototype.calculateShapeBoundingBox=function(R,B){var D=R.sh.v,F=R.transformers,G,W=D._length,q,U,Y,Q;if(!(W<=1)){for(G=0;G<W-1;G+=1)q=this.getTransformedPoint(F,D.v[G]),U=this.getTransformedPoint(F,D.o[G]),Y=this.getTransformedPoint(F,D.i[G+1]),Q=this.getTransformedPoint(F,D.v[G+1]),this.checkBounds(q,U,Y,Q,B);D.c&&(q=this.getTransformedPoint(F,D.v[G]),U=this.getTransformedPoint(F,D.o[G]),Y=this.getTransformedPoint(F,D.i[0]),Q=this.getTransformedPoint(F,D.v[0]),this.checkBounds(q,U,Y,Q,B))}},HShapeElement.prototype.checkBounds=function(R,B,D,F,G){this.getBoundsOfCurve(R,B,D,F);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(R,B,D,F){for(var G=[[R[0],F[0]],[R[1],F[1]]],W,q,U,Y,Q,K,Z,J=0;J<2;++J)q=6*R[J]-12*B[J]+6*D[J],W=-3*R[J]+9*B[J]-9*D[J]+3*F[J],U=3*B[J]-3*R[J],q|=0,W|=0,U|=0,W===0&&q===0||(W===0?(Y=-U/q,Y>0&&Y<1&&G[J].push(this.calculateF(Y,R,B,D,F,J))):(Q=q*q-4*U*W,Q>=0&&(K=(-q+bmSqrt(Q))/(2*W),K>0&&K<1&&G[J].push(this.calculateF(K,R,B,D,F,J)),Z=(-q-bmSqrt(Q))/(2*W),Z>0&&Z<1&&G[J].push(this.calculateF(Z,R,B,D,F,J)))));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(R,B,D,F,G,W){return bmPow(1-R,3)*B[W]+3*bmPow(1-R,2)*R*D[W]+3*(1-R)*bmPow(R,2)*F[W]+bmPow(R,3)*G[W]},HShapeElement.prototype.calculateBoundingBox=function(R,B){var D,F=R.length;for(D=0;D<F;D+=1)R[D]&&R[D].sh?this.calculateShapeBoundingBox(R[D],B):R[D]&&R[D].it?this.calculateBoundingBox(R[D].it,B):R[D]&&R[D].style&&R[D].w&&this.expandStrokeBoundingBox(R[D].w,B)},HShapeElement.prototype.expandStrokeBoundingBox=function(R,B){var D=0;if(R.keyframes){for(var F=0;F<R.keyframes.length;F+=1){var G=R.keyframes[F].s;G>D&&(D=G)}D*=R.mult}else D=R.v*R.mult;B.x-=D,B.xMax+=D,B.y-=D,B.yMax+=D},HShapeElement.prototype.currentBoxContains=function(R){return this.currentBBox.x<=R.x&&this.currentBBox.y<=R.y&&this.currentBBox.width+this.currentBBox.x>=R.x+R.width&&this.currentBBox.height+this.currentBBox.y>=R.y+R.height},HShapeElement.prototype.renderInnerContent=function(){if(this._renderShapeFrame(),!this.hidden&&(this._isFirstFrame||this._mdf)){var R=this.tempBoundingBox,B=999999;if(R.x=B,R.xMax=-B,R.y=B,R.yMax=-B,this.calculateBoundingBox(this.itemsData,R),R.width=R.xMax<R.x?0:R.xMax-R.x,R.height=R.yMax<R.y?0:R.yMax-R.y,this.currentBoxContains(R))return;var D=!1;if(this.currentBBox.w!==R.width&&(this.currentBBox.w=R.width,this.shapeCont.setAttribute("width",R.width),D=!0),this.currentBBox.h!==R.height&&(this.currentBBox.h=R.height,this.shapeCont.setAttribute("height",R.height),D=!0),D||this.currentBBox.x!==R.x||this.currentBBox.y!==R.y){this.currentBBox.w=R.width,this.currentBBox.h=R.height,this.currentBBox.x=R.x,this.currentBBox.y=R.y,this.shapeCont.setAttribute("viewBox",this.currentBBox.x+" "+this.currentBBox.y+" "+this.currentBBox.w+" "+this.currentBBox.h);var F=this.shapeCont.style,G="translate("+this.currentBBox.x+"px,"+this.currentBBox.y+"px)";F.transform=G,F.webkitTransform=G}}};function HTextElement(R,B,D){this.textSpans=[],this.textPaths=[],this.currentBBox={x:999999,y:-999999,h:0,w:0},this.renderType="svg",this.isMasked=!1,this.initElement(R,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 R=createNS("g");this.maskedElement.appendChild(R),this.innerElem=R}else this.renderType="html",this.innerElem=this.layerElement;this.checkParenting()},HTextElement.prototype.buildNewText=function(){var R=this.textProperty.currentData;this.renderedLetters=createSizedArray(R.l?R.l.length:0);var B=this.innerElem.style,D=R.fc?this.buildColor(R.fc):"rgba(0,0,0,0)";B.fill=D,B.color=D,R.sc&&(B.stroke=this.buildColor(R.sc),B.strokeWidth=R.sw+"px");var F=this.globalData.fontManager.getFontByName(R.f);if(!this.globalData.fontManager.chars)if(B.fontSize=R.finalSize+"px",B.lineHeight=R.finalSize+"px",F.fClass)this.innerElem.className=F.fClass;else{B.fontFamily=F.fFamily;var G=R.fWeight,W=R.fStyle;B.fontStyle=W,B.fontWeight=G}var q,U,Y=R.l;U=Y.length;var Q,K,Z,J=this.mHelper,te,ie="",se=0;for(q=0;q<U;q+=1){if(this.globalData.fontManager.chars?(this.textPaths[se]?Q=this.textPaths[se]:(Q=createNS("path"),Q.setAttribute("stroke-linecap",lineCapEnum[1]),Q.setAttribute("stroke-linejoin",lineJoinEnum[2]),Q.setAttribute("stroke-miterlimit","4")),this.isMasked||(this.textSpans[se]?(K=this.textSpans[se],Z=K.children[0]):(K=createTag("div"),K.style.lineHeight=0,Z=createNS("svg"),Z.appendChild(Q),styleDiv(K)))):this.isMasked?Q=this.textPaths[se]?this.textPaths[se]:createNS("text"):this.textSpans[se]?(K=this.textSpans[se],Q=this.textPaths[se]):(K=createTag("span"),styleDiv(K),Q=createTag("span"),styleDiv(Q),K.appendChild(Q)),this.globalData.fontManager.chars){var re=this.globalData.fontManager.getCharData(R.finalText[q],F.fStyle,this.globalData.fontManager.getFontByName(R.f).fFamily),ae;if(re?ae=re.data:ae=null,J.reset(),ae&&ae.shapes&&ae.shapes.length&&(te=ae.shapes[0].it,J.scale(R.finalSize/100,R.finalSize/100),ie=this.createPathShape(J,te),Q.setAttribute("d",ie)),this.isMasked)this.innerElem.appendChild(Q);else{if(this.innerElem.appendChild(K),ae&&ae.shapes){document.body.appendChild(Z);var le=Z.getBBox();Z.setAttribute("width",le.width+2),Z.setAttribute("height",le.height+2),Z.setAttribute("viewBox",le.x-1+" "+(le.y-1)+" "+(le.width+2)+" "+(le.height+2));var ce=Z.style,fe="translate("+(le.x-1)+"px,"+(le.y-1)+"px)";ce.transform=fe,ce.webkitTransform=fe,Y[q].yOffset=le.y-1}else Z.setAttribute("width",1),Z.setAttribute("height",1);K.appendChild(Z)}}else if(Q.textContent=Y[q].val,Q.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve"),this.isMasked)this.innerElem.appendChild(Q);else{this.innerElem.appendChild(K);var de=Q.style,me="translate3d(0,"+-R.finalSize/1.2+"px,0)";de.transform=me,de.webkitTransform=me}this.isMasked?this.textSpans[se]=Q:this.textSpans[se]=K,this.textSpans[se].style.display="block",this.textPaths[se]=Q,se+=1}for(;se<this.textSpans.length;)this.textSpans[se].style.display="none",se+=1},HTextElement.prototype.renderInnerContent=function(){var R;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),R=this.svgElement.style;var B="translate("+-this.finalTransform.mProp.p.v[0]+"px,"+-this.finalTransform.mProp.p.v[1]+"px)";R.transform=B,R.webkitTransform=B}}if(this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag),!(!this.lettersChangedFlag&&!this.textAnimator.lettersChangedFlag)){var D,F,G=0,W=this.textAnimator.renderedLetters,q=this.textProperty.currentData.l;F=q.length;var U,Y,Q;for(D=0;D<F;D+=1)q[D].n?G+=1:(Y=this.textSpans[D],Q=this.textPaths[D],U=W[G],G+=1,U._mdf.m&&(this.isMasked?Y.setAttribute("transform",U.m):(Y.style.webkitTransform=U.m,Y.style.transform=U.m)),Y.style.opacity=U.o,U.sw&&U._mdf.sw&&Q.setAttribute("stroke-width",U.sw),U.sc&&U._mdf.sc&&Q.setAttribute("stroke",U.sc),U.fc&&U._mdf.fc&&(Q.setAttribute("fill",U.fc),Q.style.color=U.fc));if(this.innerElem.getBBox&&!this.hidden&&(this._isFirstFrame||this._mdf)){var K=this.innerElem.getBBox();this.currentBBox.w!==K.width&&(this.currentBBox.w=K.width,this.svgElement.setAttribute("width",K.width)),this.currentBBox.h!==K.height&&(this.currentBBox.h=K.height,this.svgElement.setAttribute("height",K.height));var Z=1;if(this.currentBBox.w!==K.width+Z*2||this.currentBBox.h!==K.height+Z*2||this.currentBBox.x!==K.x-Z||this.currentBBox.y!==K.y-Z){this.currentBBox.w=K.width+Z*2,this.currentBBox.h=K.height+Z*2,this.currentBBox.x=K.x-Z,this.currentBBox.y=K.y-Z,this.svgElement.setAttribute("viewBox",this.currentBBox.x+" "+this.currentBBox.y+" "+this.currentBBox.w+" "+this.currentBBox.h),R=this.svgElement.style;var J="translate("+this.currentBBox.x+"px,"+this.currentBBox.y+"px)";R.transform=J,R.webkitTransform=J}}}};function HCameraElement(R,B,D){this.initFrame(),this.initBaseData(R,B,D),this.initHierarchy();var F=PropertyFactory.getProp;if(this.pe=F(this,R.pe,0,0,this),R.ks.p.s?(this.px=F(this,R.ks.p.x,1,0,this),this.py=F(this,R.ks.p.y,1,0,this),this.pz=F(this,R.ks.p.z,1,0,this)):this.p=F(this,R.ks.p,1,0,this),R.ks.a&&(this.a=F(this,R.ks.a,1,0,this)),R.ks.or.k.length&&R.ks.or.k[0].to){var G,W=R.ks.or.k.length;for(G=0;G<W;G+=1)R.ks.or.k[G].to=null,R.ks.or.k[G].ti=null}this.or=F(this,R.ks.or,1,degToRads,this),this.or.sh=!0,this.rx=F(this,R.ks.rx,0,degToRads,this),this.ry=F(this,R.ks.ry,0,degToRads,this),this.rz=F(this,R.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 R,B=this.comp.threeDElements.length,D,F,G;for(R=0;R<B;R+=1)if(D=this.comp.threeDElements[R],D.type==="3d"){F=D.perspectiveElem.style,G=D.container.style;var W=this.pe.v+"px",q="0px 0px 0px",U="matrix3d(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1)";F.perspective=W,F.webkitPerspective=W,G.transformOrigin=q,G.mozTransformOrigin=q,G.webkitTransformOrigin=q,F.transform=U,F.webkitTransform=U}},HCameraElement.prototype.createElements=function(){},HCameraElement.prototype.hide=function(){},HCameraElement.prototype.renderFrame=function(){var R=this._isFirstFrame,B,D;if(this.hierarchy)for(D=this.hierarchy.length,B=0;B<D;B+=1)R=this.hierarchy[B].finalTransform.mProp._mdf||R;if(R||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 F=this.hierarchy[B].finalTransform.mProp;this.mat.translate(-F.p.v[0],-F.p.v[1],F.p.v[2]),this.mat.rotateX(-F.or.v[0]).rotateY(-F.or.v[1]).rotateZ(F.or.v[2]),this.mat.rotateX(-F.rx.v).rotateY(-F.ry.v).rotateZ(F.rz.v),this.mat.scale(1/F.s.v[0],1/F.s.v[1],1/F.s.v[2]),this.mat.translate(F.a.v[0],F.a.v[1],F.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],U=Math.sqrt(q[2]*q[2]+q[0]*q[0]),Y=Math.atan2(q[1],U),Q=Math.atan2(q[0],-q[2]);this.mat.rotateY(Q).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 K=!this._prevMat.equals(this.mat);if((K||this.pe._mdf)&&this.comp.threeDElements){D=this.comp.threeDElements.length;var Z,J,te;for(B=0;B<D;B+=1)if(Z=this.comp.threeDElements[B],Z.type==="3d"){if(K){var ie=this.mat.toCSS();te=Z.container.style,te.transform=ie,te.webkitTransform=ie}this.pe._mdf&&(J=Z.perspectiveElem.style,J.perspective=this.pe.v+"px",J.webkitPerspective=this.pe.v+"px")}this.mat.clone(this._prevMat)}}this._isFirstFrame=!1},HCameraElement.prototype.prepareFrame=function(R){this.prepareProperties(R,!0)},HCameraElement.prototype.destroy=function(){},HCameraElement.prototype.getBaseElement=function(){return null};function HImageElement(R,B,D){this.assetData=B.getAssetData(R.refId),this.initElement(R,B,D)}extendPrototype([BaseElement,TransformElement,HBaseElement,HSolidElement,HierarchyElement,FrameElement,RenderableElement],HImageElement),HImageElement.prototype.createContent=function(){var R=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",R),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=R,this.data.ln&&this.baseElement.setAttribute("id",this.data.ln)};function HybridRendererBase(R,B){this.animationItem=R,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 R=this.pendingElements.pop();R.checkParenting()}},HybridRendererBase.prototype.appendElementInPos=function(R,B){var D=R.getBaseElement();if(!!D){var F=this.layers[B];if(!F.ddd||!this.supports3d)if(this.threeDElements)this.addTo3dContainer(D,B);else{for(var G=0,W,q,U;G<B;)this.elements[G]&&this.elements[G]!==!0&&this.elements[G].getBaseElement&&(q=this.elements[G],U=this.layers[G].ddd?this.getThreeDContainerByPos(G):q.getBaseElement(),W=U||W),G+=1;W?(!F.ddd||!this.supports3d)&&this.layerElement.insertBefore(D,W):(!F.ddd||!this.supports3d)&&this.layerElement.appendChild(D)}else this.addTo3dContainer(D,B)}},HybridRendererBase.prototype.createShape=function(R){return this.supports3d?new HShapeElement(R,this.globalData,this):new SVGShapeElement(R,this.globalData,this)},HybridRendererBase.prototype.createText=function(R){return this.supports3d?new HTextElement(R,this.globalData,this):new SVGTextLottieElement(R,this.globalData,this)},HybridRendererBase.prototype.createCamera=function(R){return this.camera=new HCameraElement(R,this.globalData,this),this.camera},HybridRendererBase.prototype.createImage=function(R){return this.supports3d?new HImageElement(R,this.globalData,this):new IImageElement(R,this.globalData,this)},HybridRendererBase.prototype.createSolid=function(R){return this.supports3d?new HSolidElement(R,this.globalData,this):new ISolidElement(R,this.globalData,this)},HybridRendererBase.prototype.createNull=SVGRenderer.prototype.createNull,HybridRendererBase.prototype.getThreeDContainerByPos=function(R){for(var B=0,D=this.threeDElements.length;B<D;){if(this.threeDElements[B].startPos<=R&&this.threeDElements[B].endPos>=R)return this.threeDElements[B].perspectiveElem;B+=1}return null},HybridRendererBase.prototype.createThreeDContainer=function(R,B){var D=createTag("div"),F,G;styleDiv(D);var W=createTag("div");if(styleDiv(W),B==="3d"){F=D.style,F.width=this.globalData.compSize.w+"px",F.height=this.globalData.compSize.h+"px";var q="50% 50%";F.webkitTransformOrigin=q,F.mozTransformOrigin=q,F.transformOrigin=q,G=W.style;var U="matrix3d(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1)";G.transform=U,G.webkitTransform=U}D.appendChild(W);var Y={container:W,perspectiveElem:D,startPos:R,endPos:R,type:B};return this.threeDElements.push(Y),Y},HybridRendererBase.prototype.build3dContainers=function(){var R,B=this.layers.length,D,F="";for(R=0;R<B;R+=1)this.layers[R].ddd&&this.layers[R].ty!==3?(F!=="3d"&&(F="3d",D=this.createThreeDContainer(R,"3d")),D.endPos=Math.max(D.endPos,R)):(F!=="2d"&&(F="2d",D=this.createThreeDContainer(R,"2d")),D.endPos=Math.max(D.endPos,R));for(B=this.threeDElements.length,R=B-1;R>=0;R-=1)this.resizerElem.appendChild(this.threeDElements[R].perspectiveElem)},HybridRendererBase.prototype.addTo3dContainer=function(R,B){for(var D=0,F=this.threeDElements.length;D<F;){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(R,W):this.threeDElements[D].container.appendChild(R);break}D+=1}},HybridRendererBase.prototype.configAnimation=function(R){var B=createTag("div"),D=this.animationItem.wrapper,F=B.style;F.width=R.w+"px",F.height=R.h+"px",this.resizerElem=B,styleDiv(B),F.transformStyle="flat",F.mozTransformStyle="flat",F.webkitTransformStyle="flat",this.renderConfig.className&&B.setAttribute("class",this.renderConfig.className),D.appendChild(B),F.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=R,this.setupGlobalData(R,G),this.globalData.defs=W,this.layers=R.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 R,B=this.layers?this.layers.length:0;for(R=0;R<B;R+=1)this.elements[R].destroy();this.elements.length=0,this.destroyed=!0,this.animationItem=null},HybridRendererBase.prototype.updateContainerSize=function(){var R=this.animationItem.wrapper.offsetWidth,B=this.animationItem.wrapper.offsetHeight,D=R/B,F=this.globalData.compSize.w/this.globalData.compSize.h,G,W,q,U;F>D?(G=R/this.globalData.compSize.w,W=R/this.globalData.compSize.w,q=0,U=(B-this.globalData.compSize.h*(R/this.globalData.compSize.w))/2):(G=B/this.globalData.compSize.h,W=B/this.globalData.compSize.h,q=(R-this.globalData.compSize.w*(B/this.globalData.compSize.h))/2,U=0);var Y=this.resizerElem.style;Y.webkitTransform="matrix3d("+G+",0,0,0,0,"+W+",0,0,0,0,1,0,"+q+","+U+",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 R=this.globalData.compSize.w,B=this.globalData.compSize.h,D,F=this.threeDElements.length;for(D=0;D<F;D+=1){var G=this.threeDElements[D].perspectiveElem.style;G.webkitPerspective=Math.sqrt(Math.pow(R,2)+Math.pow(B,2))+"px",G.perspective=G.webkitPerspective}}},HybridRendererBase.prototype.searchExtraCompositions=function(R){var B,D=R.length,F=createTag("div");for(B=0;B<D;B+=1)if(R[B].xt){var G=this.createComp(R[B],F,this.globalData.comp,null);G.initExpressions(),this.globalData.projectInterface.registerComposition(G)}};function HCompElement(R,B,D){this.layers=R.layers,this.supports3d=!R.hasMask,this.completeLayers=!1,this.pendingElements=[],this.elements=this.layers?createSizedArray(this.layers.length):[],this.initElement(R,B,D),this.tm=R.tm?PropertyFactory.getProp(this,R.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(R,B){for(var D=0,F;D<B;)this.elements[D]&&this.elements[D].getBaseElement&&(F=this.elements[D].getBaseElement()),D+=1;F?this.layerElement.insertBefore(R,F):this.layerElement.appendChild(R)},HCompElement.prototype.createComp=function(R){return this.supports3d?new HCompElement(R,this.globalData,this):new SVGCompElement(R,this.globalData,this)};function HybridRenderer(R,B){this.animationItem=R,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(R){return this.supports3d?new HCompElement(R,this.globalData,this):new SVGCompElement(R,this.globalData,this)};var Expressions=function(){var R={};R.initExpressions=B;function B(D){var F=0,G=[];function W(){F+=1}function q(){F-=1,F===0&&Y()}function U(Q){G.indexOf(Q)===-1&&G.push(Q)}function Y(){var Q,K=G.length;for(Q=0;Q<K;Q+=1)G[Q].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=U}return R}();function _typeof$1(R){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(R)}function seedRandom(R,B){var D=this,F=256,G=6,W=52,q="random",U=B.pow(F,G),Y=B.pow(2,W),Q=Y*2,K=F-1,Z;function J(ce,fe,de){var me=[];fe=fe===!0?{entropy:!0}:fe||{};var he=re(se(fe.entropy?[ce,le(R)]:ce===null?ae():ce,3),me),pe=new te(me),be=function(){for(var ve=pe.g(G),xe=U,Ee=0;ve<Y;)ve=(ve+Ee)*F,xe*=F,Ee=pe.g(1);for(;ve>=Q;)ve/=2,xe/=2,Ee>>>=1;return(ve+Ee)/xe};return be.int32=function(){return 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Uint8Array(F);return(D.crypto||D.msCrypto).getRandomValues(ce),le(ce)}catch{var fe=D.navigator,de=fe&&fe.plugins;return[+new Date,D,de,D.screen,le(R)]}}function le(ce){return String.fromCharCode.apply(0,ce)}re(B.random(),R)}function initialize$2(R){seedRandom([],R)}var propTypes={SHAPE:"shape"};function _typeof(R){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(R)}var ExpressionManager=function(){var ob={},Math=BMMath,window=null,document=null,XMLHttpRequest=null,fetch=null,frames=null;initialize$2(BMMath);function $bm_isInstanceOfArray(R){return R.constructor===Array||R.constructor===Float32Array}function isNumerable(R,B){return R==="number"||R==="boolean"||R==="string"||B instanceof Number}function $bm_neg(R){var B=_typeof(R);if(B==="number"||B==="boolean"||R instanceof Number)return-R;if($bm_isInstanceOfArray(R)){var D,F=R.length,G=[];for(D=0;D<F;D+=1)G[D]=-R[D];return G}return R.propType?R.v:-R}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(R,B){var D=_typeof(R),F=_typeof(B);if(D==="string"||F==="string"||isNumerable(D,R)&&isNumerable(F,B))return R+B;if($bm_isInstanceOfArray(R)&&isNumerable(F,B))return R=R.slice(0),R[0]+=B,R;if(isNumerable(D,R)&&$bm_isInstanceOfArray(B))return B=B.slice(0),B[0]=R+B[0],B;if($bm_isInstanceOfArray(R)&&$bm_isInstanceOfArray(B)){for(var G=0,W=R.length,q=B.length,U=[];G<W||G<q;)(typeof R[G]=="number"||R[G]instanceof Number)&&(typeof B[G]=="number"||B[G]instanceof Number)?U[G]=R[G]+B[G]:U[G]=B[G]===void 0?R[G]:R[G]||B[G],G+=1;return U}return 0}var add=sum;function sub(R,B){var D=_typeof(R),F=_typeof(B);if(isNumerable(D,R)&&isNumerable(F,B))return D==="string"&&(R=parseInt(R,10)),F==="string"&&(B=parseInt(B,10)),R-B;if($bm_isInstanceOfArray(R)&&isNumerable(F,B))return R=R.slice(0),R[0]-=B,R;if(isNumerable(D,R)&&$bm_isInstanceOfArray(B))return B=B.slice(0),B[0]=R-B[0],B;if($bm_isInstanceOfArray(R)&&$bm_isInstanceOfArray(B)){for(var G=0,W=R.length,q=B.length,U=[];G<W||G<q;)(typeof R[G]=="number"||R[G]instanceof Number)&&(typeof B[G]=="number"||B[G]instanceof Number)?U[G]=R[G]-B[G]:U[G]=B[G]===void 0?R[G]:R[G]||B[G],G+=1;return U}return 0}function mul(R,B){var D=_typeof(R),F=_typeof(B),G;if(isNumerable(D,R)&&isNumerable(F,B))return R*B;var W,q;if($bm_isInstanceOfArray(R)&&isNumerable(F,B)){for(q=R.length,G=createTypedArray("float32",q),W=0;W<q;W+=1)G[W]=R[W]*B;return G}if(isNumerable(D,R)&&$bm_isInstanceOfArray(B)){for(q=B.length,G=createTypedArray("float32",q),W=0;W<q;W+=1)G[W]=R*B[W];return G}return 0}function div(R,B){var D=_typeof(R),F=_typeof(B),G;if(isNumerable(D,R)&&isNumerable(F,B))return R/B;var W,q;if($bm_isInstanceOfArray(R)&&isNumerable(F,B)){for(q=R.length,G=createTypedArray("float32",q),W=0;W<q;W+=1)G[W]=R[W]/B;return G}if(isNumerable(D,R)&&$bm_isInstanceOfArray(B)){for(q=B.length,G=createTypedArray("float32",q),W=0;W<q;W+=1)G[W]=R/B[W];return G}return 0}function mod(R,B){return typeof R=="string"&&(R=parseInt(R,10)),typeof B=="string"&&(B=parseInt(B,10)),R%B}var $bm_sum=sum,$bm_sub=sub,$bm_mul=mul,$bm_div=div,$bm_mod=mod;function clamp(R,B,D){if(B>D){var F=D;D=B,B=F}return Math.min(Math.max(R,B),D)}function radiansToDegrees(R){return R/degToRads}var radians_to_degrees=radiansToDegrees;function degreesToRadians(R){return R*degToRads}var degrees_to_radians=radiansToDegrees,helperLengthArray=[0,0,0,0,0,0];function length(R,B){if(typeof R=="number"||R instanceof Number)return B=B||0,Math.abs(R-B);B||(B=helperLengthArray);var D,F=Math.min(R.length,B.length),G=0;for(D=0;D<F;D+=1)G+=Math.pow(B[D]-R[D],2);return Math.sqrt(G)}function normalize(R){return div(R,length(R))}function rgbToHsl(R){var B=R[0],D=R[1],F=R[2],G=Math.max(B,D,F),W=Math.min(B,D,F),q,U,Y=(G+W)/2;if(G===W)q=0,U=0;else{var Q=G-W;switch(U=Y>.5?Q/(2-G-W):Q/(G+W),G){case B:q=(D-F)/Q+(D<F?6:0);break;case D:q=(F-B)/Q+2;break;case F:q=(B-D)/Q+4;break}q/=6}return[q,U,Y,R[3]]}function hue2rgb(R,B,D){return D<0&&(D+=1),D>1&&(D-=1),D<1/6?R+(B-R)*6*D:D<1/2?B:D<2/3?R+(B-R)*(2/3-D)*6:R}function hslToRgb(R){var B=R[0],D=R[1],F=R[2],G,W,q;if(D===0)G=F,q=F,W=F;else{var U=F<.5?F*(1+D):F+D-F*D,Y=2*F-U;G=hue2rgb(Y,U,B+1/3),W=hue2rgb(Y,U,B),q=hue2rgb(Y,U,B-1/3)}return[G,W,q,R[3]]}function linear(R,B,D,F,G){if((F===void 0||G===void 0)&&(F=B,G=D,B=0,D=1),D<B){var W=D;D=B,B=W}if(R<=B)return F;if(R>=D)return G;var q=D===B?0:(R-B)/(D-B);if(!F.length)return F+(G-F)*q;var U,Y=F.length,Q=createTypedArray("float32",Y);for(U=0;U<Y;U+=1)Q[U]=F[U]+(G[U]-F[U])*q;return Q}function random(R,B){if(B===void 0&&(R===void 0?(R=0,B=1):(B=R,R=void 0)),B.length){var D,F=B.length;R||(R=createTypedArray("float32",F));var G=createTypedArray("float32",F),W=BMMath.random();for(D=0;D<F;D+=1)G[D]=R[D]+W*(B[D]-R[D]);return G}R===void 0&&(R=0);var q=BMMath.random();return R+q*(B-R)}function createPath(R,B,D,F){var G,W=R.length,q=shapePool.newElement();q.setPathData(!!F,W);var U=[0,0],Y,Q;for(G=0;G<W;G+=1)Y=B&&B[G]?B[G]:U,Q=D&&D[G]?D[G]:U,q.setTripleAt(R[G][0],R[G][1],Q[0]+R[G][0],Q[1]+R[G][1],Y[0]+R[G][0],Y[1]+R[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=$bm_rt}]")[0],numKeys=property.kf?data.k.length:0,active=!this.data||this.data.hd!==!0,wiggle=function R(B,D){var F,G,W=this.pv.length?this.pv.length:1,q=createTypedArray("float32",W);B=5;var U=Math.floor(time*B);for(F=0,G=0;F<U;){for(G=0;G<W;G+=1)q[G]+=-D+D*2*BMMath.random();F+=1}var Y=time*B,Q=Y-Math.floor(Y),K=createTypedArray("float32",W);if(W>1){for(G=0;G<W;G+=1)K[G]=this.pv[G]+q[G]+(-D+D*2*BMMath.random())*Q;return K}return this.pv+q[0]+(-D+D*2*BMMath.random())*Q}.bind(this);thisProperty.loopIn&&(loopIn=thisProperty.loopIn.bind(thisProperty),loop_in=loopIn),thisProperty.loopOut&&(loopOut=thisProperty.loopOut.bind(thisProperty),loop_out=loopOut),thisProperty.smooth&&(smooth=thisProperty.smooth.bind(thisProperty));function loopInDuration(R,B){return loopIn(R,B,!0)}function loopOutDuration(R,B){return loopOut(R,B,!0)}this.getValueAtTime&&(valueAtTime=this.getValueAtTime.bind(this)),this.getVelocityAtTime&&(velocityAtTime=this.getVelocityAtTime.bind(this));var comp=elem.comp.globalData.projectInterface.bind(elem.comp.globalData.projectInterface);function lookAt(R,B){var D=[B[0]-R[0],B[1]-R[1],B[2]-R[2]],F=Math.atan2(D[0],Math.sqrt(D[1]*D[1]+D[2]*D[2]))/degToRads,G=-Math.atan2(D[1],D[2])/degToRads;return[G,F,0]}function easeOut(R,B,D,F,G){return applyEase(easeOutBez,R,B,D,F,G)}function easeIn(R,B,D,F,G){return applyEase(easeInBez,R,B,D,F,G)}function ease(R,B,D,F,G){return applyEase(easeInOutBez,R,B,D,F,G)}function applyEase(R,B,D,F,G,W){G===void 0?(G=D,W=F):B=(B-D)/(F-D),B>1?B=1:B<0&&(B=0);var q=R(B);if($bm_isInstanceOfArray(G)){var U,Y=G.length,Q=createTypedArray("float32",Y);for(U=0;U<Y;U+=1)Q[U]=(W[U]-G[U])*q+G[U];return Q}return(W-G)*q+G}function nearestKey(R){var B,D=data.k.length,F,G;if(!data.k.length||typeof data.k[0]=="number")F=0,G=0;else if(F=-1,R*=elem.comp.globalData.frameRate,R<data.k[0].t)F=1,G=data.k[0].t;else{for(B=0;B<D-1;B+=1)if(R===data.k[B].t){F=B+1,G=data.k[B].t;break}else if(R>data.k[B].t&&R<data.k[B+1].t){R-data.k[B].t>data.k[B+1].t-R?(F=B+2,G=data.k[B+1].t):(F=B+1,G=data.k[B].t);break}F===-1&&(F=B+1,G=data.k[B].t)}var W={};return W.index=F,W.time=G/elem.comp.globalData.frameRate,W}function key(R){var B,D,F;if(!data.k.length||typeof data.k[0]=="number")throw new Error("The property has no keyframe at index "+R);R-=1,B={time:data.k[R].t/elem.comp.globalData.frameRate,value:[]};var G=Object.prototype.hasOwnProperty.call(data.k[R],"s")?data.k[R].s:data.k[R-1].e;for(F=G.length,D=0;D<F;D+=1)B[D]=G[D],B.value[D]=G[D];return B}function framesToTime(R,B){return B||(B=elem.comp.globalData.frameRate),R/B}function timeToFrames(R,B){return!R&&R!==0&&(R=time),B||(B=elem.comp.globalData.frameRate),R*B}function seedRandom(R){BMMath.seedrandom(randSeed+R)}function sourceRectAtTime(){return elem.sourceRectAtTime()}function substring(R,B){return typeof value=="string"?B===void 0?value.substring(R):value.substring(R,B):""}function substr(R,B){return typeof value=="string"?B===void 0?value.substr(R):value.substr(R,B):""}function posterizeTime(R){time=R===0?0:Math.floor(time*R)/R,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(R){return value=R,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 R(q,U,Y){U.x&&(Y.k=!0,Y.x=!0,Y.initiateExpression=ExpressionManager.initiateExpression,Y.effectsSequence.push(Y.initiateExpression(q,U,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 U=-.01,Y=this.getValueAtTime(q),Q=this.getValueAtTime(q+U),K=0;if(Y.length){var Z;for(Z=0;Z<Y.length;Z+=1)K+=Math.pow(Q[Z]-Y[Z],2);K=Math.sqrt(K)*100}else K=0;return K}function F(q){if(this.vel!==void 0)return this.vel;var U=-.001,Y=this.getValueAtTime(q),Q=this.getValueAtTime(q+U),K;if(Y.length){K=createTypedArray("float32",Y.length);var Z;for(Z=0;Z<Y.length;Z+=1)K[Z]=(Q[Z]-Y[Z])/U}else K=(Q-Y)/U;return K}function G(){return this.pv}function W(q){this.propertyGroup=q}return{searchExpressions:R,getSpeedAtTime:D,getVelocityAtTime:F,getValueAtTime:B,getStaticValueAtTime:G,setGroupProperty:W}}();function addPropertyDecorator(){function R(J,te,ie){if(!this.k||!this.keyframes)return this.pv;J=J?J.toLowerCase():"";var se=this.comp.renderedFrame,re=this.keyframes,ae=re[re.length-1].t;if(se<=ae)return this.pv;var le,ce;ie?(te?le=Math.abs(ae-this.elem.comp.globalData.frameRate*te):le=Math.max(0,ae-this.elem.data.ip),ce=ae-le):((!te||te>re.length-1)&&(te=re.length-1),ce=re[re.length-1-te].t,le=ae-ce);var fe,de,me;if(J==="pingpong"){var he=Math.floor((se-ce)/le);if(he%2!==0)return this.getValueAtTime((le-(se-ce)%le+ce)/this.comp.globalData.frameRate,0)}else if(J==="offset"){var pe=this.getValueAtTime(ce/this.comp.globalData.frameRate,0),be=this.getValueAtTime(ae/this.comp.globalData.frameRate,0),Se=this.getValueAtTime(((se-ce)%le+ce)/this.comp.globalData.frameRate,0),ve=Math.floor((se-ce)/le);if(this.pv.length){for(me=new Array(pe.length),de=me.length,fe=0;fe<de;fe+=1)me[fe]=(be[fe]-pe[fe])*ve+Se[fe];return me}return(be-pe)*ve+Se}else if(J==="continue"){var xe=this.getValueAtTime(ae/this.comp.globalData.frameRate,0),Ee=this.getValueAtTime((ae-.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(me=new Array(xe.length),de=me.length,fe=0;fe<de;fe+=1)me[fe]=xe[fe]+(xe[fe]-Ee[fe])*((se-ae)/this.comp.globalData.frameRate)/5e-4;return me}return xe+(xe-Ee)*((se-ae)/.001)}return this.getValueAtTime(((se-ce)%le+ce)/this.comp.globalData.frameRate,0)}function B(J,te,ie){if(!this.k)return this.pv;J=J?J.toLowerCase():"";var se=this.comp.renderedFrame,re=this.keyframes,ae=re[0].t;if(se>=ae)return this.pv;var le,ce;ie?(te?le=Math.abs(this.elem.comp.globalData.frameRate*te):le=Math.max(0,this.elem.data.op-ae),ce=ae+le):((!te||te>re.length-1)&&(te=re.length-1),ce=re[te].t,le=ce-ae);var fe,de,me;if(J==="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(J==="offset"){var pe=this.getValueAtTime(ae/this.comp.globalData.frameRate,0),be=this.getValueAtTime(ce/this.comp.globalData.frameRate,0),Se=this.getValueAtTime((le-(ae-se)%le+ae)/this.comp.globalData.frameRate,0),ve=Math.floor((ae-se)/le)+1;if(this.pv.length){for(me=new Array(pe.length),de=me.length,fe=0;fe<de;fe+=1)me[fe]=Se[fe]-(be[fe]-pe[fe])*ve;return me}return Se-(be-pe)*ve}else if(J==="continue"){var xe=this.getValueAtTime(ae/this.comp.globalData.frameRate,0),Ee=this.getValueAtTime((ae+.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(me=new Array(xe.length),de=me.length,fe=0;fe<de;fe+=1)me[fe]=xe[fe]+(xe[fe]-Ee[fe])*(ae-se)/.001;return me}return xe+(xe-Ee)*(ae-se)/.001}return this.getValueAtTime((le-((ae-se)%le+ae))/this.comp.globalData.frameRate,0)}function D(J,te){if(!this.k)return this.pv;if(J=(J||.4)*.5,te=Math.floor(te||5),te<=1)return this.pv;var ie=this.comp.renderedFrame/this.comp.globalData.frameRate,se=ie-J,re=ie+J,ae=te>1?(re-se)/(te-1):1,le=0,ce=0,fe;this.pv.length?fe=createTypedArray("float32",this.pv.length):fe=0;for(var de;le<te;){if(de=this.getValueAtTime(se+le*ae),this.pv.length)for(ce=0;ce<this.pv.length;ce+=1)fe[ce]+=de[ce];else fe+=de;le+=1}if(this.pv.length)for(ce=0;ce<this.pv.length;ce+=1)fe[ce]/=te;else fe/=te;return fe}function F(J){this._transformCachingAtTime||(this._transformCachingAtTime={v:new Matrix});var te=this._transformCachingAtTime.v;if(te.cloneFromProps(this.pre.props),this.appliedTransformations<1){var ie=this.a.getValueAtTime(J);te.translate(-ie[0]*this.a.mult,-ie[1]*this.a.mult,ie[2]*this.a.mult)}if(this.appliedTransformations<2){var se=this.s.getValueAtTime(J);te.scale(se[0]*this.s.mult,se[1]*this.s.mult,se[2]*this.s.mult)}if(this.sk&&this.appliedTransformations<3){var re=this.sk.getValueAtTime(J),ae=this.sa.getValueAtTime(J);te.skewFromAxis(-re*this.sk.mult,ae*this.sa.mult)}if(this.r&&this.appliedTransformations<4){var le=this.r.getValueAtTime(J);te.rotate(-le*this.r.mult)}else if(!this.r&&this.appliedTransformations<4){var ce=this.rz.getValueAtTime(J),fe=this.ry.getValueAtTime(J),de=this.rx.getValueAtTime(J),me=this.or.getValueAtTime(J);te.rotateZ(-ce*this.rz.mult).rotateY(fe*this.ry.mult).rotateX(de*this.rx.mult).rotateZ(-me[2]*this.or.mult).rotateY(me[1]*this.or.mult).rotateX(me[0]*this.or.mult)}if(this.data.p&&this.data.p.s){var he=this.px.getValueAtTime(J),pe=this.py.getValueAtTime(J);if(this.data.p.z){var be=this.pz.getValueAtTime(J);te.translate(he*this.px.mult,pe*this.py.mult,-be*this.pz.mult)}else te.translate(he*this.px.mult,pe*this.py.mult,0)}else{var Se=this.p.getValueAtTime(J);te.translate(Se[0]*this.p.mult,Se[1]*this.p.mult,-Se[2]*this.p.mult)}return te}function G(){return this.v.clone(new Matrix)}var W=TransformPropertyFactory.getTransformProperty;TransformPropertyFactory.getTransformProperty=function(J,te,ie){var se=W(J,te,ie);return se.dynamicProperties.length?se.getValueAtTime=F.bind(se):se.getValueAtTime=G.bind(se),se.setGroupProperty=expressionHelpers.setGroupProperty,se};var q=PropertyFactory.getProp;PropertyFactory.getProp=function(J,te,ie,se,re){var ae=q(J,te,ie,se,re);ae.kf?ae.getValueAtTime=expressionHelpers.getValueAtTime.bind(ae):ae.getValueAtTime=expressionHelpers.getStaticValueAtTime.bind(ae),ae.setGroupProperty=expressionHelpers.setGroupProperty,ae.loopOut=R,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 ie!==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(J,te,ae),ae.k&&re.addDynamicProperty(ae),ae};function U(J){return this._cachingAtTime||(this._cachingAtTime={shapeValue:shapePool.clone(this.pv),lastIndex:0,lastTime:initialDefaultFrame}),J*=this.elem.globalData.frameRate,J-=this.offsetTime,J!==this._cachingAtTime.lastTime&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastTime<J?this._caching.lastIndex:0,this._cachingAtTime.lastTime=J,this.interpolateShape(J,this._cachingAtTime.shapeValue,this._cachingAtTime)),this._cachingAtTime.shapeValue}var Y=ShapePropertyFactory.getConstructorFunction(),Q=ShapePropertyFactory.getKeyframedConstructorFunction();function K(){}K.prototype={vertices:function(te,ie){this.k&&this.getValue();var se=this.v;ie!==void 0&&(se=this.getValueAtTime(ie,0));var re,ae=se._length,le=se[te],ce=se.v,fe=createSizedArray(ae);for(re=0;re<ae;re+=1)te==="i"||te==="o"?fe[re]=[le[re][0]-ce[re][0],le[re][1]-ce[re][1]]:fe[re]=[le[re][0],le[re][1]];return fe},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,ie){var se=this.v;ie!==void 0&&(se=this.getValueAtTime(ie,0)),this._segmentsLength||(this._segmentsLength=bez.getSegmentsLength(se));for(var re=this._segmentsLength,ae=re.lengths,le=re.totalLength*te,ce=0,fe=ae.length,de=0,me;ce<fe;){if(de+ae[ce].addedLength>le){var he=ce,pe=se.c&&ce===fe-1?0:ce+1,be=(le-de)/ae[ce].addedLength;me=bez.getPointInSegment(se.v[he],se.v[pe],se.o[he],se.i[pe],be,ae[ce]);break}else de+=ae[ce].addedLength;ce+=1}return me||(me=se.c?[se.v[0][0],se.v[0][1]]:[se.v[se._length-1][0],se.v[se._length-1][1]]),me},vectorOnPath:function(te,ie,se){te==1?te=this.v.c:te==0&&(te=.999);var re=this.pointOnPath(te,ie),ae=this.pointOnPath(te+.001,ie),le=ae[0]-re[0],ce=ae[1]-re[1],fe=Math.sqrt(Math.pow(le,2)+Math.pow(ce,2));if(fe===0)return[0,0];var de=se==="tangent"?[le/fe,ce/fe]:[-ce/fe,le/fe];return de},tangentOnPath:function(te,ie){return this.vectorOnPath(te,ie,"tangent")},normalOnPath:function(te,ie){return this.vectorOnPath(te,ie,"normal")},setGroupProperty:expressionHelpers.setGroupProperty,getValueAtTime:expressionHelpers.getStaticValueAtTime},extendPrototype([K],Y),extendPrototype([K],Q),Q.prototype.getValueAtTime=U,Q.prototype.initiateExpression=ExpressionManager.initiateExpression;var Z=ShapePropertyFactory.getShapeProp;ShapePropertyFactory.getShapeProp=function(J,te,ie,se,re){var ae=Z(J,te,ie,se,re);return ae.propertyIndex=te.ix,ae.lock=!1,ie===3?expressionHelpers.searchExpressions(J,te.pt,ae):ie===4&&expressionHelpers.searchExpressions(J,te.ks,ae),ae.k&&J.addDynamicProperty(ae),ae}}function initialize$1(){addPropertyDecorator()}function addDecorator(){function R(){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 F=this.calculateExpression(D);if(B.t!==F){var G={};return this.copyData(G,B),G.t=F.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=R}function initialize(){addDecorator()}function SVGComposableEffect(){}SVGComposableEffect.prototype={createMergeNode:function R(B,D){var F=createNS("feMerge");F.setAttribute("result",B);var G,W;for(W=0;W<D.length;W+=1)G=createNS("feMergeNode"),G.setAttribute("in",D[W]),F.appendChild(G),F.appendChild(G);return F}};function SVGTintFilter(R,B,D,F,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",F+"_tint_1"),R.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",F+"_tint_2"),R.appendChild(W),this.matrixFilter=W;var q=this.createMergeNode(F,[G,F+"_tint_1",F+"_tint_2"]);R.appendChild(q)}extendPrototype([SVGComposableEffect],SVGTintFilter),SVGTintFilter.prototype.renderFrame=function(R){if(R||this.filterManager._mdf){var B=this.filterManager.effectElements[0].p.v,D=this.filterManager.effectElements[1].p.v,F=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 "+F+" 0")}};function SVGFillFilter(R,B,D,F){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",F),R.appendChild(G),this.matrixFilter=G}SVGFillFilter.prototype.renderFrame=function(R){if(R||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(R,B,D){this.initialized=!1,this.filterManager=B,this.elem=D,this.paths=[]}SVGStrokeEffect.prototype.initialize=function(){var R=this.elem.layerElement.children||this.elem.layerElement.childNodes,B,D,F,G;for(this.filterManager.effectElements[1].p.v===1?(G=this.elem.maskManager.masksProperties.length,F=0):(F=this.filterManager.effectElements[0].p.v-1,G=F+1),D=createNS("g"),D.setAttribute("fill","none"),D.setAttribute("stroke-linecap","round"),D.setAttribute("stroke-dashoffset",1),F;F<G;F+=1)B=createNS("path"),D.appendChild(B),this.paths.push({p:B,m:F});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 U=createNS("g");for(U.setAttribute("mask","url("+getLocationHref()+"#"+q+")");R[0];)U.appendChild(R[0]);this.elem.layerElement.appendChild(U),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(R=this.elem.layerElement.children||this.elem.layerElement.childNodes;R.length;)this.elem.layerElement.removeChild(R[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(R){this.initialized||this.initialize();var B,D=this.paths.length,F,G;for(B=0;B<D;B+=1)if(this.paths[B].m!==-1&&(F=this.elem.maskManager.viewData[this.paths[B].m],G=this.paths[B].p,(R||this.filterManager._mdf||F.prop._mdf)&&G.setAttribute("d",F.lastPath),R||this.filterManager.effectElements[9].p._mdf||this.filterManager.effectElements[4].p._mdf||this.filterManager.effectElements[7].p._mdf||this.filterManager.effectElements[8].p._mdf||F.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,U=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 Q=Y*(U-q),K=1+this.filterManager.effectElements[4].p.v*2*this.filterManager.effectElements[9].p.v*.01,Z=Math.floor(Q/K),J;for(J=0;J<Z;J+=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((R||this.filterManager.effectElements[4].p._mdf)&&this.pathMasker.setAttribute("stroke-width",this.filterManager.effectElements[4].p.v*2),(R||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)&&(R||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(R,B,D,F){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"),R.appendChild(G);var W=createNS("feComponentTransfer");W.setAttribute("color-interpolation-filters","sRGB"),W.setAttribute("result",F),this.matrixFilter=W;var q=createNS("feFuncR");q.setAttribute("type","table"),W.appendChild(q),this.feFuncR=q;var U=createNS("feFuncG");U.setAttribute("type","table"),W.appendChild(U),this.feFuncG=U;var Y=createNS("feFuncB");Y.setAttribute("type","table"),W.appendChild(Y),this.feFuncB=Y,R.appendChild(W)}SVGTritoneFilter.prototype.renderFrame=function(R){if(R||this.filterManager._mdf){var B=this.filterManager.effectElements[0].p.v,D=this.filterManager.effectElements[1].p.v,F=this.filterManager.effectElements[2].p.v,G=F[0]+" "+D[0]+" "+B[0],W=F[1]+" "+D[1]+" "+B[1],q=F[2]+" "+D[2]+" "+B[2];this.feFuncR.setAttribute("tableValues",G),this.feFuncG.setAttribute("tableValues",W),this.feFuncB.setAttribute("tableValues",q)}};function SVGProLevelsFilter(R,B,D,F){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"),R.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",F),R.appendChild(W),this.feFuncRComposed=this.createFeFunc("feFuncR",W),this.feFuncGComposed=this.createFeFunc("feFuncG",W),this.feFuncBComposed=this.createFeFunc("feFuncB",W))}SVGProLevelsFilter.prototype.createFeFunc=function(R,B){var D=createNS(R);return D.setAttribute("type","table"),B.appendChild(D),D},SVGProLevelsFilter.prototype.getTableValue=function(R,B,D,F,G){for(var W=0,q=256,U,Y=Math.min(R,B),Q=Math.max(R,B),K=Array.call(null,{length:q}),Z,J=0,te=G-F,ie=B-R;W<=256;)U=W/256,U<=Y?Z=ie<0?G:F:U>=Q?Z=ie<0?F:G:Z=F+te*Math.pow((U-R)/ie,1/D),K[J]=Z,J+=1,W+=256/(q-1);return K.join(" ")},SVGProLevelsFilter.prototype.renderFrame=function(R){if(R||this.filterManager._mdf){var B,D=this.filterManager.effectElements;this.feFuncRComposed&&(R||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&&(R||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&&(R||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&&(R||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&&(R||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 SVGDropShadowEffect(R,B,D,F,G){var W=B.container.globalData.renderConfig.filterSize,q=B.data.fs||W;R.setAttribute("x",q.x||W.x),R.setAttribute("y",q.y||W.y),R.setAttribute("width",q.width||W.width),R.setAttribute("height",q.height||W.height),this.filterManager=B;var U=createNS("feGaussianBlur");U.setAttribute("in","SourceAlpha"),U.setAttribute("result",F+"_drop_shadow_1"),U.setAttribute("stdDeviation","0"),this.feGaussianBlur=U,R.appendChild(U);var Y=createNS("feOffset");Y.setAttribute("dx","25"),Y.setAttribute("dy","0"),Y.setAttribute("in",F+"_drop_shadow_1"),Y.setAttribute("result",F+"_drop_shadow_2"),this.feOffset=Y,R.appendChild(Y);var Q=createNS("feFlood");Q.setAttribute("flood-color","#00ff00"),Q.setAttribute("flood-opacity","1"),Q.setAttribute("result",F+"_drop_shadow_3"),this.feFlood=Q,R.appendChild(Q);var K=createNS("feComposite");K.setAttribute("in",F+"_drop_shadow_3"),K.setAttribute("in2",F+"_drop_shadow_2"),K.setAttribute("operator","in"),K.setAttribute("result",F+"_drop_shadow_4"),R.appendChild(K);var Z=this.createMergeNode(F,[F+"_drop_shadow_4",G]);R.appendChild(Z)}extendPrototype([SVGComposableEffect],SVGDropShadowEffect),SVGDropShadowEffect.prototype.renderFrame=function(R){if(R||this.filterManager._mdf){if((R||this.filterManager.effectElements[4].p._mdf)&&this.feGaussianBlur.setAttribute("stdDeviation",this.filterManager.effectElements[4].p.v/4),R||this.filterManager.effectElements[0].p._mdf){var 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((R||this.filterManager.effectElements[1].p._mdf)&&this.feFlood.setAttribute("flood-opacity",this.filterManager.effectElements[1].p.v/255),R||this.filterManager.effectElements[2].p._mdf||this.filterManager.effectElements[3].p._mdf){var D=this.filterManager.effectElements[3].p.v,F=(this.filterManager.effectElements[2].p.v-90)*degToRads,G=D*Math.cos(F),W=D*Math.sin(F);this.feOffset.setAttribute("dx",G),this.feOffset.setAttribute("dy",W)}}};var _svgMatteSymbols=[];function SVGMatte3Effect(R,B,D){this.initialized=!1,this.filterManager=B,this.filterElem=R,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(R){for(var B=0,D=_svgMatteSymbols.length;B<D;){if(_svgMatteSymbols[B]===R)return _svgMatteSymbols[B];B+=1}return null},SVGMatte3Effect.prototype.replaceInParent=function(R,B){var D=R.layerElement.parentNode;if(!!D){for(var F=D.children,G=0,W=F.length;G<W&&F[G]!==R.layerElement;)G+=1;var q;G<=W-2&&(q=F[G+1]);var U=createNS("use");U.setAttribute("href","#"+B),q?D.insertBefore(U,q):D.appendChild(U)}},SVGMatte3Effect.prototype.setElementAsMask=function(R,B){if(!this.findSymbol(B)){var D=createElementID(),F=createNS("mask");F.setAttribute("id",B.layerId),F.setAttribute("mask-type","alpha"),_svgMatteSymbols.push(B);var G=R.globalData.defs;G.appendChild(F);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),F.appendChild(q),B.data.hd=!1,B.show()}R.setMatte(B.layerId)},SVGMatte3Effect.prototype.initialize=function(){for(var R=this.filterManager.effectElements[0].p.v,B=this.elem.comp.elements,D=0,F=B.length;D<F;)B[D]&&B[D].data.ind===R&&this.setElementAsMask(this.elem,B[D]),D+=1;this.initialized=!0},SVGMatte3Effect.prototype.renderFrame=function(){this.initialized||this.initialize()};function SVGGaussianBlurEffect(R,B,D,F){R.setAttribute("x","-100%"),R.setAttribute("y","-100%"),R.setAttribute("width","300%"),R.setAttribute("height","300%"),this.filterManager=B;var G=createNS("feGaussianBlur");G.setAttribute("result",F),R.appendChild(G),this.feGaussianBlur=G}return SVGGaussianBlurEffect.prototype.renderFrame=function(R){if(R||this.filterManager._mdf){var B=.3,D=this.filterManager.effectElements[0].p.v*B,F=this.filterManager.effectElements[1].p.v,G=F==3?0:D,W=F==2?0:D;this.feGaussianBlur.setAttribute("stdDeviation",G+" "+W);var 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",e:1},{id:"image_2",w:214,h:86,u:"",p:"data:image/png;base64,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",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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",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: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,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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: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,iVBORw0KGgoAAAANSUhEUgAAASYAAACRCAYAAABufBWjAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nO2deZAsyV3fP1nV57yZd1/79hLaFXtJK6120bUICwPGILANRhgWG5DDDjA4CB/h4w/bEURgsCNsMI7AwgYjO4xBCGwCh4wPQLYMEhDSCoRW2lva1ert7rv2vbl7uqsy/UdVVmdlZ1VnVVfP9fobMTHT1VlZx3R9+/s7U7DAAocQ6tlv6tLuvZ71J+6ie+I2CO9hdPU+2refRW7eCUDESVpABLR4DYD4tZdp3z4ievlpWideRaxcZuPpLxH2v8zR+y4zGnxBvOF/7Ozdld0cEHt9AgssUAfqqUdX6J29LUc80fXztC7ckxBPeDIZGRdMULAdQCkQBe/LGBg8AVykffpJiJ9msPYk0Ts/L976wSuzXNMCYyyIaYF9CfXp95/hVHwPKjrL6Oo9qPWztG79CqLX7kBu3ononcyRjpIFM00hJqVAiOQ3JISkwmJiMglN2fMPLkL4BHL0+9B+nP4tnxF3/7+Xpl/tAjYWxLTAnkE99zW3s3X59fSO3gfhPRnx0HoIRukgF+E4SKMKMRWpJZOcXPsokidG/y6bKzvuKE9W7bMfE/d+fL1gpwVSLIhpgblDvfBt90H/PkZX7yE8+vYx+bgeaoNgfMmmjlrSSgnGhATFSknvB6lSKpm/6D19noInYPQ7DNUnWbnz/y1U1SQWxLRAY1Cffv8ZWr9/P/073kV47i6ii29F9B9CjQr2MB9eB7n4EI6SIAJrbAyETBKYiywcptzEmHhMRqZimjDlHOdXdh36fAIuIjq/y872RxZElWBBTAvUgvr0+89wcufdmQqSw69CxRdmUzPT1JJFOGVzywgimfwA9FpjhZQdw5OUsr8xCKnoGiqSEoBQ+bFBJ1FUsv3bN6vptyCmBaZCPfXoCv273szw1XdnJIS6MPnQFZgvUxVNTbU0GoEcQtwGtQPr6T7xcHK34z3ot/MmHORJaX0Ia+vQayfbWiF0QmgF49c55WRfr+f16/2EAmU+gi6iCyEI/xdy9PusPPRh8bpff9Ix6NBhQUwLTCDxCR1/FBm9g+jiWwmOTvqDGvX/WGN8SenyjYJxKcIO9NN9el1oh8YxLLUEsLGdEFMZ2gK6XWjF0O+VnyO4r8UmNFsxlSEIL4L8NeLer9P/ij84rDlVC2K6yaGe/aYunTNfhQreidx4NFFDwYXxCIe/xidSVvqQOUhJSRjFMBpCu5MnEXsfPfel9THxtNqJsmmHIOx9yTu8bce3bcLJGOIYBoAcQRTDwOEnu2WJ5N7Y10T59avYICP9CJY50gsgWCPo/yY72x+hf9t/O0wm34KYbjIkiYl3fgOq/XaQ72Fn+DbaZaF58HvofEP4MQzTL/nREAYChlt58+vEMVjqF89fN2cpe20SVEnekitnKYpgFEEUwkq7/NhKQiwgiMZk6TLjhPJTS6VITb7h8D8dBpJaENMhR+ak1kQkB29L3qmZC1RLLcWwuT4moYndh4nZ1VmCnkrMpXYvv//Uc3Sch4aMLIVkmXAuxWQ+GbNE4a7twPYW9FvQbUGrA91UhVYx4apAK6k4/s/07v6tg2juLYjpkCEjIhl+M0H4buLNr3SPrPmw+xKT7fB95ZX8mIyEXGZb1eM7xmXjS9QSeColpiRUllz/6hZsj8bRQQ1NVN0AWnN8DA2SEm969iPzO1CzWBDTAcckEQ0MIpqWlUxB1Kxgf3vMIP0i7rWKx2hopdTR5k+AX3pAyfGzMY6cJahPSrUyvMvOERjtwI6EnQhG0k1URwLott37N4EgvIiUP0f/jl/Y77lSC2I6YMj5iIT4C8hhQkSVlEQNtaRkQkTDOCGZnXS/bgCnT0yZyz6HGZIpne97ElO2vYSYXPsVmnA+52fNp/1JkUru4dYQhul+x0M44or0zQFBJ/FHLd//a/vR1FsQ0z5HFjWT4ltBvgcVvy0/Qk5+w8/6IBEXE5GJbpCYZEe74/mmqi9Js2rJgboZ3tq3pKztzpylgnMsylmCscPbdnbLNCIZtuZr1rkgWEOID3LkoX+7n3KkFsS0DzHOI1r/FoKVP4uKuvkBDgViP0w+xJTNZz30q6uwvjE5ThNRJ8ybb645Ss/DJ2+pbvqBHu8w4zTKSGlinoL57ePWyfCGEiIvQKQSZ35nDiZf0PlfxOFPiAef+ljzk1fDgpj2ATLzTPuJVOx2WE88bDL/DV9FLen9XdjegI31MQl1Awi61ngPteAaV7VIt04ULue8npKz5NovR/IVSMl1/TpnSdmPWo28JYDVbdhIj7EcJF8Q7RCCoN58LgSdJ2if+BnEqQ/ulZm3IKY9QqKKjn0LBN8E6l0out4PTvY6q1Znav2WGsGmhCPt5AEy9zfHOY87i6KpSkw10xiysQVmnEaZX8lZqDsjyZt5S+A25apgJ/0/bkf57StdWAJaLedutaCd5aOv/Te73QRvQUy7hLwqav05FGcmB3mGsIFxxnT60lZLagSbI4i2kt8y/eI7cTYhJycqJEnaY5z1cI7znTq3tW8V3xKUR+J8SX9qW5OavqWi/etAyoSktsmTVCuA5Q70RXMqSrCGEj+5mwS1IKY5wqmKnAMr9gOa8CnFk0RkI+hAX8GxZcZlFDZqqKBKplZFM65wXEVi0ihrl5ulBeixjrlcx59WegLNqaUiRAp2dmBD5dMQjvfgSFmOWEVogmrf+pPzzixfEFODSBrgn3jv2FckCpIbXTuXfKMX+Zb0exdfmdglI6LWUt580/tPwCe3qUBRVVVL8zbh7Jo4n3tbJ2dJn6OXWmpAJfkgUrAVJ0mdx1vzyYvaBYJaENOMUM99ze207vrGcQStQBWVTlLFhCPv9BbAy5eT7ZqIlrsUFpfq/SdQQ6l4EViTJlzBeWT7lPiXfO7tVKe35/WX1cNVjcLtZwThRYbxPxAPvfifm556QUw1oF783q9Gim9FiL9QSRU5Jyt4cGRqjgnLT+Dt8C7YXtvhXXcuH7Xk2LeOWipqlwvlWd4+x/C5flc7k3mZb/sJQecJ4vBvNplmsCAmD3g5rmtPrp+MYZLMuLMB69tJA7TeMpw+aQw2zQU80gOs95rMF2o0PcAx97QxJuo4vF0mnGuusnOcppZgbMbtV6W0ug2dtBRmFme5CEConya89R83Yd4tiKkA3o7r2gdQMNxOWoAMBjCwEhqDDnQ6Y2JyKiWYOWfJNx+nFnHUcHYXjq+RswR+RbqNEDwFpLZLvqU6kBJe2U7+bgVwtAGCCsKLxJ3vmVU9LYjJQKMmWhF2tmBtFYbDRBVpaCLq9aDThW7HeoBMhzdTokZQ22fkO1cjamkPc5aAmRJTpzm84WCYcZGCteE45aAxghI/Tee+f1A3QfOmJqa5mmhFWL8Oa2vJ3yYRdYzOi9MyvDM0qJZ8x3kV0vr6lXzmtsbk5q1hwrlKT6okU7rOUcXJ/86V5b3fiUljOEoyyk2CmjWqF3SeoHvLN9fpZHDTEVMSRXv9d83NRJt6AmlhbLeDX+dEw4SDvMNbPwwTqPGwF5pxdfOKKvqWmiIl/TeU39tcekDJcXyuf7fylXYDNkH1W3C0U7+4uKZpd1MQ01xNtJ2tsZ/o6DHoLpWcSNUmZdJBSFDa6sPLZzTHFAJXeoDPvlW7B2hSdq16Mk0t2X4lH4IvOsfCDO997FvywWYMG8NxwubJFvRrfocL1lCd76nSqO5QElM+0bFpEy2CneE4embi6FFYOeFxghWSKZ1tTWZJD7DGebUqKRs7hZjmmR6Q21bBt5S9TuevQkxlviXY/YTKeWNzkGSUn+rN2JIlBMJv9SWnQ0NMSSdH/vxMiY5FMFXR0FqzLOcn6jOxqGJ2ghXVEhRE4iqqpbIxM4+rS0rWvlVJqUwtgfveFqkl7+MechNuVxCC6rzHx6w70MSUhfRV/B3Qetv0PWrgyiuTZLTSh+5yORHZmPaN7vzGttRShppmR9G+jUTsappwXnPbc5YopnnUw5Wdo7OtySFRS/OAYI3enW+c5hBvsEfC7sDtL5rjZfR649/LSyAqCjH9re5T4Z7bz5UeAI2S0ky5TfZ5+HSl9D2HCoQETGR5m9CE5LqXVaJwZSacWXaij7GAG4qj7Lzyc8CfLRu27xXT3EL6thkwT1TKrTH8GIWOb/u1YdpVqTGbKbeoAd+SV+qBfS7m/h5lJzCplqqseFJ0nntZqHvQISXI4C+X1djtS2Kan78odVzrBMcLd8yfnKqUR2Svm66Hs8b5Znj7zJWhZpa3Nzl6qCWfPt5NJKbOssT3YUSkgLi4SZ1M70sQjP9u9Z4QDzz7pqIp9w0xzc1fpHZgY8vtuD59pjy838jxK/qWipRSlYb4Tvg4m33HlaileSVTQrFaqhKFq0JMPqUnC7UEl7aTtIJz3XG2uElCNvR74kihI3xPfUxz8xeVkVEdx3Xt8/DsnmjCNuP0gzTNb1GnTYjPmKnFp9Z7PqkHVZXFtGTKwkRVJgMHhffR8/oLVz0pvYLDjWUBr0VwLYAzqXEjZTE5RSpxSYaDbwOcxLSrisla/eNdjZeAKAVXX82TUa7+bM7qqOicYMb0gCI06TOyxjZaetJwzlL2Xo0M71lLT8CRHnATpgmY5hnAlW0YDOHYkWSRhCJSMrd1uhfFA1+4zTX93IlJvfBt96GOfv9cC2NNXEm7OdaNojUF86HxKT0x2+XWIaamo2Be1f0+xNRwakB2Xyu2NSm8n0X729fm8CvdjCacy18Eybp4V1NBYJp05j7Z61RhSgln33m/az27uZhySeb1+b+Civ46KvUX7ZbUPX1+96JtRaiTTEkAIiUnJ0HZsB8Uj34/vt/oTue4HSlrWh2UROJMFDWCM2EX6pYqJeu4RffILNKFm8uEs9WR3maSUztM+joNhrATQjelFqkgEGMyMueTCtb/6DuBH7UP2TgxqRce+3bo/mxipjU4vW94f69JSZ9D2YNTtmClaXbM1Ay/plNcBGNCKsxbcpk5HkQ1S86SrZSgWC2ZGd7Za897WbS0lStvaWKtuAOOIjVkv+96LSX0FAyALQVtg4hGxr2TKr/vjc1HXafSGHMkIX7xKyj1tU3NmSCC9fWkVchuRNGawLQHZwJpcmKpQnIdpyzs71Ag05IkfWvmvOF46H1Vm12/5p1hr/1AuJ3fRecHxefnIrXD4lMyyUgroqJoGoAUECiLlFJV1AqTZcK2BokbRRo3Xo+Prf2Ueth1mEYWnlLPfc3tnFS/1ygpKZX0Lrp4cdy/aLgni4L6o04IG8ZRuJwfxOMbvnThSoeqasTU81VLvqTkWF5IxThTA5QqJ31p+JWmlvA44KX6tFo6wKQkZbF5pk20ov2I86aYNtHi9Ia3Okm/+u3heL5RlBBSLJPxo3j8M5Qn1Ye52z5UM4qpdfd/RKnmHNtqB66+No6urfRh5djeObJ9kSsoLXB4T0CThp4j3bcpp2rT/Zi85695HhP7mWRf4vBWcd50M7f7HNen9MROD9ivfbyLoElHm2q2KTb171QZxWryvShO5u1EsNaGIIJjYqyaYpPMICG49L033Pl2ePE581RnJqYk6taw+aZJqdOBM2c4UCV9s2R4N90ut5Rsaph6ddMDqpiI03p425AxBIbq8lJKM+Qsgb8C3Wv4+IkgMc9g0kTL3lcJsQTB2F9k+4qkgDiCMHVLbAEraqySNBnpfbMf4JmX7rUP2cAT379v9jks9HoJMQ2HsPYaHD3JvienMmd3EZzJf55qyedBdzqxC8Y652xIudV9gH0icJqU7EimgKTNRoXzt8/T1adpv0fiyvxDhdCEQaKG7M+lnjOK869NFWS+Phon5Sk7Rj5hZI3VpxnHEKgH7DOa/WkXrcuN/6NWTiQJkVevJM3Y1i8mTdj2Mi9pGqpG4nLfzPoPrWRcqEEQvkWyjRXpWudfNRu9LBJHVDyVNuMmSN51zzwTTsvU0n4y4cywve0bKisLMf1EQXptI8e9ychIX7+hemxHtlZFgYAo/X9lhGTuS/4+Ki7Yh20k3qm++H3/HIK/38Rc+YkVbNwYO78h7RK5wr5TUNMicUUtc6HkIdKomSTpO7YqMc2lg0HJ9U8r6dElO02axM714Rz77jZcTmtIyzzKcruMa4wVhIavSGD5gAzzzCQi7HGQ8xXp37rkBBJFpA+tZP77Lb3vG0FwbeUvRqfN020sEUO9+L1fjQr+/Xyyu42UAY1b72z+MHVRFo3zXvEEvL7hd71I19evZO3bRIa3rULLVtOdxeFddC6uJb73CqYi8jXXijKu7fc0GelUgCITLdI7W74i8z1TFcFYGUWp/0mrJQMRYqv9vviIua3xDDH1wvv/Gqi/N1eCAr/e2vOGT3oAFKulOo7aaQ/8VFOjqgkHfmqpBoHmxuvztxJppy0uAI5UizLf2JTrt5USsCer6drKyCe3yB6nSUMT94TpJSdNtFGcEEiRMtKmXyTH5pmtgiSJYoqlm4wyRZa+DoA3P3rUXMF3Lqmr6tPvPxNvHLkcnNpGLO0TW3xeqNLWxFZLVfstNV0P5xzbgAm3Gy1NnPuVHcelXEuW+Ia9KdAtq8rPjXMkOmbvOZSRbaIVKaOcc9ogI3OcSUiagLJ9DChpEWXJ9YS8QXwnWcrA3Bw1aqNHvNFDLA8ITm0j+vH+KBdpCnWSKe3Lr0JKhfDMx/GtCasFnxSFElRNEQCq9/B2qKiy89sth7erDGTCBBN5/5GpOMpyi+yQvklESowd2NonJOP8vmZIH/LqSN+TkeOLy0VGRancBf/iuXuQNUEBBGfWCU7t7A5BrV8fr/XWdO8lu8+STzKlmbOkf5dGjqzonHcpx7Q6NwoetFlMOOOhL0xR8DTh7Fo41711tcpVFH7Iva6/iNB0ekATpFRUiyYFpXKiSBlpMhrFhollXYdJRqYpN7Jyi6KUhDKSYpKIsvPV2xyR0qjgOibUlHuYxq6GtuSVFeSVlbGKmqeZp5vEXb2SvG4ymudDSi615BXOBn9106QJN6V7QGEbXt9+465zMM0mk5DSv4vurU1KeptvD2/XuZo5S02acHYtmln2kb1nqqGSWrQiVZT5iozzLYuiZa+V9R7JPYiZGkmbSRUJpjqR9iTmvisq6vR5GG6P+3uvrSU/nc70FXPLkHt4fMtOyH+zwyRRFe7naw5VHJcjGo9rqFtSUhXT+iyZasm7b5UB1/XbfqVsbM3PZBEZuca4tuWErKGKsnEWcZm+If06GwfOkL5JRrHxxeLyE5WdX+78jb8HwA6wRMIyFW/lfIjp/D9UYfQ4avV55Gi1dOjcVJQQCfmcWSJrtbu2NruKygg0ojAZ0uXwnlBMs/iVHOOq9mMq8z/VMeF8zzOb16WEppASuNWSLwqv3xxjTFo1y7usFi03rkQVmeUfPiH9CcLSL7SJZiuoOFGHsaVypxGSz2Np3qsIGKV/1+D3+UTlXn76NEOSp3/rEura55DrL6Cmyer04QrObiKWouZNPaXyKkrDt52Kbw/vqZG4CqTkWw83ba7SujkXtJqYxYwsmN/l7PZZisleTdeey+f8fJb4NseXoax/kXdPIyOk7+u4Nl+bjmvTPNNjyxzXps/JjqBB3kQrux3mv07/XzZIVNMxoF2yr8Y97z8r3vrBK/Y0jSJHTBrxALX2JdT1J5GDywU75q9erAwR/dF8TD1TRVVZxqmSb0k/3OnLUoe3Y7tvLpLvAgBVHd6F51CDQHNjLYd3tt1werv2yZYGx+NeWu9Nc3jbGd62f2laE7UylDmu7Qr93BiLjMAoogVnOL+IiCBPRqavSOdKFTmubbhUpP34VCQm8d35GXaPmEwMV1E3nkO99iQy3vQyQ8TKcD4Oc5/OmHWUEjBBTEClB2namMKxFcLilbO8GyKl3Db9P4jchF8UhSs8ToXrL3N4F/UsKoLLRNPlH2af62z8FFWkt9m+Ip3gqMeaZARkCY1V/EUuVTRxr/FnjFUSU86DmKJWOJH5vTcFZ51jiLMPJz/rLyam3tbF0g+QWu8Qr3cAmjX1vNv1lviUoNikMNWS+XoCNXxG4O/0nmgqZ6ckNEz4VTsTKEXh/S36F/kEEMpMOGEWHIv8eHD7iqaZaDlB6gjnDyW0xHQTTW/TJppGZB3HpYxiSx26ylnsS5DkyUkZv+ec3dNS8rMT2+Z7yOkQK3ciVu4kiAeoa59LHObD65PjjA+DvHwkeX0smp+pl0OUdNLUa9J1O+XDJ0LRlJgdVXKWaqYH+LbebeT4BecA5WqpzIxzmXC+6QGuLp+mWQiJSoojCFuTqsZG5tNxkZOaJBbt0NYO5ICxOWaWf9gZ13r/siga5I9nXqdJSjKd2Caf3H7kb90e50LvOTFlCHuZigpSh3m8/nx2g5UhpzOSWm2hVlvEr/bhWDS/3CjdV2Z1FViFoGO0YXF8y9udA6pEdppGnTD/brf1qGwi439PXddh91lSIlEUcZow6EqANE00CRN9i4pMNEmxKpIq9SsZqiiSBpkZ5xzHk+UfLr+ZSxGZZGRud+UXNQUdkfNhGMHL9qb9Q0wmls4hls7Rit+V+qI+jxpcmximzH/IjYD4xhFEb4A4IZpVUd0luHB+7CyXQ7hxFW4Ax46lK/sWdVHE49vdCN2KwDHOHKuP4aGWvMtDaviWZkmmBErLTTRcZSdV1FJZHVzuOOlTVNZyVpKPoEFerejWstNMtLJujvo4cWSRkkzIZeggIk2m9r/DJKOYYlfCvJWRz/xSfM4+sbkRk3zhNxGnHkCs3Fl/krCHOPVGxKk3JmkHN55D3nga4h2UkggR5H4DqEEP9QrIV7qI43L2Or3MxAiTnKeVlURBra3CYGNSRR3pVVBMljk1k1+pxITzLQ8pnLvKGA+/km89XGCvlKL39yAlKE6iBCYWrJSpSjGfcNsJbZpdpommMYrKHdd6TldRLORVkTa7tL/IjqZBPopmm2guX1F27cwXWi35pAkAfOXtT8GLuU3z6y7w6tnLAKK9jDj9FsSJBtcquP5Mknaw8eVsm0lOGgEKiSBAwS3Dag5zn35AcgSbg7GKgoSgbjlrDPKMwmXHnUIijft/HON8iMz7PBxKyafPkpmzBH6pFkWpEy4iiyKjVYh+DEzfjSOcn2uEpih1XEeG08alivR5mY5r3bfI9otNy7jOrjP9bed67TZGJFG5HrDsMd7qLAC7QEzZgYIO4uR9iFMPQNhr5kDDVdTVJ5A3nkZF284hJjkppaA/rGbq+S4uMIwTFdVNlZVXro1PeoBjXGHdGhXH+ZhwjrmdYyv6iMB9b/XiAq52Ji4TTr8MY8vEERCq/PjI1Z5XBx/iSWe0SxX5hPT1+y4y0qpI+55ykTDrntoZ12WOaxN77LhmRFKO0sVPNT2U78UEc8xjUpeeuaKuPznhGxJBB3H0KxCn3widY80dU6cdrH0xtz1I/2vKMhkEEnUiKHaY+yxaWTtvqUo0rCZ5TRuTwRg7U95S0VjzvDzVkjMCZ82fBTMN/5wmIz2HbCXLCEGibrUy0hE4GeX/V3bvIrP8w0VE2X6xO4KWEZBxjjnns4OIIL/vQSGjmtjotCba6sJuJFgayZRKDnPjgpXXJQpq6VxzBzeTN4erCB+fiamiIO//8O3hDRVMjzmaZ6UO7wK1VMVnNGsyJZTfV9PhDXmTJIqNzIp0/ziEIHVqxMaOmpBcKilzGFvqZ5qJ5iqKtfcHJhId9d+Qv38+TdTM6z8kZJRDS/y6eJ/6dnvzrmZ+a1Wjtl7Nn0TvFOLMW2ZzlLvOw1BRZQQljE9FpqL6sR8pZduk4wNUsP/GFmxdheUV6C+XOL1rqqCp5OHjV6py/IKcKFdXymk5S2D4l6y5zeHadIsdH2E5sE7RICcfMjL/DkTeX6QdzmbfIphURWUmmjkPTKqinEq0cBjIyEQQ/Jj4S/If25v3tiRl9XnUaGN8Mu1lxMn7Ecfvbs4PBaCTN197ErWTT94USBRBQk5GBz91RCUq6vTW5Hyzlp7cuArr6XUHXTjShqNLIEyDfIb0gGnj6vqW6ppw2TbDlHP5lmCS3M1kwjBOFJKrQRkkUbEwgriV/o4gCqAlk9+MpofzYUxEEwWxRm6RT1EsuB3XPkWxh42AivDAve8RDz71MXvz3hCTOXb9RbjxPHL9hfFJzcNRbhxPZ5iDoZbMFV313/r3hTiN6A0dUaYq/px0u5KgRrC2NSYogG4Ap45BsDS5f21i2gNSguJonLk+nCtPyTVvzJiMQpVXSSYZATCYJKPImFzFk2TkarifnaOqp4oOquN6t+FwfMM+IKYM8WCcTGmoqOD4PY07yrPjXfsc8upnECPjvpikZEEdUQS3xoi+EQGsYsK5omtyZ5Kggi6c6EG/37AJB37E5EtKRefhcHjrvyMJbctxbM/nun22ShppokpJKTL9l6NkmxpBHEAok3Ny9i5ymGj6Guy+RUWOa7Mj5U3kuJ4ZofhD8Z3qHa639g8xmTB6OGmIpfOzJ2wWwFRRQmcBl40/ogiOryNOFSQHOjOTpz3sMWxvw8Y67BjvnToGPXv14bqRMl/fkrFfnWRKFzGN4jEhOUg/Z7LBmIjiNKcnlGMyMmESUqwSMsr2S9+bpoyKTDTIE9IiijYJRZIaoNMDqhg4Bf4l2OclKaFWUavPo7ZeRW29mjjKT9zXaMKmLiTOqaidG8XjNwVq8yjqIoiTNxDngLaRpFfAVxmcOUZh4gjv9/ME1S0qUfGBTUrWU+OjlqrWzamYiWxupaAVJPclkvma5TiGMBz7uCOZkFB22sPx6Wvs7ORXkoWxOtKmoplbFJCPzpmkpFWUWYem9zevPZLJNbhMNPP8MhKbuDOHh4x0nlLMOMtbowox3X/XH8Kzzrfmp5g2Vq80an6lJSlq7YsoOZyfozyFWn8RdeWPIfVFTR1/RBHesQrtutEtxzg1Ssy63D5FEcGyJnA1onBVxhatCQd5000rJU1GWiWZEappysgkI91YLZaJSTeKjSgaSfHUk04AABt1SURBVJ4SFCc62tdW1C7Et7UsHE5lpFVRRNL8zUaPROJ0mX69pmPf6lppovnb9inaKnj/8fjVs5fnYn4ZnTDV4NrcEjYz6Ozya3+CcGSXCxmjghCRPnRyJUjNPP1wzRLZaioSNwMxFY0z+xlpleRqkatJJ4yST5vZpVGrkEiOlVFuX4uMzH2z1rI71j4iyWuyc4vK6tDKTDQoj6KZl3sYSMiG7kRpo0dCRD4LDbjuUYl/yRxWH59Kk84/mwr00wQ/ufxDF35keyXTaFmU7fjdzZJHShpaRc0lYdOAuv4M6uofg1mj5/KXAHQGcC5GnDIenKYzt/W4CZPPdU7TTDiPc4jivPFvtsjNjTMVkDatzLmjse/IJKQoBAzytwkpM7WG+UhbJJJtubwj+5gO1WM7sH1U0WEnIhuamNokRBTiV2ZiJhq7UOJfKtutGA4iYpsACBkR0Cf4yRM/dOJv3/EDz6q1L6FWn8slVAYrr4PjdzWfTHn9mexY83SUA5lzXr32WZBxMTlp3L6ZEFRh/RrUJqbhFlxbhc4SrLST341H4qz3IpKcIhiTkt0vOgvhG8RsjhnG0IpTMgJiI1/MVkaZ/8acK1VGkR0ti/O+orJImv1+EQ6jeTYPTCWj9LfEWbhrYvot9iAiItrEBIS0CGn96sodD3/HV/7Wh7M5tPllkNTcfERG8ibQeGeDHAxnebA92S8qBxnBnTuIk65i4xlylnYkvHZpvD0jqC61TbgitQQJIYlw7L+BSVKKJLRGk9vlcExEWhkV+YyyXXdgKKClxsoIyss/zBYlueMXEJYLh5GMFMmXyg7VVjCZNqd9b8xtjtjNRqt1bWUtug2ANxHzyIQLveB2m2RkE1GbFhCaRMSIFgGtj17gvQ92+ZFT4YnbOPkH7gvRkbb1L2UkNS8TTCdvqsFVxLG75pKwmR0rNfPE2ovTB59eR9xq+kYqqiVXPZxWThqdJTjZI9d4rmxuJceJiSa0+aZVUhwadWjG2GlklKmjbbfPaGSShnFvZJTsF0ST/qLMkS3dfiKX49qOoh32WrQRyUdnh8kI2jLVomgaZsmM6x6ZqRPmQg7pZ/HFQPzy67ZHP0ybEZtELnKanPZTtPksIUdoMSRgiTYRATFtm4iIkt8fOhb8ma8/LX/4VEjCgpygkJhMWCQ195KU1ecRR26dn6McYOsS8vLjcP2pvIknrUhT0EpMvJPbVDKjppmDm+uwZqiyo31Y6pdH7Yrm0qfsIiLztU1IQ9PBnf4tdia3aTIKDJ9RlDbqN4kIJqNoLhOt6lJEhzGkb6siG3V8RS4SKlNF+n+gP3MiyMhKBsT/dfnCd7/v2pc+TpcdInboI7mFkUlO+X+DJqU2nZSQ2kCHkBYxPU1EQIigD/SfvZN/dXeHe/Nn5klMJgySYvBaEmk7fvfcVBQwV0c58QB16XHklU8TROknREYJIZkk1YsSJ/mJtbLJxn/69FlSEbw2SFSUhiYoe/yIvEqy1zYLomJCYmessobWfplZFpGZXyPHPOa9kBLMBFed7KhNs6JkxzrlHwedgIpw1bGtSgQN8r4iW1EKnOaZk4xIxm4orl0T4n//QT/+k+9ak58g5gZdNhgyoMsOW4wYMTSVU/40P0iP0wSM6LNDlw49YnpIegR0UbSRtAloIVm5ejc/NVZJJmoQkwmTpOSo8YRK8xjsrMLKbfNzlGu19urvI3YmSoLG6EWIOzegb+vtGjlQ+qkcjhLzLk6J4cSxhJxG8fjbMksgtIjFDt/nyClVP1GQJ5IiMtJEkS09ZLcd0dnajnQADVcJSFmFPhxORTQN2pqvoopguuMaxqaZqUxNhEGmir6oxBc/odRTvyLk0/89ko8jGSEYoNhGsEbAJiEDYrYYscNRdkzVND6NsQnXBfqELKWkdATF0VQp9ZG0CGg/eyf/ZFIppYh7qMFPIc49PLvJpAlk6zJ0jzWfcgBJlG3jy9BeQRy9Y35+qMuPTyeos9uIEzspQfmacZZagvy4re3EvDuf3rdsBQtZTEhmjhFANBrvo9VRjog0hmNlpPcNRiDbeUIyCc1Vj+Yi4aotZuHwENE8Og64yKiKiQYJGZGook/Dc78l1FM/FsV/gmQEDFGMUAwJiIANBCMEa0RsZqpJss1RdriK5P2JATpZkjIiICBA0gJ62mRDsYykhaDzWC948O6OdJNSinjtWVh/nnDlrtkIKl2QgFOMSSp+Dvqnm1M5aQmMjh7S6iavGyYocfZhxKkHUJceR136Q4SdHAhwuY+63E8I6oLhzNYfhEJSMhzi9rh2B051DOdn+ofJJ3I4SUYD0wmd7rNlqhqdozTIV7yYJloWCRtOklFRa1l9Hnp//X5R3yL9t4nDQEi69EP7iib6PM6AMhNNGn87nNcAMgwSVSRTVRTLl4mQBMSQ/iSkFBMQoYgQgCTKlSSFSCSwTcCbxp/QabVyIZI20EPRIuAIEL57RTrMN9fFy+YICsYkBQmJrCcRsMZIJOyNTcbhamLmtXrNKrSwh7jwKOLcw6iXPwGv/qF73OU+aq2NuOM6LMV5211JvLK0dR2Y9iFlTmeV1PaZ6kjDRUZRARnBmCim+Ys0EdlhfFdIP8DtvLZJyfwNB5+MymrQ9PuzhPc1sU9TReY2MX5tqqL/OIqff0mwaZARGSnlVVJSyBIwIqGfEZIdAgbEREBMG8lm7mvSQUxtJCAJiRgRpxNGxnMQ/u568OUfPO4R9dAwCer4/c1ExcLeWDHFg4RIwm5zKqdzbHyO+iFsUkGFPcTtfxpOPUD8wn8n2Lw0MURsCdQzZxL1dEva4E6Zn1hHmHwUQzvMt/iI4jEZjRSEo7zPJzLmtMnINtN0jtE0fxG4fUbZ78gdQfNRRYKDT0IatioyUTWCBuVEre+rqVhcvqJUGWW+IlMVARkZJWooIaLk2GMyComA7VQpjRApIQkGQETAANhmlGZB2qeQe/Up2nyBLi26RBwh4jgtjiA5BSyjWELQQ9L5wHm++geP8xedNyfuEV3+Iedb+sLD4/cnCmpO/pyDBnX5cXjpoxNpBTrlQC2pRD1lvieXaRdb37SjhIggISMoJiOXKoKxmaZhElIuYXGKA9tVGBszNiFcUbXDaJ6Z0MscmagaQQO3WWbC5B5tppn+IsiU7IYoUEXJPJNmGjlTbZASUERgkJFMiahNlKqkIS1GbDHiGBFXkXYukztdwHSA77BMyHEURxGsIOlrcvrxszzyd0/wHR2B3TAIhrehdh4l3ri19J6GJ964ICiN4Srxc/+FYPNScZnLV1yB4yMytTSyx6X/W01Iyi5yTd8vU0YjXU6u93GQkQ8R2dGbaVE0OFymmQ9Wqa6KoDyKVtQpx46ohQESK4KmfUXJPGMiSo6ZmGghMZJRqo62LSKKkOzQIsoIKSYiRNJixDYSRZwjJKBKguWYnEYcR7CM4iiWcnrsSPC6n71Nfv+KwG2bDc+h1h8iHt4/Pmj64VZBgJASFQQLgjKgXvpo5ntyEZQ6eQVxx7ZFSoY6gjwhTSOjbL+dPHn4hvXNXkaLJMfqK9HOApOgiqJoGqk6qqyKQoYoVBruj3KqSJFkCAcMkEQ5VQRxaqolTtE+soyMcqfq3GqTk0wJqYCcbg9Z+eidPFaYPgAZQclBMkSTUnZ/lYSwtSCoFOr6M/CF33BH7kjJ6Za0He8odWIXkZGLiLS/KctJqpljVNbr2rebIxwOMjJ9RW0o+Kr2R1HkzLy/GpJxJFMjdVxPqKKhfJUw1TZB5t+ZJCOtijQZwXahKkowdKoiwIeMcqde+M6naPMKbbZpE3MEwTIl5ESL4AOneddfPca3OE07DYugNHLLey8IKsHWJeSzHyIYFOQ9LV2F264lhOTjwDaVESRktJaS2pI1txyNyaiMiLJcJYpJ6DCG9M2Wsq5HzXd5bHO+ovtRFEUrCOXrbOsJVQRgh/ST+cdRNEWU/VZpFM30FbWI0sTIqNREg8pkZKL8o6HJSWeCF5NTO/U9tR7pBid++YL89lL1BBAdR62+Azm4N09KJhYEBcNV5FP/iWC7oNXv0lU4lxYOD9MvrjjvQM+Uka2Koh24lNbVnetXV0VlDdTg8PmLfCJoPl0cTbhUUVHph62KDMe1VDKvikbyUqaGivKL6jiubTJK2CFvokEtMjLh1/bkFdqs0SWgP0FOih6KIwT0gA4BbSThB87y9qnqCTKCUttvQCIQIpgkqpudoIaryCf/Q7FyOvcUtNK2K3FU7DMyG/drRXR1mHxcT1uZI2XtZW9Wx7XdzbFuBA3H+KpFsTh8RZLtzERL5qnnL3JF0SCmhSRKc48q+IvqwO922uTUoccOy7TSchXJioucHukEx3/2gvzmhzu8ZeoxtILauhslJsMKQkkIWgSnHrw5CWq4ivrsv5v0OckYhISzfwQyLdrVLYCLSkBgnPC4HiUP3CmgPUMETeMwEpKGztSoGkGD4r5FkPcd6VC+XXokgskatJG8hEI16i+yQ/oNm2i+8P8YmeTUppulEmhygj4xy2l2eAdJiKCFQPxwO7j7R++Q3+wu+LUQ92D7EeSNh5Dp6QUoJIIg/U8qEd6UBKXWX4SnfslqpxIn6+AtXYX2J9NtJWF9O9N6K0pC1sskfiazHMHOEs5OxPj7oBOR9hXVIRufuV11aCYJadh5RQBhwIaUeVWkGBSaaMkxJv1FkyH9XfUX1UG1j5XpEIc+0AGWGRf6rpBE8bJcJ01OQPiBszziZd7BmKCuPwgiRNl9pQElAsLTb7mpCEq9/HHES/8neWESlJBw9H+O1ZFJRGYZiJlxLWXyUK7ijiKZPg8bB5mQXKUfdZumgX+BrV2L5nBeO1VRsm/ceKJjQkYjp4kGhd0ldwP1en6PUwk6JASVkJOgnznFJV3btAPC2wXtX7yd935Nj7d7HS/uweabkKtfhSrIHFMiIDxxH+LCu24Kgoo//wuE6y8zsXBk8EfQeT4dVJDsGMn8N3YM6K7AZpGoTxuMgwKfCFqXegmOML1VSPa3w1dUpIpMEy2Zx01GgkHOREuKZLeQKdEU5Re1kGwxosO4Tm2XVVEZ6n3s7IZydsQuUU0rKHo5065FoAnqsX5w/kfPyW+cGr3T0AR1/a2owP0JEkIgTtzfTLuV/YytS/CZn2VyKfMnof3Z8UvTgV0WPdPNxU6lvw8DGUHx0kN1atBguuN6WnU+FPuKAC8Tzcy6ngzpV8u6hn1FRibqfwQ1OdmN5bTfKWZpwrSD0FBPAOE/6oT3/q3b46/z8j9BQlBbb0CtvRkpj6cXIVEEiPReKwKCkw8caoKSz36Y4OqT1tZL0P7YWCGVhfTNb/w1EiXRRHP6/YRVxgqpTgRNY5qpZqsirU6tLo4Tqih5b14mWkJGRVE02HdkZKKZdeWK/E5Fpp2lngA+cJZHvucYX19Y2mLDIijhePoONUFp1WQj/AiotWKF5DJBtLKYxc+yH1G3NKTqyh9VVJGPiTZLSL9mCch+QzOi3TTtOlkZS5L7qk07/eNWTyHA7YL2PzvPO75jma/zcpBrrL8JtfZmVHQkMW9g0v9y4l6Csw/Pr8f3HiD+/C8Qrr6U3yh+D9SXkr+LnNf2f31AQk5Vs5V3G+ZS1U2fp6vpvl3+4TLRjCjaRF6RqYrA30SbtTAW9q2J5ovmvAnm6iotujnTLukXfhSROcq1egpJy1lsgvr5C+Ib3rOk3laJoLZej7r+rj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",e:1},{id:"image_10",w:336,h:469,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,iVBORw0KGgoAAAANSUhEUgAAA60AAAF0CAYAAADIC98RAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nOy927Nm13Ef9uv1nTMzAEjwZpWcculSNbHyoIpTKTOS7ZJUAc2YklIikhf9C37zG6lKBKomVS7ZUVRWUorkKj3lxUlVUJZiOREgkwAp3iFcifvMHEqU5IiyFJEUCICYmfOtzsNa3au719rfOQNSJAH0j8U5+9t7XXpd9kb/VvfqRfd97L99YM/1e4n5BMAJCCfMuy+W3dHJP33f//mnRMRIJBKJRCKRSCQSiUTiOwC676P3PsHg/5wBMBMAw1GJvkGML4L4iyCcUMUJFTrB8YUv/p2fwB//LN2//04JnkgkEolEIpFIJBKJNz/ovo/d+yIz/hOAG13tnJUBUP//0tRKdIuBPwRwQsAXmXCCihOUcnLxPzr60pUfvv/mt6cJiUQikUgkEolEIpF4s4Lu+9i9J8x8ebKyohFWmLts7h+6B9AexH9ETCcArhP4+p5wUmh3/Qff+T1/+I/f+xu3/hrakkgkEolEIpFIJBKJNxnovo/ee1KZL7ubhq0yPEGVR1X+cntamIDSyevBXbC0J+I/4krXS8EJga8X0PV9KSdJaBOJRCKRSCQSiUQiYUH3ffS/aZZWMEAAdWbKaNcVcG7D8qwRWkblQXILkZJaoJNXMcFqfgYzQDRSFmr7aQm054I/KozrTLhOjJMCvg4cXf++d7/nS0loE4lEIpFIJBKJROKtBbrvo809WG4oz6RAVgGAefxkYE+DkxYCdtR2wRIYpRRUrthRwb5yz9JIbiuKwUyNsArpZUt5g6CEU2Z8CUTXCLhOzNd4V64T0bXj9/2dP7lCV+pm5kQikUgkEolEIpFIvCFBP99J62bAJRhDabeuWgMqdevqhV0jrIUIpT/fFWqklZvJdg/GzboHg3FamxVXDtSh/i8BcYPsQhqKv2+gBYS6TkTXGNxI7R1H13/xJ37zy6+rZxKJRCKRSCQSiUQi8R0H/XwPxORIYojAZPe0cmewlbiTU8LxruCoEI5KwREBF3Y7MDMulh32ldH4LOFmZZzWij0zXr51CkbFaR31iZ1WKywIrsVerjVCYsLL3MksgOtgXCtUrh/ftbt25R/c/5Xb6axEIpFIJBKJRCKRSHx7MUgrEI5onRMzgFqB2i2uhQhEwMVdwREV3HF0hKNCuLgrAAOXdjuAgSMQCgjfqBUMxjf2p3j1dI89M145PW2WWK247Y2Fs8Ca/bEqifVfbqZZBlBAGM7Iowx2F9JG+ksGrgK4RoSrQLlGR7h2Ae84uXLP//ba6+jPRCKRSCQSiUQikUh8C9GiByNYWrEmrRJNeN9JK5hwVIDjo4KLZYcLZYdLRwWXSsEF2qEQ4agzzR0XMDUi+er+FN/Yn+KV0z1e2e9xWk+xZ+h+12JMr5Nx1fkmGybLciUX1CMbt8Rtny750MZmT66S5Ja3MvDH6GSWQdcK0dXcP5tIJBKJRCKRSCQS315oIKaVB64QV+48sJpnkn5HwBEVXNjtcLEU3Hm8wwUquHN3jCPZo9ojDDM3K+gtblbWl/e38Gq3ut7sbsNSl0YX7oySzDk8PAVsahUwGIUJTAzisee2MsMVZy6MURfMPZKxSRctvUR4jUHXCbgG5mvEu6vY4drFO4+uprtxIpFIJBKJRCKRSHxroYGYpgcwLrXyxx6B01HQiN+uFNy52+Hiboe7j49wXHa4gIIdl2YQLa0A7vthb1bGDT7F12+d4iZXvHLrFKdcse+MUSISk2HPPvwSj7DDw8wKiV7cnrG2wRlo0Yl44L5siCxCO50nMsID7SP6S2ZcpUIvEuFqZbp6vNu/+H13/80/yON6EolEIpFIJBKJROL2sUlaAU/ayDNGF5yJ0PahXtoV7Kjg7UdHuHC0w53UXIaLOPwyt6N0mHFKjBt1j1f3p7hZK16+eQs3mXFzX1H70Tq7HpmY1E+YQZ2UdoffHoF4+BHrTlb2EY7PiN6ELp7yYDIE1rZ16qDgoux6pZtuiXAK4A8q48VCdLXWenV3fPziRbp49co9/8f/d6ZgiUQikUgkEolEIvEWxVG84dyDzbX4C8sZrrJ/lFmiCjNe21ccF8are2r7XncMpuaye6G0qooSzUZ0j3cFt8A4Ptphf7rHrgD7fa+3m0MHX5ZaSX9TZ6fN8upNoUJsWU2oczsFtd8Ut+KY1vWHi/BkWK4yXOmgLm/lIxD9EDH/kGStp7fwKt/Ch3/3Z76CgqvEeJGAq1R2V7HbvfiDb3/PF9M6m0gkEolEIpFIJN7qmCytMfCRd6ulKZFYNoXYFgKOS9vjeqnscLE0Ynqpk9YdUTdCMm4w45Qrbpzu8Vrd4+a+4katuNWtrQDcua/KKk20YCsdcwWBsAePYE5WXsy3oguwuA5rdefIM3504lo5ZCQw9322NH6DO/1eRL0iwikDf0jAiwC9wEQv7qi8yBfvePGf//j//tW5RYlEIpFIJBKJRCLx5gP9/EfvPUEnrTH4kNyTIExkWRzbNKyutQRxFwYu7doROJfKDkfUohjJcTinzEABbuz3YCa8drrHaWXcqKeozNjXVjKpizD0moWkwstgW8DsaPbcsABLzpcdFa7n/a5mk6zryC6rEtkmG0OCQxHIRTReCKlBpTTNfwD4RQJeZMKLhPLCUdm9+E/f96//mIi2mpBIJBKJRCKRSCQSbziopXUrvtDKEilusDwu1QWXK3cvXcLxDiAuONo1a2th4GhHWnJBwc26B4Fws+5xqzJOa3PnlUjFZBxzS9+bSkYy7jtcx/1BorWRerFmrVOk4EMdtsq/ivKkqT2R1sBQzFNZ9kQeiZY8uWljHhcj26tMdI2AFxj0YqH64o7oxQu7d1/Lc2cTiUQikUgkEonEGxHO0goATGQ8cI3r7zq7XjEBqIw94PaQFnSXYAC7Qs1tl4AdFSVxQlKFsNqASFAJupswiQVVyCr0WsIz2VxyhI4XexBCacXtmCftrtm+obYHK7bhh22ApnFOLFcGFcK+1pm0mlLHPTJ7iJvncUHsn5AxPCNQBfGXoK7GeP6Idi9c3PELV+75v7527oYnEolEIpFIJBKJxLcZek7ruENrMrcgsC5AUneFrQxw7dZOatcojWgVkJ6D2sgYwzqzVl6RR+421LHHtVlViz4n86/ksLJqkN/evqltJt15MGzFG1CLarOuFhpWVpdPfhzoW7UrRzbuE6FXN4JmxYLk/kx2/wxEzwN4oYBeIK4vlDuOX/jFn/jNL281L5FIJBKJRCKRSCS+XfCklcjxmiUpE2tiTDiMii0WUb8eTryANRkWeFI5F7oQlrafrrgZK3216cjtfl3ljfeXabntt533s/LoRyGqfe9qFbPvFtvl8CC4M5/hfbwob+O+bZRzSTbXhb6Gyi+A6AWAXiiFXyA6fuHSP/xPv3SFrtRlmYlEIpFIJBKJRCLxLYaSVrtf9aygRABmgrUgrrLXU3muSVOEtfLIWs2+1CZL87vtoYw6ibP7Wq0ddrCwYSvWnJouiHq+tm5A6mFpZCSuQmxDX8m+1rPIKxOdW7bFqT4TaXWWWNMBEvBYDOZ2j+4gspKAvkGoV8HlBS54gSo/T7uj5+88+s+uX7nnyuk5RE0kEolEIpFIJBKJc8NZWoVMDXfbAxBzJWnOyQLIhnG5bZ7OdGkoZzQ0AmDZYKukinTvqroZb1DPswIrrazKhwyXU7mWqLYbo7GGuNpbIBoWWDDmna2HZdRW2m5ZrB9MbdiwxNqAx3FLru6jPY90RLeY+RoRngfoeTA/vwOeu+P7Ll2/8sP33zzYyEQikUgkEolEIpHYwCZptXAEVllSv1ehmzxrZRRjbNS8ZPeUwnMdc2vsRpXHkenOwZcONs6IjHAdKW7BiEGs+Ym7JdjcC0TVktKqj2Qzb7cJi9VV62a1QPO44+BbPcs/YbkgMP8mHsmb/JMX8rCyuux+b7FIVZcSmWUPwilAJ2A8T0TPM/Acdnj++3/gB67+k7/9qze2mpNIJBKJRCKRSCQSAED//UfvPSHjHqwU5MD+UcC6+npCq66k6mpq2OkBM6YnmGJDHdf2qZBXb3X1FOsst1pPBn1uoZeWyEbyON8RC6jfx8rGfFk6kW2ElbpLtG/ZdotfhwtztFwbcWs1BuHi8yiRNb7C69ZaK7cdO63xgNS0J+I/ANPzIH6+oDxXCp6/dPTuF/J4nkQikUgkEolEIiGg/64feRP5pOWjE8cU199+3f14B1mz5HXBUHVv5YQt/2LqbsItAnG0sK748Jbr71ba1W8nlZLxxvTkHFW1vCpZ7XtoOco4yPWg2q1Mve6WV4mwLP//pmAarUZghtvf6ryaZcz1oFw2mTAKU6I6CL9YjdsDKfT2xO3H83yRQc8R8BwTnjui8uzf+sHvv5aW2UQikUgkEolE4q0H+rkH7z0h6qRVCIthfGVBOsR1t3InY85ddiTi4SMMa7rdtr/x4megodSut4IvbTmr2mdblsyVJNtydvIKQPblimW1Ec9+HVkydyfowXVxtCvY72tPa5yliSY5D+Esa6yWZeru4vdjijBZ2G3wrLF3tt2s4B7RWc7JXcC0/VxuzptF0J4I14XIEuE5pvLsD73ze6//4/f+xq3bKC6RSCQSiUQikUi8gUAfevCDJ8x8uXQrmg2YNBvWCBT3QHbCU4ohOPbcUW+G08xrglXdE3EtFmdha5+M+zAdNyQebsnmuZRuEZ1Z7T113w2RgYWkDw43ogSTtboCen/Uw53sA0c74JgIF3al/y549XSPW/uW8ua+KileyRux6lMZjhDYWMfKeADbBoWeGiSdCSDuZ+z2GhjsLOBLwh/njallZdneIrgmlnS/QbfAfI1AzwF4Djt6drfDc++95+LJz9L9eyQSiUQikUgkEok3NOjDD37whNHPaTVuo0JIinEZ1UwgT0IMq6B+lA0TT0F/XH4DXlwBjUxJoB/COP5lkB9xuB2/mrFy3NvzIMm2hkMWzBWxHQTLusv2ljCPeFSLo27IldNI64Ud4dKO8I6LOxAIx6UR5Nrdcl89rXjlVsWegZuVJ9J3XkuljsGKoK46YWKRqx4ze4q723DRp8bqutG5sYpDFmI+R5qVnATcAOFFrniWCj3LwLN0dPzML7/vX/8xUYy3nEgkEolEIpFIJL5bQR968IMnhO4ePLHLwZKElFQCCvcbPMirkEkWl2Fg8JzAOIYzrVRqXX09hRWCbKPUkjmv1VYzygdAQpxmK2VwOD6XS3H70Ro7kVIKJC6UYSsR1+DdDrh0tMO7Lu5QqFuBufVvcztuuW/uGV957RS3arMeT5F+MRPAtmgAoDKoGAtoz79yD56JamS2GG3sf6VktSr3J/F83k2Qv1xaaH0yY8uNo2hSGPHb3CQMl2z6OhjPgfAsmJ4pBc8CR8/+8gd+68/PkDaRSCQSiUQikUh8B0AfeuCDY0+rY3XiTyr3hKqMNEKQiEo74UVudNJK3WVYAgt5m6cRwlU0exQ7ssTkLL8LDjdhpmBCfUbuSM1WMi452OZ5rKPyFemqDNx1oeDuCztc2DUSX5mdnHK9r8DXb+3xys26lG0WybBReySPRgymxpC5LwA4Ur2yNMvIeysr9djHFfPeW+vMvTTc2rSL8dSx7wJNMqmgY3TH/BqtqEpWvZXZEfV2/Rel8DNAeRYFz4LwbLlUnv2lH/vtryORSCQSiUQikUh8x9BIK/hydAFWQiM/uxuot6LRIArkiZbQFXFLFfJG4lLrCEcXRn/X/q/cH9GDW7GHiVskvYdcSy1ZFbkq21xC3gfziftWK4yVmby11WOwJlZra8HfuHgEADhFPLinRUsmAvZ7xlduNuIq/TjaMOyPjEZOjwrh4o6wI8LF4wKujFvc9p6+crpHrY0ky/5aZY7d0ut7LewnNr95ehqsrgd6Yrt3VgkZk5l52qAbAnQpdx9uzKtK3KIGjf4EAUT0RwCeZaZniOmZC1Sf/oH3/K2rGfwpkUgkEolEIpH49oB+7oF7255WEhfSRSICiAm1p6nGUmWPaxlklDQfgH4sTL/frXzOuqZEYbCKQXqHlW/ltLoKuDTcVmdyu01eWYk3cyRbrIymPfcRk4Fh3Zz4ri3IbDBlbi2680LBOy/ucNS5lyYP1kcC4ZXTiht7xis39n0xwCQKiwpvv1BwXAredlSc+3Zl4Na+7cF96cYeNytjX7s1NpBMLz7bUQlCzr06jvg5YxxkEcQ3uf3mjfEik0nTy5h4q3CPcTxZvwH4Y5uM3AVjHJWo264m3CLGiwA9TYRnGPQMHV94+pfu+c1/vxI3kUgkEolEIpFIvH7Qhx+49wQ9EJMlKO0pJt9a4Z9V3TYJlZui33gETe6XI9rusLLqsToEUIzrS57mNCJRwFQnciMGW3vu6aia1Fq7QyNq41iZjQ7pAaRaMKEC4qpnrzbRxLo3ZK0S7En2tjJ3W/FhMAAqwKUd4e7jHS6UYS21rrOMtoW4EOHGacVfvLrHfkGcAVYr69suFNx5XHDczyxiAmpteWRs9rVZWl+6ucerN2sgwmIpZSXNrL06n5XbpVXJSRdBArk3KdtzIHaVI7QrOmsPmQ0WYTMhpkfLa1uVzEutsRVSyvRmaPWezNLXqOIZEJ4B8dM7pmfueMc7n73y9/7VS0gkEolEIpFIJBKvC5201suqpjNapCVj8iOw8rwWzKc9Z6vpd+LoOK4QW7W++j2x1oLZLGWNWO7U5teiF1dmUwarTO2OJ7hsiIegGs9XbSPWFkAhpYPftIZyD4tcmMF6fozU2YMzYZCdQ66xKivGPtYLO8J7Lh1hV9bWxdKtvK+dMl45rXj15r6R2XBGbmXGnccFRzvg7gtHOCrAKbNru2Qp/e6tyvj6zT1u7hk3TvsOVXfMjj/eJroH3w4OpY+ckjBb/m0AqUGQvfuvC4xlCSxGwauyt2CtraQBvob1etkWM4GY8UeF8AwzPcNETx8Vfvq977/zWh7Jk0gkEolEIpFInA3d0+qOkenKP8MTBGa0aLTWEKsmJ29VixY1wCr4Zi8sxPop5QyiUYh1n6g9pUTcNyWGkCNPEmDI3jeklU1V1pF0SNYthJLJ7Zs0151ED1dhIa6BRBub3QosdaDvcd0VvO3CDkc0JAEakQcYNxm4eVrx1Rv7KZpwGw/GrrRy3nXHrsnV+3ESohN8Ib6v3mJ85Ru3cMrc7wXyF/pphGLaxhaxPe89W44wTp4iXZHrZXGzDttdXZutxdaP/xlydNJaKMwnkzcSYhmjPQ+pdwWvMdNze+KngfKF48pP744uPP3P3v9bf3mg+kQikUgkEolE4i2HfuQNLls+BupWuAJwZWOZ7H8PaPXGQLvU/tVgqhZT2XXYaSaJBc9Yz6TS/kzcdYuppgjRpnE8z6jTlDMJqimgDKYf5zNIo2RubszMW86xoxIinlxjN6tHs5AygB0R7rpAuOOo7XM96u69hYGbzDitjJduVpzueRwD1KNdEQCuQCXG3RcL7jre4bjAWMk3Kqcme62M104r/qqX34Jm2SjALZDTcBwepDweYrSFOC1WpM9e2963xtJh5hbvgD6buHYuWjRysPQNdSs58crGLoG/tscMGKSVjGAU+tdbg0ORliTLnDX5wPh/ifE0F3qamL9wRLun77j4d69euefK6UHBEolEIpFIJBKJNynoQw9+8ATgyz6oD4ZFitqxIWzPZB1GKk3rYi1xJBj9iizB6YmHbQrUHVYZaC63YuVTKyecf2tR1jBqEiusP2ZnVFNcFOKtXpGGc5fDunsOV2B04kZE4NpdmAk4K7pxsBM6y9wejELAcSHcdWGHHQg3a8VdRwUv32repK/cqsY9lYLI7cHFY+DO4x3uvrBD5XH0y2ijaX8XoKCgMuMbpxVfeW2PU2YckYYlctmLtn/YYUebZtfoFSEFGlEssJGiw5wJM8kfvdPvs7iXA2q2J2gAMFk8KBhu7mPKEGzEp629yKsZCzQSu+UiDMAt+GjwMgaK7F82CwlyRJS17neSfQOg5xn0NFC+QOCnL/IdT/+zn77/L7ZrTiQSiUQikUgk3hwYltYFhHw2gsp6vufKgshi5sS2rUqOv/E2uZG6WfIaMWESMkLKA9UV2TaAAOoFS2kt/UgnVlhJ3wxzQoJsG8xvZ+ElMFPfW0u6x7b1Dyv30ToWPaDuzTysk+yzjZbp2arG7bWT5ULAabXuqaa2Pl5igX3XHTtcKG1/KwjjLN1NU2izpFYGvnLjFDf2wGmt3R5uqaksEKzppb3nLbH+yo3XQiyhpvN5utzb6UmsHEMkt8S9vPWlS2ZK8jNQ5Ntqz5rC93m4yiCXZjFHibOTZ9n4vkAyiLssEvQyv8ygp4jxBSr8FOHoC2//R3/32hW6cpbXdiKRSCQSiUQi8YYBfejBe0+oRw+2mrrbC2itqy7CjKQXl8lBBIBZ6W83PR3wNrkFnVXzbU+thjG2RrVe2CDNQnptHfGYHXmm5I8rsCCKI9BPJ0ZM+sxLvNnqEU3XtG1N/s2/vcrKsu+UO0G3AzXaokcRoZG1i7uCi0eEd13YYQ8ZJRlYqSZaM5u9e8+Ml27u8fWbe6VJs81z2FTFQhmJrPaJsWZaErrJnxF6lDrjZi8Hm+boAoPJ3BZdGLVSd+3tc0IJbSTEa5kGweZw349+sZbX8D4RbNRtjIUEjHEn2aitCWUexyWO0ad2LaIU+gaAZxj8VLPK4qmju3bP/NKP/fbXF81KJBKJRCKRSCS+66Gk1arElhM1wiQkq90THZrF3IVGEompn6uKkTCeqakW0OYObK1b1P8Z9qR4cihaWe6cEYCp70bk4jxzV0ZFG9CpEZpRjgg+jrkZ5rFm0R2mMmZo1GBtlzxeEVfTL0odp/Ng5ekhMjfsblPQqJ6RzcU7Lu5wx3HBbnewUF8/NeJ6qzK+euMUr9ysKFQ0avQhY624DXu5zBhjRFYeVlNv3YzOxsNaC/PXH8lTzIKKjI0RZSl03He81S5rCV4RV8C7Fcsc6+sH6jbucpkXjm3FPORqntl2kWgcOgSyrvPGCtynrOvBttbzRQZ9AYynjkv5QsXuqX/xgX/zJ4vmJhKJRCKRSCQS31Xoe1q7e7CYbLoFSFxpd+R0Z6d9s/k/TBKrhTfl2ppFvX3S7mksznfS1kLzL5JrS396GqlnYc0klcHLLFZVEobeg/YwSYcApUvLvRJ/emksl3zf0HBr3dr3amjJJjEUCuea2ImK7OWttfX1XccFF/o5sPuDNkRDjjAWKr52Y4/XTitu7CN13Ea0owqRN7xMpplpcc/bRakm52RhNDS29oUEdfcuaK7cdc6+sqTKHufKcyRp254gpZbk8siChv405FVkkH2rcbGEOw13UZ3m9jN7Kd1TMsXy3Bbtd3nFQF/dMz1FhC8w6Mmyq0++4+hHXsigT4lEIpFIJBKJ7ybQhx6494TBl5dUxLALEguQkoZOOXqaumRYRmnXO0LbupWMSa9tYiGHlhUwPHGpIOzkN7FGFd48QdQQ4kEwI8XqbbMBfdDOjy09mm7L1pi8JSRiSaRQMoN0j60+462gP7y48lDy6MXXTNzbCCZcOCK882LBsT2jxdWwav+ghQDw8q09vvbaHuDiLNVWnkNGXHJtokns0V9jT6p4xQ5L6Mz0JLq0LB3s5Lxg4X2VvBXTkFe5JWR3NRbWsuqPRxoFRtdzJeY8+pDR9iIX8xyyMAI/LlqTfe5osCQcXg2x/+MQT9PEVMls+rhFRr4BomcBPFlQnirET9594c6nr9xz/8tTByUSiUQikUgkEt8GNNLKfNkyLROgVwMOFaPwBxaq1sQ1cYk0xdKTRgSaUbDfC9Yioqm6RQ3DQqeJxUysViWT3u517eZKdQVGaXSYRwcwM6iwi4oM9D7pAlDoN0EkZHNgIk8QVy1dWeZitGcibtZCaUZv1YWjgnccA8e7XR/DENiIRqHs/rYqW/Rixl/d3OPVW9W1O7rWeqmlfGGR3lJpowUPtFjCImFb3vDWRhu5WnvS7DcmGgGYtL/ZLyaYA5aMHHPAJ61Dy6M4DGMcwxCy6R/ZnlqkdTKn40SfSCrgBnSBwMe9cDZdnENWTgDiyk/23ii7MtMJAU9ih6dQ6cm7jndP/eL7f/s/bAqWSCQSiUQikUh8i6CW1ukBoMo6QIM8WmImWn/XqxsBsMxXfmNS9+XMTwDDbZWH3cgRk9kgBaveR/qn5IO6uzENoclYwGxbeaHpM4abrVi/qFZw98EVN2JS1gy/Z5aG5UxbT4zCQ1LT24uWxHuSenQOEQ/m1eusEk25y3hhR3j3xR2OdsC+2tIs6za9wZ687ojwyukeL9/c4+a+95f8I6RUAy2Ne7q3M5AkO0Y6frInGhG+j+wxSNSPRfIcT8YDfUGFlqVY0igE09NjN70PjNQgxOO+zCjyZ7eaDtiBx4HC9kHk9zD9Kr/tWIGDLBsLO4sx0D4yDS4YJHvlYqyH4oJRCr7MjCcL4SkmPHl8hCd/6X2/8we0MscnEolEIpFIJBKvEzNptYoqQckqdx1blV1DYpVIsuz2ZIBHkCWoa2z7XTthFXW79HtKlJyS3kUJliOBcTR2e2Oj1bPYBjm+1s/ChPmNJnJVZd4EXDJ9YxlOCc8IrO6b6hZq65noW8sYLbIO9swUJWWtSWKfHGfIdtLN7UzQd148wh1HGJGQHVU3Upkov11kEApe2+/x2r7i5RtV65RuMJl1rGey0+ozs8IsQJAS11ZG9fOnp2pjOo7+0bliGCitrJK9z3iWyvM/NMIfU20Rwbkc1nelBemC7yA7XySoFbE7VJhMRGrlsvKLpmKGfJG5moSTIXctkpubEuRKyHy7zeZdGP1UZL63lC8V4EkUeoKoPkGFnvjRf/i2qz9L9+/P6MJEIpFIJBKJRGKJTlrrZbU0GaXWKevGYCl2FHEt1eivbCxnPAgQ2QLQH3baOvJ7Zd27norWbQQzJdm/04OpxeMPoQDU9saCG6Ga/IyZsd0VEPUAACAASURBVMcgBrQisFtVyd5ZPfB2EERa9LOQenVlnfi1CG+IaSUlO1KukBO7mHBUCHcdFVw6LjgqlhCZxYJVZ/Ux2zPwys2Kr9/cj/4zJKqJZayaei4tKRnl3ie2LeTqH+3Tfulkd3JjlvzMY6uy/FNhOm1ulaX1kXxHt2KRuRW7sXIi7WJbbbuybtAxtlKLRt2DL3XXZnu8UFxamOmqueP5/dxm84zMvfYmjj3p9jWz5bDIEY7f0X+Jp4UbdLkql1eJ+GmAnqBSn6j7C0+85wcuPnflh++/udmhiUQikUgkEolEB33ogXtPQPUyoxGgaQtd97WkoDfreZxEg5/0LGrt1PNwmtVM3Dl9zF2Yv2KlM9Y1GEugIa3qtrkgsi6tPJv1fUDIMAhUCODaiKw5RqQ1kbCvhhSahysr3GwJ6/sYmQFzdEzrx0EcVFxLaKVzTTRn4ZIs8rAl1aNPvAtuRaEWlOmOo10YgUEG7dhYgs8MfPXGHjf3jNPqLcjGwOr7HIOcrmhXCTWKPER1KqxWs0hCPTqwEZ8K61GuloBuQedVOIqI0Ajc6rglJbNTOf2KgMJtbgrpBcI6CI/+Ep8DGUfqDaAwMqtZdq5lkyVhX5S2ycX7vOD2Jro2iWR9vuk+3S5/dZV1q3NhncAFuMmE5wj0RCnNInv3u46evvLef/vqeZqWSCQSiUQikXjrgD78oLe0ViE+MMotMahb9JxBDFHf9eRDLFWAkC/SVJ0qmlxb8AFyFo+Xua3hqQsw6BErA/JMpQiJKUO2bsmznrl2o+OWcYvhi19KRUAx0aaoXxch64aAEbOzgqlVUUo2FXL0wTVCH5V2hNFdF3a4tCuapB5g+Tsi7Jnx8q2KV28xbu1rd0k+DLHAMZNruVw7Ukjm/FaTnqjCnscKELjvM7axcxsJZJ2UbpFFDIRSeQRhkq+N95wp7pGNvQaMBZ3Wr2Oe6XtlrOJVieAQuAg5N6Ta1hPn9rkIrEm4zH/gFQPgXIKln3WRS63n8zdBW8XN3b4QdMGhEfVefwUItAfhKkBPFMJjhevjb7/09qcycnEikUgkEonEWxuNtNYePRhDYR8p+l21pnmVlJxvJodzJMc107CoScib2X5kWEb/vSKDLh/7Z1MDp+It6+ZuBWLY/abW0kjyv+AWLJYkmhuhLVj3xDYaSTOUsQcVIiFiaPLL0T6Fhbz1/EqKoETbUpTGzdvv4x3j0q7gqBRc2vWzaXu6QtwXL2SPLOGVfcW+Al+/carPhHgKwZ76gfr5p+JeG86mtcS1ukdm/FlI3NjvzK7R6NOTXfth+1FK7D9sH5GpTn7bc3T9q+AjEM/PRXru5c9yyrUPThUEhpDasVxDvYOn+X874NAfcYLaBkXXCraLS70BjLYgQWNBQXpG1oCW5zuLMwOb/u6J2hZfNh7eVAFcBdHjRPw4oTx+/LbdU7/0Y7/99dfTBYlEIpFIJBKJNx7oQw/ce0LgyzZSqHX5A2CUzU5SF1rzSCpBdAbYuBgz+h6+nnpbAbdaPamS7SxiWwq3+RnL99xIyOnQrhsBk2NuOlFQkmYIele6V6Ta1m3vDTJquPOiHwmGUPUCqLSENhjWEH+QGdc+9d81pKinrLUR2F0BLnV34TuPx7gdlebSebO7Ar962mjEqzf3bh+oyOraYBpsCbz2RfePHe7MUqD3+bWWeCFFcjwSqLb9vJCmddJqrHjSv/aoIiGcLsozzN5T9qTUtUvL4B70yxNXIcOTp0LsAF0zsXtl7btALmFrm11IMX15O1i8H8tEIViZWFlHa8f+ZIkuroNu9hNrv9giw2KBvtcMU7o2VZ/ZPe6FUEF8DaDHqfDjQHn84l1HTyaRTSQSiUQikXhzou9p5ctCzgYhmy1JLYc9rXIkcEYb6mGVxE+VRqClGDX4sGtwr6Bb1xyR89VvavCe5DZZvLPqnFosqhO5JPRAVKSE0Fn9TCmHCHPrh6G815XswQpo62cGSumReKUwk5YgVrougStoNIYA7Ouwfu8KY8/AxV1zcK2VUajtvDyt4+zTXWjrqivlVjwyxvWTBFPqLsSDfMsCQmusO9rGjkWvQNZInIU1kiceVFgI15aswGwVPg84/iAYg2UjnpVomJWV63G/boNZl73V+z6Q19shrpFIb+ZXRkkxl1vgiSWsiHrfxq2LCYGPD7K6sYDD8RlTi7xsEvSFEybgGqg8TozHabd7/B133/3klb/3r146X+8kEolEIpFIJL5bQR8y7sFE3K1X7KPswOqvwQYl0V0tyzLs0kaFnQL9WEHOFNUqx/5MzTonWf10dXA3v+mZnwBA8/XIPJR1caUdZ82S9g/Lcx7kVSvvCra1IFnBxApltX/n8irlSaOlmwORkfKVr8qQaiActrxJSZ4Putv21tp77tghI3sk5rHfpTnSlui2fOh6/ArzZrlYMrpCFxVsFkt2DbaCDfMGcY1LHrbcqQ77mwEurK6x0gIaVFof6DFAGOnGs9YbavE2YxnbsCW/b4wwzEXr4jPrB76oyB415YoL81ojXEtRdtFi0e3KWc24278zSDrpKjEeK4THuPBj73z30ZMZ7CmRSCQSiUTijYVmaQVfZrH2AC3ASic4Yu0STdJS0F5EV8iNtqpq9aCX1aQetr2hoMu/ERz+7iDk1z6joSDD6sbBpGPZItn7Ye+k2Teq7NP1mmtmRxm3qUeRDcTTEq0oRmy047NqckLbD1jb3xhBGGCQHgoLrZyAHuRp9H/bb0hAqShsLJkwzC+yUVOs/qF1d3D47doCqNXWFxrmT7Sy2r6IlZrnUyTjUIsQJD+HhL/5AraIqy3PymGJq94z7I0lgZ0UcuSNNmu8PwC5vrTvjPJzWUgi3xUrOQN3DCkicQ0kNZZgVl1YSDSb5pm/mlIWE2ThBdA9rkrsYfIDzv08RoSOo+PmHLV+GsPJAGjPwPOl4LFC/FitePTyf0xP/5O//cCNRbclEolEIpFIJL4LQD/34Ac7ae2Rg4Gl5mudgq2qOrOZLeI6SGS0tB6iBdEKJootTcyEnJvtAd6idXJgjWJZ1QAyTvs9o0Rzrklz/d0wFwWCdSZclwrBNuUIUegkwIrc/vYe5EZumps1d/IPLaDtle2jJWzYtW9bvPiYw7Ujroa0juWHVWmDuPoJYNnM3A8RtvQpENSCuFJMZ8+bXbTPSqvjYOu1U0yeR6ZrSrbEVOUGTccDSW7bfwV9YcKSPITuW8g/ElsyLRnN0pPubV2X4CzOGwJYTwK399mQVctndREAJm2/dyh6NYe/uiBghGNmlEKohFtgPEOMxwrzozjePfbO4x959so9V04PVJFIJBKJRCKR+DaBPvzAIK3jLgD26vSKtQw7kLFKbpBW2dM6dMZ2dUiJjoRirtxEVwWZKKQjwwgmNWon0Y7RghFNZFzPkwXEgspD053FIHPdL3TbK7UEg8RQlzcSFgxrVU/XmwiIS6nhzs2teQghFjxalNnqb+RVjiexEZxh2gAYBd8QltUe0EhOGZ1IGIPdqpUAGQucWQJhab+hZowRuTkS/rNWJhbQWaDs0tRjG9fTBL6k7ZTfNUz54Gww7nHwD4jmd4c2XvYNqSDsupB2CtbQu0C3vHZSKM1crZe06i3TNNeL99d/E+YBiA4M04JCi16l2TX9GALbBaZg/3yeU4t84f0f8rQLdUhgOUNZOgygZg5+jZi+AMKjKHiUduXRX3n///0izatliUQikUgkEom/ZtDPPXDvCRNfJrAe49IfLY8xOQuRvAr5sMR1EsLl3TaiubwmMZl8vg1CBJuK6vbDBR9GkdvuMyVn8hHyWm3h7RFNtxwY6K7HMJGTbYKZQMEo2xMR6vebdTWUJ0QosgfCWDigYakawy0WNOum2vve9fFYcmhndK7b68Z00SkSfMmJ3a9GmztZFfY/WV1Nxtucq00ucgsfExkyw7FyXmeTx1XvOmD0P7G1LMcZHirtjWLT37apY0HBOuHDpZXFBiHj5++eaQRHqZHFh2w63rZTVsVZmGerRYKVdKEzfB6aq7OeEy0acQsyJrJpcdx7nEt3Ze79XwgEvATGYwAeJSq/X8rRo//iA//mTxYiJhKJRCKRSCS+haAP9z2tcmM65gYHrBqqkVr601LXDZW6LkpZ1ROV1ymfsaRsysfwpLTvkbT7W8W6J67FRN2yZ32lY0CmoErbOyGQr167bCLzckOrzTT+Lk7nGdYqdFJlh6MGUm72tO67IGVRz7Cy+X7VR2R/94jQxYsc26/lOGujzIohgK3VWVYXjGw1NK7CAwzNNtW6oW4mhrdo2nZKN08kSuVuCYjrGHNm1OVMaQU09+zWyMrDKniI+0X5ZWwqhqXcngE898ZmA/xz6988ppcGlyKZC5Kt77+eOtosCGzVrn/N3I8c/7xEvC3wyLegFcJoJJWI+vnFGItK3V/ZvqfMhFLYyQTQn1HBowT6fYAeLXTno7/yk/d/5ZxiJRKJRCKRSCTOgXZOK/Flq0ROibCwQmnqqAkPhVCi68oRHnZH3lnKpi1yS1nfMLaspYymFhMdWNxPp/IWlqRB6kj5oXsUWQF5UhP35426DrdiETvKRx+uUJlMo6c2t0fe5VOJJPksWoy6FDvRtV36vDNBZrMvOOQJrTJPvPssm7kC25TeVhsvKR6XsrX4Ye/FZZZD85F7H6nTePe7Pc8eTvuQbHhoF53aSyD9OXhvc+sm01D7TjbHb99q+6v2O0WelZHuwCSfGxCuubIbc+HoU/ZYPOCJ7OLx8vfgyrdNXO3ZsFXnZ59hZnGHuPtS9OtQFcDtOKhC1XgZhEYSTgA8Cqbf3x3hUXrb2574lX9w/zfOIWYikUgkEolEYgH60IP3noDbkTdqWcCGpUyfRCWtK/H9bFB7VAw50jqXjcU9e11wWJFdk+mYwbC8xsKGlo1hDbZyS7LRjrlu4VCqEAsR2SKmRpzIBQwXHrVtkdRlG4cFKdJ5F4V3yteSOeuRkdkGwgIseRQSNUgW0KISV7EWDgnAXPr5mvO+WxGigoeVuzWpneVr3YJNFpYKLJkJpW40d7RnI90qHwMt2JVaExuB5WqY62LRIjI5P5fmjFHG1s7B0Isj9jOsC/eop6H2J4R+BJKrcbMBXpjQ0To/7aG8tEi70dGrWpdZ/LR20h0aexcNfBWymxksJNW8aEJoK0ugsrVlfhS3/hIR4ZSYnq3EjxCVR7jyI+/5qR998QpdOeR4kkgkEolEIpHooA//bjunVQ0g59HiO8MiG6hmMnsNq955oKRgcV+rXNzfJteSQM1c7a+4CIqrMLEng0FplTJj2eL1qAorkboeqwVzpftv9a8hvtJrNtjSwQA32tZoYxv9HyM4r4hSNKhpl9k+6NnEaNhkbvtTbTTeYsSIM6KYgqhfD14XFhHCBFCJjfjnm2EzhISctegR55rwUD13Fmh7i1cFLQZQ+mG9aZx62e1+jHgs9Vt5ViD0Msz6DAMuuJRO3WLPiZ0acGatbjzsTdvBMbsp1s49WiQ5D7Yk1++a/NZ5w/AvlRREsKtEUsZqEUfum0/ApkRSpL4LRC8R8CiDf39H5ZGji3jkf7rnd/7sNpqcSCQSiUQi8ZYB3ffQvSf7ypdr7UrdYu1/0sXElQ6ApyNw1sqRZWXla/m8DaohinBIlV4iBFmK95kNKRKtMyrZCzZsFVdrAZY4QWqFZEwuq0v0+gb5g569CqBZf4TczNymEzZxXA0dw6oc958bBWAo88Xctu2JXbNFbrXdYNftQ7EXojo6StpX+j2N5uyY7rC+6pqC6d/bJTe2PfHZCtqlhmfa4L8jQq1lYKamBdMm15FzXf5mf0/EbfjA2bFExs29D6J11ZZ1AGvvlTe57edeGf/8ZObQfhPPaIqVtcjum8Z+TFZfifNg1SO631jKid+FPtfEyqrWVlPvmKWDwNp3v5U7FmxUHjsngqA2/jBT20LBAArTH++JH6FCjxTmR971PcdPXHnvv331nF2QSCQSiUQi8aYF3fdwdw8GUCuwbxvgsDfK50ohHKREyKcobbJXcossbWOlsEY7z6H0KtuU0FhOFpYUPVJlq4JAWlf1DVX3LLvdBkJWcwKHe0R6jo4XcUjQGIS64DKG2zbGXwuhKYfOvXSiRk4mRDuaoACISdaSNNnOWOQ5WqAiYf9UeCLDtr7VwooNIHZovaDQCLoV1yXOdMGGnxKWh7aItOTkHBmGdZWpNLIk/dEmoLOuWhGUFNnxXWB1EotYVdUN2BU89p170tjcj/2+1wP9YYi8zAG32MGhhDA4luwerOfAs9jlESuvZdsAOmPgZVgrFu3BhrVexkwZ7iydLlQBfQsFuXepEE7B9CwRP1KoPMI7+nweu5NIJBKJROKtCLrvIb+nFaWRgv2+JagsSj7riaXDxCbkyBJXE2xpy7qyEsTcj2TirLyDSFjVWyyqgI2ey2x+L3sEKGyscI64dsUy3t6E2b+50oujph20anXLNTzb5mnt3enZq5aCkHMDjUT1EK07PybD1VRyZG9iOR59Ifp36WSUjFmwyL7YuLFZkkQya1on8kWZYnebIg+S1qmNE3sVOSQSrXkQCiZg9IPpJsklLsHubFyWBYztGTd6W/p4pG0WVNJ7pZdWO6saIo4zfQEhvDLIvq7Y/3YRw8lluwLSjgOzMJZrH00LAtvvoA2UVU2gpfj+k/7LbqxWQ+zavwWmvigTBNSCqDNhXbpBO3Ksfy+IQ/PHomABvsZUfp+ofp6x+9ydd9Ej//zH/5+vHhInkUgkEolE4o2OZmmt48gbfdD/ntZhmapVnnUC4gjDbM3ToySCZaX9teq3Uxu3rSKhjPnuHOJnPBale0QKLt2UVycFdmDlQioEsAyKcCaC4e0stuvEdpyB4DT3ZpEtAO2hGjoPm+mWdfWbwUp8LV0j5B7IFcPuEhpj7WILgZR1ArG8Av14HT7c527eKNnrzyxRDHkOwXGlVQfoXulRCUdBhAguzn+xx+1qNhMi+ZBLcJTP/nbE3C5ucLSrD+svs8T8FsfVPh4qC7zXvakwBEheLgIwhgGSsD4Ga/mKhEatFiI2s6zCb7uEC0EXBHZVvk3uigrT3NdFYJT+nFHN5l9y5Y1G63fXyQgG6FoFPk/A50BHn//xD9zx7M/S/fsNkROJRCKRSCTecKD7Hr73hCpfBhjcQr+2B/pPU6YqA/t9U55qP+6DjKY6aOcgdYLVHsQViRKVjcM9LJTflRJJ9qmSB7F2tOt425W3sBLZ2oaFaNh0yRDhLcixINo/McIwY7j9ErdFglBcMWdJriUbymyzvHpS8q0mrlqr7KFkY4Em0//WagcZ975HkJs7ZO3iagkM3SOo3SZESBYMaG2RFJKgMvrhn8/1PaNLHNcJvx2JcqxW/ina5+KWTmJNW1Qsx+lsze1W/0zRqAfCOtSkYasbe4bFsjrTv1ECudWSlme3M2eV6rjAuWhvNWDqpg3YhYUzToOKRuB+j4fbf99/z1LoFps2Kxor0n8eSB/oUbtm7mga+D4YYdcMwQZAhQK/NuPiyiE3DZnwMjE9BsLndsDnj8sdn//lD/zWn99mUxKJRCKRSCS+a0D3PfxB3dMKwJCNEFgEY61f9r3W2s40LHLcyqRcjrNAR+Hjp9X1vdps/x06pirGvFYmyZJVi2Bl1eNfTCFRbZ9h6aH8WpnHtkE9wnDlOhovecmTYQlIZMmBHAcz9rvaAkT9pf6/0Q9rVZfPJfMhxNrH3aG5qwQ0zgkV5rgXEz6KEnmWvqjSZlMTNddtUKhnVDFa2vdxWsNvaP26MZJfyEYgWm5/ZOgAmVPWJVzv65LMKtKXkP3D0WktaSWhoP0fIaWsYZ25z6MW5Crm9U2O8sw9ZfO4s4nJZ7fv6Kqj461vYvotGbA93kYfbVlZNRAbqTtJmFV6b3Xfyh+J+NZ3xLbXnl8tT/WO9UYAoHu/MXwnJNDUqKsvAoXK+xrWH4LxOUL53K7Uz77z4t9/+so9V043xEwkEolEIpH4rgJ9JJJWRMVrWAGakkpq2dnvu0LIhL1R2mEV2f7bGjYmS2yvjd0vFdEYeoRoeq1sVhQHeZWooGq9MLK4AExnEDjPT1Ynop5Fd4OMC8uTXLRAQ9QjFo3FgLZPlTDU3VVN3qIqfdeKKC6lup72fw61YeyzI2fZWhNXm6fJpPtTHcEuOme40zkwfERlW7g5G1b7qrGx7r7aH5GlXaYvjPF5RUwGyYGzkDXyh0GqI1mKndFH6SB7E0F1Tncnh8UQHBiVWK3+Ud8HE9W2WbetY+5mA3zh2he9nyt6ZOvRV9aF+5CctickINfrxqo+eb9Z3nUe/WwTRF/eYH1djdr0rm40+azxsuWte39+qybSTOO9tbGe9O3qLxBV816YIonwChM9Wvf0WRB9Dhcvfu7X3v9bf3lO0ROJRCKRSCS+raBfCKRVFClNYK7U6kNDgQVa0KZam6K0V9OUV7hsoUNZk+eObsIrbYZ4OYLZzAeAt6SQvTbklWGsMGeFKj2Da4iM8dEW6ZvJHNSS2DmXGnzABBTu0WiNQtsJuLq5LtXdRRRnSUVkvB9Fc91Qurf2T5qzeF0+109dLlWOq/YMkXWNZZ0i+24aqsobDGOUP4TJdVut7/a5kld/dA4Zs2g7l3S7efah7WUbnMsHYrJtlmA6IpgwXVuab4iVX5+QHdXDiORHCNt6P3YnNKZ0otrv9WWJ3pFj/nUrLnyzpFCS/l0tNByQ+Ywk54cl1hoN2Mg5dSC7PxtFHZYtJFp/Mw+J7L+AI6c9wsr+Ky9HH5FuPXdW737Rmt/SiyVcbLSlZXayVEjRdJWAz3Glz9Jx/ez/+oEHn89IxYlEIpFIJL4bQFc+fu8Jgy8P97hxJqGoQqLikP4aSjqDUbq7LVeg7lsIl2oUe9F6vLUVpgaveBOgkTStxuR3aQbFnxmgHhqJue0HqzNJtaRgYdBwv5m6FUN4B4t1aEuPO6Cu9jIYXcmXxnSrInPbp9nF9zpq0L5JLI7UQrgAbb+rBIYafdfHT1wLpXzxK7TKvhF9kJ+5PfYcUJHKWcwMIQ40px9x08ajUDtaRUjGvpMMVaBh5OPRfzC3BgmzAgqJCmnV0jsaqPf6OZuWsIx8M0mDHR+9XhDXSM0WTN+lCFzXcvclyYZ3V57T2XBnxvVUCBMLSR3CiSWW9AXoFvYqMoZ9lubdANAsrnVeGFh030FS+HoIrawf2MUp2RfqLKqD2UEao5HGRT7SR8vtr1vYGiufZkQVj++qpCCdH/IxAqouIdja5r4qtoN7M+XbAtN8gMbxRJbkS+mEvypMn687fO64ls9W4kd+9acfeOn8vZFIJBKJRCLxrQFdebiT1g4bI6jvhAOZYxmc0rs4/1MUx30dZXG1ZETKnhU8q9gKYpzVeD0INKsGL8dGgGUPa5eeTUTjqSd8cVj8HEosT3n1iJlzatsmMOxE6lVRDmXJZZE6hYFxt8x2U52MhcquJM0ovdX2d28YzWMi4zkKOb8Gz1K2KZF6GcKTZO9p7Yy+CgmqZPlvEMhV4JRzyx3j+bFW5bfuxJ5Y9wqFyIqCHydqJK+AuVhRs3lQt+a//iZfUsSUfq4xkKGNBpi/uu+1d54QuNY8vdA+kmZRnyg+JFu7ENfw85BVi9slrvp+8HC1lu0BlqD6yE1+POx8c3UfEOY8RHWdr303q7lD5t/xrR2yMcZC3nYwu1k4BmRv6/S8DaVx9zZZtdAmTWXCswB/hlE+c4H4M//zTz34pdfR9EQikUgkEonbAv0PnbQ2pWjQjFkdGipnU4zInA8akmEouvs6SOuemxuxVZO39rSt1Gy5cm64NrqpbrADUNkYE4O11aWfKnACLBVt1QAxlFxLCA9p511xFPMHVzZncPaqLRESeXkUQGhW0xFkiLUrIO2NlVMr2EaunaIY93QSyMZmjTzREVvlMt6yNzqRAKrditcmQFl0kMhfu5Ztz6kl0/4tiiDDosG6+lTYyiLETKLLWhJth3BnqF+zyBKgMtnCO+mTvcijJiXAejIny3u2tkj2bEus0p9N7taUdk2GB93VlML+GbBH37TXqM04ywOrsdJLraXcDgU9H/z2VNaFGUtQxbWeJeBSfxeiCVVf6/nR9nfiduXVL5Kjyu5qK9K35Kk9UneNApnPnyuUTAGrVUC0fLUCpZtkfdTiAyD8KYE+Q4RPU9l95t0X/osvZICnRCKRSCQS32qopXUopkOxkl9CZJ3Vh9gpV3q9UOqok7Rb+1ZH5UZgjXHU1HR7lgunS6q1x5yhKgGYOkGUCkZ6UxCHQs9+bLeZzYKvMttnJiaO9r3l0Tooi/7HcCG0lXplV54PRVkPOjUN2FLQrQXGy+4XLJxbs8rgtXwTC1kXEUhJhekiBuzxLapjm0A/pJ0TxfIWf7/3VsY+rEbEpndeUzqLZe5dhjZfCzFqd22240q2AUY+fT/Ivit6rCtqbexX3NC1r86waNvpY+/NjRvXcUQQxsQtftgxJddUJfgxKBVZQtQT10Unb+0p/laAu9CWvMrsH4HijODO6ur7c/Xarj8CZ0l0YK5yfB7DqC0K176fra6E7vIrCwRbHzB5ncw9gvTT/F3d+kYr0W/ioBBeYdAjO9BniPgzl47e/vn/8b+6/6+2eieRSCQSiUTiPKBfePiDJwRcBob+ZpVaexZrU3I6KaBti4BYXloN/Y9RfPcVPfIwcMoLqwZc1gUMCZPNoNaCAihxcW0KBNGWtWQAFFX7cZ/Mc3tfrB2IeUKaSAqsZ6nISi5TLGDcseefEkb7pz7rpmcqoqz3cvsxOkv9WLrGml2MskxdUOrXdSlr2+fcRJCzMwf5GWSSe1+Qk4WDaMNNfWqhCchrBsoQL1vK0LjNubGhzrb/mHU8yMyTZgH2e0JJ5pI9QiUIGqeZdgGPv8s9xqFnY1nrVPFc2HbN5nrmX8OtftrXuSTqfs6yfZf6vaqSeHnITA0mDQAAIABJREFUb1S/bXj5BlnV81nNnlUVOixeqTRmrWArFtlhYc56tN6/Oj4cTYjRFv+tWhHG8U0bT4h4IzHGYCiGezKjLcrYJQ55O9qt6Q3yTWazgDXSVCbqLsX8mQtU0qU4kUgkEonEbUOPvLFBj6I6NZRySwgtYfXqixxdQqYs2Uslv4kY+0q4uW9pTxn9qJdDZFX1uqZwKvmxpoChYM3RgrvCHjUtQ3alqQyjEEuySHgDAdVOWzUiMhVyojpvUku+1ggWxWnxoFNZF442lGAUdKv0b/V+JSx2No/0rQtXhxl5a7z2fzxuyB4uOa0IHD4axc4rdke8jOerDbIxnRznI8/YXjA0KJHMBY1UrdyYIW6yRIYwhgNdpdfEy0BJ3QHSM5Hp0L4DWR39gLs+XIL1gpA2143s1AXTPluULGeIUhQFpG7ZtwMlplZ67y/sXloK5JXriGCt+V8PWTVZt8bQN7m/v44hm68pYbygdlFgVReFZ6aiydXZEla97xssb+xyRthxNQR29b5JVWP9wnytCP++gj5NFZ8qVD71N376R567Qle+qdOPEolEIpFIvLlBH3n4gyfcSeu8PN/A1CLTHt5p1dOav2RvmAAgO2O1BZpyc+u0EbdaDWHUKhjgYUOEIakMgLo/J9ceLdTIo4pqIIVOyF6ZusIaZc9ZNFzrg6qmima/K2KGDnN6NJnq+z32pWqbiYwFRsiPHu0RrWnSdqhyHhEJp++d+Y78HRZZ2VdrWYgo41b/lMjGg2rb4ke30kyGMP9eeKACcJ7WgyovCOoK8kxddlmnZp8PfV9kJdPXAEhITydPHElqH1e09otshUw7zEBLX6x4TyQG9j7r/fX7a+cMpqcmvbwHlvjAkCMz1bUcIX1mQPzcPUyoATgLdwuQdXsE1i1OxZWlc4T/XU27ieMj/F4Qc/+tsEXFY2ziGC0lUNTwNM5ljkUeeH9c+/TPmriuKovfdSWvZNvZUo0FD9ZFHNtsSUXMX6tUPgPUTxfafYqAx371px+4sZA6kUgkEonEWxTd0orLWzqPU5UIqpjXTmRXNNZmnRbzCdiNS+eaxmhuw/t9u65DG/eeaY7p2Yok4WjJTFD7z9hYgrPCqJXC6pVBI53pndwPrGxwWa137JsMOjVF2UYBhQ3ZlGNvIMdmuM5x5RFK76ItY8Y2UY2l2v9Tf1BQxnjYDGBvDYcQDCmgj5GyYVPRtg7v0sW4Mi77gvxskVfbA3ZOgoWY998V3UVY9rZCB5DQB9UMYAyMwxiLNvbYGLMW4NJO89+QjdZGuH5ajaSnEJ7hxPd3SYj6AzsdzTT0CByRzd9DCwcjA6kch6yvE+WTQEtGPNcAa31VWZuw5+F4ruIF7JYA++rOfDd2YEi4eAHsr81vzvbHSIvVBQhbVZ3b7CzsZ5Sp85Fo/p6RT9y/AO1KvxeMOAAMvAbQo8z41K6UT991/LbP5r7YRCKRSCTe2qBfePhnTgjUjrwxWrKc1zqrW6KMW/fU88Eq2iUoWarcMvSM133bCKeuk+qOGRUeQ1Sn42gArKwtE2ntl44EdKW8cWPq1Y1DJ0ZWcwyQa6hvo/weAXeMiAwTkGguoPREDDlT0uwt5jFWOiaRuy70wy2sxI9K7SiXQVQsSwC4uXuK5VLJ0RbhMTyvWTPPga6BM8hY5oJ77wHSyqMIx7XV2m3kbKTIzDvzt7nLDoW9vRtRCyeAanOX7GMcppn+KnGPpxkEOx4EcSk35IdjptG4cQ5pIEUMZ5FubfXJCjUPCJvdupdHrALULritv+/mgv+q7AJ59cRQvkXycOHaGt7/+OqfSVQjNhozpmHbH22t8jP9NLVa1wvMcq6qjCx26sdF2lVZ7hNlvw+HPuym45TgsmmZfC/BaBuc+wKEfhDaXzIvq51z87hQZeAZBj61I3yKsfvkr//Xv/NnByRMJBKJRCLxJgNdefiDJwAuu41mdehDVtmye7Gs8rzS+lZeeStl0V4omWOvhO2NPHJkTiyVwb0JNBR0WpBYax1YyBdhiakNXyPPiqk/tGpdmNFZxWt3KODo/CO6Yvezcs0mNYks3GRYH3Hjh4X6mJh0s57s2rylMNuosc3dt1tareLd/DwRKbjI7yyHdv1Bbp8zEk4b8rW9f4s0xZJX3M8p9jJOTG1vL4fcarFrBN4q49J+MGEP4xpv5NC/PT31a0sCjIieaBghbaRnX0dfylit1Ng2hnrivNyaL/HeIbK1lB3eutemtmfF0iex2sqMQubsZfG+kP4zDWgu44cJ7G3DNMi12QwAAzYeGOJioGOVC0GW3R9Iq5K93m3WQ8TJFQhsdD0eCX27ZiLp09b+bTJBvn0b7R5vt7EWQDEE1hZNANXQFtLc14nwSSL65AWiT2Zwp0QikUgk3tygX3j43hPqR96QiaQKbspBC7QZSBGNO80CaMmGJnGw2yrJKFgriNLH4UYFoe6b5lIrT1pcIw2NqNq8URaIUrcga1sK7Er5tliFsRL3XUvyVtvunMdi35zpT2IUhW8nD3sbvRQkkpANBrRoy8p/0xRygOf7ctTKKmNhOpbQAmsRhiUsaN5L6VQZP9viqrOVNqeSSyvF+/zmbxgbJa/KfqjPnZaoaIm2UZ2U9wbKU1HT5YxN1rR24aNFb4X+Jb2uTO1eIEi+jUMO9zwE+lmNaCOAo/32/SAzXrzOPvXnIWwRV3kGzONkuqs9IxjPi05weCal0gBiv1jw7Yj6I8fZyL5mf0bQVi+NZ44orlYBYkdGAhuKjEVI8kif68bzqX3hB/ctC3GZCrp9wKY3s9Gu0Jj4cWSSuaaSr7t/6/4E4N8D0SePiT75v/zUg1c3xE4kEolEIvEGBH3k4XtPiPkygSeS07xzGWBrZTTXNO4cUqYBr4SsjH0xs/Cg4QncU3bteg/Sstr/zRE3RZIPS+vEW89BWKOqb6npJLvLv1C9TeJpm538Y9JMSruSVoDbATJG2Qx0xJI4ClYM0enPYhZBVo9BsuxqRbMH92eEHi2WUbgrwp3Axu6h0ciplnZB0/3FOoRzy43jeGb+xU02iVswrzKujfBFE44axzvBSgQYAHWL6yZ60QWy95dQyqABSnvMMTyScb1IoQ1Q2Za7OA0ptH1kPTptcr2GZneP7O+zFhQ2JF6CCG3BCqW7pvc8k+u2COAnloxFOJXnrw1+RoYO01WNbQn6Z2zMxVhULN4Od/igrbJgTrbsj0Nj2D4nG6PmxgXtXVYCGyfQyL+1hxvw3zd7330zCX9eGJ+swCePjuiT7/nA338mIxQnEolEIvHGBd338L39yBtzUzQFaudrNh1jnK850pmVeKs5RFJqFtLZKl4+qVNExCihyqgW2JVzakyocre6ol23JAt30WBtiBqb5YxrFXKWdKWoGQ6nyqP2jyGrlX17EdKINHG5oCnc/dzTCa1frCVb98rehmauZNR0yNgT22/qCoFQe9J67f7V0STjql2A4jTPdiEBjpbyME293Ujg4LRa10ZjtxTvSXln2wejIUL27a7JssXirIzk91nW3hapy82PME+kEBtV18e7knkCY2Ef8tDcuun9VMl7kmpuuhadYw6ddTTRWZiqsK+/eZ/s0TvE3FxMJRnPtj4bdGnFwbfe++3vwVntmCPpOluv23w91+ZkkvfYPvCVuXvOO12qw/xabPWFfW6xNX5zRO/+DbIWbvmAyIrBKgy4Y6LjGzsWGAjxzxZpHW1oKQrwtUr0aWL+vUJHn/iJn77ryZ+l+w+uHyUSiUQikfjuAd3Xowe3n2OPZNPOm8VMlK3pAHssFAZDDp0uhlkpWhHXxWN41WRci3WViLCvrMflSNThxdGcyzqcEnxI0E35JJMX1ZIgfdyVcEtYvKvyYa3UB3e5PXU6Er7VM6vICpGZyKKVlQD1aQawr+bYl86W2WxYtAZzrZe6Wm8ixyLuUzVEjzDGjGx/WpnO0weGHFpS5rw4g9BsBnCQg0FJViRI22repcqhY88YSvt+FVOO1kdCYG19QlqH1XawQB7EocCvFSyYGm81ziCeO3uI8NHqx4Hvwfz2I+xjNZGajcWVAtu2VtYlVzog83lgj7chc2/dgvDB4e23f4IIuhI6zt+NQjY/dxtZzpZLGhBSmpU7Ngtd7n2rmmQqXOXsr0wBhX3181huiaTfT6KXiOunmegTVMon/suffPsTSWITiUQikfjuhVpa3V3jSlhhLQazbkRBeThY2YbWc1BJlH1qVvsQhVRkVXbVLJH72m5LFOJNGaJibv8yMMwbB8QDRtAgoz0Zkdw+SaevRW3L1qVEqf219lababWv9ZDSPxKF82xFOPZk2CqMbaGiALWOM2KncS9gqu3MXAJYAqmENpO5btkIpWKeJEJ+WTmtd1nt9bvgM2ZB5dDwbSrrbkyE/Ew0sVv21wO44ngH5VkxXenfMA2V6MscjWPQMxTI4hKBqALcQnbBWWw9tVJZQpPUu9PV42/Etq0I2BJnEHclmOJlYead75fxsm3Va7meGPy+WaK6knd75A+89D2pfH8muWxRJT5cVCVVAKtq3O1VH5z5Hdkoy5U6fQDh3mW7cLKyvq6aZD+348xkX+34aRcRJLa6l7qdE0xfp8KfpkqfoLL7ve+580cev3LPldNFFyQSiUQikfgOgD7y8L0nzPWy/Ee8uWM1zanqf/abcrBySSUYRYaGOnBIKbJKt1NGTLotbqnKBy+UJVIdHpUI+z3r3tgaVvKd2uL1Ka98nYO0okLPiLQdQFNFjUTMcZDi4Ri+9dQ11DEOh7dmbemt+kv3/DHAPPXvSid2/AaAZeFKUNEjN9OYL2P7p3Ev5yiTL5xA8wIHvEtoHBZ7UgyFCpZDGLXtcC3EQct0/KP1mSxWrKdIy3CIFMyp2z92KskwFRpHPzV5muYv86eokBUjRFTVeVj6iIo1sjKwK/2NZmoBcACMc3UxTwD5zT7a73nb+M1A+0Jv9JYbQkTiqs4Y5FX6a2eIUyj3rEWFs9s1JNs+5ibWNr/p8rkJhsjtKqNwtomyqLHRiNsZp3XajRfIbedYCdCEdAtDCP8toJFc5r8tTbNS/AETYL0duzVtzyA7UotvI/oWDKaXmfgzIPoE0e4T33vHjz6WJDaRSCQSie8c6CPqHix0EE3Zw9iPZcnqIbLQStwmn0sB4NO7Z2plxSBXeqSNURKjKZPjHsJxzmS1fM9yNyOPxOxF4wUumqX0gdPhV66e/VYJurIqpJOyKZTU1zBcTxvZbFt5q3lue3Fb6bbJpn4ObVqPx+jz6UwNWKutENcexTlGc10NuCH1UTAx7lpr9iqiqCOtGwGZ9F7Xq8lc82L8xMrvXUxHA9z4Y1hiV/YcV3/4bRcIbHobxVXbZ+ZOHJ/SNXIN06VW4grxTFAFHmNuFqp93At2VKORf92GMAbyntg59M3C8h95P+SoJ7LfBRtszHhiyHE4liSVMvozugqvqFbEFoGNbvv2+7lJ3uw7A56nX+3NGR+l+cMailIP8IIRvTsIbPe4b317tzC9spp/QVztnndDHt24Lva4StkazdpWjJFu2a1jlqOF6xvfjVGBt77OkQN4fr+IXmHGZ4joYTrCx9/3gbsfT3fiRCKRSCS+faCPOPfgoETxbF3loC04hd+QNWCbsK74CjbugRlUqAfBMSSIRKkz58ciuAUuWMO+qxmVgb1RsksnAxN5ATYtzKquCaGyeWl0hrVuRRLbyh8Cu5M2u8JHwaK32st6O4rnCjF/1AftPXKpzC9j/uZVkkjWbR2EviAhz706Lc8BcscnWZR+5IaQ1q32SBvc/uLYQENcVZOOro6w7wNNFnsCsMcgRq4fqdPeM86jjYRK7zPA5PO3Y3JkwQCohuGPMkiP1dEp5gI3ddmMVVyO2tGawnu+FBoHnt8GGOOdmQjWIkhbhHAiKUu3WgNLQh6nADZ+b8k6pz3AMM+TPw5+nNShAY4QSnmhYMbGvJc08d5CvvZ7kL91C/qCQWSri0Ws5VtgiaP9xMb5d2BgpkBYff+97rvvTzb3pZsbtnVE9BIzPlkKf5zp6ON/86d+9AsZnTiRSCQSib8+dEtrI61WsXV7WAPT8IFvoP9Bd/qUXeAOuuUkhOQJSmjTdbpC0Qkr1+7y1y0prhy/uD8KMcqdVUb2tVthDTMYsoy8w7K1oD7RT9Jq9gSgGlfXlVy9c5iHEtia2+47S4AjA98sTbVlnY0RWiaorjzOSR38Tqys8Hq6Vf5W4hPUgsaMEcbW8pL+uwULG2Se+kSTu7Z4Oze5F0DR53AiqKbGaWVmNGDJIc5xxuzK/LVFb9jdGwsbVRqk/cGOjEm+ysZ61JtT3Fj4N7/p8/23HCvD7Rge7uMrS0QSsXgTvLw0/WC6fiN7ex4Iz6YJDppuml7yLocKKLiLrF7nrfGcA6OdFZbL1uLvHaxv4/VzE8R8ZxwvXIzB9A0/BEPYpL1DFPmXxrm5gM5LfTnt90Bkja8A/AKDld+uC67ks7IBGNZkdaPv8xV9TtuYxGFOTPNxa/jM7QL6KoBPEPBxPsbH/+U/+t3niOJLnkgkEolE4vUiWFqjGm7cPo1PGek/4T/uXbmpJo26Ym6QSLnleYJXfog68TOr9rX7jrESG1LrkFYVlTVDpEXfrWjWV0KzvG6SrAVlHaVJRwzl1bmfgiYDg80aFVJ25iDpc09cXbs2sOTSB7DSf7dzdwVdlELtBjZZzDE3K8K6oQwWaosB1aj+mJJ21ZmsdRqwUa0j6XPtrAQUtnwNouOqcBOR9ZPYex2MRi33W0cJtgaEgWBvb/8Pw1BUxqHRty6vncAC1jWT+/xRLlE7WaNBFqrtLHJ/+jtslHwC2h7tar4HY0/zNI+2iBMvrk2asXgT+tKQWNagbKEiaTP8UDq5jExknpkm6rxdTdeIQeTiDDhP7gNkdev+WR+A1QuA8Xm5HVZl53XbOW1c5FVM9p25GGAX+Xf+z8v6nQ/94OeCuaZAXuU7BcCfr8xDkDGhTTHzlzBWqfPD5KZeNBX6CwZ/nFA+jkIf/5c/9eDVZUGJRCKRSCTOBd3T6qPTDoq2UmpESfVE0xDBQNDEUuPS9x+FrFowXBtlX6ScwWg3RVnyVk29Wr7dJBjrhVGQjJyMtt+11b3Qf7VP7P4nowgHHceK3ZSzyJglrSnAKHve5TlECV5cHlKxDpFXL76QsRVpDcp3bxOD2/4511d9McGQF7lYuwdvsFfq8yDUPozbQtqKJ3Q0LK62euE51WnFUoartk+CApCPLxvd4y0YY5zPQwbYrKqo0svtl8w/b53qkU6FqFO3HXGf8CRWsO60GXTxav7aLrALLLr40M8TImcBZud6ar8D45k/nXSc+Tw6SZsTB8hAel32pYrruVr0IAtBcb6axhg5LXdbvQMW0h/63TKvZ0wb389IljbfH1P34vMxk7VV9unDhmnMXXb5Fq552MFvyJj95Mmf/Sb275e+P6b5lrta2SJi+zk8cx48PUHsonbPDpz5Zsk3juFzkStV78tUaim7Hdh4F9i+dHvAw/AT409B9DARP4QjeujXP/Dv/mTR/EQikUgkEhsw57ROu1UhqteUyfxfSRoG2ZPzM23skGXlhrCWntBvUTPKUd/bqve7lbUpkjQqN/JYrPYbMlwWTVArUOuwTMXChvV5Ud+sz6m11fC9YdqKLMBYmVcK8VAO4QhAVO62YazWPbGM1eTC7RSvrvxZjYy5R501pNpsImTZ0NnPzx19Ma691LEVjaLKEMRTMWYVt+eh4WZIXcG01FPGQ+svgFOytV86Iex7RcWEOAfYMaTWWD3lqd1Xabt2/B1kECH/yjqvwyRWTjOrCXJ2sezdM4o1jzlty97JokMgFMNlvbeLlJ4omZXuQzETn8boSWGFjB99XyToHGfZMfbdtAaxRr48E3IRhENRcZS2vPk3v3Omv23a9v8YKXhV6jbjjMGXDuK8xW7k1ey0IHkbxUrRU3HyqhjPlyHaEIoWLsHO48ZUwnW7SUt5loKZ8ZVvo05JOdqmS7naQ7I1Cabvf9H2o4hLPk3ZZM7GanqXXa+MhwB66OiOuz7+a+//rb9c1J5IJBKJRKKD7utH3lirnlfBoqpnSKvR5qySXc1//7f2qmk5vbAC2TNnzsSkpizbaLRGL27lUyNHkTRaJXxz26m5B9MeTcvAvpuN1XXYFkBdzurrjFZmJa1BAlEiJSOLZctY/mK7rQK1Uuq0Xxftk+uiqUReK7DR00ynSsCrwTSM8s2MUowrcNT/+mBuOVifpbBLj62inPjZOn4RiiEcxmWVR4pRPiuRlwHTETLjg40W6FP2b09ctFnNO0IL1iTPpuM3GT7gklpZW49KooJxprK8tYDMn/GeVVbO6KIMl9I6iMzhpczmmKFOYN38sD3eLdaiwAdOojmK6VMqDFdaLyMa8sRqRvKBIWPtC+M2apqxdX9F4FR+qcaQn/FvQzX9v6Z9h2f4mD8mufkWbWyn9tdb1ZhXNrqYnwX/X4ERWd4VYgVcjUPYF+GqDx+pQ83YhClDosqLSzhAfa5LtOmZmC7r2vp4wsooX9k6Pqq9o+22FIpdhcXwEbgwngLRQ0T00J1H/Klf/sC/e+UcrU8kEolE4i0DJa16Q8mF0tA5U1eNRRFuf1hJZgXAdbgjWnI1KbNdISy9PFEFNI+xpgpt0P/4d+VVdFlbGWMUFEmbJRHTs6BkyP26H8GSqirPI4EqIV1Hs4oogYy1S8qOvbHSQuEIrKYkOI/WleI1LHuWnHnqteDBbTwY6nFq5RJ3TPAg2ErcVWTT6YZpxvbbdniMUbGzbyXrSgePdIFQgNId+5iGa3AgRu1alG80QhUEaBZ9c1BKz2OTFe2bFr03yr3iDJJ/FYRGZ7yQJ9nj2S2X+u6ZVgt5EqvreDQIbO3uEG6I0Y6E0bGWY6L6eFo5V18IuTcR5tEK53I73rVIdg1d4r4P120SJ+OlYNNiIknOFZb95aG5g8VzAO77IGlkts5LfrbU5ds23Znyr7IfIqrh3lm1n0USp/xsn5gxYWiQLnnm9uCvBDDv/+rrd0iu8xFL6ILf8Kwwo1RI/yMVv4ETnJzUvSc4PnZT0s5/KdMN41YjCbcI9PlKeAilPITv+f5HfuO9v3FrkTKRSCQSibcM6L6HfuYEwOWh5sb/iq5VB+rpIYSzsFEUBnFVV0RM+kr7K3tXSy9H1IJeWEVTM2pULkThIakzKDpBGZJrSRPPxjzj5BGVt1ZC3QOVGC7oEAOw/ecqo0He+r8ry2trC09dHscltmkF747qqcB0NNDUWG7upVxdSrUyiWVYZLWVrYQzA3NQEQ0SD+9p6vPnfLktryluEaK7+rooNIb8qAI+tGl16zZmXnkC6v3DI+2ZijZDFyL0rEijuU8jYwJLyT483a8qRLAXLNYk5/5rFhLU4trbV8P42G4QEgl40irtnyzCi9/yTvguaLPPHbsjRBkAU/to7ErRl7q1vbPovlE8HrYy+q9VGZwHlosmW1gRO/88WrttbO01C7GlRlK2JKqWvW3dP6MtNvt537vN/PZdsRZV+b7JNyHsQQfgFhJWTYqLNTGNQyTlGl1e8h4YePcfIMOYtX1wi4FRCI7PtxoUqmHdViDvzfD8oF7RoXFiolcK+PcY5aPHR/jor/3k7z63SJZIJBKJxJsadN9DHzxh4LJE/fSaFB/QHob+sBPmihYEp3ZFQQMbGSVypRC2/7c9q/rb5qnNbbjWppjXKFdUZGZddqkD2uzAmrhGZWIQc6Du+1/ibpUyUYKV5YZC7MZMZUPDOgcaZ+S27DPBjMVvyTyuPWlFUOwWxtzQUaMHo727RaEdgZe0SaKJRgGFuC3knqrV2qXg4fi3GtOtMm1a5de6l7izIuvMK3vfVKk1Jaj7dh8fGbeV5H0Rwo2lI9EH+MckwxYk+NIgeMB4B+RdlKBP6n7e6/AuqX6uRbkkqd8sEKRZmc9XL5YZOOoEelfIjZPSQZKgbBVuNcJG91m99Aiv2kZXnoP/LSEzUbdWmAWC89JF7f5DTC1M9hhE7qwGnJPjniu/K0c+hMZiKW04SMJ5/WiFqUs2+mgzyrTUEs/f2vqomm/TKon9O70cW/K5D9DYRkEmvX5d2WcRPu5mFdGXwfwxLuWjtMPHfuMnf/fLi1oTiUQikXhToZFW5svjv78LCwYBG6qArhEXNL1gZ/QXS1S5X7j/8BtFAwCKBFtiVj1IFMF9X9Vv3HCs6DsdwfyIvFZlgFeSlnrmXJw+9wpbu7ffd4twaLcriH0Bw9opSpTZuzsSeeOAK2+IYf9Gua3qbAmHOrk6HW6hXVJL5K0DQ7ubzmKNxQCBqHssu2p1jwDxWfaRWkfqSQwenFS3QFqyxDTIqyQqnRwBhtBGSUn1dSKeSBxL2fK7a6Jsyiu9FdHV1tVk94kqhRup/XQdZ/pC6zNlVlIDMhUJMGbedFWqecmT4/w6LwHiMwgrhwe6cNb3to/TSMSSLGfM9jlgrdQUZFsQCTsPXN06J7yYUWg/Vqv3ZT02q9ImbJG7mH0l/2ZNB+o7I7+rfpjpRyr3zSS3mOC+v4EMWplicxdNXQsJ+YaOMancj+GZJjCFj3IgrueY3EsZY5tWDQBQ+4dT3nm3xmIaOM+Z7Z/tljrdP0eEjwL1Y0d3vev3fv2e+1+eUycSiUQi8cZGP/KGL6uCG1nOpEEsjpjYIHxReRy/uf2H3KTVvXpSmCqRrJbaZtWcZSL21S/EWZI7LWKpGfm2uLIWfSP9V/etvNM6pxnCCduzt7sCpseMtN81FKAcyyo+GwqslX3QPO7Evwd81WerXrOFjOd2n5jI7pib1e62+sHJ5bOsnjtO0OnZ6EverEO5MkMj6jJ3ofo+SZIJRl4KkqjBG+TYymerdu3oQ23JGwPYSRriKb9ru0YTrjr48Q20EtDiCTCO+VGyY4kcaFpUIKBNEDNHVjr+WdBxioWztEQWAPrRNoh+hUjrAAAgAElEQVSu+zK247xm6kOlJLVCo0QzmrfH6vM19Vr8LtEh0mrl7yUt3x/T0ZgXAOWVCKdy/f/svdvvbclxHvbV2ufMDGVKlvOYWECMgZ/y6qfECKAHQzGVsaIYyH9DYvSeNyFKRCsSKcm0GdoW78PrMBYMCbajJDbiJHbGQW6OE99iXUhqZs5elYfuqvqqutbe+zczsilyFXDOb+21+lJV3V1d1V1dfXP4LcjPjO4soKnmu211r/2q4Tp+U6k+VrjQMgbnOMWuLupmMx6Sdw8W9nAf7raqk9xqOvITKk88ZVbUMjihNXbNf1C+o0wJRZroB3a8gBKHy7q+K9h+UwVffyaXb/z4n/3w3/5P5DPX+xSecMIJJ5xwwvc2yMfefO0twIzW9VSrBzcZv8AzqqtlpkRhNUL4B5eS53gyFACPHjyPVc4yhltwa3Ri1UMc/wafY2UUaSeOEOwL5KjBiPOTuwLXGVRyBJIRQkDB23/K6+VsBB5U6XZVOUe6c8IG/dqC3Aau+ywa2CTOomRhugNLkOLrC8WITvV3FsQNOFLqRj3bMCa17nrtnjEZAan9xF/6GT3Qt20asBUDOzd30C43300LcW8WKkTyjlzuo3UfiQuMlPYlwjLZFTXlnmBQHymkDFZI7iST7g639wK38holZvfs1jYylm0A+BlrYB5HcIEiqY09IBzsDujHsH7EDhtY8WlalpidkIAhhWrAtnLy1sc7DXD0+chwv8cVLbSF+DJG1UFutc00ZWhBZvNJyab3Saze3/zbDGqOEnDE/yF763vGf83afqpFda4WNX+hgct5CJY5WNOzuEuCtZ3z91+K4JsbLl+9bJev/Wc/+eX//cEaTzjhhBNOOOF7CuT1b732lipejfsYsegevcFnVyC8d4XWr0gxlzqrj4J9DGVbp6033mvRYqT8Xeqh75WOW6vf93ZgTXHxK1etQKroSsGodtvgM4Vn7iKL5h1V4afqByiB10JPCvaU0FyMo3QdizOhGAJeibovcVJmj7RNNugJoQfYmYrr2mvE7NmCL278EwlCpACx8DItItkm/X4Ob2QI21amEVd6hxtRpirDbKtmfDBho5zleK+Qi7vbjONMeC5PIRbOmVZVGpNibWynP5pSSruYwZhwA1B3gd+v4ZqqrHj5C2DGeo42n+/32U7bdB1OgXScJzQ+PIhVuBZbqff6YiWa2yNKmmWVAFjS9mC44WKLW4v9ZPVU5LqBQe+Phh8HOHq03ar5F3Q2Ft7RmWIa/zWLC8xGfBztwrIc5jT5mIAVziU275cDweg7g66PHDzJx48ijkjYx9L8LosstlhjwB65e9+GTJfNnXmxQRMrRPH3dcPXBPjqjzzf/uvzap0TTjjhhBP+sID8zLdee2uHvrqoPjQfRlCX+GTz/O4KDB7Qakei4yQWCbKc/SEcuryxxlxruo9W/dbo/IvyJaSccOAMuwPT8ggwz1cJ9h0zAvIMJOWGgsJ2DfkezIRb0b9kW9Gyh6r8Vfq7Z6kfmhTskhbGBt3Nyppyc351UdBvwGH/IGM9fCPXHArErs5Ukr1fVYudDAXp/L7JD5WbwQyi3d134Ypj2lHlDmHjCBwQarzcClOsHd1gUKszduaPW5bavSrJTRY3lJSsb3K3rTr5+4Fb4iG63+Tt1PJlGqkerCwZH0Gty4z5yhcFhA3aMd5E1NuQ2dHhFEZVnBkOd+8w8jo/kG6sWferbe4l2pCisXYo+Brbi7s+21CPGkW5nWnfjoSyua0uE8XdOeDQnExDuTo81I1GF53IMd9yS7CnwtrWbbs302DCjQ+ho6QtbeVtYHKZ60DOf2SYZ+AKmNINfDstxMozubESPr+/I9Df0A1fxeXytZ//ia/8dyJyWPsJJ5xwwgkn/OsE+ZlvvfaWQl+tH9qZS2Py3rEaREnNLRN/qhRDAVQ6lDWUTQq+wgYRAAtUdKS7UbK27laX4gm8fGzTlkeRcMF0I8P0NjJoOd+Osfu6z2AlyZOOoiJJQarfCSs4Km4a96v6ljVB6d6T8jOCMc1VfNMQGyNweS6/q7J4U4k9KGd4wxFelt+/TV6w5m4vd1P2Sq2H1p19G8arIM7ppWBGtyAdluQASHF/qfGfHUkV2UAyvLJhQUW7QkqKthRqDvpIp8hXbhzV+whwfQnPacWbXLAGVPNntoOsbMDaHcG+4DObWce59zEGYyfb75Y2emgxYdt27Ltg2wLDWzSqEeApbUQZnvG+M4yYLK+vNLF/ysW1gqy2CSeru61rT6oyXJ1XPMQ15dMVr1vP9fdRXuQ81cjL6z8xLmSpVOZQ54j4+eBLYzd24vQItfyhyj9itD+SaEnt0Mj1h+SJp9qwI0xXe8/9n4MdKtZ5KXCUf6rQrwOXr27P8fUzKvEJJ5xwwgnfSzCNVrzKpgzQKzf+rG4vjLtYqUC+3mbob6aKx1StSWO1wjQmVw3jSGRep8J1VCIY4YrnxOlI4Uv2WSV6BxZ7YZaxXUJJllnZbsqSKTHznamvpmINo0fw4grfdb3uQ5Nz1y7JSi0T1ylPFjPIaB0/G4JZr07804XYxRW440XdXX1Q6zrSc/2bKe5sRzINpbAFPSrYd7RlMlXDd1lL/8sNH98cRxl83aSQSX29A97Vq7hyUJ44hxkufrvW1joyP4JeJukou1L2ZBA0yrX9TjQdUrtCJ0f8vUq0gwBuxWrDf6qd9pbSUUse7yYHmEaRiJwtVCZvMm0yFpW2zcpXEjRslVT+x/VV1UPW8QHhVRhUA/Qy3qkmqpKHIei5G4bMR8YtH8uMmoTpnPTvvNO6+OPT84HMvdl7O/mGMp7nvDDS5rO3NsqEO0O5j7WOoCMepbFZZV7N3BClihGXwTp9IuiA1ipUFpM5Yz9vPabjJQNBoXZgw93l/1wkqg1g4nHIUPk7KvqGqHxF/s0/8Rsf/1Mff/eAZSeccMIJJ5zwBw5pp7VVFpp3VdeKB5lG61QdlNOElh8RXU3TNMUgVoZt9zXhMHUQPq94hGxSDI8UjPJtKbMq8oYPKcTbNlUl0sjNZXooKxou1FXBmpGCd1Vcr6OAXYuSzdql8QB5t0YKPcF3SeoNkJW/lX8rwWxsc4RjAOtWzIFidmTI1lepOY40y9onWjoweROKLSueYbSPDhWbZmraGmCtREjap9QXysrCqMc4xvk0pwHyDup8NMMjFlBmsK5kiXXMztD2/9I/qo2x0HFQSzU47kHIiKk0T96OeslUqn6xKeLOjHtt76a8SUNjyodkDFh7d1aS5Hhm3JSba/Sx8+jXD/G5SD+Pz/ffRt2pHebzEgGdGcVdgo5ub2SDcd5ueFXx1g1LS8c7sf26E59xLSaiYnrLhLx/tD/cEkNLeqW2SbRP4zlPQqjU+9va9xu8DOx7sk9rphsBmPxVJ8dKultjDBg7ypn8kAPJK0OZA9YXxa1T57nJRmAGn8NNGT1T/q4IvimyvaG6f+Xjr33j/2jQPuGEE0444YQ/MBiBmBr34DYxVrWAn21qjY3GkWKX8dKUN53GxDC8Yhq2sswV2JTqrUyoR2d+VGyyfjRmaKbtFvDZWkEYf7Z5N4K9OBLj/K+GMijT+NhhYWbCXY11hv0KN1xZF6sun6ycG8+EeMnpNgj4S1H1gwOm3VtDOb22E0bIJuPhgJlVGTL+oOCJG/y/Y7Smot0Qkcy7bUQ9HudZp6JnWyjc/4KZ4N09+2Qbyk4+5xFZaWjuKDXDZuzEUaOaYulZVtNDlfbPrK+TVlkdGBbL5WgAI9riXvCeR4yShWb/L+4iHoXp9ErgPhc7lYu1wXfisgVS+Uzjw8msxiyKLcGGLOVN9+TK7FlisZrnWC7VrzHYif200GM7cGlYNGNHtkjnn+e3dD661HdQHOFZu0OEYeJAPnZsg+WyCgX5KeV2BtCd7vcwOF7WxrVRufQiJOpQqHAUO8plS76LKTLVPOYk0PW3puLHjH2WAwMBkehlarhsQ8L7AnCR5z5Wttl5RNLckvoYbuAl8j8BeGPb5CsvyeXXf/Yjb7x9l4QTTjjhhBNOeB9w12itig/QT2RSv4jOIDU7ktvkPHCmtoO0D1dZn3zJIhXfxcBYEaYII02sn4JcXoW+B4mmQnRjewzXQdOlZboRumKptNtqO2VVgdEUPiPUw1HOOPea7KpF46uGhbsHTvsTiOBZ5s6aSKlapBFGyg1HSE2G66NaaNKAyNAwXLH2r5T1SMskGvlbGJKmiVnIZpSN5NlwMzhWGHlKZQn9f9z/3QOxMV6tbStxqf9WHk6f82EUxIVI3ugSxEij8S7GK5ed6mneIbP7cJxh5cMt0DKI+IjB+kGnUTR/j5WX1DZ1k0uaOoyQ6h7MRxg4aRAVu6tmZG8aZ/BlCx8GkzCXLZWylHvTSKMPyQsZuf3Yw4PHRjWM7uHQNT+n5YU/uyfbIrr7iFjcgqPr+jPxudZ5VP9DoPAAd9HI8LZLjfnQxbv9Z8dPMg89cSHKZQ+ifarcl/qghPohVrK8sX6pc4Ka5mwkWKNTBY5z4Ml0gYe1L5DWLbn2W2NdRL4D6LcAfOXZ88tXfu4/+OpbN5KfcMIJJ5xwwnuCh43WI913KdDelnNEyZgwBXBaZDvi3J7va8zfvpPR6B6tjSQPKEOdFpdoQCI87Wo2Cq/Q383tC1P8LFhMRLQMM6TsyHidQYECeHF1Vi1KYCVnKar5NjUW0jJJ+bRIudM9W3fkc1mPGqrN+yOFuibvfi9tJcFmdh1kstw4mXnFE0RBHJ1XF1/a28r10o2sHrIqFpaprAarJ5h9RuA7W92ZSduGFIHvlnB0Z6Bke6TNCnu1vK/wJIPV/urs86YoA0hnigFgY2N9rY+74RFu7c4rFcT2zuKqS4bGWOiZBmyyJnfsIn5fLN+3exHAguPYScPlrHwlwNpxZB1wIwK3ocFyp/Khtl+trpY3+KrupeCOwBrBrwZ+AuwRiGxxt+Xx1+B0EFz8IajnV+1tvoKrUFeF4tE79LypCx7MdBuyLT8b+o/gYBoqWDWLm2X+iHtwSZ5TBcqyHaXfUOUxh88/imTI5uSdgJG3IPuXBNuXX748++vnLuwJJ5xwwgkfBDzsHnxLeU8F8t9mFlY/lEquZgijbp9BIFQwdlZr4RqK6xGeAJ0B4+wHysot41U5vSlqdLRuVBZKDdkrnnmfBXBQqo0Ujmq80lG5hKrtvgLA9YAJrtBWpam1DDUZqlnbjDO3alFlKlM7bbjjK0FWpjvVKxuAC2213C0333L+jdrJ2myDLZpEC1iBbpwX5B/t/4yo0H+JVWkX2zoVMi/tQZjn85kV0y2Hf0r4dfpk99zkf5jWB6CWswPYLPiSW6/WbnO0iBTDHf7MV7osuCbDJd4dXqEyv5t3Arvpcp9aDsbSLuNGOF62cS59k3yeXGDBnzTqp+G3MIs79UGQMyO1NybWIrv3i5GGfIa1GkwC9SMefhyBjbpSbq3/vfYpK3Owg41XOI7Onjp+l3HVl89Q2b4Ay3+W1XpcXeVJd073NoYhN5j+bv4oWVKfhsrs59Z/MYMvTXmcbdbAX9hcHoWuhyKCKSOg4PZthX4TKl9++WX58s/9xNf+z0eoPeGEE0444YQKDxmtT1LYreD0/460BeR+gXPqm7t6Vz9HGe60AjISCYedlARWAI7wlPK3xVkRZx0pYdWdx0ssCgEwjLwlQAYpGStuqxPzYngU2PcwWq8lTTX2Bt4tskTjeKe7QrYNuu+U5Gg3GFHGLeOIfisW1s4is4Jproi1XC7e06LpUg/Rf/BOKXup9z2B8VHiapZ1J1Cp4cIYigK0RxdMv/o40Ib3UVexMPhTk/z9goLIAzzybOIBDTApbsB5cYtxNKuyYNv58oONGSsXsePqaAzcdhsP/jnOdVbjN+2GU4ToDUg7sCPGK7xtL2a8srzp5AzXV4Zh/cx94in2kC2i7bUHTFkM1WxgSW5Tsf/2Wm7/96kQ8pMQSAmY/ySxOmFTEaRudNj/7UOVdTw0qd26vuaPtfDUUJ1smu+bBZuYY2d/NblRre2CK6Pnx3T9u3j/5cB0PkelQRPXpAnjQcQvBrXI/wDFl6Dbl3/sR/7d33j9x19/gRNOOOGEE054AB5yDwaepgTVHD65iubdk6m8qoa2Y+d0RvCiGaxGQzl3xX/+3stkfE/pZoWuw5ZfsIvXodtlt+2DmNvrZR1+FonPJKHmKXBA0K5j99UNwnuEJ8OHtM6kDWeNzBUxO7OrZPd0ShzjXJQmj3jcfGY0QyeS4YrI3yiPBw2qBaaEptCW364IGi+sXElpUlATHDZFC2xkxc6eqX9SeGeMLQUsfomrRWNjw4347hyfW31UwRYd/NHx815Ay/PAt4n8Og5PQnT3A+MVl8gvuR/ZLtAt5I1cwdItjmwb9VakEFUq2CUMhdRnSwQoc/UWCngDHbv9kGHYbnaesA6OI1pKV6ljvy7gVZnH/dJ+rwPYCjBjxXjL/W01aGsArIZ7nd13CGvv7wSO0s9HS6YKqNsk47WR6y3ynEaQ2oLFbCrqQKgtr8v4V0zvF4T7NgxXxs+eS4HuXAOsCyQrW6y1k0j2FOSuwE98KKIrXv0/+W2FfE0gXxK88pVf+KnP/789NieccMIJJ5xwYLTWKf/Jimw1TG1F1ndZ1AOrjLq2OENZatpNuVTEmRxa0bedxhR86BbB9bkor86ADX5dpL0zhTczqCh71WeMrN2hwJarYyg7u/TyhtiR2cI60/U6abciO91u/rBztlu54sW+Lcv5HrAI2OehtBrROSHU6Y1C90d698iFVH3LPWNJEUYt2jRi1qHKzsvaVqapmrqeEV66r97cC1+Ar65N8VBSl+DgT9R/Sp9w5s0OmBYMUOiGkzT7KhlUCv6QKBHSop80zp8IvpPJcgCI8+3FCJBJA7tye0stbYKIpnqw25pxwRJtvHDF/45yjbGjs7kyr3QuloyAZBBYwfN8OI9NkdGxN0Rgt40WE/x8NPHklnt0axjNF1yUlQPwLubMNMdU9LPc/1IHl1w/Zc9ezSxjNaO29rmQRbGXF+874SLUJk+BKh6XO70bo1KIQJ4T/Oz/+wQl+WX93OZGp1TpHC/3tU4mM+5G1g2D9QZmXoLwSoWP3yiUZVIXTdtK84XhsWLz3wDyxeeyffHjr331v30qdieccMIJJ3x/w8PuwR8EbDyxCRsIsWI8sGpqpBl3J03Csl0LsrwLewTJgK32DSXiYETtZC+GiBmopfCpDfkZ0WKoVVz4PRe3FNuQp+Q6fER6Nurn+VrfMVmfE0ylNenDlWn0O+FcrM7Qzdj1r4dGf3QFMnloWt1bScSLCKqAbqALVFLdbBQOxeqeEbTi3R1DdP1/ZvGAS3xpSbJslWiwn2HB8x2e1UBKGLnb7UxAH6v6f+Q6/EHAUhemgp58/4O+GFdrfjPK0hm7xlX4FjWs55tBUE8HDJTqKo5ZN0wHZSL8rqV7Je9sMZk4ChhB5IaRDAy2eFDiash2eN4jdNYp8ThkUYkvkEAAGYd0MRbeTH7DryVq78At1Zvh6ryZH9Tea5t1MdLXNONtbxYdAI9v6n530+v6m6e0Fg5ExyrLdWGQ8n/CRnwV7rNtap0F38P5632ABbfjq9xMANcx2fVVpd/lVMQ/2iBfUtm+eMHL3/z4a1/4zgeH9QknnHDCCX8Y4XCnNSVq3rWF1TJ8FrIZc3NXudYYIg3AJ/UbSvQ+XQSrUjM8ZtV3ZBUygqNgnTCtalMyedXaJlS+2gbgib8zpYJbUT6pVKSYd5R1vH5EH3JcEW64+84KQVb5q+EchuuNtpmJ9SAEKDdhIpdw45hPdwksSWobe3uBlHthvsyC3aoLg2N1M4zWsh2MfMz06YartUln048H9XLdoNWxxSWSc6gZCJ4OTrhYOQdGA9uBgZm0HPDs986Klu+3+u2wyUJj5j5mppLSYlYEYLMGzS7iR3XVFtIO7waij+azeewdMVZHLGW/pXbEfgBjoce8N6iKrSJejVprOzdkhjvxrrruyD4ALgenwLOrfcxwjutsiBBeQJHZjHvhN7PNsmp8ck+DQq4CHPstVR3hn4xyM6vzvmrm+aOzFeWNrum/ebJQbgPNOFdZd2gULpNj9/5YJplRuM/+yLusXoQie+hQ33rULfgYjnHjcSruOm9VR/9iF/FaMkDzOOE98/6+QL6pkC9ul2df/IWPvPF/PRX7E0444YQT/vCDG62d0gc8Ov3Pwm7ln7OlKbAj0EOoI1xRO+fzFTpcl0di5WrGDq7pvmy8AkhGqf9V0G5UxRvu0dxeMK+UcIGY5IeyQ27BAEVJDcWi5k74FGAUXDks36774LndF5twVVPKtNlxaBRYy7PQ3yEnU4GiPc3OglP6WN2rC30AuYxTFlPGPIqz0QVTLFkTCgLUS+8hzu4dJiEMH3u7uj3ak8zgPZdJ31DdRagvK6C7+Lux0xxBmLBLH422vNpKf12SPRLgKCmnx1UKRgCmdDBcct2qM4iZV1VciKc1xK7Md6FzIZ54L/fGzjZJ978qGU6dleIl9ksgVpcTOT/sKon7XqQVa14djDM/TB7Q/rwbIsOQlZt8MvdSK2vIJYV4dHAJN1kU/AsqnKSTfry25XnYzsmIpevFuFo2YPOVL0BdgroHnaSuO+U3M1knISYwH+5CJzdvBjQQv+3cF0AF1Ic1+FnoMLq8P+njaHaYDPSjkph3lLwUaFeYVmCktndT9r13E/6Oinzh+bZ98ec/8tW/JVKF1QknnHDCCd+P8NBO60MF1Rdl+dqnNJ3XQXRLvZI1lqoaAhgutvztYAeI9YLdDBSN4k3NCWUlVCHssTNgaPJtL3d3NfxcT76WYH+Es4vWG0bZPehtyDCQRuCmqZyTcbhcZOAH85Dvj6RdolVtX/Gw2jNuZBy3DVwKLX/nhn3miSm7MhcWzJqbGrAAJbDPgXo7tyk6vbFe7sBoRpHqxRw3mKnZ8cyN7aqgIAL0mHUOu25kJLlO4xUKyEYV7qA6GL8Vk7oG40laF/1+rAXeUW4M//EQNhDJhUlcyIJt5t/X7kAGaPD89qhod8cPXIjZboxdLBnGvQ36blUJqxGk/NL+zl0o76tzLCmjJEiI8GveqdzKzjPXH4aB+nM682x5EtLxY6N+bMZOon++787b2y5fd1WM10AIL7RrbgOOaGw9w4wiq1mp/MfN1sKLjML9j6UatmHboyPAMVok44M/QWe61qa5/Nb6Wgr2ROI7xnPB7WE2Rd+wq+m4m46i88jM0YPzw+gnkmz+hZ4nYKaQfyKqX8Bl+/wzfeUbpxvxCSeccML3L8jr3/pzbyn2V4Fje+HhwoBQShlM6ZnfLYhDMo6eUhEVe5RdyLh1xYYUX1fGdAQXEgC6zx1B38YaafcDxuTdl8Aozh1No0Lo7O6M3GKhXe7pNJXYRA+hdcSbzX9FTTsEep1XDM0S0m73LWWtHAPt8Jbyq5qBpuAuBDTaf9rkVPjOtCupihTQSlSngUq488E13oooSmCcsS16utsrmTKmit03TXk1JbRbn1FOixwKR+jttoWFwCzbdfZL8rf2DQfB8CPcJp/2fPNmxb9rikCmQ94so/WbsZ+/JsO17rgCULDf7Fp3wpOulPIxQVfLMHFK1lXs4iolGWWEnMjjwVolGa4HknExdurHro/fEmBUTRrzZohyQdZv6R0vYmxmaAj8/uux8GP9JSoSANiklK8mznwodc1f+1Y9jpHS0jgDlWd3sGYxQ27MhYHTcLlR0zEs7K87qJywab9lbY/Z2VXCv+s7CXngxp/ntbbhfrnKa/9J7QQMOcGyyI/1I8bFsSTvOmYsIdjiwiMnip0tfrf2esvrUa0t+PiHzeffBfAN2S6f2/SVL57RiE844YQTvr8gGa0GT5/+S6Gs5JHBMF7FzkracX1gpmJ18VFjbxhInXId52HjXfw1tM0VlSMWe72mEzfG7Pg5Xmzkt8qGtPKZ03t0GG70b6Gz4jefJH3N6sJ1D1fJ6wzGgh2+c4lqS0zlFToU3xqUqULV4Zc2vGUxKaDb2O3iNkm7RNY+mu3Rtaai4VWLkhpGkbPUnVNTLJVemIv3kj/lVZhB1JhZkNpWIhGMZ6K6CeiO4qHc82a4kCFufbBuEDJai+KeaKwvHpcMXoefYZ1vF416pi8H7VLrdbvfB9DZG/mrdeAe5/zUNKI8kr+8bLrfTSOWsxcjg2x1ADne2EZpjNUWQVpgzzLzTVNPMp95TLjYqmw4Mso0v6qfO9akb7MMi0lgO618hrXKMusZN1os1XfEfq0JbxTGsuuh6Uv7by1PhKkKWV2P0NwEQ3DOW6n/HKVnhEiw8Z7v7GU44uCTDFcgIlRD/MPDBisnZrmrPj8oRP7mpvr5Z89f+tzPf+SN//HRYk844YQTTvjeBHn9W3/urR36Kk87puQ8XUVFUkil/B6BTTY3VHkC69XA2zU+GZb7KyWehSY9mwRtAgRiNdeyFsvJzQ3eBaIooJfpKrzZ7pGOs21eFLIRsaBeiN6R5utD6L+pK7ViuAigfm2OuVKTRsaIGKLEsxbfAvWqDktYr3BZ64zdVc8fyslU6MxVdr6sxit/Ywwk+Mh6YbU115yB4IgKDepO85wy4W9I29vVwROQqaan94LpmTCvKLKcKrSgEhqf17tsc8lCxy1Futomj0YVTsO9lKucKGWSJT0HZIv82lilknCT9H6U6m7CtPJjqvhMQVeyKCwYVggDpmAdcQnHhXENPMLKWg2hwm3nzUxyi8sQag8fBlC/J9YsLxFyDZ6rJLb4aFGN/VtZyFraXB+bPzQ9Rc9jE4nPf9f7Pxcbq5RW3/M7bTK07VfkXDnBstDSNj19DF5x34pKmd4cgMwWeO3Km6isbpgzsXzV0E5yO/GjbagjgUw4pKxkXOfSD0EIR4j15VHPrV16QiPopEbn9re/24Z/CJXPi+Dzf/zDf/pvvP7jr7+4iWSPhxQAACAASURBVNwJJ5xwwgnfczB3WvXVHZqnKZ4IH4Iyi6Zd1mIkKGj3BR5w5VZVdSp8RCk6hG63JKGvvqNlrmquGM7vrmTM531qEaPouPh9M2N1M/yVjMWpnO1ZEW2NCXrJ9LeGYEcUYvXedr9MTXKFSMavfV5+u9uOa3dIjXE9aIgwDG4HShF+aBS8pDCWQvxxZ+18PtNVHbm2io244cnkHhGVTCQZfSDcNotOr0D0Im6L/CzeOoFfuNVO/m0UyIz4ojLO/O0aAYPSfZN7GAH3xs/hGHxCrBM+zzrOdYcxzVGCS+KZe1xFxGdYH67ZXYEzIUdGzag+FpsGnoKjK246nq09idJ0lpU07w8K6LKnotm/lj4osBiwavIJgMgOsVBc++5nDM1wGNGrBaL7cE+f/qUJ5Y3Y1OH6gJDW9MzBydgAqoWw6/LsU/P5VnV+R3QqKUesTWftbwyUwXuEgSTh/fDwdMmFRanziXeX4yyrd5E5vtn2re9Yfpp7MJ0GSbh2xxfuA+MaLfHUmVlB7SLBV/j8RAmpD7KqYd9TXKpJP8ei8Kwi/0KhX76o/NqPvrJ99T/9ia99+2GETzjhhBNO+NcG8rE3X3sL0FchZf5EmYAfmY1zNAmEgQR67oIwHQdmSMXjqVPigwXaT0dfc2XTmIPmu191GkqxU0qGISseVM+2hYKVUFG4C1dLnyKvpCMUrj0nK2WvGrIrg25U2O4wNbzOc5N0/rZFTG+3x1BKwnCFm2drrsV4rfbNVKq1tI2XtrPmxggWbc4UrcYAPjISanHVyLAbZ2ra2mZd20RRTUKvb2imtghi37bNkmYE+CwuJsXJU6CBhxRu5+NtcE7TGfbq362g33Vxy8sJup4y7qMvZXWa8UvLBXR/su2EmTrOUXrH/b6rin4ol9bht1pONwq4mf1ehGcd98T6BrNQfkWydCzK9zBqR4ZtWhMCQDZNhpHJNKvRj4wX3I9oOxAliSVGo8xKWW6B0lreVfb1wDI21VVfNuO8VP84cDnppY9ehAtwMVg5hdJ+JslGruMoEFyls0uWjl+kBqymKd8buzvOUVBXeEamHo1P7Wff5twr3TdrD3sO9iX5x1ftSCS18n8fwNch8mvP8aEvfPy1L/yzlXMnnHDCCSd8L4B89M3X3pJ55c3ysc1Rfne7Jvw8/5rxyrur1XjltdWlGvQ6xJOh1ayQlJEwNExji3Rqs6K/CgVCBXPXlAy9gq0Vx2zaZjRcC+Zxiy7TNXnyjW/rWcl6G2daRODKZpISU2o8CrC/GOmXoFQFOaOSV+DNTMxZsiNZBbPTbLXc2a6hzIxi1KlMjbtYto0GVbavH+9boSml/R3Jm9JjEaQydI2nXDCncUPocbRZSzu9WC9b7lPm3m3qJABc+ffBriFjlV/qahDZewLVcpXPZII0hmk9w1p5oPVDGnOPQcLYjVcO/yLYizu2hZXhdgFsXzLuhjaeLHjeElwPCjA2SNIO4EJctIu7TmveoTJ5caVo2j64rJNSuhhc4yjDhrF77315bq/yYoxsIXXGueqGnvQQ9LOjb44EUCTHxCF4OZjT9ZdbzWAOGS4/5weh55ShtJs339p9b4PPLVlGS6HaZBnHeqj3fCc2ZhGW5CYKOTUdv7Q+3Syngq1AT2Hu+yyTOVczx9b1xJBHSDxmvE3YWU+we429jzUxFcw7iIfaLkEz4zEWlcVk61VE/oYAn92fP/vsJ/7sV/43nHDCCSec8D0D8tE3X3trm1feJOF/X3PvZ0TX1qciojHJLUGXbtTRGbBd0luGz03oNBuQIkKKzDAQsrYwDD7z+Y1Z+WrKrmK6/+agGo5rsKiz/e7SlZRMUqjUcCvaV1b5adeb3nkALWBl+tRb9h3rjnBRnBRzd1Xh1/zk+LiWNlfWmJ6jPba5w1oUoRTMldMvmqjVkTFI2c0w0JrqADTwTj+twyjIMMvMZKMnrBM49aGw0SKDjl0zRPFurF62YdjbLrTtTqqMO3pNObR2g6ZaFoi+Iivr2I22aqtmxE0eDHawlVBkQV7F8ufKsfbqmgdgzRXyZ4dCdIu2du2/DAC2BLD7sxmJxovUu9bhtxatcLdPmcxShbeboO0iiS4lvI1Hq8kR41/BXhkkPGgLthpLgn00n2DcD2w4SCxDWQAnATxqse9OC9Y1j072zjSqOUHIhClBuMtw9oO55KgpqgO4f7cxctBmXK4d70WfpIVIwzTC6c8thuHNs5Wcs5908m/I3JBpS3c+QnARujb2C4dokSS8dEy+r+MXWI9b1Ok/019gj3kS5FXiO/3zb52LrA1N5oVsJGqIxNzM3gb/vQK/poLP/vJPffPvNtidcMIJJ5zwrxDkYwc7rdJMBC0ozZ4KmmGUlO4wWHv34EP06P94w7m7kg5V3GWmDPTTLiv6yV1gZxejAHfjojN5AMJ4BTzycK2+7qLUzcFGH+kVI+XJNvhf9zpHfVKMilKohBJhv8G/J+xE11WN0KFcmmJvOzRVsSuo9xUUHvFLR80S2DUoU1PRhbDMtU5njvIHfx7qoa4EFZdn4rGa1c1nWj1wU9OafDBLBo/tXlrbJTK7WDbgMlM/uwg2oX6gw5DZ1c5kq+8S1oAsHVOEjKGFV81ZSrM1YvzYDwpfyrzp2XnU3cBuwk+BTGI+K5lV7GoJsYUyxzpdo8VjFIDfwbpYSPXvvPJqZiq2giQlPPUOY2e1AGW4jNqZTcbe+kIyKKb8UltwI5/x0aSrANx4O29ia7bULsBlykXbZRXn7vixkWvIugub8fMgTMojq1pfrXDOfVBzKpbOiszXI+MunQeNTwssc2d5R+Ym1tKCfpfPTn8poJsXSLy4SDFj7T2MlyCKcBXrSZhnzWnxqVAvk6KjwdrN350oQnkHbgdhNaPs+k/++AJQeVeHZ8yT+a1dvkTeI/+rQj97ef78r/7iT371N0Xk/XD3hBNOOOGE9wB+5Q3rlHXiSdI5zTh0Xs0++cxg2jWfFXvKFTdC//MbVjhXlGqem1D1INanO/xsDgcbr6CMrBDHRO/VlStu6kTN33gtoBK0KLSoPwwt9QjF6zTdGBJl8m+1h6J37Trp0tFnmEZTpLvARl0bpV1fAXal84Smqw/7FMnirtp9azkgPd9Sgx/VRlxJfmoeU1Q745W0LO49aYFj8kKm4YANuMj45wqdzrYBpuEqsUNeiW0HTG58G9LxWsPnjgyp3Cc1h7dl7ZEDZJVd1lpVxUraLZnbbdApxWuk0zoA/D4eKqiEB5oN4XjxAdLAuO+WXldBnnZuyVyIsomQWzvmdZgAGEr4dFvge1r92V5tVj6/U3/mM9IyybVFE0A9AA4kyL5stIzm9K/HBhbLsQplq7DIV+RmSvL8UGYK5a3CmcbZbjiXJmvLLUUey4ciYGnMcwCmoMuQKoUSMp680P5kKKiRqeqGnJ23tXtaaxe/VfQ9mVm/pV4+JxaTnUJDw8uVdcFBQHeuAwXjjJ0dEVAIdo02Gf1v+8cC+bXLRf7aj3343/vrZyTiE0444YR/NSA/M6+8GT9ZOAew20/dHpT0bvwNIQ8ko9XLewCxRhlbHUzXCKOH+vdqu8Vn1o3qbFq1vlLASL4jX/zORUSBKdKvKRQNM9zIm0qTNvlS8aC2Qez72XL07pF1NZFiE7nV02kTUjYJo7KMg+pwRbUdvuuBPl6BiyU0Xc/fyDga7aS5UGuf2w2YUDelju++7cjqYOk+pNhqSRf09Vqmj4pp9Jn7I2pZ6k0ZZZtBMNNbQKYN8EjVwHDntnOsiuhb7nKbh/MhDJ4ZYlU+WJl0ftVybbq2C/tyev/urtF4ApBhWfPXyLRHimqvTrO6Timk0CIII94XgCb9/h7U3D2VAh5uMtcGsvzs5Kge0D/QCZrNrROYC1oCiHnD2PapItne3N9ywUj93/DeyILgLGbUbvPspMiIFa0z2JJfF1YpqELyhjXI3dPqNuNl8CnGkhfBtFkDHFR/NM8ciOVZh/VwOy6xzq9p/kj+zxL9KSEdXd4N9L1lyU08l6/kIWOMEqfCFmfScFtovlVfajYp+B4hx/WVoSoTHwt8UKVsbc6K2MDDGDj4zzcpgFqNd8KdXpF/LsDntov8tR/7E3/s66//O59554CKE0444YQT3if4lTfxKiZYhqGfVLVc6CiY+iSblanxfswpRQNo9BFQ7XUC6me11ZS9CVU/RUHpyPa5UQCtQcMuNzksQCICpOUA4IF2Kj5maCRFlSbcI9q9/Sj65HDVnTXOCVjpN4DFeBUu8EFGX/cIBmS7fffgqHhT4DaLxqSIA0rJWLSALbUgpf9zhZ60U3zvgLHI26bpV6HhjQoTnqQIprFWApxgZt+4b7DSqpFNBNi2cJPeBL54YOl2rAs9twIzjcLjSyj/+YISHqdJLWcFXDC3OswyCgFgfJS6k/lUuGG82jtxrLtI1jcsIqzNHEpvrjvnAGxlQDTSj2OybHlkxX9pJ8KQMY30siRWNqCtHrU+NgZQCuZjPrFzscq7ISM2ZdiFg1FpjqxuJAeuIUwi2ShDAVw2NtWJzhQ9d+WGG52OP7Js59zcaKmTYjVcbbxodF1f59G1nZZ+30Cdy/JRDvtWrvqJadX5zOecrWD7tgTvusG+pV/ZcORyJgJKCAjGFW/5Xlaq5sbg9auHCqOOPJzqEZqO2dx/xYxX0i36nlOLiwK5G+xKi4vlyQKEReXyO4B+ccP2157Jh974+Gtf+E7PhRNOOOGEE94LNEZrSTD/hnIXSvVQBGj21PF7LwXk3ZeAY6U0G815Huvj47ZQtYhG41SUiV6bApJ1kwuwyauezar0jB2OY4r57KApULxDwHfFcppx/lKc5+aY7POpRP2ep17uai6cbCjxfHxDCWEWsy5oz9druBF6pMgGUhmNYrLZxw1j+5AvKk39pVRAWtSOoKndXdT05xAYPTe2DlM0GhdH2HEkqYfPvsiRTvfZbsllXIMui9VidF2c9kyTuQi36jWjexAtuL613dXB23xe3VVAAXhVxuov6nnhHbJCuOAqt78XA270Rz2otQiFrqySaxEJXFHNSh/FcafEZvhJlh5Zec48aY0jNTnAAo4XJEJ+m3u2H7lGRonHivLVNyDZX8lWGWsSiy6fE/o91oDv8prrsciIWqzKHgMSco2IX3gwh5WLOZuaeLjZOOJzCw0xFhTKcGfjdZLq8wdDEVupR8WO/3qS13KNaLYF3/md1htCjABJJizTbNehyhzn8cypA+hcgRCyjH3aEJrzOh4czLk8/dQ7cw23NKZmhUJlaaFVZv+N+VuiuNJP+9E9FmCi/tkiMTTXed3mEBD/yzcVfBeQrwD4qz/y/KUv/OxH3vidpeoTTjjhhBOeBHeN1rugFmjFShToHiH/qmswzxzaTaiAK8xWbFUvl+T0t0t7E32f7B5I3OXHLWM142dwM4ZDYywol7Ejrfib4ZQmX1OwXLmbu2Hp3C0VfsQoY+aRIl4UEs5S8b5eoz/sGv3FizJFrKmSoyR78KXlrCRfJcNE6ULfLfOk0U36tKRA3XWvbd2XwxBypfQIFc62SVgUOnPR2TdT4kzBNiWT0eBzXaTipXbrdw0j0xLGyGkLAwxmOM72EkegobHQLfXNwhx6cTSe6Jytt6EZhq2/4SG53ifv9ZtdckCkpYokoOxs+TRGfCANF00BcJ1Z2LAFvbNyFPCzvqX3wysQ+jvlwVC6yQKwz9Yn0rFeTbunHYnANByClBzlfO7SRr5x9/CucRWXyDBrhpvx2MffbOd34+MP0ccrMrwmlE43sHE0H9KR8tJO3val0etwrjy/xyOm3wMxMZs4j654pXrvzV/dhNgJNI5PQfI54jTks6xtHUAyort0h6iynLIiqyg3uu2dXQVm4wbBExM/XR+JIkcK80BKi1qKhlYJBKms9giH1yNvK/SrG+QzH37+0udPA/aEE0444b3BE4zWOgvRjGmTmp2N8qAqU8E60PT6iXbdOfVNtZRqnYuPJkNh9G0+Oiow4dqpIjGBH9e2futS3zdeTUGNHRR2LvVdrqlY7g1uPhHPiVZ3+FUsNveKkC7LAVgqATfsGCArGzW//bYrc0Z6Se1QbTtXnEwrmLT7bqsYhfbtyKywne7SxL0WudLlpdAmNWuLrPR3HYkWE5pOliuSyROJ9kmWJ2vSTluGXTR2Xiu9kY3/eE9Lye4YrtDdd2JG+dPl1LfpTNEdFkcYDtb/asChtf8s4/zoQJ1h0SrKHCDtaJGpFQCtbLF+UPuPsnFBnxb5Rwbc+BlBstJu61TEe9mBxVZX/zfuV02cI5dfQyhtNM6xsXnnjvqhYTwPORG7re7j0O3CA9FWUg7Gq8kwuz6IrZFg4KaAbOMcLJe/iSYjwfq5j3ENd+VltJWh6YF9dviuMpC4V9qk+7DOR5UbtL+MMJdYepHgI9uI1xs4UzdunrYA23Rgxs1xyOc87VhJmh1JVtcjuVyTtc2CYse0GnXf+rzRv/R/mfXbWLfz1VnYSc5B8iZkxNJhmrma1+WkEpnwCppF5G0AX1PIX3n5j+BzH/8z3/jthvITTjjhhBMa8Ctvxq87VolBXVYEwPdJWjRKM2D9W8qQf9ZYPxM9nzzfL/Dc1a6Ktpohv48COLBLfH1YU+hshzwpal96eDEp/MoKxISr7p7JZwxn3qmY2ZklNgy8eprULVLvo2S1Sl2T3X6rwo1tnW6FoYBNlzXWX5N+NQnYuNDQGOqZUfuakkt0Bi/6hi1pnwHTpeI8Nys8btGmBjRNrppkrCGPTtkGLRPMYD6NNm1aU4c6a5Ss1dq7raDpdVqaA/VbNQV7GkqZ+rh3Lws/O2ntF1peNUCP+klrNJYdw37s5pdDEd3iGdVg7gVAPfUqgLvAGiQDtnwTY8etcSSliTAWoG5FBva+bEGMZr934xJwN1uPFM4HHSXaWcNnfBjDdi7a+p1G91Ojd/5mw8QI5p/OFpNpEuaOzN3jq6XU2iI2nifNm+2GIe34blseM85zHIyJ7rtFPZec1g0jGmNtqxRDcoXH5g/uZ2l5hQtuBsfjs0+LEoL/Bfzcss3vdaeVOnclnpJ5oHFgMTa9mA6/Dj0bKySQbUQvvYfHoo156cd/GOdNUKyKrpRmYPHPCekojolf83QRyDuy4esCfEb3H/7cJ376s/+yreyEE0444QQAi9HqrylJObWXzrCaImTuwKQEAfm5KAuo8x6meqKr+rhE7CvZO6y7c5FuT8idibMYQVzyvbOr71F9oCJMScjobHJsFptrlKVV7Nj3EYhnn823zQnZ9VNWQElhtZKcEkbiQIdedCjNnNAmLf821+GBk06XRJmK8Q7FFrutUjnDNa29w1JYqlS/2T3lfad0G12Q0fq+b9g2iiJtjdhWdlFJe67Y7rP2ZLYDYLY9KUfN1ya9ugGgnCQ1/rHhZAaKGaqerRnDddCxIXPEFYZH9VxLHecmSUFdfCzXEtl44NRHOYxvHk9p/hbE2b17xB3p+t34kfLXTMAxvjm9GUYkvyUss+l5C93gLsCYrrfi4lwD9an9m8Fej3YIMwoRDTgQsj63zytS4G1j8ovP6TNfdP7HninbNKKG8SoTDXWKL+lQLbUlz0FAbPASU5P3B5GJ8l6Ybn5f5o8DM77pidSqnWgrz0uSo3ntFjCuSdDR51m47UAuasINMczHt5f5pIP6fXTuAeQakHZzrU9yPd2As77Jy5fCcctt3DbMPSwPiX2JVqajyObarAJ5R0S/gQ2f+dD2oc/95//hl/6/hjsnnHDCCT/QIK+/+dpwD76hmzbZxp9kkMYeUXhNDkMpHaJbS4niUFZKFcPdkNJ2aKa5slEiqrIvBf08H1UVsinAzYBH1O2nwVHtNYLrmMujflMoRmCVDarjGp4dfJWFzHaa7l1Th/XgHqwIzAep5FXeYqVekF90yjeQ46AoAL1GwBkzrnObzhLsjj6j+YD/EfQk0K4xqG7YL6gbCjrrGjtOWow7ptAsGM2vkxlUK9U4lyW0NFLsjpWZQiUgPXe3FZUao31L2eZCLnEhYpN/mu5VWzb33zrQijt1CpryACx9LP2YGnLSqoNOYIt2a9tLlzqOwFNPC4WjANt6y3armqLAPio9aiuEsUK7cQg5amXbbjemRDBLTejsKYs/i1Q9xn+YAIO+2f+V5EY13jiKzRENMvrPeDk8DmKYC10NU4VSLkgm/TKpG2dkQa71sTBTz1r6TvGGZagqkA1aqrcOvdx+asTVjlI5AJoxYy6ZfE3kUnatz0v9D4B3jirUm46qDZ4tYxqwZDQs00kJq6UKrlYeNfO7zoWhIn7uoiaRUKwyYcmQXbUPx509bPE79Ruj1fsiPWuei6yPTsn9jgi+BuDTgj/yuV/8qc//7i1yTjjhhBN+UOABo7XMkjKNIJHp/juUoCGc61TRnMdqloItAAfXeIABlfwYLMEyaOJIuvbhzB8FjKe8LvsHYbjmWlFm9aiN//IXRagZ2PfpkhSu1vvUUhVT+WQFFGRXYNUfvM4yMRvOjc0Q3w7eWT18P+31OjXhXaGyzcRjmhdTnEwjMCXwyJWr1FXfHWUqNgZASn7UjWAIa/6JyhyqlJWjlQtEh2t5RbmsOnCqC1h3digvfxFMt17AV3Is5CopflKq1YmTR+s044ZdhBtgXh6h393P7GOgMYLSGxonPGrtzOh4T4F8Ev/jWQ9wrfaIv5bIxOcoH5VRic73Abo8zTuzKVDZaFqdbbYBu/ouMSPgO5JHZ1Ux255khxm7Y5TqjLklrswDOndZSw+wfl44sHPTUO1i5769TQeum66MN2N6s54wn8lWmd+xNOwi8/hdNykh95vJJJ8z8vwxx/qRRKodkOYvjypPMvuDn31GqTfdZDsx05QU89id6rryG/faI5bVYNAKlLILUyXeeSyOI9F5j7lCfyjfEp+hwcSms1yc4ai/L5Avi+inn8mHv3heo3PCCSf8IIN87M3X3oLoq/cUrEUfJykcym1IZ1csQBNWzUtFCrsX4vFJOCaBqGwEiuDCj4jpYFFJUaeap5xffSocKvQA6pI0XZIznzY6P2y7FZHWXR/3oM/uUWWDddSF1H5HbHQVoCiKHRdTXtOlrU4ims8u6R67V0oH9jiCaBRKhsc0ptJ5alJ+XGFtcHN9psEZZgAlQ7LcpKviO5WjHlbQ12thwuNeyQjMbTGq0bEpteebjIN91dtBo4EKffFOkLYIlh1Tp97xcDd+84KYgZd4/GtbVvw+HEHLee5Rts5vTEKffYfoFnlmXRxZN8ZLkx+pJVt5lNsMqU+5GKL+tRRwUG6HwxFkPM0cyr2BUw5X5axBmws1NMaYDys36DTxg5dfvAa+Z6ajj77RCA3Lq+y4jv44IiNZpHHvirZzOt/vMcx8LhK14H0x9pnPG8kQk6LbpqAhG1filPz3pxKbI0q9mttL1yzLs4uZKhu1q/ep0M002aCmWdXPTTvcGkB3ark5kdyffp3+Ok4tQkA9vn0bUds9BvhM7HIEaFrLrvYUBIQ8jjn2mMsF6lvcN0aWzHP7IuW3Cr4NyBdkx6d/+OWX3vjZj7zx9hF1J5xwwgnfj+BGq7+Yf4fAH9J/KB4kaklj23VcWWDfhX2zyBcodN+DWURkndyeBLr+Ufhl4469KSw8qXUaaVJTeD28i0DaqZ5Px76Zm7OSB5oNSUkNc3/OnDqjCqvtSljooFB6/IfpseYqPKuyZ1f8G4W7Uu+KIyloD9NqeFj9bBnMl/sOKGTuvlogJI1G1UmTxNndTvlYDN6DpmM2odLP51UBxLnu2Vs8DGlkNv747hcisMxu13lo1/0MX6FnK5ZdK+3/muYA/Ltr8QjNv9Cs425cc7HlhaFwJR7jfQnKpOtIWVBbrDx6f4uE6ooqOoKp6Nhb22r7L+ZHubLLv8bIWiIF3xqs3bsbbdAl6e/+Pc5vPUArAtTP1gbI7+uYZtxsQWU1cebvpo12hGxyOcX1wtzgiQMe/W2nwkvbWDcphs11TjVOkgwxKRsA0bzGNKvarCq75xPjLKzLrylOI+hV7qKLPF0gPkSgwrzTnHYyqwDV/BP8mUXBfH50Blp9hbL/UJ5Tumi6qbBM7vzjN3PZ69pp+FtmVa7LB2DJRN2Xgxvx/a/tjjY3mIzzqxtIf5GQF8vymWWtuE73cpVZ//zuO+LcJ5kfqXibrRjzIJTZtyuwyfY7O/BZYP/0h/74n/z6x//Ux9/FCSeccML3OcjHvvXaW7h15c2ypRCzphlFPrlpDou/FFXKdbndpH1P4JNm1GTo285vci8C7iv2nYLxsHrwNKh65UM5JM/jVoKpILwr6LxgHYQNF2XFJZSiuuNqkzArup3ujvK86JqmfFECQoUMNolnEezXiaf5NVfVX03F1ijPs4fR2vU6bwMhujS3iSpWxCXldsPJo6WquNI6jOpQkmCYWoWbxA0hXuQoo7tSZRiKMl1TuVVKGQyHFgjlYR9xVxCp9w/tCd4+rjnKMFxL1aWV3js8YMiOzd9158jHBgU8QxkTbmRJ7keDveJpTBwmAqOA+2Q0SatOXJtlOQdHidulgWnx+HgRCZdwSsJnp7nOqp9fZvtHtxzM29VPBy7ywLsiK+3QhLxffQMKXkXyYOGnRBv4+AbLjVmfRcMi9w+OkWa/+a/lNRw2it5kiyRMa2orIZoFWDk4I+ozIUlWFzrX7MuOHSc9gl7W5SjGbMpyFN3DCm4Nw9QvS95O1vC3O4Tonnnvf0te62er78bIsfM3BZZ5fX7qdJmQ1YRDGX6+rjmf62ID18EYM1WqOsNRzH6igj1N4IBA/gU2/NVt3z71b/9Hf/rXX5fXqzPECSeccML3BZSd1m7WnLBI3HlOp5PzgmaiKMX531zn7VwHBVkmu2jc32v+PpV7r0hrAd0zKbrIq7B1krs3996jrdZ+PxWlnE2zzQZQVVLMNJMDLMa71+uTbdTBd5NyTC1W/bsGnwAAIABJREFUEm2lv+OglPR2766x3/pMUnSUqEsaXRCge/Q/pWl61BO7ZFbfTm0HIJR340fmaFaInE4bB7dSg1yz+Rvmzs7gyhg/6sqPK9GWzpEL/nKRo1Q7q9goX94AtQAJoqrmfSACxkYyRRD1Y8bGQyZgBvwhyDb405d+2hGq/AXTNVimDFBAKYjUbMC8y26d3fKPVzIVYzcQNuMd9Wje4S1ypDmeGXUQPdq8rzTy7zFmwqU3XMCL14FiXoVjldnZVqR3tnBCtxeliMeKJnCZZ58tqRYJOGBxIZ4yKK7eIQ74gpoQrcOwrgF8DjsMTUs10I/VxAbpJB+AtjHOeEhwO7CMsHOx7H68xHx3f+Nm/lDawWSZ108/q2tpNX5usMfwywWvueILx0UoUBlbPnXzl8vPo/LcrxeH9HtyRVpQWIKy4+h37gBpUbMiXHpQtLusfzTnqH3VxhOFCmiEmPX98FYxDEd+OtrDMrxpIRH5R1D9tACf+uRPf+u3lgQnnHDCCX+IYRitvNPqkphmUqkzCaC7uZ6GEuI7rfO/ZVezgayQ1ckV6c0joF5QCHnDyXfa0gxD1aQZjCeSSV+r1uRJn+EB8hfq1vQHVkSd1Y1ehIImmK6ohEyaVGc2Bdq2GhNsdlka2RTXaVKloE6WT0sZDXRRbd2OMIVvFqalLxGlXrndUas6y1ZAbXedCjdXz83flfphdwr2hhXbBhmfTDG72g1U590iSZGSqWRHv3JDQiKNKWfLCr17K4hveA6WaeSVzKfqCrsYb8IM0zmmDQfWnrNSnsueadxtOEi2PhX13xshBdUDiEWF3LnDSBia8SDN1EHjS2ihav1vVyh27FeFXMaHbdscC8FGvoCMSLT9LQGwSg8aP4XetojJ9rjz0f5GOyvlTmesDU9CwM+wEm6AufnWUGIHYpNwMKlxnaVdlnSZAzlA1opf4gPhyrIdEmMf3BXn8xLR2cvXcPHEbXA+exPH/LA5UtktdZsZYifZDNY8pyyLTUx0w4uO990M1YMepOJlZNuNvM8XLrYLzncXqpB4gH6goXGZmqkDpE/zXta5DWrvjnHdxkIN4cVHjRgxx60oNkppFhGR6o0Ern+UYxaPgfwD3fCp7Zn8pV/+yW/+gydlPeGEE074HoTVaAVCqwlLL5Szaaja+aQ2qiAdLDmKBnpTIWvfHky/nSICzAjHFX0JpQ0xLbQFzOdHdlg7rCu2R5NNnXTv86UqGhPPGfXB3U3rLhoppzyBR9GzpdiI0DBSuXa7KF5hRsKAvWzLaDxC53dXtMuEXpVB00K1ElAUXXi7TKV6t0jJSgsYtNNEpdyCmS3Vah/MqBbG0zXe3ILqeAJh8EXtqkjGz4yzNBRsKi+uAOnwjF4qi781aVZHw4oPxwGwYDfKKE/NKhaqiKalg40BV7yLvbrYhXuSOtyOE4N90mumTziE8PkwADpvCS3Gsvei/TqCk13nqUxTwo2FE+Xt2TMMSmVFTOFjp9bxCMXVt4/P6Zl79uh75lExx8ke45+9CFLZs2+tO6EkLgjJuvNqJNrvSgunZeOgP/+/csPGVlosQUleunQRWdFfZ7tBwJ7rqUqXaUY38pU5LL8YDc5r78zlfBO7VGyDbGP33+6s3dJYwQjWU1hiNNkduolOmooTdFP1kuh4/oBL2jCWas72BVXCXY5E7+0O3wmIyvj522Wy1WMirbR/RitkoNHHhuBCp8nchckbjRNN19xIxR+R3fFrirT+lkaIBv+jpQL/h8DrTvL8t2TbPvUM21/+xZ/6+v/9aFEnnHDCCd9LcLDT2gApqqZQpOAFLJGle+ynUPui6b2rkKl6q8vROcBXecaQnNeet2korCde1gm9N1iPZ+PevMjfu5oOyDmsgSMFWwnKGpxZl6QkgflmCqEA2HNLDfdCKXhpKFUoMXM1UrFC7DsgFiB0ft90Ri5umDXqR3HpCy2VTuzOMhvldweuU7e4Tg0q3X94q5Gs33D1xTYJnILuwc/SP+wMEqbFI8E1thWND1vdThXMXT/JwVUdDV2Na53jJFXAaLHG78RQAStrfPfaEDfNnjVJBtnAZhv3Ga7qSBGr46LiZGyv6F+pQq0+oSpuWMRu6yxvyrDrdR/yY99X3KyZZxNuKtieXSCXLVZizOPBqm3O31Y9/QjYYAw8Rw+7AH4mb6f+lAIeqQXMin5gO7GuTCuwN+6ZPL6PhkltTy34Zjq5cPK9huE681iDmuzpxG0xDC40fg7HtVJTKLAMDw1aNiCdXTU0brVXV6VgBikcoxcbbfmaq7TJb18YrPTOLe7k9kzTW4cED+ueHRxoKeRn/G+p1vHb8oDm2W5OA1x1yB865Oo77mQ0ZyWRxm17hJ/P5eO5BlzaE+XUDongzd+ZwSkmSlZR4zpKiS3v04ZH706kE57UqUdXIDfhG+RGgnVilXEL1V/HBZ965ZXtMx//M9/47XtFnXDCCSd8r0A2WlkZTcp4zPJJNvPkf6AwSHnqJr9VuWmge+27Crl+cxM1ErTOcpF1YlYJyKpynSgOdKJD5e4I6txdSTyezjKz1ZTTuj0A5N/NnYujgHVXqOKZiiWFrtKtJaNO68+O/qmGcpMUZyD6nxsA80/dzUt1xqTe6RkCYL9GfUkZ4d1Caeik0vms0ZGm5aMjLZrM0KRTU9nNEvH6dey2mEFamGkKkXJbO9umi7Zo2eEqVHj7G5HlG48FWSlM53jnzp7LBAEd2FJnmqvh5tImhtd9qOOs43j+bcZbtEPuKdwefet5t9sVL67XnKciw2VtAsiGbYSpRQpUNQnXJvsC1U2ad+Nn/tEEOy7GWzHUIjDZDpLTAghG/0s7VIX2fVoC5vKvVGk1mhPKC0t4z0g8zeotwTRnuWsGeMuoKUeqTaMYi2DhtWAvMwO1NCnTIFBiebaIpKRlWZMq8IpKehqfQNxnu23zPDqP80YA8fBLvKA0S/9KLKceKMFEW4Tipdtov+j4jxqv9s2PuTN0g7l2eeKDg0V2btpuKbu2Q8Ws6i9Gn5jUXEsPbx1Ew0u0ptjZ8S3j70ntN/Und0f2dst47wk7Pge9UHQsTxIRJIPIr16A3wfkiyL6Ky//W3/yjTMC8QknnPC9Dtloba0xE3LFQOIzrQzJNdirieLoby9074jh7jNp2rUmM5JMU+juTswTR61ultPOtLRCXop9CtzefeIztYwnuULOWVIkT3IJMUJ/TJihyN6LxnpT6SZX0pulTC3b71XUeV5O7VzsyG2REcUMPPBucqa/qlhJr2AU57t9RxjM5SqNkShrW925W0t7ZIp4lNY7KkVSRJs+aWfsrPjqYmzUQ6fRsRhjpKXXM+ncJ5jmzqCbtJjy5df1LC7CVkamP7vXTq5x1Fgc8Lhl2uRDu/gSqjfLGP/lQZnW/pN3bRTvXnd3DUg7XyjZYU0l2C7Px3vhOlcaq1pdi88HMmvXGIbVZVK72aLHTLVDYGd6fd/MxvZGqJnckxxYbdcIbLbPSNXbkxpoBV0o7Dgw+uBuDGz8XyWnHrmZVdQd67MVwOmuOqaE8OrvF/TULYt7xisxKrn/z7FJhpWZPNsWAZ3sjwWNMzADUIA4WHwkNwiNxfHBPw0G2JlakwHBprV3clFHEi2JlPnXz1vXCcIY1/mdlwo8WxZ/2RVaugwFs+R2K3HVDbegGAd0ye6PKXy3pLYDEGuU8/3xTKAeNK4Z5Z4rfSnl3Z5hVuBjEoZ+dAP55yL4r7DJr/zya9/8zScUe8IJJ5zwrwzkY2/+5FuAkNGqIdFYMZ0KaKzYd+dZZ9riWsUKqv09FrgPiuFaGAbOazCNOUln3Zy+VgdhXSYGm0ieMkFYPR2HOoV1VbTrTN+9tzahs7daeX+AyPHrpTbcSTcKa+olsGObOy0w6DRKVSTuiVVTuASmIeSrXAr9BUdO1SmZwFBY9128q7NysQvSecDcAsR/YeWG+3en8HBbZYXLSK18k5p9p3yAB5oa9egx4x0PUpB8fM/fnFcA3enu5c3uaR7/aSUAWIjqeu+upBCbmJC8t3GLhEEmpSCLvrvRMPfXDYsWT2XYGB9GnGK/Xoe3RtoyYsYbnyyfQrYLLpfLakww/sjt6sq4f5jb8EXhjfw7/MomcvXl3fkYP6SYStBPonLuEFliGe76AK6qvqjD8bnuNpDTlntAVr9vq9y7v84V1luPTVb4yzLItxvVePe37jvxS3wE/DqfTBtyBPopo4I66v+Wbp5pHfWq89JwvIjyNBv1eRvFe5nvN2qbdVrg8XkwfwjLzzhDrKkiRslkXGYmh5wq6K+w4HmQBrmNZNLfkYmOBwudlj9oTAvuNt5qX6/lW5oaUnvcScPDLI9zH8/9uKjXDhVWRKRp+33AukchsaopTCD/UIBf3Z5d/uInXvv6//I+qjrhhBNO+EAhdlrZQK3KyfzGu6y5FJAEnK9MQW40HS1/1y8PABeSJhBTQeOzr3aTW1QuqKqSgfdqqh4HYnoqPDh/H+DKhlCZgEsdDykLN+BJ2ZsdC863JRUHYbiZRjCaCle6k1Sxw+5x9H3dgohixRNYz9ilvqfDeLXzbENRja4shmCjrPPOCSOjXV/qlGbCgZVCV38bJbaC340ppUe6xldzaCmXx3vHPYyrR5yUkAOt0doA04amj9ouOnNszT+/NFWYIaez8VgV9BKSJ0HuOOa6yaqiqmKfPuWLe2AzEBTAJhu2y0YaNiuiTXYFVHZfDAAA3a/ANvZRN9kg24zDS/VYW3u/5ug8gniGXTqkXvHmfSxg2zJTBcCLXeYYjOjgKUEDXXQAw/m+BFnf7XylEFXLpVw5Q5lqOH2SEyb/xVyq57Oixb/uxANSuvqoWIQPXmYY97KuZrctHFiXsebzDuJ9nnZ5yQ1VuLbKwkfkvCDmdO7MncE2mTAwj9FqfdH7Wq3AUx2gk1kSogLRdnye18RQYnMMqAMBorB5uzfMaU7BykYui4pLiS3PJoKKXkdqlQ7kGwEuYfdKVxBEf2ZxfrfdGSd3VVb/zeWI4G+KyK986PJDn/74a1/4Z4+XfMIJJ5zwwcN6prU7/GQGK3yKbnZZPbFlSVAFdn/7dauV1qLjfZkd7GqU5K0IUGRXm+jTbIw8cXRG6X0N4AnzREp/oAOmVNkBN3BdZkdXLgo2pqjR70cQZhyfSt9o45FrCVQhgGi0gt+lyrt1pAzsuxkiru7RJI+U1vvWfLflOdj/Mj0KYL9G4BfPL6Bd1yCg7hg637ltuHCUobU0EQWdmWWKvShK3EIjbdEsfYn7w4IrIeXP4/vYEZ9jZWqlwm1jfqW8PWSI1SMDrFQlvPxzURYzFd73yHiJdmwHAETiVFhSm9dmoYqodtWx67hfY7e1NgC3KwC5XAAg7bYejR8RTM+CEfRJr8n8Gmk2gYoM41W2GR18ODQKJEULN7llbaS20LDPhR8bWxObbRpJNjZEAA48ZDuu+1xEMjd+YnELaScrjYP3YFFJ5DV8UhRljYi/XtJeEoGutqJ+vW1kpFo7UuC5RN7BIlw85P438Mm02Xw5dukkky+zd5qMnkNr3O0p3i5AnlPF/1mdFrW4YrrOdTXqOt8SNTtLFlYImnT2M00lgkytGkZxfjX6g63BPjqHkWQj8YhjAbDMyHAwSK1PKuOquQyWDSyDG1UhyRL7O2OxpaBgMVNAGtxCNgXnDDfu584nKqLGHjiSrxZgcZeoibzM3RtARMMzwPqcB3IERPEuNvkSgE/+0I+9+qXz/OsJJ5zwrwPIaGUFllKYIoQ4W6jpcsBFA4/CaZY9FLD++4YS02Uokxa7EYFWOwM1nkqH6M5zlqYppjVAHoCqmnXoo6R5rIbYPcpRg6dCUedEQuhAx3yw1qfguILldf2HD+ZMzDaAZ3rvUmoNqDGR25lRP3s3p3lfBHGFO+p3PIgRR11qnHuVvAOcUmBicaDK2hixNKbg8fAqbaSDEOh0b3em+a309LPwln/fCprjhUhHPeM30uk0dPxcI3QEHVI2gCya5oy9KQgjnxW8DpoxPIo4DgpmbpmrscrvtIgxUvphfVEcRYOdeGP5932H6j68dnlHipRpq0Jkw7YJZO6Uhos74UKGie46zpDuV/CCwSI0NsG2XWzwTJlGncmUWJbB7qYoXnZyjpnZR5RcL3rwhHZclEjd90z2On6qmzZTng2IVUqyxYC8YSZhRDtrJv4kHtbiq+Gh8AUYX0zz8vIC2mRhD3wuOu3gjyBSm31zIyFzIh6sMwAepW7TMEhmGouwPtpL20BUo93gRuvGCVLtMX7Ec9ub9JNKRxj0ouim+iGHaubuopZpkqmkMSo2XkxITzninjbWD/MUETXNcRsG2Eo30xxjmAfwSlcCDqWtRYZrXi+xTd/NDf6UFXVpRAufIppxzB8Vv26qt7GD8g5AOloRTuEpyW2gyhT4ZyL4S8/w7JOf/Omv/dYj2U844YQTPggYRqvsr2YtWpfHNujSvcKLq8yt3A8Zh6Qv+G9W8AvOEwv/47tXNH114r/HpVPVehSp1vb74yWt2phNN+lCDkf/yFIYCneb5Um1Pw71WJXnt/c2KVPBsXFn5oYpgaYUrbur+5yodSqlSt8VRVk3WpgVpL9wt1KMqMOu4hmOjRKUXDOtBMtC9yym7lcYq0CcUd1BBm5z1q7j98H7PqFp8YSHgyl1TQOass9HBCjYEDaBzvtgjk3PqMcRaoehoHSPmVqxqVBPyKqgGRXZnICnSwok486pTVaIAPuOfdexs7nDjxpwJtkuEBFsF4m2BPKVUeTCPeoGoDuuVzusnLnjlOk4LyubQDZbJBDA3FF1i6051ypX3nv/I4L9rJ0Az9lKk1C8jR4eR5UFte/1O6yy0nkj6FQtVzDcgevCDSe0LsoGhRt8RIvLEFFaCMl1LkNDizGUyLKz3kZOVCQ6jEmPrEY7juzZ7UTC+sYoz48tgNJMY3ejM7eCWIS4mGEtvIzgIzuZk8zPOO8J7xdGp115Rc11IMpcKib+e3omZr7I9K/zFCZOdm3a0gxS39NZXR/9DyxAL7jBr7dynlSiCx9ELS4CYGasbNGn2kqCyjlObx+xMbg1DyQ8Uzuud8Le5EUZ3I2n0N/bZPsk9PKrv/rnv/qPjws84YQTTnj/MAIxiYR7MJCVVcBdg9O51psG7Jy+5J6Ytnf3FNwCNGuabplKMJ08BWEo+lIqKCbx8StH8PsgofLidoqjXHNy4zOCdTZLWTR9gp0BLFlu1f4osJLC79oKphIbBnVVdjOn6k64Ug67k1WR74Q1Oq8NEVybK27NPH41yxg2FqYq6Np7KI++5E5K8uKFe0Bu0DPHD6e1t6Q4dipHd7fnXWCFDLajSEqo7rBrHiRZ4TqV24HJYNOUFabxGmvYTdl+Oz+RCbUHQd8goB5g/q+m+NG51rACqOhp2WRlu+ysS+HtxFt3jLOu2wYPmqRjR2XsVm5RBmGqrq0TChDs+xX7vie3gKVdddC5PXsGsXpmJOS0420EMDuqlTFJ4eSgPrZhkGb1VzllO56d7Mh09+MXZqFxX3DrOG9mlas56+01rtxj7tq5UUUJ0vG8WUi6XobZPPMx79MpVfteBqOPV1Fvxg1zp0wsAKAueYV95mVtPlv6sZ1W5yaxNoJNhZGzzQYVmLE8kE8yVqwH1vYiegkv40/syAs2Eby7hwmkc0x3LV+lttc+edNd81MXTRjLdtrzRgLqkpnV2buuF6iXE0/++y03O8LWs3YxPvE4m8zaeKFG0iMqZaX7OqZMZ+VnIp/SoPzO8i5c/l3G29e9Iqn5HYvVhL5cRfD1Dfjk5Y/92Gc/8eOf+H2ccMIJJ3zAIB/7Fp1pNdAc4OfQSK2Tjb8MXbMKzA4eNlo7iV2FKFUWd8/lAo6ChvD3PwjoJo/jmjKxtnovIvPakZiEDyvwlx3cMgYewe82OCpHRBd9Np/R6RKvSlVM7qmotAtrioWdAeVdGi3VJL3D2UPBfRTwK0V2MlyZmMLWvDItpKDpIS9uUc/ZuybkdIdQNBzDL7UZf5BppJmGZsohL7krPLLwCKorjkzChfi6K0KZFuNlQ7iM8rLCWW6jVQuGE2/5G2qRU9Hvz9av9UtpgLEDaop3GacN+t04EgWu+z5chI+qn4skuAxDwd2PXbO2S37BWuiAjRROx9/aS3xcWGRvFdutG7Wzm6n1D2ruoAP1HbejIi6xZDwKoQX25vOSTIITtjMZbT6rtTWWWVCKujvTaW0oyfX5kUsa652RoKUPOJosqLbSl7BGDk7ybEZ1Ztw2zpvZEU4U5Bdto2bHuC7J6LlsoIXPMF8SbVMMXETw0kXwbBO8fNnw7r7jsm14d1d858WO6w7sajclc8fBbCdErKQi82LnuTsPW5/Kiypvy8d8zvpxkKZfHM1lU7QnY3qfRFV38eAzR10eT9Vt/QgqL47StzKH3ruHkr1T5MExF1Zi8YAiycNEvDUqfEoD5LdF8Jc30V/85Z9+82/dIeeEE0444WGQj7752luC/VXeCnLxruROZ4brkQYWRY7/rQh0U1CG92IkskemGRK8gG9Ks4vgBe88sY2nJ7oTvUdYS61cyiqRlm/Lubp7z4BPQPHxGO611y14pL1jhlxpHivvtqPE6luN8drvKCr9Y5Ldm1XD5c76yl7yJxSnxZI5pmM3VwuKBgK/LsMDGgEUiVUKJQ0046zqTAB8VzR2fe4rPRlPxMIUphJLOyb9NjEpV0KtpzmIlXbuZwLfoeaAWa6MM7FghTYI89aQypFQvH33wHGIdOp5qa7j4Ze+kc3e8nvPydP3Ttkc52Z1uFtrPrPI6YfBOiIKExHzkRRHRpR9OkuBjhsr5/C4LdhgbqIjcFNaCIJJJY4Ly06nUyGXGFnuYp/CnaLlezekLOlASSMK0yzLIsOrZvPEDY050KuLr7GRF7CsL4NYmu5LzRx0CW0B4oZskul+zNjTjGLlW9MJz0SMk6zzlsDvGN0IWSlMtcUnjqmdfDvN0KA+cuFo0lO+vfxMcNkEP/z8gk3sLtm56DHH8nUHfu+dHW9fo81vqgpqbZnn8sFndd7YWdkNWhaYuM8H/ibLLI1zRicnpMHqYPynKQgkCjWP8/aedW5Inz/m/xNnQeYRH/spS3KLWELKt0I3dlxaSsHTROUkplvE4bTuvu6VT5zduyb12b+HTX5p08uv/Mp//LV/0qB6wgknnPAwyEftnlZTVgXY99hd5V3Wh5VhAJhKMJsamgSyvVuf0s9OmWQFR4G48mIGq1C44JRFOufn6i70QRqrtUYjpy99pOb/eZa01XabSFNQmEYRWf62WK1v72Z/At23XGGDMaxIWfTnEdKE7+LM5a/xn4dOqtM17wCvuZ00r9ecO6dTl7a/M63dvhjnWUOz4nNiulsAEKXJXB23bVvpt3NSvktnK9rMH+bjDR4/+v4muHYWd5Wm/pe8LCZGW7x3WTFTmGETd7Pm7Pke3FA2rSz77u2hgBlfHptK2GEUQN0KdU1sSKD0tRoIQGbcrQEgOLKVU1H2twSzXdJYx9t1h+4a8heIM5fzrOx22WhneiLLm8uzfyrxN1U2LaQbwy+6etOJrJo85uz97D/gAvakfCtGt9n3KHwRzQS828qtrRrBhszAqe2nAlx3cflv9Sz3t0qU2XTVydJBtWoM5nykwc6Cyqw7ZILv8tmY5v5j9dLBUpnb3uGBH0gJIp8Abuhuk1s+D065NbrWMISUjAydcjIvdkQQp5DbiguAl55tuGyCP/rS1h5XsH6wA3hxVXz7nR3v6h4LCd7Qme8S7EuLBv3Ro1ggiR7FA5ZkMmJBxfrmkaNYfkiicBn/3XsbiinwXwzuhNOg2RZ0JM1ZQdEHp3/U62SZVO5LOhNbF1lcwrUcn5lBA71gCyDmtcxOTQwT4N0d8qXLBb/46h/99994/cdff/GBEHnCCSf8QIF8tF55A4QWw27BRVh3ynSrRFffpxWFJtOtGSYni4knn9OU8reD6ib86GTRTQK30na6cJdGU+qY7tLEx5NaVbTex1x3Qwd/GNr8Nxng2hFpC6MEKdxQXq2eyXYJo4A5UzmYsZu/NN7sFjBHoyz1dLFz466aZLWE6/AITuQKMFe5kfEiGJ62jVIEXfn+SP95ErBibz9NWbGVkXwnAlzD7IxYUqKDZ+OvKzqkMPvVOUAixHlDOyVs3NoZrE3sKhBrhtLG0nCncQ9e0k0E0hk7/juz0FHdtRpiCXeBIxkRGAhE97HrtGvsClneedDUdj69VNttdIE8EdxGf/RzkxxsqLgHO64dokedz5tv3j4qcCPNuIjpqr2h8Jn6z2jT2xL0pkwyXGSaNJTYdilTACkqZ6MXPN4ZtprRF5fmrEF9efQNxdgtN3kBN0r5vK0UXvIaUfCpjBXGy2ThNHwuEzfjgcmgHWP+Hn9nhTMKsHdmbuMU1CnmnGcCfPilCz703JgdC1SM3Tb1hd9954q3r4qry8tJG4kPIfpB4yp2rYNFvKfPs6Klyk75I83iCUDjpjohL32c6u7GgO7jFe+2cu25M806R4eBJOowFunm+x2aynu/wp66XCUv1zEh3e5F/cjXx6z99qWUJE8HqV2t3qr/D4Bffv7S81/6xGtf+5/fG3UnnHDCDyKMnVbFq+DJBPkMa3um9Y5A5SnGda21+oPMBwUbjpRV67aaSNLjMkaM9Hjua7o/W9Svnb7H72vtnLK6/9Ycds9fWtHlndano3+YhWvvE+pRY6K1R6qym4ygSJnXzysB4in2EvEz962MddAiyDVkYzcbWbPs3d5NpUMVu4zAGqsiFfRDRiCofbddJXj0SFNY1arZybWsMLxuoN1qzvt9jBIWPXhPinco3DI1FL47N5clMHdWH2uS2537k18lorUMOFJ+l+XMxUFMrs7x2UcsAJP1h6rtuZVAvFEM5T11P3XrRHaBGoJLv12rqIyu/K8yoEL+Pk4dxjNokYRU5CQAb49uCm1tAAAgAElEQVT/NJabSMnvRR/O7pdARDFetX1BzCfVxd7GnbdS2VFkHiZWV82biBhVadyHihFxuDqiuEvuIZHIbU8vzbCIPeXo6BH3alSYdHtzTSbxBxxENwfxRbKBDcDPY8t83rBNF99w88e+Y8cw2vd5LtZ3bx1/NdTKzMjnbEddz59t+OHnF7x8EV9AZB7KxNF2wL/zYsd33t3JW4vYODOwBxePBTs2EHaPEM/qfGmGIF0TY+1iZarJjfQW1kfvTL/pLw8/X5Qgvo25gmmKzsHzkKVQxBjh7iL8QHXckykM0dbrWC/d2p/5miEgokmrf5O+UJe3MbMKr35SPVb2lPu/CZH/8kd/9N/49M/9+Gd+7wGyTjjhhB9gCPdgA82C9DBC7Q3oZH8vZZuXVTm2AmRNJvZXImkoBeIJ7gVd4pAIRRLjHtE1dX1vf++6CTa4AaYkwnFdktxQ4p7SZl3yWvRIVNsnp8htgOx2xzNu8h2OybIjgCf5ittCXsGvnbBVsIvGvXo1jdoe0jRaVXwXzFQTn+E9WEUYEaYE7ntPP7ssKtPvhnJ2h0TzXGk8gpRHMiq1+yj/Z7tFOyFdxmZSoASp7VMC4k9EEo7M9VofALC7M/1c4MyST0mSC5pkPhhOvHuRu18ZNMLfVhq6o3CVF9aErMinCLQlfQemytqSCN/JKplp0SYSOY0U0wt9YxVIY5Xbv3ONZYRWV2rayXL5bItJicsA7Nxl7GJzvbGhv+IGpOYtOFAVpSk9nWS3zUqie2bIlDJUQdzXmivg/gdvJaE+qo7Tbu2EKGLrOorp+vu0tbnNuHbB2H2lCM8b9Xu78kYn03aMRaldBb7DWtgXzBjyjPurjT9V4ALBD7284aWL4LnEzuHFbY8o7wLBO6r4/Rc7vvv2dXiacIK5WmE4PNsE2IBXtg1v7zrKB/DOiyuuumHPF7xRs8doife2zGjHAojSupWduExg7VEb4WD4rcWEwPJzxBObjHUYhTXAHGPIpT76vqL1qCqQpmClxQYpBn+aOLUgtQrQ1FYK1MVvAX4PIn8JKn/hL/75b/7tB1A94YQTfgAhnWkdE/gUsEe7nTeg01cBLAopfblToMYEUicMSnK7yKHcssLH01y/1/qoiLcabn+rpUlJkR2ZeK24OVfsu18Hld+Yix/B71b2oXuuhosrnTE/H5wL4pk+atIbGLQGxyOEpUA7k6O2Q6Ck5JTrIpS4H4pHBFgxTTjhMElisvbpAuxGab3Dg4jyn0Vprgsdt+i+NZIq7wbdVmfRvqgBLTqw5i3+9yQbHJGCKBslnM7OTKXzdxJjZfDH1NSgz3ZdbGePbQTmgfNkFz+T5QkYV/rb8bgqh91iw5oh90cgoo1GVONsFJkxJMlQLXiCZG1BQFPSVXFk5X6MEWSCZYwA0RkSR+18Y0Yg73SFNPPgOkYvo0k8ibpkidfEMqUcKV3az67AqosIj0JnnI76xAMXqdMZ5Ru9FqAo4Wfy0drKgiprbi6R9Yqu1Kwyah8u8lGoLQ7Y/6pjp9kWGYa9m43XqOBAXqrRM2p/5bngh589G2dvKY/d8gWIe5Z8590rvvvOjmSYGc4TyVe2Dc8vwIeeXQCZ1y6J4MWuuE6+/N47V7x7VexNa3KYKZMJmlql8bMpQrV6i3iasqqpyKLy8M5gwowL4J7ko0LzuIDxiajkftvK8ooDpenOtS74FlmiAPQqsSZG4j/Jyioza2FKDOR7pacsB+CLk4yzQP4uNvyFZ/iRX/3ET3/2Xx6hfsIJJ/zgAe20zom4M46ebDEM8GyttvAUFUKTPORdViv/UI8WUySqOfjBBl/qcnf6FMv7uoqfS4ppaa94FkVan9guFb8j/I9AbMI5wt4tolLBomjPcpIhm+k/MhTeI8mH+YfCovE8U1qUzKFY9v2HFSLuhy9o59QVgj2eMW+R4V1WxvEeDQyPjKaqY6gqdKtXx+hUzOfzNuVA1dhQW+o+HPW1cTSTBvfUnDj9OKqpvsOT1LbZQHmHWlzuuPJmZ5dnGUcGcxpTpUt2QYd1xegYWtf6KXs5P1tpdCBykKpYFhr0/nk4lj3+mc+eOSulyReUZTUcjqONkwUBJop21VXsDHjU51fuaA7jFPeaipenWqoqbaVUfWVJ7YMcufrwGiTmCO1cSnqeSn6TxRpIrKNOi8KbkpDy/DetkgjwZOfmO8NBobhiLvLUnXmup6nI3uwau8nPt3H9zSvPBBdaJbEgQ3Z05TsvrnixA2+/uM52jbPAso0rlX74pQu2DXh57sRafZdZ4tiNHwbst9+54u1rng2t5qCI5RObtDF/etC4owmsuxS4suxgfGVZyt94/ND84QLJxvKkjWQXo3QEXRfp0E9pD+gPF+G44kZFs/hn+dTVeihAY/mQj3okHG2sC74rIn9FN/mFT/3Um79+hwUnnHDCDwDIR9987S3V/dXDO1lvWoQZFqFNRRxUf7sg/61esOvONuEDq71jBZDgjykrnux93S14L6DlWQ6+odTM+LlimlZf8+KB5qRp8n2/G2CPZnfaivGa2iGdcTMlm1NzGaQGa95f5LZ6r63zOH2zdwjvy+USTKm3XYjU7jZ+oFPZGvn3K3zX1dPvoWzt84NF21Xn2dPcyg+HGbF8L2cSZeJtYUOVOtIw3nLHOlJT3g+wvj42/6Rs6M/+U/dLFYjtqikUxMrzPdd8Nq4SYFemdDqW5W0I5CJuRelciV2/cO/KC2hm3U0EZc84rt2zrTsNyxt4jd1sKkOn4QBe8LOLT2eqMSAKUpUTmr1kKYl7I8yiLpKlsZiLooCMNAnlmghcXDapfFb6mXXWdrU9KwctMNEV2QwaX2e77aMicwFO59WZLRpnP1u8tbTVYm2s+A3JsUNknG/lPmRitxu7I8lk5sHRCkef3JdFgFeebbiI4PkGPNuGcWw7ndcdeHvf8e5V8c51x2UTN+gN5Zcugh96+YKXNuCZbcAVugV2I4DgnV3x9vWKt6+CKx0GtnrtTCsbrhEF3piNpN8sgaG2Eb3ceSVDLudbEKzPRPvbF6GUzjuNGYzL8DFUV8KAfG584sm86fSL49GXYXlHGfOZ1uCPNv0jyjoY/xZ3gGpjvvJ7u96o6haWSTb5+yryCy+/9PInf+kjb/zTBZETTjjhBwLkY2++9hZ0fzVCmt8IvnIDbuhQucJ+1rxRcNbEkn7aoVgke+gGRcFoJri1gBto0d9uArlVki4px2+BsNgeb6u2N40ZOurWVvp4yz2G840WmnOvqwX5vGCdZauP36JKm5K7oVHfn0RXW/0T8olF5IS1Ti0hc2vQHsq0AsAuuE7NeAfiupvhYTmMV1NS91AwAVbKNRsTD9DRtRfncTuVX8wBk3impPAZgVjH+wcBS7RhKz3ZCFXDKiCC3cJ7jkZ0pTZFjnHNk3ZdgFIXsrJfxtbR8Kv3NrZQLK5afaTTqNwsh6ppd13Shlip9laAr1rMeCfpQ+TjM60ko9odlqYCqoSNVjP4hHdhS3s0JwwyDvNy5Kcs4jHGmQ8x/jnlvfnD1HUo/IotrsgNOLpqJHJHWsensnVpegvaVXCWfXZzcbwrunRKv6GksF/trHVw5dllmmoKvPRM8OKquE6iXuxjZ3SD7R7OulTxyvMNzzfBh1+6xDwtgJ1xF+Rgdxad+Nvv7vj2Oy+gkHFWNs0T5plkgc0Euyq2bRifrzy74N3rjmeXDTojHEOA64zaLTKQcFlv45/6k/HF8Kk6AHOQDy+wu7BqulRtlaFWF225hi7Tw6pRPA6sTzgvldyCeawihnrYllmOJSzceI3SR+rRP6M+8lg4wFOAd3eRX5Nt+y8+9VPf/NYTSDzhhBO+D0A++uZPviWQV81Qbc+rHVkywCKwHxGUrgAuBZHUdPlO07LraUIrgFWpTQlha+w2Cd02WJ8GVcHx838FeO11maKS9TnT6AxcYQqO4dooLU7cjfbp3j2Y3eFwojQl0suxSWrW1EXJSpqnFb4qunHe5f23laPQvs0nnhkbR1D2lgfcfIIgycrjiIu7xndzGd5p4r/uMw1IWScU0lnGO3CEK1wplFA8PVAIEcDV2tlW9N3vgwIvVxWQDRY9N85OdhgI0naojN2webVpuF1OAwGbzHOsSDwVRqLCAbG3xk+ryDYv+US7Rzm1rUEFyg2lRHajRVfRQtV1BllHy/pBKA3LzU6CjHECG7ceBWoGxXlA8LDNa+dgPck0RvvqNa6GpMJsBrjXV/Puau5fwbtm/lAzLOzM60TJxjWJQkX846PJqzESAWu69b/GYo9Eokkmw+YSWfePzeqo/ZS9l28GhFMBdsVOu8tMv6YCJkMEiLDKipeeCX70pWcAxiLadTaxXevD9V+mpb/viu++UHz3xRW7jsBP6ueMdfKajguI4JXLhm0DfujZhus+XJzf2cc9tDuA774YZ29fvKt4d1pqEfU9G6ejT5lxXAM9RnuwezL+f/be7ff2JbkPquq197nMJDGRYiEhJJAshQdekOA9shASmpEZx0OGi/gjEEjkxUaWiBNbDnYSX+KxzIxjPJk4RxosJ2bisedoBBJ5QQQpJGBhEhAhRE4wZJy57bPXt3jounyquvq71m/vM+OZyeqjs3/f9f32paq6uqq6u7qa5hQaj8keNiYy6VJKfcOc+KVLt13bKbNM5bEGHtRr55VFhfncdNZliVW689WQkRvShs7l3ySij7/9gTf+wn/xb/7a7+wreqRHeqRvl+RnWp86Wa3pXgO2FbigwONd0dZubBOlEJQU33YteoRHn6B0bnhPN8Gl/k1uR71qkfoErkMqiAmNJc/a2Oq3wL8Ho3snIDtFuWzKt7Ml6uGuH5tgIGfF24nBU5v3PGttLQRmTNfymqUzkH2yCNtcV7hkdroSR5svdfJKogF6iv5vJ6/WRsGiM6eSYQMdiAaajT8LmlKN1lcbMU9MQjphnruLzGtPzkkpgxEGtNGsMSyh52BSgcFxUvVELZIdLXbfYwyXXNW1/pSbi7WGON7RGbf4/7QfhW+U39RaJ0PmSt/R2QxnQ8/q5Zw1GLiT/0R+8MLYQeaU4uyaLkuLKy8kiz0QO3iN/ihjMo3BhoB2tJ1o3rMaxWtvRARXsa9GMwA4x56N8etjBOniumZl944EZ3yz6CjK8YuIVJZBQz5mSWgw05vPmT5wGXPnknPbw2UuuXy98LzC50vvXenLL6+EO7LWNxY1/I1ngy7E9PbzQRcmutgZfaOt7nRP91ShL7+cLs0vheiQw4+AOPhs9KwLqZlqES03oBIicGNulmGtTze6lIl8B7op6nkwXFX1rFjKKavYHa3LcEnyk6L/vL7KHRDR3XBPFUZej0/gR4mqcMi4tzgL0WD6qgi/My78M7/4ve/+d03WR3qkR/o2Sfyfvvvh3zqEvis8zu6PDtoZM7eM2a3wgQqzkuckKKfC5SI4rXAYFVm0m4tgVfHvT5q7ZuW8ireMblEILd5vGEaROcWaIR1X99B9RIZvVaXa5/rtVjpTGHdZN0ygyMDw3rWmuzV7FQYw3ILxpHyHAO6EI/8sren5QiaKNRRALcGTjMwwkoQiaiwRXN6uhsIhenbLjFydwDpe3qg2ovrfvA9S8A7YXZ1GikQlEpGC7XfmFww6tVKju9blfIpwnrqdPC4r98sIroY9vnerjFsbi4RmNNQ7BFgd46fyLL00SmI+KUZ6Oe+OHZ08Sk7GTzP+b8nkHdxOIokJG9GtYxU6geh2UHDiuljSOt2IICzLjmHyht6dDeZ8zVFNGFDNBvCBfSPkCijGUbhxXgm4bxEfE0gMsGoV4+Z5130ZXug5NfgFvXi8fpRX0DcQjtgWeTu34AHPuBC3XH1Odybo10Gli5Am1o8HTVh5Tlrffn6ZRxZgmFpEd4Z9ysuY54dfiNCXX1zpvUPowhZngJz33rzMK3revAy6DKUP2Dehkth/M8/I7195eaUv2T2zw+Ru3jk1ZHDCvFOAET5q/ntmf6QFYMhmYj5bNi35k5zq8iC+9t6PjBT5UX9Iesq1s6zLtkKUYkA4Wrtd1uQvD8CcmQ/2bdDflIN/Zrz91i9+6kOf/WLfwCM90iN9qyb+gXe/57eI5Bu204pVp7JF/lVFGdFARVfVKXYzxXOcwBfRDV//pGRXPyUXogi/H81wyp1PEllEQ3GlVPBJ2uY2+NW4rt9qYJJ7UqfsvHxriOL7isDaw106m0d073YcsKrRrv3dFKRAoK/c0GNAL6FphhKlOUeqhsNgsIIQY4QOdaV7eQTfHwcUduM5DKt5jpOiUaIUBEVqB2retEtTttARrXlGL7A5mo7g8vdWQnMQ2wv7Bb9jvFAr7eAsNJ51cXzYdDUj0Jtu74pjNjvPnc5moRBQaPESrlnfAX0I2LEdghZENxquCJd0Nn52+Wuaw9eW/bBWKMdHOotsBnZMwytQNvGzKYDomNoD5otD5l7KgVs9JWJG8ak88Lbnvz79wD5nveWDc/T5uHLJ7nImGkOikJVXgHBtycUGQ56SzqSjaRksF+MnW/e3FqA5sip8ebzjrt1p2o2pgr80tJCDaAymt5/NSMJvDNX1yj9Rt40L0YUUon/y3kt670okdGi9QpcL04WJft/zZzSY6M0LKwyFSRB835K0o0dz1/XFVei9Ky7ZOWaOeHaZ7wlzeFi+OmFdR2f6WmTaXMTOsrLyvY+J8tuhBlC9LeUBXDh18b+wUFQg5Z1PS13mCeU7XkmP/Ujovlp9xazIO/RqchikluQvEcunn12e/fQvfOQ3/sa2iUd6pEf6lkr8A+9++LdE6LuIiJhhBfmO1AnEe40jB6ArA0otbQiZoKwX28mE3WUkQJT3LqIQ5+Kn728p7WS0Uuy8ovEQ9aByizy4O3yQrRhz7zGzI3RjZNdsQqv71lP6rFXN9aXgS/3L3fs9AovxWSL17uBeKVtrvgerO4ib3sqKYjKIjX9XI7o3g+YvtDfnTut8fu+l8hkOA7BQxPKq0er18rw2JlnLzHBv4mpFVz7pKCPlL+Jzl8G71Nf0mlrXNpKQG7JBlH8fBYGxcEg8HmzTMhyvCFf/HImXD3jXZWl1MfhS7dUKpbnb5IDdYNFXlc3Rl9kYj/HXjN9FSCkdbgRVmWMlJorzDKEFYKLCm6RkqdY2pGLj4vsqPZImcFjDijaXRuNFC7oz65rva9ToUQEoHWDj9dKB3wrWVSol130S3SWGwjorWXdy1909lAu+qCUqutKiS+jdW+NZRKPv2uDPwzfhksvNl88uMzDThcmDLGFhtjZoTiqvOrmkg4l5XqPzxjOhty6D3rxMfXoZHOSxI0YFdx+6CgfT3Nf96lXo//vaeyv/JUxMqxpd4zxteKHMt+uIWBlZ+tdRkmv86oZPmjqVNbI3LvS51bmsc6QhXyVYuMu3OCGBjQObSMRSf/hqUcYuxWNw2SpZ2SQ4hZjprxPxT/3hf+k73/nBf/mdF/RIj/RI37KJvx8DMT0xPdUgagHAulT21HMtbrcMTnNBVwHeuAWVyUZnnbi+qntwp7AbEy7woUyjta74iosF7CuTduiRqp7IlW9ShcGePQbNJn+Fc9dMmutAHyQ3TM9oWhG+Nxy02G5llTZp3Dox7MqfwL/n4FpT14Is+JtRlwOocirOQiSqjMPYXXc0bCfOyIR9ae8scJP9T5iX41ysXyHDRHTMSJqzjkCAcfyzddN86CjR0bR+u3W34FreTLriRpaM8jCQatRTZCm1aegKfeG2OCIjRGLuf7CbOXQRrO50dPjGi1smfY9v4j8hGFA2QQOjzFy5kSman6dw3oApLwkYnDZx1WesmbHvbre9iAXR66GccYwW2s8S7+aOGEd5/XmP+mKvDGBDX1S7fktGFk8UsRTwvkpfICmDA4MwWT2s+YoDQySoK/EordLJZUApFGJ2TrBz/PVcPk12QH5Z34KUi9zLOWWshPL58jrO6rOUDz7QhIgHPRtEH3h2oWdjwnDhkAlXmt4mX9ZATC9exnTwA8+ZLoPp7WeDnusZ2QFAm0zK59gl05yJ+CDiMeMLfOW9g7783pWwU0LyxJQtvmYCGGwRvClHFV5T1g9bewUCMxWWAeiKLYX5JcRNWuzbqb9V4JUCXQW5EB6NaWtbEOGkHH3NhiV7XPhA21GCiZl/m+j4uTfHmz/zye/93P/ZgPBIj/RI3+SJv//dD/8WCX3X3Zq/pJ3YutnwnZUmJV9dGlkNzUaYzovM8yS1Cu+nQ30OezUs4mnV2Ly8AyO2EnUH5p3go87BEye4EtyVqXjiscDaPGOhBFN9iVMRNI/zFMXfnEQXDNsHDB/VilMpdyGT7kn3c3Xfu2a9WvEgWupSXieENh2rEz43VNW4NFSFmI4r0VWN6OOIvEKkbp06KaPZgRbE0yZBdYe1zOmWOwpvpWLL3p0W+p0MgAl/nuytMLIaYxPhAcSGODWev3NzHrCrgbToWf0c42QwLrASzHTAmjRDrJAEJxu1DRzfr8L/Gb9N0CEzl/1aqFXGVhAXs1Ym/87zj0LLVVld9w9n/NiJ0YlSUl+3mNAnSbnNWbUojS0WApOYmzYTUCMHScKqrX+uopMmCVSW1DBTXbjtiGIePQzMPMd88HfaTSNK7SQeYvJz47MOm3DBd603YjT0CV2BMWjWjv/XKYZSl5kGCT27MD27ML14KfTmYPrqMWMeXA+iq8zdVruf9u1n8xzr25exxP5hijtfeUw8xqZTWHmZeUYr/uKLK724dtqy61G85qZbBDK88d+Goo09hkcHfLq8mkXeTikcfcFrX2DArF7zRYbV86JtccVtNcLipzN96CEp11eFLSjOk1TKzbLreW8A4MpEf4Uuz37qUx/59c8znxgZj/RIj/RNlWLSunyhJFSqEHudUe7yZRNPn/W9HKFowyXE8qNZBYJTV2pZK7Nm+qsaXh2PTvHuDLSauOSoK+T+XC2drXZ7OuwJDptT3blTZIYRwpUmQaZIsZ/wG6g7S50RM/s+I4u7cNT26Ipnj1enbHGSUE3+wjcnxdOzT6RXIBPsS6Ch3DJTt8CQ+ViE6aWed32pmQ/Iduj/Q8AIwJpx4aosYt3L2/entRe5fSZauSNPjuzaIKQRC9GxrLCoGTNgYoEJUDY6wSefCZjRmdG5b+xY+cR/OubnegsMJhs/VTZsOkByren5TH5nO3INNVPL7MIwYUO13co7qbwJeQQ6VmVa+WflYxFBG+3KUHRP6iVb/LEMqphs19eoMBdAxc+1oly24Ghwi0ueMNprJr2eZT9+lhMliMea25AA83yNiL8Ul/iDbDYdC9blIgz+hjQnLRPbdYCD/kjzCA78mtM9GxUnTY4ZRM6deSSCHL3xbLoEvzUGXUbIAux750sTc0N84nO5EB2H6MR86plnRPSeCF2vB33xxVWDFWHnIKR14QZ9vHIwu6ASYrnrcEn9Nv/GwuYSmDxBFu+sdtQJmBF3XJc4DIvcwYXhMwUYELgnUoeeIZGElmzkaqNIHUBjMnu/566JM//mQfzTf+D3X/7Cz/4bv/GPm8Ye6ZEe6Zsore7BjVSpYgNdGVcx8ITGs7XksiYMAvJoft0uq2+NaCE/8ypCgyPuYKiUnF4F5poq/pkWjfUE6sMM82Wy2kYVKelMP9xoPeegMFzsTReZE3WB9ovAc27MMsDfArgUBOxNQrtRcn2wrd7E8b/13NdWkRXFR0I+eS2GWTkWmiaxrms3/XeqRkuQjVtp7pbnBoSIrtcZeViI6aod5QGUYPd16SM9u4dUIPh7V9rZXqdFYkw0PdiwdxjlFVa3VYTT1Q1ejOY9kHWCYLYPHUuXRXG2qyvq1UENwqycjm61QjD5CVxFAzFNUTaB4mb8IF91590L97bG68QVmLXki0BR3VGKqBnhhxrdHTMHCorU6o8Y9IpnuGzyAQGSRpY5QjMA0rLjWfpDAlWfn+YNljnWbRdHCFxsbTeZY9fUx4npKttRBKTm+qmE2+yNZHSJnOf6A/PgxDXcUTfJ4CtNjBKEyVu1saGFDu2HgZlFfLHZ3+Euq/GZULqv1KstAy5GPWt/xHnzQ2LKZrKKSOiDbwx6drnQW3r84RCxi1qJbLhzyGem/n7ZQ+Y1RCREl8uE7b3rQb/74qV7G+UjCubum727Dgr7I4/1s1Qjb5SdWsGethrhOwiFehSCo8o4tVKFRFacoegdg7xsTMB5IUArT5aEQ6F8FFh0quMc4WM/QgCwEufnVgKWigKgLzHxL8gb8uc+/T1f+F+aAo/0SI/0TZDAPZj6sU2r/Ymi4FwAR/md2EgPRbCa4MqykKMyNOaIKJZwQ7CaSyS+q2fhXjWh6N7XtxoYKNQH/q4LB1tlcg4XtrZrPaosgSn8IU8fuvJbAmwzQZ80xSznYt4l67z57uU3O69bg7FBgDdEbq/YqAbFhHUuPPTVdK2nLCl4zW7kUfsVzSGbUM07Xyc8V/VVFAgReUDISNFFIJyMWY1xPQaYStJNJgEyOCNKFAZjj02YP7sBcL6vXlmOlwGw7GQRkZ/TA9iyeGGVQ9AvdQFNiGTLlSu+aIDmwSfFiraJK7RT0N/Jn1MRsdm9sDkGUv+GBFjacvlNOrHPQ9czV1EhqXoFxKxVm2gUj4WFfzqXX4ABvcmX/k/AzQXPFIhp2PgCRoHZ96HwiYEvYbbfdANFHApO5ynnxtFogYB26examwGDNPGU7boiHe2bv5tn5jOyHF05xCOiWwXstO5xZK9iVjoDFdqgnq7bTERvPhv0tu62HlU2cYxRX1QMj+/JD8fK6XY++UvXK708hF68JGI+pt4ecSNBgnUrq+o+bB1rSHPsg4YjJGqLmwqgJhgqHR8IUZqT2nBDuDIUXi1l7sj858OWIQfWy1U3F7gkrr0S1aPtArEDFD/Wo0artXNrBCob/jrJ+HOf/r53/+uH6/AjPdI3V9q7B1sG/bsTAQTfb9VBBIYjFHSlJJRWawUrAL7eKJMAACAASURBVIvU96Lc0lEBF19cgU/FkwU6r5XeTLhWOpKgzrnOplSBJLTf2YS1YhDUDO924HMpbEbhGcYTpKIum6inq/dvgwBmXFQz9kw2LKp9u1DyZBdS4K/XfNMtOGEL7WzeE/lExoNlecMcNHRLfDXE0vgBI9s5tCj1zqixL6ikwwiJPsSyxyF0lUEiMgM32Y4rWK/uGiuxSn71eubAHD5gDR+h9Co1DHxh7B82VVg0YoYZjtGOCkiblX+WtivjFwFmQ5E7X2Eta3djHiRpd2j2H/hx3H2edT7FbjwMbEc/LOhuDUVofWdBgnCzq+fgYqWmMR4LWFIIt0655rOzOq0k7ATOoj+goMctqP02xHdbvXwxXu+W5iLeb5PU3b5vyI/JI7MjzJhm270DJWWLq6K7+xI3GE2+ucWHG/aJyecsGNKz4f87qYEiO/GJvn9m79DTxRYxbRybqLfrxsfE2RiQBc5UKwHY6FMh9HmBEAkc7VEerbEpgiON/nOS+nww/b43L/R8EPBxxpm9PyNQnVNM+yF1jzbxVbnSyyvRV14cdBmT+gO8cmznD48i9XIb+mH53ZwfL3lFMHeMAy757dH5XHLeuviVYGnZJ0sw1D8rp4X+8CjKDTGSDMAm9DlgbBaBsbB7v5SxnFygKpR5/FSvP+X536LBP/GBy+//5Cc+8iu/u6D5SI/0SN/wdHOndSd0O1GwU5O7qUObTwWGn2stQiopWEoiyp9MqcUvMDy2EJ2nbncQ71rMtCjSd2MURaCPWYMpYVNGiNjZDktN1gIUJ7gwY8kr9TdMptJKJxasRhi+t5dolKeJR2e9zVRjKiY8kyvj3lHYdRkFN/Q5twgAyNIWX4zQDCKUJ2onrzrBqCZzTR2EfZ6oxa4FmHDmDhSed7/KMY33w3ZXJWYBBtPcPYpWrPfcDZ/CUAvEJizCEmdC2f+hbmffyntgmSgEVEH+yeUX+nUBfRKxxPEJFzrYz3BZw2liZFdtAToAqZuHamcJkYSx7e+db4CBOovJGpEjqt4J2LK45IL0Rt4lsfVplqCBZTgmjjJ+0e4Eks4SyS9X6QKvl8OfYrBQprfkdl4pduBuMHHmasP+kAkvG5xMKTow1nvY+VbN6hM5gLXyKna1kwIqR/7J8jtcT43/dlPYM/yFaJnEcs7iuM/+0C8H0aGzUnOZxqBN2IcXpcVkdVzsKx1h49C+qVvwhEfdnnk+C4yfWd8goYOeD6YPPh/05mXEsYlT8c8Br03A9dXQPrseRC9E6EsvrnQ9dHeVxc+2zt/W1ByvQzt1HlXKo6gDhQKTJP9cn5WOy663JusrOTNsSGY/etUK0JLxbv0pyxd0eT92JRblGBng1EqKFpz1ryt7oBoXOXhDWAD/e7JjCUy/y8KfHPTsJ//iv/3r/+u+kkd6pEf6eieftBb9uy+w+X6v7bDIwWz71ECmZMortyNgfGXlVSertW2TZd309UyxYNuo2GVbogr1qB3dINP5VQTSzrhK1NbicwLrIFRuvHzHlfRdpN3FJWfROqUzUwf2+He9U2nfqsolKNN6PgrLrwpxp2iXDiCnGAes3flVLI42UEfMacyiddqnDso17SwNbUsnrj6BTdpf5hAS9rsj/c5XmXkOPa/ntYvVG8Bhy7gqTkSEZ7SdszTTvDaEtQ6bYHc92KMXdInze/kjrxZS4d/lrKt+c6NH61nOSqa80pRdI4VipM04s85BcHfRjorEdlrhXGDaxS+0mFXxyhXJfS7y1TS77ijyM4zykHR7qedjrmnHyc9adwm8Ymd9UYIrIRK/uaH9fiVf1DnSAHa5CYGIZleJnTaJ86367RA3cuk4sqHeNl1++wauH7oUHbfDz27aWPFd6bYvdlq6h4FpelR4aW1+cSs1GVDy4upblRf+s8jL5LFRPprctXe+q6zy5CCYsEnkOuSgQUQffOMZvXFheqZyzBSEDS+UBSaPbdd1EM3FBokd8hci9PI6J60zzt2EaSjjDo4Fg4ujpJNaUInsk/DQWWhHnPWYEN4LbJIGxynkxaMMNr5ULtkE2o/6asNt2Aegf979radqa1rPs3ZVo/gTovZqm9b+OBw7slgAWT4RZReVRmgWuBIW8MICROm4Fib+LA3+s7/0R9/9XIP4Iz3SI32d05y0En1XZ0P34qh//0p2RLFTp5Ggzz45AE1o91taHsprk7PKEF7r1EjPS4DQrzgVG3aLq1+gTni1xH6KgWLbd1nBsHdYs25oDW6Eb98KPIOiQkXfTpxQSEM9qXmHyzVisVY4f28RyL3XKe0tNYshHjB2xrjRFb4xWFjGDw0p0HhKOlNY+VPiZQP8bl5qLlO3xsxqjiTI2hJYd3Qzk8hBeDUGkZ6XJCJhput1vhdYvLDJgQhE4gRC2DwLJxE19AjHh+lqKwQuzHEmzKuo0YVkwz+iEVsFXLUzKbQIBzHqwNDxN3eI1kuo7Dfu/lfjJjwlrDmURRmcuVELAxuFneW2sMV14o0A6MSm7tzF+DbmyxAvb3ABpR0GUcIlJgzv3airYxmvskmyFvqE4V2QcGboTlQg+Z6U0qCCH44/LCja7E1s/3lKahaaUWcBKTduJfDCBY+drMbERB6R1/jPaSlCh4RPjsE3+x0XQp9GCmvX5Lo7XACvGSzu6ln5sp5hNWaEM6IWS3GtW8+nIm+TyYg8YR1ifWJU6FyFZx3PL0wfeDbo2Ri60CHBt9Y29o8Xz7z68hC6EtFXXx70tffsPtgYbXPXnYmLnhjGS6rf3dZQPJF/8C/yxG5c3ViP08ygm4g8KFa0H5lxUrg9rXCy07CbvK4SqOAilMw75MNUvoGzsz90VIAAAQiEspzd1VvhLLP5aJ7/Fg/6se98661P/cSHPvu1vvQjPdIjvd9pRg/enGkV+Luxy1O+berkHX4WWlbV3EhqBebaAJ5pRRM2/eZ4h/B3NaOph66oZkAk5QL4xPmb+cvyz8ig0gvqosgXzdWgvDOCzLiw5LqpGIdrP0QjixG/01dMGb/2/MhOba1wC2W63EzdLpL+yibECQKeW/sNd5yB/dwoMeWnBp6/POmnM+X99LSnjO2qikSEEesf1t2arHoDQqZ5zlWO2GGdZfNZQlTuOKklIt2FsIwMJJ/3Kkrd+fUsmwHAWk8ajWF4in5vz4YiqQ7SAFRAPSszIFAP4FplA7YfzxOHPuCNHe4jEthCEB8rUPsq+DISZ4zTRP+9J1U82IIPcYweb7/ULGIuh/P99k5h+M1aTkQNZrRMsRlvLl5sDcpbSG5LcZF/MP5BX8wIxpyC1FtX2f9EErfzGP9A9OmlW09wMHdOGjKj10KuGUzNxiYD+LpoAxOnTscW7KHNdW3E8klXqI6tTf8tXCNn/TVlAoOexMUrWxhCmtY6c9TZOcl9+9mgt57xvGsZd1sRJdZdce0ni3xtO7BfPeZxiy+9OOYd2H4YHVEPmRbxM6INW1QbYCiw/u9RzOFdlT8gPaiT4InGTHBTjPEDpw6ZsFDskscANQIS2jyxsNt1bMQLqburBv+u31GnQDzA1K9s/ZNKAQdnZTBftGd01tJocwxZg5NJKWP6MCXm3yaSn/7g22//9Cc/9Nl/uEH1kR7pkd6ndDppJYpBXXXUa6dSaVXyU/Z0mreKkvkcgh3PkWVhFcphVR619nguBpsL9VUg4y7LWmOonUFhvKcVYsvWVV7SfuqSW642hk8Uqn3DBh2liZvUChA2s6clPvACd2/laG5v85VScRtHpR/vbyCg7zJHxLe0GQbF60TesTKjjTnp+H3QCgqap0imJyntGm/qI8W9InDQDERjngKScUdPveOIHSaicEmskwgz0pHffEJrQErtZ4yyXGCA8YvwOJ9K4Nid016IoeUOodjVIaKIUol83PdAfesTZW5KKJ2IzIBmN4YP43x9z1IQKgKgLsAhEevuDpa+lfpRCeDDL5Or7PBPAnhk3LIzSM3fpZ1iey6/4X3ICjNwTU5N6F5Nfuy0Gkxe0SODKCafxngjeGiw8Xy43NdxUiUQQoLpwhO5wROaebaS6VDY5NCdQxruKhvyvUwuONqYJVYYtmcN4f1C4z350m+vp8hNXsrrlIcjgHadvEIu54nFQwkQtl3ZNy5MH3zrku+XFfJ5DvbTxeQbEx1Xoa9cD3rvEHpxhYMoPjxNkMQo9Si+PpkySUcJF5846cMAGYg61AJDIT27Mb4dAzFcJ/WE3a19OZUhNM8e57u8FHZUdtqBsKCIUgp/nY1NlBHLGXF9b2fClwB+NuhCcEfGLnpd03b1dvJSDf8uuJS4CUz0VSL6xWfPLz/+qe/9/N/eNvxIj/RIr5X4B06iB+/0Uvd7qbjLh7IEbTUc/yasUYK5/ElijoiKexDFat8KDWiBBs4m5yJ6kyiU+tbKWzuDKgXd9U1sUuPIAgEW4Bf5ezax6fqpy7/rV2KJOwfdeIjgImv/KVIg8U/pT4WOK3o3U9gMksrH3/XX2jKbstGFaOApd/8NdpFSPK0IQ97WvWrBviJUAnqdTV5TcVj8YCd/AJj8R41bra8A2K56qM/vbYWBIeA5YPWi0vczshRgXBXWec9ijNkTBAEYc4VcjQuBPIsvr/WfUNoltwoGND/doOOFZevOTDvzNCm7/w/YiUsCQCddvoxFTJM2y84tW53WgBrwzWTxqSl2F0kXTvIywKzfjNQgQLiEGz3XXZZGXOQP9Zmor4DJg6LguE9FzgJMbSGKd/Y2La14Nv2qE9U0eSWhCzCl877uKgsU71L3aSh/XMY8Y3wZRCx6JZEwvacuDVdqCncNkPE+kLTIrko+vIPVOcL0geWvAtxkIsrNOQRiaBYZynwQScRH9gVhpe3UOYOo8CWiXRdzbGyCwwldxpysvf180DOdCRpvhwfKrO2qlX35xZWuB9F7coDsQV8q/StTQzIsInRnQ0S9l1Bvxb9SdnvZ3xGB2CrjpR06IGYww2EVKIENRJchqCuqAvQWmhGNsn7Buk9VFlgr+ahJ4CIqK3lB7EyAWFrtjxoEscIGG+oJv6UVPI9jKlX4rw0aP/5Lf+xx7vWRHun9Tjd3WolOjA/aC6mdMFjegVDygiCHzndbA7plv45dFFM2zjlnuQUnGsadYQbSd4lnW7bnuh3ghaidTC5pK2g3z6+TPBJmYYDos/hhqnicQrAqkNczusOQPTNbZWkNDZ35LowNXsrqHGc9l7WilF43rQIs5HAs+CfDpkUG6mYPvIQFYs4K/m/qJryrsvaFGTNM5MGZrO6US3GopLHzbyIlKrHDiPS2MXt1119Hx3Y1wfBGGL2dYr+oPelG3KG/Q8CQn+3F3VH73koO1jx8fhdmwGD0Ce8KD6hzTKQ8eMqY73wybfQ2/mZSJCjxyKuPn24BIT97gKDSmsh97XZn8KJfCwIpI4wNdYEdg1r+9erKAtDthLKZKC+A2nesP96Yi+W4xPniwUJXc1UlSs/HaUcFVQZNPhg8d13nLhw7DQ4SOo45jmb9XXSHTAOxHwLPtP5Ow/EkecRv7L+mL7EvEiz+IevEQ4UNXlfsLrksOlYOHYNKLxvTKqfwak2mGf2XaA7vMeZk7fmF6fllYvFcFyKuMun9lZcHXS5MX/7alYg1wJMOPucKbfsK46fy3U4DSmfT2Pj2nUK9Wk9pOAL9qBHFvX8r1VLWX8S5z1BlWF7cbJ1tii7mxb3yeSGDfWHzXlkk+FB5BnDxSSzyKeTlroI7LaBbrC74V/pvbkp4l4TMYqb/iYj+9D/zL/7hv/iz/9rPvnfS1CM90iPdmfj7Pz8DMfkL6u2Is1WppdKupaSEKAY2+QBfJ7BLnRm6zlXIjY47ZqS8PODnMMzwuhi2NotxvCBJBDDYjpjhCEZqZ83dkPo7QfsUpXFaHvuKaIXNG8kvje4MHZj77fVhRFjblCavWZHlIDjbCubqP4UbbBdAZFsevlU1eoZLBAIxez3TsFOwcRfk/FLPi7qXoLkDe4X9IDtDzXjedlfTedaTXS4L7GJj8xALKHOkCYDQ8MlC0E/3PUX3MVjSVSk4mTJ29EAyYOcKbNQchn/akbUJoTn36Rl5q5QLv9ggYZi0yqSzE8UAF4VUhETv0DBH24mEGTnsdZdNJWCAGEP46VVSHo34duUAjwBdGrs1aU38bHIfW+zGlDcPbujIrne40M/u57LZtTZiegPll7t3ahFnbdsQPEJ/Melkwlx5mWkMCbd6gYjCRD5ZsR3HSmk3wHkuFAwWGpcJ4+BDJxMz1yFC14OjjapPqecN+2brNq0nJROdRmgG/H1qwOQ7m2kBuqnePwm4BCt05gKd4NdJ+dlmOjMRq44lKZGd9fkgODdJk262MECkZZjoep1B667HQax37w2eW2qDD5UN4tHgMfJyxbY1E+BFdzAF0J50AJhz/IyZf3CIGx6S+5SLutY6rhJ1sD7Ua6wyJ8V4OfSbTW7tHtbEW/ckED82XlrVxERy2Bg1cERxy2M6xxSJVO3XwqJb8JBuy8cm7+wHsEBmZ/xfLOPPPP/gmz/7qQ999osnTT7SIz3SjTQnrbbTWgQi0V4Q3bLbl4QCqrEDl83QRZmasYc7lvEtnf1idgFLtK6AkiRwUrtRiyS4iv6LskkjIAEzBW3Sas9YAbtxe4b/mnbm5p3FU8I+qWorNWCZTRt6pjIp9B6QLaz4+ylJcFWa1r6pu5RhkuY3Dh1YfIz1ExgVUiqsDexgpaf1gxWK2BnZABJDD8AiMZ5C/jPGFbJJ08StWAVpl/yOVHb35AA3yMrDgM/BEeTKYE2TX806XSuHBmUx/OEYgLpJDgXdJq52VtWMSaNhZeRYMJvM7ucjaWidyfGProDbUYQWK3zpIICQBpxCfiTiWGHI9IlCucAioMT/1R5NX3bGV2P/ufzMpMEdr+xSn0ClYLM0abXJWZlUtvIEAOYm49wd52TAejuNB0I3NI2G1VjlUiKazQug+Q0l12AvpIY+s151MmASoEXCtb5MXpV2MTmMlu3/cSGYEIvz/KHj5nrM3jnsTHlRIwpSJS+C778rTal8S4XsPC+FLFomrNEFKYVMY2f9GOdWQeiWdGYV1EsVYQZTTEDF4cNFcpcNQi770BPA5En1oPCrjhyYKaeC7q8em8FkeKZRPBMFH/vkNcGmQLBpNR3BfjduVFjPsfqj0nWQBfSS0I1Jr8cCftBIPOi50HRbxxILvs0HgX4tJzgyn+o/OVCU6XerFlsPuVlpGdBXWyH+ukv7GfyylqtpLnCMf8xEHx9vPPuzf+kjv/73m2yP9EiPdCPlSaumGudFCIT/rQrri2aAW6UpDD6FsMpCAhRcqUDIJh5myJjr3W04XYiX5lzEcTYCaj6C923l6p6cJqtVumkFJdZE39CNVEn8OgkNy8Vt23BL1icYGgKGRoINzZW9cL8HtuWKk8SwgjkTd6zmWlFWsIWCO+NE2YA+ZYbGxjorcm8S+DdhY9FNGbtIaNlCwd3Ftu4nwJgmruzGxYG7mWpsHGyjNIw7onXMzm9MdsWAEJEc2aCcRufssWHlWW+IgcOpcsyAQY5L7QyoLwdnGRrNc/b94HAtFNJJglBc3aOYgI1NxBbwSUh4EEZy9sUpPBCd2HIEYOASqeIj7aYZTKlbNt01eWLWZZ4jeWGmmnvVSsuBZFo+SVG3oW8l6CNUDD6h3ogWIj//Z59w/HnePIYTXeBAWvCMfUVjFmUBAz0UDzvfb7UdolGXyCcyzEwXmm7CjE1Q9Jl51szn2abtwsqRFxDsLKP10/MR7uQ2cbXFlOOYNL7abmvpHKbMF95O04mJf0D+L15FqLMI+lAnSddSL3Gpu8DCsOO66A8fH5UBiDKDBK5Ms4s8Qq7evXMI+3GXa1nwdF4kib9FU3FaMAm+il3G9ZjSk+W+yT8mH7MkcK0XbvP7mA3esrtlh/v9istIj0GnvxF/4zci21U2kltGxC0zBFLFhoyJt9bAgrHhNgaOMUGxGLwhJlez1nZ64B0P9rSboJqY7ZJsfyDM5UaJops3xQ2AFyzjUyLjT7/zsUfQpkd6pKekNGlFkeRypNEVW+uIwFbGVC0tffarBFIb5xUwPAe8RVlslOQCK1YCj1gXCrdVAWUhXoMwRcTLUDJt1OBiBCQA79R4nTp5ajKDcdlxRcMl9eWOMmb6zr+d0nhVmIMvm5VtYfI7WPtS3mIxWSJnwZ9oniPr+Lfrmx337lOovNj5TTaJZ5tGAPCmmEEDO8ZE5FsPuCVm7w3BI+qLfn4F7glbc/6VdfKKdla4YOI4C/6xN7Z7RJR3Yw8zJc29nuCaCqMLs96yo31nF8paBqY8gS/lx4h63cCRME6vR+BltqFTTneUHXcKOILnar8A4jTcaMaJxY796qg7TcKl/AGMthu/hogRqXfPNf5ZR9rKt5G/bz6ChVnT0dfteUBszCqCfBaxOU9ag/+WKLRc4HU2BS8Z+PxMx9+cKInzRCqvQw/3b32cyFAPAzsrOBXCsEWLoZ4FNI8u+Hlo0kkrxXnzA/C2XUN07PFz5YFS7noJseH0U/htfKMTEfZfHc1eLYidLNIkZQiP/fCm0oMaUTER1YGBLvpMqn4pxq+zBU/f7oNtl5qcT0IWht4OWPOoMXlrOlyq/fGaCbuke7axE4IrMZgSepYyS4SE6NmYCyV2RywfTJTui50EHKy7td5femTCFr6OkA/55DfQMhkQGx0ogcbW0w4KWxZX82THRWIRLrNu7hekZXfNUwXb+B2/+VgmTt8A8w7NgCuJfxYi+tUxxo/+5Y+++9+0hR/pkR4ppX6n9Uk13Hhlxl3WT9luK8IppyL99Dm7CpM/V3jODLn6zYWirDuCd5/TwHo5JqlmecsaVNgNgtfVe0ih1ynvPzj/9bPC6MK1LdTXv1PI98C9Ld/O+BsEiAhjwS5BsaxkbeCWFdG0fPI55VlyFKOc7VVRnqwr8G1b3eR1WXmCuiokT5m8llUqrCuu5mD9ayN3vlsUvU9SwtDGyZ9FZSWOeSgpLarMOayew1ySLSprhwMY5DSNXiYLiJNxOg5z+ySvF1320IVQFBGBRSoxATgoI+qkYKdpZ7vdYr8zUepmpuT6o+A6fhNPsNVRJx/5R8xvzZh0AdIbpA3Q5uGQIUJanfDoMuHsKBjm+LLDStIW8apgePn56jGN2ItNCKBrd5CaS+n1CDdTm7xqC3SwTNdjtqjSwGyaDmXGY3bQIumWM/lAFlw3KcCleAvt+mShBbZdqtI8EnxkJE6wqazoZHIMi1wxjj0hD9pv51Pd7RXYb+4Ez2MGctQKtVyjP8Rbmk+Dma433W+elupQEJqu51iz7FqyMWG42ph2es/vvtDGFvAKvUHmRUqD52IoO9HDAvIYCgcEh9P34sDDopdQvAcZj3uVxv87mwK1RxUazWEeL2pHSTqaNc2s7+H7Ah/nO5y7ksgdOwGuC5p/ncf4U7/00c//VebWoHmkR3okojlpFaHvqsLyySK4KcCNELDBe3MSeArAzlSrjcvu67ak1L+wo5O/rZZX1JWF8TRucoTBVByKsUnXeolYA+euz87wbcvrD7Ab2oxZaN+wYpoObHUS5L439aoBibdBYOmnNQtOQkLRmuV2gsCmtds4lFx3ThjTGdbagXWHlYji4Be0mlaTdg3t4WGicv1IP9EiIY92GmMn8nGlAZupL7HzDTJj7uZy6rMLh3FmBlDsjnKQg4kGThSJEsfaw9Dfvos7oG1tI3aApzE14JmVdDZBNIxFYgLrM5p6TQ9RnEcDyO5gv4XzuyTp6/n4dT4h9utwuojJKBs7ubQtUJqskxlrn23XHFtpBRZRtxsceFDghR+x0RS6Nqr3oaWGpuhu6JTxEvxi/OPlLG4B+84Wk6So0iKDrqIT0IPVxTIWT2dk8OlnYN4K6Tx40amGTj3/jmc8vWxVblzqgc/rD1VXnGE446pZJt4sC89EhAtt7ipLEi6uhdHAG1ZdtgN3hurmQlacMzZIrKrphtsdRzKoYVw8Ie3sjJpnV+/yDVRSHQ4zLyv/8GQ7g5kpjsHQDG5Xcbww6/EIc0dnGFMoF7SEj8PA1GScXyGmjZsk9EVHhnPdO6bR31ls36IgQ2/NhLfTLDUgLjeS3Uue5fIKT33Dmw9CCe2/yWP8MF3/0C+987F3coyvR3qkR4qd1mps3DKO7kpgmCUPRYxJIrRehAizo3UVvAZigojBbgUC5IyCbp8Qd6spuZCknapsiIYwdnOE/P63xhV4sey6W64RthMEal/dg2tbvrMDk+1WNSN0YHvgE/tpdQStZDiDzZ6x/Gluhp4TIC64wqbplczV/aFWz0SPI9Jknfw1RK8bZhXPHcSBU9Vke8rkeanyWJ2soitw2WXFQFYO46tMXlkW/BieqgOZiNBxqPkk4fpnufD8kkVTTvVbl0qAg3cxCoV8sd3Qw/IQBNXgML/mVUGFD43VjZ0o7rFHeGJSZfRj3RVRvtddVh1AU7ao1wW+p8FRWccwjFS9Tz7X7zZ+jdeyY19nLUbO3j7cR/H10QdigrvqN81X9j2NZIspzWhMQq8SZBrMoVfw7K1L/h2hfayzRxLGITbMlZnRRKekAJlikQWl5SFM12PKIlt0sRFikM0qYponVvWq9nSyEjyaPwLZFjpm+nf4I1lTHwMrY3O10+u5xHXHW7V6Of/drVEQEUQq0jPuWmwMyuKb5jU1U45ENNqY4ArsLgZsVsUAWGNH+NZovH/cVkqdvbP3NYNFG/YFPM8IGVSAeuA5Ozur74iYLiy+23oxPOyeYqEU6OkAIkt5OChcacMu0iwI6yITgLla+ZQyp+/SfGnpv8ha4JdWFkdFMXnN0CD4aZw0dVqWdRNn/B1i+dF/7gNvf/InPvTZry2fH+mR/ilNp2da35dU5csgNzSTFKmyyGFZBZSpkFDloeQCg/JU6k1nc07ARoHnBf1dwJYVMyi8G7MZWPREe6tNy1kjSvda+rWnCQAAIABJREFUbxVbrbaCs6DW9IkQrURZa2jb3akXhGWXbpXPdUVuad4FoQ8oY5lhksrAX8gnCwAZ+v342ffMah7VDGu5xIvIFGllCKyBlGKJZ2tE1QlsAwM3+XbGVkyRwAi8Dj9rGLuRa4gNayztEJnBYxFLsTHNL9qcBYXxXV7Ws4RCJAwRTCnqN+OCYez6qG7kSIwRC5gT+bGPRDEU9G1GZJuB4S6mbHR8ddm8NnN7/JIQddPTei/yajZaxMxGzm4EFrqqYpad7DpL7H9tHIQsML6zyau0HaDAdwLoILKzkTgZZyxHFJM5YuU5oYNZr7OZkIzBviBiRvBcbJm7r+gqHPwlDqp5mCfCAcjm/Towj+KC4mGVEgVnfLYxRcDnRM2k41bfZQao49/GfS2YeKJ8c/CEpmu/LWqZSByidOYEH/s/0aBF0fXfRUrf0mMNye9OTkJEdJHLMbaE4nMn/tMdwQUw55U0VkXPtmr0ahpErO980qkSKS1erprMoyxTIGS4MVPEm/L+qMDuJE0VJJmzammkntQX+BML1ApgDXxRrZDyPbYruB3UfXX8D4jlx77j+Xf8zCc+8iu/u2/xkR7pn46U3IMb3fe0tFNwjRDtj9lBBX6uK4RgFym4g5ObX7cUB26gneVLzkRqsbqgdaGfA3vw4DA+CpFvw1/bj12fWt2ufBLWoJhcKdY+w2fvvyJiT85JYr5Vnaw570l7wX4fAmvsQybig0Sv1mBaA46kg1BSYE1IcYJtxXdrEpYcDZXKLMl2VMM4a1qtfZN+ZyPgdJybFbTZ9a1Hb/JuCbYQEwM8nUQk4epLeUfN7APSGueVOemDZxQsNIsk9IWJrupohfcJ4k7pcp2NQQ6DxJ85GhHdcph1xeAaFAFzBs3xL0wQACuAZGhQsHH/WO2lp09ee/mJRMNUahfrr1xfNXotUEuFLckZyfjmOhNpAzoIAnULy1X6x0QPI1UzqXut0DrZwmcnvARcuiOF12EY3N1xNGNb0l3U6e5M4YJZDmvapJVEA48J9psj5rDbgo7xMgOdzYveWzAZx1hY+9d2jiv+SNIz/bVhyszKOP6J8Pwq+9/YxfR3Vjf2F1MsgO8aJSK7UHQGfVb5KRRjVisYvkiBiBvBjtRMBIuKMdvF7qrP2yTs14LNHeb5buFo00u1cuVNCz6FsedwYSN7TEUFLhtk6FidBJo8ym4zDD2jbh5kQvOaobk4JdEgLPyy2N3cKocMqdKnWZXhQPSa4O98V3PRJvdRPgqQoDVjrOISsamwv75UXca5mH8zvmqq3/FGc8Xk/ytj/OTl+safeedjv/Y7m2KP9Ejf9mkJxPQUQ2ibQK6kzaDyfjHOJFcwZVc+S2GZTfienS6p5ksGcPOO0dG3pweIYyI1giggBpxLcCiUt91F7GgA3UjeejEca7pHqI+aB4S6nYtZiXHLqpmtr+ErVtjOUrUj7+PPWqqHYGvrOANIW/wM7s1puk3KeVteLldueN7ke5k+RO0M9PdtSuRefgJNT6A/mbwezmHWEjqMozXAcb1MMRAIc6JxuNow2YibtqbCoX8Fdl1l9pcZVrN4RGLuJI/XLYGVjZ+rZT6EeKjLs2ecgEuDFHs5pGHJB3ShxBLno6ie0Iu67xu/LgyI3IVQdFx4HwMeRlfGOzWWIYF8K0k/LK1DsLH5MviFynvUDuR9N5/N9d/eW4Aw2/1eDnruxEfRa2ITPZP5MBasX63frj6zJHfrt+uViOJKnpCY5BNrAyDGHOBeaCwGBsP1UwoHU0wubLHOaWz0xy3Ueki16LLqSJTydsAVoI/yPZ9DTA7WuR1rv6sWMqc1prX5lH/4+6hcXAfoGWYILOZLR4UAdZ5Sm9om4HUhKue4I7Hl2CqwwEcApp4AtbgoH4BVIFOXMM1I1u5+bE35RBbWE9mLKp/MxTscY4Nn/9sawaH8thxFSsy4069Rd6cSuhNYQvllkj0mogT6D2RcsLfJdVaWCYKz0ZIzg+ykbYfROnnlf0I0fuoDl2c/9l9+3+d+uyn+SI/0bZ3SmVZ/SXcI2C7tlBoo7tMNuqaC5JLDRBwhBTTXfZBmIy+bzLhrmy5j3/i1STcTlzgLSUTZLbgoR7e7iBKhcRekS42ebQ2FM7dnrGfC2VSaGisduIcAUl6F3ue6nbB839M3ETiF2VanpdBut9NaYxftW98p1x6D/kOJnio3zq8WBMxYszYCpdpiF0bCPgndDMZkf/lw3i3hTSgbo+c9eRzNLhgUM5STAY/Gda0Q/h7Yuk44RM/XEkUkVp9sCAQTQYQTLiqnOMjFUAlr/0wDDiz9wkuVGEKUzyXaX5QlN0YR7rByQWDdE22QhHa73HNS1B3MCGNxWfwxn1UlxZzTg0HX6Yg6eW2SpAkjnpUOmT9KjIHZDsfzifiYOmGFzfreMg4sB2leS8O6wwcNcTAw09Azq6Jkw4isTjY1kPcytJObfm5T6bTAKeR3xyaGGxTjS4/3FC/ltu0VkuA5XNTKObKBn3A2+LEtHKuaUQzXpXVKk61Jk8kndu9zPkMJXMSxQz9nbXOgswYrChkIcJXUjR/DJYkv5HVYpHGxb4K8QTCpBYosOe0YPSDyIxslqwUa69KAvhkD+oHJg18NZV4moZFcxiZyU+bJPEKxM6DacF+Y1iBMXRLZBwS1MYYOCQdNsntAQMtpsrqByCEBprQhdQpbqWjJy/RllvFxGW/86Gc++mv/90lVj/RI31apnbS+bwnkDm4MtXKyBaCqMw3eohIFXXBvuY5x81SN9wUkOJ/mZToE3JIp7nfd7MZARaXPNIOztHCvGuJe8u0mr8ko4VJ+o8/sbFiL/waCTogHXreTlcf1VWlz1HcI0x5OU8hJgViRLhKQGtyTN6KexTjcYJg5pIcwF1hNP4N7slzhv2Xy2gfLcYWeGt1MChIPAwOXiSyDQkbcVmYyCHJuU+64z3SI3WXJqX8QVSYi0rNriRsKUfHsl4mLA57NPc12Nsw9U4BONoGYrr5xFhevFmG36GfF5trJlsEqRfI1DCDNMxpMSNodv9X6bk0kzitg7XIYPzVLWWRx+1oziy4CMfrmuUvhyThIeHCbqQYS44Sn8XwJRAXbcD4q0bNBSIkOhBYtbwF+tAmz5Tka12fxHS+7kiYmhtUPRXfzqMBkdIFD12kyQfuIzh1NfdJKAbvlOdwDiCNoAu68As4CuC+TR2urhSUkofHugusm4WQCK3b524h6Hz8YT4PmOB6q05axYbyeIgyD5xSsXvrEZrFBkCCRv44RpFGqocqJglg6w2pFNipBCk3mz6yx7J2UJ1EPAfTcuWCbBW6LvC6Ed2hL/CuzL0jUtXiALiNbQATkZY5vNo8P9NllSu7zHfl2/GQeN7gm4/m1u9LehPEP4i343NkivMg5a7ODy/spvVge528hYuKv8qCfE377Rz7z0c/+vQ2qj/RI3zapPdP6yqlKCVcO2Z5+agX1PFax1nLFKGQgxQSum0xE5kSHsps6lfOqSdAI8p0wIvKL48CvZGdaWhkEG88H9sr/1dOirpKlCS3qby79su7c7ANUdLCemdgVtmP5ulEOLXXK71Lc0IV1h7W4Wz8N1LwL47K5/iUBEn2cuTC3FVGoEVisGBDQv248Kz9m+EqP7Haxbp4hnGWnDTdNlzxOB5oqGwrY0zqmJgjTqLSASmZHhks+FC/NOA2QoYB8hqK5tyYjzM7ZktHfjJzZyEtw9TS8pyvwIKIrMdkZuvk+rZwjutY2GOL16hJoBhCjTE4frus5uJVDWWGez9tARDWVHaCKjo8fW1k0o0/IvRZmPoBuwHGKO4UaZpMU8TTLIRtdB/BlK3fMtkQyGF8bfIh/dQGGZ4wXQETpShEhc/fluIpJiBDu8KTAWiW5+U6856dq/N6QfvG+7LamoD2i/N/wmRCIGvxcGsqOD7MBIUpuohEBeQ0xlmWhVwRu2ICffo8JN+IJsNoYW/CCjk8Lf6R9HvIzwQVjthX2HPIltYteBbn1vr8OnuMkSIkgJP5FfK2vYkE9Mq+SeK8/56LbqiMG598HEogjz+IYBHfp8pii4cJC1f33yH5vMbK1jZjIShq/1RzciRVReJYuNDLw2q2GA5WyDpaAfIMO5mbBApOLTfyGY/0kTRnIL0jok2+88eYP/6U/+tf+9/MSj/RI37rJJ61frwZat8tTCV3Km/EKCi4SrpHdl9Dl12WK2w71PE18D4AqAgEVGoFTxEJMdJPwaKC5JpRV+AGEXL49gXxL8nKm4OCDGwMJNTAAk2W6F7/dqnlrLN6R9r27qJJkiud8AZv9RhdTsBv7Zoiwq5fPngWD0DSHjTuq9dCKl1+arx3oLx0IMp/L6pW5gl+QLkr4rklrg8+Ol7m8Sf3RwVjhoWmYunFgBpFA+ULkjr44/pZ2ARH3FNa/tjI/nyc+L80gESHm2O/y8126NO93csIEdj1nttrMFoF3t4hv5Veviiwv+ytuUNqFaVilbE1CsTslYIzlegJO7xfEBf9CWcR/NySxvYztmscwGcT+mxv8kR9SvQYfGt32rRjIs50MjD0OluR6K6TBaRLTzRI+eW16AeVht7uK6Xz0lrO0EhVehYLhjsDfxY5mZ9x52gg3d8VmdAge86op6nAEKb5RcE5/dJFV2A5md/v3prEMVmBlUa+Vb8n+YD0+gJMRJdUyedX3KMvsu7vMY1J6M0eb1dOGtBwD3Jw+ksutKkeWegiXcFAynOj2xpOiIVkeE/Y8VJ5JTGTNJBpEdFHem+7WCNdsSVJ1IUCEDvVwQRrNz2eWIV7LFbhTCqaE8O/c4RcX4xo07si/z8dkyPwFBOePWYPTkcgXWDXbS2L+hefy/E+887HP/d0bzT3SI33Lpdd3D66WhWSR19nVs2UChZ0rWARjq9xeL/nktRG68ZBhWyHDc6wqXH3HNGsMVGqmAFES38avd70rUFMRuSktG3Iriv4ScVr7an/5Rqev9hA1MJ6+zxQIs9y4JNcQT9mCSZuVSIsdAAVVKX8rJVp8qzKEOpb3QnMyEL7wWr/663WuwMsuKy6k5HPgt1LPV7u8QizDjal1wSJjx+lJFvwLmzkebgHqjp0Q0XFV2jClc3ZrW1H3Mn44510wBlIbbBYB9qA5ibadg7TkpfRgm8VcNdAT0ww4pRbSrFMcgGXMSH6/BzRkre0sWoGAaqVAjJzVbf1WSkF+4L0vCIH4cNDNKmN1/14gKjjBtz7FV5XA6UtLMFdMslZe9ZdWIaU40RlMkXA3SpRvIviTsfhmt5vxIVNmR5Nz+QlVQ3Me9bVklINj3lRIlSBawCsUdN7WEcJTZlwpzu0uEMIr361LAMhCHuE4D481ennPale1UPKc8lGgvBvrjuyLTQuala5WG+fo0p2SGCQ64V19UUyGu5DyIG6huCx/2s2EfvL1BOvn6IFCczy7Kt7GrHvV9Uc9GuL/AF0UAMyKE9aQGdNF2+6BvYyQSYNx5/XQf+33INsUqKxbF5O6MSGb91jAObiqWsiTotH7+2YcH+W4GHEGwCa1SDA4mB3nYsl3q6UxqiXgeU8G//xl8A995qPv/h87VB/pkb7V0vt3pvXEsrhvd3VvCuRgIu/zBJbjnjyE98wgQVN7PR+FefxH0vZ+FgUs1Wpqte0yd9HTN2U6Ot6wL4hyPzmsXQdmo7eu257Y1k9KtXwR+zcQmN93MDDRMv9rip/C1NH0jHcWBb9NwBECu2TeGGjPoqXd4Ekw7px0T1u+C0o0ut0oTXnyJOqMg3vzHPFY+fdQa1IkGyuWKrmXLGacgqHaAebmE3SD3zV71ZfTJ5hs09UiSNp5KCHyKMlXgb45IIruGawnifEf896olj385buofp7SjgXaWwWuxbtEy9i6zHFHg+fDZq+AjP9aN+ET8TF5O08Czo657ERGtefnQ5zdc9ikodNdsuJs/JzkEcoLCwxu7DYBqjO1Xg2sCHdKBqLaMNkVL0Kii2qVrsbK3VFRamhlOB3WR6WvkJTheHrCAEzJtX/+ZS91RmxVnyVozyZvbvL+pMy5uAQDEDhZxyT+N/DfRSoWFrpY3RyTVoGKFpdlbEv7ZncMZ3o8zZcXLTw46hx8ENPQPfpYDMh6WAJeCo+Hs8mrUKFXycdNO9gGUci/FDeqGghez/6qsjP+2I5nIWIcs0QuVxwH5hfC8olng37oMx/9wuPM6yN9y6fXcw+uI75RFESNoket2VSwrgPWieo9pvc94EMQFaLkwhI5UBLlFfF6vNB2XQ8pDh5FJ+KOEKt11GMj+QkCQ/WGU6URfAFFsZ2k1a3Y0gM9QlQo9PSe8ckAnTl8d7yyINBCgKzmtdxffHknTZaKy61k9s+OdmxGHFvXiLqYlg50QwMtuUzB+eVJ5hDdszBku6wwItKkIF9XtULUkT2ROhkCYZXVKyU8u03uj7LLQWHILG3c0/8K7TBDVt8carnGzlnuGze6KTwwrqLnZA87L2t1kHl1w+5WsUjvSRyyafKDAuHuy4Fk1yuFbHuDqXvnh/cKuJxdWdPONYFRu4FnnzYKSGuq+gN/m9B1187S/wmWMinA1iqsodrmmwi6q/qDw1si4xuRjusCaMLYg/+sGZ4ifw/9xxdXTJwMgbPVPPOguKEchCc1XIHwGX+cqw/BJ5QX1nhx6zVxVlWTcL6qlLRey3Ot/UcrOW0MY8fXCaz9SnEqAM1dqm1J+YvPlWz2cmAGpnIunp2+WAZd72v7A3A0/s9nKEOCW/nZdeoxov0wSPTEPsBS4V+VmU/qpPCTg88qBfVjjkS8tz9gZ9GDmDksjWio4xhdu+tk+qy/iHSX1eAMVg+X+qb8Eg6fiexc/um41bZW1++QFYfMYxC4UAKc/DUi+jl66/mf/JWP/PrfP2vqkR7pmzm92qS12gr4rnyrguCpFbzfbsFr61XoqlQoCaPfWWCWBGdraIRErZPEKJ7jA+8mo1M/bITbHSRKdkVLfpOG1PYjvlijDqLai794O+c9CcsvQQm22OC7rqaVg/A8q5fcF9+23hkjtw3tnNyGq3CUndL1DCvn1tKWQvTHNJE3gZZuJGme4jcv9NvFKvZrIu5q6yRDYmBy222pQCzqcERs7YwOQrhuWKGi11s0JpoaTgL1cfSRzkQtHo/tAl0P0jN45DuwM2gLgycGgGWW+4qE9jMusKEhV99EcezBHd92PF5Hn+BL44N69s5AN+92qMTPCtsODhjj94+nTiYQ4UKK1djKahteahwiPjaO2haFMoL+sddvsjzH907rVMZcoyRn/s4IrXA4zEZ7/c1EHt3Z+9GCaQnldZOqH2qlK9pkiz5irXLwX7hNRxm8+9feoauyg2KyUzI4oqj3Q2YdC1lfzL+2A17TTvOc8SqOI9ON9VuGLNJID/lIkmmBiqexZRaQqL+58DRIe5/JxRRoMEQCVh68+llKTlGZO7Xp4lCbSt9BgKBeNljtmiomwNsRnd/M+8UKp6jF9o5C5rb6HuB0vm10R92AOYjIPZm55IG8deSuGpZXwkEO1z7I/1Dealxo73gJEfFXSejjbw764Xc+9oV/sGvtkR7pmzW9P4GYiqRtJ177GchSQTdRfd/dgikPdFehKZZ+WrejLL5gXdYMM4NxAVO8oYypKhFeci8rgvXc2BahqHa+Ogy2YlyuBGikMnxkpNTabFXC1a5B8HapUhkNvLX2UwQid8ObeC6Fz4tn4GRtsYPqdZMkQCWUIQJtWw4JxrDSzPA3OIdfWfJq8ATH43u7NRmw31w/MBdceg5ouK1noiWjpNepAkX2KnFubnFBBcN5taTsrZ7vFjuTtBp/aObOQo2lAn2Z7+uMSRuRTqgE6upoxTQjFW/6szudigsHNo3z93TOu0iW3WJS6iIzABvx0Y2TGO8nA9DdSncQrpKGCaPYhgsuGs+Vx0yeL1LGhlZ35uxUuQmRdNIxBLMZ3H2wQUh1Ict/5D6c8K5j1Sxa3B3qBLWNZxc3KuAx6FI7R9V35vY8YGz4OOG8m8c0ZdXEAeQd7LomW17ivU1S/EiuLg6Ze6QAvguQjqGN3FCSAm4c0cNZ59+TOpf4q8Lb9XCrdipv6sNFd15x1813wBPsUQGO/p7LgoMQ7KG4XNRQGS5HRI9kjHR9GMnqSl+9u3AyOL0OGHSxJHvCOprBVx+/XxsM7PsY2IOr+7szEXryiA8VL+uTZqfQig8TEQOiB+Q5CxnajvZmR5ZMZyD/N/XseCtknhARfYVk/OTljfEj/9X3ff7/2YD2SI/0TZde3z2YKBn0RGCfFSFKVWA0xtX8jG4snXg9MxJeGXx/a0GaUKhGZFBQAuYGWN2HToxt36U17QMJJ6+IHbqJWqmnxEwOORV1VbjW/sjvY2c5OvAeBX6rp+SOPOelz1pZJ1AJfSjebgQ21Xbkez8TXm/D8C5CJNrA6i2CpU84n1VS3Xe34dXCSHhGMMYr9sdcvIEbJzkMP+Qfhykq3xrD9Tm5wKYBkytAhe0GiZHOOv+kM5fmXa4B/U0AJoOoCsaow19LXOdju8JMOrFVXJLxjnAi3zKRSOxg5XFlUlWp7scMwCyDVbGdMYS0cBpyk7FMNiqbnjnDVcMrzzcUbu5yZUzZAshISCq8/zEtLhZwuMCPWVN00FYANi+dFyiIxrrYI3x6ThZTvQvZ+KOj5npnaC6DFemNKlB40iwiXuvERTQvwZgiKn0Vmtv0FFPo8uwRAI0KFPDAZvEt7bJy1mlzEqdyTSfAxnfnejIzgIHAHIDMIxDkbqT5Upbz5AGQMrmTqIjWg9ec76ytnfxTCC260dC36HGx3HnaarA6fnKa7cz3l8E+aWUKzxE5dEJVKrB+EOUbcxM2GTcz6QtQyObOHPBbv0z89G6G3puLA16jPQ6/NBStbuABv0bKcAPBi15RCLJYN2iVpmdR/tXUih9tIHQmlbuFIR+kLZ9DMK+Q2YILc198Nug//4NvfsePf+Ijv/K7u2oe6ZG+WdLX5cqbZaNub6PUktRNNN43uApI9m6be/EXI2JWRTZ/UWt6vzL+AJcJdgL7qNGWi7FSfh8gpF0h2iJ/NYZRqxYEeiMo7569bq/dLp9dt6LU2psu2wUnGWE41+Kci2/hw658Qrc+KblBplpR0KpNW1blPUxcb8LHK688CT54XtuKLZlp9O0b247FOlg3SCVZ02Dr54XALrIdV79XkPMcpJqy7XUxOKggUFYCYwc/4gsi43rE9N+jZOrk1XcmtN8nj8TEwpswK4d3AEACF0N46b9rKazpVKwV/OvVNhN23VnZyA98Xs5varkd/05XVMWEJZwcXf5Ng3Ax9BpeQMO4g60mhAl5xjlEcm2xa/IEvWdGLQV/d3ChayTiFzK/uIhK3NuKV3QwsS+s7PaM8/U7wQB23jvgJZ9U4MiqRZMqQj7Cd5qGTAAu/jnC8tgYx8nbOiGKip0nOfe7B6QqvGxp7Xd9z/Hd6aWzYJbgwVpfxR9tAFzETidFtLsvEDn+NNBUaily4+KQYKM8d3Nt5xV1yJywwsQI3uMZ9oQn0jLxpr1EXQ+WFtAUMRIKe8dIUoNs1ubN9rFdXPRoq33avTccU53Aq2i/FbSz/IQf/o3DDnCvgQ0u6F4fdQJOxj/CdC21MBEx8z8azH/qO77zX/jpn//un//qrplHeqTf6/Tqk1aQe+6p1tvQ+oLKiIsKhGInz1Y2Qy1vK3it1NUk2mqv6fEZkMTKTozre8EvOiiEKlbdWGtbgbprfjNzE1wKTdJ4VSC1raf00F5tnueX9Ka+O+uAUkfJxreLl5bfx5TG0tQybjDB0rCgBXC7qlM4mWsf7qYAu3Zu9aCZs9W0wBKopWEspe3D0gwqd2m6yVgXWrB7/zCfGVdmDOyi187yGcvUOM/IvygAGZ4RLsQFURKozq+RIdKrfGbO6Wo267MAIFbBDNI11AjWnQi2UrU1YHjk+wRofVppQgWGpYlKMI4yscvd1FueEzSpvoPW6drUGba/b3w0KCbIaFgfUiJvKmxd5NE67PbGY7S9J0OZnr6C3/6949zaXM/cznK4uw8k03EEUx62RZ4Ma4ysjgFUt2sbNlnz0clZOmBxwapQ3QosNgBK+cxl9NchMoOeLedrYuH5QAYgmde8MJ6vDD+S44h6Kt3b/m7GvdVlfSBYDtRvIUl6kRfrchr2j1Byqc019jjEIsgkoI2P2EWczDIII/xOgO3Ygzac3cm1aIyrzDOSqIPCjQIe4BvL1Y0ck+UDaB52VN5xTCT0PHGXLqBHNiK25ETdVD4lXYX9u6K79L9VjcGsFlnZBWar+GkhX7QlpKHmHePvEfF/9q985x/5xA9+9w++XCp9pEf6PU637iePVEcJDLS0OsUlu+fbV5AvX2A/3pKDHd1SzbfBR0GyM5iEcLIcWlNEkgByCXeEOzEhuJb3nkAvkFCpuWwvxbtVSxTgVVA6zICWMIf7Cuze8cCAM1ozR61CkqYiSKmnuCzfsndDs8SLMPZmTjdAN7XVFd+lWxsduSgQBOcJ+D0pgUGMZ2JSxGApO0sMPc5nl5f0cHvQm1cA1wxRqyGHEqvP6/itBge7RUNhIZO+M6OrsRB92HHUF/jPX0xxxq0Up8HzUvth/xcryPb1DwDJrS+jv45/tsFaz0R0A4XyGGeK6twQ1HJjCI0hdGFJsF547iwxE40xaNBBNGSea+M5RudZWZQoCrswkQzn8UybgKwOmSRv0LBCpqsMCF3ZkQVb7VK0e1BEnBUijVptFMxnV7GtOSmRg4iOKdsGzXrG0F26ostQjmVXwgUtALRwoJ9ZdjOZjKYGp08POsv7JG1lZpfRWsa+9kJMQ3Eux7VDNHKUnx+sDzD1DIB7rFmnkmNvcPmOI2dYke/wXt/BRDwUdg3uhV5FNjEazDQuTBc6/LZq2/09yBY5WCcq4jLA+PsyxOXEhfTe0iEt0TsxlXCRkEWd45KbO81YsQU2M9g64yIbAAAgAElEQVR40OoCoJnt/uhDhK4H0yFzYS3ZMCAfERn0KsHIuoeY6GCl3TxLehWiKwldr+ZyKjNCushcDFD5fQBO5nruGigNgCLBXdDEO1ML9rZ2BS5a4P+KVSL2oVHcr8J+FdkhGuVdmK7CJEZDp1AoA9z1xvPyHUxJZ3XAA98JxVl3yzq0P3hE3hjKShSojw+eXirmum1Naln3RrFxMY+5/fMix8f/xj/8wv/8kb/83f++dPcgPdIj/R6m9/XKm6e7BWctKSAWwgW31P0a6QykTg0vZ9IcqkZiMoUbW8oSNfMiyl4NVm/vnno6C8eEa/kdE6PcgdK8M7K4wV1gvQu2kg/LS6V5sosaBOKg8MI3CJ9FEMTifELsHfm+HkkqQexlPZCzGQx1+HW52n5RAmAPn8KZnroevIdK1XFt0ypaeKZxdwP4xJC8d6xY1GEzMvFsvVuVbgEh38H7M/kH7/wsYTN+7AXyniXbaUWXMdFAUYcykYjQQXaNCsBtFr7Vy+RBndxoziAQmJfZTlY4UuYd/ky32HdWAZbyLlvI2XzCMLue4uAGY59gUVKzJHfxAv4CX4OqW6o9RlCR9k3WIgGZ8XqlKxGlGQQsON0tj5aow+S7+L7bLMED9fxslSkT1AXIkjtoHUEKJx7VCyt5a2EtDR+RzHHj6wQlcq1NPC+Ggy9uCh0HQ+CzWbnvrOtgmgtBE3q8L1SIfAJ4WL2ZlU5Toh3d2W8oHyTct70vsGMKAFwrSGNCK+FBzOEoLcLLGMf2ra9qdF5nXe9fPatNcVVYRRy92qw/qv2B1oelo9Dc1EKSlWVsj4Y2cuguO5usZ+1/SfkHh9zziaLLM/GxwABrlRM1naiFlNzdOdFvAnGlWFQli+SM49x2JZSpcXcZ23RYm2B3TPw/0hh//Jf/2Luf26DySI/0DU1Pn7QW4dgaIKcSOav7OiUiIj9wvwGZ6p1p96SN7ltyYfgnKvcaEpG7Ai6RgvNIJ8YoqklQ18wrjEQn5IPipckwCrF8kuwUmsdhWielqEYQgaQb0c3LcjVodWZNZ+emr1JwWBAhantQKPly4kpkml9siiegm6rvNjSekPKcdP5geKbuL5E/dzxTlVGXtgYW2hdmHAC/CfCIGRp97X3rAaOdnyIweorlgYAs3c/bPtpBdSthE3YWLlao9Vbn4r6A3REAQD8RbcmBfcT+T0HEvgNwVsZMTaEwSI5jOLx2N6Z5j0y+Yo+mnEavkt6jEmd7J2QEiA8lwYpjxZeDbGfDb5FZ3TeadwPHL3Phy7uYddHTcdQ+ZQjnKfB/7b5OfmV4CCZvlQOZYmI9f/fxEBKIG7wde+0Tc8W8M4Xg1oZCUeA4tEjBRDGxNgPedi/FzPMUijXjjxPz7ryuu5FWGEeAmebpRMH/MieVricgDxv4PHdHmUgn4AeJzAnrnLSOuQOvZQfUb4N5qAF/Gbl923U8bNK/YtKLMTr3RjqNbN2L/6ANGc2j5Rr4LvNcHiM+wVT8F86UvMjm9w9D91sQQaLYWR1EbkYFtSJS8H4U4IjvddwVMtRzrsYXaZxy0BjMn3zuGevR/Fa37XSmqM1FzCMtbx3jWmS/vvAjItYG9P/MOsNQRdyDgmsiQpS3MYtHg9zD4USWKHy/cXk2/vhnPvru/7DN+EiP9A1ItyetjQGB7+tOVjVW+u0jrDh/x4neGhcx13PP5LUTeLeTITUR5CpViOk4jhX8jXGK6Z7d1mQ84cuoZHnEWtPktbcpMvmtLVUiucZVzJqAXARvA9/uVVcelS8Ru5F0NwIAX9qcBEPojuILnCef3/c0US4IEGUrpbNisHzzfJZajkStbiORkXwYXoWBtosAaNvM5DeDKkQGJ/aTTVX9WHq1MY/lw/i7iswdKSc19ovFsLT3AsYZnfJXvTrGn8Gw2iGSFmMA6YNCfgqxGtV4Cktgd3YiNBfjeanfJq/pvsz451wvFDK5LLujM3ZZ1vc2eTUr1PAG4US8XA2UdhUbGqdJRVS7hSWh201eufBHeu53ks7aw3dM3NN0WeHYWM/c/xWWdK7XdYw+eFArosbYxWUtAvzK9ESiL1Df1YWyPbEL/3N4SXggHp4Tz8ER8fZ6TDlzHJPvI5p/s8hs9RhGI4CwiasBms7ZJjmZz0gL9f0JaIRop834qf1F+Rl3MAchh4VswAqmvDVZMV+b27gFEkpjSAWCyWnccU8w+hlm8r51XloYDwmYtM6iUSJXnuDhd8tjNCQKvoAGvKKDZ2U+WgEs679aPiZ8SrOCDRNNV3Kor7DwihiFW7CpPoN9rQcWLIEmchCeXpk4MC1nYVMZ7EP4ywgak4jwp98az7//nY997u9WFB7pkb4R6WmT1kbOLC5fi7I5r6C6Srmy42alvHkjOLJPwK/y/jyH/ZmIzStIRIWj7vSa4EgShmKUd9qJA78OTsRwZ2ucISo0z7oRhSBF48AbSLutDf7+foWRaXWjS6DeCXNnk+Tfea3+vi2dqN2MEZwA8f3Fwyg7yfZ+JL/ixvj4bKeViOpEdcO9N42jLnVdl+vXiSrnFf2lf8zyKvUQkV+bgcpfkN+0k6a9I3kCR8HLWYqYcdNFUq1G0T5VSYVvRWQaxYyBl/TySjV4YswGPaoRVXnprI92UM9V/KDRapBqLjEZpfwA3WR/8fwnTl6FbNxMV7lDM/sCXifSEejXGD9nslpKz5v7IU6Okql7ogAqL5HiLLSKv31f1F+cBS70j1AY4jt8d21gnjCsS4ku6I4NtjvEpxdtxm/KbnqFygvAoneBLnhJ+a6izk/lGLJ4yaWJRCuC7GBloK7BB13G0EmrOczPs54WPRl3zOZjQG7q3LHUF0y2ABQnliuyqHfqrnG74wq6CsUqM+jcLP7LcKsSzI4H5P7BE8Y1OvZOLyNOOKE7xG/cmd+1MgtuhUemgpZd9H8BiIN/CnnK6A8caj8d5XutaGB0PeWbQ2IIWUXWFtbt36wsZfoN6LcoJ77ou0ywTQ7BULUjIOUExDqmJOPnNNIHN083HZpkf6FXjRRulQ+WFyKXP//BD37wT3z6e/7KP+prfqRH+vqkVzvTCgKVaBWk8yWdaCw1BMHQaJ1EktTqVfo6GPtGe+Opij94B8vwsZ+kwlXIJ69+TuBe/Nnq6VOyJ9psi1W5GB5EcdG44IdFT2AHthCswJMs83T7kh/O04nttLQ6BWaLwAmsTa5i0Nwofmcrr56SO3C8hH4V2k5Ylf9uGRm3vnWp68JMCxgXbIbJppXConbNg9mhy7FxkgDAZ7cRxdHzcs6KcMZIxZZ3mHXl97JCiGZQExWAopaIe31sKkD4u7sez/qo8mDkn/xh5/sCQqOYWT7mBqkLbgAqBqlyl2hrqRhkHkH0EOLhDWZLsmFVHH/37LZiqgZaTKi6e4KRrqUDGvFRd7GwhJQi5lZXq1pgXKDPvYe6BHXeLS7F78suPc6IloLaDkOboiOk4dVKpiXCKlYtQkRjLpx41NmoNHtjlIY063a3tfIU9JlQIxah6URLJnqmO6SXYfJmQnQV0t2ncBu+lXDSlq4zkTWfo8lEQxdRD1Dq3cQ10Rk6w842Cr6/qZhicsil0OH9kyuQVLq0oX+yK3UZN0JEXC4zsn4apGc/MwcHl6y8UjU+pa99wjJ1PPtmOfKX8VLDP924ZPgoRHkxEAsxnKUH4E1k0pB49vyB8xVWYJAaIXKhLwsxkE9EVvnGtPJfDc6YZJzzfXgescgXhcaPvHX5Qz/+zsfe+Qo90iN9A9J90YNRz8CAt1XR5M7XlMEf6KpmERTzHklu65aRs5Zq6ulASnkxh65OyuGNx4AXx992W9vV7b4xMOBxrTMMRzRmj86XqCAyJ80S5c0IE1XIlhUlVpKu2IGBf26Ml97DCIsIGla/S+f61gwkSa3m3eCuN6Of7G+3iGLvDU4jQVVWley5lddMUAnDriob4MwbBCi/k71Cr4lvfO9AzJTGvYfoCyGGCWs/7hAV43GCv5IbmvUcHIEliGhGYp1RHKshhHUGFDa+ntZjYcSVJTTgP5YZdfYyZBphGrCFKhmK5keeOxO6TGt/GVzT0AjMbGfUz+ZJnDe0AEy2ej8DykzD/XLRCMT6/zMmekYakVijExPLNKrUWDEjR2y3mUgnHOxGjBtJFCIlyYg7ZEOfRYI4MGhH1R8wtrPSgrKov7QqH3ZNP6RKJIxGSnmrTMqY4DjC5/odf1fpdmawLxHqXQ4WDHzGB+2XfqtS1scexQ6Y6Dvj5KCfcZ4+L51ZXgBv+WSwIwBR2g60YHpuvGt+IdvNAtoK0fV6zCixh7r7a3vPWGWwTrLaq60KOCIanZfEXTA71Z9pOMcqXtKk6Ifa1b9mUiT2tf6ZDTcMsnS8P3ufFcwGCeBbvwZ8BjDCeqWI5HwIzai72uQ898lZroOwzncPsOpA8Uk0ClAbbciXpUbAMdI2WrxlxvEvSlfJeRnKJFlQ2Brl4wKTaHRlpdHLIyITzwWTeYTjqsHBjutc1Hh5zKjFKD/r0EjnkQEOz2TmqwCuDf2SuoIFKi55p47T7xeZC3iD/gDz8UNfO377N/+tX/rX/4NHpOFH+kak+9yDiTJ3g6InKsYIGm+yrwAnquuphVW5xZ/OCrJ6sL09+H0KgZkGrLn56cFIdw12HKsUo4J/Sa304BzsJtGNiJcVgfk9K0Ui3LXjirApV4S7LlHfgYA0OZYqHO4O6ijXReyveYlil2gPwUkdyAClGO62OqilyvPaXz2l8VNf1IxEy2CbaExg74XxVXCx2uOu00x/HHkKaIKpkn8biATtlQ7ohZ/Fjd6eezvvjb1OzeYSssEtASjzHsiwy3RiRytvUdll7gBpWFqaT7GLRbRQgMV33ypOmAwOM7AsH0ZQxsi6Ps79sBsApTvOthuJffMUvuskTtq1uaE/0jlrFYxofHfiI1GPMy26VA26HR44Eha3Za/pfPx26iLzwT4JkXoryII/2zlt5C6heZjxCD2C4zUvttQRExA7b0q4RG7Hd1ddQiDAs77ydWKG3VHQyR5ZWDL9B8MdrEOIZGi0bfKrT46N1wiCx8rnE5aQgGgH4dgy8J0PC39VNDEb7iwTUdx9ao1UUKvs4MB/woAjabaCi363dLKXNUFW2rxon/BGyA07WqK78wN40CCNxbcYyTvWQRoiN27xQL1vPMK577r60wuzHzbBwKr8WEwt1v7QgeHjijXiNdRN8A2PCHdj0c73Crw+KmE0oVt4oqFwbTaO6lWzS//GGXf+7w+5/Ee/+u99/r+tZHukR3q/Uj9prYxpr23wwd9ZSymzq6AYHFu3oQXK5merXDjc5KSs222b6GBU/OAM1+EaUyFg6u9IuEfiA06+yelwbiSoCrqajgMMRSKf4PGloGb9whac5LQDG2DlNIcsD6UGjk+Z4nWXPWASwvVEKXWjFQOlO5RytQ4P1teZX6WlHq+Tb7uUlZidma4IYCOZJ2o/3AvD/XDmcVrfVwhqlMqdIbFUU593QN4SD5xps7d+1/FTcQzzCQSdvRPqBSCgf8AKd40CicYU02biWnFNRi460uHZtA0B1dCpzI6GsRvH9r8aRrh5wzx3CQyn+Ba0EbeqhgfycaqfGIWYeg7PuDGZW3AeAXWiWotzU23tvh4WfGkEjbTGKQ4OiuZxrNzRDnzrRl+Xry0o0EXlPbrlI3ss41T7VfxKj06w4viRILZfucExeVqQqAIcHvVTaql0b0qm+61PRFSfOmTEzDTGoYtwSgi4n9N2UpuqwUWSPLATgm1X4FS4EFacoBBRLHAV/BN+nBfFiJCOojqd3A0Zx/N8P2uzZspxTn/2Nk8YzccyyjSGSVBlII4RQGTX38zgWEyxm2q7rcaUEoUW3sTXiEMFfUGh8D84Hix1dO0t7A/ljfcQ1qsUFCTyIfuYisGzwRa5WohpDMnjhimOBFQENvzrNKW2SC8DtRNqMKkqP9L/c8HhM8/p8p/88r/77v/WgfJIj/Q6qfdU24z6nTBIg7rNWRX9eX1nyfO6XxF+nQN9nrlgnwwINrRtTIedn57neW6LTd0BBFv3zScgUqSt/zy17hoxPYimux6HjVFX6VCy0qTSFNi3TKi+/7ocTlqmls6VZIEJuJNBTSomHWK3Xrx/QLtb/fqZuMBCtEYVQKUBPztWudUjp2zVpH7jXAnkURo4npFwzAnGp6T784cpQXSbrYOc6z6SfU8wbwyiJWPXAZWviChcGHfprIcMx7xfN/8UDBISslYp0/AwF9vBcQ60QrCzC1vLTH+jQ9icQ+YaI+iKFWA3JGoTncE3KO4kvPD8f2jk7WfqVvxsED2/mIux7lwNmi6WMiGbC4aTPuZCmNoXplX2oOiIk3ic3gec+JvJjMAsE3ZGL7Y477fNsLTsVnHQv0d6kxl4txOcIVjTufbs4WiB5qCN01XWpU8uz/5/ENb7o4NaaN4ZGQtAtps2+cJ2/G1ihV2VDrVW3leZbQspcR0P5ck46oNofU5Qyc4JsvPNcWW6mnfEMXvnqG03ySLq2iKZiWgmGzvi42dQ339Hgd3lIbKP6bDK5GjyQB2DhHgcdGF152fWSSGrvkBvBU6kbvUer2Rwfih/vZxEPwkUMLV2FYo7cm1yL/l0K5OYOZPUfJVRC1ypjj5VWZeOCZUBVuVNpZU3VuqrNsWoWY1uCqgQ+QLhIUTXKzkvXoXppV7RdL0yvSfBs8cxxxu6aLuL84maY7WJifLE1vuQ4bfx32ikjw3Zwsc+5oS+70rXv/3hT3/3j334r374D24geqRHeqV07h6MBpMK7GWTbqkRykEF3S7BHRWsn2g/Lu1LEk40hXoXQW4d5eJCnihwRFcnL7IDv/pcbNKticCSeP0pBxGPWP+ukfxyWQC86cC6W4YwVnS5fMPU4dV6UDed2J9eiRajTeAfyNryJmo0e9U0sevaDs8d7mdsYZWnNnDLlXcIUHp3i/3O0r1lpDzV8DHnEGz4p1OoWNXZ2No0h9nTjcoNb1Ve7v/Kylumwc0lQmjTRx38uuuhxgdJruZmAqtpJz8F+uTcFyLqXHe7evCxz/zYpL7zKz8ojNVp+CuuAA3JCI4oHTR/agVLxPi11zId6ngiUFJBazeyKHcnQfnaYqVJB5WUr3VsOPS6+1z3ZDs9tpO5TxnvbhTfEOAIfdv/C2Qqq0AeV3ds6080hIPWZqlHf6WzxIXfqr5ljrq9v5fe6zCJoHWHwewTT5NxCpoQUbMAZmrEW2TyQWE618a6AOxdv6FKWsyl0m8sRKxByt0DwuihRGGak9WBkaq1jqvMhYojQbLyKH5BcNIPkB11Adp5igl2EW3MUnzUd8Mn2BE0cgBsB9CuY19sAf+vY9ZFKI53lVW72AIYb8EncqU81rlLHr8BZT4D/AJwS24vZAc5vQcA7LuzjjMEpTsLnkYBS1oL13/q2A8ZTsmtGk7HpL5xV2F7P+h3WOgH/9V/lv/8D373F17uqfVIj3Rfiklrp50hpQGF0oQILYZ9eVrPIPVnWu8EvG1qfVnrzgK0fsmqxK+3IUoGHFX8y7ul5oIeCj4rdxcFQKC5IMFqTg+RmtZJNRSLz96uKnUH3wnLLEZXa7CjBIfWA4rVAEGfajNhzJU7cWERshlfCvtZ8qfqwnkrndGgSxg1mKz5blVoszpUR9o9vHOr/3bfJT1Z/7QC4P52O1GxDr+GWc6LG0QLD5Q8YSDht538Qi1NVPkvrLWmHMA/+5h9sgdDbp/AEBSR5lxxhbMUpJPFQTRAS3EfRyAm00TX3oPRJTLzWACRK7AvujHfE6vDA1st+GV9kegB8ElXzPrBDX7I/0T1w+oumw08dFkO4Bf6l+2JM/8ABP+mHCos0eqgnf6S9VWt2r4Fr3DJk/mP9a6OwXBcwPrgyID6LlV3DrLwpUUsXz5LN6oNOfbrs+pZSRsIPhb0PDgutC61VjVq7tNskfU5RRZuRUMhtEUHtjqNP23C4zwAAxP15BjHvI8WKp+yRvQ5cDohsddXv+H4lwK/jX8Hr8hv1+MCE1iadLIdVdZd6gQE1LmTzpbwXG6LC8iyzemr9Gx0P/SFH9XHPir9243kxV18M8COUkmir6RPzhtppxuKj5QvAvJBc3en7v7h3XqtyYZa/yFCTPy3ZPB/+Kv/zhd+4wnNP9IjLWm/09rYam4b9LZ0MTKLtZCmIDtjamOlniHQWKdZyEl6n6TXYiHbW2nAB6R3YOpsZ6v40bbipop7Uce+oFAiTGaUNWqnRgJIlhv0keYRgisuoKYOtzNDZzF47P2JFsKzLmgSxr9rWwljvGisAaArv9xJdpKq7YfvaloUvMAZ1jQxBQ3UatWZr7LlU9MtmEMJ9+O39ksBci2Nyg4/1CbOrKhNkz2Em2INsinoKhfoUdAtAvAERi8uW9imOxj78xkCebHvFtax55rruJEKQ0t5jT9gU7StX8jcLoOX4nZMchIegvsqXTIXUzSxs/5YuxT6iCgtSKVP2K1PSHj/IuKSFhF8Vhw7ew5AQRTPYtfUsdk9Y54xYxXtnVgBGHt6rIOzcjZ6JM007y6u5zehayb/bwdr1g/mFtz1uWBhqW/ztS4WaX+bQBalM4dNVtTjOHkJHbzqwK45y5Am4hLfPZCV1VnU9/wmfj/7ZZAvFFg9h8Sk1QLz+E0DBb6FvqX705oq4EpE2ayibhHHZEC8t4UI1spYfdk7GigbZPgAfi6/EbmzM6yY0jetzPUD6DL77JiU8YVjqk46t4rK8sr622RO2oWHSseAxQh9d4F+42GBwwJeaDYl5FtbjHR4aLk2eSlrstHg93PbMwjaL8vz5//xr370N/5O0/QjPdLNtC5NFoslue8gh265vZo8u0Jnw+X+hGcS1FYCZSDNmYVumIW4m25ErEKBYcIht1E5aAlXnxJTPqdSq2q+tQmkChpRM0iKBBBMFD4c9h7aSBJlVoihXUxgSm5yQU8271NTBTVTVtUs4zWn/hvGu0fiVLTcI9v6Gg8UNQDgCqVlP8Ohw8eeb3XXsvmdAlNQdKD1UfJJghYWd+5XS0x7uEX/neQLavet9jUsuhiUXVssD7/MKFzybWDujK/le+lcJuN28e/iDAQMsiz2UP6OcILGRhQmb0aBee51Xp0z7NoctO+ggzBIVzYBM2Nb39nk8F5JaqiFe2P+Jukhy1rvrtKngwOvMYieD71qh82onvhfLMCHugrOH4HthGfAbkU0ZE7RCVfNKEw5jkGQyV/deYrD8xuP+F+ZEM6rQ+zcoJDwkRZS8WQrsRfcTljPtOfNZP2o+ItW4P2KlYLOOJdjiwDzv6ox/eyr/UeBcSAla2muL9ESRvuDTX3NH8hvkVWI2BRwwycifna5nup1PjI+2+g8+x+vqLNzhQTvKlNt+xLknZ8JLeLfxrzlG+mMoVJcWKMfCx0iviAQZxjZVYlNDnfX+yyJc6YzschJgFhQTKwAz6jr0pOo1NLKLNBbEqlCfrzCo5lDrYMrbaEVqKjyTU3ef4CjXhqR7w5uSGT1i9G51rMbRqD+7X9mEBUKg41ltrIKrI3r40oziv0RwQDtap15DpbnFTvK2+mvtgvsGFREOCnyoc7ACPQiRHTwdGc3dwOQh3LQ99J7L/9/9t4vZNcouw9aa7/fSdRJWvSmWBCRIBQU0s40mTGDmYA0YNNpoZKBGipCWoiVCIreJAoF8co7wUmbNEZiMSGFCC0WLEmatqFYEmhB01qIF6WIF1pSkzad6fmevbzY689vrb2e532/75y0k8y3D9953/d59p+11l7/9t5r7/03P/9jn/uv/vD/8u2faLrhLb2ly7QPWosHiDNrJiB1NmivIFS+GbEwaPbstIJXJXM4uRiReG//4Zvd81zKWJ0fVaoJpfqd8nfHHKxebdVnz8p7N8DFcd1wtfzgfEQFGNokJDJJWOkf8VnZCRRbFpHa/Qs1tOCAwz4hkI29ly91RgqnLhzxahm6GtanHXRD5OdRvaS4O69E9znxyrG7KotN2r4q0RXTNCgNrz2IKpmaZ+z3sZI5E8Y769kjApDrqOSvP2Bcsnt0WEHDW/h5zld9OfvhzqECEJiYQAk0Zl4BhTeFU/bWQCGFlFer/1d47NS2mPLBTT54taS6aJWPg27mRgGrLZ4+yhubQ10LCsVeOttXN9PrNCDyQ5LY7oYNObPBrN1ze2Oh25j0pFeRDLaDWGSFlzI51uaEkYzlnCelq0MgcxrVcSLSTyVq7b7d2e2TbN/OGXgQ01T5nsnqYck+zkgcF9gPB+/vwor6D1VIp/8keK3Ct2sd+xbWfDXX898q300qlDBnZQ7MJ6xOt/7GvY2eZ1pHVwiz7gqY7eCyQn3m4FVqDs7ZaGGt5L7obJ5oRsMJoXI/vrCPyQjyKYvCJUSs9mPJiaQKJi3dcgjT8xR6lhWWeYRpL1R5jPdxsIb+n+GXiEJm0RVbMazP7QdrxT5dbXzLQaNq1g8JGAw3poWv6KlEchzrkC2Yk7cJ7nspTczJ0ssOAOC8qUrtr27iz+lV9buZlmL/pORlorTSy0REA/QZkNUmrOxOWL8bdhIdtO6FPSQ+p/KN0fQAWpvOJ4rTkE0mrW23qYku64WsI61zB0752knyfb/8y1/+27/vx7/tu0664S29pTat8OBJ33DqgKFvoIZuDzOqlrGv4P4hTK9LnV2uxqcvtXKukM34vhSDwtmh9lrwgY7du8Zf7AvVPrDvuBkTn2M+3l/svbXUYj1P9R7aZ1tq+/JnPIMnoGKJXAPOSOPi2Nm9ZMnoNN3aw5iLf2hK7OPxT3z/e1f+I6Z9vzleKPIyAbhiP0wYpuQz6/ZQByBn3Y/uz2tTxhN4DhnrjIFwKaCpGbMnN63s52QC58xKC1xvgXwqGEXyCAcUeSlvcnwFlLggrD+WXJ85ZH4/JuUQslOoxPKI02YN+OKI2KmQxv2ZTFP5ZNjePmj3VLBJnb4h6aYyTB47hO4AACAASURBVJVGV8lCMFmMg5bmmqR35Jr+TDM0cJhc2tsak4W1X67YrOLM3XNEpui/R9MuDWcWnCHTash7ra4si8qDqbkKG9yBydQdMIgn4i6qiRKARZemWGAfqJ1Pwa5ncAUMo3VIdM6jGAYmiqAYgMdg9CLQF65W7J1EHU6yafpvV//23J4Rid9tOieXvlSKKF5mwQeH/CT9Qk1CXqI9n9MIUo6Oigps9dTeeT4flUMdXL7zzv91MLjsvXLAYfcW2fQEO8/cbjfi2xrUIz29/4y+tIPmg3bggSvZQZapiycVF7N/1R9BXVDrdRikeYcPGiXiXzmXG2Da7PNm8gqhGM6bBafUnDIXj4g6SHhKyCl5HfxX5cb/4Z//ws/+jYrKW3pLNfUHMaFuqcaiMrg/2yu4HqTeE/+Xpc5XOfdgGljLwNUPYaoEOMX/Pnxnxf3F9jW+JYdBYr9pAtGNpYSRZtaVEVUmrn0z/uzfB7Unc74k8QWe0Gb+vj87O6m2DlgRf+mqvECg60qiXITpdSnDCR10igCBtxJ8SCL3+ecDUzdwvW4pUw33m3mpRvy46eq0R9LfrxdS6iR6gWN/iiuWRx3FSX5SP1S00RGwZ+4E5aC43alAYcfzfzOMU6fQl4Mj6gDU3KFryTF4fCWlwpj67QH12bHvvcYrnqT4CVQqtGb/rUFbvbQA6HWiu/lTMdkIJPFPjL4ZtPcPUdNHGwqZGD5gcj61zh+UeKo4aIu1C3HKqcmvku8T+91VhDx73VbPAEI6MCRa4dDJxvNJZaUuJooY5qy3k8wrQ24X9ajeMBwGid/Jymyr86UfNK9VZSvtoxBfCCdTtLe1vVF4O+0jBPWeHtavfv97Uw+WhzqJIoTeTwlWuZlzaPSOOwDk4bdcekeIDpWJ2k0bHxQzZZlmeV4H4YZAPYHBZNUOrqpKhSmp3UXvBiaBfMexYmHXoFUnpMxB0usUjFxj3Oj2NCjfiw4fqMc58MfBWv7SJzAF6ZnTAPgcV68xncmkTargtYY4gYKFEvU7nYwyxHkV2vr0hpNHxUhb3TnUfK1u8y3zcfXPmGoo9jiI5Iv/3Hj3X/yZL/zU/9eg/pbeEhEhn1YdQlmBbBu3N4vfKaFwZnE/4l7Bh6fiN8JT/M7leUgyMziHHJ/gGeV0z+Np4DsrXlOn9Bj/UPg5lLiH8brxZmLJnRqz8ALOgEDtH2fAai325Xf6dxajP3aJXPnZqiqyn+8DKQh0Bqf4Bv7Mst2xTZ7/jEbZmWegTbb4YpntmX4u9hMskdr9mMlkNbdWeQPfZQFo7P2uErCvKDJzV60wFmv7Au30VT90aeU35yqAFbI+MSdY9YE5GeiE6p/oHiKHQUOu2rt3iIjKqlOELUIWIrqxXiw/VJZBD0c9oWttJaaCeEUDq25zWIIkrnO2whLOTVIr9okAyFbUmyBe+Pk9l2PdM/luEN3GpBsz3Xjopw021vCVVemtEM+1PWQM+FSlsPYCCsmQDQaD40rec7hrvcbD5Ae1FtiR0s5OyPztEb1TiqbwQHS4t0pBzmrX8PYXa5k95EIiY4Vto+sKe3cjhQPhhwWCarEwcuS1YdUxbTKzmgrqrvDYJb/r0KFVuW+E8eU0doST3tGvtuVk/bHy5SpWB6wCWLtN0u92uNAKdRfvCyOVy4iSgu13NbwuR3HytuugdbAN8RDiwTqYNc4U3XMr3iVui6DvEzlp77I0GQV0sgJ1kopBwQf/rJ51ThKiwTNVZLSrq8B4/UwaPAqRzLVxUnQDpdDaN882o48nSQrRcRz0/P6Znt8fNKQ5+qKTlUZvGSz4Z+/rAUVVx9gXAfqZqFRb19p8pjVgpQgr3haVQKbEbEajVMT/WzD4va+kIfqsIcViIca89sYKkYCNO2ZM8hDRNmAlCvk2ealRODLnjaZ8768d7//253/sc394h/YtvaWVRqu9qAgC/JYq2A+5ijHXJ5tm+LAk8Hc3pxk/POxDzFWPGph4r7Cz8FepvK+2aCtekODy0JuvBtfQQQ1kJdQ4WagQ0T6ItcHR7l6dGbZzShsIprz7nFXDXvXeTq2qoPG+yJrS3iH7AF+q+AZ9HSfPO0hbTJzMAp+Ry/Zi+z5XIvKBbKn/Cs5HpLAvV7kfee8Kgj7Xlqr1ro11hGtkB4tfDTDu6YI8LC/8p15BiBLkdgEWdzTvyctycHhfWUtHhS7DXw8lw19xcNM6XTPvsZJgbIly1QFCNOBnpivqHylltdJGfdyV4G4VIN5Ff2B7zJPYB7FCY8y1D5aInmwQO2wv4toPy6QDVYaBKwfcdUX4zLHs+Cuv+QdfhPQI0C9qbvkUbVDJ4G3zCZ+fdKBzMoNIQV+d2++zyuuTxQB1Dd8mDuwAoJl4XRzXNQmk5yoIrbskgW/Xs9y22ZCgiUR+JtpCHAAxSdCzr64vXjFM4MA0Jh38LXxMxHxgg2gXmtuj/Fc5ZhVgG0TSqlyE9kmvJll/2gE3AiHoTEIsE9rLUw2T1j5F+x5U2hsR+J5eqfxYYVudtn22djCZn5uRz81eMFLYG5KYJkPS+iFXQnGwJQUP+B5QIZpT4lMnIxJ+gINDNYWO46D3x6TnQ+IQIQqWcj8B6IGiLeV3fYb11TMzbJBb3Wf0SSpXY30klHzAM98HEReKvmOKLabbYBYY2HjNB7Halh8+Jin7WvWW4vdhfc4FlBfBODdPk37bJPnR3/fjn/vL3/Hj3/av38HuLX0VpvbKmxq9SJQN/nVKgXZg3j/+XtZVf+98bDla629IRQ1yVilaqHsJFIRVZUbp4cS5PFHTLzWDwws4TwgbkozMHip86hPB+/xkP4AjO17YYqo/xRXVWjIEtetMSdbuM+PZIdBd01GN+O76XKdTB0PC+OGdrFIyxUqedWqtFSMV+vbk4t2jeNT6PkQAWvlpgLBwOwyV8n2uGzzXkFxBdYb/eQAtAgFKr8aJXRD+UielDZg7rL4vz/Rn8hZXzaLPLcRugYXMXmBr4LzMcqf7/TRXUx/w7F7yamvf65tY749AZwh2dNkXEOgpa5AxZd1TKUK+GnFMi2SIA35q16feML7cKFVJGBTctJcof/FO+Ct53FazNc2m76wu6RQbNlT6r/Z5f9BT8FknzEvPS5qMEQ2jTwfdgEBvrLGRJ3RgeuTAlrgbUctg4gT5Fm+y94NxFtdZGQqaD4qTZoeGr9oAY9IiVNpjyP0REhiGjuRjztP1U5kSQ4Xx5GFTPyw2LIXEGlUAikjEZDB6rbMfD2l1yGiRtul51X/W9vM6emxKWFWT4dvTE4CfQ4fPdPwAAOvgZs5J8zjWtgFpZNi+Gv0LilOI3t0G0e3mUVBOe9BNXZ2d31Hrtnq8eJFLmetAuk4v1+/bQgWF/u38SrOlaL6Ioh+NXmJtCHzHVEwePDbls76PrDsWizDJEOJZ1G3pR8cP9NMknSwa/DyE/hv6Z3/rH/+zf+DP/moF7y19daZYaQWu7faxns/Q1grCwYjiH3fA2gnp/doxl/iHqNSKCOBYrGy19K9JTBrC9mAScqPp0JsRTff6UM7AFN6AG8xwQRAZ7JPovXDRzvciY7OSDKW9nfbcVhKtPZ3CM2UZXRHOajWtli2FHjb4u+EultnawqsKEJvOcD/CU2esgMYkFDN2prkUWoe/CwFE14MKzDVdwSl0jQtGQNR9kYAR/K79n9tx9jsDRL9LeYcD1rRaVNppnawHkvOff1YmsT5gkH+w2HXAikCdwNjCeRYyTEtmVkFW+UHgUZ+Kr77arHV2yKkK89LhMS5o1ccpkWv3S5xoupW9k5xPjAfEBj/WQxr46zrDdObyfpjWdR3r9OEFzhMvm3OjtQo9bqzX0KyQydvY3P6kKCT98bqyQQctCHm3wzpLj9bAJgM7UTo9Y5/u7JZMOABCWiNHbPqvMGC3kocskvmBFd9qD6LkklPxP64D1oJsWlyWTkdYaD7lORp/Xfch2qE6ESnEuj98wAqsrSbhJoA0FlG6mb0SEQ+BtAKMn6T7T6EPcHUJ8yC4c67QSiLYE8oSus7oU8xfqAvoPV3Vdp7VwixRAXInwoNwbrp0kT8O5kH4BXBKBlRP+ZaDDnmmKZPkmCRz/R3zIJlCx/v3dDy/J9uTbjW39gOaqQPS8IFggQEBpcL/4AphurHQ1PBiE9UY+MeKIpoFBA7nmTd1iTxMOT8J+enrdcBp/qHdr3rKq1C+y4c2FOH2FVP4XB1Oib/9u5T+ECGZ4lcryVKVvsr6PFcI8TrBmogO1lB99iiMdbgz+xVGJBqKH+SJQ9GmPE2R/0S+9Pf/j9//Zz73nfSW3hJRs9IKHo1Uiey0XO/+EFF3ENNrXc4+vaxWyZqDeJ10xpRhRJSu8L9qlNNHW1WnSO9AH+Xhh4d41Mrc0d6BxpUZv3CGzf3CFhukujxo4JTGLCUQnBEcA9wcCZizthnwCwKnVdZApTkQYkehWyxj6h2PHvs+dZB2fcaGQI1VFNnq6AwiwtPNXZylLl9e0aqtdhDsOfenJ+mkWuON6iTVOq9oUeHBVJtMdUkFgMFLgu/35B++f6im6+Bs3wCzi8KKpw63qlmLTtLiNqXdERq/F6SECvtCljsqsVQf/EdEvvoq8J6LnkhS4uKjdBC4NmOoDmKOcDbJoW3eKFkhptSPwAqc9KPaD4pVvDxJ26cr2lRSj1qJgI7C2YdBLU2qTkQ2f0SWAivWauPwKaF1Ny1OcwXhAPBuH6rBmADgRPDMI7wD6tEKgaxdgSRi4b/dRLmdrlt0GKxW7xPLCxI7CGxNKAGf8n6ycZ5gbARRaN29qdESzESwOLlFC+0RDEFAVqxw1g9X5k0VEGVRR3mk8gyhxT2lacV1hTY4weQQOp6fSWRSnJK+K5C193YQj5FO7T07aZyJ0iDQBm7HcawV3ZMwhKvID5SFsZb06HZ7WrRCYs1cBk9G933IWB+0X/tN4F2Fy/dMQ3GBMvY9DVIv8BMs3+EO79H/IaJ0WjDNXIdAg24DoE63LcrfplKTr6W87n0qRHSTLRQbyxp9b0x//vb09Md+8t/5mb/TY/6WvhqSHgG4fuBgoAsLSJKX3popN2NeDGmu4INSbb13o2s7gZjMyMNm3EQHb6hj74F/hYqWr8ojFUGBLM83GyeAJ2oJDuXsx4jb5xYXA84fUzHc1n+W/QR5MDLmrBmeXh5WVrH+WDUSLxfLAqYpFRGh5BAl5Q/4pwF7siCAAvo8ACvuZTl2TFsOOmMLo0nIUeF+70DbuwoWp4QId85El14iSZmdBJ7jlS/27lEByPKH+J+JXysMtd/ga9e9VwlFB78bfqiXhCgYCBWfWeImtCTt86w8WdB4jaYLOCXBKR0BYZrerrmwO1C5u/PV2uA44GYDtjRTucCaZIJVwZKHae+HwAOaA08v9rlFRAZOIsY10rr5j6BxJh2sxr23sVqyBimDxA9wug39ZLvbWVfoYBCEZs7hmXYQThDJJFa89UzORxI6jDhxhgPt5DxXYgsRT73vOtRI4lWjWL3zdE/x1s9A8N+xf9d41EBgp4U1jIJSGqu62hTHkJjwhCKLt2FzIypx0BA2iLaTYcuUadRV0nKktf91df0gEH+tzQ5ncvlh8oHGpLXabMnvKibyKCffhq54T3Xcx1DbCKcCmWiYmbaDnKqOtqiEtfLFO62BvCTX0TqEOIOIpcOwQC/4iVNERMeS13GLnasdrYlkrb4ezyRzJv2OhyJBzS6LYqcOMa/BqgRCSc3BjAPuW+9xFTrmOsjJ9jz7gWAz5zWesFXF2FsMYd2F5RjKO/mQjfU7yn9EzpDfXc2S6ZPqqbSi/Bx1MebB5xP73U4Ltn4W268ufnes6W/UVZ5fn089wOkQomeBe2KP2GP9bHTVKATxZWBeOhwiXtZEBf3eL//j4xc//2Pf+p/+8b/4bRFv/pa+qtI6U9GMnwkbhz83gRnR0dhdFTjUgMwh/vj7WC+dQtdSZxZT962ICojBxwSzSJylvZPyRxMK8xnMZ8kUBMCSmq+VCZoKjs6U2k9QvW78qtHQl/EtDTxIpnNkaooSUrWwlnGHqYKixbGbtkl9YBQ0Hggowt2b2D7JyTs/IY85wl2SdSnWDKdLReVH97/aZfdnqfEvHkxG1cwX9fcuAAh4y36ZIbqM9T2jcWzKUvZtHxW/vXne/t8ZQTJ8sSl5PQIAGLJ48QdhO0sIp2lPfLP6ubqCHAwAL9bhRRF2lRxCICg3/WE6R5h8ttz6FuXQ1OwVH5Zq83O0N5Sv8WH4Z/qZhAN/IYr4sgDAnqzB6Co2JYZUg2kd5DTWH54U64fvuPMqquP2no3+jm8YWn/Gpx0PV/1jNdrfpBWC5yteaf87VhThvL4XkHrndgMATqU1LOrxfKve2Hlca9ypJFv7V8kGEXiocPSwMUodvOX2boQDxl3O/Vt3srfHL7PzkgGA+uemkxyknzhYxXDp2qhomWHl4fXivcV/dnCYyZfv5Q3xKPowOGiFf3J6n323cxnFH0ieNGHMcWKt5RdsgJ9AMYYEZ6hXmnKs8NxMJgiFNyDYWRS3IqWwKo7ajfcHEMEHgkgTWrK0JjmE5vvnBIvnsSZQKAUOKBIimXHKLiJTTVrdG4wTAWnBWPnEVmD9xHQO/k4wlnbwe6eXTa942WrAgP8E6ObdXhWJmSHZn2Fki4WYH7QGtf5b9I9WaPEkWgNWWrS10OKDiabIJ6bIf/0L//fzz3/+xz/3TfSWvuoSf99PfccvEZXw4PrVmbpekULle3WGtwo+KKExa2vkkhNWsMIK6cqqKqsCfg/mC8GvcKJzd9mO5VWwK/huU2Fh0r0/89bKsk84GT1iG007zwYBKc9xf8+OVrG0JETS9SDvcFoxaDZF1ebiF0wRzzUa/BrXpsrLVEgjBVDRQaikvtKwx8aju2K/7t0jMIakxopJuBMvF4BEamC/NoP1ozmC9/qqtGiQ3Vsl6JuHA41awEz+4VnnZTOeur23dfX7Pqx1la7WgHoWe6onoEAmpqC7hcYSpbgGF0mufQLEX7ongnnPuq9znnr44hCfvL848Pf6mYil6Gr4ZKIUr3fSfftzyTw1gU4mvxNGCmIKWAbVu0m37SUL6LtyaTJ9z7xsZm1yVpV1WTVnJ+I9ijJlQkh1iQn1hPVU4huTsCL/rhPU6E0mH6Qxwj1kF787dOgYQCTiRYjOJsmvKWyRCrhvdtFt/RqZ3EmOOggrmAzljBcHs9tx0dW0UPRCfrQwh/6yQ9mGCm0Xnm12LUW7A29vE8BF/WM0BWld1a0gwj5DGdF9rMfhfIdKP7GaEAkxPX3NuxqJW7pqIaMUUV6eJIftSZWkvrEDnZRaZ7edhon0xOhB43YjprGtgCZdiPxeFB6iO4hWGOxo2m7Mj3DwmUWD8KR1yLIQzQP2pIIur6vJdS81wtw0nzubAqaYHCivi35BenB9L8CHtR0gmD3GG4rYsvOCxXlarL+IhtBkpv/29ol//vvfDmr66kkx+SPBWEIUK3xEoEQs9GY3x5PWBu1wwNoKPihdOgFb3BSBpEqAw/a45EcPgugc/CsgUv2vwL6AvU2q2/N0jjq0MgU6bmnCFV5REevTKZzdgFWrQhj38o2WQrrqFz+9z72weC0EiriiUKu/dMxyflfYDeD3KZUzC8Ws4eoS9k8iczZK/YmneAOxY79EuuYZl7+Kw35XMuZ5VABK3UXEagamMFwd/BuQ0KI9fsmANTcfmDWQ54bdAsMrk7fL5SoMPX5NMhhzwOVO/wpzzo21+c0gEjB5aOzI+cGnywM70DGMdLH7TrnH+Z7MLPjiRN+Af63z4WqehbymiwzRi0IYzKGBOttgEwAEV1pvTPTERE8s9HQjDSlmfS90G7biEQdAdbj5G9W9H8P07fpfV+vQDhTxZQonmErWHWjoSVlrOcZdQkQHxQaCTivZQSvoF9gKMRF5+HZGatknrO2enov/gUd8r7GsyQTeS1nNZ1FfojhIehYwJvgkyG02FlcFke9Cga33Q/T6K6E0mGKvw8oxeay3CiYDb8d2oN4EMmmEha7Y3UaEN/ugxPJHEyGTRf2YWyGAm5R6iNZELI9B47bONk77xYfBHxAPJpJ5XIuIDlhvhiwTDXOAOPrCdQAQJZldpp3XgOQyJ8lxLDy0+hqhgviz0a70g3Ud7jjxq2CMZqUfLALMfHDbqmsDNRaicSOyK8CwPRvA2qovuroGdxXx4F+oKzEFnabN1thf50fpS3RJU5qAN8d9sAbCQUKHyArHVvzmoBVOfDA9C4/3k773H//q3/9b//b/+LnPn0P9ln4zJf7+n/6OX5JJ32AC1s5Km6Z0dke2j2d5JefjprPWt1ztqontd9E3FzP3beXnDaY817BdIIbt4COtkOG7ozbxIRQ478D1jdfvFkas7m4H6hqJwMqNVPzRi9qJ7GWSpxE12IRzxf8SxZMOqCcGo5HrZiFfk3wFX8oBZAAwl9+p/Dn4L0pdHbi6ykQB20MC8CCMTTXcAQRGu4f1Pj6PpIxhA1zq7AsFqM5DVz+TeEjeS/uv65OzA2QqAfE01A7nK21t7+dBHvLnTgv2m+W0RR9wpPCsFd/dCQ2l9kLQk3ITIqqrZFlu7FX0iSQYw2tdd4DqChbdT5kmqLGWcrUrXIgsxFhhFCsR8CDNz8I3Fh2yZsTPu/A+aqOMjcurWYoYxTf7IYNstTXog6vKrrnJjF6dVPL9sPZOw8xR79jERXTxLqGYWvndWi3804QAq0mB0ny3ExIbKvbT6kdgETTdq8oQAcDl0xKefRPGjkAmrYBSkAHLwn8ekstrvywjYLJOd/XBkz528BvY2MjY6O+qZaxHhQ6azweJC0dWoAL1MA0aTzcgYubfyTDhAt05ZZK8P/TE9VX/7n9APRJygIDEAsFabb29u5HIIKu24w18XPVqwg9eop5wmEo5VhxtEs34wSYbDu0Yu8br7CqsCmOXUh8Ye0whUV1fhbDK48Q8SPeObtXslnfOSgAPRh8YT1ofmi7FKS8Ntvmxf2bc/qM/9+/+7P97gfpb+g2edFNjMFK7KCdUHlqmeIaHiJjZ6oaujxrps3QujKGY9/O+IwtLOCPMnByfzWIm/B+DDVvt3ZemUMnsjzia9z9VLooAlDUNLE2lYDCENOwtGxH/Ewpjk7Ol/GYeCfZvEqv98LZjRjRjh3fn1SMYwJ0whVqVHGp/+6tWpKQua9dJ9/rMIxK253EICDPrmRG1AdDAjmByK1r2e2nqnL4cgB3uDT7dS+8QYM6kASTY8RIBqMDI01DphHtflvryRn8OAOwZU/aYoAJkw8Df6HiX/UoKCbJmUG/e1yDnrXSkrz6Isd+4UawgEnkom8nx+uNYMjNViYSF/kOVG84FvEjeXOx4s2swfMJTZYJLQzZjb6dTJjUjrAeaLgG9N3Eq6XvAwdr+Wqla16cgjdZq9Vwrs4PpNthXsZbORv4pOlZXX3GQgmicpUZ9ZhYBBkyhgEryWeoBDVsowmvwr5X2ERmwT1HiOft3u/JHiMda5bvR2rNJtk+P4j1p3gzFFQ20jwB5k8CQo5Zy/iTrL0nPuoS2kYTpuVl93WZF9XAs24/sbXb2S+H21TIiCmbnpH9wYwcTqw+D9gP4HvQsrrrerB9G0GMC3/geUOWfdL6C6UgKucktCzHdaDw90e3pnQpGpq6jL6wrh0VDM6CPZUDJDrwclMmjGjbeBpuU1Ik9s0d6zdF8lnTml9WURI335wl+K85Z9xodN31MwUJ2YNH7uQ4qkil0TFmHRar+6Nrs+PdMryT/RVbP2U0a9V0RdS9v5yYsWdZ2kF52EGBjiOpzNiZjkwPBptcpxkLev3MKHZPp+Vi0mUL0LEJz0h/6tTn/1u/5Hz73hxq039JvksTf/9Pf8Utzrj2tfTgVeCYCv+FdKEpT5o+7mWfGunPiH68V3Erb82CKVUIZp0YQmDMNcAUAIHIJ55lVhkLbts8Orq6PfAq50TRg0rfqShxyMnxMZSV0RyWMUN1jw02L5rBWomO5cL5wNtgdMnTSsBZ4Xm/zqN137dr06XS/XKljrbQSoYcitpe1q7eWfxCeR1K3Z3Lfz/qIAGRYaw6umYj2qh9EDI36a2nhfLdt6LHf0sgYPK8JgMnaLw8KzuDt3qGjSYSD3/sKqKqGyldzK1EaxZr12aR1QAZJrL56dtt4VjawC3M8avUWNGi6qVPA4A36KqYRl4M62H0d4kJFTpl8tevxFKfnBjSxh5Bl+HdEyw5i2VZf/Us9Q0CK4FvYNPRzpxzO5IoD/yt9sstuNIL8l6vGiemAd0u6l3cA3MY/AgM7kYZHH2LYTACb8AgoiTb/wzfE3TG9suforNfG2kUvWOY5oC8wX8HT6izEpUHsdzdbBI/LCZd7cSVoIUw0ZIW5Dh3U3obZ1UWdYw4/JKeSuN0NAf6fAEVyrEjmolXX6vR1Jeqhvo0QjbEGrU/LoO9bOVaqEy64v3i+P2jKoXuD1ws72ymtoEJdOPhJ/SdENIhut5subfp6TqJF6vIrha8ZD+hzO1/A1ForlxJ0HLZ6PNbWBTRluAf/zFrUtG2zUWBskYJv5SThWifnouZksVCcs0I6xymRz2SlMT3eDxYp46bC9gM3M25ClBZv3AZymJYby5+Tr/2a/+BnvvAz/1dDirf0GzgNFIRtFcm1LRXLEo9QbUky5TnvWXKFffKOaOfb81pRA6vw475W4oyTPa7niXcNnQEJ76v+P4XzBGl3ONAIXjgoXlHaSIHeQtABHZFtjyp0vDuMVkLU0LUbw4oiYoaqTfmenSCY4bLvuAjpn6aYOUBN0ICzhjDlmncDxHTRR1gWSSvlObTldIIVVPtkiRUkXF2tdvMem700IfXtSU5ImQrBOXWc/TBX5wDdk6sCCUpv/atFewc0eI3J5P/MC7MGgYEqnB2bQtF5kqVLO8/ZiiD7r2sA4jn6Fh3vnNKr6jQh7yT18QAAIABJREFUvyJmyHKObjddFdA9sELkA444+GbpUgsVllqvf3LWWUX3iI7KhMxxCSzWSpLpw+yg1FUTtF2JeqHEaBvMbCnov9YGmSiwJdYdt2vliuNET/18Gniljp4UC2jbqbMGm++lrHtf62a5DuyGLYwGZ0Voex4WXPw79AfhYCKeh2wVzQK2SxTfG+wH/ppb0MjolNQF9HNGtCfAdOiDGG0fNwPWqlNcNipO0HrNjzrQvuIqKte+gC5FYHr8mexIrBAhTpXhwMdP11UUJtleY4NrtWLRA0886caThu2NBhsXq+GU9tE64An2bMFwkppJ72TlQePGdHv3RLenG91uT/R0G8RPTBYyccavm44H2z9ugwYtZSWk91RrxyC8np9ghdA6sJQ5JuXJlRO4iKKv20OkrK9H5MWrbTocWaE1sOyk5jmJ3h96fcxcf7hH1k7Nrnc7d5K0ANBrbMj8lfXSD3M2uwA4Gg6biQTn3NQ9itBAwyRe9cKPKV0XxVDW/T5raBKJ6NU7InB1ZdDqmEKHrr6+n/T5+Wvvf/FzP/pv/lF6S7+pUjo9uB+XIIuigtqt5ktWWE8BomK/y7OqxHrBjNztScGogEl6r/MDULk6lfaRet12Gax5E04mRiJMoVZpy9+CcnjEuUFHcZFtv1BgR1mdHNl7ENdjd2T0qVC/B6jiDEanOhDcfL4mlWjqlBimuz1LXWk92cNan3+49OwpUx/3fDVe7x0Iak9a6hwLIkpXadXVHy/YNPkSOnQwyVkOoQJMYaY7Hn/lJabHD4lC3JHi/Sptx+wva6O2temUi8yoGw5wYHzvKzTop0KXZxtAQpQ2ZroyObEftWMr0RsFdDKvtlUZSvAqp2ekqrOimb1/8iqrxF46W0UVPJWU3TGsc6s7GLI72pBfIP8VGVZ2znTbJMZwRV2RsW5l3hx1xZmH0BAi1hBqJtG9wuR71LrV6b7i3gBI872yXX2G8CN7SWO4O/mRmqEpZHw2hWKVmdUxn8p+gMoE+vUGrjQk6z3DgNzqqCulT2qjnm4S89ua73my3sOp1kF2WyuFAHllfmfYOk+I6hdA306Uf8QNY/xUpJ+fn9eABntZyMOficT3hRKvvrB5ojltn7rCPniFNZek3bhh61stctN7YaDJAfhutkuCQAJLsxveIOuoztJ5A1AGj0CZM4jdyUr6Du1XnwwL5P3GUMeVTmLbqqZwQHjcnER8o5hAEEr0QH4KUGG1Fg5aGWP89NO7d9/9M9/1M3+nA+Mt/cZKw5gQl+aJ8Hv3MGZmiZRZNk/o1CO4TGcGNymKLafAN4NjcTarY2R7V9MeVrOU9ocg162Wd2BOCllOip4gV2eziLISyJXDQ9QsdXC4GWAIEjWjhda7UXRbDWYoJeNcsEkVxqIjb9nWyqTVJckI4Jktor83gDBDibfh8tq7/BTu89RFR9sx7EJL8UZXLI2OB7kkrxRWWWN1e2e/j5Vy9+KvyrUvlN+GZ/15scbGmkLUrsht8nO/9QRlbl4K7wLO3gfWKAIgu29cGqqgv/RU4wwzDhW2YFPaMbtPkTPe9p59pPsl99Pau7lWxpiKHDaOg5dHVPydCbU6ZNqo2Y88mAJ5KW1W77aebEpEaTLJn6UfHddhA5neef835rX3evoxC+xxZXoaurI1hN4NW3VkPZlYV2PPLmTWppaOZF09A9ZF9VKcw5MdHe7Eo/CtFdI4tGcovpknc4WtzOv3OAx3wWynp/rAXYvMhF9UltkGmZYhV80pzbfejtXamexuX7hDFfcm60939Kt9L7pQOHAblr/Qh0hDZqXoLLfjjQKS+HTLIfHhp0UX0N7P2CspBb21z5JdzGzga3c0EyPuuwJh+O7cZXAqGt6/RXQEvhPUUrD2z60f53rDt9u6rgZURd4Bkn2RMRRvMfWi9PfLXXcOxHUDhBNLoBkZBRZWmhLH3ta9JaA1U+zpF9p8RITh0GdT4jvqCZyjje1ywZOndEebgDwvtK1GC+npvuaHgT/G8Lfyr1VeH7Ba47CFYNxWHewlJCbDBPpM39k+WNNja2FGdPV8/ltf/vKX/7dv/eHPfje9pd/wKYUH7w5BNQqmKuMgBFQKrUfxAQlkZvd/CENKqrepcKqmXMIrqsQkKq7+Rwd+lbgmcfO9x76vBBfcUjhsIoAALKXTfNc7tJG0t4n9CSQXlgHxsfLdfWeutFNfBALLIWjRJ/c6NfsE/J0elQk6okOr6VVR+hWfHo/yHvhAiOIADFn8b3uFbLDqFGBbYTHLrIoa3MdOej5GyqHeUp5gZ/fyW6UfPyv9k2PS9RNUUOuqMt7S/yJl6cfTQ7FRqHF1IMWGZLDeja+YqoLHlXpXKdMyhzRyJWYHwAv0qWMNjsblxELp/tQ/HIPzWxm8nsqzl49JqdSjYgNUTrTw0HqMfcM+Q32onqR3n6l1CMc7hUuweqyU0ndcZfRJtZQPcWX/iwHsujpnsF4HQmvF8WkIPY11pc7TYHryMFqJ62xwCdtAmuThxEvXQB/ZXrg77OJWm0kHaIqjlhv6JQ6ICk2VzAOo7I58dqjQJCKZRM/HCmuUg+j50ANlZhTJEOZg5aoRxOFSnP0T++O+jnd6cSKBZlqDbddN8LIerLTtsdbvh2gIJKof5D1/pDgjMYUKb5owZ/thIcSeveKp7U0NK30+iI4jcBg6ULf+vmG/kvhAEClpU0ynCkTzON5MvrLbpsZ+byakGAgjlTDRbYx11Q6P1J/ENtiUWJjRgjzWQP2mcmodOW55teKu9rX+n8qTTJSuT4LqXO02dgbzM61MQralKCqotOlMFhHs36U1kI0JEoo5dKVftyCw4auy7IwDfMKcTzIWWXiMUtHyiyTsEsqM1ssD4AQNwES+yLK6MPTEIKIxja6L0QbZFZze+tcfRH/qsz/y2f/59/zYZ397Q7K39Bsk+UprL51VG+dvsZ/1tIIPSn3rmKpqywdoxPUjRHYXaDqUpjpB6hhcAlT9SzB4yYh3hbkUwrfVCQiUwktMDRP5sWtbo2VekPfil73UKDEEge+Ulx4Bf+SzjlDC/l/9FWEepxPPVXMTYROpS1O+zrBf4gLktb425QlOjc88QAwNDmB98ApeZWW/itaHJjw8heH/jN05BJ38pfK7+PlKQzsWgM+K51kEfE3SfBbXjsyJC2+yCIBZTLSeFf3y2bFfzXovif/FGQC7sFfCvY4j7GwSL92oj615fYYk6RxNH7xy/J3qPPW0bEDnScJ+rLY4GsS6jCS4NAG8ZiceO/gV3gYuF2UnsTJtoX++6oXT51W/4ODVahukgwOOVRg7ydVWs58Y7o4l8gGs6V6fWxFadxXOtZI5J6s+YpIJIZ4l2gYtOBukTNpG4B96wwbgcHpsi2/IPMq/kA1c2U9GfSbycNRn0RVArEeY1l2xBvFuAAx2KX1EkBP/qq6w7901QPh9kDr8CdHYi+vPOPgQ+XPb1kJByDTvTEH1xdiV0VcFvirq+FsO8Wz1EGMjgvCa2HgWpmdeA9j3h67MeWahaUIxlY9n6NRSs/dAPrLoxH4AHTbJkfz1VJUw9KHAYXFCxMx0u61Ti8cYXtnhuofy9V4Tpp+Y6TbGGvyWsIdJ/aFJC6TVF2vvqdAxDzrmpEkHHc8HiUwfLSYOxm4lk9X4tEq9b3WJMexH5uUuGRaHrD2gk9edp76vVkFLc2PFx+lcTiEVTwXA5r3G3HHawtVNLgodaIaqkmPJUt2zCovOxHr2gR0i5qH1Qm4/hGjdFIKb7Ffm3/uPvkT/+2f/+89+1wX53tJXcOLv+6nv+CWRtac1NDCdaJZ8UvDH2MN6lpAPMzhVrWWJQJUe5eAUYVSeAH5SlCXfPTgfS31FYhrYPqpDiZ+DAugycsw02p3eVU2cGtt28UUyw5DIsqGUEaiH8WeeAYfWwmTBkNugJ4Vz134pCOA2tRa33vK8KNlqkCt764/BCHRiLgbvJSj00h54CDqqCCXH5h4BL2qU+gB/Y3VdB3RNMaU7fs/aLkW2Z7lJ4/KKLwdztSEN9xt6HfW68gjjerOTMx+f9Wg7Z+QnonzPJ/UZvXzRjV076bdQu4+pgy5PohQLUgHA7gOQQxeGyF0CetlZUAHG5m168xFu7FO3MxTrFMNXGEJHdfvBJL8H2MKDiXT/ng4ohCjt2Uvk8GdKz8J/Yc8R3jgpeUtCe4h/tVmk3QeHSXl3asODYyWWWfSEZ6zcKptL3xb70fdJD9YjyVaLlurOBwPVnjaaGzlNlUzLTKvftiMNoI+sv3zoLeqM6/fptLAOLKcFK1EPuk5neoA5TqdF0CZ0bgo5T/BkqpjEEMXKb5afEGvcW5l0TyNOic0a/YXzW5jXr0yZQnMegHeEmFp7fkXfuK18Y+RQ3B1UxUX7SUd+z8+HwhNEsz21t9uNZKxj3GxPt+supKJQEJ3wXb4qx2A44/7Fw+vtRHcETF6dUEH7gIFHStDYSiaQZwI8TOm0d3sxgUfcrkA9OABe6Mt6VhwD5yZQEUZvAeZJNJVcen2DrYIsP8mfePqev/KFv/L/nJDyLX0FptCD7P8VjyWLSYQF3wtre32qBif/Zv9//6aOkAScZhhswOUhBqURjFBtLdRFQqV9jVWuiMlm1te+J9vzgF3h0uxLUYFAnONp/9eD4yPyP7vB8fwRqIloW10Voj1kt3gv8To0VfSZe1MrVGcs/L1eziSoBqvzSqq7s2HXPXygf1MVKSyYKIWZulUQSlOVMBqP5rOz+HGkx3o/99SiBxKtIyBCllPKySUT0hSMUXre9BWyda2mg+HsWcYA8UfLa/TXTqvhJUw7vPq8cxKuHIYzqINEebiWdRhuuujeXqeW/82II4tWBPRZYleK3107ie5cQ4dxK0DFZZWeakFQJxm9Bb1RxEFFS8ZuolpYH1JxwPcSO6Tw3W7rEK/rJER6QAyng2Ly6qDSa+ieWBK6jbXv9TaI3t2ExliDlpvRmoRut7VKewNUVnsZRDHcYBXT2o9VsiBWnFDREK8+qioEndohJKxhoqwrqtq1NsmxQgiN8XaFEZYr7AeuBJ8lVEWo4uszfy5QJp3wvPc0615ky+Qqj2k58nZdB6ogtWfrZGnt8yE0hp40PRY+a0V+0iC7K1jvWC2r5qg/0j2qVFRyAd4nRUT3GMNp4FskBFNZqcLaUalfa2/UJemUWyiC+4RTbUXper9Jfp3b03O+x6Db7R3dbk/EYxDJIOabyuH6znwjGjcdxI+2ws4eypx6+u5cq4IYIWZypPrq+fmg+f6ZnuckmRNo27hP5j4ADdBGnu2F3eCzPJJdE6Iwf86imse2ZR2iK9SyQsm9LY8ppwhOYbAzONBkSpNb1mdMSz4cFrA1bJrXTqo3M02R39rzSDyKw8iISRcTBICWUjx0zJz0B49/cPzit/x33/IHLsj5lr7CUllptacETl18miH79VphRTXYt4DGqxq47BzZymoKM6Uma6/13Lh274SozELew6yvyMicZ72gYqalED0eCTOH+d6Bd8i2u/Ayyvf7Ed2HWh77y59sG6Szw4G8RA3+Pms9ZR2MUKtRx2CDkzvsH0DuFP6ShwFWvIm9RSAKVlNeUfn1kSRyp+56hfVcADBSwXNVBOozohd2QC/zdVb5unwE1lltqK3a/vHvJ43A8yvqPZJy+X07Bb+SgDV3fZYGLg0C3d5HoczW99JVFt/PZpwk+xozUbYlsdBm/UawT0n7NF71MHmZK6DF6+x6aNWzBgoWvfFSOd21X07tJR8OdyApCoCHaTLRcbCGyMHpu0S+4rCu0lFnF22L4s0WLWL75qAf8sTPOW4tokTUsS+GDt/IVpN3A8psu9BWgbUiEhbM+Ocl/seVdazvEBUxQ09NaDSOBEUnJeREfoT8UCMM9V74SjRKi/nF61J+lKzb/JtQduovCIArU8YPax8n2Cjh0BmqQLJOvbYfWQ+BPDHRDWBIsgDwnKJhZaFJOPx2axvAT21go2w8WIS0DoRT+HaB0QarU8N/06olAbIk5SCrNZgmCGEOerNvIRBadJscJmsSeXRST6uguY8ftX48qfnS/BUamPm0SSa8O9VQQnH2CBgVCFSxSW+DHVqD/wJCYhIA1viBKUK8rcNVKFaESj2/A/lUQq/G8x/6une/5T/+C//eX/iHPXHf0ldK2m9QJkqGBF/yyfdzD+FlqauR2xy4JwzfgcnRlVW7G5P1exWaFnx0BCqQQptg+3kWclaoSSIrBGwDX7+YUA+OWUhc7kyaIpsMBACPFXiN81V9kFy+ug9ogTqXLd4zWUiUvgHlLET7gLVWWU53zr3/IEcy/HmnSvxlVIF3lI/Ayoms0J8oG45MFEP5eXlfvCTF+sSZnF4LQNd7m1BWBO51QHkmJ9/P9hDVJFtD7E+TVbTOw/0Bmyz1wJxRrIO7S7n8RUPp2XWtZ2+xW7g+LN+Fiqjqh7HvPfm5h/dgu4uTnfSof+vglYhgZl6c2DHAkSQ/Kl7ZVGlWw60F0vmAKG8sVIeS9BAlYZo6yAgn73E71+ncDGZZ2SLSfe+gEIV1oKMrsHq4ydNN/A7dp0H0dLMVWH0Ohzqtdt2A+GBn0trXeIje5amrbnaqp/iK7LmcpmilMwXMFCfVjhX2mvZdMlGc2pv32nYD1nA+H+uLTuKwP/AP99UP1xm1wuJds66EjrXqTVLYakQRPVZD+0fvRB7adzxoMGsfypIbcwXCAdhwsadnODHDoVoMKDGRTFxphYNzYI/hqQJp+kII5NXMt8S+WbQp1NRksmz1bLINSF/1vg/YOHD27+4Pciz54gfQCHWI0ZGIfLV0Ph/ZT2BeYe7gLDHiQkIyDw1Zns4noR8l61/nDXJ+YcDpird94peBbMWAzaZsFecxyA9rWhP2YTcOiQOepvXb1DgNpOmIuv3WCm9XvG4sExxFeYIBIxh0ItQdhqlTKzirAfrdtrH4XlsgxhT6o7/y/lf++rf8yLd8E72lr+g0MiODtEGHmsnA07xqCOLHSH3rtX78bi6GwqRWdAnVblxiwAS250yTlhbxr7PTp4UK2Al6XhhMW5ZAzZ7uo8HCLnEFgnME7qB3kqKEJBWy50GucHgMn9QN+EOiBonuyRasNNWxAShBxPPlHNmYAbVaAobJDghY5Ff+MyszY5UDV/Z8ECYxzHp0YPaShLK5y08l7LkAbOQ/F79cvOsAJKlcF39pwlDbxUcmGxvj6SfKGHg/D8h/J+f2++qwDgL4lJu8Nn6AAlUTd3Vjj7YuZu0XbFLJ5dfGNC09zqeVt9TZGyvcdQ0EJDkM7P1VimP3NPo7zcwDXxV289XeAAkLmpeEMMWEaByua08eu+QIbUV9vueNU4ddzZv6NC9aVwVYYqhrocJPY4UHP404zMkHsPZ5s6t4Fv398CteEmSD1km07q1UnSYzlKvjo8/c/CB5TxioihyRHc6Eq4jxyYV6wbLI61Gyu1/1iuZXebfwS4FTkGuF1TwLhL42/CbKS2ugSESsIeBsYbO25UcHrMTlgDrBBSWfDICrLHd8OZx06wMbfNhgYcKdlmaQ87U+oDQ491X4hZDbdAk4WjZgwNpsDvHYSemwpwFLhgSzRVmOAZCJDwVaUS8J4BvPKxx4PlsabEFZUVnqUmzD0vB8HiRT1kFNHgcbSNitOwN/k13JtAaRNwLcFBaHh4MP3KMBonV60n7jfuc0iLSq9eAmn/PTPw8lprXHegrlED/RQTSbKtWRhOldrdN5gmTdR2T0n7LhahGIeAC69anbFjCA1UpOXbrGsYKw/Kvzef7Vz/ypz/zn3/kT3+m7Lt7SV1Yam5ZwaQjxZX/L7efHSGjviLB1unwT5c3xMAFQY5tmwvInmxDt1d2FtRY7LV4ym5Alx6Y4jqDnKE6fpUwGCwXx6nt1hE/x7zoFoTCoF3RQwddcCiQwlFAEeHMu2A2KG1EivG+ht07N75c4J1uqMlAbcs2/tOv6WXYFA59xaF/PBzWkaltH45UJ5TLa7AiInzsHl957RPz23yf5Hi1+L1X+E0JrmgQoWq6OBa62ml3kzAFX7NfBZAPYeJbpWvNfya9seTsI7JCenYJSKzkDmsx40+XgtYOrwpI/V277NQYvp0uvmximgDu2rN1Xq6W9OzFbqjJ5m+bVQcVKqOyMqf3A4zU98zVRN/l5NFX8CfqF2FdifVDn7C5KTxjIMus1OjMGRmNNIAxdhbU7RMPhU7xV6J0/J/v+R29zxqqSzRElygD8lkpwzHpP2cOoFAz5Qa0WjbQ25QVp45WuHi7PnYdAWGTPZh+4L3SqghGKVbU1IEY5CKKZXE9dEae92SJtRQdJfGy6nMLvsFOk7H5hMGyuF5FS5mPZfuy0mg8o2CpdgkF2eBzjKjC4vfyka8PnAzBrxzJtcd5u1k3XQDn/Khlu1rZk6pFTyCa1MxjK2m97P4XmMQNMKOvdQTgZKgm/MXaSVHuxPSz0Qzfr1N4JvLcT4+294yOuP4wBbRXWeNFP+tUWNthdzOE8BKY1UCYmu8MHzTnuoXU9YQSynyKhw4GnEQiZesrwQSQsTyLyX/7dX/m7f+mbf/Rb/xV6S19xad95DqsUghJNMVuBK68fmqqrtrvQXW5Q2SVGSUh0ZhQY1ZzTqumRz18Aq33WeffshO7PTAHZpJh9X8o7tLeIGTQF1OE3D8M+9dQHq0P/k9Iu0w5XYM4nv5I+38pH3tyDe+tEyD8ZhrIXpBbNxXcEJMPITZaPkZw3xcIFhYh1hZWE+LYOkkr7JWvYkMJWLiNCVE766Do1FE2S2vdgEYATOLb9Ul3xLH49csUxuebJ+ymXx2kVfetetFlczr+9gl0BsOzD/A7We3pq0pp5tpUTg3VXQLgn9z4Hd11iZZcdl8ALux9/o/rUZh1PLdpdB3Ktk7tnmf9s/yTRWnnlsVZ0bHXB9WEj/91KTTcfiWl7JhUua0y9Lz+IKeRqjakLA5+hDWBX9XWazjoUZasw4HSbYPyzLJ8NHJjt3leiGw0PF34aUw9umvSOaQ1cb0JPhNeplLgagE8mhNcpOWUWt1fcv3SfEs0vkd5dS7Iuib8ggDhuOcoL83qP+kFTmeWrTVtVn1kvkKUGNMPJhUapL9onk+2KFTQD3jMkPJWPhY65BqEHiTr3THMOOiY4+d4wwKrPh6xFb0tpAsf4RBKoi52Ubew+TBKKOb4h+jvWbrkwIBPrIVTsAwwmOAzKJtNt3DAT9dvetr3X6eEiqiJLvirWJaO3DaLSQoQBBzIlROmqF3vO0GSVX9Sz5MdkragqtqVPZDrK8KJOsTuvRHRPLC8eH6aKoIwF4R207g1esqWrjbQGZBhya/urXT9C99WF5aprcItWhd/QMj67cVSQeE/pzV6A9DRs5XXF6ZmIjhl3BkdUG+nBVpQ6SEj8IDcXMis3wOt0ZhASmfoVOkQW/UjlUGw0rbSaSttD5mfpH335b3zmhz/zdjXOV1gawcYoouYGmrKU7dmp1X5hwtqEilCd5obPxI84K0jkd2Nu0krZGF83urVeq+ko0T13qDm/c/nHkxBcQ3SZ+wZrD9qfD5YBth2yoKnbsNP8e0neehDrzAigrkzwV2NTi18wyFk/3E0PFPIsdodbWtGLXMyS758tp3JsDtRFe4/igjIqFL3H8G7vF3uW26SSa1vJasSvraQm6bO/NrX1CPCfKYHtVJRrKKyXKgc/xv87hEy8Df7O283friHt39t1E4JLhnu1pzA8wnO97qhvgv/C3a7O68pvezPN6eUBag87oDqED8C6p3MGtkFRjlYA3DblmSl2pnvPYOX6BdVnV0E1eUJU98XiiqUPN1j8dHpbiV0hhkzviOkdrX2wTzdag1jWMNVigmoXbnw9aa1YmL1igrlWBrpmKrDoprmGAHGqbe6XVAPHGdSV3n4nLuMqLzCQDnTN9DqKZ8wFqgWI7k4xzp97iKXmWQOQoSumOmAVddyF6ZhCh6yDqPwOXoAPGWwNdqvVjhBSf4h3wtpPhVEgr8mo8Qszxx5qDSsfMHAWIg1VX5UPXnJ7Y6F3Q+hG6xAhjfD0wfMakBR/RGjfo1kVMKwOFNKn704n4F1W/GsFUsoILdhGcWOcl0pLY3AAsx0DXIAKByK/53XgpGcvBtf48iDyAetxiA4AM3xrMLjgML8X+Q/z4vYDXF02OU9QNAQXPRXcrvRJfScgxdbp6twlcJQPDlnb494L0XuxPbLsPGYRCaT1RRRbTGNJJTZbs6Es2QasKsAxIWZILRhHPCFh+S3HnH/60z/46R/59h/99k/QW/qKSOBim+Egss5HQ15XWT92ul9j9RqEcJTDPhJk4N9gVF/R7MB/0KnD4i91mnDxoyrYpUDgjVtRE0KwQtJBIKA5YlDYOcwC/+8pG6ZdYWMuQECf8vZOthLYtinOWbNcFQeLh5QwZ+NRznRle1FAsA2fCZzwUuwlpYGsO2z92hqG5VylZO/ovNcWPll+s0rP8tuFmTYcldtrxG8TCqJTpD5UfnowDDfKHWnC5R0ITgWuttZKKfN+UG/vr2rr8VmUXf+HVFVOaADY3PqepInvazWo62pz8Dt4+273PZB2+0GOf7zDAQgiMPTKnFEdIdCRVdRelpD/EUYGGDF33gXVVBWz+pQPbIqQ3jvQnHV7w4Bp9aP4yGtvaE8UkxC2dU8dxNJtEo9JPGitwA6hd7xCt590AHK7RUji8Asu3WdMdzv6xK/Qcjon+6EtLOROpPhdH1kGRAYJVkJX/kdJTHpYkQEFvEOm5/VaOT/0KVaCD4OrpGT3pHwx9W/8q/UOOyHYwPF6gpts0DpF9CAsSYPZ6c66bLxk6szaddsJZHH5MboPIjNbJOR3xIZuEScYw6fTioloTO33tSfXDt4hwny89knrwVRpUAx9YVETyMvsnQaI2p/NaxS+R25JXTVzeaSdu1XIw0DC2s2YcOLDJwiJ84omQztYZ5Lp6FRsdvrPAAAgAElEQVQW0YXDHGJrA3zUNTbg98OPjIYAm1A0LvDeu192XAUJQFCuIkKrH9hWvctJTlv3IY8Q8hvqTsVlEskREzLHFD/AS5jpMFkwYk4oX0LIfUsg7MWz/bOITPhCpiVDvpy4U2iS/Pu//KVf/oVv/uFv/kZ6S//U0whOc9VB1vvdLpIPcznPk5TP8wTuGuxd8ytuUBs33k06Jt5s5wvSq7FnKC/lGXqOQiFs3UprPf/d8I8M3mehZDcVVZ7tT7DW/fiRgoA/q650d8pz4I/7I3zmr7IhNldbNzIhVkJ+WFJbqElpVjyeUjptGjPLzDxWYmr8NEbmdsBfDe89FpTmr76foHh3E4H1YAhkcEvXe23CTPjXCXBTUeXel6ZV3rCE/kmeCAjW5r0WAC6A6F7VIpUM5qQOhS8cnIxBrS3q7Bn1ChYmyvupuGQoBVD+zKl8XP+epQCAE2S1eQanAvpQiw8hut3Wn6+UlRa6MMFOLvpkHIQDPbziKQ9gI98uS96uLEdp3dMojg+fAOQHm1ypz9IkdqkUdj5LOXCYlTdXIzdap92u0501PHisPbCsK69PYx3kdONYgb3dRPsoBiYVDxvU7rYJM1VNY/orCGD9YPvgHuVNIY1KBZvrNlEHVoPF77c1cKfwGsBCXbkrRM2x6GpTtjvOx0PxY7TFnOzxGuwMXU0dsfolQnZysx9UhfZSdh1t+KYFP/s+QDbMVM0gvw1K7ax50YxLp7B/t6drv6sCoSvoODfIQ5x33g2hJzvJ2vgEhHnRnICIoLIx78xqfNNzFHJYieMLfVa/wPNCw2oqztpiJrrdBo2bus9lZiHhALj6oAsNwnDOinwA3xS7ZUJ8b3T1AwJWiDQE50qgEIglQbG0wuHRYsqwQnbIksRVMjPa98kHa0MkTiEHOK1pIT3ZnKO85VsTOOKD8jnXavSSlQXD81xhxmtFOahhk2SggIrOWA35HnMy/1TrESK/W8xCNMhkUn4HHfS/fvoHP/3H6C39U039Pa1gOqJ7P84e1i6h8El6ila8e75KoRNLRMkpOqn8RbCh0/Ti8kLJqNtvVyR8Yr8RT9P4ruELMrhzHfqO/NejCRQo7e7GCv2K3e9rxto2jGwIZDQM5gb/k+I7aHLeH15VtUZMsAoPj5t2Bb54P+kX57J4oRXBLlXtB9sXecZ+147mY+86iYjfuM8zWvXDepBGHDkTXR8Xvx2xCyQa7r1MPW717sLakZ38M22eykWbNXXs2fVjGOkYBnV9UVvZ85zDhGSuJQQzX/WTNF35OIkuUww9sm4+1UUn3WevcJXR9hTe46GoTsqvnoEZSuFa7Fndj5GJcwHe32YdCSCfNPq4/HSygVsIuqnIQSyThNnHJbiP2Ld/gQKfVpUQyaC1Cqf5bJC1dLC2bWGm6eoYsyMIu1BW2+wTc+vXvrZcaeLhsql3sQXy1St8Fi0q/LrXM51kKwvXbKINR2znXIFOHRTGaZjRTwgTaZ1oSrHGuZWm7WRhG1Tg6riXsfoUT3sZZ7OvX6JEQJkkWrjfhp5qzeGOiOhgejIuXGW8kDrW3zNobfn8etCG+du6BOCwR9gvXGiB7UEbSHOXPyWsENHkhdRxHFGmsYMQFEikIdhEROO2NsQOGyCVokIScCoM3VkqoUs4GABpUxg7/ZTSByAILidmz3R2pq1PibcGreQRDUY+IloMMFZYvLmTCVfDxWm5eK76X7ZSy7T0jtkEdmS1Npalc5j8lg7UX5I63mCKH9lmuVz85Nd+3df+kZ/7rp/7ZXpL/8RTOYgp74xbn2jIjfU6d+3lyQSi93Wxrd6Kxwy3wrhmRDJ41cPDZw+k6t68sPi2f7W1tNaIWYNkSThr+64incKr4ahe/4MpwrF6p4DREnizM0I2th5F66oCD35cj38uXpmjo33PP/FQpmyD2WREUEmrRYjFOlbaGjAcGTxOLqy0tVN5ZVd9fSqtbO+wjklrRjPIFxwQaJ0LAKCdT/mrCPTit1crfd4XsOBpM/UJcCHFTKm4UQsZAg+q46sC55ma6FDDZ/Fd/PLrCun59yj7SDrjpbTS0DFg03zqvhd3VKVKABDNh/3gChTCC3JYu8/+xk2verFwwYKifc+UPfuV4cryc90T3buiRvLTOgq3ryf4Vz519fqQAboSYCw4Ng3PpANWkuXs+WFO6/PdsNXXtRLOxHQTXtcZ2b5ktpXZJW8YXWgOpe2d9TVgZlrHhE7QX0wyx9rzamHGoNd8P+qFvjFzio4n68nJrmcV3m5Z3HjQrxyi4E3cLzlYwxoxZlbLohZYf/HEryE6VaD5fImbyYEbw0Vjq8fwJYUP1Z89s9N8ZXgTzqK+UtXqKQzrj/fWv+8Ppmchem8rY1PSXmIbzGJ01ZaE/GreRONCFQPLqYV1FvwRC3xW84uhVVDnSgrLr+E0gwfxGHR7eiJ+uhENCF5MjWQBH2MQ81jly4CViJYfgZOvkOE0ekvU8jN5x/gJ3wx/BSyDylY2vVLdBO3TFnZ3kt7vK8weHceac6oDtXjRfHQ9IFVDfr0NvzFi6QELo8eVVxaDweBeLdl2gEmiB8QJHbL2hcc+cdKQ47n4UelginfBaAeZ6j+9XmfxVcSh4eSXiPzBL/3DL/31T/7Qpz9Db+mfeBpVSuOkvpXqul3+/LB07sJhqlY9NMfaP7Hy+DHtVcN9IPi19RcWz+VN4aEPYcrXBQW8FNlqgFrNuGNj4pvXA86irc6AFySfxKpGyWSOB4EQG04C+YhMGdGWxw5m2AyCfVY0U627C1bbPUvJEHS5JWASKGMD17xMDhYNltO7nqq8fe83Pu/yBqniZNr8NgtArCPl8CEMf3a4a4OKgJOuiuIZkuXVh8iPfWIIZxiwwGCxuQGrpXCwuotPSpV6HZxXz4LK8ZQ3CnQEvJ+SHDXP/MEVA6L+Kbze8dpjUFUh3u3HFgEDzhjeHuJVmH5QON1JE93zyjZAAnE8TXunR8BvhO9vB/w8gO3Z8x4eyctMlegFf3vFAoef6vM6L7tDg1AEz+H+0Pge1AAXjfx4IxH1EvTpWKHFg4RuTyv0c51MrHfEkoZ1a5kVQlynAtB+m9TEZ+RWp9RwWuPadXKumF9ug9egiImATcTlENGVb8FsA1ZblbVBZCWp+AfDp+PGesBVWd0yHQRW0j/dWnhmzCW6T3TF8dodl6KOuhgQuTUP8WZHdhHA97BKDLBJaJ0gjIV11IaDBvT/YuuV4Rmh/UwrvFponXQ7ferOI2BTqD9SZBKF/Os9TNF+6Aim1fdWXxoEmzkuC/bCcGI/u+nLerGazNwd/l0mpVOX10MhC7BnvtEYNxq3J7rdbiskXAelPJhuYxDfbMDK9PR0czwqTezzyjdwHMEgCHYIgc69k5zOyh92QBJRHOAlcGeVb+Wai6gTJuuzlVPdY4crGcuLVuw2wXRcWMwc/EvrMCWSGJCDAjW2tBPERVdVFx5rT+yhNaP9HDgLpUy09KsAoLalRUsOojnlX+Z5/OVP/YlPfe9DBH5LHy1peLB8AyqmvLqqGcGYfIx0XtMjzpyEA12LNE4aEfWK6YF0Vt1rEgpzkhxDBr5zysgazpJq8DrtVwSq8gm6p+7UhmMtnxVrOEFLU0oI/SkEVuaiobPv5fdZPySqnGRyNGCQieUxnPu0vztDAGXMXGf52dHpvt/HzX6HpKJjwW1v5v5wIwA5/DfgfwqX7O+31DDgzr0vS1l+RH0+pvDi4zvbdwcU8p3ARfDqJXDuOpMjnK1VTtc1c/3SwHul86R2XNN8B8EjfHhdcaZF5T+pAKADowBw6QCvWbuvwoV74lJdBcIK+329vuvZjj5VZdVQzT5xVGiFsvrEbVleZMreXrhhNWS+g9zyvVwCt52porJXWsDDYZ4lnuW6SEMHtbyGE657TI0U7NfWhaYGeTY+d9MjNZfWbacokw9wnkYGSIjo2Q63QXyEU4hjwE5pICz4EjpnAGHAN6dsB9kaSxXE9NxKg2IyyGBb7QhtXezAaDQmwlD8iigEmdwATG+CGORX1mm2dTsBm4+i9wSbPzIYD59KZ+hE8yNOG/ZBa7nqx9pjLiKjvOCnIyv6NRS6Nkn4uvTTVdoCJ1wv5bNFYvy8lhSnZmYZNAt/rDrWdY3Eu5yn9qmcgQT1+HmeaXANL2N3V+Bsz4RJLO65NOp0lsATppPIOHYmeiMvB5uLAm2f+8zjdLkKOZHwQSetq34mVKpEk85IAK45xI6IeJ3czfDeF8AMxuI7yMC2iVjoJ77+X/j67/7ZL/zsP2hafksfOY2qLOvgtBvAfmhCe01U5ePMdQoWXnwOgTbI9FUArj2Th+BMwvOS8qAs82wvZSfFPBT4Lv6/vYtnqCBRv5TD3Bps+mR+E4pzONyGi0Do0GrV1ykYiQz9BwrTypuOSWPck+IUxTeH9Z5TaLP43OZFVVveoCEWUMpllTbCgynxXN5v+Rj7dXidScH6bbO78b0xw6WmXMsoObxdNDoCvF+FgAmiA8pzyv2FRV8iR1n6kaqFgXD6VvfjBTwAEFYKMHcOwkvgrHs3M7RnGoRPvmvuStNq12txQCAdlBjqw0nkaqakyjX3ZCxK9fYDJUDQWbgyAICnwYndV+HyVT31MzjRCsPKch/EdSph43a89qf4e2HNTkshPPyupMTMEpnQiQT95zpYcbk6W06A/u5gUbYfkmhRMTrpaWgzrWZqtXbdDJpcu8LoxiuU+Em/+2FOFFS3yiR1Ovs2hWznxGliAx+SHovgkbCR60CX9fesV8oQBd+sEGe7r5aAO1aeIbFH1ncg2Kp/03/DleZ6ZKcLB4wKZSK9AHWK/VClYIcj+f2cRPvZjDDYG7ybrgUgEg4qSAaAiWSFkYctsP2KpTiZjll8YuGaQnpCMoU0Vrsg6oCs5mI/r4VnOt0VPxQZA9PUCsqS8UjVvvi91sXlz8ugDm3qCsz0D5iRx7oB+ca62sprUB++jXK38lSF8cx6oM1OEe61O20ka6eTWdsGqtGPYSrAFdDC2wbTYViy1hHl5dhHrntx3SGgFX7OFIc5oYL3emArlvlfFgrsE0trn2q4nWsl1E9bZgkYvE7wnPWka2E4wFVMr6xV2ax/RNEQ51XmoJMwf+FX/96v/vw3/eA3/Wv0ln7dE4QH17Ah8WcfO/XuzllOlET9pgxp+1k9bMW8G/veVX5inx9v/QXlOcDx6AOsDG03DlzdiDMlIQZIMEAyV3kGaVXD+9tduePMIRwlJxUBrBvm35ncWnJBQbB4RqD9rJBL+nbBpTq4TNhfdGbSo8zhbG8xPBLeS1n2v2K/q3Ybm9OjlNpC9wbn4s8FoJM/zll2QLoO0IIpnKw099jKU59y8wz1gJdk33F0w+Wz4mTwN229VtvlbRW5T3rZO3Oj+lyoQ+w5/iUE9Ls5M0ThpyTSnbSHr677rQpwth9pMgWFjynDyLQsEThRtftqqlqHmfKdr2yOhSikvOG2w0r0Eg4wC2mnqF6W5vpdAkms0Fc91scs5Ev9gTpSYKOAygILHonFpfwD/NfIfw4dptSPKH7EFjJr+2BZQ4dhVUMrGLzeW08tkupn0fQV/SQfVMmsV9CsLvKB0zGF3ovQ8+Q1gFUuGFKsp8oPE20bqYhA/WT1D7DtGsxC251+TQX1ySaD1rdgi9O1fnp68QrLFh1xCyBjDQCwnQKp8OsgNlVh6heeiaz9vfY39UyJ6fVUhBT+SSR6DLJH0nNwgE0oEAWueAZDCtst0GNKXSXKF3aYGJTx+iSbf8wzlLc6DY8A2ISN6SYRyXSQgKdry1RDK7VSMpdHAY/ygM/6BJwmbynW2HkqvhObTGafS9doY43UdPq0iS3FQCQUvelAhRT7erEkE+leVFv9NNdzkvhCSJTRoyaBfyYL+CeqYTxKYepdxGY3gv9t1dtPMqaIIpms4dC+7C80mX7HMedf++QPfPK76C39uiY4EH11aBa8YrE+Qip6pSiVK0OqzIRL9ir8p55CB/5Z3ovWz5TfVfL8xUmsijUvZ2GZDn/8DCcpF9/n1Buo0pOOTDvJimYUojXzu0OQSpuSkXDC0LFpEGjZbTehZ5icDNshPgwdnOwESsyyV285DVApLIsNypUmp47GNXobFmf5Y2Bkb/LUQq4jqBWGb+9N/7wvfmEUwUm9Bz9Rtz/6ZSkMDrTArJfc4zP/LzNLLz4t+70Urp59z+W307RNxTlSQx/7fnCsFlVIEVx7lvQP0TYH0zR/QpNOMwZP5etiGmlFfQ3F/ZCM4rA9kqLYKmGDV1sFG0ugyZwRg5gBxkcnZ3vsBeo5gbuoz6hA4o+aPMADJDqmFcBZoN3UuOQPqXjyOYuewZ8M4Rq82j7GWhZBGawrrXqA003vgX3SeE5bsR1DaNyEhm1+1D/bw1mdeaQLtolstAacumInS1vavayHrOszjilrcCUxqPTmzb8F/LPNWM9Xn0h6XFcokYCrbuv7vA+84nh1L99inaxxhGjdk6tlWZjiTpzpq7SxRFtGMBsEnQJtzHcBU8js/aI5Td5bggpw/7EftDX3OrEvxMCf8b7mR4bY5BMYBV2Zio+tEuJVL7TATLxig1ILdfbrY1Bpsx6DNpRLBlG6f+kiIY8TUTrpDPWnqTxfga3ODi+etCt1UlezFCSF7DAlO+i0qjP8bSvcVh+zxAFH4O8KlDBYVnMSfr6NUFS+ZEJHs4bvl1kQqxfvAjYC+Zqryp11uh1gNYDXzdcQId0jq3cqT9MjRMchPukhUz4hQn/6Uz/4u3/gO3/iO7/mqh/f0uuTxXfScjciFIcIHZAra/ayZLKTBC+9pZO36qDzgstPDXZh5L34VXUnsHXZHywe+dGwVQW4EaDgQEnSTiGoQ5cKXyiETU1vqRr5/N1WIeo5iNC+hy3tDjsudOHx+6gn0UFJxTl9zXo0/b/T5twJ3Vdc/A3rOx2gYh9uA1YbxEbh0I2SUer65yUJYc1hwfiUqBJQNoJmR2OD6Z4A1M5AR+COIePy7CpVE7TKmzUu/Kdyw6Th4GHhon86ZKH4h/SR9QdKiJwSEGny2DAJByLN1sdNYH38o89FG007KKzeR9rfnjRC6twXTgGROgAGgPcf4eb7VEXqLqZw+B6Ca7dXawXPVjnstFagYA3/eCCdWcSOvQQzdvqfyjNbgSikTdxkPp9n41yRd248xxP2o10AoMLYEzfbVYnm0IztxW2SgL0fVpjk+v5k+x8H0xPb76n3e+ppxH7Pp/j9joj1ZKI5LXw5H7TiIKtzq5GBelIq+17LQyRNxCUygQKzuU9U/7ECFTTGeqY6ANISUHUVxPqK2tMI97wQVochtJAIrYE6Dma9c8aqe0aIccSXVoQ5eBIsTGVlE+lOgoSIDv2CK4VeB8cfju8q4D6+p5zJF4uVpCJrv62F1qfo01MehVSQ8DaZiGG7pxR8NjWCvCHZPuIhcjg/gzTEcOgKnnOPQMGR9eem39H4otCi4tV87JXrbyKKu2k44MLTdUklvRh+oTXIi3tKwv+qE77DngEvTrEBb/gBS0yylyeOD8Y7kXeg2emJbSuvGB3sHAw/uGyoLKng2zVdixdDARoOk9akzPPz/J5f+nv/589+6k9+6l+kt/TR0wj+itCuX699rMDL6TPnItqtukJjQuOzPaDFTLugVEsq/hCM2PoLi3va9pVbBS3iYOHckHVejWCJpMsqrD3M1xiAmG8pXIGznlvvIuoj1+OOtJ2agrODRGn2zRqsirfHsTOh8e6MLlhnuqNPw8Pimhuoug5YiRKAAvntULzadoXw0RSGVuAzr6/m9aMz97F72mQAdpPy2503Aj+nVIryg39N1jadSH9LdzKj4uE6FAK45dvTGYyPJuyTPNm3y+8mYwD2vbZx8IoTQalTofu3xTso83qtjo1VHuvth7eFSNZLKAng5dJ9F0JTNVJe2Y3KmddpsRY6zLDnyfnlldh3sHRlKrDbHuXUf4qJn5IJcngJlXjGPKmpv62Sjkw7u+6wNXn9EXRvT050UaeSXfe56qm9g4WeiOnd4HW9Dovuh40/y3fTa3MMVg//nUT1NOFAIZ6h3sLBpS6oOCnNVK1JVhth7aSDKEe4BxJYXiTycD6vOc5t1v8ZQiXtSFdfNos6BmnUr7Vr7bEOxq0ePGkYlIZfh5KQAP+D+1MydAySRfNChBL/Iu+V1Ik7ahkhioiMDNICVfoyGzB8Ai5DFiMV+pOc3yX92yFjXxlcn6kDMc1jOAuBTuj0O35VVkijfNOf9q6AxpT3m8YqosTxzbaICQOxfQEgNqsx8MgaVxr/Ulot5UERfo2RIZTbmSYXGvrue1SHybVB0vFlIG6DSoeaVf5U75ilMpZf11UJzTlDj4jAYUvLoHq/D8B/M7RrD/gx6d84nuUXPvnFT75di/ORk58hsDoBZ8pf416fpzNltOfC7xkO3KPEaHxrkVeC/4HF27pOkWYCI2EPzFqiKts1fdXZr4W117e5p+JSiBaBFgKbxWoWI6NlzgIv8K8Chq0kRVf0RQc/Qf6a0oo4Lf7y8TNOp3cDVkYaMfbeqR17adqNTnW67gtArSPl7IrXqhRldDq45IUzJbaqXsub0TzUlDZQMXSgeRMUjNEBUID5cPlBTREAiP/O8lsvKKrAnE104PekUwRoXxnQSFX66cN4sxJVytt6LsLK6jBXQoMwO/hCm1xSKV9xkJTpDNYF37B7RofpUtzPep068LvnbaET/Dd94fRQ7jL6YWOoRxv+W78Y+kFUREBno+7E7jxjwMYUbeUta6ojw5ev1RFCJ3jtd50+mL2x3g3LlK7WWQNWG7yuUHCDce03W2BODYkFj2FFyW72xfKBzmQiu37D6M8jBmtj4EGQtMpPrcOW+YiWEyswPHXzwaA3WSdSdJCpJx6vIuGMO5I4CB0C/Rs6hBX+6DPJd78E5pTvmwEBvDz9TWlc3trAyPoUS9hhVvjQVh2NjoLgWDuiA2WtEPe2tnLFlLZNWh345+akg1V/iOhKqERezwJ8hJMeAnX4vsoZEyJTaN0rGqB5WLQ0YzGnKa0IYtT16eAlyur/NElYrejmGEhbSDYbrzbKbbFl7L0eJH7V0oCKHT8fDO+V1WuTiJYMsM1CMBMfiyfYlkAppkUt6tIbdPxC78TEMtqCyDtBkQkJnDol5CHFyEtQfp3HwM4E7r8y0yT67QfxX/qdX/zUH7nqkrf0sjTAPHrnrvRh7g0mULHp+2M5yZnSmYfJFTUFH2cb/pBHsbf+AcU3JeblET7XFPoWtUcLQYaw0o9Pcp7CCN+zm4NvBd5uCJxAEFqqrvCsPsuC3yLg5SVVYmSbqWL4UgzUo8l06MR23fJXjc07Yg6BKcXi/32ACGVJrG3hQT8YdtZzMCxsZ1LXrEX8KviJrwWoAxk7w9n4FJcJ53bdOFhDOKFjFhyN1rX4nPL/43IeNeyh2p2c7GU7h65vQX+jypCAHXF1/7bB36F6NT+e2YXMfzZIWrmgB0FE1Q9IKgb1ZrdKUBOffHb2Q8h2TFlPRZ6bDmCZpoaPPoZ91bnIqy2vn1UADLjGB8uTFuaA15dPNtSazo5+EN4pKAVH5CnkrVZhMOTTPMZz7SRDbjl915tHFX3jG4QrTiW2U3dvvMKKB69B7NMgut3YD3u66X5ZxEsPCF6DQAmSb1HngLfYKo/YgMzCbUkjJEPWh8ZnMl5bI4Zj6XRh5UMbqgd/5lXxRdRT/kdZgsFKOlNhVllfA2G7j8R5g2kNClr7QZSW8zggjeh+iYHUSfJ5Rg65ZyHimdW3r9xyDEp9EKt11b2SwwoVneGLh0Az/Ioy2ckruh9J26l+xYPiyHkM2p4xUDt0ZXWS0LMITV7h0nj9Dx4mVWnnOs76HfUG01r1g7arEooejdX7bXeGEPHNeGqtePogliifNWArtPrsZnUx+R5d7+OkF4RIpupj7JvoiBXptu6AtnPDSPQcjkkkx+oYWx0138A6bY0J2OGIKAPjVsPLdGTA5nYCTrpe9A7FIcN80EUjGUtf+P1PEMFjg3oi+hoR+aFv/OKnfuBTf/JT7+gtfXBy/Z1D29a3j5GScNzNjW2DQ+TKuUjj9rup6lT773Bmw/mi4qsMKOgk46nS4mkaHiC8SSsVCCqM9+DryIKGoK8dVY1A/s5dhJoU9rRFomOAk+I78OC0meLxsJPiFNif9JVd8p6S32YCBQ5tSv1SZwph3+sJNJsBfGl/Id2zbdt38m5Itfn2btiurunYz4wktsQ5qxXHayNqunRw9G8Q0hUPYEHBshJosaGFEwGuj/GzX7nvMcj8Vyf8zuS38k84QR3oDh8+L05Szrg3hfler9GvNePC8gEAKIOJPZa6DxyWM4Hpebruu1+t4DfU85bbVl9tn1nTTQ/BgM+9mgfhX+pTpV2I7H7Q4EvQebULbE8iUMH2eHuZesoVAmofVf4dgHie9hAC7Ody079Y1ep1KoF5svF1ao5J9ATiONzJDnR64uVAP+ngNR/ABTgaHnyOJvHCb8C+Odvn586u/q2VQzvIBTWzKVVxek2ykEQbGAe3CiGnXiRTgQIwM3mHmJnyq4WEiGUAX69BtrCd86rClkKBtT7h9dxicsuqL5Pu89OZi2Iqkj+UOgFsCV6rYq8TnpSf+5lLjbpJUSWUQN3yEtZRRAP32d4z2CmMODVuMgv5tD4bqB6SD/KdHTwoe/jcFiKND1T8mSJk3LhxEgzQgM6+t5aI+CA9Q0Cny0pfiyIhVIJzrUECXoTYcVEZML5fGa0Wa2sVHEgnIuIbZb5UAjheivsQ0w/6RhgOyMr8asLjbqWDlO20rTQLgX80DTYmOsj3hbsBQx6GDe/aP9/zPPkvfvqHPv3b6C19UBo4Ox5X3RDdd6/vJ+OJUMpnuepv/ZOYjV2MJlEZMgoa2w78C1sgJctLsd9DjYB/NwIAg5/FfaVBWoYOYXtAn2aYmlr3E08xA9sAACAASURBVF3tLW46Q/UXKxbnEKihJFCkuHzyWPHcupzhelIB4HIajmm5bEaMDWahHEdE5FOrW2fvAaKVz53mWO0J5AkDMVW/ku2zsDvJyGVVQqsKEPWkoU1E4L0bP4nPM8SQzzsZeq32wFlOIpsVVf3kK6oCfULJEeqnyPOjjv266IAzRxzDX2PlpWq6M8r0KU10lU9UH4hAMrzYvObxV0yv7JNaYqcgSoCvmok6EQhALpYOTjHZSyF3tdkTBLJTUjMjcUJ7+QpaqdBX7Oze1+LMPqK+WjJx/i2APyoQcUdXdife61Wieb0mhIuIcUAJho0yxSwAEEvUJ+TSRk++UC32SJp+qgSwEZ5ESZcfEcqyFK5sXXtFQtq32Nu6whNX+HDsd73ZntixDnCyEFy7L9V5B/rETrtFMz14DTBEaIUAg5Jkng6T4+zLukHAuOUgRyaIDg556mqwn/J7IbMC+sJQUDit+fWpdB8Br1XAMnRMYjpWm+VJOE29Hq61DTsgSiyU2d9zCv1E9rFBpttxzgM1Z2n47vUY/a2+she+DjywuOROSc+S3cKoAoMF/ohoW5oX2vbVxT2+QH8X06LY00/NOwseVTcQU+yxFIVprme+V9XaBbhccowlB2W7Zm3oQRxICk5/EOUo4CsZt+gKqMFkUQlp0WkxuNJEZYwnjbmOMAo7ZWVWTMbtRkt+LVbBR+px6rbpiz2aIfSGeLz2+lz7VoVsD7yYThI9yTjpvlXrJKJ5CAmvk4R9PzBRMWBAS+0cmfOzX3r//PO/60988zfSW3p1SuJ4EZTyqlRsdXrW50ImC6/Bmc8N8EllZ+BfoNW1/pKEJwh6+Qrf6Qv82Wip4sZWnfYxUhgYrLG6ZPm7iW+aW4UsRhObxbu7etWRA6B40XUpTQfajPNlAVvVxWnWFAsEiukkVWXfvdOmkuHcQHMDypmvCFaSJN6ngl2FbSPxzifazShla5XY8uz2heScnDSFoHQghk3eT0MWbHsTI45KsfETZ6FLZ93a8W6/B/K+/D6SsBSS3x+UT6en8RS8Q930ulTxPO2A1U4ltDlNIpe0X2VfC2elsa8z+rt9asm02HmNNnj1PXoFgUtQO/1/pxzin12tXRRxbspehOtmeyXhQCyc9fNQVgJnda9vE+QR730lx8w01fyFASQTII2fL3QTrsJGttUQrpQOXXG1fbA3Inqn+1+ftB+ftA8tnJiHEJszrGU5GtarfNYTuwrHnfZJNI+VL/ps1UMDKb/z3zqtmHUQHPrdr3vRNM2Rxn21lbz2E0Kak27QU5eTAhlYE8fA1jtDy3b7P3w0pgddoc3PTYcPoN8nRbi2ZYabarwZ1Gc+L9nIU1ptbcyes52xfqOArG7Bujr13Ri2VCfwgGsWXlfZOC4FhDP5xvr8p71AWbXTsPQZdpcYY4okucXDqohowccrlNUXhDZULbIt0lB94zynfMcKKx4k5vhrZraRvax2B5Fu1oUIBgL+0/5hZSoPh2ZypBc5/JZWwCEmlkVgsOusa43pf3ifnCtba0clGhjG8Ws6TmhFuqwfdkAhkRD9S8fx/HO/64u/+/fTW3pV0oCAKu4fJ6EbhzYq5+jaVVbDmVjV6IKWHSvt/ai78NXir03cIZkIYHBL1qgE1nCDTtKvD4G1lt/9hDME8vSm9Ujk0PknKO4DsjMGqADI3tJmqE9w2vLAw9AlnN85fKH0PDRYn9tfsp6GXHGkzgbVne+XQBWoFnAJcG02O/bz5kiITqrQ3BRWFNgLYg/RvxRwKPGv9N92PgdU82jfVfi4vIkVV5QRClnBZR6Rnsiyfz3nf2oHJ1He6I+/jRfuy+9LUkf+a92Sm7e+zhMeH5p2ACLuIjOSnMCYolhBRrH7LuaETmGSqCnBZgBgBFHfV+fJQofJeIMfKH3VRyf6z/WEVn5Q2ftVmHk5YnHrsl3XFc3isByBFgLSBDx1o2cRZFvlEaK4O9GybgQBWRVAWPrzM6TCdJFQ5M2+uJ7VFUDbW2Z/T6yHOt1iMuLGQkNioDtY4EAZBVeIjmMNXqfe+HHoHY0iemejD0zByy2K1A5gCwsD3xifnKgxPeQJvG2Hb5tTBULxxIfig4VFrEkeesk7BA6h4iJEtPblwpRdp0gZutH6gpS2dq6Fwa/58dwqJNGhtsbY0+8/ZSh/QrdkW4xXiFIhB/8R9a2/65yPf2HywS1TdH+1/zgeSlU3tLTn6D66aJEuGOK9scAiDr7J7VFQEiKZEZ47ur40Ka3+m4jv2fVKdXWVRLYVcSKJPhYIS7aIFtEtQXMRTnQ2w1ZvQ8LWQDfzM+6JzxrQprxiv7RZK/MnzAjBYXzuyIAsE+s9rQsmHbWDngg/zQe3BBMBI1aEF/z8dYfM/+l3fvGT/1ml+Fu6nwZvYnXHarwgnRt3aXKANlKYLISg1TRc/hqldM+7QOXTFX9Jcl+6Vlxbwylbj/GpEJybsFa3vCDV8kHCrl3kDXODooZJOBstKUrCP680drHDzauHcG19HTRU9ZVYCCMYYBE9MXgSejyi+XPVeOx7wHkFayVFhgf+7BmrkoVCoYpFfyMEkavrPUxz5ra88o45CJ4la7gbXsqv79IEy07gLC4YRD0c8rOsUMjQA+JTZbyiZwmrDWeQ/3/23iZk32bJD6rq+/mfKIigE0XIRKMmIC6S4Dme40mG8RXdiSjIQXSnhGyyEBeuXLoyLtzIOMOMcxgJAQeN2YiokAko4sKNRgIR1FVWokQTSM6c97nKRdev6lfV3dd9P8/J4nz1+z7/+76vqz+qquuru6u7o4wFlPVp/dwA8GLqvWr9pbUMDf8O+98+jT4bY/zjk70qtLtjQM0sPAiM0i8Bu9qPOpm2k4td+dfTUJG3Rx3AHgfYdwKoUk/9bH3EqzK1/5PTVLGiqiFkJtdccZO63WfBd6ePkaUrtXJxpES/YQCnxlk2imOzQZgnEFiCPpK4j92HLhMf2M85giN8NVU8ZFhE3obGQU4PfzeGRDgxrttRb3CujmIAq36YzqCDdFLusZqKPaxS+nQSckPaaQv9x7zTlqjHmS6WO62rwL0bcACTpf0ona2l8vhknhMRiTtdJSdUGK6t/4RQZ04EY3BHtztUdU/WTxFq7fZXp8ggNID2Mag6+W87W4csCDMVPwgME0CjTwRxW5Rw6FCZ42HTxnaXYCr7aXX6YDm5LSEbsVIcz9yX06w7+WY+4AlzxtzMxIMMPJR+/l3XXMm8LqEBeF2lnXl5QpFPk/YQfqPQa5ef6/IwXhGPPnBdf0G+6ARhL3eZ3w8coKTPl16GwvmYq7Q64Zs6lhQ8ZCdOBwMDa0RWVNq6/lX1eRsjOxflxyX6p//Ir3zrN7/329/7hvw8vZwGM9BnnayeurPaZG3TTnf0fJZCLFcLNvuiyh+KctUv+iY/KvZQdNF8IYBV9Fi4YuTQEUgVzG86XV+GTV7BrRPO2vfqAFl7h/6BMhNCTQ0TELpWdTBAS+jQC2nHdz28ak50adRvJn55NVt+bMqgflCo8hX8pc09WiJy70pzBWVFVUVG2Rij9G8VgO6TbmzdYox7WFkU6vt9OpL08w63O5qwCalc779ixhPekRGMzGiyE5+t/OxUxxY+5X5I2PiEXJOeZ3UAP5oKbF2Au/7reTTVymsDwDso9gDkmcmWnwruc9pY04UEcwlb5j56WQF3a0Iz5QFR9oy19/taatppP+j5x2M6pOowb+E+VBBn2tA7k3TeTsOH5IlZAU8hiljsT4QTDTpssd3ZSeavzenBGH9GVscDjisq0FLpSoBVfiwLtUm6E7hce77Vwk8JOu+P9Se++jcHqCIPUXk8PMTYndmhGiuvQ2yOLMzoAJ05MJ17XEXMhryX025mfjORqxySZeV6zfhknqBPTAzQiZlJA8sDfaIFTdk3VgLqV+/Y5JKqufYa3GOocsxjpfm00S4DplZwyH3b3j+X0mE2VUd1/Yv7cgeD5hlPofr8iUXmEpZ8SjApu4ok5bXr1ICZ94WPRDl0oEoMnq9GQ7xDPpYzMaKPSgm9QHPzCqfUBcovJekoDjsGf7h6J+oW4oartp3AUN3ch2LVfRLAJFIOJMHgjW0UaqF657u54nq5zF3i0Q4lKsD8f5tShcPDLMPiLygo2vQ7ZMo2zxBq8GnGYGusGtv0vwx4YbBsohcRik7vKnhZembljBUzMbv+9b/yf/3v/+23f+vbvyA/Ty8lnGfuP+2Y8dUElmq8fai5GjQRDFZxAm3OJnfncfHOuboPwNpE4EOpz/CWmbKAjaQ7NFOH4oRAzguJrDR9JaE898npZNdKkV0PAp50UBhi4D9c9hU6gNCc99Pp1hPp/fERPDlxWJ3178XxQgjH9L4QDmxwgApwWcvt7C0XETnyFIev1TKzBPZO5ACh5q/npG4vGhGR7OstHERwXu0tHVC7v1RuUu11779nCfmTRXJaIHBS0CFrLvva78XnVn52NDGp1fBgupZOmAGd7QD4QNry/6nzNvh3ffQ5+dlR6wyANWCwfxWLgOHEiFS50RXfjw+yaw25A5LXGlMy+sn4d80tvNLUtqrIeNRDm1RvKqDv2p4HhW0Hk5YeKbsljfmvRYVY5BJ6UNNqfmeifXBwwrtjXqokBLoGKrJKBChRJKmQVxhl5ZMFI+guQfhqakXiTCG33h86v47plA5VUTV5e8xQ1i9D5RtD5TF0XrPzNik9sFeUIIOTeoHRo5Nne1dXrNRNd/poSagSutoiWlHeL3fSC418goNmgOfgdUxdYSJq3KGVSgwbHQpbWKFcK6IWI011UnAHRtmuZvx7nGtzUD9K9ez0Jf5Gy3ebYP+E7F9nNpJvE48sw6oh7TW1d1lOLVbJZ4u4IWpBSZdI9dFicDkqLkF3iBX0EBFm4MAmMeGrjgDDHJN5v0OOwJ6WNjn0t1H9kiupcRJy+FSolhS9TL/qPQbFJu8+KM11AiIUf8edy1fKGhYSgM3cLnEJ9oKj03LgrrVetpu+D1c1MouIn8Du70WV7iEmZR77XSGUsC+AwxspIVDlCMFf/sHf+Pp//Cd+47t/UH6enibXVjuT8LnU7V9XoWvuqh4z7nzmLycGd4lfjN7HYd19f7k8KbJio4pmMYLT6ufWy+FkYSxETjS9TzufZGcv8skuNzvltYZicJ0eOCQBim8ZOZm7FC7EPIZt2Z6mg32J8mXFBaxkMBTZgaFbKPwjTxKWdBIIsJd45oVMfTDKtLawIsn0ylYpAKqB/ru+jnAiS91ZItRF5j4Tf1fYYFMpo9Yjobpz0/OjTHU46LgCb0TNKAwSM7o48bntr+rJkkp9IuOVFEY9IOI9nL1RjXy1htfTlv93Ou/Q/GfkZw8FJ3IKQhfUFbPCiwQrZA3PwMo8+b3S+M5+7GDtfVB7KFcjd/rrXH/Vfoe8/gCnDuPKnLJgeOo/9mGojdUi8rMKPw/K1vessGqK+nYNAz7oQ18ZM5V0nk32gGOlQ+j839gvlqtBGSKotY4djJRs894kdXfhOakk5zoCOmpExfw04vloTrxOJ/bxEHlTlTcR+YLrdXjfrPieWFVfqSVIl6X15EM8itx7YFcCNPfBjOcZNOt2vBA2Phsj+0aehV5jTpQ2GuNTLacNl6631l9cD/M8+OdqODO5/BP7Hhf5ofa6X8SV7OT3Lim1FXoXj4wjCig6gOHz76oNngMpAhcPSWd2DLtIdfJZE3OF+3C4Hdl2sXlPbJ6261kIQDMrh4Cp8uFzLQ4z7D5tUgK+Ctp4UxfwgeX0dXsP5X0XKwEdM4J9NnC5z2XzRyAWRy1Z6j+0EMDbJBb2w5rvQb8um6f+XhkhEINk9brg61F/iYkoZoXMXJRdi9D+1fxOEBlwz4H2pGMagKCO6h98/8EP/oc//Gvf/M6uW3+eMi33tP6oqclwSyeNnObFiCGr8G9EdKfQPwBnb/1D5Ym/C68vBFDSnJqfwk7FzryuBuRg32/TzgHKNk/few8ybC6cBp6pJ9yW8fi5ODXbT8hds3V8drToz1ZjZax1BaFb85X3BQ1YI5w5vBpNJ6PagKdp2dt304kZ5tN3Geum0bUPw8C0t8F20vrGC6lNA8oV9L2dTGPX4fIgWpx4VIn0jKdtvleP2MIYAoAIiLSp/MMB6J2htz9fTpVdmYmNnjyX37u0k8QozU0e1CfNZ2T5zyJ8JGQ/E5VshlE56r6qv2WlXncQDpDsZa1TzR0eOAbpVjlIK0F0KZ0D6E7qfmNM+Uk676G+ukHys1QoK8nOVOei+TTdw90kAvJaMofVGiBaEK9FV0P8+FMXNBoBRPial4KPevTUMqK/TyebF3zOZlQ2tviUbEqvicZ2FlQQq6kO7pC5+opDnN6GyJtc8iVOLb5keMix6iXjMUMQY6rMacKHk15a/PFzajoZn+H3Eg3mwTaukwD/kFhJLoNSmwdRZd+73MQ+VNibHmmSKeSnyzrnQSa+RipgaJlNWkSDxYbPOGTrsdq5pTqY8p5H86PYKvBQqvXQTybr9Tx9L2nQsF8nUwhR2xdt1+YwnCSbqlIOLMIKP64NKuHG1LYSgjGXRFn4arn4QxtiYVt5onvWm7Y6Btc+ordCv7Tqxsjp5fw7Ab9Mfc+q09pnYPKkaZW8xgt1q6/qwgblLIg5E+XJ6ZJEUBUbGoTDyvMlRpEQEwEDMYZ5fwzvNyV8aOKgh1h2RgdDqubZL01xmejfJ1/L7/zRX/3Wvyg/T8c0NreMfSqxguA69jU3y8hmWevpk7zKUtLn/MOl9U8UB+8l9Ix0IYBl5cV5OEFg5XsYOFlp+grMbBPX68jaATc3PWhRgmolDQuFyrSwLL4CQ89VditurYkPpk4fKENXR2J2pVL3wWr6W829RSiHgQKp/SMa5A4QhuWm45IsfLJm3z/ImfcCcJK/Amdls1tZCtvXup1O249rAHflSiIRGJJrqiUInoWJ8QxvNPMtVyFIOlBlImWP2tPENAf3XPE9MaxHMXSG3/2qif2eUrr32UEJhIMWTs0TvrxNTLH87E5In9BBv1ovDn1Az0JPSBZ/JVVoOCKBQ2i1kUmjDGO40zdd3257019wuB/jHAfpDNomgXpIN5ZdI0f8TwxgkqsM1nDc8F/YT9siVnZrbMSvF19AO9gPtmBYJeH7So/JKrbcStfroghRzTxRx6mJBX8cmqTUL7VCROlgkPp4DHkMjUHsvBNW5aFDHiIyhsnbQyLkGCfsm+QBMYGDyHkQYtk+4DbxQ2uwuQv9F8zkXl3cIeuD6XHFAU9jZ2m97UvET2/151eeARF3rBKPKF3Ns6yyEh5dR5Uu6f3HzGYOi+kcVKvRYT2ZOufzNTClLfp+MTyNL+KngW+t6l3ogY3+XdqE3vDiw7+USD2vzzo85rI0LBZ1sPgnKsuEcPg1706n5kBCe4YYQt5oBRSvABeAw9iMw+MHh0cjikIlVjvnLTcNSJ17VMXvSb2uS+x9tppnontd3v7k4ylLofEQvhN7ZzXDoGPW4Yq8cdetzwSYiAyrm0i439P/ilE1KUayf+gwWnHFO3NYTCTuitUxIw1nRAEzlPyd1/v15/7or3zrT8nP0zaVK2+6iexpZ0iQuuPF+ipz9O+sJWjG2BUzGH/rAa828uW00QmfK29UfkcAWrmr2gmpZKZnmbXp/QKryp40u/Jce9Zh9GyLQLzhQLRo1/I5jzVixW4HwManEtXixHUcnuH5LE0jQaWhSOQKCQACCq3cQrl3N0Lsf7zw/JTd9WCusuI67TsByO+38vdc/J7G0HJW/t55dFuQyW+ZP8tv+G8nP+xFNlaFbeV0yYrmq3zUTzplKZiQZsBw5jh3+o4+nbetv+zy0ytkUon8CIPV3jADsJ7yWgPHrHRfRCCyTiAnSxqcH4E5eQW/8sRgXnFcQ7l7HTV9mKdbGd7vxaGGQ+be1zi4aeT7IJGdeLIzQD2NgAes25OCN1XF9AOLGje1ET/oetGU3RXgWoG1T6xUjCDaTacTKiHmpDN2+XGQFa8oHcvAFKOvAJfNlR/BxPniHKCj5kBUxyUPVRnDB6vj8j+VNw8XfojJm+Ce2OSm+KbrgYMmtLcTdGe4RWLQoH6UZr1v1w+loY6Eg4xDqMrGR4IJdIHeDB+9iXvoVabPRcSnqstKLNO79UVZZSXwmS5Tx/nquK76vMhU0JxeMo09Dz6DzyXrDp11p39F8k7W/gf9R7zM869dnPg59390JeGhFx1URRXhsKUwn14+ennXp42ICIe+qPKYWGm4iaROiwUMB2A2YVz1TH6C17QVs+Alc2+svM/KEOUwKx8S4ewOPMJy58/pwJhP1GDgqoIw/o0FM7cVyhYuFd1cQPN6ch9AwDDfjDkYptli80+EHENDB6HAfGjL6hYoERmXXP/hH/7Vb/1ps+PU289s2h3KXQw2Pkk+t3l25c+1soSRiLNm65V0I/LERp8St/6J4jX8iMFHbQuRoP2MCgjlS7qc4Opc23FAnl3/4N1GbdCbU2tW8k2lnkKohD+U5LF4WMHaTPa+hnE9pY9Ib7OJOcHgM6bTCVCyJLVwCw4WEzrhEwauN7JLJkW5H7LEt3BOtPMDD5DOjR5BOYhfsbAVmNWBaFmLmFLDvUqu0NSCbiqN6yEv8b3piZAjSeIT3Hf836MV9mmXA6bMyieX6Yb5Wa2sT0t33AHY9R8eW56CXSH+TDprRh4MzjZ0l23f+E33/WgwVgY+2ahTLScTw/5yr3NXUVF7xNtdHY6ReKuPP4N9j41UQ2c0xIH88Cp4LbOHF1/m4NXOwsHih+5eePCOASAbPVR7Pw23JOoIPhyG0xqFZLG3eBu2yupG03e8nuAvwMNcS5tXMM81nSuZmvsB5/2vNldhEVas2PvsYcU+4BzQiUt7GUYcc6jvYSU2sMIQ4zs52Eb2Y5D8Ngp1m7e85O+2Xx02WVeO0U+8ysz2c4mauXpjtR6GBX5HoO7vYlGN9x+TneBJGSDAZvBy+cBCSjmJSiTDgS31cDl425/bJbilqOBoIMhFepzLKsk32gHSF+Ea+OdKLMJtw6Z42Psy2aDOG7a2MVl8lsE1N+LXz7x7OHBEm5lTjNgOko/uNJE5oOY93u4XR6gvO9SQNfS8XXGljwhOC4+LpcTE95QDKISAKQjmUQ9eb/iDYh6CnMkMNo8YRSTvidVyRGasJJvnT4vk5QMnz8fhUfxcRGx4+ffr3/4j/9G3/sxXv/PVm/w8RdoOWjnZ5vvJGWBll3mbJi4ugRTJi2tTnDGKY9SVulGV0r7fpNb6h1OEBVsBPV8avQzBFGJcaJgVAabfK86Xbd513b+W74Tq2hS1dvNF3hgUxuykEipt133xkNN2fHuhhA9eF+qoLnnv0iS/Kxt1BejWi/dO65h/on7hQfCZRtfBCaqVk+HdtF36wPLvDC8pu9JYCsB8nysYvU3mCTbGJ/Erz7oAb1gl+hp250mHLH1LDkgFTFJGME3OAIWSB/zWKy61sWJjVHYy0ytZpwtYOpmAFYBT3SfyLJJGtnxbyUb/cVmu93NpFdh0Bzhsnfiv90HjHcj7rvteSycNtzJwP8Rst491V3sXkdPvLcg7G9RYg1f0VGY46RzUQLfcCVHtdA4L3jfeIH1GPpM4OTOKNAIsK8HHH9BRqwFY99vmty5FcYgTPw9fcT3dtto8DQgKnq3pcniQVnXT8a+k1jDpOB0Ut64CviFXHMyEg3bePIz4G0PkyyMnMN48zHceAuV7aZne8GmVVgTNIx5h0wJWKOdpP8wL1lVv5Mu7Z/hEfRbfo3O40zuWZbmykH/LruB5a2wzmbSD7WN6S+nDRY8T+gG/5wf882Ro/43JoiYinQadLzk/YIYMD/zJhmZawK/9aglvTErg95AZSgpzSPjW1W2JQSdXDTstImVANWzCGCuoXHkROtek1G8Wsb4SNwLGicEiwpMkkOG5MQBbQ1H+ch/fGzVLtjVMFqTtmUhMH23Af+NeipBcnYNizFagqOsf9UG1OGRxsrnpJDhOoTRYE5ehEkPu7+wqz0xTB6wT63MlNm2Nho8DcAwKSMWPYp7lzeRf+7//8l//8199/6u/Q36eROSFQetdYoMfd3ZRpVbycm4oUfRvzvrGqbJgcpHCgOV7beBlWF/2l3odRp9QRlxpyJEzpW0KHyFgk3J2gLdwtc+dW8dPdEu47mx0CBKfGFPQYw43M5EcvCKboX6rs+O2kioSBq/FM5lK6hWHNKoRkRKzCK2e2lgwExnT9HieYGZdH0g7d7QbKXxmIDAzOWpZBYCds8J+DeaSQShjh/GmglJcl9dbXHffVZLTi1ECI8AI1RAGMgQND1m/7xyPj8h8HaCh/DMN0vur13lHj6ZLevef3hkdEuIyFGGFrehr+J8AaA5v6bNV/hf1ofvuey3tvNfGwBIWJJwNPNtWtxHioN0GfLn5vggg2jiIL6sdnDr8GAh128PGGOLbmu3Af6+RL5xfEewbI5jlrs9WDZTyA3vD8rP/w2CV6wU5lHiKMe+o2e4Nf7XUc+UmDiGdTOp/QS0MlS1ClgE7GcIdK8pxSNPs44fOVdc37/uHzNVhDGTHMB/0ki/lV4IghPIylfdLcxU24EqKh2xew/Fz5xyc5IfiiO11Jie2DwOHIg2aQOjKjXmH9FShK31V/oUVMsrH/mVPJnWrYQU4f6pgf+WGp42KYhDYidHUf+DteSLUnBgrorS10ZV1I/Az8JGJ+eW7voCJbZniB/BmWbX1ih2lesw62K4/iDbG5JrArwfS5cpq3rWbK7SZn+omXnzPatKtmswphvbohKvwFg3tXHLJ5TTi1VrI7iWXXXPsgMOWok+yvrlifsWAu3oIV3RUrFojT5nJ2jAQvddY/Eh/blhObRkzG4ryIJ5CkMVEVPWf/3/+1t/4r7/zZ77zd8vP048+aF36TrpyyT1HTTWlYhCaccDghrVo45f4/sF0cqhfLk/KmXGNoAAAIABJREFUounErDRsd9GerQLOnHmy+OE48xNca0uH8nUHVD+ypCFwhL+P6fRQPAx5yYh2rTiJzes4YFgfxZ2vhzS7IbEcfaU2dNKiQWrLbIAp2xFc2bNGT1d6Op6HVwleF4D+trTN3diBaFXxvp5O1l68V9XfnRyfCR8bChYqwkA1jqvPCrRWtvnOPLUcKPGBxPuKz42SoSrt1N7XzR9yMQXgwJTqb5qP12TjRNJJ7KGTJp0/7rh0AsATKNpwFusO1IoUR0bxgO1z6cTArH5y8Pq0qg2Pr/Zr32L4d44TbyEsYktLTBFIQK+REEIac2bMFPGt9s8axdShbOlZNiIANBGvkK2p2wmWcN6XLyLHPrnrJ6t/OBk3rOSt0djXRtm3K8gmuVLTC/eHu5nH6JU5OGQbW66/VfOrc3CYk8nbMHmIyBcPHR4q8njkidQPvqeTGAiDictpPQdwQKZmzDBI4iuSVeZ/9O7Sw0S3ubfXIiwaGUu4M5UDyfqWBhGJ042Z1FO2EuL1QEnY+SwDG8bQ88qoqsxFtdY+d+fWbLKeHRlSPtxuMg34WA/RplmZfoQIDzLLHDt1pbW8AQ/hYCZ+aJMkTxtUkR19F9Yoj0C3D0LB4bZGZFB5pCGgq63saDSQ3Bq7Sag5EavOv9QnscLsDotquSd2NjliC4CpBl0Vp5gZtcW4xSroCNjL8dA6uVGBJKcSKVYNYEaRKPnFySBqHmnxmBF/Y0QH/vIP/vr1F775a9/8vfIznn6kQSs7X/cuQgoXh6ogLOoybFpujs++mvX7k8ROQrEvr5YnmS12inmyaHPSziyQdoIg6aObty/DSZ/V4BjlYcWSQRAz7wECo9JGtbgByJkzSy186D/ABi7gfRafwVlEhO9b5abjifeLxff5Aye41aVjKsxGyqj7CF8zo5OJ117dPc8m0DvuHIaV+pgA4NuRjr0Y82yxroT7pvid/NzpACuwsi5Q+iVSVsLJM4p7/XjzVMPJJPcw4Tvb2oDvhsl4Jcvam7MGYWKu6c5NB4vFIGlH6NY8z1Kn8V63W3HRHU9YgaTjVEukziP6Q/4lRf5w20lRj59LdwzM4Y+M0WuNRdi/3vPwDpS+z9JMMgohdB3xOJFvv43UByrD7wuFWtPEGROa68r3DeT35Ivv0fus0zWkaVNZ5R/uh1WCdDMZ8JTaS54aj5T7ynht96j/qCq1PBQq1D+Tscx47QgYL+szlpXgT6VcGf6sSiuqOmX48ZirsW+q8qa53/XLY8KIwVcHyYpym3xSI5pUcgaCHWkPDR+EhVYalu9e/upX4fjBTrFv1NIX73+90qLT/IRgHlhdRkWoXPc/e6hx5AGqzh1D6yDbfJ/mpfOMa74ihmHFKqPpXPkMW0MyhQOlTHMwCxw6/yt9YTexGDN+Hj8tK+h09FOQYsBK+o21/toPVpu31DXIN3W4h/1eJGsxUmYZnMQwGK3oY9cVlnVf+ZI+c3CNFc85YJ2EscBX0y7RiVoxOHeAzJVaDvRZwF0yTSRCgpGPZxjYP7lyckHMT/Je8srKiKwy4v2EG/g4UeJwL6RLrm9+fcl/951f/84vys9w+vSgtRuG1QA/fxPvdTImTvEqgsYGp9u4F2zezsR+JIWOx0f383YZRZP5bAdB/1zdjo/ACkXRTWmCuda8d8xlyReCtn1Ms92luKVVPXiq0Mt5Ot0zPnkhxd4Gasc6ZZGXAGE42+DVWnZ+xgkzfG3x9MVEp2wGH70uAD0XYOxG/pTCAHAFWyif1/O8ZELI+p3DmOB1TPuTtZaDH6iqLehGeHUWpWcVSo3PhPKZ/HaDW9OhqfI+8nUBbk5JODdwKosjs9Mqe1jWlIZbBfjPbzE5hWdFblIxaieTe5E/qv59VZLOq47PAYgVsJ2IneroiNFv2/SfiZZ9c1zMSkXzU8WvzaH7QjOqRCnXPf8thuWUoObplOOs9aRhagWVffmgkpqrRlq80r+8PoGSzwP248VGbfKdqSIbMw2UL5M6gqGKu8JBYQPMPFBZmcv8qphgF50rXFhtx2rrm+93fRsiX4bI22NeM/L2wD2xHpK6LHVO+Y3BK+/rMJXLRkA2FxGshPx27oo/w6Sg7+mF6SR90HWzyNoNQnVhWwPM9QyvnH8P0XZu9qzYD6CV0fZkF73og6t53pHDi4irMc+k1YeItT1tbBN33Y/DiS4P2zbLw5ZKTzcWj5+eCSum126yH5O1lnmRAfDhCZ/yG/BmxxffRFDWMLmRQ7hoQwl/AIE6GnLJI1pwjJBm2s85y1tsI417VAW80FaCjfSfZYtzTynBgM26gvrAMcBIxaKTwac5wVbDkUXYf5/iQse+wyvRhUikwpWeKxkFmREFKvPOWMdXjPS7yjxjRcRD1Z22s45/7He/tv/+m7/2x/5R+RlNnxq0QtkbfV9zcE7dlMwOY2eonGLGSmMj/Hd2urf+qnks9Vgr3ys2yiR4BuApo3YICH8q2mF/Ccb2vZxAd8zN7fN82skJSqWikjOLMSBQkWWjSMF/j9uupeMi45OkXnh2SX5iXywqV/W9BtoRSAAK/bz7TiBxDVCAMYA9oGKlbHXHauvMHbva1iFVkQs3MGVFqIpfrmKK1BWWF1p/NbGjOU0JHewT09TuZOEgBVguV+Bhnwg2hr3DXGmc+C/5acYXMOaEzkmDMCHvxwTc/js9WwDeFWjNs33s2+Z7NauLvDZRSyb/XcGZuSeHw9HEYJNpP1WH00h/jt7ms7TT4Py76i+ebLhdYd0AsQshP+446GDxs84m1F9p29Zq+N+1T2ZDY+g8adYP95lhsje47uDk31VhdfXnunNXcQ8c7UzK05h1TXQF8XTk0poz0Zn5/QgVbweHITESz/EffhoNn7ECxzgVBRQQ6tkQsOylmBWgR7n5tMsNbxPJYWLCHiGnOsOCp8zNwetDRb48EF7sA9fHDC1+6DVXcGXeJzurxeDV2mm/Ju9XHThPOuT+aj5cqGo9IVuNPpBFT/W0eBpsq/zvsjng6ev7Wgo6XS+Jwf8iDyZxgNV1+V5gdbtB9fAKbamB7aFRfVhltXi8yI3Vavb6xW3zom8ccT+cOhoL+LwMXuPaGHPceANwrDhK4twtGdPYULxkmD8um4SySyhSlrRYrGKat0NnnYNgY8Ka471klulGukzZ5NqpPTTyqsvBHH9ebr+Hh5ajs81XQm2usLKuKvcIXSJ6SU7Rag7uwy9BhzlRJ5DhR6KjMLA0Yv4UjzQAYbM1FygUEoYIQCof/g/6V0Quuf6hd/n6L/6sDlw/NWjV9vk8x8G4cuoG1Hmt8LXks7uau2Ls1b6agtdQTklxirQflgD21mwHQYXclicvwtjKM87n3Cs1uqMxn9VQr7J/zX9breAAHFSCHvvB+nOTDxNlin+ePIzwc9tZzx2c9JN70drDZf+MrN9FcvX11Fxt9iAAIjmRswO21bBtgOSnG6n4bhIzxp2Xuqv60ZTtVMDmyc3+BB6LSlwHUmYrYaibd9FM0rEvOr5IoxEpzRfD6zVbf4Zvr1FlJ5vLoS+Nz9xGFt2jB2ROunAHHcOSbgechIlTP423AtBojeKDsrH6+1D6jLYmOJ9nXIjVD4frOuApWBsG3OG/DogrA8xq+BwIPFV5qO979VC03BWxUWAnOHf50K5RP4psGAqTF3BM2X6sEwi3B2JRem3wWsGue90brA1/3fyJSPIqnsGEg8chgCc7ZA0GlG7ycYt94ZHZoeqT3LzrBafUxqdgQKvy9hB5iMljXPPO2Agt91Nz9aKJW/SJFLVm1wz5DbD6Kc3atiCwvmq2+u7qLtbXBE6lsSV8ZdVNKDyaKoli1kLQqW6+3sgkw18D/7N6L98DVR/DXFwWtpPpAV1OVc+sHKo6/ykTgKBTEchkSfF3ww/5KoZavX61JSZ5qovZWO2mSeyIZPI6sPKZi7ZOtwuwJwPMhUPzk4ITWF69hXXliQ3ojst1mYr6WUSpQXgSO9caNMJyzeoMVOXeppgp/jtyhAJMSsXqJvvvzSepzRDjioQfmtdNqegYkyyXxaBXcWK4SYmmUd+Di3YH1SnX9Yvv9sOfyYHrhwetbM+Otm3JpcsnjF8wdbdZ3IBSG7a+7q32KlSq4/1qKtCTkOVLAiZi07lkx1/o90oZkZUMr6bn5Xpv9R5MCPJNUuty1K6OokiEjBSlLyLVqcFn7qKtvoYWii2gv9Bx2TdTQaQiIsVjNq1eWVJkbG/goDR9Ghogy+agJ6m8s6IEWRB5KgBeT+zvEFl6tBTlKpr49RXVUgGtipXTVP3hfi/ePtXmQWMCDkrbN5jBoGUHWIXfi+VevwL26lDxM3zfCYqJ5FCtc0ADoDB7VnDil+4DcW3FIesqYtM8cNut/N/Jv7a/gnjooiqr4bB4DWmPvR83vKUiebE8TYDc3j97m3Y6CjLDnMQdvqfEttttwsZ75k59yAemlMxdgRPoW/Y90uIFBpCJ6xCNg5smT9vrq8OFAfMd+Wp7PEPp0IpILOeshyxxvMKr6W71dUf+kg5yzWIbDi87vtvKWgXBAMzstjKFO9q73jtWT/CDX+bgSmMAoVr360P/8X7Yx8CBTnMA++YrsA+1+U6veaUOeMWyW/nk3bBjqrP+MQ9aCrbwL+E4AkFSshEGr0GSIA9nL/po4wAFhzUyL2c30I/qUxBMro/erZWTxgsdnp633nRCBw0d2Gipu4WiAm7NT+/+stc+YCr+VZbHyvwsb/l6EK1NxNQ2Jy3nwDRtKOl5EZF3iVDVOAegg2MSk9AIWVdD+HoSKey3JS/iy6QLxgYuY9BPpU8m8nOVHZWyItvpz/k3IzvrOj4Gi7nqysiPct9tmTko+YQGnTaZxZ8p46Ybnw8nBodjYxV88AGVN5NfvK4f/s4/+Zu/9I/Iz1D68KB1p3j2ueSQQwUhebMz/X03qlyUhH6nGLpewHdU0TfAn+o4YbE8jFkWzUZyBJ4tbz2JDGNhKj21n0/S6+VPpmNXwwo/j/92xeHTH4q3R7z2uurjJe2MC16RMcEnjG+Agz6LDU3ZR+lc1GDpVxKfYjyNvWbIUecBnYZjko2xd8JtCViRhiHf3edXiu3FrxjKrn+5nmid9Ce+sEk4pb1+IAYKBe3PBhAjC7xL5KB0sLlb+T0PankFI0CSeuKpsPe1YJUG2PrVF7IWYTqEqtgh8ES5qqST1MXvpI87K8y/FQAjADhcKt819BekEg8+TTOc40+lg/0Qlp91uLQUI3XMoBYpI4be2oeO6w5//pSNbN0mKrjpzeSrGgZZV9ZIpISqkva7G0gG/9RZENlOgND7V5xOyqutn02nAewB/H2KDKTTNXEsegD9XgS44hiFIvNO6mx5euT/nfwDRmqaVwhx8Mv8remrq8lD1FdcPaRcdQ5a5fLv6idUz5OKwZ8D9ZIWUPH7TYf66cU2D4kCCTpvm0gexlT1RdCiyV8hQ3M/Tn3LOiy2GVLRWClsjeAu00vn9p2rv48Ksg9Ok6N1dEdij7Z3qcuaJU2iXQoDn6unqYwCN/EVVLXw3mM77DCxK/sobg7icpK2MJwIN7lxGRIGp8Ir2xaw1glvL08En/1isVoPWclQ84nfYLo0vyfDdOf7umcZ4bmkL8P/ngX68gFvg7PYLJyGAQtnamT/4NMVhqoKpFugWFVVEM5khhWDfnMLFN5DU0658bZyVorwpLyAXVVs6O9//93f/Yvf/vVv/8PyM5I+tdLKcnZ2SFgLZakZz46ZAp9zCoWt58pftH+9VS7en22dE3xSRSbVuOV0GBdi7dy9H3ZI1nlkNsKfSfvydnjbe7DnIc0qGYMfKL9SnIjIr2yTld/e81NDrXVkMV5GbbsViz2sRpmx/yEMSKjy8vmRFGCUgWy+xErJJEDfO4kajK0UKbaak+92WxwgRoKn6SMvhQL5Ix21ivhOBjyqftJZ2TwcIeI/bdwQYTlohPDvSG/bIBya0C8DVH7tTMjwMSfyjHCNY6tQMB1RR4exgNDgUcaPSMPRRhGVJG0A3orunm8wX3DgwP1cI+M9q7SvuDsvTai5+zp8DOcOEoYpP8l+SE4uWPx3wGvX95qnxvaWtiJkrcerKq+fqMRq2QP7roBRI2W1hPonVmka9Nj7GCsuAqfL/xb5z9/xSHdwEnVC8Kv8lh4wETiFH11p3aWd/Wjg3xaMfWd0qipH+J0H6ebtOhPj9F0IowuDFihSR/en9/JYXwKuwl5FL9D+0Uv8rk50vK+QCq7NUdExTyJ++NU0X8YcwL6pyRcfvA6px2PNqixW8R/+Nu5oZcS6/IPem8ORjMvhqwXoSQPpfWsBD1aLMaXRjtfJdkyqyVfJw42kXgvG5icOgZK2gsm6gIG7VrvTO9tsDijN8e3nTIAuplb6n7anSkQnAjcv8+4DciEzldEjPlgl+IwYf5COVrd5WL3XMKgWvxUh9YY+QZ2pYxD6bF4nBr4YsMJ+jTHbf7h/lj526rgI6yb9p766apJ8AOVlNsT0EtNLcsor4/tgQQx0kAzTjjteIedYbRaZiPNG6EJHyAOINDuibA0bOcMQ814Rzgw6zvK5V9Z5URDFR4e2ifj1OCZm9vu/fpefmYHrp08P3ivgVYHXnGkVtyusHE+Fot1BeJJ2fsSz3x0EtG0iyWC9HCQ3HG7AzwiIVAQqTXZG+CPpvjy3tat5BxdZcfQTFS/QH4r3pvhojh1H7DHa4XOfPdiHV8GFPr0zUxlu3LNQtM/gvAeJKtzk0FK3KkJT2NVZBaAb6BV2yUMYdh4S00mMrkgg17L5Ivw9/lwvc0/17wU/57/1gDDNTvMKMRt+lP/G0ma5ClHg2PDh1pEIE0Z0KQ05BkGrVX5LfSQ+3OxRI8I2eib2iUUqrZEPhvxONu741pZfE6806G2lTHFy54pYJ0s4iMiiJfsC266bn9kPXb5Rnk0c8olO0GHwtU55twfH9gZO6vNJ3Sujcn+gHvBanVjYlcabx5j3e04n1PVun70hGeYJyRXOEwFy4gBwzYN+UAmY+1D8xbTjl9vU2MdCgKrO75EWWXanwcipJAdg5V9rJZ/A3Dqwz6lGPf68nCFD+luMpJdWeoZ41I9K3KX6eMxw3zFE3nyV/oufTDyAlSU/hD7yw7/iejkMhK4V/pJis15zIhqpvYm4ikYl9+/OJjUGNng3yUCrv5ukKnOwWOhG5KfnqGM4vKqgY04KKY2Qw+aiLtRfbFJfmOHGa973BqdKHhJ1EaMEL1xzb25U50YWfYB3hcfoh+KwK+xx9QEpVlZVLOnsq9pzC2lOZvCEwLuZvIt5KLZbDIS9mkSEmYiETRlqcdCiiu/zJDqaTd5FHclGCiRrZjGZxxKLh9Gugh7/ov+wWGHmNBxTVwxqKfwUAOeejbpeUXTMhMf8gLaIGLGr7E8NhjMRlZEd6u2oK+Y8sC0PVcuDPdC3KibyD/7wXf/Cd3/ru79PfsrTqIr4PhF7LDI4E2sFW0qZL73nLAlZdf7koh80elxc5Hlxa5+qdd9eMRZdPupSjRRpKy1UmvTw4D0tn6fXDPqu17phJghaRSGrKY9lYL9DoOvmbD3/rTn6k3z2KguEPJclYUJAGgJGewsI9c5+P3Ki2TizuXKVR8y3HizOCD7JWLWqlz53nWo8hbzT6f4+yZR7bJ7JT6hszVnoHUyJAe1epmX6SXeW/+yEWKnrABBZFpnZMcoT5uHQnvx3L7+69Aut2JHaIx+ZSjeWTACK3oNK4XyYMedTP/n9x1Tkou0CAPQShq/xNFacJO9eNFJ3hMsiP5/Q3emObOyHf89JsM5tB5QtxZDpFdjDh7gDDIjt1Cd9LxDt+HRb8a4h1FNXWan2juICwBju3A/0mUUIokAtSvu+pK6LEj4OjFsD8lrRT6adJrytbuN+mPq9og7+Ep1ikleelIegebOfxrTIch+2H41gMUm10RNT/prgNwUy+TtXeHhSDnyOQdDwk4gxGHto/g3NHi6rvg4HLsox8dN4TdxHcgO04XgTybBWJJ6BbXfasLhJeeUH1IjGYBIHamHAK7GqaXJdNk+tIrqV8TN3LcgL/WYmeonoQ2KcMNQXzazqQRVZDnx438jpLoQYIbl85pKWtxxmCxhdB0J2VVoJKxNumNAQk9QBk1vqhLfNiSeswIqIXw3kq/FK9Iwt7Uw8IqWJXO8zJPtdcvW1a+D5r0/KO53V5iB6OkyTyXKVdOM/cTgbcw7vXVURJe5VODDhFyat1FDUnK1BJCFVQLYKvoxu9LSpyKXZvwgPpsFyDIgVRdRDlYGLJlHtCvhjDKUqqvYHfvA3r//mu7/x3b9XforTCG3E0/dTwxwVkFC2/m1v0efvzlfWlfDJIdj9voFpNf2vpzbRU0/MVa4XRi2/Fwh4ibIZONaTXOpDcEol2b4v0Bo+mYgHCDbFXT5fKr40u/3ZrMQmWcu35G4KPGjRV1oDgNy3QAXjIwZ0B5SgL17vqIaBwWC5hbecFU+lD0W7gR8Oosq+KyURWPpKpLBB8AwZaXgmgLPLz133cnMsvubf8Fnjv9jQudEu8q8BzxK84NUVdcUwbulTE4eV1hDTnQaZz2KxilAZ9Mfd15P2F524sJuNgNFtWh5v/5b2NlCkm5ClcjKp7hetFSkBUxtl9i19sIFrnzIX77etOOhCviX81E54LwXrxOQCRWk2U8S1SSX6Bn+evNix70m6UpOxpVlXWXdVkRiXbEPnfkQOdWT+Yl2wpp39yIkDwFdh5HIbxfqB1LHe9u+OlKv6X4rkyrJlhEqvADpIdDlDACtozIvce9HOBsxqv9p3ch9inLdTIAyM0OSgiMCfSzwP/ofSqcTDQ4iH+enEWRf2DwaocKghS12g6ITWhf/VEoBmOMxfc4BU+CBchZAuFl/5i2NrRWTQIrBJGSDXvpfSYWWrBkKJnTceOsdrc8JW4y7NmAShBH6I62NUctBCHYBJ5nejcGWHLRa1pdXtZYLMBDdWZFV4onPVk0LtXJfIu9JuKct6IwS20Qh7XIPjgh1tZQMDOXFqcD1IT8xyQdY8fPhB54K0TjI3lDjUaA74JwFUL/J/nAPiNwuUOA8zUehXURiTIXG3bB4QlbTmvbBDJGa0QytgJqh0qiWNLl9EcdB0aV/wwvHTEuqeikP+8d+97L/66re/+rvkpzS1aENXNJgBwD+4B60bntAoo9bBUuG/89oOlkhZFVeX0KbUTolNzWfsY5QnIQteAX8a5VYcRw0NS6tHxUivCHTD9tTR2sDKbk0t35i9fLeWbwMBCUvMOErH/1yc0W36+cPJhMvOb/GMjBr2q+I739Nq+B0jNLeuxOOlh6C0Gwzlu8kLSNVembODjklcMApmOwhAWGapSh65oPt4z4oyrlI6YLKrK1o2hk202Qh1bjqh3emEb+lX5bEq0+hpNlzC9nLmNRGVOP2R0YrQMYZj8Wx2sKaBKSvBUWihdHl2kte2WFDIvxD4pPO0ZgOJltWXTervOgfms7mvGvt8VMi4Cu3SM6qlCwU7MZr59ZD9Xv5X+qd7gl7q/K/LL6hjMalXt8iG/MTMwZMdrJP6NKGZCkk5FIk7aRv7bvDvDID+yYOWjPA8rbJGVY19g2dYAescmCDUr0/ArOlMAJbSCuMJY9sYkft00sFLOogv47+NcgBYS8RHZ3QL+5L6RYPOpK2OusHaj77Knc5qZlaRUCoKBzsV6Lay1Gvgc18Rdf/LhMbnBJtp7jscMgevyS8eUmzzXlg1i1DZWB0W2n9Z2EZF/B5Vumjy6MAUfyHqmdI/V+tyIBY0D51jYnoJoi1NRK4RVSRN5aafVOL+3sth5Htj4xBEP+UICxmXzJXVeciTJfz+dxlNlF0Ov86V4Bwg4o/qgbvidDIzsXe2q0kh7JdM+vlqM9t3FR8gzSeXw4J7TS/H9/1d5P2S/E2hyxaEyl4o9xADeV4UuJL/3i+bdV+Op3gos4no0LhmJwdiE95oDSuTvhpZB5hsP/L3YgxCAcIXmVLMg0WT9EfCbyqCSgbQS2DlUz1vRGPRAHe+d3lQtOxVDez8lajbkDfan+Vs+BhkkLWcyuTb/99f+8F/8b3f/t435Kcw7bfIkYAHMQ1PtPR/6net312ZZiisco9JaPyuRbp1etHGNdv8AdO4KQ9UYEyIP4P1IFSaYTlp3Fgbr5CQLvsIigVWlLvHtVvzHRS9hvxeBvDPirMTsKl5ZyQ+gnfSK7/xqdAxcOUOVOrA4pSIwBp0FyXaiCW+FQpbH+2T5h6gGjyHgwAuMcvZx6ywfUK/EhGrUZdFAKYBJxygXxFSsulyGIaO46nvdqKK76BuyD8blpB/Sy+Nw7rxSCQmRaNdW/kf9NnNSu8Q6PsE05zsmLp3rtK/Z+eHayxqjwt1/deaL85s+3s1afs2q89Bas4O88DVP8nYsv4LinRY1+wl3cv7TlvAAVG6Txd17XVWL33qp0WGN2UyjG5TAcq5BcV+MDOfVNdX7NCeATJEm08KfsJxB/Jh1YSLwc/h01e30RlPNLg1WBOnmxRMYk+zsvw8lbcNqEX9a3lV8/b78EKRqOTSm9Y8DLwPKPnQnDswwzxR9wNWqMQy4YAMARrRmp2VgIslvJ6FgIHDbmXdJHklsNbEfuDQJs1Vx6Hzeh3o3+H8tlxLE23MAayJLHRfdAu+xmWouXcXq4L4C/oyfsRAvEYiwPOQeO9wXJFzidi7ZISoJY3mvtAGNtmvoKEXuNQWGBmcgPGSdKtVJMJ7GUYAQwXnq+yTmJCD3LleM0m5QHGe2DAVub72Afs14bneJQbV3GwVvTydOWGeiMBXNqsHYdk1B6tfm0Uo/2Xz2RX+U2lEJFZaE+shmJDNw5e4kMY/Vdgw2IzTN4y2MsYSKxEsJuCw552m8Uwk7ow1p7+53zUQJuyh1ujIMZz+OTAHndSBVlExxE/zTROXGx3JiQE1++f+z7/2V//s9377ewjm/qlJLx8FlUNCAAAgAElEQVTEVOUDVnljlkPrQfPO/ObvrF8KZvQnkf3l9MTufSzZ4Tt+wysRSe63ikCtYjX4dP/zp2DvpLLl7V3JnROSZdiQ8UrJS8Vthcvq6yMOryQYzmAfwX6MK2YxRdgYWYW1K3gNFbOBJ/sLq7S5H2PWvaz97CvK5oPdzWFnwKwRfOcgNvZjo7AHPcrF2fdkIGPwKumccPG++sKOY2+KqFW+F5LENK3vFxEPczl4UdHeptEd/6tUGE8qpPZaDXPc5e618dEO/NnbO9W4nDJ5wzfFCWmNqKw432HAksgTiTlJMVdSsvb6NQY/1mrbdB/5fC+kZ7RPqFN+2HHP3Eeabz57bBD8mF6mjQW296eFDySvGNQTA0hgljm3Cuxc3c3zcDDJ/Ir4QGP4iprYYfCKCut1O9wfuNP3jp1X+Lree5J9V+8n8BcRwtGIvMzcVhlGreaHew5XpzV9BItC+sLvvDOU0RTgtPbCZAkr6G1KGx/a+n1JxPc8IaiWES4PFfniJ1a/jXmNzgxDn/fDRlVeV4QRO9hpG0iHMO+BPqIxuLmuuT+5hLKK5OqmkixbXrsV8rvj7U7S5r4awXqRPpT4TTqVdLaaxGm74RaH/cu2zZ+LpJ9x0YDVzPfmol3v0PRNJAaBk5bZwdmWFZxmn87ybGfDrRWT693kXXhywGIVNAedFANyeZQX+tcm4qoJE4cbYwX2MpNrOC2dwCVaLA6cCoaoDOL0X10F3uri+qsrwIA3te/0jYw6EwhpzpAMHAqWzAs+x1WL4Af1S2tVTfS6os4EA/tXHaQSeYZME06s9FqEddWw4llmANd/+f/4f//qr8pPWXpp0Np1SXnRtUwp4Zxo5GRwWGBTFM2Gv+T1nFr/TCqTKFwxfrNW5CUfUanWPl0rK78TzXq18T7tnjOZVvLcUYAdn10NWvBfVq2eF196v+Nxb1rPievCvqygn04Fo7CuPF0dABn1T1OK5WmH+Bn8y5mqSzL1EKLQtSqr8+cQsCVr35j9Zr2oiiBn+dnxL0NupKDdC+Hiu77qdOD3U9rDPE5jZRJhvYaoC5XYhwKgFHgQAzGuxWkiNJXaLrgdvs/fHBaMHL2mroA+xrWF3NZKA81OPAKjO9YFV5V1b2LDojbXcUn+S1bxlcwwtKm/tjJPNjxq1PJqoegJvnv7geb7fknWqNKe738zXEMqKtF67+6dLcInxVgyr/IVGnucdzwGTsyVJPzOvHvqPSHf8jv6yFqNKjIeKuMhMxzUM6asQ2dNV/ByCWIeejktWS2cT5F9Hx5r3+Df7XeuVlC+yMM87t9jBaRBULrO+8iSpi9RgJUslWdUzIRWYc1lLXPV+CCUZAiSfxb70VAIVGx9V5LDgwHrMBF95Km6b/6nOkOLH74CO+JIdP/OV6a4IMY+TpgFJoZ/R9BQrMwZ+FCjPIwi7mxf1lRA1w3OBU+j8m6/LpWYtONr3kUsdB/ONeC9qznJbGH/4jkdcDRG6lGMR3BNDuBivubBYYBuLTTZC9YJ90kslOfV2BkePhuCaCRJLOhcz5uiA4NCN/rb4eVCiSSt4jsUzSVxzRCIZ8KLPBNZA8Dd//a/S2AbWK/imkFLIrNSiM7UgDOq9b6DfxTyd1FniPj+Zi39oU4DkXn1lMRvfyaaPzV1aO7PdTh9JTj1sMQeWg6VGfDAAMNQEbM/8e1f/2P/jvwUpeOgtavEvYvAObuFr785tCFfJcPGM2jFk1J50vrLxmNXnnh6TwAoCmgkrmgHQRphFsDFeGzw6HnskHePza7Hdu9qKzwLt11pvS9+7P0drLs+erXfzFj2EWozV12LVxaNsjXMXkp1LLfhQp2a7ZDALRLa/uZ+k0445pNiBhY/ZNsXLEdxIoPsOwAKcQGMs+CKhHzR+a7jXa+yQSiaSrlgXmTOwl5T6c6wnkTEIHxNfMrKv2QfMTx3PKPtM2Z7ySjeaZDdwOhOJXF7jFKUs/xcADeJULLBbIGvVvVAGcST7TrDlb3XZ6XjqhK8d/3LA9uTMEOv1Zneit69XFf6T5xWBdwHcrv679rponELk2cKFj0pcHrH7IvyZ+5hCPIZwmzXfayc76bKk/pnePRYUxQaqjIeNleJEEKsViDtMJ1kZdtWk/OqBnlTwYrmAeTS2Gj4c5j9ar9g9CwzYZYxa6B8WuC+040LnBv+yRU4Cbci9AetymLQk5orlWHcd78Q1tKfIUxO6p9JUV4CCD7XRjMfdNaQOXB9qMoYk4feHpahxOJ7Yv3QpJjIVV4l5LYtB7n8HDjjz+0KLYLl6a9kM/qh+oXGTD7x/uCDbq78bd7+O098e/kFViYg9bvKhO9SK3Yi6WqtJxP4mHCnlQ++EofbZb0M4I0qDTviPpPF92oJGyZBpOA8m3ypInFAlV2Zr/oyk9CoW93WxGqnadYVYBvp5EbPqDXPakjrNRG6Yila9+Xhv8fgdTIlrI2SAoFdiIkWpx0GwtbqVm9z0pUHlrN2XCPEOma+uUhW0zaqphZAGpYUyFj4aU8u0X/3W7/+S/+q/JSk46CVjfu9kWPLEywmoVqVHI7jqpD3PGsWMM6Ne7EX0yfGg/Naq12p/I4AET8PsIy+L0gt7T1z5GzzbvfsVH5tocNx/72g9/HiT7Bfi+56tz/b1hOGxVLAeQYuOvYiRIBUVpC09UOC1BbnX9tnwqjLc05JB9BWZeigAUbCFUMIS8hAh+2ptGRYKzFJjlCmXyvQYNxxzG5QvturxXlAk5S/qVzHIOBVfTZ4PshIHa2VbgQ4aEG/Owy7xPLD+yK7Mc6nEwCjHPx3erZrz6QWsJbnToH1cG28A3uznMWf3mmdlCz82weCyQ9Wi/Wq/DtPcu3wOmnvfLa3H5AbzJBXOG2D0drOTm/e27I9kGX1lfuE8BeVfijlgT86tP0tr7TeadAVpmJ+hb539Uffm8+XusMrmKto8y7POTBRogE7TfewFlqcFHwzemoUunhX8QZ/tIPFlO2AVakCdChGDCoSy2pbonr9z1GveLa81t9jryHjZXlmRtvZJ5BTPnypc12gKTQZ1prlUrn9Zo+DiYSzzmpCRAR3Aj/UB6qq8pC58vr28PBhzWtjFOHEgM0ryz2qOlf+1GZ4pUy+WBw3fB+SB/aN+rqQfyOcMfh4l7LSrd1mWg6GIPNRd+tjE8uoFUv9PM10Hsy4wCJtsiHYj1ZrR+ZdBrExoCfALxrELYbf/R8s8V6zb3JtL+lIhJj1UV0RDwP7ZfU92za8x+pqnvmRsqZZo1SC4Ptqv9/FIgoEMFlZ1XUpUTrBuDh9roF9lTgixLhNE2cM0gs234fup3CoWY/nQ7QBz6ypCPuTuKtWnQFzMXUOQaGrgq81PNjkEctzVGyGJXz/O//xV78kPwWpiCQ7VWfjzm+6VE0OnR3XTjhTydVWtgf8fWcBYEzDStTWS/EPphIO29FYLDo+ApmEwBipVkYqyra8XVN/Z+1PZJ0xnPlOCDyDwAUZ9hqG82PFF/0ksu+XVdWs+RYjg69GwVEIaY2ZM6udGoXzPcPY1STe4CLz+vQVHoPbkPPeRjxjgrA7dj4qB5tsts3R9WBMC75jOjJAjnYTPnaW3p0J2Nj2bQbkydlePIEipkMR/PF1WfLwdQr2rLQHSmdJW2Gf3/sqER++xPSvMFcIzv2f+DcxIVYMGHm1hZrnQYT1Mrs2LfMEtY25iOHrlMDhOXANoNOIx16Q/3DArGbtxZX+8EYFe38YXkDFQbLMp3cUqTB0WNwXu68B9GsIKOEf25yMJpRI7bAjG+WP3OpORemTJxr0JMD47P3Er61+XxPpUY5MUZuD1wdN7OkJpydpZz82r+J1wGILXh3/CICyA34LyDcE7CfA+fsdX6fWOKS+F6j54WG2TOjEJGrEcbeAgJxnGlzf6SeRU59TM5x/171E11h1FOh3yHXGs2CP9ByUzgHsm/rg1eb3h8zQ2DfcFTv2g+t5B2vyX8niijcG082/zK00h36yrKfsM/YFlBwcHMpBrvCe7XIzL3PBj/qT+CFWGylv0twWl8Zc0fAgu+QLOHM1NEKxcVeoUNlrxRMaKidRzScSJAmKFfgS9UYVAGZcF9M8KlMeYqYCw69hvoLqHaOCkGT8l/oT2rbY/KD1TgFqLH4AgnhPDug8pHIjyDZEzOQadV9pXT6vGIcdZF5GeLjjjIFrnITtfauqbmMoKslmp8ViiOUHnfHye96vH/7573z/l/+Q/ISnMmjthN05squil+X37AjvGu7JncboRuxW83rv2al1aKlDHaekWT36vRJAmdtKuRWRJpCn7C+mXp7t9mJoSPQZgSRxh0lreQJdC/4HBOh3N9wnLuH8L3dTqTiVSoKnzSITAk3Tp0qr8NkGIF2s1B6P0q4JzR668gzDQ4Ml9fo3IcNK8BS+XGjRjMzmXZzb32AO44W/e8SO7O+61OHt/Nfk/8BAMKgBBxW5KGvUyvxJ4C59Gp+V75t5ark7rE9WezYl8L3TLGC804PUpzv9a9JwDd7K5+y+dje7Ns2BmM0R8Yxlz96G33rbxW4zvqgveD811hy8GpXLYKirYPC8J3qOnb486h7AqISj5asuZ6q+t4/y9ep0gWrVjFVLn/MtVdUKqukh/V1khrMtdbUKXDAjm6kfuqOigyYdPmrYqkrO1jXhDOwLGaajJ8a0JTxZdrr6PykwruBEQHrWe6V/btNYMyxy3dUk7X3rsEfWtkKUhfdP77oJ+fo8aLf/Cydbyms9JUDbN3Oe8TthcW+w6lyZHRb7Y+fAFfthuTdMxmOeYjyGv1d3CTGxexCbsO/gL7YhKseTjKG/8mT9VjexTVytZxYTsRcN7i8y6hG5bBLX28COMi9M/WdlDjqm9AinWHEt7EKTf5rtiVnQjPe7mtNYxMItGT4zpy5/LClRX5xGPAVudosDghE1K52QZVQya82DIZNvePApqtvQUJOELfnTh7MlHGajwFHakk6p/1yBFMVkji/g9/eYOBkOfQvRMVHJE4Z7HgIRq7ADS+kY2M72jcplfeg3yQWX4icHs//C9X79l9/+rX/2FzZk/IlJCw9Y+xNhRqjsXaQmSIcYfYtZpOgcLsb2oAPwJJmo3z9GuztWLXOsq9hMY/yg3CxfggDxmxBgTUgZIURMmaOjdIvnfXmjf/NZEoLXKiye1byMInQMlOctAC6/9LNA8yqunddu82Kgar4xnTuQw4MLAhICvONexgC6NIqXt4zX6hgUnoIMOL+UCZw4bcIVNcAjK9BpgnupjwiwPt51wKb/+GoA9DsvajBi3VEp8iI1fAizxWFEvV/U94zFOD1CubNCa51yYr9Crqb3ez/0PbcpC3xyMAdCZQ2Ma6dBb4/hJGKkIep6zz9jdcjL4CRsvsZhj1vjO+PfOw1U8Y8V1kWpWG2IEFsCGkwKjTqc/Bv4JY/3PcVwCrLHsM+Whwq9rV3qInCrf4/Apj9SVD3ygCaS+K9jk/x10kAc+5Gr3h2wA5N3JBl+1mG9/5C1KBVZKwBsrrN4HfwhKmPM+zrnKhjpINnzBdd+ajL0UPX5Gn4e/iiWKw7+/qI6oh9vDegNARsHpWU/uy9Z7yGDyzp8d15py0rBWFAgbACaAok82fhBfLfgbEnCPzYVFPQaIebBSG1fn67+2JvkyupjzD2vX/wApzkxIhGW/oBqwH+aR59AB8XpsyZ5x6oQiTgRP8V4CnK+yYp6ujzFq9bfuC6mKIeL3nF93HVUN3c3R8JiEBYcyoRWeu7PtD3n/rzU70u1ObgW319L1YkIaG1JMwJ1kAOpuMon9CXpDxU6wWoKOIdaswNj2CCM1VT29STDhhHgqwRRiSpi37DMBmDFkqdZMl/6BdQpZrSv1XDIEcyZo6lSjWTt07X91PxiMg/FRBEf/EcHEpOYl89+mpeDa2/fqSUDNDMxsz90/fBv/blv/k9/8ov8hCaezxORSmdt7+pb/kQuMJkEs4mkoB3TK57IJrtCQo4mUvO98dP5bIlwCiWt9bMblmOykmWl38dSt9v75ruxnbgZfeqmhgV1UqKhwO8AIMW2y/aZdDKskTK4PxVwFHYEKE8PFX4FNobBlkYS034PHRuJ3E2grnttg1hTiv4BluMZbwM6GPyMWgyAgGXxji8t3yG4nKRI9exoskBcGiQH3D19nHjJF2Kvo+vaELfT+eok5afEezVNpkNVjNQiC/v1rvKnhIoQmzmtY3+WSFx3EHURS3L9AWOj/Z1Ornh1XgSWlda7uqMjubGdrGtmrRXU/umw8Y/kI6Xv8Ofmt3XHqi7Sxqq5J5adIffH44f5IHxw+FDHf4lm2IjvytEJ4d4yVAxs00/bmneIV/U/TyZl9Qe+Xcp2hDrHA64uMwnToAFGWcGS7KeTTkFa7jjdMRW+UwitOSy4Sg9byQbhehvssUC0kzbul3MY7tLGIaOiSm3ZqlDm5zLbcNOe1p9Pbepd6gq4AFth6Xamy1bu6as6eUiGESOU+G2YLzT5HbC+qvoY/ic6J000V2SHiShOqkezrjZiAvDUccChOTBG/zE7sMq0QBAH7UgdCItPsOAgM+ZZodVRdPUl1KblRBhWevHAQ6XmNTSJa9phQs1hEsVkj8TgVAmWi/ZPBA2t1ge/QgT+hYpe5lfXUKND/KRf7xO6zDbu6aWBVzofGfSb/jeF0ZY+3OzxZkZlBcB+IZ4RTv2ZiYYhUTNRN+Y6crCJgSMOngqvW4VWOx1H91njFHDQmWQWIffTL9M52LxAo6wnQoIBO6JeiE3n+MsVZZx0bKD5L4//+S//B/ITmvjE5aLcVmXXNSYr+fnJg3wWyFJ5/y3SG7pNvXW097wQMZA5jH7XbFdWUXmB37/wMsMWAV2qeWrkbsDeke9Zu4SAzJ7Y19BXebi4URW267/No+rqVMg+QgOGPmGlVVYA733BexIKckUJVVhXXl8HLB0D4GGlFOrMUMZ5GqvIRW/TWu04wuojNwzLrQuUVVvVXD6cop2w8CMSiT3GG7KWP6eEZwzDQqvd02DTYQhmPvNHdTc2Zr3OMt4mS5MOB/jRH3ORd9L/XTAEytr5pMK+27hXGrzs/VP4nmBn2MqA58CA0dZGUDqKO3mqMpNEymkrvKF9Q0alu4w3+e+rrB2mDYu151YyZeSH0mfSDGFx7zYvmbdNjeHXaNjul2AqGZCvyVrRZRv9N+XcH9020hqjT8a+OFtS+xi8VPr8JP8kU9DrQ1vrypUIFdwzwJ5/1oTwznIlU2sh6Nla2VmvRUn3DAyuH5yCZxe9n/xhaz0nBVqhECpNdHghWfsKOdKK37LayojFsrPVCrr80teYrOQqD6mrogX+pq9iYq33rdXPHfgGXIUn1TMzDkNE9XG9jv9hEnAMH8iaysOBiQkq4v+YCAEMO9y8DKIq1JEw328YsHt+xl25r5S4CG35RIr6AVHIXroYX3EysFi5WmeONyzLUVxx6J8L0TkZOZe0xm9aRYXdv0xErRy+lZNHdb0R04lRpXoDPhhXCpm1qDOv4AFeuVJsEYnWO2jmdY/s8o4xj86hMl1/Vj4G80mUn48tFFN0fxnA5lR33J07RGYEkPcpFGqIZEaQKSlbFOHxQkSZERnVcYPSNJV58BhA1REKpJTXKTVVjaflqKc5T7jnJI+KiP2p7/zGL/8b8hOYykrryf7VX5wrn6HjYulaxGcbWhXM+VzFi+lHKg6FycYM1uRyDcmo4aSbIg0kANW14UbibX3ysXTGbWeOeg8yXE2cCX/UAuOyrLZuWu0I7dydEz4f7G6qj06jhuLhlVfDTKaV5zsYzv0Rc5zHRPOA4b6YQKljTVsjL68qBQQxHZwU4TaH3NCKujjQ47hEvEPeTT0Lh8A443trf+Xw5D82NWAgnGYXxoHsx7xNwqLd3WFSMJydu+MP5Et/YSGRiMzZ+PYuQx1FrFKBWtpUeFBlwA93hndVwStNWCVXWysxquuUUEdf7eUaLHJOWcl9QrO3hvOf4r3g4Aeq7CD/4u0b0/1FgS6rq65sYsbdmVpltEiDlI0r8quf6LgSBygM+tuogFKGAExnv+HPK4cQ37KqiCo2/bk2leHpdYcTa7lazqiC0lek5sLpxqfkZ0dVxNYMi+U/a+t7DTmrHUPK3ZNcFQbgLJtsvQoI/FsoU3uPuzkvd6QDR4G+2Mn4rtKdB1Rt+sv+x+aljmp/gzZlNZXaXxjYIUC+zRkf5URbWXnx5cT0lfa9kZDB2ZXntImbqIV8snO7Yk/64fG45pU6Hlb8GCZv4oc7SV59Y0PivlUzqUv6gH+Dq3U2keYjieWA2uHCRGasinqFKWo+2NKKNXwIoXqm/rEglon4XtmcjE0dDD+EJ2x8BZVWV2P/72WFF/lgLZOcdM9nmmRrCwI6JAaXEZ3mipTlLics8hClCYr6RL/Ku5mYeYi5aoZaRzf00+TzMKYRlCSmWZIW+wcmC1Zz5R7vo05UXU8INl75VKFBtpRQl4RdSXZy/2lO1Gd5wwC2WMmRE0HqN1I0QcVe12Qmtzfm1HIDcg35lX/qN/+Z72yI9GOdPAhjVd8Sn13lsXLPnOrSE5ufrQpcKcK8ULTtc4Dvir+Swgnh8sViuubF5jJwSMx2bCAoIz0W/s+lXp5bnKkTateDZ+K2CIUAHwrQNgD0mUqGDUbo1H2dDk+NPZclD9nwW+OHd0l6AVjVA2Jsd059ssJy34OsKpPqoSZC1af8TOrwU+CGwfbJyaiGSZLQnUESsPi9rM5wcc0/vIBhi+9kLBi+ITkAwaqlllGvybhs7ndBparTMOKERm+z7ynqsDLMTE20HXQSchyE6Wzu+4HBvTYDbzEhKwB3Mmz0JSKfOnD0nUPH8vZ4CVoDflaZS5sEXuCrzI/Ef5pcqD67GrPX0a905NGgLiA8WOUFfzCKT5Vcz5C9qeL7doxdGy2AcJgnHx62rVYq6TudbpUOaG8S12ZwH7dIryp6vW4VUfWVBYIE1mFI7seS+CyuU8FL2+8gkVF/cSa6ezK0jwptB9B8YbsKGDbnoZc1dk0xeNW1H7a62N8v59Phe1cGEuol+glhjtNZp8tFo1DXtEXjlufce7vmj+zfqg6ba/V78jLzfUNuUforBJMPNOX0DrYN1qcMoad3+YHHjpzWfh/6vGBgOgdlJGvbFO/nRNZD5onEX3ReqfM2RPQxddp4yKrfmAevPCwJ0R0iEsbFjPZJi+SgcRPFBaF8F6sTtSZieN7ECGG7cS+riXxtCPu10Ek4rAkD8JRbMFFyhYqEX2FXbQ8j2ktk7mcV1uGzrrJa63mrdqgPrkvm4K34JYCJJMgRhC02qQNNDGovAdG9ncvi6hne8Ja9xVJKRnRREKW3VmOCQWRZlXUeQVRmgiti2OdqwY+5NygJq1432k9oKziYRJbIn+WHz+7jWqnhxwojfHuSbkhc6xPtT2YfWr3VuXh8/R6zH/7nX33/q39AfoLS6OpwVRRbdSXgWl6aj9PTWPkyrzyze0+1aG/986k4Z4UAAIKnic2XfpQ0NHuQI/WH5F7ZZ37SLiWb1fJ70mwRkEr8XQekBWGDb8+KowUyQKzQ+t66HaQf6OIJAs1sTTCd7wIuUkg0A2iUtw+qX+mThPVeMlSUJlRjDnTTWkKQh9BQe01PR/3uwC28BKPOFRVt2Cuq38tqrpJOBbYm9XJ1z1u3+yXDAPcI33ElXmYro5s43M7rm3Y7cCqrebKjPsFKP3ANAO5khRGLPEpfwjG6aeXGeeIVYcgCrygXOJv+4zLhaBp9WsNNiD4VPBoQgOuzw2HgRXywpH7fZgCWcIXOwV5cr9e87fiuH9FrPWf/beEMgIdypVTL/tTQcp1ORvSnfKeJ9tK0JQ1ZfS660AjvDf6AcRQHKvlvbX4NRLelxzfk6vzY1H+IH+QHevuqv7NwQ9J/J/ckbOz0fDTF3ZxK9G58J0Lmd9dUM4zgAfiZRvgzxfNU16p7U7+v+KOsUr6XsN7Av53Y6XiJFPuVxGFmY4I1JnTdF9B3Hj0Av4DWFD65Nvvylu2l4LW/Vu8OFJMZ7MbyzabXaqdFPfMkYpUxpq15GyaPxxy4fsPvhn0bFGJMDYa+UEn+gLy4oVNGvulfAi9XJhHmS+UusRV+tMOVauNnn+ANmmIyTWs1TObCKlbxDTvfkSjfPeQ2nDkNfCZMLg3eUZdZ2IWL74ItEFm0zYdsPYaIul0CJeE/JI4YW+T3+Y0Zi76b16eep80WzWrqCnCUdyRxHo/qHBgGfb1PZOA9SESrr1dqiliFhUICLG6wV6sAphy5Yi2aE7soz5caBzVICUrNp4R/tA8FYfL7/ub7+3/2J3+CDmaKK7HOCrkrdeb6ttLEiqtLlbRn942W1vHZ7POHUhg4SaXYw77mJ6TFshBaZYtoIr6RpiCpbhjFkpErMvdI78jXKmi5FwRkpRp+wvxaoNrl6a74EYzD47vir/ZfhAmZxIRI7Itgr3TroaYRh2HBZ0+nXmHDdAe5xr9nAdgM1Za2xETeyXiGsbH5h5Cn4reorHcVsLe/QFK/h5OjlSdMRORqM80E/SD+i/BPXi6EzDBJSAAhXlx3t6m7vtqlrpFitl5pD2fXIMar32e5ZJoV/C2fR56mPnZEZ/0DY8g4BE6NNrE/q+mV7AUtuKrjxjPTgmdgoLFWhAEqbYUp+lM6/zU6nVPl/xhAkF5UYWfSwrYGb7baep+IJM/wiqtJ/yJMOBGhVcEDAwb+V8rjmmh/XWGAnNDC4DyHhutKJkBbDgukZzx5iOJs3woPbtBfCED6K+mW7p2t1PxwUk06x6FlxEcLzgx46+w6uaKht072y+D1e6fmhA5a5sbmZ9MY5e0ewRVuHlTHQs5WGR/sh+2e+XMiHOwCH5Sz+F6aOmorr03ZxV7MXdrprRti7egX0Ub428AbiVY/wxUzEb3mite8DmfI4yEzXFjnwOhtiHzB94fJQ/zAJ2e21Idepz5AmUkAACAASURBVEcEXTZt8QQndWrHiSebapixhzlv6Fau0An9anKpib1PXFVE7DJ5t3lI0uV9jIOdInTWgVIAZ76nVAOq+XflL9b7vIFprl4n3TE4Ncyqq4i8o6Dbm1C0GrWBVnzSL4RBbR6c9VCVt4fK25jXaD18pRMn5yr4g/Qnx6iwRxX2Q2cZDQVYkdFEigwKDQjF7U5ZRdBalZlPIIz8jZBcYpDcK6uRr2jc0H2WtHT/KUKOzaMHxxRGFfUxRpaZ9hEKgOgsWTeHGQP/AXqr/vG/9L/8b/++/ISksK1HJbZ1SxCC6expZIRREcdQ1aKZXrB9u2KfSQApfhg1zwSIJZ7W4m5QVKZ1UyEkY2pqFWL+Hv9SlDiVX8nTidetM5fq8KaBC8em2cBnxQvqlJWdQ35/9/vlpKmMSgcyAuwRtHKSJZ43dZOvPjdhb5bXV9EPfYUlOYLXwaz0RV9Js168dX8MXqGrtP3hq9bTNBmLUr3nKVVo5q2DJVpTBvCq8dxGVlT77gAAPQr+JyZ71n9hfsjg1Tp3NVjwvp041Dre1JYk/YsuESkDCuNC/LXBWfqKnu0mDGLgUholqIzC5Av+2vK2iln+jfhBS+lQJxj3vqanmwL2xi7BSpjSainNqjdeDnveQJ91HQDpGU8KyWSGFY7aTyLpD5TqCIgpx0zzSvfOg2WrQLhmDTzd7M9F37DOJlP0zPymnmI9BE7Ccz586SQ/n08mNXQ49QRlWIiRSMRK0CD5Jd3V5S32c4m4bPguOmsELKVWvn5KhQNfHeZU80tRIE3ZF4RYEK0WpSr11PmW1W1BxcORRfizJ4BR+ioU+KHQpsnloKQODwERdqHNaM5JkBmp8Rh5qvVcbfXQYVX58hB5PGz+qa/WEtiqUwfATcNVOjt9U9AnmLQ9DzpJszXoB0t5HDrDmuWycGtUMElqpc6QZaV6NSccMdNmTiAT8T2obrd7GEBnJrO6mo7QohIWxnt0MTADn6rL5Ry+DuRQ1zkqojgVeszJhgFnpQzy5r/paxp9ownBjQKcB3wRPIEf6V8UDFpRDzJPK2tPvFP/mnWbKzOLHnOK4KRh6G+ve4obLQPQgDQzzYwIEVbimdl6EyJ0nF65vqZETdI5Zu//5ne//9W/JD8BKcKDRXY6ZuHg+K7UKRqdZvGdOGZvgF6wgVzkZL9eKS8i1fHsSBdb1VyHXOZrtVcDx2gtMFrPz8+0OL29vNYCDWiVDQJ7OIuASq5cmFSDeijOzXezykV2/bMzqqdU+trSkbOiYBkByU8euNp+lvwZHHfPaz2z5lyJYNVkS751lTVhK04/6cnL5qQmQoXK9izq/iCDfx/+fbR2VKpxPiWedU78eT8OK8jZaDkGHkVNJO8jszOfpX0p/M9i07m8pzioT9zZdn00Q2ItFP0JgB2PlAT2YxvmNNJ+uJJ/50nePpDmVcqxQYwnGnZ9ZpLwBI+p5Iyrv9J+H143tHQARycLZbv1bUSTFrWKs/1gjDiEWeNgmaqvWnPLb7L/29YW4EF/VhLSvosE8U8TFyt26vvPpNCcdh4FzqxBe7OgOdssyPRg8rH+tuwvNr8rDar88n780TDj8OC/XanLMvYhllOHd35DN8sicQBT5KHBFpziXkGs/phKbAAOovX9ck94qaeN/Jf5Vc4X308MSMzJG5gh85of/EhE9iuWBE95voOfmjGuryXW0Qv4PR//xuodmfFjagKugCdoOishVZiRSZL1zwGRxWD2IeKDWR/QSt4TC5sV18SQjRKT2HN6mc1TYi+iF/Stw2AiEZ4PfyFQMnAb9bavwhpo47oEtxIEGPGu9ml8B9z4DRjek584CqDoWZP0v1TmXl6TXLELwzCRjlOfu/9sWZcUvahiQ0T1iu0qcwuByhCjEFAN6rDGzNMYpo6CluL7S1E+iUKfzX+EvijlPaac90PPRdi5+hmHgqi6PYdiAjS1fYQRi4nYoFXS+LziWsOw+Y+ET0T8pGGZTge0Nc/qjlEiUGYHjsApD8HUxBvEfn//za++/9UfkB/zFPMJe73RlWlNGeKUnR17Wu1QfG9Fb1uv5v31VJrvihUwcMXhJSh9dgiECuf3nY1d0u4hhB4nYza4s8hLCGxKWi0CtISMai++B+DY+gtduVS1GLFWv8lUgFcI6ebEUI636sqpwbazzZ9NaQMsfs/64pIV6dRJ06Slnp1YmEgCftWrNRC6xBWUwxZslecd98rhGdpZ89Y9eMAqhuNs/TBLCply+6BCOr0xw8J+BLS1dzucann1yLk8qXAa1rwWYQ5kvSwM7oEehTYMkNDBzZqO0tL9KuH0hfG7qLzR890fGbHlNGRBfyUF1J2IEQafscN+ISuDahGJA4hQleq6z7qHP7PGKe+jTW6/UphlRUXpmigKSW+82Pt/Kz+65r1Vn1AfXf8R+CVIpuEshDN6ID/BkXUevO5fTf4rqtd5ittlFDqvQac/Ud9BgLQ2+MVhy7gj8lXt/nrqLkDsDdfc76YieV8uCrWC5nls139eqE4n72w4C8DU6owyFpY6n72CIJumJVKBwToa4I0FoxF6gKm19Am9rbEuwl2bhfo+GXnjLx38uMIl6zolxmMhNH3ycSLruSHqJ4zvG6gRRDNEWHWGqH4Zcy/s20Pky5A42AmrsG+0F7sk3IIC2EzS/xV3rh+AuU5a4RT96FZB+aw+cKsHSXgFlu2xPwDzu8ySku069GevX4X0ndLhi6ZyXRIHTomI2EWdkhY3cJ6nD3s5j6i5LpHrGvPEbxExu2SYCUKEcdI9KMFnpqDW1FuakS4jy3GI7rQDqfty8spyxuzKA7EK32JgqjJta0SXjTwxGP0C0Bx+tIh6MPC/1GiLm0a7w+ETFZF3nxRh+HFLAxuukGEYbDACnmfoQJxgbD6F4jS3IX/PD67rP/1x3986Aif6d5+cQfqgwMMHODShFImMm2cfSPdG+Jy4L+OzwAWvoBc6afeKwDPZ/1AK70T3FYfW6YTdIlCLNvz1rvgzEDtIH0zdliaMyYXuPkTOPDW4cSohdoLrZKt3z16DHvWmo5dhKzsByO9GA9uF/CRCBT6T2KOCQ60vDF5JMGJFFt9Jf27lx1I5P03KHE/8FzPFmFw48D9wA++9sOS75ZH2XIWrodXUtjQW+wY9fAyDCNiq3WDwhAb3F/Z8hWPa8I8BFMkf6MT4cB195aHgqFYcsLXz+Okkdpn9tpy3LpGRTX13fiwTJ/Q9qvV/1/2I2uBs9kMATz6/qM6dTDPbPLNYDZTycIc/t4sBO+8B7Cuu5Iu0yY+uy2YNHH57Yn/u7zjo1xLeotsaWUOvH1PVjEn9vfZ6IqIfTnf2I3V+hnY+HpIDBm30h74TWU9JFWnE2GpAgiiZLvrvmf7cIbD7LlJWXRM2oQfSXnAlzYFyvJ6a742QhO55IkTd/iygcRun51L1XlRHs3S3cFO9gJvDwtOG0GT/pWH7WIaRIe8kRfTNxHSoxsFvbw8MVueJxG8isT92jips6b5YOabnl83DiWJV099dRAMtNjxXaHHivMGYgyQ24YYyYvrhJP84OZhpaFM/9QiW4iMYyloOxHuCcnYerDUKvav6BHhhdfrdB6/vNu/i/tr77V1oxbz0f9WfBWbgLdnXqX1FOJJBMZkO5kPfxGBP4xCHnNSeq7/hY/gs8gTxysl5AI2BMaK7eMaD2xeaCHD8kD99ARV9YPIt4Rp+OrYGXikS5aAmd27mlAH1d8CUesUjeL79l/7Xv/Lv9S79cUrhqyn9u1cls+MzLNiJGI6apm7t1s7ou9CzQ9qZlc8aTubFQKM4L+QBltkSYrRUiQuUDNcrjtRdqorQtUbxclVyxsRayZ0VSqvAkbQ09ntafAcjWv9RnJmdqUZoKcJSlHM60NPZdgRo9dUohGJ7RPsh3R3OtE8FKkAe8sP7K+4EAENX4ZwnJ8PflUV/kxjEdkc6jba54RTB2QK7OZpoyBpfiCSUBnuVAKRRTGUNQ1IQsvpVJGxFiF3R6y1vA7HAX9l4c7CSCREu99vkARFy+9dT76J+L2EMKHl2nsAJ6tm+/qhK8y91rATMhWmiIvQLnSBslR5BLz6Uw1UN1EWs1pE67FFXnd9mwXoIB3LCHKeN0QIT8CpOFH+X2t8sNzz3Ed8tYVp4nWLxwyT0CZSuPqkuxr/XPU/LngDUoXoeIIKK2X4uExU7QqMvmgLuZizYPYrsNG19ntq2HthVYyvOMvEsNRFJuh/yF5m2HLwO8VNieXW1VWzMKBC+olx3FqxiZoJ98SZ9YPAUOSF1I/l7GwGsuwqMXp7tx2qBnsNY8OjGhyrhyI9Dk/m1C6RIOeTCxK8eoj9hWpyUeatfUS/aafpzt988JnFFwpXCSaz8bsrO3FcpMlXEQ/y+Vw8pfvN9l286D3DiA8SKzWx6i6/pmgPBBDQmohjJ0DV0vypgNMu9iQC96GxLvRl7T4G/VX3aWQwvsO+ViBjdFYBwt1EEnGk+iRVFcZqSAjPfQuGHXV3vU/dfMmjwzzESfJiiw0D6M6wLfEDLweJEwaTc7Q1mGKkhEWIuIjFhEOGzpGyW8OEAoQk84EQd8Zl0Cg1tiSUmHqIsGMzrjwn3y4qPoGPSdfKJ1DbNyhkjXf8Z4Af9Lvu3fuk/+af/BfkxTTForfpClyfFyBmvaOSzomtXi/5y6q3voPlICsWyGDT/wVouOat6BItmzqrwuc9xn3r51ViwNWargc1WXNq1IAa2ZHC7Q7goq5Ot3OB3Z2M+mkq9/gV3ZVUji5f5nZWwWK52qiuo3QFRr8DDadeX2JfCJWq43/y9hmZmCSZxuXbNs2un/U6W+jPQQ/OON6ZVWe0z2dLo5ACZ1zXLOgaoAJbasJqJk7NpYEu47WQG+cq1BJRnh2o/HTb3C200SIzWu8d0n3bqbAdTVwB9UB7qROmzeF1PQSE6Jv/lXt2cLOEIgEXPiSyzOkWFONDo1q7nO5idkkz/wD9y5DmQo9VhQid4snTZvpdOfdHDMMtEjRGuFbiCv/Kz9WsmzXesBUTUndPMyL0jgauVqk4r7WjEOrGpbDG/ytm6NOFTE1dNfVWP/9jLx0lHvJJ20PDz3i2cWXUOHJhWRdRNMnoODQTdFm3TIEmBhf2IXOFIb5hxo5f7pHD5vaifzskdqV5on55psniv7bPfU+d0jUddT/S2WKdAr4wn8Lwi0P01ZLiFxIBiFSZSAlD95iD6tUC9P0znvaUzJHjy2EOHDBkzHFRMHnLJw+kzhsiXMQe1D/VwY2oTMqVEGnnPgSMmmy/4LbQ1o+qOimthGfbele5TJf0VfoklaXqeqZeNDmiScCNRbtjUYpOePABmzceDxR51Y7FXdZrg6aNel8bKs71PAuSdrOiivs0lK4ZsY8+sqcYA1biT4QdBF4MvJlNU2uKwJMInlQvtvTdsN6IzPUR91T6hFdEIBd8daKfuFOCkZMCP/at4L97WcPuBNic8iBzQGKxi8K6iGVLrzgkfAjVDpBkglevdfuOrP/vV712A/TFIN1FxXbvRd+d6MEWssoKf7L74KwlVPVfX52SSCrg4I5EhjXe0WlY2OwT1+wmuV+FlMvGzWr6b8w38bCWUIahBaH21pJY5ArBA0r9/Ni3NlAY0O5Cfle9Wngf79eXCm7T4EIc8lfrVqdOSqztHjNSYCqRRr4U71O/sNHD/3XSG2myDoQjfBOA1/6tDLZ5XaZ9QKE83uBnHmXrBLpt3uZH47MaLtvnjtnepvwP9OTS7Bjrey+9HUpc+FSHDfaj+qs82LJu4bBBfaAQ6Rp+4kfMG07jzQTvZkLVG+6r7PHBD8rqFgtxH5f9sANIlIPvBOXjED9haLSAv/473pOsVvy1/byvFy2LMs52druYRNageVTqz8wTK3LfLurnCzr9jQbiRj3mNV8SL9jkKkbavKSm4x5IHr8/SxiLtWgradU7Y4d/fFZD9+9AZwolIhtH2/EX0pIjklE5+z8xNF2TnlVD/GklHCpBnAluVFAy0H7BGhR1rdqB2+ivTR/2ilX9lvSoN9TI4JEtLxv7QhUV1DsjKsu1dO+15TLIzeUf9bTAqJh4yS0LOdkfE7xe1PHhOfTBp2Z6oydfXDFc1h0TV5GGIoBiiKr7iOgdgCBseIwcPw1sdQbepGS6cdO3Lr+8yI6HyLDAMvog+gSv9isPhLPauxvYNsDJCgbv8MInMB6vc1x5jOt9LWY3E4Cx1Fx/iRkpXRHyPZDN06uCbhypf0Y8XznSZP2ZeP5cBg8eqk2YHI9Q2RRc8x3Llvak0YPWJdVEVG5rbqoKurmypHg1FMPHDIHGoxsr7EJ+QfdBN8d5HA3TTiQtWTesJdDL5QRNriNnwDjQRsZFDtzlITUFSm3SbVzuRnRkOs/fr5FVdJnrnYFn//h/8wH5FfgzTZt4Kn107OMEiXGB2hCoJFCuxnUZ9omUPrb+cory18qwEij1wZoFiLS+fIVBPgXtu4tfEpLovb+07twqriNXVTelrCodBu5Xiuqy87FrvVPlM/9ylaTictzCTFwQi61+Wi6V8P7HfR2FNFwFKo9aWtrO/7xDUiY1ekwgd5MMNO6GVn991QKs0s9XjXxY6dDa3+igxmcHMc/XNgQnDoLThNgvFzHFvj1KXn952Z8n1NwzqLDWhXOV39+0jXOH+TDo3KO3iBkeoXxCK/HyoEOuopR3bP2dPw5R4iDc8iggGGyZJk1qcPBZ8OrkQag4VcYGEG72g7TO+x2Bz1/GwGlh9SEfEWkOl75tBNfpbrtrRWh4DMRxYpLPhkj8cuabIsTIjmuisWwgys4ZxCbeiYJ/PU9dt5dE/F/tFbI0uBw4c+LBP9/Yj94ulSO9WWT+j89Nl3Ksv5T/g1PUZgczqX8XDhtUHD0JDVE36JAPYphGvmMIZix7qstLhC/nL0NdVjllpNAVSKrTNs1pPz6mHnJvW13zNAdnWQ/jjsNR4fnBgipluipz1ZjOOq2JxXmf9WWyiNPspkn3MCZOoF9GsqceQR9U5KYg8rvynPjHR4fZf5yrr29vc9/plzCt0vjwkr9HROcCFHpphx4kYu18X4xzy7yHVrLdt4sFh1sELRBwm50XnXDC+nAnaOeSH+iT42vHOYhv+Nakwo09cv7x7K5fLHGRxQE4pxDhqV/GBGU8LVgWI6IiiwBlEkTw5199j5XiG2gJZKs/0sazTuH6Z5WVg4DoLDPOzM2gCoOg6lI1ZLc3fXv+kt2Y/eLOmKnbhnl4PtfY84RPRglzYw+aAxE0PJnGCcHiMU+C+98d/66t/RX7MUhu0HjSS0vtgFBE+m2/ReHe695B6668o5G156qjXFt3+f+be5WXbZtkLq7ruZ4UgKJI9iCDiQDIJQsjMvdnJ1rU8ZIuSkYQMEnRgJkImYQ/MREhQyMCBIRkIHlieBpk6MQlJBlH/Cv+DBDIQ4mF9T5eDql/Vr6r7uu/7eb9vrbX75Xnv69CH6jp2d1X3RYxTlm5A0LVvE5AvwnnK/96A49l7hpPeTt2RgslWSoW4/rb18eoHTWkw4jePPG8d0POvbHZzg/UOi8Om3uTBelXV7KtUnOe1AJxg7AZ3B0oPBMi1iRvAvyw/YZwxkOD9Qasfsl/H8U+42J1AAGDyyosQHZMFwqlLd/TpBqAG3t7nHQM4K9C2Wp4nQkU/9GaypRVdGn1Gx3jg1VQNt0kDjAmnhlHFsADZeI+0lzg0KNLmla3pnk3Idj5NWUf9l60D0r0fvL916q89NydMVGepZ2Cq0rktWvRqadxj8XsugJ7bCa5jBggMsDd5LiDl4JiqMfqFPLZm6Dc/ZyE0Rjuy9Dt8PhiVRajlI/hlx8dJv/Hv03RQDO0Q1JP6DwAuFdFL/QAn0eHlCrq342epgiD0Qf3u9L7rhAGuCNMLwA0E7YJS7XIFx4aea6x3Rwcvkw3wDqnRAQQ9gbnNMCnfSfnPdiJENeVBpD7jQbZKBQtLo5fJnJaDf7SZC3IEK3SpH3JIHkCRsnXQyZG/bd+JvvxI3AP7uEw+HiYfuvxgpwgjvsQnvejLFa3Au2gm/hmY6FLrFQmbAQGTZrl40lEgKrXgQLThhVQT8Ylf6q+qUtX3kV+Df9n+pgFUIc8f0Sb0blZxN35I72z8sQJQeLwPBhbyS3kLJ6F/sQfVtLzIhjZBm4D8olN2U4GwXzl8pciyXP8re01V4vRiFcUhF1lahA9IbNsdKFQIB0SZ4UzhOBIq9F0iLei40gSpXzPzS02sL9SB1+2ALXh1RZbZ//yTf/CTf1d+G6XD7gMbf8AkeVmxsgGO15atqkF6bTNvW/9qSl0lJbBpyKcFRSZwewrPhEDbfRWfPoL3YeQa9/I2cj7rgNB70ClyW/E/46Oq193LukpYO/WVBOCHSxViLslbYhE20zoAq0HPbRtqHdlvJmZXfjIxPT0mInWgACZKjq06j7YH5YJfdIMtyfC++LUKjgNv2blFpJP3/KDDVp/yseyXP/D7OtiANuLAKDWL2dsz8kAy+HN/4ynpIQ9oBOpBJhmA4q4uv3j7jE8A52V1oMYBAIGdN3omxK6TfU+HZzWjNTs8el6HSMWAS8F7mnuZc2DDlhyk4l/r0UksYnaCReUIW38UOhUNEf6vgPpKAG6r3N4x2q9x3+C4UwJQJ6P/Q326DFAdxz00CRj60DUHc1fbYzwAykUd1GS97VxfNLq3eraB35TKSbloVWSw6V2nnfrK7dzqlfHcRp7TGQO7hu3gt09fldovnJBMi8TixCO+tankQREjfqzfucV9qq4tnTrAt1Z/STQea2QhIuqbA6hR+qnu4vwbnYb+4gx3Nr7hBGVu4uZbXgJ0g/vEQMTXkNf8LiPUivjQ3e44kHFN4581+mbwULGuk5i46pJPXaHX/eVaux1Yn9yo1wOP6uMh8vGwDCH+0UNyT/bHB/Yg4lTibDz33rZP2aQMWFOv+CyWEo6Tj3n/ROJFBhEKKdWvuFiJcDGj6BjynGZ5BY+ypoOirXdXCDB7Th/qk72LnrH+TFuh5mfgzvlHrlB1A5Z6MVeVw2MuPjm9DHNkhMiq5OcA+Aj7MX5QkQgvNnrv/cxn9E5b+TK28Iamd5XgV6NF1suFLbf+RL22rJrKb8fGqNTEx/ImYpePC8xq3zMveCaDpKAJ4/FX/sXPPv+6/DZKlzSOFukKdJgfEFadpZrOmArwNNp4kqaCfTaQeVm++MLfvdE+mPp1B97Z7fM86fh9neOtDmS+6Yh8e7IJ/QNhi5F4LZrWsx8sQaFhAorR+yTgTadO+vjYjJyHA6Dn1WqbmJ/LExrlZqmqT/PKhAMLNxioIdZ/aSyQebDEpOmUXhjOLXwK+cqW7O9EW5k0QUowklmagxmQTjsSm2yK9MkAf8HgVTrLT+cALCdgkLOXPt2d29kOuDgViuYZR419UVRHEeu0TLbvBCB+6oCoSJyWW4uKe2OzAaJRPMPgvXkjpQZzG6+wegx+6Hwf8KmE18mvec9V8YluVfI983TjtwnPvD7BLNX/7b3JJkdyaK+d85K4igFF8lwt9px84Fq3fs0nmQ74cpJG8OSYguCpVl5bmN4hib7fKHbrNeLvpG9PkjafnWjYFnEmnU5gUWZ8d1gEkwov+IiQvZq8jgazqfJ435yBs3dqPEsHFslLid8YsB7p83oA9SY1N1C3Lh2av5WrZ+VpLzH2Y/p3MkfjU5/NimEisZ/+IvzRsEzFaBGjdMaW2DtntUjYM1sDsf5Ws9h+UNISzE01Du0R03hWk4HPqCwXTs0XPC8VeciSy8/HlX/rYb4P9mH+XeIHfVJHrL4t2ujT96jCi2YLk2yriTcUpUbfl/gEx6zOLTDojZjYGNnziHiziF0uJ1zocMJ92X4ToUWibgccboRJPy6N/od8XiGjl5e/wib07VmaXbui8emMwudsXC97Bs32NX4ciFy/Aq+ZFN7ZgKvkIr3SM2n4gk62GgMsFbuu4CULPMcEFQp8G9MW0XOvKxT/dTn+LnWmMioX+MsJqzpQfmKw+gFXqhlmzSnhV6kN3hq0j8WAtdZ/+ut/84/8l/LbJNG4kVnQxl8dupQrszayn6zXKwNAaeq1LxYfAkSGnZXm/E0KUQeUKmlDGDwtZuWcX00TfftbznXbgWMNbbEHsvFu8c2QhU+H5VnA5fptnSc4EySswGUHrHdgelmlY+mrBv2USl30+v269nLX2zpohQerPKyrK2tot9kADPTo/kYv6uzkUBjbT3Gjhm+tpaKvTlazAaBqb6LqHjLC3taEDbqhDBoqYGxIZZ1daWjQw/OZx6sPWE4doxz74PDu7lRDRREdX7JMjffpCWPc3sjdDCRobdBDH4DDlHf+855qr5TbGrDiUi32WsUAAmnSISdT9F7y2dl+AMoKZz5MIMTaIP9Ef0YbL8TcmZ1Nvgg044z0zqJCG6+5nQ6btTdKT3NVXEqj+F/V2nid0McmqDkHAb+Ok7Otw7p3mmGt334FwPVc/JA2XhjPUn7o3W2VB/aZ9itVzQQxCFe2uSZQKibXpb4fMeRGi2kDHWOx58Ab23WWDfDn6SAkz2HUqlMi0t2UNwqEGpzq/wVpjuDeVm+v9e1deTPLg/fsbtWRZC5tGqOBs6p0+8c04YtkOJInswqnpHovYW8tNX5Jfte1GEkHf1nI2xKTJWZL8MkW7xeNjTQmKKayRuiNwpt4YZ/rkg9Rn7SKyY8evif2cYnoo+YrPhEpAV9Wk/BPiSn26t0CnpdlD9J0Q8Tzm8/Jo0OoDG1XGHOOY6CrMUlVKs9thuaHB/URv76/1+QyP3n5inf+bdw41CqUH7y6GjjIKC+aYOVeVRUP730UEuCp9AUPze/cd6YrflD+llF4MjUGAHA8YwHWy2hHGSa3cRIzxsnJ7mbh+QyraZohxF41jT5z8UIrgk1sM8SXUUycSnjgTczcO2sP7fM2UiBO5gopX1iwSAXsF7+otwAAIABJREFU9X5e66/9+Kc//r0Tdb+MRKqWNcT90NHnD9azTIOTmd8H5Jn6fqu8UXkYklMX0vIJEZ9a3rytgI6K0/U3wSrPMMzt3nZgf094b3pEO0ledsB61qfJqJJXVpTeZ0gw6IRnWie63bsC+dRqKr83c2z+Vb7TQIztaz845iwAhdb5AcjOfrlCJwe2u2OOOWKJOub5Wg3+MFLJFzd9joU52g/m3mQM8pyntIQtCRga7/KOPNtziwncaU/lJModCmZIcFWwY6BMyj0/3/EE078MtbRV2sxIzc8F1JeywbDc5E0eoUYurX7mwIT7P1dVYfcWvaYvZ6mUYb7ob3qfmC47/gFP5QLsgL+GNL0GwHQXAUC9b2l+JqllHikHa7gm9aUBbMqDdBuSpkLY1xD1EgP0BSyphQaqZ+IP4oQ2fLBFzwYCMj+93FnnRn8m5hlKqoVl8Q3ePenh7NOA4k6mT8MPtmPNJJD+7ApkV6AY54lIeSr4MJlQSMjHX4A5yiLjhuS7ra1uCnhWsg4vueVduoSevKtObsXo+fBhy7q9uymvIm3NYyPHHVBjzJF6ViRPKML/2X8Vufw7LCGSfp0TktDNvIDfwxNEZMUE8kK4MeskzXZQCXQGJgMIWfWqnQk8T4XILuxbZzmNii/69uulEvth/WTsR0xmPx4RMaVkclhRsbgyXWLiB3wmVyll5GFM1MeL2PXpFNaJIT9XvOfyog1/ImWh2SZesuR64NRl7O/s+vO6VD6i/pJVb9Pa+IOObDLxyezyPbj6EYUXWZpAFg4xQkSWqIRHmoDF/lY+vE/U968GjKlBAaSZR3rEgAsLDrnYIFqRV1Dw8fkfeHurvmjReFFN+3dYFRvUasKqesll2Efr/b9y5VyJT5RWR8Cj5JaBc8i99L/7/1+ff0N+GySItnRtkmo75LVWx8u7IrthmxbpTe061fQXxniZ2gQoKjUA3GC2ysyrFyjcIOCAKd1gPSr0F2mi7748I3eWOkBQXJ3dtC8Urzr2x5M7zqDqHEWMiuPPJEMkINxQFIV+ow5Ip1mpqN78KxhHfjvWhHoKAxUY7KKyNmROCHTU428vos2xA2fx299PhiHyT2i+wpsMOZufWsKNUOig3xXvoJRz0E6A8H69BDdsPX90PVf5RHbSb5C6Uu8outMgLL2ab09UP5GAL7L2QAUMxAYkDSTm2ODbUudug1EUq+iXyHOV5RxKsOuC9o26wDeamHzAYDTv0ZaUshr9LyJhiPE9vjLgIhlSdVP3lO1nPK38dxJN3NM12LsGRZUdWXOgqEJc1KGskPruVS4YaPA2/2aVB8PAB9Ek+ANnHSpGQOksE5afsdOWZ8h3gvIi6bjG/XTCbVWz7aF+4Z7pkotqRnQWnnwXAtlq49onr8CpNdrO/ctov6n9wYxN+2zqx+pFdm5y82TS2sz4jH1n6vsBb2SFKkC/Tvlu5SzKp4c1gLulZ3RbG5LInB9kAZ/dqgWAemlC44fohMUkKrchmoh9auo3DnEtDEliCtdYpGu7Mq2f8QHvfbZjvQ4RlYVP2Bj9Ijx3FT6u5Ks4qEn9268fEicTh8c1J3gqoureyUQxqfylEWH9aWKfVuy3SO+Y1BavJuOdgnWw34hWUqtjKbO8dd1BE/glJsviDANgP1d3LAlhC6ccRxSXA+pN+PG2rrfYY5iKwsAYkhNF+p4RQoUxPE1U4Ih8i4laTuKKkZLaigUwkozQP7VEGxPF6FROQKM8lxHxyS/q85OGHQZNIWN7sStkjywgPkAfbAXuVkxm2bCzwFt9JgBtsAJbFI7viwX/yR/627/x5+WXnK6zFS+NUgqCCMBaairxW223p2kLvlg868i6yNh1K8LPtL8/aXHu/9bSKP6N6b781oGbUnsNcPMn/36teMn+IdsrujR0cugwEzWENd1+FiFcqrlpfBuh8ALDcGFNan2Vd0RsOxyEjY//77/zvKq+I+ZeACYuVWgAd+pAWngqMJs50M7mXxrU91JBPvgPq31SuCgPbB+MGKz1hJdsCxLL/BmOM+z4RunOASYTobohsLfPv7PtzFe2Zi8g1f/EBd1PNfltiYwIw2o1PE0exUBy8spUKbjWsvVep9/zpDInl1RNHSTVJz028I+GTHCIh4aN1N5e61fv7QR/mu5N78dvO8nZOvxHXFA9J9XIIfbdJtAignDIdkHsMNoc7+zm9oy+4q1LcsK1TQKbAmYoe2Uny9YRILu3jO6bvZU95ftpZqmqHN/OSgY+jCqYHkwlgSsQeSd777PKqCCSh2uOhQntcHO/Ji4ywsvqr5NfM1/Da/b9mf0gz+KbCbWdzkpvSTm/bWWemJrjizt+yJ7N/AdeP+KPsyjZXRUPmYzbZT0fC/KKSCB4ufAHPTfh4AiThJ/CORbLNfXa64UCgu88JqvCC3WSIf7L+kgCPPiQmshmyOwVE9nLn9VEVuobtp+WHWjHj8RFLvIMvQhWxL7Q/H5nrM5WL2n/9yZv8QYTfYTHWmxZEg37rSJyZWj2Eo3tzCbfmcmnqXwukc+FvMA67LoIjwEBEwhb4f+a8icoo5LexdRBEeGXdSSPkaY3P7zJROjU3qq3bSoboSEWz/07qVIeXODXmVlk1aTeX2kXnDb+Hf1igxL95LMimqEH09iodwgg709GJKSY/dVf+/s//v3yS0x0EJNIWQMWRCPPGGnoyO6ZpFfzZmJ7+A3FW7liAuka1PgZFIp1Im4QVOFppGf176ZT+XOfmwq7KXWuAXLSVlDfL56tc9++2s+sEhr4EOuXCpKFWiUE9Br0I0DhWbJuWL+R/VKZiNTkdWIfg20TfK2UT9g8QKD0F2+wvYEPAxQpemVi/k0DYGeWGMVOHgJc3HvHeh3+i1P1SFYAVCkuv1cKf04YqcHR7hIpL6t8nWb8jWie/PQecMPNj7S9PbWv0unUcDfxTyQXJfEi2XtHfp7nuRPgNLvxtIAxkfpO7hMFxrLaJhJ4bFVsdh0H3vTPtmAI05F2aUGK3+kl5BI5VgqbnawVrNbsOLdE8AL3+IRwDlYHKsugn2HhlAPSxgC9Z7V9ANajc2ATj+hLwkzyz/LL8g94Vf3wlhgDEc7u7QeiIfbJdUGYuJu8q8Qj1Ps5GWn2Q6W+PzkxpqE+rv5SR/95IaWpJCn70SoNCJgyjEANDIj0zRsPngRI8V9T50OBt/Vw7niTOQLaDvaDkUWp/FRMsV79TL13qDUGwk/kv5+20LVN48Monx7Wsf/9DFMvnjcwWkSeskH+Tq0vP3DkZnYAfYFeCAW+NA5RsooWXOHBW+JzO198i32O+O5leK/wTVczyXv51AyZFMF+S5A5MgLVpEyXqKylbQFwLXPPomj/jjcxuk9GvR2EEns4s9Rf6AHsD318SHpxsdCVJ8WCFQl9MMYtYgFwImNQwb2mUgtwVpPK+r+I4nLrSneZyVomn6LyaeaTUtGkw4rF6LVU1ir7gBN2l6ksWzE8jJcXWcBLa5LOK0RW0F0rtPSKDpP3Mj91Y5CgLptX4ModLOhqcWc/twBNd+ZMXwQiC1XjJOOVE0kzrtOiiYp1b3ooF8TQBtA/9q8CoqGLal8NlQfhg/b5yR4RUV98+Z2f//q7v2U2Nf8vLlF48LAIYD515Ou0WE0LjWsUf5JmUTYt76RW3qg8LmZlaSlxE4RrKnqa5KFIv0c6lbfDVV0fO3CsoQ3+ohvbXPE5AO0Rq5530wl7pLc3UPK0YABNAucj1asUKoRqdOUZ+301cWgV7ClBm/8X278SAEkkzB1MRtmtPSS8tEGQ7SvV4/+wT1/i19RRwjvyEBIyRhIpOwVbO20v93CEYZ+z6NklCd2r/T1wf/oYtw4A3HixRe4c2KnDtOO+95T2iIGa11NlsG1Cee11P6PHiZ/PjVYtbRhrfI3sildst1vKxS2oQn73BF6bOXIQg+dYea5Jan4qKnQTTpJsvTzo7WTFySes495Qn7DFYrR70IoPp4eVSWz01HHlYWoIoVsRp6paE5J5mNu2FYG2MLbFgWDpTVhC/OY5ST7usMYZOXltTc69qyL2lMoEG7FWngDK6kGLHiaSk70EX2XTX3dNp6NAqd141g9RsbANIenHAUAtH5w0o40/Cdgxgd14j35z3U4JR9xpViBA3K5ACeauvypI0Ki6k/fUtjv4v5grlN2Go8/SyuBupCfjh5MePbWTska/7dMbhJ52WFbgKMPB7QBfdA/hty3Kk/9Sbm28M7G1auKj4DUOn6c6XfAj1Db2sS8telrV72WN9JUlW7jHNybOsPPDrjirGMmeycfln9LxT+rUXliNvl8fPoRKnA17xIsgdchPPWdOzP4ajZBinIIFASsEx6dXyt62BU5Dn+GBdp35nVlM7K0mrxYLDDHbB84BFcYfmgBq6fdmGywXG5KvJs9hchYKDft1VXAolN/wIVZQAKXpeQ+vtoWv6xHy3z4A7nygJr6KogSQdnksz3JFuOUkGPWNqFLm7RmlWDjr/c/UvMm1PTSU/I//0E//8C8tTHiEBztQzVgk0xZjez4qNq29yL0Wk97ivH43tfLBRHxNHSjtgExJRBVmiAlNF/Kvw3gqf98bO1xP7SUjX1wRzbYV39fFm0Lj4t+SBjdVncZkISFIYds7gFAK5COK5TWz4feB+XxvdFIpm1oZRr7UFg8rGjcNZmiHCx7khw2lRQVMxs6lBeEZH68oqllT7BzpyjKOU0+AIWiw0QfxaYNvKWV/XJ87AA2Mtn6q0fPJDQMAqqmwU7lsXB/5fwrwJOyheY7Ukf7qaTrrlzMAOBCMDWR1gAA4yT8utWBL/Ul5nsmWStmFegKjESdrxhNMVjFoax4spTa0apq/JjudWtPzOGHgnlQLxuxMG0g0UHY6Hgdp8SIbEGu1xwqhgBismGARicJTo7NNZuJaB/wTL1P8OoxeSLmCbNMr73tXhTyyHZg7XXriXz8FtJfZIue4DuiA+YL6j0lg8oeW/UhATGQqUBXs7+oWbPcm16B8HpM3bQo+Q5Le18iUJouvCxRqzpLeyh404p+Opa2C1uV6OqWh6NvQb2WnOPtJS1aqk00zv1l8ExJ7DVsTx7qaPEG3xJ8xiazoa1qTTcius2/gDZWJVCQJ93WRto944fx0jZSnEPtl3fu3oi4NehrOCfZwTQ25jr8rOqEKXCyfuEqwJAFV+2gxwSsiON+YLHXfLyKH1uqTu5zkSV3XIXkmD/NQYezP/tEjPqEjxb+PR8lqUXkIoMEjXXvyj/bHO+IwLiBeiRgVaYNoDl8QsPTQYgIMRvDNRhhdIVQ48BefGDJ4XwHN5XjCGBHjAg59XSZiEY6CUPIMZ6ZFJJzRkZNTIT0ww+Gym1NzhCygLhW5YgB0qbh3Vbw/YpKnFDsqAHNsx9yMs+RhTDm61EvEruC9UpI4nKmgCthgv7Dgc9UIIr2yaS+I7OSNdV8EJF7/yq/+L3/i35FfQro64iGQmr8phHeaSekXz16kqaLfKHJMrfm4sPmwzeZ0wAnjMaEqOHkswb/vpFP517knUu8g6Aplrvjervyeix9b/2qaKq41y0pTaQ9CW8GxeharcMonv8XVhO/eCCv9HZ6PTjLMJlC/vSf+LgxNBA+3AWFoVtyvEwOcxihkrCf5qwcWrZchrGrHwHQkfAKCvTr44HQPGxQBjvOkYNGgmTUIAEBODnYMp2gd5eeGLCISYaFsQELFKk2EcjgxkXr6PeBkNG30LFdrnwnwoFXY88afX5GjvYkzAMWDRbc2WZ0qfYhA2CD6FuFruM7ydcbgFcr4CthYCjFASds41PJsF63we6ZTJp6BUP+TN69qB/0XukYRPsO193AXYCPCK+0xdtMTRp6+R5sldfS/o6/W7Tb5lx71tmGLJ67+i0Eaew4Kdsm7WdNdOuJ+vJu0uq2TaVDnl9TEFfQifPVJsUmfBZ/tpz8tPcG0ZhizGvAktfl4+IE4KnGIUzRxRfglr4EXMpQ2W/Yd9g6KkZKhgTfhZeJax5+069LQVX9lYi/tiYaT7zHZEMjPIf+EketQkT6xJBU1AcFktU9ErU0CxawO9zsq2fD4xTc/sZ1EzSebTRckgB4pUREUkgN8jU/iOPnC6mvhWHWl/fSonyVts0TwcfVL064k1TGZon2jmFwvCj9GKK6Z1oQuYBTxw5t4u8AlNGm9IoT44fmxq4d1iYXjAxN4v9bCxcZxUZLlLzvr7x+idBouYSbwYVRezT9LdUFfRasZ3k0DDPe4gkMxR9FivmT7eBchXT620vRS5gQW3mHxrVHpueTwdFJG1Iz4JNviUzdRLu2O+snP4tdOmxjHYK8UNPbVjuqshRSrKD8RpRU0TO2xva7OH6pqNPcop36JMOpGq8Va2wjJoCnRHP1c9iv2z//VX5ZfQroY/dNb3AzbSUOJDCS9TnfF303TG5BeYX7Yko6MNvIxC95W8tVufqH8ySzNd4T4wUQ8CcFjfVJ8jiK+tT/P0p0RM5E0Qi5HIRQ5266UCkBU/Ehw1EHlWyPQwlOxco0I5wFQXib3cHSTP3BTq4a9/pXhRp/UX1pU3WFlkDb2Ix8aYBxDUa6Ei+8BgHuysBgw6CvkHof41N7bMrzZ/20UYg1ZPkCQ7RMpDLGNh1tWysi8bfTC4oAKLF94eBKFKL3AA3MJq+tJL5VDxhf6r5X5QmKDdU5hxEkCWJ625YobOHO1OsSAw/XegbEvERQDNxVjqBN5dSvf69zb4VyX7N3ZdNyza5G+sBID16P4HZLR/5wbk/IatMrocTSn1M+D/Ot8Rg2Dn5L9Bv3uId8ZQKUGwvAO9R5181ADNtnyIt+7fHMEC4M76icmhBw9hUE+e9pK0Cb1GPe7ASz5OYCjh37jmUl5UDB2vJweyvHmjfDxn6Glwdl4biEXxAusZucBYNPKTYuEyiFvXneUYvt7SJs8jrHsMzUzr4+RG0FbJbJhoph9l6HP4rLvCY3rPAGdxq9hO5xOKyeExTKWnslL+QwHAOCTtk+iDzxk7qXtEKqaqLt5JX2yc7wJuTWp4Q6dW5h8JmFnecIq1W/jh+p7Y6EPnH/j26cRPpwhxXl4k+UhTu6NxcS+KmbaeCPV2ww6fyJ/gJj58rKaIHJ/y3tvWxXKNdACRCC9PNupE0lRJl1E9KGiGgzRGKH3GbqmhdCK+IST6Nm9r7R/lMobKlXJ78Q6Xf1kX3kMtMWJv6ToRBLXGgugsS/3Ii2nK08RLvxR36KvGd0BedFBpxxrh3EUpjVpmQUQVUTsv/rVn/7R/1B+wSn0oYuLKg2EdJjeqR2JOfLZG4lZ5c0ivbxWea5wk6GsPLixjVi0iMTPskTXzN8K63vlT0hEiQO2uF/SDS1H3N4Vl178tvUfIrHhSvZROo0sG9b6Ey/kJOsdMNNUEF1GSb2F5pnGF/fHQ1xSSXVl0es4C4BRiTGE5THJ3ujU85NeQvigTEpQzrcnujEsmwE0GFnYZT8kwQ+l0MxTYYZSK7Vi2yEqSBzKhPZ2fEaxafMmrDEY0YTTa/HVTVRINatsFc7+M8itCyw/DUcEeDKSbARQKnNKr+Vq7oSc0KL38GB6ozmcwPWEbagP1XAAac8yT9J+BqMRLKi8oDfBIpLXi9yvavbUDsKSzj+3haTb6mP/aUyQAQR7Na0YjYgSzyK8d5Wlsg8Ejn0e8j+jzHR0GPRU7RNEsxpazMrhQSia1n2xb/Zu9He/BhFOOuSZ/dhkXQaNRv8vxeE40tYfsU8RB+ekjEeFxggE5hWYQGOaOfqTnhh2FamwPsgPTJXUCa55oNRFBDvW2CnQIBj7Jnhf/9SfE8Z5lgHnSx2WHkKH6V7DoIxtyKqdsjPK55BQPIBpkQYwJ0lCy/qb1MQFTtmFPEC/+j7QJRZEYn3G8ViqPjnDN2Z8ArGkJhJS4/IYe3QPaUk06vykd6kNk/YgHNWlrbh7bIGAOEW3KFTUscjneLOqUyS9cRFZWmsmWnh96Eqvq09eNSeyP3r4PUKIP3C6bRKPkB3GBQfvJZ22MNkRAxZ48IkX9FBZEKJI2rMWHSJxTyEW7q2sPG1SwHwGQWVjp+Khsep1Xmj3opHViokpBgeAH+1JGZCaPJLkRXOX+rfULxG5PtRPKgf8JqJaH6lDWK+iIyr+TelkJyhJiQPKLCbjwEH2umiGSbyZn37NmuMz8K+hv7DnNsure99FIhpAs7hJKOrrunR9/k+/6EOZaMwG70u5mU+rXU1r3lq5czoV+5Y0nT35bNoEm4XuIOiZKyp/a+Z9GOla5Vn5OQzgEiekj9LUf+bVdwE4DUJ+UA4kw5OhDhCCBoilcsA7PqzJOBtUWTMclU+lDGLbc2VkKBm8Zpj8qbW7yqRPBGC1N/EvZB0TORQzHSQ5EYAyaMvKU9d6xtU849c+4IAJImOoIp9rSX0wPVYat+Nb9cgwHKXC9o/7shUDXbQ9SljtIL8JxTbzPQczcZ0bX1FbkzVFunyd1CImt6fys73XumAXWAv+Am/i2QaASA+di+qah85qLHGCYIbIFtyWvyUVNQSpQLJavllb2ZqY3CHipL753eQbvgb+N+8loRYTPs5z19aOAb/WwVXZO6u97qxDWiMsgDcKeMPPQY4YomkvalEh7okB7hZVnoHJTXBwzFxgOKkv1gUi0j+TFWB5tAeNs1Y/eMnDITEJMME4iSMNbECAEO3i1HM/8576lwkqzkpupL/2MEyNE1svgRdiIHBK04TFCId8XkIvNWlid89v5N+OJQ/ydic/2daOz8Q86aGph/k8qJoABNF12LUJQ2ukMqxP5wN4HZkXeFE2e0l1IWpHRNKD1ULQtQ4MbF49AvIEZp4mjIfhWt226ZjD0PQVH/5gHh1mXFeWC/iWin2qiO08IxJeRvWJ+uNyT+yHhtdVly++PESuR3hhH3GqrQgNoCwWPkr/G4hN76H/G5ZowoT/uw1gbRljO9xrIj+643WphLyJVLSGhuXHZNectoYVvzAOWKzgffSawq9lwFOdevuavesjMEAMWOtrK1HVpXIZvg/dt2kINce11eKlJqOYShxE5W3xmQLQca3CVAJR35TGRd00E/cCSy2+4bu5jH9GjIkss1/7tZ/++L+QX2BqOxUcP/4v46OHAL+8fpJmkRe282lFqQc0eaWPdkozUrk7CPbhAN6+2bUTiFn+rpUBqNx04LaGo7PY6PkLAO7w/336PVPDuA6luo2eYF1N5sh/g4mE8G7wzTAkj9zkU/IMeVsQjbszefdrlGgeETaZKnXIg0gO+rbBwoEATMIite4ZR3oWMpzeulYzjEUYDlURW0GSscdj8lVUgVC6u2yvEtYtTBCCGfXeahBtupq5jPElN6U5bYO3JyTnlW2uc/Ljqd9bO8fGOiNcdJ0hSQCA5F9ncRh36nTzeMFe99sDnF1+bcNzDTaSViHOs96s2zq+vsQrhJ7W57jmg5jk8H5r6wjklA/OxtN0qgSDUiPbzw0x7imVt4d5uY+dkp9NYhB9sh9VMvdsieS1JrL2dKLRKY8IFiJpEeJQvtWro+5Dxqwr5At8KSK58p8TkYP9cJ1Vnv0UD6UzRZ6kpO1B4XJ5vagv8fC66jNE2EOc9Nlw/sSuMxZvbBvjGfyAl1kEA/UM6bupgDnalpgtnxGQ/tjB3O2zSNFOD7jm6Eclu62YrOIeYKMvKrlo0AgUs8nclof+Y/8n0GB+Qm/OokXCex9T7wCkTtn1b6SmhMchQr4fkOJJrC8NuaxDgAOmyyivN1I+xtIj8LxaIyTtkzTxzXyEEz6MKvWMqdhS0gtMPnVeUBF9eB/1ofLACcSqfogTPK8Pf+ah8PA0Rm+Na0bt/VyMpsic0HSrMRZymEtBhoTn/COemVSYL+rH6cjEb6rmociPmqiVDiB3VMCij2jDpDyWTVg05bkUtKZ8a+Ytr7Cr5Yh0WZqrcZiwuqdb5brC89zGxQG/Mk7wA6MGBii8CmRLzMOF81uwmjzn+2zASypt1s7cslbrf8qc1rXvwU0e/h9+8+/95u+SX1C6oOgllEiGX86RBBnUfCaH60M6ZX1RpJe3fp16VMf7HEXaaGBYwQZBMSK/+Qp83Mqz8tZyUQdayZsRDZ7RY8gYd/tVcU48zJnm9HQ9y92935o16nmGGpC2yUnqIHQksr1v8w/s2kG3+nvSBc2zFC9WK2SCSWwNh8haEGUZN8yWqYyTFU3yGPxJgMhuAQ5Pgtmzkfo1FeY5cVBxecb8uU/JsXLpH/D2lUumhTOaLqtwuV18WvZTwMgzmjFOczKQnYJ87vKrJwBu6uc/fpalbwQ45wbWeSptB1j6KQTvpAkA06wPsNywE4CAaepprtX69baNyHpZNqRcG4d1gS4YALYQ4ao5cXeLJOu6Hb0/nP8ygJaOtkP/WxsMCxef9qLVwb5t5kXnv2fhz2ZSh8fMdgYD5mRNKH+hj/RIcb8/xyS5ENCHQZ5WMq3k4OdOap6RanbjxF/PMrNuMPExUsoRvYB8nXRtdEJ8AIl9ZqwHOv9dvci5j8RHTdMwXfgZVawE56X+SZL6niZC+Xf9xddT+k0OWUcpEzqlNnTzbCZ5HoZujFHb+IErHg37IUDN+rXrp/ubGZ641hBwTOgSzllXEEDFO5u8nSeyaC7otUXgrkZ9crT81NXSE7Q9JuSG8adSE8nubKKJNvAf3jj+pnCmQHA7/GjIaVW9aqIRYSHaBMOqXyqbLiu+8O+bmlhGMuRYzBxvPoaEF3D5flhdETbshyN9PFadpI2TilSkYvgtxzS5SBY6KRUXxnmbsnb4lmh+09VhteIVwm/ShXWXiihWi6JP2/4XDJTjJud+5nKpD1gujXatOV0TacVMwatYVB8jYuK9hTppD7Neg2hC29+mXsZiRR5Kql3GhWgCL3N8kxaHKWvCjzHCYCCGn3HFSKZHfsBWPFjr9/x/P/uXf0l+QekCEOWKl+x8CrbQ89PvizSzfbH47iDEtr4yAAAgAElEQVQVEQa34ByIb4x6apk72HfGTNP3Fpyj/ETf1oGWjlpuf04y00q/U3wMFk6tT5UisvfLxvN5vcP1fFJFGYvYCBF+o42tKv41mpRC+RFr8zVagPKwQUFN41gKDiFOt9418KXR7YAVsE0WRoavyM8zPGv2wPtVvbuayF+1hFiKDt0gJdjWGYzbqfc8EHkqS5r/CU/Cm166kV+YPn53auuZXAP3OjLOuftGI+v5TqHFs+2t3Zar57bBf92gaeK5wqOKdEQ+LzcB4BNexrtOr3vIbdx3yCSl6Dlf0m80zIeyvCqfdADNtGiFgUJOlAa97qDHT37fUrlXla+H53Jv6mnCYtTOjQLOx9BLGyPrAfPl4YC+hRSl/ARj0Fgqeb05GKgHRn8dgtE/+uMDa48FbgRwzRlPy/dGBbDfSbpdflooHfU5KTjUCwbM+Tgu4HHNz7Pke6VDUjT2ENaBOOm1grdOS35Z9zQa3DA92+dnaLLJV9uNp7UoHJODi7aVprFAE6+NGYvezYO2eNKmajm4dr4xP++Im4ReFfcg+T4/TdAutC+WE2qmPD6bUvokJqFLBLvtl4h8RkOfppKOSsXES7Of2deBEY9ORL+ibxBgIyQcyqLi5NXkOxO74KXFQ809sKkvx+mHrRkTsXUVzi5NmyyCEHytz6iph7A+LovFFx8PuAfW8kCnj4f5acRpV6z0S86UtBYk4Nk2qb2SAxNOEbBRKUDX58Q8ShNFrD9gQocsIwwXYcMiMQJKwaOooJBTCGXfJqglrymkxW+aIQYAsXjUTOS7JfIpGtEDPkEVqt8MvBl9vTQPC0umutyarrhvtAzjoiK1vz7o4vBFxy6S32QgoQFMAASW4UEzcKDhwCHPtZr91//R3/vJvy+/gPRhsekYbFQe1tGJrreOAvgqTfP+xeKbk44HZB1OA8alrP8E/NyBr8L0TvlqabYv45pr4JqiTGQ99v+N4qwTn5HvROqDPby9x3dY+Xusjv4bAo5nrodtw9K3pKzD+oNSFn1/gsWoq2c/YUvbFwuuVMiSilaYPnCZ0iopPpOhJ5a0A15FXnAvQ3ePCxOTK85LFFs58fY+OaMUTPGOlRoBkAMOsuutRdjqw34bnkR1Xu49vZefEwaeTyMAo0qRg72kDY4TAwIV1Hwj2wtG3aEeoYz0tnrPvcKLrhMmnGjnEslDOrZkRQOT+pzIGnUoFciJUFxhsNPfDXifpEkj3OcXAaTzSWYa6pPP58lsDMIS+RTJ7wHqfN9gCVsoJ91Q/edoDN1qIT7BU8C6inzZP+KpNGEy3p8qngygTpOL3lwCb/BOE5Q88chJh5xIwW2ximtjIwaV+8qmgGEIJGCAaLZX0CWneBIVFGb2HZgqvb32lmAyOqqywQiT1aRU8JC66/A/gpl90BqQL+v7PrX2T7IS46439E2VMJ6d+tm6CTuFjGOckPk07HH2yzPgBGplRULVGa4gyOH9UnPveHqGBXiwdJBhYH6lR6tsl5j4wTwx0e6ni1v/gkeDKXTTqnpyqqvwiNX+UoMXDpNX7hPKa0cW58tzGELpbGJMteUvxj2wSUOfwYN56ZO96bpE1uVcpmQ/k28dySxT0AEyZMrDV6XGNoL9tRgruEcXtFykuHAGQ1owKAXrtqLkljBEXkEjBWGqHu0VHnoNwFXMJ3qG/IXU/HQfwq0D/opM2RVwZ+fACPhQC38kAcnqWKyA3Mh1Cc4HkcCzgbcJR3pdxEBFXPA6MzW+N+wFlQ5LIsWR3dJafDUJTz7njetL9/Y1HDM99CHKF4VN7OO779b/KCJ/VH7O6cJqO2b6SUOyg22QMEcXbyTOejKEbyeCgY2iN0KaDdo9R2QnYDtU0NWzm+8mIn/+7qh6VvsJglEDBgGjGn2z+B0Ud321m+tXKT9uvHlLX7TMXj25BT/q/gpAKbupvBFJ1k8ozofC2+4nYnmQ4YrdyguXjEkAtg4otNbWV/1Gmfp6Ir9kk5FQRojb0lIOmHNPj1VUl+irsBuXx/xQuGA9ujANPc7P/KJWNC3LjnyjP/c9PT9L1T4HB0w6JbqcWXVr5DmcJ5gKoRVmy7wnwmG3uco7agf52BvMrJ1dmv04dHt+iH7Cqh0aquvrXIny9dW5DhvzyZqFpGfOPFY4EJSP2x6ed04V+KT0ZCxgj7fz8CqlvAnutF9SBZgHN/O76e97+wFO6Xvt2Nt9Lp3w6t7+KTPnS5bUva86ym2/k+AtfxELsHMFKR85HuwVFG91C7TBdKKTNvW384tR5iaPJ0yXArlU3fMqFt7XypG5DvoGmZpuiaaM3p1w+2ohbQdA0kyFQ7LJYTn2GCt1Df3PfOQT1UseQ7rSEgWSr9i86mVKIEz8dHuclquwu8K8HvUqw1iatew+wsmpVHzKxnS5LoLiHzaq5Ax411QqK5CTy0M5WT/gmnRK4UwS/rSNUT0mwDh0cDEh2B2fA5vy/ApOH05vZeVHHxBCLAgpXioGN2a0m5FYonEisUcOfKgvyjwu94Rfqn4yb5xUzMtLk2vymZH9MAlPI4W6YrxkHWmgjajE3mOpl82rTHs8TXLi3oZ/4gseF4cqCdUnIhreTlqb2nSdRTsa3lFM0kFciw7D3kHvSuN3n6CjXz3MAw4SS6MG/WcNKFIAWhN6yFZTWyLp5k6ZQpu5kib5zIyYGipwrZ/86t/+jT8jP+cUES7lWWlx+qzIWDfdWrOevmfxXhfptkQ2V66jFWjZtyDYdyS9o+c5cQsM3l7jVPIqdzBxDXMBhLtmr4sfoZgQ3aVNwdzkYaF19BvRCwJGvzI6JSI8qsZTHb8iUDqlSJ/CTzKvaALKOB5i8uYn0tWuvef8YxlfjzJ9DlwGbSO1kY5io6b9cqrOiYd3E8xGmQ8AAMHX3kWeUU64T1mFnoWRwD3vM+LBvXH5sbfo00Q+zYT36XndFnlp4PCEg5/xts4b0OOg/2oyXgUT3tH/2f570DHf+786tKsiYNJ/dFAfjRZWcJ08yRMulrX660MNpd/ayco8lUODt9Kp9yd8sSqnBetS8+vQF65o9P8IYdjoCnXjSroH2T9lYA1Pdx3MyR1XKcRj6BtgHOb3ACZNGDsDsIydFokIO60+TtBneaIq5VHKE2Ol0r9KsGnva+KCnuUaGeqeHyPdQLV4zdsBuk5mPYKnjKHko1PSepc8Fn/TAVH6j4Rp2IiO+d1+4NuZGNfmAU6y06RhYfIvC+7Adw7otzqseVkb+AN5aGvxPbodwLazpkhA0yZGhe6x1DoQRqyyK08wuu7pbBBhv6tHYqV+Qr9Tjizxhvsms6oRrmoZYqK2RNeSZR6dsc05jevrz0oJ78gHvEq6Ay94DLesZAt1wcsHh1g7MZ8Ob1KqCyHOUWu0S7Iitdfa7CKQcVI9JrLute3hY17XFc8wwXwgdFji7/IFgitCi/HZm8msqgjhdiQoMXDtN00EJt6wgJEdvsBtJrbQP5KYZfH5F/ZAl89b9UocZK6aHAURNXUg5kvZwkXcZfQs+z3LaLMT/bNZAdVF/Q+jjrYNbnDwOw9AaQCAMG13sBQ+Cn9A6CW6VHRZhN5T/wNXgolvkq+0oYn+1T/9D//075CfY8odGMnolhi51553in+kuyreLH6uUwvWZk3Z8ucM5dQ6C0xVwqblmdG4S6fyvZ4G7KkDo6ZeA3cJXeUBw4viDYq99+8lVtIyrvkm2ScAbPlmWLAOKMjbyrBxl9oqv5hgBHgit3LhvMYqp8ZvPMMSrWj+O/RUSMXl/1x3jkhPCCb9h/fGJ1EaVXUoOtX9+6kUZpp7dtnnzJ406Mktx/oLRVWO/C9HLFq7qqpXfVbCClYRrTEAHfzA95MvX2OhrnOszIZDB3q4DNHvhKK71GHsAcGVQ+Md+Kp0Ey8UCOto8MtnveIs7VNLA44azvR76u1mCjjyAN+424Myn6cJgz2FIRtuFbQxYYCUtn7oP96WOuWndGE9rVOyuwCrYE97eS6Q99py+00uauEPzgvtf3NNL6q/SbFYp8UpCAUE/wzNdJtOstPaP+gwoPhx1+9Ip9N6m4qJPxxkmR6yCcgGHdvPSVVL/hD+4/4O/km8Q8aGksjWlDKLlCekYQXcUUufe2Je88OaJHgDbTYeIZjQPC8+iUhFgxD/3/EP9zufjfKJhzuB1PrkCH8veIDr+sBqEVihlCb/q8SWlRKIWtiIOsz8hF2rCSvbFOwJ1HiUIcDWWSFtBxY4kOESseV7WldoJSw/IBLktBCASCDIcf9mzsT8GEswKwOMg9yIVKRHr7Ez+ZQMf0hIDgZyuvmkx73XThS/zxFR8XAuBnX583mi5om1l/jv41L5eKh8CH0SSt376qcVRznUY4hWi0mliaRBzjByah/vManKaACTjGKL55i8BQdmfaYlp2XD2IBEL83yU1ZGOeH1zOgnMFcW1kZk747mp3gu0ZR56L1rWZwpQvgxggUNXVEnGRfwctKstV+8UBEMmkqthuHdg6K5CkIYybj+8Caz7Jv9vv/n//3nvyU/x3RJDAAlEFrIlz6yuJPDmzQHJV8sXuWJP3HfYMzMSsIfL41rU87coJvjnDs9/QzWU3mj/8+5bfzuBniuDLPXMBXoffGnsO4q9P00y+2OOusGITIg9l7zHUGhxfwzVLDwa5n19H5eZ383wW9YpqdQSifslNru5b3W/kkS6QLPPAudHNYwaUyAwyM5D3yc3PsqmXQDb8fajNrWpFn6C7jIjINk0kF90DXwrUof8k44Kl06Jj65+slIC3xyjDKNSE4Um3qHjXrLM5imHShD/c/JBf6+SYBIyc8GBD7MCmnj97P77Rlgsxpg1T4cap3Y2wbuCof4fzJncdMcMOmG2T2d0MXP7krrbF4K7mcK2Kj87EkjuWnp0yiMXvp10aVg5WDu0QfoaYMuwACo+pLyYX1y23WW9XoHAnzcYRTO3b3Cryly1i38brMXXezOZYZqYZuVC/fEv4I8mMA14k4o5yCFA+qnbqd9thNmqoL5o/XPOsxOv5BfRggU3qxYps6tlDAGji6J04a17qctY92auBbJA2lIfR/GDh5WirF+YpZ4EqgF/01d3nShknaGV2zAxkD66bU+/VtL8vAcCyKZ1jQfoalG9XLklsphocvcW7fEYv85c4GJhzQ5DjISIZBae7q9PT+ciPZ9OsBtiwwOSEqvZQCGQ4ckRxJj+YL5frI16JIeVq3Ff+qS8l/wZe6/VdLbMdEH8XIfqIjgW8eiS3qsIUsJhWBn6DPbqAiLztCMmJSJ5XeL/QAnFb2WPC4/iVgv8cnrVRFq+VmZRd9xBVwXIQqf7QGjc5yt1FkEPP9in3/7+LNxz719lz3NsF0/1MlzPULXwjN8mdVJwJjEpvxafd4m9gFkX4PQKXteaca+PtLzDNBI5ycP0WDMJA9bqu8AW8l5M6C4BJLLDSPiE+m2v1bN9/bruXxiNiaxl9l/85Of/uRX5OeULj8UQkNRW7eJ02Jt2mhP08Q8M4jPUpYPJbqp/RNcSQTW7PcdMHrazcz76XV5PT7da2CIqLQW73y5+BM6PXn1pdTVm/NQMnD8pqBBr+VzPEoteosp72aIFiEkWZSM7ayDJ/f9HVSwl1qNIyRaZOrutW92x2LySqyWyoeRrlWGuj9fZ4vTQA9zfJt4Cq75hAvzKCTkB4qO+tEmSyM7w2Gzj6nAhbwrmMBGK6lY0/pKAXGS32qw9X88m38dL4cXk/yjee7/O/LzOg8UfvFY8aNTqu+5njrNH2eAgBWvT49AO1yJ9HqioCERkOH3JJelQ/tCxPsadKL7WWkTDCAGFCcFzHTSwsfJrHUaOQLTEyMlPycJyrJKf8A72y3rbYrUGELRL2niV/lkLgVMrmK+AMU2Sd/anzXktUmTa37PaJZxnfVPXXdj/piteV85BqIccH62CmchxUR9Rhs//RwLdwboHMhaBGf1n5cERTAAVGEOuR9/IGFwbHT/wOdypCaxt553xrF13jpl3fo95Udq+p94REweYLHS64DxYjhU0glW69ZW+2TFK/BJtDe8Vkwl2ahohbKy+nN+IaBD0GDDbfmA/lM+ZYlPOG1ZtqdiPoHGqckHe5IiPXhUCB5b4HsV+1R0KzUi+CD5GV3rH3Mv3W0itkiTXlJhywf2mVLAWsrL6Bh/lPHyA3nYPcAK9CDAcTBVHmSUdFTpioP1Du97vWIyqPJB3zT+uFSuOCn3Whbjp1pI8AVYS17AKboiWqftiusOnzBrGYxiFoE30i6tCbsML6sV7heXNylbrLQ8puJjPqDFAk/RTjLOsjrROH+Jcqva53j7Wuw0wZhaW/u0RBm8AxrDk+yvWTFw0H5ZDG30M8Iz2o/2Lqq3GCvxL6K/8198fv5F+TmlK3ytZyPDEizj+U3SkeVJ1qcpywPXA5+tsbxWymCkZc5QTdH8lvS6/Gz/aQf20tAJfP1ucdtv2T59a5+PcAoMK4cpDKBP1620/88TNKbYEt9/Mp19mSgs99Q3HMjxGQUzNEXKvPAgvf8v+Rzw7dDzw65YG9LBnsi77DAg6r93z/jdCScYxBn1P/sXhiEBJ/FJlTbYF3yIrmo811PjEydUJkNlWpZQ8kI+rabEOwZwIAJ7UFLkrXKmERq4YgWA+7ZtBy9I74vQVpGb7nJR7n5WnfWzUXBgKny7YaEDANkCvCo5ulTKJlbRUa3faF1LBKuIju7Xynp9j5RNHXjsPW1yp7LeKc1rqnqgHQGdfMmTwNc2qdsPsxhUp46A/Bf/bX2jSTXTOsfXJwUc13MocMBAtowWi6a8GGW98QnjIcGz0UpAnYLvCfwZCZP1z4fU56b+GZjIw3qYK9ANaVOyypfFOZ+ppFOelAdrotYLSC9gohk62vkHdywbvYLJ/xN3Kj5xxd7X1J1cWKusSt+LnK2ZTwQzSpTbGOUpYlDa1NtE5LJ8f2l9bqYONSwAZ2ScLQyqq23Ippn4gFeBb9LYtjwkGDjW0mfCfc1rD11aYv4Zm2Uia4mtTzH7dN35uWStz8BjGbPCF1MpOtja7PdFVUvemZKKzHNewIOJpFPAkJMQrXsREflMxy8pRMIFN5lIllwMqAUpVqLgVhGzJctWTBiHVFmd1dx0vlI9tOKFk4aXhPdVVRTfMBbf//r4MPm41BdqHsHzkhGwESbrgINfTETw6RznbQ5f5r7HfllVH/hp0CZcnLBgNRHUNg7ITwERDVO3YvKpUtEXIoIVneL1KI0JZVM4UVfM4H2hmugKRXm5jBj1y8j7XHY5cN5WWfqY3OI/nuyDFzSZDfjGO0m64gsTNeuuunCvKn/hxz/98e+Vn0NC8Pq9PZCb+5vExZty/CJgShcm0gYpjXOFrsEAqTXZSHQIpg26M253ycb13sLWk9mBAwR73rZq+vXib/fh+6S2Kg/GHhaYmTpBb57VUvLd9A9cQ4gjnG+N9y74MbzcBgGI9Zc85KZavReAuXavQntcAqZVmau4yak66gwBTSe3zcnVCQ/PkrU/Vjs0QbeqOcOcYFRj9HI6fAiJFw5aCPNJmI4CRpQ3EbMyIGUm2HcHQdAndUji0OgZL8hnqSnA9DzPzyLE514pKnJaXOF7niy2+iXkJF7kzimLUCspXm39H+MC2BpMODS+rfYQt4Ht0CvkHylITerSAqYB71F/svS+r03K1O5icpsGLXjAlgsmQ/81k/FUH07qcUnwDw2KwGfbaonkoWobe2kH0aTGy6DPa5WdQ6wmGQj75MPMeIB8APNcNY9hD3knfDicp+W9KxR1c742SeYLZXqNCoQL7EL8zKPacDCKspxgrAH5xWQJdGyFqGYcgHW2YK/HH7DxG+7VJ67+rcyonTLEGDZbaFEtMsYQBADaS9LHtU8u3COJk8ThSb2INnlGS8xj0hkD8yKStkUhs0AL8ZlPMCfrcABqViYeGxrah3BlRBMTq9ONkScHkFHrcl27YiaN03nzgMdoL8PUST+6l3YS0Jq3HKfwth5N1iCZsPAQwss4ULEtLiburGwGsMbaOfW2+vUc1VQD1hSpSnwmyxBqyspBxWSFpzb6bpj4QSlDMcOWaC32gowa3kcLnrtEPtQnrx8f8fsQeQQClMYlF3AugZt2wq0kwnLLo7h9pLCuQqZCfpSKM3aCAKvqTbvD9avmXlXkQ1SBYsyKSoE3kfSmJ6wq7uXEPt3LBN/StSu+IyxCQgYaFpPgsz84tBJe5hJODBBik0syJ+Drupa9zAm/IMwg2upjln/7X4r9Jfk5pKsRIoGR/f7W2u3Zbdx/oXjL21bJp5LQYpYeQ0zXNxCcdMdXUxt8HK5nm7uZYiN8ri09O1L9B3/yqmkqb6Nn1lvryv2HTWyk8E2sFCr2rHL7jedKmKF/XsFpyJ1Ct0E1hjjRvnFIF4yYtnL9GjtVqwE+RwJdydP9tPhWJRTlCfF3TVr+t3HPu3xadDfmpnrDIzPIDCs+K3w9E+CwPXlt8+Us00SgsJoTVD5oKQvhXe3T2MavswnW5ZHy0zsmbgyU7llpkfpA/0x8Zfu0nfdOwrNdq4FF1eeUybAnmmyo0Go8jGLkQ11gBlOCn0k51Tn1hycxM483pJUBKxhG+Dc/UZPl610vK+PJJcvT7WE+d8hlAXyigJm1TxP2Sl6RV8nBYmMvq0F/IPfO86fFDlyztr8GzRje1wjwjtaAFLBYHmLmnnEqEbTjxTahd6j+mcieIDPKBP2Xp2mTumFPLv8lQvK6ENhOtTwq0MLoEN/XaepfqDvS3/wu7W98GuUUJYQCSyz14qvxxwQFe5t5TM30ujQG8h8VPpw8Ln1M6e+sCVue+EwFmxcX5UnNasQAYyIMtQS0bbIVZc38ABtbrj8bcawyK+EZyMiQ3dTH/m+lDFocvlPcZCbxXd2Y4NTGyAINYxMHUPTTynMrPKz0SZRvZYnhOMF/PayMPq0+TR2Gg46M+z1YBtudksZmecCyiTsIsUhnixZmkoloQsh6CV5qM1kGywPsHgQgEGMRxo0aV2iTWtymfZUrie2AXX54T5EzJk3NsyHp/bzMao+rVmRB/apcD98Xez3KG6sPlTyITrUOuLvqbAJVJW9ioMtw+jv5T1EPPtmTliDqEC2bs2j/bdLRmebaNod73S4jxSNYpMdeaoEnmIqVkvDJa62Ag38PBkStYq5FnI4Yf+IwKkwSYpzgqgwfMZIOf65KhSwH/oCXPMOFIkFCsYRY2J/7j//+H/v35AdOHykdrFCOyuV1+p7FMyXDB1LbAKU1aKVFc3LUajhAte9SuoNxmqP5/FS+14UV8fIc9Tw1KKqwQNrNEwOA5M+hFDGmRDQA6wbkW5ILoUcYb/tHHbMnebOeNGYBcAi5CoUOkOJCqEMat1ftvCIUBCUe5cnh2RcNb5lXVLiG6OF5XSlROY/rl32/VLURfY6281MJpIiYVbMI6JhZvS9XVnne1zX1G19zn/Aka8nMVoDnYo9t4Slc96SDynjPuJjASc9Yr5z+qwVe38ivQV72dmcTvfcEEssK2xj0tZqKQSpVTO+4nU0PbEDVwIV3OhWl1MPZ8k1cY1DAPMQyHs9X8FQG7Fj/TZyTfWv0YthhDHPAUYVMoHf2KInz3U7+yau3NkJfXB/ox2ij7WBvpOIryAq8Db0B1h83NQX6mm6mjmrADnliXdAXXFgT7Vqx3rj8mlR4YeUZepX4oBYaoYeLLxidF9XFv/OaG4Ke41BO9BMHIwEOXrBvCoo8N162oNHkv+rIpNRMrEcrD/AnNNgdqpELwJZEJ3jpxggCDvKnHrX0jP8VcEjhf75/iP9nS8SuGJd+WtoSiC3TD236FjrLfah2Cc4pamXRGPNOvidemf0ScTuyEHlQxiy9oMybWZYVZ+pp25jQdbfX0BboQ4imhNqukD3vZZFfUxFu+vzSGKxbyU3ajzpJlfGzsgFpvM/GMcc9h/FRNFve/ibEexrqj2Dq1rLGNaAAK9CVmsZ9WWwIQz9iogV4Q8id50ipCY9tC5Zq0mQtEcVss73zibtF+x49FJNpuejsEUfSWiL6ULHPMo5msSfVqH3xSTB7wFTjwKGHNvxfVnpHgkaXWG7cNgimha1oK48BvxD+1b2Zqiq6XNG6fdDqNxMw8pbzoDymYpaHmLXxW1uRDgDHBKocBE6vPHCpzZ9EMixiFVEMIdVmOXm9krndVvLcykw/vvvZz/47EfnP5QdM1/0GwW9LNzL1Vpp6ZTOIOjOxBjlBsJuxTZm9gmn8Tc9SC8GjuidKsT41Bzu89pUKedQr6PbkK6GuD6XWyuoo86z/pbv5URsgs5rjAB41V3pY4eXVIwwCsXcFoRQ48U6zXWuTQv7jA9Z0/IlXtZXJ799pGPmgoK8H7UGYeD69PybVVoZKXZKLWyI9hOohtTfjQyvE6gG44pTIB8oc+lv9s8TX7Bcf0mFa5ilth2rWIQ3/EquTFnizrK93uv6CPHFb030yAX0lnspV/6yeK/iHfd9afY+8ipFOPPOmtMMlxAdTCamUN5IYPm0yDdYa1Xv0i4jFIMyozd5Mg2UuuhZSS1jTgyCWA3muJy8OetoIdjz3ECKfxPaKDs3ToyRu/uyaIkONRATh+TdVHpucOvTUytNKTo1Rxc0EWHmlu0V4rgE5xIm4ugGAp11z9LZ0NoNQL/xqmbPU93xN8HjfEHlTFbP+jZz5/JQ2e4pLI4+97Dw9y56etQcmOQFKdkEk4UGm8NMn3MAy9Bz2poX+SE1hTSf7dUjywUZcEvoaeUVEzD0vl5ReVtWyQ0r05BWjlAf/O4nbxOdL+yulKxkBWbeNflnZlY9QtFf8Zh7uR9SJA5SYZjghlCesFl3GHzx64OdAX6OlmmVeUckJa9kmK13c5NdawznWuUjPNaRaLtw3mVWKSDGpCSvpf9d5ljpe4SkEzFrX8G5BfktVRotW3r1NFx5kCg1gaSyRzGnqM35BKT8SpHrMpnmsdNdfsFVtD54AACAASURBVHXtBANi4Dg7OW3xpcsnUQY7FUxmDfNZG/t1UyGHwV1l4Kvr5NXDO8j6ld85dTg+1OTxUHlofe/4Mqu934842AnhyUqLj/zx8hwAAAjojUGtmOgm79fgJdtIdkDfBONVzfKi0iabjWKNtyGogevmQeLykjRq/JMnolXeRhkNm4Z+K+JyqH0CKvcL1ylqRSPBGM1Kp+R3ZU1E7D/79b/7R/4D+QHThwNAT5jzuK9vpJn9i8VrwBvEb+VTiQSwuTpAWmGL80NlqX3a06/ChzTRc18759X23EWalYbGpnUp+Z7dNjIowFGvMmWw+C7aQX0wDrQyODt3GmxnM/GsJiE8pIsPM5s1wcdKFFbdLJ4VXhymK2XCchM+Yw88AaPbAgQIZnhYfF+frw5mOfOp1opVxVa/uBIyrECLh3ViItdVmafHI36ZXiYeFhWIUpEME54oT5zCWKaHujKYSMOdw1llc9IcBZeYXIt3hYZ6c62PjhVTYTUglCTbpGnTJB5hgtxtrSVPXgmTlOciamksiwHmklxZzQ6KuEJV94jzgsMSawQhW1FygbazjC8keP8LiCrn+2UcVg85Wp81mV/UZPb7wBfKmApvzFIEmmPF1SmKzwDh+9gI58qBOQZMWn1REEHDUdBkW0qGoTNwOXEyFKApS6NmnazhsDq8oL0C7ql5n+lVcrqc8w2dBjWfKj6emzrfsBcm+x+AYLANwHaPpY7rio3BcMQO0O6LjzvMWYJ1ddzaCh1hBf6SXmCpBP0dAU7DoJDGKZlFKacaC+lAJXQJv+fLGMOL0t8dTXVehNG51CoUNDI4jxrpCg0cTYVItkC0YZshSIujwEmUTn6Pbx0OGvEE7gF9q5IDTwwuvSuh9zHzukR0QQgrYgW4Z2w+C1Zu6JIvpKmrhoyAS2GPONJigRfZtovUnANVsS5Bs0N+Tm0Xr1k+Aqy899xIgWJXGth9m7Aq9YPbGArY+n8F/yV5+BNVWx5fCJ5CpjBw1zhQVw9tMM3OGmx6ijEXys+iQJm32jpCswru+yZwda/z2iyaqEiZ8v2XjEHKq3yM33SJWlzLSh5XjBW4YxkidiWiYBuqndCoWHi2sBsIh4MxMod4Gio1SY8gR8BZTGbNPAzYVo07XIajHUPfqt5rSXlXQ5iXuTfVwma7PTT3JJPb28K7eo1wPoPuoegojdVIowHEEr9+tI/ulk7Eog54UMPr3E5WxyArcKWKReTAHxQ4tjNc4h7eRIH5YGhBlzVhpD5ZGKuKdjGMSy7X926Xo3yuFiX8uj7tL4vIn5IfKOlv/a9/8p+Jyh9oelaq3XfT9yye+OI5aeoEHRloVWRXHlwBZZMyyNNgzEWupooO5Wc+G8/SAggMXB9cdFj77oLsDXeV90VemFiEV4sQ1QYn5ivOK3ibw1Xmbs8yCJoAdEUIQ44irGD9m1KfwdB6FXMvDBw0QiIkhGvV4Ar1sicZz/ND0QRPOtioCyFThbuQadcDhR+DchKTOvJ8JSVwgpzfW3VzUIzQ3D+5AdyPfNv7cVrIgXubrWL+2uo+vFMR+WTlDhouCfrUpAiTDuhJoed3bTNLPjv4BLA0Wpk0o8bw+V08p9lzm3halbpv1w8uqGludQDeibb4k51T4nH/WaiPmsvBH62otgWZXJmMHmn1LhfW+kw+6nS+xKQ860hCKOFFQl7c0I55wo1OqwUmmpZSLhKkaHgZJhAuD5dwyCzBJ0Xv8TjxWHDc8/CWQDOup6vPUrWoFzJGxCxePhJeSlNoPD3z1/b0YIqG+m9CPMhe+u9Y+allCo/Xu20DMzj1UJs1sI55N/MrB7ox7ScuRGsBLxmAMjVj5w+wlKit5Rv7qffwTf7vnZeNZm3iy/Jje8Hio2K+TX9RwQnfSa+3zHfvTrYG+pC3EcD+CZ2HIbSvFCG7XBdMrR66XKq4JmHUGROopcAB8tus6yxV24SVKmEYW6TBRe1svB7bTXBiMVqIMOrcO0D1GgP8uMo+Rfluw6z1PXmd36UOkm1xpthe875e+N2a+xpuFKZJRRZsfC3o+9TKPaPa5YcqoSFyM0Mil6xwJFwCi+3zkxUOCs3yaV94YJf7DjR4VYsXSYckc7UxPjF0rFQib8qdqlh+TNQyLN1tWOh3q1a8mYDvUtIXmihKW9KQH9EeCUunh1L5XEuNCas3720+0ps8SEMTIJBhNUFHmHDvv2Q1A39Tx7Zw5rJ7CX8qAaN3fevDFe1fWpNWbt/Zony3Jiofqr/+f//Z/+ufyA+QPrYnU7u+mXZV/bVUDBL3uG78wkwspQSTGAVBDlOMi/dOsQ6c/TgZv7aKQ2UitJ2UKrn+VdMbkvsBLNhNKdQi9uhgAPyIgS5OAS1vA0k4lIDQc+6bVCjUR+BEhZxsIil42SeqRgPHqrnHvmpXZ0yNh5dChHyV21TlgRWqHJTEalEccJCbu4ECgntJ9Y3mrt701WmQ3jPATf1ACCsmMcDxYv4R7NfwBnCS99wLzDwOT+/OMMIngR9HLElLjsigIvPZncmZtgrvTEQeNn3ZkrTK/2kRIw1zGOnphWM4qCty11Whd60OdZpAVpL++T9ZixzgrsinzVHMiXEgovIg+FinMPxkR1un8MxMoh6VR6wSN9mhPsJYKT3Hanf7n2SobF5FWcDrk7iD/At0B+TfEj7omDaFIduVtFLP47JwmvBUHB9HhlxqsfgV8g2YefZ1rgmqWVRAd/Aci4Vm33MMY6Gv2EOhkGfre/XjAosU2FZfPFm2IU1AXNREXpP3lWAy+r89dbb0vYAEX6boePGKxYA56lEhXEo7QKmnEZmQ3a3Fg8dGS9vIwnpDRMLzf97zy7hlOiVPh83Ct/voUeo3MB+8yRoLQjhRFd/mFFGxOEEUbRTNbhQo8GLYr1bAvjX+gN4k9mVd2polBYLDV3BwDvDfyd516mjyeN+CxQ49PRYCriV4hhkk7KVoRGKw4YtKF9Srlc2ArU2e5ZUmqfaaoRFJPhCTPOSugRwDcOYRAdyMh1aIvWQoawlvhidzHH7oN8v+A6igBXQJ0b/KWh3shEmtFB+mDmkTUIKPnCTwDre5XIMx8rSN3VE2mFiv7iU+pVxmy3HwQLyVxkJfGAGsWdRPsBKenHiJsnA2JppX2udgJitvZk4IRdOmQUD9gCSp8ZNq7AElnKabngQzVy81xtOB5AvlV6mCx+UgLZXr8qnUp161TUPVT7i6NL2YTFbBgmALPSid1z7xEuW1FQ/9bO6wAX00fi32SfuiHgkFeO9CuZgkBkwLk0SKBAD+HOXBN/CSSuhWK6uWdGwe7cA+4xV6HvGPkS9qldzOEX0pnhL3wq6iyKfYXxGR35AfIOlv/e9/8p/Jkj9w1pLvpWlavrm8dVoUFzASS9Bsr6F+SQPyStmEsWrr+q/lgYInPiU1Fvcqqhk0l2qBpbwCNNLUdOMl1P94+VCRzyVyPaQZEYSXdSOw02HqTBFSFtFnGyjTiX89k6Ke+crNipdK2tYaQQULWx0e2SeI7pHrvxL4uaQmqgc73hJjGkoRe/P6Sq1TJcNaG63JTjPuKEMNhgkIlY0+W53WxgQ18B7V4P1GmgNPNmUrUkRL5TcwxDObgUTTHcYjTx2eAU6E2wBGEW2htievCowEK00vH/UwT1FbJx5o3gFk5MKMHhVB+I+oZNgNG7TppdRZ55aatGzPkm6TDsidiuGM/6Y3XmjhM5vG9Akfmu+jOcnBImBifj40BzrgpsmPzNVhwktjA3AFP+84hB6CTsnDl4499msENvMreLjTg5D0gHwZt1plUKtJhW9Rym0ZhKjalHBSFtBDNfCQkRc4KT7gu32y+pQbpqzHg9Q/qasLa9xu0hHydWBOVYkDV6TZmA5GVdAWmyFYL0bvB7V1zjCv8Qg27WSIgIgD3RLbdo9/kT1Ca0sk6yUnA36R204uVqajGC/+q0kN2qMRnEjOHtZcWLeCn5T1aCpkg0jGEYLGRNdaVDpOWNkDagW30QCgtGe/h51peDF4XD2/yfKjz9mzRh4t/uxHLrJIyQHLHhMLXtGFsLZmv+KRwm41EMXITqdeNUJ+9vLMwE2DtMEZW9XUpDflw9t61EnAkbp9CKL4FqoOE+rhSBzl8Z9q639ZTxbAcKw4RoUPOLK2qCqZ189F8RigZl1MxLBqFvpcVOQzw6VjEY3CEY0wlvo3AEqS8qALNaUx6qiDo0wr57CPcOSQdm0LMeGZHjqgtpbGhPWKya0gkjBkEpPX2C5W58yA2SKuq50aapVFw6KSqifQRCU8z3lYWdkQH7t7vSYiD/n4zX/85/6PfyTfM5WndSrGp1agp5PpfSdtZUB3Uow+jmMlo7E/cGja2WqOFs7Q6Ola9+6Dwbgp5cxxXRMG7TzNJxZcKg8e8alCg+866Srj8sCqHy1/60VdlF4Fe7iOdDl1fhojliF+fNKdEAwo5jaTslawq86Cig07eKFH1ZTixQqWCLxHva+ceDU8u5S6SOMo+N7xc9AdDGM1lotwLO+RMW9jwJatgF6DdmivH8Kyy9PsKw8soJDwzdPEWOp9IioWGGjQ0dpAn6p4S3cqYsK6RORqS++094INjIwBXyLIiJ/Sqh8g6u03Nj3xOwm3xn2VJZw1wuL97v3SreUJUa/BRn855IeNVh16IT3sHeKGYoa9JTdNjm53SLEwQAyd1ZT84mmtH2p6R2G3JwYYKzQcGD3XhD15D/hpDGWtHaCqtRtz7xqs0z5taB3iv+oy+SGIFAxAqXuOEEDHbOj9wBVaQnTIqmdX2+dp7ReDncknAmxhr/RY4Z7pJLvtRfJ58f3DmA7e38umvBNe2FiO+pNPtYl05bHCUtuckcJ1kmjpFexV3iPhZL/QjFL5BqtuRTayJRyFjDs7ckzM17OdhKUMi0E37uqpV0sAmHBkiGQ4sIpU+LZJW3xoduvA39kGyyFsI+skoXcDK4ZKeG86dBxkVaXLyjQJYnXYV4QQZB8zFO4SiagRMfEwlVXlmQBtsp846/heFpNgLLao0MTbHIbLAUr9PpQEf5UgE4cvRctUIl9BaoC+1GXi41B/dtrUxjVEz3LBcrbHtlBrfyWyEU0c34Fcm53Qus1miajkqRYb5y2YeJuhL9NZhIlWeonda3oFLd17WsrMgi6lW92bKQ+pRZdEgTKSffEaK6JWQF5tBdfL5ViYVm80BE0T/jLgKSsqFOKCvgVeM8zTy2GC6hEEfuVO54gYjG1gn+Gt9UWHwrcBJmyPI/yblf3JPc3hHVfs8Vcrh5RJhj+XTQzuhDdWVJZ+/vci8r0nrX1P61HjP09c7KvFTcio4dmsoBmPMAYZ/1UImYZCD5VAabe9rVowkMqqeqgy3hN2jVNPMhtW7mQMbXkgyjDd9D9Lbsp54GWkoSKOtuYrNBp6qU3QHD/V/9aBVkmzOI4/I1j1fjUaK8GpvwIGqETI8p3HcQ/zI24d/MNeIB4Ik+4UrobIz42/6v6W9UXxLU/POz3+rH0ZOBvdJ6DeFOB3ZP05b5EnuA3pdLybocWs5KV5WWebNl5gUYPUR6sS1xhoYQDWWleY5NLRzFs8FplDCpE5Md/7jy0Bmdd8MLMpgWLb+h0t2SsijtSn3wGHdjqLqJxCIVkncYscSbKNv2a6U1ABQNs2xGilg82Uqtj0I6HDgshK2ILVaP2Xu8pewz8j/rj4S/lJemKhxqgi4NNpgVDtye9vp5NC2bvD4LcmmkxxfbaDkWPLI5zMZfWyO9U7tib+3ub4AwFSFeLXDhk3BQLGxILImaqMywnfgT0yH2DhekQkT1SCZ3Vql5b/1DD2WBJgeP1dNAz9R/PjTtN4AJjZS53jdMBHncrL4Q21u/2lGnJAOoY7swi41Nlx+NJMKiKf0PFisj5Dgy8Z1JIcy1wXIcC6XnAYHVCwhfEgcoBQizrxPupOuLMYonq4gnvOtmSCk/ANDa6l7XbOHCOQFqVFutFM7CExwXFNVG15KjvBDFbXeZJ0GxSV8awzQiI6MYyrh6Iin0p6KE2k9of4gqQmTq2Vz9WzaGylIdXcjiYL51doyuL0SuBZeRZBgtr+kjZK0FdJH1UVsMKPAn7woRQtL8aVJM3rEETN09UvWXTg3+Xf+BWVT6O2kmfGSRM5CU1hSfzxt4Q7Tnr5K+Y/SmiwVAwicj3+xD/9s//n/ybfI/U9rffy8VY6FZ+Tsi2vVr42+piZVXzfT66aQTCqVZ6w1qTFlUC6sqX2EWFvVmpmwGOWp73mZ4xCmWg0X7+aAuIXB2EVi/2spTRQl47+8wQue2adR0xEhu4XRt+kw2CtL6WWX8GEB5vIHlUj79jC1mzJ9xnjPxqZe2GyT5pk2bxmTWfnY22/p2UMlO/VWdPhJ7vfXvB7i8cHm9DmWEQEpscrutz0IBV5TaKoU9MtrvxrO0N8gTnusj7jsT7NKxmt95ZgG97TLPL0rb0Jz+QbGhdstpmBzb2QoxMmEmEuUNoFc+2pi1DSbIM8Rq2xGx0pkP9iDKzcT55MdIB8JPS5Yv9qFeXwtnmKY4CgoRcRZueydvYfdd609oxRvfHHzCT9V+c7JLa306Yz0ZssaowTgjpagwybES9ZefHf08Q6bMh/Kw5aHSqoE9fnb0pD6ru+3PYNmv1eJW4tz+ebrLG8sE6Nfq4j4XeAGtdsBqIQq63vX0gn9JICrnEpydGkH5uyrfH+4Bn/TxxOcrA5VbpvTUFPCMuvbEOQZ+UBw0dcfErZ4djmWXUMeI0emEhtQVR6t6qNFRmN6mveVaN7Orxrsk/KADp1SQBO/SO4VupHjLlUxFTsspxgaxodWsKC/mO8Gtsh8vyd9jyxzo4LTPjSTiDPCk8WWQwCgirlLs6IhCnQdd81MuXjw0Ly3azHElZ83seL1lY4tnOpk6jKmkgmEjuYm85+xKvldDPgGGHIZSuz6diMD5rkwaKZT6UG0r7wpyayLokISD889BGTYufpmOzj7Jcorwf4OVoHnlGgtuSl2s+igXJdRrJHHWNBKyZsfOoRbTivwvPD6/xpJpfFwnPimuriZ964V3qFzFD7udhgNAqg8vEJ2tw3i8UdZDKz/1ZEvtekFX71SgdDdkqseF8ZjoR75DfCF+NPouP5R+5vTCg1Mvn32RyZTnv/5pqGIlLV+hwJDjuR+l6ml61vDPmzEF22XTgenRXuSUs27AxJDMLmqXHMzON+LVfa+H5efqSb8x7kHmlJhZq+S6dnaXqAjRn/tDJhlqsrGaoikqtDjJ0WgjT6pFrfMkWEA+h0x6pVNxYHpsmd2OqNMlx8MMyGj1Fly8J9ubE7J0iepclVvXkOOY23DCQzDndy9u0GqZz1mYq460tbQGq9mbV2ZIHmr/TSycxuExkGEASOX5+MwVi5wkfW1Ypaw/8S3zuFQwkgl+A/jOS6d/UwWU9GUOGKLA5va7qCyWdCJyVy5+u6DVgZeMI7Ly2hnwtGiN55X6v+V7w7efwOFO7jpkZnBUqXQLHIDhdo0ZihfpeVbsAgIT/23gB50TmRzoA8CIv7bNXuWLk8p8lhJL+5UCImEgPHxJfYS1A3GAH/0Ef4XVE/b9GYaEletJIF2AZj8EW6MUo47uV+ajkjDEzQ3+n6zMz2cxvvZ9ODW9uKhBEMnE+5xFP+V/q7ttI7/GZL1lqpD7mlQUqvK+gn8ZuenijPMpJltMY/EluQ3P5BQ3T5j1duk0MPilU58PMa0PE5FUBtm4DFwrYP6C1PUy85surDErHL8hl4clEfRXxCsKJfFuPD61LJk1QzbKvgoColdW0MxlfEV7eoAOCXBimQjez3stgjWZXrA2GYVfyKOsteliEE3yX/xATlaoOV+FXbn6XOCMTbJTInSqEEOJLgsgqvBd99miQucu5Piq5vz3XmqJ6QclThp9DMfqDLxSWA2EIwby2otgJKVbGFPXaWAwoV8DvmESKPyw9dvCT+HuLfhH1IzjseMa9gb3LaL0xWzYoFrloIMbPYZ+rlnEet0C3OpG2xXjTlSpbl2MRMPFpgedTA56fTYdkly+CdFhJ8yUUa7HstoQANigdqQZe+GJD0HzQ1Hj9FnzJEkvS3rd/4tZ/+5Ffle6RrO+LzDQvA4vNiLLmVY1vQdIRJmyRG/5OxSq+4q9qFVHNiegnFdEtNROsDxaSQh9JXOTyzGaJYeY3usj/N8sXAlxTM4hqCAb2Y5iBB8MsyaWVgF8JZhsHAIzapky4no/alRLQq40AEowmsNUIWkAwr05fhY0PKMKvU5PVSyUOo2qoy5SW1NPrNFGyqsw0gGIeAN1Ppvawm99Z1NtiBG63Pqt9Jp/ItvDQt4aFmdtmfhPhN+f+W5BD2eAg2T1z7NEAqQXuuUEumRfqJpyK9+8oXh+ZtWZ3mh6yhLCaaWl3KfIvJqyUPQ94RyuTfqIt9JGX2CHDrsE3uzZVk0osCeRlSboRVK7JnY3ZR9tIg50iFnr6iT075tmdEuHbS6EzMvqSz8YztL3fNmB7JiayvMUA4CfAN8FNuTrxF+Sen75UyAk5anOVHKO8ZzGO6YeYJPhL2K7cFAdbPlmMpEfFDA7OpG/1XjHiDQDb8o4JpE04q7mkiU9UWxLr6ocyHCg72o/ej3j5LdnPdsGIdXo8sLSxMUrZunMAbi+93qv9St7cPajfNevynUnYPn9zhgx3F+nhrR4qVLTXI8R0muG81kMgcfBgEIwNA0nPjVfJrtJKwn3We0vsNvQeZ58e5+GmxICiSBHY5WpKeKeMIF19U66x6SWudF+DkMIEbHfQDdETqZF/YBFIQqu18EucpKGDN/D7e5hFuldMok+jAGDGuVTNX6JkYxxjKqU/UjGununCHh3y8P+0Nwn7YitKUFCq1wIXEhDW+P3o9RD7UvbCPy+ShIh+KSS3kIuYgqQ/jxFwe3C4+l0CTt6wpoEBBnLhr8d5IuZrFDtPPGF8EfVbga4nI56fJd8s/QblEfZHlky0Gtx9RCLhBI4lTzT4l/ak85l4Zs5pqSUlYdpm29d1flO+Rrj7L7i9PAxPsLbab97P86Rl/OkZEKHSgwMCUT+MQCP8mkIQL3jkRE9SasLKXVXLCiqjiVLYkl3ewYiUQRpljtPcyvhpVpswnzaK1ck7rlG2cgfA/Ngi6pFZJAQwpQx6A5soW4e6VSX1Ft5Y/MuZBxbzSclqqVtprcDBArCJzT/uBFhM+7lMazCd96yvzwD/v6zi1pFs9R0DQVeoM6dS8mZP0mWXS4mRiTil1oRQeocyzz61xYjCelZ0AGLKJ1+/CNlMF/fFOx8JA54qQ/ORxm5WJiLSoCDzG4Kg+ITLox0gfBEiUqJS3QFjGsLKKfmhb2IC+YWgXjomnRk2WLJwfayZm5H8Yxru9IALw5Az7vRk5xfsdd6hykSy0+vnTBlJ6q2sWBvYguKM9bvcl/3AGsjF5T8TOy5GP+WGHBJzGPn/LZ54D/bFRdlQ3G+JndPopYDMp/mg1Nvk7IID+h7d7X0DYYTzq9xMBdL889b7pKpN9NTf6j26U/B4aEKkBXTbKSnVAkPl2+/HWfH0wB62tpm0/6b9iLGScCkRkx/TBfowSJ/BOfWhzCTEPX4+xTC1WVelEpRLYIjVTIoWZusDC06P7AYBJawlHQO5FHJGwZhFCWQPgGiuVh5QH9Z6H9sXC6wgImAYNPz6R63CWvkaFSVc1yQkh3qFkAMlfVUF/yt0ARBGfmPiio0pf8+NEBAefltdb3VGBWQbwbBKTFJWlHN2zckHSJ0T9nA48N4lwZ5EYey4fF0t905SBy7Iiorr6+lAsvMILKLLygCXsDVVF2Kg12TIwwSp88yGdmFwrFIZJTZyDuUxNTFfhObxOMTroEmdEPlXRyCfAObClGovQUpMr5gfRtkh9qUdjPsQPQvWJrMjjIq+silyXpYfb86hvKSQaJmzRVukuXuQmwY55w4JcBf1W4BIRgOXNigm5XiLXFXInYp9zeUuybqXyVoRo+reHQHeeESqfq0C8io73aKsvQP6pP/x3/vgflG9M3fzcWABWrPoiL6e0NWQMOAxG416vWhR5CEJ9K8QXH7CFp+W6JI/bxv/JEGplE8k2vgFu69bQY9sKPpi9BkF1z1D1dzw0kFSwXWHU67YazJYPesHqMRvK7lUh9A8ksGG6S3Mwrg3vQh2wahgLB926HQdJjO+N529+Z0ojLFAJXuOANK89fx9GgJ5zDWf2fwKSYVcMiFb5pI+d+zP/3k0mkhOsHBCABqLEKzSKYQba0dKA0MOrjrEzTDOxZ6jJvMxJbEnT5OVbvWT1vumoaqQd2LMdjkPXmARWUztlNBbOHurw4xP0OYFVkTpZtmumOfDOQzfaaNF2RA8CmJjIZbRCfp942aZ+lXq1hD5wkjzUYSfl/UaaUE05P+VpL9B/qMgb9uU+HXVJg+DMmV6GB4FvSOFExUkBs5ihH6T+lN63epKhGXq9oQt19H3ybAm4zXXGavhc91Qh1H/2CopITLTCBk60or+8z14PCESftWvspm+3Do2MB5I2m9v0H3MR/1Kn9fA8KmD2VelVn9Ia7xMcNKWkA1mViPTxAYMPHX4SjrjOiaVJGwM0dsbkxcKBVVsxI3TV0ltjKjm5S1vETYJgAWTX3Zbh6F0OqjNtsLxim8LWCu/BNWpXauF/HhIVnfW5gmXWVi+PkpP2uu2r73n6ZT85O2Azk0+TLiMUvw07IaOoT9KXiH0Kjkw2EbG1pI1AY0aXDiCCqECsRTz3lq7UW14HRRMCCut7OvsElPAJT6Z3tsJaN3VACLMa/7cwCPaghicqSylZXBwh3cpHvciDWSewolf2QSXmFnqJ6iUWTK9m8rh8XHtdKh+XyOPhHtfHQ+VxhVdWUYfX0758EEhVatvMQ5cxFmhfKyD48TlJZ6SL+INompNQ78tS9TDh6D/w5+HKzAGFo+mAwjUWHpxdVbgGnIzcy3f8a9LVS/zs89u9rVsE2bBIpwAAIABJREFUbFcVPWFVv50sN/MPgT0q8OjPRX1T8cmoXAg3KIiw4TsRYtaI1aAh44k3p05tRnqAbzfPrPVxaKsI6+qqFDBLKGtor25wWBdy8ZwUKeUJ4XpIGR/Wma2PZJy4E4yStup8qEOk9u61hzzDPKywYKTGRrXp7pvEcn4yqnfloY5hNC1L1NCPIThNXBn9Nq6Bt6eMc8i3wQ8FP+p4hpMTnBWeQaZIg/8ScCg7XIcCGgI8DQmut08RfQFG/4WXCKvu3ctX6ld7YeLRxRVOHNCDVA8dgMZ07YRgytsGfrc9qjcZpi6auqwMnkSUBxqOPqvJ9W9ae3te65omPeiqPvfzjj0DaCSEZJEgRAAiICEhGKMZWxpkIiejEQGWCJAtGYFFgMQvIbQ1NgT+AUSE/AxykCwHWFgz877PWUXQdVVdVd17n/O89rp17r33Wv1R39XdVd3L+D48RxsF3ogPoAb2m29LnltMXvug5LBKYn+bNGctrvTuX6uJzmkJb5amJ6S9U41XrWx5Rg16Jv8SHoku28mvifdpdXQRRUvc8BqXj89J9Es5nax2ul7auDiAc1Jdn+2Sdq5++QU+zX+8Mq4HAnXf8oTM4mH3Nedu6TZjOHLBTZxRAcNvx/xhXvOmsD9NIc3fZfhwR7YbEGZSmc2yp3/7js28bkl/IrIWAvS4nGtxQ3vi/eC2BlJ9XEwuf2cUZygTI5bk88ePXZFbr9jQhrsA5f48k3aK5iqAW7azKuH3vpCZ+1v5XJ6lprBZmcPkHj+pQ5+QUSHS4Cl8AbSIHt/d3Yj3gtGcXyaOC23Qb0SEdC3ILny7KWYB6PKeROLKV45YxOd6vsYwYL6jjRaLRzvL8clgUXGRtDLRdyveijvTV+QYyzngeHIXhLuD77ix5MVQznZ4AX1FEajeP4qyOa6nkpisSpfglNoH/JCXvz3c1mPZ7s7y8tgHa/ixHB/2xN7o7fc/VkRho1xlafEQ2IDPKFcxoQ9BzbGr9yBYG1fLuG5PpJdwUu1s1Tetby57bautonnRMb07F3VyACsb8IrBUp/tyX7ihMP/9D//sz/+9/FbXOkDvmNcOXFO58T7+kcixg091EiDH/CTRoZ9AhbLM7xfHqaPDIq5SE+keOTqHVq1A9mbk7FRLCPEiY8XSHOje6SAPDnL34JDc+EOPI9BHzdHP8cuLv2iLxJpfbvglt0fN6vsdBJavs1Fc6XM0BVHvo+KJj8nB3H5fev3JQ4J+/QguAxCrfWfygZcah/+ej8zEcMpNH5WaiBTzy8014Jv/F+Dp68yiwGmrNlFgCY4F8S5yqy156DqO5eNb7q/uHh2ozxiYGLlW/w9XZT8rgjcAQLQDwIhLUzKvu6vP9n2Lei/GRDtRDoTsw6UIjlocRm3GZrQDPbBvEdOgCuAU267vEf6ki1w131rjGlrDlg6Gv690lTtb/eSh4i81G4g/RzQF28oqoJ/+PL8zANHp298AVV9kjPNe+Sve70XTb3Qf5/3+ehobiLN9u8O4LBnLw3n+ezQ9bP3U2XeOcWJP1FQnk34uAmMTNQGWoSVtOgNmJ8W/cr3V2y00WTzcy71XiFwI/iGVVVDhshv5fJm/XhIzx7ES7divnOB+eIzzFAGfNRvJDfkYoNiVwvXnrLcxiWgrkYE9omsN5C9vrNAor3PwCftt9XnA9/79zy26PmgiEcv7rXI+9BvdMQrMup1UJwwwHmkqaKSPsXT+DPbxhABlKAnU4g9GSBE0+vGVBu84CPyEZHr4rX4KIQe+qyCJnDIu3sKhPCfEKIfh8yxEtN+AzAqSxqF/ZsTNgb86tCtoK8DXFJY6YwBvhYRQETl1O8h+82xfkOVZ9RYwcFU5Uejd9QZywgvG8r6tCte93PeEJPTJPcYsFooTL4vNfw+ffwyx48P7AisOX4s4IftfbAfa++T/fgA7GNnay3fe2XX8jpolp0d5xl0/LPMJ9AnlFYmVg9/gp/nzLBOstr7M1N7K8+stqHp9q08YdiqPiVst72aXXd/Pj4/f/0/4be4FryM7ldGFugDCMKQMsLvUSb3mS3UKcrDCOf9xF4Gc1aT0r1xfeZoi0ciQiNkdPOvWnv4sYMOJvfqNLfU5iZsux9LOPfNOGjpKdh3Ssgu8fkM2Ka3UwDksd7W7+94+NXV7K13mPW9ZO77aPCcsKpHle9KT/1uo59XE9IjEn0rA5ofTcusVMdTAjw5V23ofuQ7QXSPsQPpqbkQl35A4J2ypVAc+AzmzfL9uw5ivfiAbUBrRQ1lpONediE6f3vVEP+mbL2TL+Lc4RTDhYJhxgbr1zYgbqf8vFKLpiKKwIOT/axv246SRLMtXq/x1rtz00PhPyFt9Ocf3wlIwC6IcqzU0omBG2DHQ1onjQxZpD/RfpEzpoKhAMBfEWLbZyn9Pu47mq1K5/f47T4WyaPY16eIT0Lt3w8s/+0uJjDSkVbX7yrsUxVHMVxt3AsC1GptyKbFeNNfIzovv/s3FWa1ZTddauWBjr+sYqXJj4pLkgcSNUMngGml1xB06b3Gl8+rG6AG57EYa/rD+/dm0G+CX15kDf/xoJaE3vut82qnaEvBtG1aNnBqkjQPFiL0gxaJ7oo/i67oJ6ajslE/6haMtdfP1/5LOTDsCWfYLooy4TqyXDz4PcjPrTAUp1ae0V0A+ERGOPd2iovdtML1sRiTRVtxuO9ugwdXSQTEDTvFc76eYTC18X8oJOke4LWrzmwQS0rEiXwOtOMwILHAR2YDqD9yX4lHIwsAZjUZkdMlK5pGue72kxFDvkYs+1rZRMlXC3Ds7/vXA51QWMADRDCL+2hd5fapTdaP+riALA/QGUrVjJZamUa28g1czeC4ViY8GUn1HX3l4WW2gI+PPWn9QExg+flj0y+SSyMi+8QBo5vC+5DWkIRUWh54o2iKX4dlgHDjVvg76QBE4MmO+sdiIfkgUVriX9tURsQ1L1VukT0LuNz+mz/8h3/41/ALr7VX9zAY1f9qJa2ek+8L/S/k+nDJahhzsYJGAWg5/3xnlocyOQuo3KXWlcPZdzSB4RxrvHI/N0NvL8rCrdI6PE7oitJMtePm+Aeer61JxxlOSNP0m2+09wCIiB1u/5UznNd3yi2zXCk1u9SQFIVTODts0/ep42G1V5PXr4DdMjoPWqoDu3YHkdIjM8ySB2/kBz979ZZCm8ZNHDdFIguIbfz2Id3poE95LXA0RlyGo9JOw3HlooIU45epGHK9Ez8B8eVVJKnFhMnA4pZi1YEJE52vLnilu21woF3xYYX+GhLumtZbfb7q7D3ed2l/EscRe5xhjFVfYcgJt4wl2mfKyYmWjKVMip57YFSA+95JakdS5EtCmNfBUAS/k/FmP7QBKXwRwGYnBwiv+NL0f1gg0omS2GkS30TuDofGotOwedk2fr4G8j0Bru/Enc71G9cr8/kC/O74MQrIdx17NvMvh/a8amCPE2qQWUOgIpjK4RmpfnMJUlN/ePkha/HFRwOHTlN1RU68jzn0Oyew85ri4Brt4j58gwbROm7ahw98dDL51N8nzj20LTtLZ5PjyjTGiAI7ojHzHnEBTx2uKFLHNXx09GNWEVduR+RzC0DLr3XgPVvzpEMe7vgJPLajwdz6mZIlttelvTzgJnHLCtKfEiUEjA/E6Ok473Y5IKcYk3L94gRkq5Q8pw2ISfzz7MlNSdqUX36fRtRr7w0nm+TlQ6tdbTJrqPDzHKtXRlG9/1QXY/c4yMHJjiF+w2D+7Gil2kBGDpPtFgeyBvgP21gw7Pq2ROE9rEzIq46TFmoSzD66AXNYvMbjQUSWyUwuIiZeZaurPnICu+mxJ68rUod/mOPHcvz04fjxEacRf1ilFEfPogCoVxKR3og5lTVDnCnwnFzkqlaMGU32uNLItNfolOPicrZRFgNf0/qo/i3ouoONsQBBjUrRqwm+2/M7v1n2P+IXXvX2I/JUHupAISeoayOgq9ya9suFguX9WdrSuP8Bwcmp+2JIEKcGJzSbQCsUVS2YvuPru77tOoYY9edzOqusKzPtx3lcebWdewcFr7SX3g9/SSWYQI6bc2Ln41PxsC++62/qx7wslNzbO3kUADUySMWY1w1O9uv6l7LQy7262h6YUbqelfEuF1dDJPob3HgwHKUClqwdwjQzKcPGHi7kdh389+kPvePq3gqWbCqwNLjYjg7l92Z3735P+Cbqt1hIyR33RkzH6qNc2Yxs+zE8MXPVgcWhqz5uzAJLitgpe+3daxPJl7duVDrvp23TlStgnv7UJwpPFZWFzoR/wjPRV7nZi2cO90cyQWrpoPPum1bUcdijBuMFHr7PzYUBLWpiVb6J78D/Nok5bcGEoO+nRiv7WnbZb9N3Fujq1ype4TiQrQa1fer6LvXCK92QfSWOl8dT/q+XGunRJ1+/9HbB8ei5Y+ao5ZSbDWcVGYt+3QXBFhuX66tTfl42/IqwxfwMGl1B0WyfLmWOWiT7dpeze3S2EJXWm6BG/zbLaGpttssoFtCCOsnrz36P1auf4K6OGQ2w5X2viegJ1WGOoRRvnWDneHKQp37vRtSvvBN0HYMna6Q8twY1/TES67ujTjDOkWPukskTOML8IWNbvv+TALikgHUt6m3V2PpmwC5VummqmuStImShyT56TdpZwriZYpHlA/BAQb7XdUce9QwSAOtcvLM83MFPPGJ/acNTzstJ4wAcdsDi5jZ7ew6yJ+RMafYsowd/1jtRW6PbdkdKAl/NmScNMwq7gJ/ivvGZxaG08D1usdDU3P5E/9X5QnxTIrJsjIIl0upSX18rRN+spzrn5DXHj6RfnYxR5NezShDjLuGzEv55/t4f/sO//fv4BVfazjmxyXtWk1E+UAB91Gn1HZUSArSx2iHgKELmy0qj7CLzpTfTxqTjJ/4mTN+5soewA1SJbhANjNo5uMppeLDw6St+lwLXd28eLrMNsl20l2HbHL0PGHXFtK0QXnC6fb+WFd4Uwh5OVtM1bK9EzVUNELczMe/Wd2aCoI+Nmg1/4WQKJ5P6ZSxUove6T4eg9u61xoJnA3h0VBNQcT7akO7R49flHaorWkqI3qTUqQRoB3LzfuOBx0KOKpuJzk34Rx83ndbfdnmmrqxStWft6SyrBDVc/3gSHw1wO9xjtJxk4MOpXPHbgErrvuC2aXKZvF6uEtFOMY3c8Xml0rCyy++wDfCaxAoB+UL7qSiH/cTt3lyk4WD7ifcA9pXUgv97182+vNv+2t5fz94l1arN6dMeWkQdq5/7JEkxmBGuTTTi2lPsJyYK8Hh8U+BT/fata5ONAND9S+aiP277N32Hwnc6pS/t5KX3Cf79SgOGJn+6VgYUC1sdO35ACVjqOY8Sm/r0TV+uKibdMSrhNH4mMnatNHu8QaBatT9X4uJHbcWIASj6vxlhfWmAp1+JsilrWl/spJrB/KOehe1RvZv+H6goMGHeW4c8G9Q+Hqv2abuNe10/uEWMlCL8sf2LTcZJqj4NNciNwsxcYH5qCe7xSQ4HbUDe88765iMhDXs/AI6fOXnSlPk3CkX6AZD06ncGw4Uf0aHtKovObOhWZTBJv1qGocLZ5xT/Zh7L6Bk3ZYYu7SZXLvrmgeB2Nmi87w5bCwtrH164rA4j8mxgg/B4Pn+Ii0QXa4vejrbm4sbHSGElChmBXEmCOtTSRN4CP6Ydp6AsuHtEdkNmom6O9a3gqxWzgD2M0X6VThzc9MPw48Pwk0WWgm06f4R8JR4LgH3sDALlvYm/k5XtBWBJ2jT/52m+yl8L3DmxrPTvOrQpW3EXQ7bxz2h7TGzXismr9JUaGDRx4N/82f/Ff4dfcK00RMkOyGsdulxrmrDee3sNOaAtmEq9j34OY2M2jNWM0JSJnAZZde2bfvxaXw27O1NPJOUXcdgSDSONO+KYaUetvkQHdBJcbeO+CabG6CkODtTkZ9DwFV7vJq8T13eX2VmIESJDCfX0gAmuWXv0VZ85eY0/pmwCp+08cakV7T55UKfGYWp3Yox0kzd0Sop/9k87xO8Kvxev1AE2OEXPpvjfcDxeyh7YGij1NFB0vkztsTSQLKnpLLQXrnWz9V+mPxNmnSBFgoi0IU5ynDKn/zc7hDiFz+TwB5ScO6QDl+827iuuSgvR7+bkA4g2edX2B9b7f74+htaqT/04IMsOJpHZfmwMc+nPgExvy9t2FbPjqjKKQMH2CfKtTgz4zoS92inupfy8opXiqviTqY4yApE+k8WINKwtQPVubgIQgwnUUkqPOnT5u7eL1P/rQ7Ehqn7nxPoFAaIw9fqQn+8a0q8U9tK7gP/mhtyjb1r92fRfvH+Tvz0ZkQUKlWxNm6JNsBMc7UZtdN7wEyejcEa0vxkQVbgmP/N3141DfeG1/WnA+YzPbN0EfvX1L/h5FcOQz/QZ035oURc76iPj68gfFtEbWxZUvut9k17PugGUcbynmuf+P9KJ+MdEWsk9OeBSJ4utgevlW3Yj8snvi4yQiO9RW1Rxm6w9WXJOTCbuah+Ubsmf4Xuk7c0njim3jX6UxhaEbd628sO7xb/Znw5jwsAMSPrsIEamozYT5vCH+ddqAJ86fZcL56jvxcfa/21Y+a7VFpUL2cvg1ZEV9USdmDwtRNrrhmk9Llt0HXpQUSOAGewDLYJta/YZnqSl7nMEuvHfJrvueUQyH9FGjxTnD3N84NmfH3vyyoOczIAfZvJ+WIO+V3fb0E3TpCIH0DLoqwg9o9hFWp1omvCvskqtDY5Zv52LIP5L+2ebbJ/WqMy+we35+3/yT//kV/jm9cPWJj4s7Xm7clWIcEA+rSKGWR7dd9loi3TMdBUCHxpSq+x74rqEyeceJcm3Fyd/c3BX+y9N2bh1Fp3YAI89l7HEzbnNDeLI1cGkdzD589nYrI+ildJbBwLTNiZc8v3LRYVXl5VBzj7GygzUqIRQcqVsQc7BETymrZwXF4vnomOnJj+3sKgklITybqTQeEiJDzm5wPNABhKUfxSv0lF2UaymhClTNzI1yM+u7VJHF8/37g0lhJd/IFC6gsrvA05I0dl/p94vu9QcmrSW9xJ5lDBjA3+k/xBF9D3wal9ykjArKALSjbEyhvgCyLSnsfLsk0gq8s1zWzzmxHXt/TBA4TZXQ6S6A7lyi/juTmcw+h/NzGtSskhTbgOY+40LxuzxCwE4bZ7qIZqsXT8vqYLH8asyYzGDvPVAhOJoZArDvmd5Tz3GIOjE76aU/H3R/2mzz0pHD/K0aL8TybzX8dewfvfyy3e1bbcCEtRoz4b535fk7pdv3p+nGYr/XdL2RPZ0jAGIbxAw2ndDf4NOFJZte9VrwlyRq3r6woCM72c8q8OSfU1ddfbfH+TcwAdN5+UdutY4t8IFLTD3xCZM3gJu2u5WC28wEKZnCDjbUjAKfm+du+jqWohokdQ1Tp49eXJb+EmaNlUIWXr01/RAdZOy1Q6uBmobFAGa9rf1Fm2FuGzaiSKV4+u0jcK5l1KFKJ6XdVrShmyWI+5tALkb6FZ+CY/inh0UaSaTi4I8pTVtkpnMg7ouVFB1GgVG9aLdeL5Qdh26F5UENYt9j6u643Or5xvUFRNc/rF/ZP+w6OfZey1z8kplSUw8I7uMsOZre8I3Lke9QcMgRsoBiznLWvjV2otjn8+Ti0KPP8jMobbK6Xkq8uMG+zD4Zywgrwh0rR2h/SQrnxhtcJIJD54pf6zxxObzVtZFH/jcUm9NeG5BHy5qZNrx5D/px/5ZToyLY/21//tf/vM/BfCP8Y1rkeb8zP2p8p14zBXCI+Am5kFFSNM0bn7AaUAR0Rn3TDHVQ1jUAqoBvA14+af3qjzaauOn4KFjoL6fVr+XOzYw3z0TFGpF18hoGgukzgGo7RAJi2WK9PMZRt2K7qKSB06vrhl9vRngfCaC58IzvlhYlsZP4xRwU+hJpRvd3wIhde7OwqVcpcruvsJIpjRWe8kTaZ+32opxwKjRvLQtCrvIbx893GAe/jU7vxR80QIXATZeIWshW3sVq/hQQL9p38+vEw0bf7dL8apB3Iwz7pYdXivoKF7wnWeTvI6+X56DUvXXNRCAHnZ4xY8Rlr14YedzUPYdx2RVSqf+ok+EPPEEnlyqbgCcC1Xl2zOaqq/q2u/Ni9QlIc5NjSa/+MftFbXPZBOJ9upMlR0Nvrj4+Avxf22AtAE+W2e5hPiGcANySk9J42r36WmqB1WZox+9P5TZlX/yyG8NNGwmATofKk/h5sXuWvkN05rP+2nPowtpmqpK05+H5YSuydi09yJ1StcjEdhumVPW6Cgqk9c83OsoI3zS+ZI9AidX/51973s1drlz8ABG/MsMTh5ktN6qu+fJ/If8vzHfxC2rmMjfg502IU1VAOAiKaK46uv4loYHJveinBLVD7I3mrs5eHLshmMs+zvA1wbmqcO+B906huicqAlrfXryVNGiRslbsRtN0m+oWZUIDPmk+CWO3jppNKdOLLN8dyfi/adMg+fiCwfeNRfw4EWPi+qEjq9mOSer1C9SKXZcOmr8xr4gVa/2tw4fKt22fHXQboqVVtDdhABIA2ES0dRoWzub4ilbbHGIKbf/1SttSODtxfINOx4T1lzZLgbuvaMO0yOn2Z4MRC3qNR0JWbCIGi7saGjOCdJZ2N4qF+U4+vzVir8P4Hd/Mvzerwy/+gB+hEzUO4P3qzHd9pjEfcWZQA8+lsVBTfx74iCnvQf2Iw52+sBTmXli01Q8GEyyINEKWVmI8SP5ZL2+ipmLXDIrFsyQNYusDdniOf2CLm6JLMAfuPn/gG9eSw+aS4ROfehG902DaprS4G1Z14Ps9jMaNDA12MKIloLnS5KvI6j6Lfb5RYkopwbRS/U+XfYsALliS8Iea1ORuL9yBCuDWQP2u5uQqzyGMGRm+GGl200h+ekyWefJd2VPj6HLd67vpA7X5moT2S3DfbzraSzFqvIzu+IVXw5BIl/8elvuUba6Q6kIBUtZPtGa8x23fND6UEdE9ICcJJkyYHrugajicuWVjb9xKVZ9i7O0TINEZ0wgFb43yqHFJszfuaq+Ur88Yg0wRF8dMXEswKgfCkN+UmdMeym+qIFkORYomngnt92IInS4jhy52qxypYNw/t5tH1FLwj8Fw+kUhEocILEYJ68KI05+dZHydq8fpKzS5EK0r6+5UPhC/Pd1O4V2An1DAgP/lx3wwdh4mXCSBukmX+qijrsOuG52In7M/W43m9WvSb/+u+zXc5S9XTeb+b7Hav1lJUMPZAPpl/P31f5Zq1GTVyFg2KhqzXPQlXpuX2Oe+i/d1sQh3bSYREvntBebCYyOsFSG7hb8lfi60mRcVymgz3u+LjtNydHOC2gp9RYFdRdk2seGg1gN2Wfd/GL+731bZZRN/+9Ae6c9aGZ08QAw368CqUObwCA4aBkzOy8B9sYm8nhhH2IzL91m2B+gR1hx577ef3Vp4AYWNnttf7AP2NnCucTI1BCqfF/y8jCAiNfB9TSVkmP+KvuR0bUpI6qLIsBLiWQBlwdTQuEciD34HmUGpRbL8jkjNDaYEJJGPSBZbO9vtUcoGhHZ9GsmL5tSWYgU441+DQBqArw2P6yWcvfBsTJwiKynpxn2FYfDRi3LOHYGDjxoYStOHvaq/zs/Fn73h+GnD8tuGHzjCdoVpFuJlwHxKp2FhT3xXQuxBzYmruZ7XvERJNZX/aySw1SSgD8XIWSSa0DuDV6QyWWb4JBH4WGDTlxEe6wmrz7ro/qnbfDn+U//4M/+8A/wjevHw1XIEB9N6+TFQ2Toc+6epDsyphLwBKoHAI9QrWO1ZbCUIZSyzJ5OZxNHHagFIHoq683IFFCHboIOlX52YS9W5lHY8Vn8fEKYOEF7gj4rnhHgwGvrVZ38/dTePKbJw7FPs352XTofe0oAuBKXaVKUR6H6zbh+5fCBkGkTupDBpp0Xvdv9i3euRYYTllxhbBVuQF34aQgKx0pcGAilQnDr0rC0RH1Ds6kdDKE5ZV5Tgf0A7j3s3+UFod6RoRl5KQwzXSU7S0VJIxcS+B4AV+rd9KPuv4a3Ir+E/axvOZChHUkYZd9iDT5OgFWGntBVDvjaXOuGpxWucnbAOzH+4nKJ1DL1v6L+Uqzh3wyriqRVNGPrv+ezBfsWjCprKoFzJ4mlpap9k3Zt6f6ztz5RuaSdAQK8GOvEcRjwp+x+wjbxbwBPDHw8icEHIZzCNi41KalSF8Q5Xmvqhxoj3fVIKVfSwkUPoBY5HBPh9xp5E/9bCxO2HiWN9K1UNIiuYqetpfk32ebkA2ExoJrR4BcCDsCPZMzQ9bagrDhfeNTwFltRdbz2jbdxhQ+qCRDy7Dv2/RB5Q02MpriKLM30Vv2RRacNsV70Zvczj4V8kwU8D4CXtWBtZFJK54kb+VtsBGhLZaOOrLR7mj+/tCU08BrfPA48i4ol+PmG6zFwCCb8Lx4lC0hb0VPC9Wh09SKSSdpBBms0t/i/Jvsm9l5NXvY9jArhLe1nWquJuSy7XQtwPJrIEll37IilYvDOifN5pSOk7dv9Ljw8PZeGwQuu1PVVjsyUkGZYVkGpOsSo7wVZMRFxs9wK5PDIJXdJB95pwztrQ+gdsp1RXxLfxK4BAJ7MXErvqAiHH+LGfacByvKebdZBmHEvDij9y58f/JU4IVj7NwN+WnsS+uufPW0pbaJ/em0Tou09BgAx5uCEFDvoZ8vwmRFQZq/2+gn/Mlmo2c9N7/FT+Sv7sjx5Tep7pvyyf1Zn/2pn8zAutmAOf+wfAPg/D9kc19rGO/5gLTXN25+V5mP+9asm5KU2s1SPZAYi4dR4OlSdEiUcHEtlXNGbjoPf9cTRJ/DgAUie9+o7iKt81qE4XMMqZhvqoJhldWy1WYSxA9wP7N8fseC0rFYVmR6TFCWpffIg9MnPlKQbjXlPUyzn84yqU6iVxhVuPWyfiRLowUvNyKuh98O/fnkSmwCGAAAgAElEQVT5+GGlhb0Prx/kjgunXqaPG3JRoR3KYFKQTUuXB3ADKa0+5fI7lzq/LqOWRsDkN2VlhuNzMfcNrHq9grM71BPaXSYgDOHXaGPeJ3bSIKOL7wCYt+3yPaM55JMqhOhR46OIeUZnv3X1gu6I7Qw6mNDkYW/VVLdbq95jhUyZe55XnDmvJidCgPciEHL0zdn7bL01fBiiYZWPlJFpKJDyoebnuHRWkJXV23T65/c8+f2Oq8Mko4Q3735uYqn27erzDsqp93sN0ykprzXyHZT6rPkVR0RTwufRASlpkVLSILWjZf1Np0aeX6gSYwr6ZFWVZn7trD1xmHXVj2bFVQ+yvYDR7BUHu/awzrfsher5F2KkqvHtS0A7FnaajYnGfe+dMy/rrOOAfTCsJ5myXXG9m3yeY9mblVH7mrLkXjzRMo58l73WN/N452u30S3qGvp68wnIMuIL76Qr+XvVzpuLcU2mI6dOcGI/xcqrT6Zh93yKqKcBAwvJ46fiEPLLCRRPul2NATfArR5NRcmVYO5p1HBAF+RE7RmIkugRQuUk03iPFiXBlEyoGBjnu1dtwBUOtMnS44WzY58ebAY8FR1levFeRImJfQY16YcM7VVGD8BCrhHMhJWuzPPZ8wn8+tn9LKGL2T4h+CcDfvpA8I2KyuWP3Wh7d2rQKqOlstizDHnK8IcBPxYPsIx3v7on/nwdzXLhBVFitBTiB4V/yu0dAe8CUCm/+6YPA1KHegmtpP6C/+2/8b/+jX8PX1yLG/UdMRnyfToj02X3CblxAEw4/Mcrnfah4SC2EEESx7Dl3vMmQ88AV1U4AdzGSh1kj7xs5fxsd+6XntZXp412YefzNog8v5RhMg7AdfJ6OjWehM6BaMozD0rw3XFF2uN0sI9ShHQUQW8XnF7h/covTlc8y+TKDbBD+g/ixDPvz7wmINmG17vDuEiQqeApI6iJxbhe8a+X8fy0/J3eELWspK3WjUxJR6cjJSvfS6dVZxeQ328QmNW/ezX/EThmd15P+azCxJ6ykprjArNdOumo/SIY016IkS2HGuaVKXjY8sKV1z4w1Db7P70Mtc/zqG3jkz+V+CIan7oqdzSC1wp06LpyhxkAqkJjX+xZHWRhRnwHKK26f7XX9oRVdYQ0fcbvKtf7abBKq6o/beFsjuAnHQXv3DMvdqFmqgVNbot4ZTNYIDvUp5SkvaruOXEKnr1TUA89isVcGUkg89RFFl9PNuZmGUD1V21ZifG9pe9er6RDxU7tHFFrE4HEtSqI+ZdBZ8lJ18lpybSXnUfSbJXYEfYxX1/cL3GOMpbV+u4RKXS0CFpb2ELFrnKxiQO5JhxDtoQ0FIkb2xzIsV6LKFqaxyQXff4xESb9TT55Pb1Y4VW6hVhMcwuaymtW9tijJbQmTI4H7k9GNTf4YuCCvhuMsBnU5zRu8WHIA5w+nyqjZ2ewTWd7yv2QuWUOX1572jzsmXv1iWpP6dpYGfB4RMWmmdZAhvLg5eBJy2LT6RH8zNCM5QuXdWnUc76QEwKfNiVskcuoiOMBpljr6xggNmYeOqWIpGPySKbtE5JkVlTiiNDiNSc0JAbbqboZ7pZtTJCl3Zik8VRfg6dLWGb4gOfhTUzzrXaCDmaRWRHeKXz9+hDE/MnBHscp/sQu4qGERlpZp62bbGEAKopK2OL55/OJv/j5wa8B8Mz7OtQpXnkTvN0kMNjHyrMnkudm6ZMps8WMkFiL9biP3fZavvfAmkdaeqUB8/WVH4C8kiZas7LJJX+VlUX8VRIqYrphTZ5QsUQBcz6hl+ezj9/87H8fX1yq//Xpe/Kap/kSBvQVIb6r69M9N/AzDbBC91VnBZb5jtVlsaBBJtT5gIsCHQ7ECozhBs/LxxfXP/F1hrnHSxwR4guqMIW4FJjqpfQTBzCBTsKdsKUSeIcrXywtbZFH/zovCuOmEZG1A3Y99YuGgnLRBh6XvzmRbZPZ3s0FvTJzZ/xeer6sCuFechBgFBrOKeG6OMAbpC8efeuq+mWSxSoMY2DFJyuHlbAq8OPnt53nuCjjFRGmkaNxFQqE/hLMbYT96HTy/pV4czCqi69ZydD4aL37xJWHvfVJ4FdcmxKkul8pW6TD7v+FcAwS0d5ogMtM9nd9i0FKsSnIaL8f4d+rSVK+wuJyzV2WL+3RbYL9Cn+xa0lVyjH/SxWvI8nSkTpPcq/Ge2q9kuCiEA8fopNP+xZYgYpovLZ73f6UTrvQvpKDd/0bH79/vZLgknKBJAZYVWCnXDalkcZiTDnMj+a2dMqbNpBGbBrQigfR+2e2wXQK7CWrV/u58ON121ZfWKlxQbeA1F8Vzq13MoC+0vI9h0jGqRsmSLbFafb+lc4PeZxA2PjRFosd+R57LawTOza55zre/I+j5jrmMQZU33nrOxbB50LENA+TVC3YEO3rQaFYkTlqwOfUdWWSwNcyV0TPJ/hJrgHzd9jypO877c8GR+3v7FEL73Z0fMoJpNbPXuh3Bi3Up2wd8UKaD1g/F5VpGy7CkvpvsSC4G7aFTGk2wt8EJqBz6ZZdEuqY6O72TBbI2IShJu78f6VcME01J49A7qt0AB+x8ar26KlNGswuoREyRC9hH7CsZy1wog4AtvDz4/iL33zik5tVYfj588GvP4HfPDs2zzaJPzvL4FAGJ6J/fTejCfzmrf89WQWWPVjL88DLCsAFnenHDDU3A+2ioSvq/u3Ani/YWPaK+tl+3iv4c2QxQ7277H/7x3/2x7+HN9cP8JU3rIMeoVQXMwcqjrUHC3EvX2eEyok/9gIGsOYOTyV7tmouKl4JiWV/pe481EnI2I3UgDPhpV4OXA7bz06g+wcCmbSgpzdqMUCvaGsuzk9DiqKPSxe5ahxk+LTRVhiXG8qtvUGDm2EuXZB49nDqTxiiFd7PlVCq575Xb37GeV18N9QetdVOcTSkv0H2xIhUdG7K/SAgBwF626KPm33KZkdzN7t2iwBp9Vf3b45v6lYRwJtic6Utj3inuoRDKBkdjarMXdAaRd5eOsjWlqjNjZnD2KtN8AshJujqX0Ut9zM1ULw3dItyl355tF+dsNAEX+WtcPX2XSLOXBV1VNqPGpcXRE/2KWwKhzy48+iVAHt8E/uZjsMV7WvDcxKluCZtb93qvYb/kNFBC9rOcuCjQQdqLd/l09KeMLra6w7pnji/Jx/SAAE7w8wJZ8kCbXz+Bof8S5r3VqeTqN//nja+v17ZHP3NQ2Eer4yZNglE91+mAqAtHsIrGF0dYKfU5mz5lzZWmrZMf4oQajcpHW6l/2pQhjJSU4DaIDTlYriCO3zys73WhpXG4Q4OXMlnAJ5V3701zPZx2BfnA0Md8GRSzfdkM91Ko5m3dpMy1uceDuARA/sIcDoHcpNJbSg3syVVBbWf7F+J4VIuyuzdlY4l2YIOkYdhoDTy6dKRWghdkEs7NMcK4zoOuOSgXojeg0NljcusdBunkrZhrm0NOtltGhT4tsVq5TsKn3ZHGaKHKwlAOnXOWAYjhG6Vdp8b0K2dvULFVHWizu8xeTBGZdbpa6zqW2FMVaLU8sArJFzCh8DtUd+TW2qJv0W96l+h3XQpKwF4zZ1WYaT9k5B/+exMgR/m+DkOXfrk6wIAmH0gJ/vEWyfrgX/6YwfqKHfiQaapcQhzE5NVt3hT7FO+nPg8MhDowUqTdFG2PfwpUAOJ26A+DbOnXj25+EAaGtzx+3/+/OXfAfC/4MW12B7llYIwDUqe3smaMfvTl4T//ACfn2HQsJ89JuuUXWJhzOi3UN0kSp3mNdUTKB7x6um/qEwzlhNaUyBvpybv3029oe8mapZ2IhOQqWN32x1NY3ulhaNeVhw4rElzftfDEV5Y09zrK899VHEvR0QjlOkH0Znm1T9mZWDFiST2lmIxxxVXMNWw1x7UspYegqf9+LXl0/0lHbKdS7VbyOiFw2vfhyO4VZdix+WXv7ovqTZAjQAUIQS9PAx8eZETgKE+kzcT/V9yVYojB50nBXQP4dzTd5MTLr5dTrAvn9qB6PyS7nNrSpRLnR80SR6EIev0mRP0gr34xb3GHukviDMcrArOS1iWMHi382/U+ypD3gggPIgap+6cML0vUtCcbIh/mjaRg41eemfQDMai8Ld+e2DZwa1vTAbeNfdrE/YqeF26Y3jgrFklnXxnh6KwBadFtnL5is3T7azTtoE2rOwdz6B83nL8l11EoR/cPDXfR9kaWKTLVrKoG7fe0v4SJR2og8r6As+8WDdfsTLpPaq0df1hr1N+DJ2vBI2Aq724+o+597jEGUqDDtiwtyLMAycXPBN8Rx10GjfrJNWL3SOrWP4p80/+HZN+/vFAyPAfHn5w62+vgnWxS8aUYCknPHkeRDTTGzkw2n8MeVoq4I0mKbwRlktW5d8GamHbWp4fIixvV72HW7BrBFI5RgYPbvbwworeiOk5KIErXm/t6vW9kDC0eYAdpUMXdOB+S530JGO2YOIEDbYDRlGwnT+RAiwLOSB88SyMhOcrOFaYfRn7u7RrPUa8UJM1T+YjIqUmKayVCZi1VacjHVhTjjWVweiL2D/tgJ7US2XggKFWu9qgpM5XIT5hm2b/gQujq7/+3FkB7Ga/MWFh4YH5pxoq7NOJi35My+Xe5VQD2qtM917FI7blbC8+Q2f2OTtMq96v0VlghJbC4vF2lz2Zcds7tx9uHfWin8IPq/FfLowIXGnbEK/LCf49sP/e/bB4eS2g0j8MO1J2c5smsrrlNAZnNgZ5tievP3+GEXw8VtusrbgtElFTCYAs4EDkivfZuPqbiVUzBDRg6I4Xsz7xyfb4P41wGIXm0CYEKmhVjY+W9p+Kcq3ebqmu1HuYzstplG6Me3E5YdV+zWrju+Kfjl/y2oGDL7yOg6Vm2QsuMmUdcHo41JRUSIyotfAST3Se+6yiDw3du9w8jfBvOh+7FHsP4aw/d0oL1HrELFyIKKndE04BYsI1D+b66iLVa/F+Q8wDJQoLl/IuAw7y8kyCTCMpMMrayb53of8hgPQxUU4HsUlJL9KknR3Mqqb1QQdAl9RsCgPKNjIyNwUwF6S8Po8upeoE84SfWlQl26QaY+CRg4XR8OADPzWw/dLU2O4zXX+aTw4YFH8ruom9OPR0tF/wifPL713+/KDYBUk+UwD0jzIlJjHVL+lfMnHqnSWjXGYBlcbHSIa9p+1vcTnOcexZYv+lTxdf4hNPFP5TTmoyHnrvQL5XMkptCe0WBNLUnCDlQ+vfLeH13oC6r7EomVsnZGGh0Fd5mHpyqu9Av10U9YPeQ7DnxBWorQ9aZdYXde+4q41VIAc8Iq7SdNGxJr/om9ijH31fq8v/+S3GB8+nZjJ6J5gLLeXATtptfjlgDf7lpFKa5eGW7eRJQ05Y38lvEebO19s4R5/ln8of4SR8l7paf//o9qNF6u203xclbCXaI5Etj7645ztTXGWRXL9tP8GILgXMcgEjB3wcKzvqgBOInQcy3bVeQeOxl5UwhCVRPZX+8zUqxjmFw+LgpEYf3/Ym5QJPyIzn4VKICCTM+oIGPJTxMymRE1oPv5KTDApjsM9qpFr4b3w+H8fzGecHsA6k/j5RKOFXXOD7faw/sFN+f/pY8fqccQCVGgr1ADQaMWEwpg8vx8eH7VfnrIgIr/0anf0Xr++MAKMFX2lTHI5PLHzGGRA8z8OF/1sdYlH7eZDbEX3X53tiNzv9P/rr/+iP/gu8uJh12ozGoZh2VuKEle+dynhLyKuZ7Ft0TYGwYA1R2Z9LRwHi2mrOIA5O+TOuacz59cMue1dB51wt8fQ3KnFVOAcj3UJ0wzgH4AnLsDPN4ShcoEEfCM76eD/5eLVeoRPPfNFxIGByahuNVS2zxx7Wu61sKOlqDSeqDXXbCtLQMxfjEVzPeuo6tNebFzprdAJcvqtztnF/1onfPFtsNnUj+1W3DlD2r3WUtQv6XoOMWortOiDVp5y8gufVpdODPh2g6TK5K/s8ANTOtwvXBhCT/LCRdfCG/enjrT/WRWE2QbtOPTvUu0qO73w7G/+vmDP99cwumQs1x7iZ7Jty+Ur2BIIHLgfTyXaGgkJ4VzycMeSDQYLxxey05wMsUJKTroY5LxBliQGLmd56f8loUCOUpT9cbX4BaSqJNZhTKZoAotlvVb96TgbLIqsgfGSRIHQ2f6vl6Jy5y+X9euUTrbXkODpQnC7MbmvKR2dqCV40MM4Z8PF/wShG7JVjGb8zqCk8a9kUPirMmXnSxM6ycd187AX9HLBdo3RT/71ofkwyfbTvOJ2C4o8tNddJf/opb35iP6qlnYQlRHkeyrb3prrYOCFuCX1XKw5goyj5wrMtOKuNhIQ8DwVWdbJ/2+1N2k43AHDsEQsbun9Y+TAq5hjlJr6Xao2+gn6Oj6XOFAWlORfrV9Cr2x+mnIZlMZSgq9gOQz3ttpEoMVEwDsxjT58eMLr97Uqcc4tMKkFfHAy2wK20JE8+pseJSaHp6jQX+mLyXJNOgEzLwFhOCg0fMjmlxWWEE6P+hiDyWbzIlxFckiUEP+nWIt3O1FVQOd14hg+ZQ07GpRMAFfxQDMOO1ua4SCOUQNim6MEda+3o9U8/DL/6AfzeTwu/+wH8zjL8Gz8t/N6PoEummaoEyO9cwd947JOEI8oak9gfq979+rH6pHYtwFbIy5xUo2Z0XKnfZPRaoLA6X9tj8orAX8eItuwf4MW1PmFtVfV60YDKcyrZMh6vjIicVvmHew2e/R8Naq5SpKXqlngDToaumPj2NfMMXZ+g9ssY6WwuMVXukV+lZkIQwigtUxXqhiXtuNJGeqUdmIAp7Kvfdpy/XX5PtGfqyVfXJnntAWunA7fvNERyz/2IuJwG+UQvF0DFmPOPdkyT92pRhG1WJLb2Gd68UH1XOvr4PJy/X77Ppvmpf6zi5W8wmphNTR727vevfZKnpN7Gqm2hac2x0W5eFzkI3wWW+f3VNSepdqX5bq3jbte7KtOZ3u+FkgFHxOfoUgvH/TlZZV0XBbGJvPXyirN+LxqQL+FYNZZllsgkzSXjqJwiyLb0r63/m/A2sCXFKQhRdtObbVPe+a2xF9cXINwvMRVqN7mwknfEACjP1orU4aNDEo+YcRDjcgxHWe9urQcGU0CaAqaTas9c6qj6aQ/7B48hV+HsBsNB/rHLG75n7sk0PTf+KCpTZUbz7bsuougBeenPbjRrjb2DwMe98p83tcaoIcJ8FNThA/lSvahBVr6KATGplJzZ378l/8MvNHqrofdBch0+3Nq18Sza90lmoy0ReEmDlF2ZfE7/pp2Ez4V7i6Yi/Mr0Ie0KgaHqcrB6vfJZGXw9+wSG2uKlbOMEVwXFzqyu1pU8h6GyXkbBqU+3trTMK/G/BVSucMGg0ypWWLbylUOlK7NFFwP0YtOHofs5h0QuCehm6rKaGKf0O6tJlIxbkaK+Icb7aa99vxJmIs8G9X7YeZMUwgWZ3ID0LiTyvAgDmKXDbM1GF70Iz8P08xhDBv6Ef7H/ZWMcGnSW8W8qd/o0CsBznPcyJ+htnE1a50TuAr/0/9My/ArAr8zwI+j3I9J7Pxbwuz8Z/uqPVRPt7OdF/9x6pyc2r+KJReT1B3ZQcZnjA5FCvBCnOoeOsX5OnEPvFsf23mzCzgzMWmWXGRSD//Ef/eM/+g9xudak8fQPAJoQJS3k/p6d7+65jywdgiNnKw4Kzs7p/gTwYO09ELn3h3A8sWr5tFNnZeHvakHVRTYdQRkKrVr8NcFdLKI6uHbVijqPjM73p5qcWiiRu0w5n8ANPLTXl3Z/GKVfkupZclxOpo1O4vteAXtQW95DmAfYKS8C6yvndqNke9jK1WbxNWqVIS9qTeOu/tnG5wGkOMrGgBcNTDzUNh/8xf2eNmmtSBhEcMIRq3JWE/9UWH4vu1lwCI43BzxheckXFHW1Na5g1j1FsiUHdxiGnGjU4ZHv4gtPYHl/MpakiE8OwDkpnq88vWu2Dhe6AFDGNmzEf0+cLPBt0cWL+Uj2PZ19ZVDw7WsPHPa+mIJ1xbOV+mP5//cthWLfHPkXIK4l+KQzCmfFfy7+X8SX9x/0CRt1IglLrsbquNoH2o3d4Rgs6eXyXMX3ov82EB9j+qHfISvpwO9S5vPbK9txrc9hRsnqO/OlKF8vwV/n2/r++fZ5hfF7BnTfeaC5GdXsK4c3mkfoD+2xiX5nt1RANsCKEKZZIT0c7g36K1xxPVxYH4V3hGlAMeVnRFHzGUVjotLI5NWemAHaI56rofVmhBWG2Ldm+1UpaqNHOlHbfpDiHTA4eeEVTe2Q7vpWOlV2wPOkYUZd3apWMwHeT4aGYUiYZwcO1PvYgxdjneLQb15zDqF49IJluyZ/XsnOAT8RswX3Hs0ErLK6uBHYCsCbb80Hhpy8tUPLXCKY2IcUbf+70rdnoMDKyhodLBz5DiW2w0mlb/+TqsUBq1ssRtPob8L1U8ytBAmAo0YaazFkUX7NpCzr597SjOQT6QrCWAhYe43MU+MWY7nsB1UuB3rbgnFP/n5/qShCblQP+n8sCRI5NHCX20jA9vf4e2Hr0o8PAB+W729PIYiynIf9zsfCas9EQtoktvrn4gTfv7p4OC72e8M+zPHDYh+sYU9e14OPD8MPOD4+gB/MbEj+LCyPie+SCXbQzxRGDvYI7+P260/8XVyuRR1oCkR8CtVDn12+KFl2iJm56eUAnS+jfWLn/z7SKkPsasDr8JaarP7sZaho0C7HalydtGMbXuPeCTFwuf/KkasmWwA99+rVniTtQZUEY2VwE7S94iUmr8+4r/Dy+zM+81ClC74XO7vbMpxRNxBHVtb9CdpiFg5jbkGVSNmBwX0lfxrwLn/nz7fXTDhViMaul1Zr1n432DhQHcApPe3WoLeP9/jdHh6F2xAgRSwHFF6ymQb2AUzlT9q0/O+8XtHlBfcPVIoPLLfvtMNR4v6X/KaN0T995GPA43hNz/gsuX5fFBddsl6i4VK1e9SSEY791LtsyfcMpA0fQt93qCC7vTKjGijnsO/tF4hPzm4XVDHiuvdLLhd4dBx0rOZLmbZPeaivk27eFyOBLj0lXdoQaNRFe2QR8cZNFpvHzg85vOl6G0vEb7uSz0XoqnfKSZtMv9S0AW+7XngAr8EdqffOJrVnajfkC3Uw4U+azAo3wZ3PqoFa6LFx924xjruCnK6zqq3ouA+5wSxIw1F4TWsG9MW047qxZYIc/j/XSOxSPNowkcuETGWT3yF+QjvLcanrmFbwuxHL69lE0suG3WXKG200HTgfp9x5q1Z4eY5XssTYz9XUari/vDdS2vL9zEI/7nHka3OwOn60dWrn7Q1/X123sdoh6UEYPivL5VGn7Dz4qUM0nGattR/jN+QBm5WxxcknI/Hm1fsT8HBAQbuX6ZzMiAGw5sJhWxFgRXQGyoq0kQ5an7ABe8IZY3fPSegSWrE+qj6APKXeKkW4RxqRVN+mIOqF08r0Xxoaq4hhhe/FrlDGOdn2B+394OY1iZ00GuPypBsW3AwLkamqr7uZ+PsW558+LPa6bi62yKtf6ouxp5Tt/58978jXwsS7Xxfw8WH4aRl+LMePjx2N/Vh7MvvTMvy0sCe169kT1Y8HHwb8ZLv8x8e5/7jYn7D9nb/1v/+t38G4FsCc5i7slK+rodIbwciFCBl7/EX4mAbYljBChGDTc6vlExMhhpe5Jfkz5rk8nIyTV91+2Fyll0FUG2fsXpwSBTYnqIzuyqmnewK71x7Ksnk1TFgs9uHKKuPjG/7HYsIasPO06+1w95RQfRJxq7MkrNGd9vlmS1+fuwVUWrAkTOtyNUg8uU9LT6UNCG3QeF7zvsvf7Z4mZs2hj2zTRvdCAXoa9/1kyXeg878BJwTUo+LppNIPCkDTEf0W/kwIkVwAedzy++NEUrdYSLGA8ykn3wAQpGfW4XRsyosbb/b9MmPlRut+B+BG3H6VDo57UU0nr80nTFxVFLZtz0XU6RdeySfbq4lWwV/wdQCYFlyDb+RKck5kCFv4Kf52whTG9ljFvxrbC8AAaiqXicLNgtRdNFjrer2h4ABB+XURdg7qDvz5nLgqKWliWDRNj+wTGgThdhGFUnbBNnyroxOX+Vv1yJkqoynbAX8DP3GceoDTYCT9a9U+efKVAXmlmJdylUqp3D/xbU0rn6zkVfeQt0lPGstLgyJ/pz0o/anq1mp2vbuQV7sfZG+TCg7AbMsCNaL6PP1HN5anBE4bpVcO+rXp3lTJllcbfjRez7KpqTOt3W0s/abKAc8Ba9KD7icoL28uSP8Br+jxeJgLqZCtCKT3oFH25yPDQhAWdCTYVMSYb9joi1zEy+uGSYNAToBz/Pjssam+C1uz18Q1dxF8pavT/o16rLIXFsVFyOqFvteyzAIbs1JYhUG+p6ikXFkRX9MnwBFw92mqnUy99UghXbZishsO7DE8se/Vw9mmRwqjYjKxRZxQu239SpjKrFT/aeUXM4Y2rBWIWft1NupAbSEjwTkBYocOXWVs0dmgXy6OhtJQNxzAPm3b2jih1VdGiNIus3wrCA+ayldAsT4ZF9+5LWyz3IqftvDzA1I47E2NeZnS61H/p3DI1ZX6A+v9g7JCJ/wUfwywZ6eQk4LmFntg977XH8vx4wfwwwy/Wjvi+sM8o6rmnzuVePneDwvgw588fClxDRnPk76Bf/v//Wd//icY149dQYzAYZDRlDRFX+yBh7NbANqKFSvJG8lNlCfXnaOx7TRrGLLgwSgys/pluofadIKpUWMPuJ6UTyt99r2aoivg5e5j6uTs/4k6C3vVPByGb8ZMB5Qrq4SFh5AF+mVXLcvVGnQ5gmrWs7yN1cR55T5A9cnYxFjYk58UcHjQnAZfRgXiA3Ql6BCV9+B8+ypeWr66IoX6OhLQOzXg6eZZalBPHW2CCiua9Qp1qbwDw7n9q+Dv5K4CoxhsoFwMaSFbLXYAAB7+SURBVFuVu/XP6t55dUNtov0STNGPntA3W9Re7oQxKSYLbNs5Xlo8AJ0ICD8N29fJeKeKB58V8qR03Hy87vYBtk7fn+yw6rq8JsH28e2i/7rC5l4RyCsVv5QnjVfJsZ6pM5VWX9h8X0hP6buAdBMYVbpLA+Q7szVUPtX8HFHn0cF+vEQSa8DK1yEwYlRi48WsBicNgsCqCF8e36xPJ8xFfw/9ufDkhe05upm0FxhDFMtWDNj6Hank9Iuu467W/mugJsFuSPhRQ8srZ6d+NlAv463mp2xr7ml+0tvl/1f4QjbdehkfaNWkDTkGb2i+Qp+8enAkOzT7R/ugYEl9wGvhe/CH27Ta2M23vM3JJBzgO0A3gUU2W1nhn7A823s8x1j3SyamHNDF4KyRzKminYDpM+yecvzl5VVvT7B9v3oEe+BNefp8ykQkCVKfJkAouz7tx3NaAdWUYmNMvqIj7tXMg3muBhIHoY/AGzt4APsAKsSPNn6kx6C/qHNoS7jWsn1ojqGEnUbCwhelIKy9jcmFNvSkOjGCjLnCKRjtsQF49h5KJzJtm0XJUtkHYcBCrFwXTK9Wf56h2A4r3CSqqfa72wrqgxDegPVwD2dMMx/BJVozFznPINKS9x8X/OYPHgd+bQvrw9vcZ+K/FvD58HBbwNsEj/BTEVm/TnRP/HlPth4ZB1GD/uYeTN/19/wnZEOcOpdHfAHrefAZ8pwRfMg5+nu+8ncB/BNFdVG5DLJfjn+XSwlVemBx4pxjeeQ1B248VGOXUeNIEjFnvlIjjJNCAD9My4ovcolaDhh56A9Qr/AhrJz8MorKSWylVk3myiDDDQ+eHfHylat1D4L/S1YSbUeGHbKvzuSQi2ie7ztTG6jp0S7wM2Vj91FEuaYBT6MG5KqXucVruYpyxj0UOdo/G+V7nlbQNU9fO7v/V7ooU4RcoFRo0BRpwprt9JspP9Av4pT8VjGqU59HO79N6tDus2Na7kOAWWUkzHShx9SvNPwUrwnWqzSiqUMKUX2ztpCSaWB9ePemtfP6sKKrLnpli7eBAr+LqjKFnmJ9reZo9s3mc2hKq+JN+GihaNdDI0Nf6ZS5stlHJ9Ei9xxbRSd04Pa9i3CM1MDs7BE4b/rzmtuzpbkw+A2wegM2/vh1eaYIT1Mzox73Dur0xpmXkYsqeZIX08z285YiYqFXcQDFLlICtOUlejkGCrcQ18NRDKYAmE3/gru6fGVPXtRpgZUs9qYhFyKzvu/oStJ+6NkJiBa8GdBTKFxqa4krWtTTizxkstMwP7l4dO2/w3JHzDNqrYuVtP2z+IwsHpfqwZuyBlmoZjkbbYiBT7iaIWcapdTzorraP46Bmh1x64cwQTlGmC5IBGy55Yl9SAtJP+Kwhq1OfAs/v7CMvqIh+MWlC5ikLU8dz/GUo177AbFDsysVYMnIcC1nvViDJUnQBBWA5VwpM60O/ert7Eei/PE7MzuWjrn7WGMuPjsl0LiisrAWT8qnAgYhc1yPiqbS27jjWYaHaUVpCleWsnyBunW4qHBrxQJzBGkS/lL6jBZHqnB658dlX4pMuLS+BNI04poKKjjlkqjVd5cFQfX1Zr4nqNlm9bmjlcFRjsUJl5MHT7wmFCjGfSadPp9P/OZx/BylXdr6IP7u+Nnpu2lViGe0aWVt9pxChDvx3/yzBrPWL/pV0CvyoZZFBq5JfcAElnw1ZqZjI2F5KJ+OP/jr/+Rv/seQa+UqoThptZPqW4FafOAzy3vxgtiwTH0rQaDE1TVYbHhWRxdKRv5zgmR1OjH7ywGfwHkzW3MyldPiEVZjOoKB60yvWizkHTtf/dP36hw8tusqX6UV3lebXX7FmzPT/V6Updx3CxU1cXJWBn5OWGsVI76njslENZRkpz6gKXQZ40pPVQre9s++S1F+dWkE4oysTr705zaeNO7Jj5a5R5lSHbRRR/HwLncTuhTnb+I+YvqpG/v0QEkRcsShpJ4yVB5jf9XFtAajnxT7QroFvupLdXnr+jYsn274dMd8F/R3SDDtjCN0dgIy2a/MtiTbfkR98c4K9UlX3hYkBwAy5Eq5fBDRDBiY93dLsWv4hfyYZxWoqr2+XL7pRFXtZ8HpWe6mR1fEsx7QdygfkZk34OV7AAX/pMfwIym+5in/1pQooLJWSxqrJNiapA5l7eglD5wNT11Xfggi7HGnSuogn9qhlosK+STxEmK/8UJ+vjJvL69eyVEkaD158fSIoGJHGxyy7a3VEflyxVUaaEDPe1N6S0I1v2SWn/Y7Ww0Yc0Kn3wcj1X6pAal7kPvWsGjfXeQGQHt1jPjCr3imZmsOTnRI8mibYtcpk7QjqsbbT3jyUUXYhcIu7awYYPK8DQB4wohx+9XBRx64BNRCPbyNCSA1+H5WwsX7KouJntXNyf/dQN3X11xpkcYvtv9ZTTHtnXYpaUkqRSM57gT2WUPnYLK+PnUr4XPNlPMBd1ya1WbdjmhjSV/ht2sbGWhAZjLqq4qM6a3ZKO3nyhEILSmFWl896CScrNjw8NEUUFtV31CRZprZgLNFhB0xYRPDgxWmecO/xz07WreaM6oU5h3ls6KHBQMIC6HW+iGM6V8S2Rj/cgCx7vUtI6PxP/fYui5+VrPVz/7+AUcORtOoAfm+XL4LVTj+RLT1L39+8OvffCb9WH9vSbSYk8ysCke9PX3jIsu7sNU3kBO/fIUOuBe6jK4T/zgRrwJqyOcakMhXDq0HH/DUMU0lphR90paZA5/P3xPgdsCtOFEEvq10u5Q5DI4iZPLVhfAmxlQrd3MuDA8FghiRWAU7TpLG3hcK3JX7I0uhr0xGj7lRO37t/bgVZZmDKRWmnae+DcvOxQ9lE1h11S4jlEKqjDooVKautgy//p6e4jpZlFUdz5dAjzX4MXI+Jq/jejVR/W0mq63P+KyoljpcRqB7Ilk3xX3YlM4VF0eoXyeadpYDalI1RfgiUp2Z45rUPi1cDMlpPMLamdGQ0+ArooKL6mfYxy+yyl+A62V0pC1AdM/DyDhy8qpdvSNFyj8G+tV9fZ2NkGwCi3akcjHvNZrR0GbJXqN+lX3Yn3sVt1Lxwg0Y+gEgA/6Ey6r/95ddvrui0ODS7z7+9XY6Z6w9qWHMl5GkxL/jd+hVmB76gfxE2b8J36t+5+1yoSthPxADKjLyeE0+okGdVN7wblJBpwrao1x6opcJ+J9E9swIObWCvu9bVxC5evVq5CYy+n3gpf5cdXHbFF1C4/KuDzBfG9BXWAeFYI1iA0V/TY7uv+KOzScu7U79VgU9Y1pDfXMS+JUdfXWlLF0mrNdsqQXZB/ui08wn3oKg47YN/6WeAf5ZtN2LoU/aLoGg+TeDV+Q5YFIfoPoPqefQPdLVR57JQbGNxlr2HNvn2GIava8u9qF0sc5j9efHZT1oMvXnEXpots9spMC+DUbsrf8Z6BT9R+pHvp6FmSPg3kc2eRqC4q84UAfynJkgjgE5GUs7ZvJ6mJxE7jbqDBvxTjIx3Y1ayi2ZUJmoVgroezJT43FNNx4DgOwiFEMnl9bpy2jpgmPFykOefsu+Rn3Fv7Y6JkOk/+C5Hr/eore7/pIM0yzGtokXZUrq/+YB/uXng//vNz/jN+74858/8eefjr/0T/zFzw8+nz1xbePH4K3CnyPpKJfTA1HMXJyg/hJejTx7vKYxYHwo5jEvokxwbrVsH8b0Y3nugf2x9gnJ+xTkgHo3/l//yT/9k78aHe89rSRjJcsK9dAdWqaLU7a9aFnKu8PjDnkYebk7Z9yDjGH0Mj1ArJGVguc+TEJmKSLScd2gziWLvUc1ub5Ap5lsbUwJf0CNZ5TRC+fE16o/XQleiUfpJcV892WZ//+AeeoBm9VKhUu9RNA6/kkCsUsTBgLnsTKVe3JktQYhZHQgTPE+BynRh33vHlDwdqdWiwX8vT915S/4lvpCAvjRbvNnjj5h5W82q3ITz3JAokDGc92+ks5pyuIbpLXb7D50xd4VTABnA0qT+HxOOrRD1oau3C7y5IHjQzXT5RAA1MoaZ1+fTicAmsgmj8on8UcXmkz87/yTrKE2kZ5yOlnZ74mMDQXrsulasp5zT3robu1TkZ6s4DKULZonnvZrTnFeUgt6tIePZ4X1TXvnc3sJB/kPdJ4ewt+6NWn+pPirCeFVAOS+x7F1NVEtWdT9WltWIcKBYoCQJCfMqmbyCauF+/Pigx435Lc8SuQ66bjz5GYntSefZdQ0HJvz3zSg+sMiUb3tG0yaaQOxYDPsd0F9yt9des/LLog6mouqaCtwafQlpdD1+oTgnfwDnpMAtio7wXojL/zLrbNJsfQtn4rPzuTKzDitxL1/BslYlwknTceSDif9nq07tFO1BFO4N93Yg5aUn4aS14IabTMHwTm3sHvbat8nfF2/rAhhg8vT0MpBCSm97N9P+Kef4vXBw5wio869cOtBwKrZ5SnsV3RqCb/1gg2ou6M2WE6IcoLowvX4WDO6g7X3aweh9/DCgmerZCAMdE2e1DvsMcvy3cISngHM1vPi5TKYLN4BO215rjTbh4nhcaQPZFnXNOKP3eY2epsRuZfFkFFdCmEbGHjApLLkgQflSRgSY2aT+hwz65qRcxIoCuocBCVRo4xV/5lqzCi5Ff4cSOX2UsJvhp8/N//+/Ak7bGhjs3xngK0T/kWeq6itfegUBDYAPg8JIfwP8x0iuGKxSItqm3g8cKywMeTpExMU9zja0gzP5z6d2CGHUpn9/v/zL//ZnwL4R8BY8+u7n2p9lbPvHBoNPaJDSYeXomX1UOQJUVZX1FRnQ4Qreh6stlAQRuJMyrI+T/hVp9LSbbKt3l8J24z2eR5zvfdyWr6H8HBU0ZgBdSoddpQ36chTlRPyqlODMH5WlJn99eHBAUXjg66Wr2Cc6YP4rFXMolJLN3aVi9/uOunN71TDvpSgtfokoJCi0wgUz1IT2NmEOM7c63wDng7gcpsDgmu90TfXP2zc3xHMVH8RinI4kwPeBVq+9EQfAf+U1xdAa8bBpk0NithIyqPoc5optv2CLpMNAPoK9cnqi6QPP/8anaNOLzepVPdUNue9Cc9eZY/VYOH1dk6WtkArOcJhTYMqvRa8lilIw3qk/OoEwrCwJP3rK6p41mdvN8qU7KmdUX43Q8W/dBpChxdwqBZXyvmdY1c8NHqat8OYvdD/2fVF/XqZd0Yic0Qqb0QnAGe09Tt4FYfoM6mT9z3qL1p6g3/yU5/F9yfT3k2c+Ch0JYzqz8Tn9XXoyqXwtcXDgNQZ8jPemxGCKD9t5BTffrdguNmlw7+8kZsULZUx6Vy39vQvhQeAfvDStDFATiAkaz367dkGCBvAVL7sneM1w14YcRyIu58A1papsisHQiaipTbFxvcZ4s5BdF0G9MM2lIFBmzaeutWX6je2Le571ZOH9TmsZ9HN1mXc9UC3c0woXlw2Fhdd+JgAqV9xcUjoZxrl4x0oQfqqXZ8WTMeMBmSqbkIqIDOabhapviqY7Ichaqt++p6eeJ8pVLD9bJOLxqiU7IiZFm1dsmBIu7Fi6tmP3LQ4w0OF0arNVhQVrY2OahLtjsozjtwS37x/0tFMy7NKTpz7YZH3zCU4YCHqPjJWcsFCZrySabmb646uMsBX8soe9TKqlNXkvq30W71dILaUVQSc5z0z8rq8oq0/luWre9Z+zU6+s3WlUL64chNt0SthFlkqXOJ/T2ZR4LlCyZGBCL0zwaraSGNxgBZCnxbHJh2xU4U1uno2VPdMYEyIEoKd1rIn0DvV12uTfqIWg1V+ApX6AmSacAmUYrjNFdMv9U/TphYFM1FWw3YaOXfkO2G3jHrm6mfar4461SiJD3toN4QqX5jUX3Cpmd58cPm/TLlGKjoElJFMkx339UbTqyif5WhfrFebkNL8+HxGcr5QJa1PW8uO972iO6N1+YoAXYkVR+2z8YaaFc5yHbwTmE/98zzFucVJwpjpYRi1mMmJLnKgxH5n35Mm/YYAou2UOal2Xpuvl9dZZQJQw1ouXlk+EwaI2civHg4k5HIvapYi3U4O3oOGG4XSoka5cDRJaX7vVlzTgU3+vbr6k1s68eUK/bHJXILNd37RH2DTQfG8yUX3AN3JeFg0he1Me972Ll/XkU0aEIfnqdxvpbYcQKl5fGXvDllAHQYy97oqb97R9LApF4ooZ7lV71PK27X2wDU+Z+Sy6qPTB2ULnkzloJWZfpMQlD5NzXrnP5pO0K7bBdaDWLRN2gtptUbhU9qVNB19T//pskp65Y/6k/jTaFwWjMEJy+aQkKTl4OVz4/O4xSmnlu+LzcYoo2nDQzpM+kx7VjDuwJdrM40O+9DIjUDhtfXZfdfP03j5nP+zPQdMHHPb829IODE4kgvBMcGukQFSRyF1j0sHf3cDkxPN+aeX6/2hP4SL73s1q09eHMzvoIUf7eSCBOXXmbl0wtvZHrpHX+CV8bMNA1Pu1X4SmYoSdgRjjMGDdt0rEmmWBNX9p4YcveQY1Yh0CJllfYIQneq97AeoV99s2dspp9TfFTRbRSPjgu3KdlNefGuv89UvCJqv6tsdyJOGiUQxKMbcZXAySq6MeRiRlkhVKv+GuwvO8H9tAtz7R/SvuvoEPR5KlQaVcmywy+5DBsX+jf6LCNX/Fsegn1tsKXTRWRvGUpYE6T9pVBB0ASPvT0zWA0ViEaSqs4yeeCes44ctLPP/7G/+b3/zPwlqvlH+gioVIg9KUS03CjOfUUlEgFkQMenc36JydyX5OeEyQmOplJmDHs9T/ulfUtvJYI1jrmw4DUdAsqRDD8RzwujbEO33FNXixQxFpyELPclyVtHXFza10SEnsbaHRh9FubcXZUttePP88md5wpYn/RinmZdf7r2F4xtPcnIa92unU4FddVzq1STJUIOEVx2n/ZneajqlqD9xXTjFn+VT1N4QKA0qgUkb5QkcX9vRDBgri/1pi2Sjjw+h3oR1qO5BpyKLuiXi1xeNPmBl58NS7lXEmrM02sj3Jv9XA3AH3Kv7a+TuS3N2vSYAr6Z5JRQ8iIk8f4wD210sT0GXFdBta2rP9kRvrzq+Sg1mKa4411IYh+ZcUy7+na2c4lk7+s8x0+TcAEUpNpVDxFc1mrb2lX3JNo+J/H5fHMR/GGyUm9jpBNxhO6ctzxy46T/fL3jTLb1TsVRqSfAmqb/CNn1tMaduvCrjiFPp4y9PpkeOn94baPpI6g3dtpp/UYMZ7wd4gj7Sl/a9vDVJZK7WGeW8gHiD+eLk6L7O506AMX1Eb3AuORL2fcmZREEXh/vTbO3tjQXSVD+o8I2jVtD34qQ8dN97Wh3i0AomuLcTgk+pPztLn+Yikwmr93ptIjHakEdVqSbFJD8jbo1flLN2oqe4PwjNguZzgSonuxcHnEGt1Z9/S94EzIYfCrYDn9CjpZHXVXOfDDSwNVG2tDEknNicd3ARoNQrs52uHcDlxPEIxJSv2DQKQnGis8J/MJWQeb8tqhp9BJ75ih6i5WEXDWWTm7wkwsBaFekzA9MFMsMp6u8IKmvHRm9H7BulTkcfGtVlX0/lIWG8b5bvNy1ZFgMokcKifQgA21h0JGGBdFLdXtzrvT75Ng3EpX8GL5IOnMyDtr+iykMBg34uXZgcsmQ5SeTj5VwUxhGV9Vk/V2km/AIHF7qizSdOJ3cHPi1gd1kgj3oW+G8x3JNX+/z13wMA+5//j//y/3LHf1DGCu0qYxKzY+bzA7WCKPywbMNBBSEA03qlKlm/Xw6cHQ24DJXicHNA0wEMhHQlHLCE0gLMPnViswGbCzjCl+qvW/Y2oPeiG1Ar5XrNFNQjMD8cx0kcoskcc0/me1RcunLT2q/Gley6iPfbXjd2FJ9FUIErbGlsZ2WUiLQ+RPch8E+ZbT3RVoy25zDnAkLrLvVg3gdNp+5/s14qrH/a1bSPBfSBp9Pe68SDjvEC+A2HAfOpeK++7688pv9BN/BmXos1l1YPfBSoN11+BeGB3+V6TZozQrbyrmZwCM9a5si+xddt7QdW5q/1Is79CpNn1pR0Jv5U00/Lrs121G3qddfLO9V4tH9LZMtFsN5Z+i5UxIHpvpNPXUemZCh3H+FLSKn4Jy3fohgC27o0u/10CWnyaTIM2lf1MY3NK/ulPu8VlnqPd/sApQrzxRS0UQKaDuMO3jRfJGjOBfSSGpO3BhQHyM1KH+wW/Kab585fBW8YZhuwvVP0dr8XvFjNhuNpo6W2Tt4wzjW4toambD7Ir3DT/6dfDzXyeMdjJiooghyfyEAk99P3rhPKdsDYg53eKyfeKs0rTdeFlF68EMY+ZwtZvFFdhL4iMN333OhXi7uKTd1qpJltjvsAcozWeH0TxItsqUlosvjm8sCB6aAA2oEwuUCiAvedi0ER99he4omcqUK3BnX8IJlTZhVwog1VeckuLRnAc05YYM83Y+zByC9o7cJW5PilJnIJnQGZjkrCiRdzWO7BtMC71WOLLR0XyD1Hjmg75Hj/V75AEQHuzBWmM7ppQZeUjTHJVWtPP3l6Zu3ikrqsbTdj4MmL/XxTet+7+P8x/pj+lungEOf9CPxI+KO+Q+Qu5Eng1zNftmjtxYZuN8nfgCFPYO5ZXgmb+7/Av/NX/t05RxJUwi1ZzeIpI1zISpxpDGIF0IKAOy22FGxqJZECejID+0+8Jg9JEJ+3w0QEoW7IpWA1KCpyqzPQnEY5W0dbReVVq2WAhvpyoSpuc/Cptn9ejIp250PYh6FvFi/KyCpefuokCEz5ld6thOcZhxu9seO/6DrwceGXCG8fQtDoUUIqhgErepCmOqBrxH0u8KsDUyS9w2roCwcTOnzje+/7Ln9lLLby5+A4ZLkcC44FGcq7RXpBZjJcZHVearMf3/LTpf87WDKToB/CxOsR1G61VXWSHDcBvBB+mPErfhOeamJKpSZ0Ij73t0pBitq+EXvinWrPs/8+n5LDej2UtXndceo2w2bXi5HsYTvJL9QiyE7fpGO92ClMulcE8ks5yTAIKrIpA4JURpd+TWRQxgQq7nwn5KP1rgIAaPgkOXQocMGb+4u9WjzGc14P/Nl/dJw3+9xcrmn/pGaeYZ/WSmG72vVLLw6/Lrzqcf9qm1o2TfZjd/8paDiQAYHUP+Urtv/o21t2A5ScLd+0wK/9h0HGFQes/GEFN0GIltWeibhV/WZACtHyH4S6R/iv4wTvWRNKtps9ISJt/V1oPJ3KtFsEfacv1sFfJrjuV148+Hwcj43oyvBbbLhNWJ3cUhgKx2ch9qvO2OZFZg3tLnEoKWef+ucN/+LboJEFHKu3caO5bgtSu6OffimbRQ1tKOSE7678UvHVA7VBYYcgqcOyOGZq97/qb/ZL/xJfMg2b7whFdijVlDCrYAiG7JOqXfav1FnstAeGQiZtByes0V5gXJMQ2gezPGE243tmQBz3WPTYcO/TdVfu1wRiC1WL8NHeONbjsdd298oTh8sJkLEWGTuDqKmIanz4rBzYZiP33O47hr0ns/BX37BtaB24VHX4txB1b/1v5c/+dUzxiTrHhzbLfcVZPh3+DMjZsN1Z5mn455bEgB/G1F1mg8XYxLiHO05iDtrytOBsm/LTeOfInCuP1/okW8pihy3+t+yf//l/JacHi0MQDXL9LPnedRZyQmC0rslg/q5VhnNHkl2U9vUO2zbeIB2b4LJcmc7CJCISbtivqLFWNylgSgHPRjjwzgUP61HUtkgRTbaD0FCyxxW2d3bqFQ2+umq1JnR0Lg1yZY1AuyDGFaLg8QrD+K/zUmovpmobqW+jFL/zqYf8VQ58rp424ejVXbcUWC87V49v8M6V1VwhtRSX5jBV7nrT+1dN1Yf8EbB8h9huOA/Z0FEp4VK0Rc7mCn/XhbrX2ov/S0cNJ3HG9zHZ+jAdjNQzwrRwbymbi8KmBUS3DPX53RXvjl8bVhwlqPeTU8THzdoeNXP0VDfb9vkB8MHzD2zg6WWj5NZeOW8OL2Bp6SxhdMG0rCnAs+VTge3yxC5UOUir3YRTapUodEIPl0cpn6ov3tNnHw4AspPiBAJrWe89cDtx3UKXPFKZosmnziZ8pa1vCdB4FZAJbyuJ67c3oqnHw0w0fbaGTvPeLnt41ZZxLJe8uJ06w9WXWCU3qL/NZO+ggUkDdlBqNn2zTvQFG1YL8+IJ/xPPMy12pMDUctvdfySseVSLjg5Oft9+v8q60UbMDY/5BcP4/kIvaPh4KCpt/0eUf2TsAZFnbbfakQd1oOfu8ziJt4OQSKrOiCg/ftYtczXsz0X0dcinckH+5+T2eVFv+NhsaxoupbO2cwHtmLiyPRdeJHwnTh0SgS/3kAYCy2r+Ydbz0b+6hlPkZNIT2Ph4NPdmC1GdkL7QAhuJzNpbJwD4p+fYsTbJbE5xfOkWkzP3jPKVReA2EI4nt0V/fC+o5/gzlYlGuEkCGAAyIXrZ6W3ALBfKSsBzYc+9Flh5y1wOogr499HZiPWiInZb4XTkhC4+HmOqbMHfZDr+E1deeMHbWSWWNpYUBFTgTaOPTRG0LQpDbR4vS0e6AxnJtNzAHLio9CLxzQRw73BZRLaXTEg3f/abVlpkOul3g78rQdrvpF/kue3x0d/9/wEaEFUHsHYBrAAAAABJRU5ErkJggg==",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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fM0pZeWpMtPH24+F+nExvMxItAJuS+nBtpDPF+funv+aIh9MbHQ9Et997iMseIZ2egO1NG3n7uk90f5+et1vXmF3CSm5h8rPAOE9IlD6scu6TKK9i26mjTT3IdlzpsR1R2+T2aNvJWC//nhNL/OUJxeYi24d6u1fq4+Zm6+0D28e612WplytcKf7cGoUl/BrxWdJoK3+feeOa7NhPi7ssFy/LIWxK6mciehAaLcXfeLnoVsbi+z2PIaeOr3t+aHK7LesOxkTPq3t+/uV9dPkuz/+IH/EjfsSP+BE/4kf8iH+38fspI62AW53CZDoj01nWugivza02IX7Ej/gRP+JH/Igf8SN+xI/46/FX9q+WFXp+FW9N1LVSMMrtLPiSKSYZS0g2KnXk7etHeJaZyJsrfSS7KkTpeYh+HK5Y1GSliNTr9pIyktup0/4sTW9/WW4jRPVUUocj/aXEYvTfzPnw46ZilS4nGpOmcdSkN7eH2yCX58b63PbaY/WZt22LrJVOstVPUX+PulerRNdft20v11+z13a/CiPuY31Pzs0I56tEO+V3mUUlZaTnBJZJD+kt8/jTWrc2us3N/VUfjxx7ZRxvdUrK3nSTX7efH2N8n5+XLfTzSBZOH7m2GMziFZ5/rVjf6fkf8SN+xI/4ET/iR/yIH/HvLv6TWZE8QTZAr2FWvdWAvCCjoHV9mQuh60P8iB/xI37Ej/gRP+JH/Igf8fvxW30R9UnUjmrfSXjio3SMIfqy0i4exCTa4fy4Trt1cT0Pfw8Sg8k2fx3Y6zkWrKXdKYp9JyfA5LIWh32Ja2mliLwdiej2Ux7pUWy1VaQYTJZS6DbnuS1BWqmO43OpU1BV0OIvSwxG9JgyMu0Wxp8tJ6qJr6QrmLVchc/P7ZGfeZV2TUX3w5V8AZC13dovar/z2V7GEnZF65Z0CdN9cDLW6/7T158o15+jmXr9t4pun9VWK27rWG8dyL3/R9/L8jrMcV3kZ4j8jOml0cZIDHb7Ijqc8uM/TwzmCbb1d7f1PS7duPS6NfDiCo/57V9r/DMK64cNWvClS72cEYdxm6+/Y16i9vWY4jC8hhiMqP28mdkm1zFbev5txVrpI8SP+BE/4kf8iB/xI37Ej/gXiP9kVhQ11Oowr0GyvurFiPaz6ozWteKRba1cYMSP+BE/4kf8iB/xI37Ej/gRv1169Xhx6f2XInLRktv0pI3lFnZQbmFaYDZKGCaRTmWWoC2DN7HmiY08h4SmY5gjaJLn34MojOgxlq/bsmKwqROhelK21yHs796/kisE05QcwiQnygsULAFAVRjG55N/a7LtGcFJlLJdwee+WceVYoFTdFwvlrBLrtNCsCUdwvgaWvG17jl9rNefc94jU66/Xr8VvLZYfc3LMraTsS5C77+1/piL1vu/8pmbQdc3so/1Z8hUEvdB6/tLjsemiMKI7GXve3zLaEF66pgFHFktIZd2BLOOsQRjLXrjmeP5YS5az33es/Ben39lnVE8r/r8j/gRP+JH/Igf8SN+xI/4dxH/6SEgK7iokuhEVlCtRullvX+rfSKwsDNbx+rzWxcH8SN+xI/4ET/iR/yIH/EjfsQfxxrF78W7BloUlnHY0uIr7RYmhWFTUjdm2izFanJ9JTWQ5TrlibN44stKoRPV7wnAiH4ctm7H9dIvVpGxaMcKmSpz5Pkksr8qAjo5sTwqdWRLDKZdVNIOYSfqFw2wkOgi/pZli6uzLOH2rfXZpc9/pZxgzNvfqo+c7b3XReIJwZZ0CCPKO2xpWvuP6ieP3uuvmbONveh7rdWvVszZuPT+W+yP0UT9qu+nKXAd3mfHqPeI/Iy4OMsVEp918vur5RSWQQu7tBuY3Mf6jq5+b6+JTodZZY7xYjUlZE8KSW/8u2bq8SXIPJ/K9d5zoqyPj83W7x0r11ntwfM/4kf8iB/xI37Ej/gRP+J/kfhPZoM+TnGDdWO9DosaZXWOFZx1saxz63ZY7fXabcXgdRziR/yIH/EjfsSP+BE/4kf8iL8df4TXT7o+KwaPnrSRHjoFo1yWjmDfZ7+UQiydgnJkCkktNJN/V1IDWRNTLaFRxRnBmuySgqob2SKrrXL+/nUI+b5PBHPayNFiMCbqL96eQYvCZKmXW2TEjnqi/K+/Wi5hV1WeqC1SkEIwff9XnKb4XLzM7ZDrnc/oWZDn9trT6p/W/no7qf1Gx63dv0ak94zwYrdKvQ8Z263+WOueIKpdf+u4HkZeq6hvrT72YqjGMyX+PaH7d+rnSfacmfZYf1dpuYRlxWGJ+0i6XPLfFq2xXiTIjtJHWt/XWxeD9YrArJSRN5pPDBb94KGSQtKKQ47R5Njt1cRg0XNb6zlZP09ax/F+W33+fffnf8SP+BE/4kf8iB/xI37Ev8n473tYjbcCsRrrlVYjrAYnG2tu82hdNG8b/y3b510gxG/Hjfj9diB+xI/47WWrTVa8iB/xI34/9qg+xI/4l45fn7savzxnhVGiMMshrOUIpktdlzx2DkY4klXEWFFqyIho4ovPu3UxGNGPO8WRfiYmuat5eY3JvfP3z/mrRJPOI2GxnBaApVNGZpGOYDrlYEW4clXLJ3pM2/gKXFV5ouUcwqJr4qWOnIqOgygWyJCznL3+uq+2dN/o+7sX7cw05TpZ10dj3YPWsldG531lrD5qvf+JxtyzmXtt6meKvvestLNZdPzG/ZN1B2vREnhVBGNbZ4pwrXd8k0WKveTY1lq2xr7ZdJHVsaH8AQrtYFwsGfH8l30W3NLzr27Xuz3/63YhfnvZapMVL+JH/Ijfjz2qD/EjfsTvb+O/ZfsQf9ymF4r/4/v//c+3W7nVEBmIDEivj/bPns8KxOqo7Hm8Y1ud2zoe8SN+xI/4ET/iR/yIH/Ej/neOP2pLJf4ovixTBGFLCbYY6TrWy+g2SzFWSxzmOShk6rbodbxaAy9l5JKpf6a6qY2cRM7ch9oRLHQH8zhRLLDRk//y76o7mDxXa78lkfFH59cxVNurj1ubuZzDJLJvWveA7s+p/d1Dz/XfKl5bM+3eemxbpHVfLvHZNvqayc8ITwyWFYgF73/tEGahx3XRWC8SfHn77Z2MY9ia46tKyj644nMAACAASURBVMisIMwiE0/2GeG2Aaex7PNb9flvq8+/7/78j/gRP+JH/Igf8SN+xI/4dxP/XRCmK62eIEsUoLdPVE/2fF69XqfKZe+Y7Hm9bV6ciB/xI37Ej/gRP+JH/Igf8e8tfmu/VluqsWWYSxCmU0aOYETqyFZbdIrLDFmBUY9L2JZFXqOYe8JyZB/qSWi9nKX6npBCsJQwbMTnQ6+YaNBn0+JcqZYC0dq+JnMIwGSMVsn7vALe9ZXLVvxrU21z5pqCH1r3vXz/L8Fc10s7RU4haFNFENZLJAzbs0Csmjry4diBYywvRWRPHT28miDMYurz39aff9/9+R/xI37Ej/gRP+JH/Igf8W8//o8TfXz/3/9+t2tNnCQKtBWgd1EqdXj1efXqtrfirMYatSW6yIgf8SN+xI/4ET/iR/yIH/FvMf6ePvDOGbWzEndEjzBsTocwiyUEYVWqYqPq5JnlQCYdwaY4Xm2FJRwsrD7q6btRk8mt+1C6g+nS5ES2SKDnM2GKEOwqlreO7i/ZhyPq9K7JqzCiv9Ykc/23fv2s9utlUMfqv7Xv87mupycG6xGHOW3UTpcW2fHdK4i7etiKIGwqvWKwkUKwv/030C+VZ2SifTz/vvvzP+JH/Igf8SN+xI/4ET/if4n4fwRhmQqiBmUaGTW4ehwvyzZaAVfq8mLsiTe7vdoPiB/xI/77MhHiR/yIH/E/LiP+el2IH/Fn4s+2eep2b59sfBpPEBal7dmbIGyu9lZERVt2CdOTrJkURSPYYspI2Rc6fq+fqlTux7JDGHOivEhLp4vsdZyqnHMJZFuu1N8mPtaq7+odpPYdyVIpIa9GqffZMtXrb12nTD+sidUur82tEvwQ9anevgRRW0bipY6M2sTLTrsiZzCmNyV49P07VTw2NUV5pu7MOXrGYKNTRup0j2s4hLVimSIIOxx+/uZnIV5eSzTW+4xoPa8S4fkf8SN+xI/4EX+9LsSP+BE/4n/z+A9/FekK5TprH69RmVLXmT1WBy/r0XVm26Djts6j62udoxVX1KeIH/EjfsSP+BE/4kf8iB/xbyV+q+1T+iBqnzyH1+4RtCZY5poss2ABzeH4uLwWPUKtnomwpQRTPOn49fW47METrMfj4/IW4WuVvWat+GWcvTG33jss+mJ3ML3+j5OxrNdlPhekwKgqNpLnvUY7roCMf8rno6xD1+f1O5dz9MlSYjAySt6+B6rX37qmUT+shde+k1juKd+Z6JpH7/+lsK7vVC6qlMutzxgdf/BZlxEx94wnre9f/t6eOi6J2jN1PMp1Z2OuxlId87Rg4dfH4XG5ypR0kXPCwq/b7XF5CaY8J3vHMXj+R/yIH/EjfsSP+BE/4kf87x5/FLveTxxrO4TJHa11EmtdC6vu7DGZ82bq9dqQOU+r/Zm2Zc9faVdmWysGxI/4EX9cF+JH/Igf8SN+xP8u8bfKSjsq7euNz6InbSTRcqKs6mShdGCYk7nTRk4939aZS/A2V0rNkWkjrfvz/E10+bCPeUoh+Y+eRTpXtZz9LNAOYUTTXKg6PoN2y1X9fUqu2wPyPpKltd8r4MUW9cHa19ZqHznL1udDdF0r538lqp+fc2Ndq9H97qWPzBC8H+Z0CNsrczuEPdUx2DGshznTRRI99mPUr1tIFZmh9YxYeYbMPJO29sXzP+JH/HFdiB/xI37Ej/gRP+KvnX+J+Ft4dX1bDmGMXPd9fVzHf1sVZ0p9vsxxvTcD1+HVp9ug641i9tofxaWPbd2M3nrETyaIH/Ej/uc6sjEg/sf6EH/+WMQfr0f8iH+v8bdKXb9Vt1xv9U12Hy92DQvADoecGMxzRNjqBJ50YBjRRum4IJfXnGAbRcZ9Yk+OYET36/J1u7+mMDpW755kMZh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asvdVJBrUgrEz/XnTc+kqZt4WYjBPbGZFaDWs+O7rmSwvy3dB9lmzDmGt9m9LrMue0HIHs+2bxjo3auy727Z/djwiENPjTPtq279wvcgtteEQhmgMAAAAAADglOAQBgAAAAAAAD8P3YFZSk4QdiRrO8y3Fmz1Csa2EIb1Oq5l1j/KMSzrElZbv1e8o13CLqIdK7qJpltosYkXF9mI/9P12oLZAswzknUA82IjS5kkCtP3qXKecoWB1inMcwzz1jmaSHy1p0NYVgRWQ53r3udu5Dk6yiFM8ERhUTtVcweT7Vrt30xHsEzbnT0PCLoAAAAAAADuihP/tRsAAAAAAABgI7QzmJ7OIp3XD4/L6Vnbe8vXoB1JvEF3QFv3EQ+9jt5WytP79PY/G+04E7l9rVn/FqlFoHl4zk2vL+VTpPNRvgU3nntThsjd6S0pOPnavuki1sm9Xn/h/X0p7vKGSPgVOYlpMu8n7UB3udZfTm8LkdebIwazPKmhJRg7AusQpoVfWzmE/Z+9u81OW1miMNzGduY/jjO0O4TEse+PuKFUVHdX9Yck8Pus5QXhQwhJyDlhn11/1KW+3vJh/OTFiPOC57Pn+RzN/v3WS34GvGQo1wrnXpdd+f0X/X3bMisM5pXD85fL9joAAAAA4HT4rzUAAAAAwM9kfYEpA2I1nhGF+dIKfLUCSdb9M5S+gJ79hbUOjEWf36MWLIgG+PR9R4SFPO00cvtqMuSTtcIXObCzaXT6SNuxkVbo5sO433qcEfDJ4wSbxKhI1+NxDXHJcFcOdcnr8vFWGEwuIxo0vIaJft3+3AwAWsdTSndBQjMwpp9jHY96+YUw1BCrBUwHt0YavKRa+MzjTV3KxVySOVK2puf332xy2aXzXqntLqX7338W3RQmf3+m5P99K2/zsJZf4w2t57/79AS+aBYDAAAAgFNiZCQAAAAA4OfSIyP1F6JHKY00nGX2CKvo8mazRj3WRkJ6R0bqZe7FGvGZR0bKP+vn3C2ns9FJCjVyeVqaGs1O18CX0VLEyEi/UrtXq/1LN4al1B4XmZLvuCqNI837fDNCUo8ULR031ihTHWxqPU5fTynWfue1akykNYoyMjay8DnMIp+93s/Q7POrPr9r1nG+ub/yfqMjI7W9f596z2+EugAAAADg6dAQBgAAAAD4uXpHRkZFG6pWjzQcbSiJLk+GlVY1hY02sJ0lDJaSvQ1LYbDa9rQanbytPDkIVg2CyBGSOmTzVniMlkdGvrXDYO+XuSMjn3VkaCnsokNd8vjQ1/XzRsh99v5LjCBN232eG+mu9+vGOSsMlpI9QtJ6fkp3wadiMGyG0ojIUlNYb2OYfJ0/HcsT2y5/3uWYyNEg5uiI5ahWA1npOL/eH3y/egSzXsaMEcu15ZXMOr8xIhIAAAAAHhb/9QYAAAAA+NmsLzi9oyOvywiOyJINVZEvyFeMj7R+8v1Za6Sk9/n6+izR7dkb0Dvay+W+KazWHlNqdKq1xejAVTWAlQM3pWYm+bi37eP//FavoQJBpRDKzJawvQIqR7MavmptXyWlkZGeUaT58s9vFRD73ufSNTT2drssNoOVRki+qZ+U7OPU02rXqxTM0kGxUnDMs2z9555lie2ZR3v2tvL1/v6brbbcPAK19hmwglZfn/9+rHbGkd+fpdfT61ILlI1o/V1HhuatAD3hMAAAAAA4LUZGAgAAAACg5fGRR33RWRtpuEdwxRpZKEVHWK0eHzk7sLXntra0tn9K9y1htcfXgmE1zTauUpjGM9avQY4WzKMEc5hoVijsLEG/2fQIyJTq4/E8PAGy0vG0GRWZ7Ca4JtXidTde0jtOUl9PjeePkGMcW5e99JjIqMI+uPv8OT93R46M9Lx26zPg+d2mR0a2frfNHtHs5d0XOhDW+vuPHrENAAAAADitmT3oAAAAAAA8B92C4QmG1VqXvM+1AmDXdfq7vW9U7Qvm1hjJ1hfWs77Qjqhtf8/2lWpjtvYKiXnDYCm1w2OSN+xmBUDuAmIyYJP/3Arn1AJk1mupkX8zG8JG6MatfFtKdiNXaRn58bPXSS/bui+67Mxa39rxZLVN3TXEtahj7focT3hLjyzVj58VAssBr8xqCBttBdMhMh0G0+vg8f2edXvbn8+U0m9xveHIMFheTmsd5GfTOzJSB8DM5QZ//+kRkPoc3moMa/0uldsh+neT1hhtHRgjGAYAAAAAp0WnMwAAAADgZ7NGRmqeLzz1F7D5MjKSMI/U0survVYv+eW1vNS3eUZgyduOUtv+MgA2MrJzL3m7lkaC5dFl+jkWHXxoheGyHOKRP8VQiDU60grXfI/v0+MAZTgov7b8mdkKlvWOrMtjE/N2lT+lYJcOnsjRi9ZyikEV43H69fOlHok32hCWl1HiPSflwFE+ptysAJe8Xmobk/fp47T22B7WaMhScKs0TrJGLqv0fCssViPecx4XeX25wP6Z8ftvVF5O6bX05yRCh3Dvlt0IV3ueq8/7pd+v3t+18vdf87GRfW2MkAQAAAAAnBINYQAAAACAn81qwxgdGWmFumpfykYbrGbqCXT1jJTcox3M07Amr5fury1v77Gdmd7eL5d/obBWUMHiPa5kGOv9V7q2BRWDMx+Fy+/rMmSWPtSlIscLyttmBMM8oUuLbtmyAlJWA5EOoOgGsVLTmG75KrV96eCXXl/52iOhML0c+Vqtz0Teb5tjKhIKKx1vud3q8zv/JNvAdCix0GR3fe6MMZGSbguzAmKzGsLkdW/YTLSu6XawKHm+jfz+m3Uu1efrklIYbOT3k/492NMIVnu+1ThW0/P3h9rff/SISBrCAAAAAOBhvHz977+vo1cCAAAAAIBTKH0BKu/rWu7kwJd37F/UniMeZ5oVoIvun71bxXSAoBQG04+rjTCMvAcZyBoJj2wUwmU6ODSzIUzv19a+toJdtdFz+j4r8FVrKaqFyfTya8vzjMcbod+X51h6//UdPvp1a4arHktv28e/X9J92EtfT8luq2vdV2od6w2JyfBW67Km9BhrWVFGY1rPZ6438DzjHOo5X7dGplqBK8+oSM/vyL1HKPf8HqwFwAAAAAAAD4uRkQAAAAAAZHIE0uiXofKL7uhIyNbILWt5M+QRVfILbM9ISf2jH79aKwzgDR149498/EqztmctDBQZ9Zebwu7CIiOtSh9qhGS6vY68nM36PNXocYy64Uv+6DCYHgWplyWXoV9TXq+NbNTPkSGw2WEwz3qU5FBXvrweS2KE6IbVJGeNfZTjIPNr5eNGBr4aY03//C7fF2Y1dfU0hJWav2qjIz0cYbBI8DPy+2r2udO7vNpnQY/ofbncQre18K3+3WctVy4/+vtV318TbQXTf+fp+fvPSFgeAAAAALAU/8UGAAAAAICWv+C8XMbHRqbUDniVnitHFOZLz/N7RAJH+gtu/SMfE132CtHwQWR/rQyF6QCBVmqwKTXP9ASDroGQt1uQZxMaebs1PVnMkI+6//1XugZ+rssWwaGZRgIpMtylg17yp9QQZjV6la5npfGT8jn6cbVGuBlKx1FoFKkO+n1sW8NcdHDrbRvoysfVRqk17NtdAKo0HrXFGuWY6RCXN9RVGxMZHUFZaOXbvJyzJawV+Ir+/ptJf0ZKWr+j9Lm29ruvtOwc8JLndOv3ZS1ANkst8GX9/af29yCaxAAAAADgtAiEAQAAAACgWY0ZUTMbwmQobFXDivcL6VZjiXX7XqMn8/bSP/k+rz0abbx0gEDTQYVSU423YUq7tnaVxvt91FuEcrtT6/4/n3Yz2Puv+DqXRPehFdKyWrx0y1cklFUa/6ibvqzQmNUuZj1vhZHxo6VjIo+GdDVzGY1gKYnjRYTEiuMhvy/vWsHyuhVew+WPcV02e9UuW0ExeXtk9GSmR2fm66lvTGtPo+XM82ntHC+b+yy1MNfX578fqx2s1Og1Qy1A1qJ/7/WINobREAYAAAAAp/Xy9b//vo5eCQAAAAAATil/0fn5+e96vhxergh5pbQNfI0udwb9xXbkC+mjrAhsRffPqtYb3RBTaovRwYVaQEEGJHrWW46QrDYovd2CPtfAj3q8XI4Mo0RCKR69x4jV3JXS/W2lcZFaKQRWeq3S41vP24MO2niOJXnsWMdG3vcupbYvHXZqhMKqwa+R8ZEyrCVDW9b1VqhLP0cuP6rQkJZSarb+ST2fKf37r5fntVsjIlNq/26TodsZvwNL5/Naw1jrMdFRkVLr7zby7z8AAAAAgIfC/8IDAAAAAECJtyHDUmuoGhkJucfILT0GK9IQdka92yra6LaKDgHIbZ9DYFaLjcVqypHvs0UHdZrBkY9bI1SpGeo6GlKEbq4NYRf7dXtEGuPkqDkZvrIauOQ2tZq68qXe9qUGMmu5kl6HPcZEltZB8n4OdOvcppErDYTB3tLmGDLHlb7dH2tXH4Wf3jBYTW3sY0p2O5j1HN065lEIg+WWPvmZru2LfM7QDWGthsa9WhdLrX53j1Pn19wMln+kyO8/q0VMvl709+uMMFgmw1+6EUz/yMcAAAAAAB7KA/3rLQAAAAAAJ6C/KC0+7q8/UBQZqWXdv1cgSY7Wkl9Ol7743lsrgLCKtf9my6EBPd4sjzSzggvFxplCmMez7psGr9o4x7dKIOfzdpl/UkqbgIoOmo02hcnPY+u96nBWbWSjDI7p57cCX/rPrcfn++VP7yjQUVbzkuf4kQE/K2wU2c9moExcvwYQ1f2b23WYzPqpNeBZWsEu6/bWWEk9glIHxbwtYZUAXUpG4NOxP/T5T//Ix6xQ+v3XHNdaGK9bY/3+az22FfgqBcT0/RbZtOYdFSkbwXIwjLGPAAAAAPCU+K89AAAAAACiRr88tb7AlV/kRr/g3SOQJMkvta3xV0fZO4CwZwDNO9Ks9XgZJpK61vlDjHVUQS8ZvLm7/dft/vdft8trI9h3SKUaOAvQ783zXmtjHTMrCCbDYPpx+n4rsNIMsajmMf16e4yM1OuQUqwdTB4zm/GRohHODBOm7X35WKk9trWsTUBK/8j7I3Q4y2oA07fVWsLk7VYjWM/IyJT+fTa/29L0mE5PS1ukcU8/L/ocTX6Grc9z6bN4vd8I10pW46IMeOVLT6CstxHMK/L7X7d+0QAGAAAAAE+NQBgAAAAAACUzGzRqIyPlbaX7S8vcY4RkSrEvrI9oCau9/xnbpifwsIq1fXWAobUPRlulZKgnpXTfzKQeu7n9YzueLgfFUlLXW+MonaIBS6vFS7Z2RXhGRubrrdfQbWGlcZWrjYbOrqGw39vr12MqM0YaXoNgVhOY8Tp3j7dYDWFZT0OYlNu78qX8ua5o4bIWDsvLjIyKTOmuHUxuG9nWN9LI5w3MjgZna59nPd5VkgFmrdS4OFOrcTMSqo7+/vf8fUY+hgYxAAAAAHhoL1//++/r6JUAAAAAAOChzf6yNI+0y1/yRr8418+fRbaA1UYSHkGP0NTbzzsScaUVQbFaOKwnFOZdRxneubY8iXYnfX92N3Ly4/42Mxw0QO9/z8jI2thG3IfmMs/xYx4vYr+nt+/r38dHWE+ISwalSpez6JBYLdQlw2G9TWCS8d56Pnczwlw9vK/b+rxav8NqITDdgjny+89q1ZTLiyzbsz3yeMjcAiZHRlr3AwAAAACeBv97DwAAAAAAXqONGd5Gr8gIqL1GFqZ0rgCYFmlgG3mNkRFps3jHjNVGoqU0NjryLgz2yw6SWG1hMoCixwXKUIpnbF1LrYGvpBR2Qpvn+DHDg2K/X68bDXGt8ZA5TBb2IZ47Owwmx0HqEJgeBVlqCbPGR0bbwVLavCe5nfJ1bwizd0TkzLbG0vJa41OtVq6VjWCZHrE8syGsRYa9oiMjaQcDAAAAgIdFQxgAAAAAAKOiX5jObrCqLW9VK1Vp7NYZQmN7N4JF9+eMfWPtAz02Uj7WvH3SmM1NcEu0O+lw1zVEZrVBqaDYDL37X49lpBXM1tMOJpUawq6BMX0s9TaGaZ4GMR0Ky7d56Aaw2v0euk2s1BRWu0++38L794bB9Oeq5/znXX5PS6b3c1v6XaXDYfpxs9oxRxrHrEZM83HGMmkIAwAAAIAfg0AYAAAAAAAeMvRV+gJ1VpPG6MhIvayfZHUITO6bWa81GgzLSoEw/bi7+waDPZoOgW0CYOk+ICafM9PI/tENYYTCymYEw2rHy0Y0JGY8vrhs8ZypYyJLYS7Z/mVdT+o2PT4yMkbSGoOZ+j5zM85/nlCYfkxkXGTxPmcIrLr8CSOTR5/v3RY9IS8ZGCMkBgAAAAAPjc5nAAAAAAA88ngl+UWpHiHZ++WpHoElv3D3fvFb+oJ9r5asM5sZipMjCHtHSM6iQ15fn7ef2uM29xnrHT1m3i/fwZx0P0JSjwO8e+6v7XNWiIysk2M083XCYLbX1/GxmrkJLKV/l++XlNLHNjy48aEeUwmD/fm0H2+FwfIoyvyca2hK/vQqjYHMt8k/6/us6/q2yOhIox0sOppV/o6adf7TI1114MxqDdM8n9XWmN27ZX7e/+TbR8jny3WKrF/rfJb/PiL/juIZee0ZIwkAAAAAeAg0hAEAAAAAMNOslrChdSiM8NrLrJFaPaxxmWcfIZmf08MKELxc/oXCXhxBAzkacdZ6bQJe3+GaUkvTdYykcX1Wa5h3/+cwid4mPyUQlj+z0dBMb0OYZ//etYY1GsE2x90o2RDW2xjmGR+Z6dGQ1m3eRjBJj75Uop+x1ufIc/7ztn9FztutUZG1drB8ziw978jfaVr095hu+2JkJAAAAAD8GCf4V2oAAAAAAB5MtHGjuTyjwagniDPSMDbTkV+cl97/iu1Q2l/yNT2vPxLW09s6h8Bq4yM3z/+7vZTr41mv98utYShfl81gfz5F+Ov395M+1PN/pU1DWA6ojIbBIvu/Fop7VrLxqMeshrDrz6/t9ZTSLYQlGr42bV5v98sbDoPp4FcjUFWl28FSuoW93tX91qhI6zLSCKa9bT9f+bMa0fp9FT3/yeX2/v7r/fzmEFhkZOSRIr/HcqNpvi5vr90/4+80AAAAAIBToCEMAAAAAIAVzvZl6hEjDY9wxhGZkcawyH7KTU65wcbS2xIm16/32Llrd/oeDyibnmY0gJVEjgXdCFZrGnoWshFMHkO146mktyXMSzfIeZhtYUZbnb7fDIDJ28Mrn8qtX9HnRxvCKmG2nha+nvPr6sZGz+fVavnKIbBSO9jKYHNP45g8H9e2XbTpy2oHozEMAAAAAJ7Cyf51GgAAAACAB2Q1hg0tb1JjmFzeGYNSe1kdhlvVmNMyK7BgBSlG1083heU/67Yw2S42kzWeTu4fy9+/23DJszaG6eMm/zk3hnnDKrkhTAcJvTbtYKopLKVtY1gOYl2bwypyc9j1OFOjH3OLmNkm9iEu8/N628GuKyQuS21f8lJfHwmDSeL9zGrhS2n++W/277+WUhjs9RIPRnqNnLuj5+ZWo6kV/CIMBgAAAABPgUAYAAAAAACjSiOYer9U1V+gy4aVni/Gf3IYLKX1778VeIgEHKJjPmWYxyLDDrURgaWGnUiYUIa6ZPvQdSTkZXs9j6zLj1/F2j+aNf7wmRrC8r6XgS8ZeOkJvuQAndxOkcBj3v93PyI0eB0P+TttR0aKZcjxkbIVzGwI097ul6Hv724Gy0phr5TssZD6um4Yi7Aaz74v5bjXETPPf9bydMOYpfRZlec83Q72cvGP1j2D7t//jRGRAAAAAICnxchIAAAAAABG5fFKuXUjX5e3hZY3ccSWXFbrS/VnNXtEWcmskWjRfaVH/qVkBx28IwFLzVjDoyO/X7NnVN2I1n6wwiTPPDIy1ALmOH9Zo0ajx8ommGSMFc0jHlOqjHvsYIXG7m6bEQor0Q1geqxkUvf3UO8tpf7PX2nM7cyRkJHl6Ua/1tjIlG5hsL3HRI7q3Z7y7yMAAAAAgB+FQBgAAAAAACt5A2F7jnV85lDYI7SheQMPPfupFOCpBcSufzZezxvw2TPg5TF6HDxDGMwbbrEChVGlY8dLHz/yz6VA4aY5THqrBMbEfeZjcujrw7geCYVZAa5W+Ks38FViBNrk+NboZ3bWuXVmgKz1ObU+A1YQLPL8I3i3TU/oi7AYAAAAADytB+rFBgAAAADgpHLo63K5//HSIyEvqnUnX/aEhPTzHyE0NdPo9ut9zdL+9IwEzbd595Vs/9JkGKw2InBkBOCZw2CtUXPWzzOR+9za/3KknvUjH2MuX52rej5ncqRoSukavMrBr3zbJhj2Wzw+qfGSolFsE+L6uI2ezJcbH2k7WrEnDJbSLdz1btxWGwmpR0rq615qff98put7nt3Qp8+v+kc+JiX/+U8v35KPPSuQmI9Z61xnBWRLx/5ZtD5TpVCX/vuJvK32PAAAAADAw6MhDAAAAACAlXpGRq727OMj9xoRuZfI6EiLFQhrLmtgbOTRbWHR/Z/HzeXrj06PhGw1gHlHSJaev8eIUX27vixp3X9Ht47JMJg3FFZq+7Iawma3gklyvQu8n9Mznku97WClY1s3hZ0tAJZSrBnMGlltqY24BgAAAAA8lRP+qzQAAAAAAE/k8zP+RavVaDUzvHXGL/dnOnsYrLV/exvNSu02X5+38EOkAccKXHi269FhMHnZksNg+b2Wwk2PRu7bVgOYDIzVGuQsctutIJvDNiGwX/dNV38+tz9Xb+r2Wqjr49ZKllu1wg1hpZBXKSQmL0u3RYhms2tLWl6F0jaqKDXu9f5+mnn+K31ereM/nwfl+VA+Rh7/ZxHZvvLvGrW/c8jHeB4PAAAAAHhYJ/uvXAAAAAAAnoA1oilCj9SSt6XUHw5bFTA7uyNGRlqvnbX2r77fOzqyFOixxqPVRkymtG3NminU1hQUDQHqMNiqcZFHNA/J/R8dGTkSEEvJ3yLnsRkPKcNgv9PdOMn3y+3xm/u+G7Lef92PiSyGoj7ul19r2mq/EXFdj4yUt+n7e4jgmt7Om+0TMDPwFT3/ldTOT6Uxkda5MJPH/xmUts/d4z7rf89ojYwEAAAAADwtRkYCAAAAALA375ex+Uv02SMQn31kpKa33yM0iMn9E91X1ojAl8u/Vpzo+MjZ4wBX0YHJyGdGj4yc2XplhcFmBE5qITO9/1sjJD2jImtBmby99LEycoxcW7q+G65kCEw3g+nreuyjDJFdHxMVbQmrKY2OtEZJ9o6VLIyL1NvOY+9zZe3z6/1cWmNQdSuY9ZwzaoXBtNZISEZGAgAAAMCPQSAMAAAAAIDV9Beww8ubHGg6W7hnlrOEvkoBr571iwbDtFpb2Oa2whjFM4YJe7enfH8zAmAyUGKFsfRtPcvNy64FvmZrBcI2j50YCsvuwmCqIezP73+3pY9ySGwzblIHyL5tlq1byGaEwWYEvTzEuEgZiushP1u956+Z5z8dPLQ+t9bnoBQGe8QQ2N1jCXQBAAAAAGz0QwMAAAAAsIIMf+Uvaj8/53xpOxp0OnKE4hns/Z71CDQZkFg1wtMKCOkwmBwJWFyOWi/PCLO99W7P19fb+5PXe+ntKUcx5ksrvKXv1z965KNchmfEo36+Z79LzQax1/vtN/V4zi1X34EsGQ67Xv+drmMj5WPff91CYCndAl7X8ZJ6vOKHutTrMTI2UofB3tNtlKQcKSmvD7Denx4Z6WlL844w9o6IHDn/6RGvxcc5R0b2fB7OnJwE1wAAIABJREFURIbBvCMhrfsYIQkAAAAAT4mGMAAAAAAAjhL5EnaPMYfPFg47U2gpotao4w5OFFqdrIaw/Pi72yqvdZamsN59PLsRrCba6LX68dH1DT13ckOY2er16779ymoBy/fJ55Re47qc76axDd0MNmt05Gxyvd9SccTmqNkjjLXSsnvGRdbGRJ6xHazUyHb3uBOuOwAAAADgdPjffwAAAAAAOErkS91HDTedwdkb0fT6yVCAbuTxHgdW2KEUBisu4+/tR6/vGcJgeV3kpZdsBpOXXpFGLt3olZ9ferxe3t26T1h+673lS+vHXKeJx4Ie4ygvc3tXSulf6OlTtID92oaf8m25QSxff798B7+SCEq93Zad/7zxIX5WhsFGm8Lyun2kTRvaNewWlM9B8md2w6F1/iupNfmVjv/oee9IpfO/+dhgI5h8PAAAAADgR+C/AgEAAAAAWKn1he2RTR/6C/1nC52VAlarxjT2ao1k66XDP19GY050ZGRK9+t71HHTGmFX8/fveIipFEDpWY5cnhXAqo2Y1Pd7Rkx6eANqKdntTb2fL9lkZY00vIa+ft9fppQ24yJzwCvffw2Y/U7bkYofhTaxt9s4yuvPyNjIlj+F6y05qKYDa+r9zzA6QtKzPE2OiWw1hclj9eXy75xnhcLOOCqydf6XY6f19UwHwORYyXwdAAAAAPAj8F+AAAAAAACsZH1hexYjDVSPoBRYONt77Q1Q1Miggw4ryWBYK9BUC1+cpXEt0jCUAyWvr9twSc8IyRwo0T/Rxi79Ix9jPT56/902CJyL3GMxjeamGWFBHQ7bjIXUzWCqDcwKQN21iP2+X961XSvdX08pnXNcZDY5sGadj6zr8rZowNUb0K0FOGVjn+eYbTXeHaXnfNoKgKW0/fvHGf8uAgAAAABY4sz/ggEAAAAAwHOQX9KmtP3C9gz0CMCzjAN8Nnr71sJ4ngBFjRVASsluzPGEKKxGraMDdaXtWZODYPK6vC2its309pfNXDIw5nm+DpWNLs/LWofiY8U2XeWPXocPuyFsc9vnLRy2GTeZRGjsLaX0O23DX9qHuj7zn1TfU6wNTFPtYDnwltI2/JbS9npL6XwUDdeWfr9Ewsi1z2jp+M+h13zOKz3eGyJbrXX+yn9f8Px94ix/twAAAAAAHIqGMAAAAAAAVmuNeDqaZ2TXI4s2cK3S05hTauCZua88Yw91o5Ze3yOOm9ERmyNhsJT8DV96xKMMdM1o/NqDZ7ToyjBYiQw/pXTfAKZDYJuwlB45+ZnKQS85LnJGGOxdvonC7R56VOTH96jMZGybzjBYi+d8lS97Pq89n08ZANNjcu+Wf4LfxZ6RtzIAli89f59oja0GAAAAADwt/ksQAAAAAIC95JFO+Xp2pnBYSscFfFYZDSSs4BkJmddXNuz0BNr+qnCEbsxJads2ZS7DaAiz1vfsZAisJ8Ckx0BaP/m+TIe6WiMlSwGyvAx9v37+atZrlcKCK1hjI6+3WSMgtTd7GbJlzCTDV71y4KvUCDbSFJYXIZvSPm/bwBsGy6IjbEvn15FArvfzGjn+rUDmkfR5sxoW7gh3nTGEDgAAAADYxQn+qxcAAAAAgB+i1uiR7zvDl7aPFPCpOboRrCYyElKGwnr2jQ49yFDYlxEo8jSFedZ7JU+jjkWPiYyGmFqNXvq20vO9r2GNh/Ss02ytAE2tIWzFeWQTAPtuxEpv341YucHrQ4S9vh9TGycpH7fMhMCXSbSEvf9Kt9Dbr1tLWHEcpqDPMbMaDSPLkzxjXa1j8uWyHYsrWYHMM2s1gsmQmPUjHwMAAAAA+FFevv7339fRKwEAAAAAwI9yufz7QleOgMq35ft3XR/RQPUsHj3M5hXdZ6XwROm+6rIqr73yWOrdtzMarI4IkMhWsKPodagFwyyzjwc9/rD1Z327vP8aChOXdy1gaizjlLGRM4h10qMyo41gJTKQOoP+fVNbbisMZn0uSiMij/4MlbS27xlC4gAAAACAh8T/HgQAAAAAwN5044cMiB3R5KEbXOTPMxgZWXYUuX6j6281SFntOXrsobms1+2lXme5jitFXyMHS+RPj0gb2CxnCLL0NIStOhY2YS61PrrhKzdkvV/u28Kuy/oesXgdF5nDYN8tW8vDYO/th5g+xKVoR5PbJL93r9LvgEhDmP6Rj5HLmvE7xmo/rD32DCMiJT0S2KIbwORtHrSEAQAAAMCPRUMYAAAAAABndbYvcM8eotJKYQP5Bbw3kFBraTl6P3kb3nQYojRSzXps8XE7t4RZ+2ukvcjbGlYNyZ2gwWuEHCGa1Y6NlOzj46jGON3sdQ19fRhtYN/rnW9Pb/etYHqUZErpfA1hel1Eo9n1vaVYS9iZAsA5wJmvm48pvDcrFCbHrtaeuyfP9va0g7UaRwEAAAAAP9bJ/mUZAAAAAIAfoNX4cXTA6BnUvmz3tN7UWPvvSN73oUMQX5/1Rp2SWkvYETzv/+9f+8dDbzfZEvZoYbC8z+VPDoO9XNpBsJTKYcHINp1JNnzlAFS+fh2hKFrB5O059HVdhgiTXQNjn+lcYTBJjIuU6/XncxsMW6WnsXBGODAaBsuXrQbEPXka9DztXrpxVN4GAAAAAPjRTvCvlgAAAAAA/DCtL3CP/lL3EUcs1sx4P54v5PfS+35ykKcVDGuFnHToR/95VTNYDn5Z799DjjWMjo0shqBOHLyQ+zVf5sCXDH7Jx1htYRbP+x4dGTkjzCQDYjnglVK6G6248bG9vjpUNcP7JW3WO4+KjDSEZaOf39b5qRbgbJ1bJOszqQONshnsTOMiPWOZS38/GB0hCQAAAAD4MRgZCQAAAADA2egRUGfzCOEwOUJRj4ecPTIyO8P+8gbD9Ai16PjI19dbWKMVrJp1vIyMhczr2xpDV1zG5zZQJ0NzZ2wJy8EueV2Gwmr3S/K40O/fUjoWjj5n6LGRd2Mlf6nQ2EdhQfK+o5rCSuuW7t+LHplZc4aRkfqzehcQCzSDyeec7TMa2dbREZDWCEkAAAAAwI90gn+pBAAAAAAAG7pBTDaFHEE3vpwhOOAhG1jkOveOjGw1suy9v6wGHtf4RGPdouMjo+Gq0WNGPj/SEGYFTCJhME+I5ExBkywHvHRDmLxeur/EtS2MbXuGc4YViNqMlfy9HSN5HRUpQ1/6eiWYtdSb+lHk+Et5WbNy/3g/r/nY0ZeaDiPKcOPdMj+3l2fROm/p3yORhjCrgRQAAAAA8CMRCAMAAAAA4CjRkU9HfbkrA1RHBzu8al+4946NPNsIr7w/ZONZ6z29Xm4/0sul3hJWXJ5j9OLI8WM9Z2R50VGRKW1DJWdsG9J0uEuOifT8yOdorfdvtTqd4ZyRRyjm8Y/vl39NWtc//7rdnlK6jYr8EMGwj++fN3G5t4/tTw5/Zfr9eMg2xR7eEZGez6sc6WreX2g3rIXCzjQqMiudrz0hLh34ko1gjJAEAAAAAAiMjAQAAAAA4GyskU9HjZG0ggKjAYI9rAyhREZ4HfHFvHfflIIS1phA1/ICx0Tk+ImO98yiYyHdyz15KKw2AtKjFbBJqX1cnHV0pMd15GIOVekQ2BlCYXo9Umw8pKQ/V0c2upVGRV7vD4yMPOPns7Vdrd/10ZGRAAAAAAB8438XAgAAAADgaLphSn4BrBup9v5SOLe6yJ8zjIArsVpoWg02ruWKEV7eRpY9wmC97ycHmkrjI7P8mFojVL6MBLDk8ZT/LO+Tj9H3e95rXhfZCBZtB5PvXf5Ew2B6RKP+kY9pLcd6XGsEpG4Ik7d511dqvf9oA9uerEYw3R6Wx0deG7jeVBPXUWEwq6FMja3MYbB357nHOo/3nNtHg37y8yqvbx7TGQY7Y0NYSev3f35MvqQRDAAAAABQwX8tAgAAAABwND0CSt5We/xRzhoGy3QATIbY9IjFHq39teeX81ZgyiMHm6ywhNUQVgpVeENgtW0dDaV432sOlLRah4rPv9jvf3bzUCkUNisAJhvD5PVSQMwKkEk97/8szWA5MHUNfb3dRkLmhq1ry9bbLRi2aQsrhLGWMwJoet1TirWE9QZKNSuw6Q3g5s/l37/bz+jmeuFzUAtS5s/vWZrCPOetyO//M/z+AQAAAACcGv+FCAAAAADAmTxC48dZwh0WKwCWUrmByr3cy/31UkOL/sJ+rwCfDMB51Jq/5GNqZIuPDGBptXWyjqfRY6zUUrVqjKQUDWzJH/1YucxSQGu0Aaz0miW1xqVS8K43uNjD24715/PW/CUbwGS46kqGv45oCCu0g+XAWhYJg5XOjz3k57XV8Kfl5r5Wg19ofO33Yx8lDJZ/R/T8/i81jAIAAAAAfryXr//993X0SgAAAAAAgIAzfdl7tnBY77gz7xf2PY76kt67b2TQQrZH1R7XXGbhtXVgbzYrjNTTDpZSPExSClXpbSpbunpEl2c9vmd50WPiVbRDjTTyrZZDVNfGsN//GsGuLWKWPUNhOfBVGBWZ190bBMvy50/vn9mfy9ZnvfXZbH0O9YjbM6pt3+jvFv37RI6YBAAAAABAONG/IAMAAAAAgJSSv4EKPq0RZsPtOE+0v0phoNboNU/DT0q+xqDoyDlrXeSlvt29nMLIyJJSQ5du5OoZ2Vhr/BoVXb/aNrG2vW6MOtvI2esYyc9bCCyHwu4elwNge4+NVGGwUvhLBti8TWlWo1eP0mfUs8zSZ/Z6/xP8E7Z3+0YbKOVtAAAAAAAIT/Bf0wAAAAAAPBn9ha9sBDlb0EiGPM4W9MiiI8wstXav1hf0RzW6uYIYRtCr1lxVCoX9/Xv7kX8uqQW89P6KNEzlNjDZCqYvZ8tBKu+ISBm6sh7fCmi1nm+tn1zeqHwMWMeCta2tgN9q3jBUftz7pTAm8u0WBNuMZ9wjDGaNiUy39U1pG2aTl/r6HnrO/6XP6vX+z/tzVOl4Pms7WOY99j2//8/UEgoAAAAAOC3+6xEAAAAAgLPKXwDLL4XP2AjS0+K0Sg6dyJ98+4ja9u5pdFmh9N5rauEeHbaQjVklsumnNqox0hAWHTGp16HX3087kKLNbvSKBsj04/VPVCmQJpWOA09D2B5yGKrVmLVpB/vcjo+8Nob9SuXw18qRkW/pvhns9/3DcpOZDLe1nCG8q8NglvzZy8dbLQCZz09naxOLhpD175PW73/r9w8AAAAAACmll6///fd19EoAAAAAAIABZ/oS+KhQ2OioM8/zZ4W55Jf8e6ntFx26SMkXJKqFgmTIoxbK6gl8WVa1f6VUDoX1tm3JkFdejhW66n38DHrkZel4qIVvSvv9DMFR6f3XbVRkSukuhFWk758ZDtPLLTST9bSA6c/Z6GevRw6DyetWO1hKdkOYPv7P2g7m/b2SfycAAAAAADDRif7FGAAAAAAAmFoNVEc7U0OYxRpZdzEajGoiDWH6Rz6mtawVWvvFagnTIxBT2rbveJrCWi1hKd235/QeS7qZakYzWG9DmNXQpQNW+dIaCakf33q91uN7yP1fawjT20Xudyn6eduTbN3KrWDy0iRDYytawt7UpXxNIdIKJp1hf+Sxsq1zhGYd62drBcuqo3GdIyHP/vsfAAAAAHBaK3vNAQAAAADADNaYqDO1iZRCPXvLr6sbp6z1y4+Rt/fyjPG07lvZEqbff2uf5NCTbgqTZPhHtvfcPU6FPCLhrOh4Nfla+nWiQZPiawQ/azpEZTV86cfLy94GsVWsZde2ibUv9P486lyRR0HqP8uxkDpcle/P4yP//E7pXTaIrfjn1Q91Kdel8B68rPPfni1huh3M+ozK89Bf9fkwl+kIbu7Nuz1bv99b99MuBgAAAAAo4H8nAgAAAADgEdSCQ7lpJP/stk6Fxq2jfP71BYrkY3pCEKONLXu0vETfVw5UWAGvUjtUrZVHhsFy6GPFWEcZBtONQyOv12ocko1eMrClw13yum5cayktz3rcHqzjQG+nvM1r2/7Ic0YOTuXQ1zVg9ft2e37Mn89tWOzaxvUrbRu8ZobC9KjIt+191wCbaAaLhMH0OTIawJwhEtT0BLyshsOjebbnrEYwwmAAAAAAgAICYQAAAAAAPALdCJIvGSH1Ty1c0hoZ6Vp+Z+CrNjJyry/yve0/uSFMGhlFKMc3joxwjL6O1VAVWt6lHpBr2WOko/V6K5cdeY3Wtj8ihKTJEJUVAMuhK9kcltL39Y9019w1lWwfM15Hrl9KsbGRRwd4e8dE1uTP6dnGRsrfNxYZ4C41gln38zsfAAAAAOD08vW//76OXgkAAAAAADDRjC+KrS+ge+0RPpDhktZItJ6RkSvDWyvHRqa0ff/efSHDFXqEYb6/NjbSXOaEsJZUCpT0hk1KDUOlUXTekZCPrmf/R0aGnqFdMJMNXLpN7I5sB9PNXlH5+W/iz4XlRxrBNOtcsGcwT494LX1Oa5+32mPOoLU9W79L8gjI/HshX6cJDAAAAAAQxP9KBAAAAADAo6Eh7J4MlbRGovWOjJwxIrLWGDbbXiPhWsEMGQia1QyUAyXyZ+bya3QwpXck5COT+9za/6Xg39ENVTU6DOZp3NoYHRspW8FEGCyPs0xJjLBM/y7D65jGR+aOkMfESBgspXO2gnm3p2cEZKkhDAAAAAAAp5P9VzMAAAAAAGjSXxjLRpEVTSLe5ZVGMu4ROsiNN57AiTVC0vUajhFerRGR1v7SjzuSFbCwAk9ypGIrlJGDH3Jc3AjZLiSXPRoGk+9FvidrjGZuzLJ+no3c/1Jt/5f2hW6oOiIYVhu1aIXC/nwmO+z1YdzeGwqTbWCiEezP71sA7Lo+v2+XkbYw2ZAoL/eQP6sjn0/92cojbs8UCqtt29r5/6cHugEAAAAASzAyEgAAAACAZ9b7RbMcWTVtXRYGEPZsulk5wmt1MMCzD/I4QD020vM883Y1KnJ2KMxaftcyxQhE+f51ICyHwX5KG1jvvo+OCD1La9j7r1vo6m4cpNS6z0uOi7RGUH7Toywj9m4C0zyfz1LToP68PeKoyMjvCkZGAgAAAAAm4X8/AgAAAADg0ew1MjI3mshmrLOKNoJFwydyO8xueFndEhN9z3+N4EVuB7NaouSluTzV6CWvR8Nb+vE6FDYaBpPXcwORJMMpshHsGZvBMrnv5f73tMN5wmBnCYJl1wauT0cL15u4fEvxhjDdMvZm3CbXTY6MDB5zI+e/Ed7PZ+140sdd6/GPRP8+l79jGBkJAAAAABjQ22MOAAAAAACOYn1JrEcYrmj4yq/RWq4cCZfS/Zi4FWQ7S+319f3e5hzZ1hLd/q2Gl9KX/vL58s9R1vuvsRrCSnR4rPQcGQSx2r02r/9qPy/fZz1vZBRdXu9IQ5i81NfPqvb+9PvXrEa0WU1N+bj0Hp97yG1c+Xp6E+Mbc3uXbvZK6s+lf3YtPfb78s9nSu8ft/DXta0sqZGRzu1fOv+diXUsWZ8pK7h5Ntb2jZ7/CYABAAAAACYgEAYAAAAAwKPzBJB6wkS9I6t0wEPftirwUQqA1dYl/Bpqm8jr+ot97xf8pf03k/X+S/shGrSItvToUYK6Rao0BtJqmxodE3l9zcJ7tm6XDWHSI4TCUrIb4HrCNa39nvdJqyVsdVi0x924yI/v2/QoRyPQtQmMlf7pNT/OeG4OneXXy+GvaCOYVDoXrtYKf2byWKodizLMeNZAmLV9e87/hMIAAAAAAIMIhAEAAAAA8KhqXyDrL5Oj4TD9mJEvp0uNXTPVAmAzlbbxyBf+3gDZaFNYVKkxKgefciBKBzM8QaFqOMQIkFjXZ4XB9HpbgSnJaghbydoPtQY3a3+0GsGs+6VWW5O1LrV9LD+vpYDm0QGxP7//Xco2rrtQlm4Ls8JhpcYwGQqzlpnX4/O+EczbDnYkue9Lx4K3GUw+9oxhMM/vm1kBYgAAAAAAnHb6F0QAAAAAADBdaXyhlr+IvlzWh4lyiEOGOWTgY1lQq7JcuU7W+kVY28/avvJxch/17i9reVH6/bf2xevFDl/oZiz5WG9YIwe6dEuYbpOq/fnv3zlhMBkA84zKzO//5WJvixWiLWwR0fcv1yn/mMut7BvP53UvVvNWDmHJdq7r495uYyTznzc/tcYwfV0u42NN0Ms6/+0lB8FazWDyGJKfr0fS2r5n/H0NAAAAAHhq/FclAAAAAACPKPJFsRVIGnm92jKstp8jAwl6nUbGRRaX3wh8tQJereXJhrGRYJj1/nu2g2zI+lJhola7liSDIrIRTN4WGR85whOC0s1g8v1H6ACWZ930eMd8m/XTej3ZCGYFcuRzWu+j9h5q+6ganNlxpGFKjRCWCGz9+fx+rBjnmP+8+Sk1g72p6yndtYG9/7pft/dft8seewRypdLn1joerPOF1cAnj9eztoNZ21f/Hug5/wMAAAAA0ImRkQAAAAAAPCL9RbMcSWg9Vo+UHHk9+WdPMG1FCEtrBUw8jVjdrz1pJKR3eXqZrf3fqzRSMKV/7T1WGMp6rPv1CqEva8TkrDGRViClNMYuNxbl67NGRrZGL+oRj9ZzItu8tTy5TazmJm1FQ9jeoTDtOqLx9/f178tN49dbSu9W8Ks2NjIVbvsOl72r2+Vr5xGWPfbeptbYV+9n1vpsnTEIltL2d0tpG884/wMAAAAA0IFAGAAAAAAAj84zhmr0S+XRQNlmWeIL9NlKoYeVAZTZga/o8lYFBnLQxwobycCGDEuVwkSu13u9D43UGsJmhcJ0oMoKnuiQykgYzHo9K/BSCuTpx0da2fSyreWX5Pesg2Gl53r2kRWmOTIMdg2CibDXn9/fLV2//912be2St383hqWUyuMiG6Gw60hKNTpSjq2MjJSU23Gvbao/r639bx331mer9fk8Qm/bYs/5HwAAAACADoyMBAAAAADg2emRhT0jqUqP8z5fhr/2HmFmjay01qd7+Wr76h/5mJR8IyHl470jJ/PyPPvVE8bTIwZLdEBIjiKMkuPlrHBYtG2oxgpUld5nDr3l91pqy2q9jh6rqUc4yseXyDGPpZGPkcdb62dti/z+rfam4ms3QkG6YUl+Pvc6P7yL9c+Bqz+/v0dE6oawdAt/XW+3Rjnq0ZA6HPZxe53aOlnr5mGN7N1DbTyk1Bo3WnveGXi3b+/5HwAAAACACV6+/vff19ErAQAAAAAAJqiNGNSPi4wYbIaLBr/Enh1YaI2I1A1l0dDJ2Zpbao0ztX0j379nH5SCP1Y4SobIepvCZCPYSp7QW6QRTC/P2wiWzX58qwGstnzPPm/t31Y4yGPPUJNktXPJdrBryMtLNIPVlpFfM1/vcVTTmrcdzNMMlh93tpGRrW17tt8RAAAAAIAfif/tCAAAAACAZyGboTwjBnWjlLvtq9A45qUbu2YGFzzju0YbyryNXb3Pjy7fanxzHQfB9+8ZpWg9NtwCJFrAVoTBdAuWd2Ri5mkHs96/9Xqehi/va+n2sdL9tffvWR8dBqvt3xwM8oyO1NdlY9hRdBhLtoN1ES1hmzGThdfbvK7TXs1qWqTBr2ekbMQe26B0fHoD1K3zPwAAAAAAg/gvTAAAAAAAnt1ogMn7+NoX4a2RkSu/vG+NjJz+eo3tXQtwee6fsT817/aPhLv06MgzNfyURiaWREZERkc0tl67tXz9o1+vtgxrfTwBuUhjWkrtljB5/O09UrbmGsR6u912DW1F28HUciQreCZv620JS2n/kZGtsZHWMd86ns507qiRrYyj538AAAAAAAYRCAMAAAAA4NlYDV75Uo8T9AaKIoEl8/k7BjusBrJ8Ka/3BiVGA13N9R8MFFjPN18nGJDTAa+U/gU5rJawHCrqCTyt1NvQld9nqRGt9BrW+28FxjzvIV+2Gr9ay/AsX8rvPwfkWuP8vI1R0tkawt4v3+Md5fZ8+w5pFQJexeX9vn/un8/vMZTfr5Xvf//Vt84rGxhL9IjX2shI67iMBC69Vh07rcDirPM/AAAAAACDXr7+99/X0SsBAAAAAABORn8pLZtPZKis9by7+1VAq7kewS/19wg/1N6/RQbwep4/Y3nekEFre7fCRlawIzqScaXeYJoMQZUCYaVl6/ffClG1zF6e5/U0vZ9r+zaHg1otYV4rQ2KymStff/+VUvoQwS0VDtvcblxWm8TexLIvY01g2V7hWxn4qgXA7p7naAbrPZZr733WcVP6/VU6/84+/wMAAAAA4HSCf4kDAAAAAADTVZuhgiMHI41ULbqha/YIR8/yZrxmZISj3n49DW3Wa89aXkq3bdEKk5TCR7k9q/QceXmk0pjFUqDp6/MWWsnXS+/TOyIy2lCmG8VaDWQz1NZHt6S1gn6yJSzSFHYEa0zjn9/3TWHycTn09X6xL6tUGCwHzd4b27Rlj2a1PB5Sjoj0jIuUx0v+LM1qCFs5Erg14niv8z8AAAAAAE40hAEAAAAAgC3daKLNbKQyn6tGOnrGPO45kvL6mosCTisaZSL7wzs+sqQWmErpmLawmYGp1Q1hvQ1gs1rCPI1upSY4c3nBhrDa518/Lt8v/9zLaujSYyLTx7/LTQtYZTvp9jAdENNhMN1CFmkM2/sc2Bvu8zaE9RzPezWEmbefIPAKAAAAAIDA/34EAAAAAMCzG20E0z+zG05kq4seKakbWUpfxnsbwWY1yEx9/2r/yG3camTzvH503VrBklJDmOc5R7aEeRu5stwIpn88ryNfr9XopR/fWj95n9VENko3mmm6IUyvx93y/t5CYa2WsNbnPz+m9LwRclSkvO36890Udg11fXyHvErLertvC8u3b4Jeb7dLq1VstC1slZ52sNLxdLfsie95+Fz/d/ujlzcaBKMlDAAAAACwCA1hAAAAAAA8m1bD1IoGqtrrz2Z9wa8DI7WGIR066dFqR1u5fVtKr199zms7dGOxghs5MFQLie3ZEKbbhqwGrpr8XlphsNryZ7V37cHTEJbS/f61Hi/bwfTlCrNHBepRjilt27zyY669/D14AAAgAElEQVS3Gy1gG7plLNgCVmKd/1bSob68X6vPMd6n9Znq/ZxY5/d8+9B44Mb70uf1o8//AAAAAAB8e2s/BAAAAAAAPBSrVcq6Xrp/NFCmL71hpNaIuOu6FkbH1Z5vXR8JTcj31Hr/+rq1rJEAwYwAwoowWA57WMGhI8ZGZlZL1wy1AJj1WqX3Xwuw7REq06+h95UOx7XawfLlqjBYa5xslAxpybDWNQBmjYB8S+n9I1XDYH8+U0o5BCZGTeoQWW9ATI/QXC2yH/Ux1QqM9mid/0eOj1bIbuT8DwAAAADAIjSEAQAAAADw0+3RGDZTNEDmXV7UnoGt0eV59kFvo06kScoKN60IhumRjD2NXZ7xkKXXfDal8J/ncToINhoKq33+ZzeEabIxTAa3rg1ib7ewmAyNyZYx2SQ2ox0s2yMIJlvAPK1g1+cZnzn9+Rr9/LTef8+xEW0HM1+XxjAAAAAAwDEO+l8xAQAAAADA7i6X25fSuuEqX1rtJp7lepbvXp5o/NLtXyltG748bV/e5fXyvn/v9l2xPM8+0NuztV1eL+UwV6n9RwZDas8/g5fL7X142ozk+znz+/Iq7R+r8a22L2VLmGwK61X7/OfbPMdvhBwZKUNh75fv8Ff+fH18P1ZcZn8+RZjs93a57wPHy+z3WpL3nQzz6T+bzzMa+WY2hLXef29IsLZMee6dfb4GAAAAAGASRkYCAAAAAPBTrBph6BlBGVpPFfIYbQSzQmMzAxSjIzhbyxttmJHL8zaFedqWdAuXVGvX2qMhTL+evPS2g7UCK7VlPHNbWK3ZqbQvZWiod3zkrEbAHrIVTIa38hjIlNK/f2b9MJ73K11HRd41iD1QcFAH+byhPqsZTI8dXfl5GWmOzM+vjjCefP4HAAAAAGASAmEAAAAAAPwEvQEifVtt2aUvvL1BpOvyHAEweb0VYFodIPG8f3mpr0eXp5+vH6/J5+tWG/PxRiCvRo9kTOk+8FGzIhhWW5Y3fJLXv/VeekdSnp0O0On9q1W3+eCYyJT6P/+zbEJhMtD1HfKSIyDl/TL4lZvBdHAsvaVbsCxAj8tcdY6T7WA60FcKhq0OfJYCw9bjRsdFVhvIJp//AQAAAACY5OXrf/99Hb0SAAAAAADgQJFA0ejrFO/bufFnxmv3bo+zNMZY+2M0VBMZIakDVDOsCGFZjUarXutsrDCYZI2PbC6zox1sxOygmGwKuwbAjKCYGQ7LjWEf5cdH7HnOlMEvz9hP6/NRagfrCVBG3/vM0ZEEugAAAAAAD+CBeskBAAAAAMCQy+UWApJhINlgYv3Ix5SWK5evf/J9tWXkFpf8pb388l7eZt3f0nr+aKjC+/6vr6e2twyIWY/Xy9f3R9ev9vzPv/c/LTkEpMNAL5dtYMgKVO3RplVav5Kvz+2PpyEsX8qfZ1DaP9GGsBz+kkGiv3/9Ywezns//bLopTAe93n+p+36L277/LMNgeZlnJhvCvEqfg1IYbNVnprcdzHv+i57/AQAAAADYCQ1hAAAAAAD8NEc2VK34YtwzYrL1+B5naYmJ7s9WI5z5nEqowtMilYNVHt5gSGkknQ4xWSMda3pGXUaW/6is/SL3aWu/5TBRaeRgb2OY9/M/K0RmtoCp1rDWfSmNh8D0yMSZrH0SDe+VPgc6EBZhvc+Z+9+7Hc9y7gcAAAAAoIJAGAAAAAAAiBkNlHmDSN6A19F63n9t++0Z2IvuixIdwKoptUuVAlaWlaErTyuYXpfVLWdnYDXAyfu8LU96ZORe4yN7AmGtUY453JXebm1fVvBLhsjkY3v1nAt1oKu0zXVQTz5e77fiaxXGRXofWzLyO2B2IOzokb8AAAAAADTQVw0AAAAAALZWjyjU4yhL5Mgu+UV9dITk6MjJKM/7z5fWSM7W/dH907s/5fYaVRsdmVI9FFK6T49olCPqZDApOipSNpp5W82eXbS1rfoYETgqhY9mGjmGm2Gwt+/HfIhwWLqNiExvYmzkd1BsNAyWRT6fcuRj/tEjO/X+sB6vl3f3Os4gWB4X6w2Dyd8Fvef/nuVvHuP4nZWSfb4FAAAAAOAANIQBAAAAAPBTnaHhpPWFuRwH5m1vaY0QmzUyMpu93WY0sEUayNzr5WgJS6ndFNUKWVkjGCMNXPL5kfahUoNRqS3MajR7xpYwq/1LbpO8P72hsVJD2KymsNLnfxWzEUw1i+WGMPn4Xr3nKzkG0trWtVGe3mawlO4/C6XPTnTE6szzf8/yaQADAAAAADwY/jclAAAAAAB+qlIDlba6May6jh0NYfI51vOt+1eKvv/RhrCeBrLq+ntbiETjjxXyyI1brVGMchnW8mQLmNUIVluHkto6Rdb3GXnfl7fxaXVDWOvzP1sOd/35vA96vV+2DWHy8b2s81+NbAKzmr6sZrDecJ71WciBQWvEaE8YbPT831p+yejvPwAAAAAAdvZ29AoAAAAAAIATqDVQ1UJF8rmlRip92dtQdX1t9SV/qxFGm90QNvr+ow1go8uLbn/v9mk1hMlGqTyS0bvcWmPYaKNYXie5nq3gmvUenzUQlsn3bO0/b0PY9fGqIUxfH2F9/lsNUSOu4yLfvpvA3lJK341gMjA2ygq2lpQavuT21dvaCoVFQnv6c/dVuD7SqDd6/rfUHm+dR3t+/wEAAAAAsDNGRgIAAAAAgK1WYGj2iElPMCn6Bf+ezjYysuf1ivcNhGesgJAMg5VCYdGA14xAmAyr6HUsefYAmBQZAeoJhlkjCeV9K60cH7lS9PzXE+hKqd4Q5hkXmekAqHxMTxhs1vlf7//oco8csQwAAAAAQAANYQAAAAAAYKvVbLJ3YCml+5Fho41gswNmI+/fsz0jjTTR5cumMc3aRiOBmhwMibZvSZ4AmDdsYq1HdB1/QjDMGtlZa3hr7UMZBrsud1FQq/T5f1SRc1dtBGStCaxnjKf+HOTjQ4fBrMeWlM4/e57/9Xn1iN9/AAAAAAB0IBAGAAAAAADGRhbq69EvzKPjI/XIMH29FQCYNTJy5vuvLS/6+Nbr1+7vHePZq9QSpgMjVtirFACTgbFW8MRqA/M2g/2EIFhmbUvdqhZephE6mtkU5v38Pxr3CNfKSE4rIGaFwvRzLHt/Dlac/3sCYpHzLwAAAAAAByAQBgAAAAAA5gWK5LK8AafRMJLnC37r+mhD2Kr3H22ciTaMRdcvJXt7tgI1OShSaoryhohajWCl67Wgig581QJgknxt+b6ePRxmvT/PuM/qMh2hpHxbD8/n/1FDYT1KDWCebV1rCyt9DvRnyvqM1njPzzPO/63XGv39BwAAAADAAQiEAQAAAACAG/ll96xAUfQL9FYwLBoAaOkdH7nq/Y8ur/X81vIsvdu2RgdGSgExHfCqBcS8wSyrEUyOuKu1hP3EhjCL1RAmt403FFazaoxkSn1hsPdLSn8+27fNFP286W3aagSTf87Pj4yMrDXHycd4R6w2w1k7nv9r5+bo+RoAAAAAgJ3tPAcAAAAAAACcWk+7SQ4SXS7b69YyZ7SnyIYXT9tXDg5cXrfX9fJ6zX7/Z1jeTKUAyMvlFiSKjBxsjYyMygGWr892GCylW7Dl9XL7eXbWe8z7T+47uW1Cy3+9XVojC0eUPv89n3sr+NUKg71POD6i4TW5PUusxjB9myeQVzo27l7PGdj0nq9Xn/8jDY35snZ+BQAAAABgZzSEAQAAAAAAm3eEYasxZXQk4qieEWEe8v3IS309+v6txrSR7dczItK1XOfIvdIYQRm6stqmrOWk1NcIpkUawTQawv6Z0RCWtcYY6oBYpDls1ec/pW07WKkprLc9LK+j1YhV4xkL6WkMa7GOfxmuvFuv4KjI2vuPBPp69/+s338AAAAAAByEQBgAAAAAALAdNRIxSgcGtGiAIPz6B4+EbI187AmQtcZ2HmFWI1hK9wGw0nVNhtt+UiCsFvDSDWHRMNj1NQqhr1K4KRIKW/X5l2GvUvCrZ6TkSAAqJbshrDYS0tq23nCY/CzI8avegKUWHQk5+/xvnSdHz9cAAAAAABzg5et//30dvRIAAAAAAOBk9MirmV9we75A3zOQNBoWiW6XswUIWoGy6nODo+xSKo+Y87SEzaCDKjLEUntcSj8rBFbiHREYCYVZ4yF1OKm3Iaym5/jdQ8/5yB3gUuG6/Fxrm9aWWWsIaz3Osiqw29I6/x99fgYAAAAAoNMJ/3dPAAAAAABwuM/P20/+c0kOEl0u9o98jFxWXr4MJK0IguXQx+V1e/26PoNBhBXvXz5eL1/fH12/1vrofV/j3XYyHFQKkrxctsGi3oYhD+t1vj63P5b8PnoasB7d66UdBsuPiW4fHVCqtYD1hsGsz//n3+OCSDXy/BQJrelmsNfX++t5u1otYfonSn+GI0rn59b527Pc2vM3zWOFc2Dk9x8AAAAAACdBQxgAAAAAADiv6BfscnxYKehhjSQbcXRzTLRxLPJ47/b3BDRySKg1UrDU2LVKZMQdDWH3+27WyMjrMgqNYKWAUjQgVhpJeCbRc5Jn3GZpO+nHeIJg+nMgP6/5c5Qf4xmvOnIO9oyYLD1eP+boczkAAAAAABO9Hb0CAAAAAADgwYyOPGw9f2SEYf6CvzoCzPGYqJXvv7V9rRab2rpEHl/bD9FAnQ6IeENDPeGwSLuYDKDVnlda/0cIieV9NDv4pMN7eVvIbTVTaYxkxIrP/ywy2OT5fMlmtdb1WqAuEga7Pk8EvWqfHc/nQ4azogEva3+uPP+fbeQvAAAAAAAF9FgDAAAAAADbXiMK5W3W/aNftI+OHAu/3uT3r++PjpCc8fiZdGhoBRkgy9flOLvSyMioRwiDZXu1YK0aqzkjDJadrRFMkoGlVmjJMxIyX7ceK0VHRNaO/RyY9B4DVphLvn95f/R87n28DOTmy57ffwAAAAAAnAQNYQAAAAAAwFZqkGo1TEUbqzSrgSVfhoJphYaZ2SMj5Trq9bXubym9f+/yRxvI9GVpm/dut1ZDmDeYlR+nw126tUq3f7Xut+hGMM8YvJWsbS9DLrWGpZEwlN53Vnub3j7RYFgpmOQZbegJia34/I/SgadWK1ZW2gZWKKwUFIu2g1nHv/7seD8fpeO4dvy2GsE8DWPVBrHFv98AAAAAANgJgTAAAAAAAFC3ekSkNusL91IAYO+RcTPef2R5RwQaZACjxRsYkiETK3ikA136efr53vsfRWukXuv4n9WSVQqFjdJjD1sNYd5AUy1QdERzWGm/ec5PchuUAnO12/T1HtZnZ2T/jwa+oiMkU6qf/xgRCQAAAAB4UPRdAwAAAACAutERhvr58gv2I0ZyWSPEhpa38/sfXd7skWg921COlGuFR3TYSAa6rPYv/Rw9MlL+RNd5r3awPC5Ph1r0GD0ZhomO0Ouh339pO84eF3ldrgo35SBTzwjJvUbIetclyvP+9W2lEZPWYzev9Xn7yX/OSg1xHj3bf/T4N9ejsr6t338AAAAAAJzUy9f//vs6eiUAAAAAAMAD2KshpdbIsmdwzGv2dmiNjFxtdFt7whhWqMoKkcjxjqUWr54RkCNGw2CttiLPyLuZIuGZ2rjPUsBuRjis1nhVagzrtVc4rLQ/vaMiS+9fX58tH/8jzWC197fn8W+dW1vnP8JgAAAAAIAHccJ/RQUAAAAAAKe0quFLN1bJ16iNQXQv32gEmx36WP3+S89b0QimG3Fq69G7PWVwJBoY0o1fMgBmjYPUj5e3eddV/sxuv9LHpwzAWOPvosfzzOPfagiTl1JugJvJarzSjWErQlArWfvfq9aYlm/XjWD6Ng/dEJbSvHa4vY5/r9L5T/7+AwAAAADgAdAQBgAAAAAA5qo1fM1a/tDzRehiRvOMfl+r339L6/V718+73XvDRrPCQ7Mbw2aNiVzV8KW1GpZK90e1WsLy/StCdK3GMC8dQLLuX6HnWJBBN+v95+v5saXHhF/XOP5Ln6UZDWGjog1je5+fAQAAAADYCf9LEwAAAAAAiGk1TumGFXlbz/Jmk8GAWcGEI99/pGHNs3496yODM95tmhukvE1SpYav0QawqNUNYfK2nue3Gpbkbdb9Lfr95+2ut7lulJrBagir/bml1UC1gt7W8nVqrymbveRtpeurm9J628FK718e/xHR4/+6Hp3nPxrCAAAAAAAPgoYwAAAAAACw1uzGrLN9Ie9p1jqyMawlsn6hoNqiprBoA1hvO9jsMFPWaixqiTYgRZfn1WoIqz1uhlIblvUYj9r2nBkO691fViNavn1VAMz6DFifpchn5QzHvw6Anfn8DAAAAABAp5P9CyoAAAAAAHg4ezeGyeWcwar3f9b1K75OZ8NVSutCQyNkc9mM9fM2crUaw6INX5HleXgbwrIVTWElOSQVbQpLqb8xLbLsnuXrUZE1Pe+7urxA6C/SDhbdvjOO/+vzP9ec/wAAAAAAOJkT/msbAAAAAAB4KLNHEOrlyQaXPUZKRq16/3utn1Zb39rzdEAjFHr5tK9rsh3s6/PWVlRrAOtpB5sttxh5AnN6G8pGpJ7A3eiISE3vn7wfStt5Vdjv799tO1bpMmp0hGFtuT37r9YINuP9RpUawjyhv97A6Izjf3PbiUYYAwAAAACwyNvRKwAAAAAAAJ5EaeSWFUJqfSHfGuFlBa6O0lrf3vc/sj5SdARabX1r29oa4TZrFGFmBcD0CEn92CgdbHm9/Lstr1dv25UMprQajVoj8fQ4w9p2jozU8+4vb3PU3nRDWG9TmLyU13uCTK3rLTrsVQqAzQ6D5eM8H/+1+z16339K/cd/T/Axer4GAAAAAOCkXr7+99/X0SsBAAAAAAB+EE/gq2eZR4mu94r3P0Kvj6bXL7qte1qWzjRCMofBRsYe1gIskcDWCq1AWUlPKGzVfvW0Y3nCYaVQUe82svapXJZ3n5cawvbw1whhyts9Ssf/Ece8Ps9Gz38AAAAAADwIGsIAAAAAAMA81pfqrcasVkDqbAEqLRooiL7/2evnaTCz3oO+br3f0RF7MngVbSAaUQu3zAiDyfCLvmwFxEYDZK3nW+vT4gmDyUa10W3oZY2NTMkfniptU327t6HKCj95x3bKRjBJtp+tCoVZ+yrvXx0Ma+3b3vevzQxQjpz/AAAAAAB4EDSEAQAAAACAx3b0yMhHCwvMCqB5t3tP85Qc0biXFYGlPRqQooExTwDNQ++fUjuYNXJzxb7VDVryurxthNxmK52hEUyyxq96Py+rt5V1PJvr8SABYwAAAAAAJjlR/z4AAAAAAPgR8hfxl8v2uvd+7Qxf5EdCaT3vfybZiONpx9Gi6zQaCNmjWSqHlHJQaWUYLQdXLq/b6977Ndm45Glfij5eK7WDWaGhlLaNbyuDfn//bsNTOUClL2fx7p+ZZDvY0tdx7CP5eYno2VbR479m9PwHAAAAAMCDIBAGAAAAAADmagWeWl/It+4vBaby44/+cn/F+5+1Xp6AXTSQV1zO635BmRlkYGlWQMwKDLUCWa37o4Gx6ONnsrZf3s6ryHat19f+EJW1vTyBo5HtXQutlcZhzgyH6eM/pX9BP93+pse6tljHf8TI8Z/SrQWs9/wHAAAAAMADYmQkAAAAAAA4l9GRXnt/iT87gLZifJlc5syRaaFmtI7RkSntNz6yFG7JAZkePeGX6AjI6PM9y2/tK2usZ2lkpOe5K5RGLq5u1xphBb70batGSNaO8RwKky1wrc/EzFGRkeP/bj0+153/AAAAAAA4Mf43JwAAAAAAsFbvCMhIQ5jVFHYWZxiBGWlg02rr71nX3jYq2SSVr89ullq1XGn2CMhmG9JgA1mvr8/y2MiUbo1rsoVqdVOYFbCK2qthzQp8lUJgs8NgJXJ/fonPYkvkePXobQjraaAEAAAAAOBJEAgDAAAAAABr6S/gZUNLz0hC7/L2+pI/OiJy9P3PMiug12IFkCLk2MGRtq7SsvWPfM2Uxl9Pv3/Z0NUTMBoNb80IOFntYPmn9pzSSM7ZSuMUe0JhPSM8e7UCbCvbzUr7Q4f8Wp9B2T6X/zxT7fPkMWskLgAAAAAAJ8fISAAAAAAAcC5HjTTstWq8Y6SFa+Xra9YItvBrdIyP1CGUGWEiK9iiW6xGjIyMPIpn39TGPpZCYXoEqNy2e4wENdfJGyJSAaeZ+0iOsmyNjFzB+lzp244aFZn1bu/e3xk0hgEAAAAAnsDb0SsAAAAAAAB+OE8ATI+M9AbGasGmmUZCBDMDcDO0WsBK67sXHVjRrVMtrbCXHFO5B91wdGQYTL5+LRjm3daZtc/0favbwq6v3TE+Uu+TGftIBsGyUrPZnuS+sYJgtc/OqmNXN7JFPi/R8ythMAAAAADAkyAQBgAAAAAA1vN8AV8KgEUf32q4WqE3sCaf633/R+sZGznaqGSFiUoBo9YydABJB8RmNoTJ8Erp/VtjCPcgAzU9+ycS4qptx5XBO926pW87il4X7+NXKR3rL5f7kZGt/bU64Bj5vMhzsWw0PFMAFwAAAACARQ7qYwcAAAAAAD9K7cv2/MX85bK97qWfL7/gzz+ryfWVgSlPeGr0/a9SWh9rfVNqhPgmhEJeL7cAkgwiWbdJOsAiA2Wr28A84ZXo+MxZPv/a6+ddH729Xy52gKj0vLw/5X6dQQa9dJBKB8TyzxFkG5j8kfetVjr+8z5s7UtJH0vy+DpC6fwbPT8DAAAAAPCgaAgDAAAAAAD7sRpbog1Z0RGTexhZ3zM2hNW2Z+/6jjYGeRu+tEgjmHyd0ZCYHL2oG5NkI9fRIyJr69caG5nSbbvJ8NDX579wmBTZXyNqIbC713q9PWe3EJZqLCs9Zvl6VEZA6mBf67Ow5zHsaSALtRcav5MAAAAAAHgCJ/jfTQEAAAAAwI8xozGrp4Fr5Rf9K9ZXL29v0UCFvCwuUzVSjQbDZtGNYTPbqlKy3/PRITCpd/2sZq8cAtNhsJS22zdfttrdZmgFr3RjWOs5o+siA2q6JSxf35P1edJhMM/+ubzeQlqzW+/k8qLnkMj5GQAAAACAJ0IgDAAAAAAA7McTHtIBKtng0jNS0QpkzdQKfEVHQq5e34jZ6zsrMJJDRZ42LyvwtTqQZI1gXBmYmcm7jnl7ym0vRw1a4wblti/tP73MWXT4S4awUtoniGWNrLSur6aP/ywyIlJbGXjMjWCtY9M6BzEiEgAAAADwQzEyEgAAAAAA7CfS6OUdCakfb72mHtE4s3lr9khIa3lH6dlf1eX9vb/sCUfJwJAe+eh5rh6TV7reyxoJKUMyZ2oI0zz7Ro/czPKoQT1yMPNs29o4SS8dvMq3pWTfrq/XxkxGtJZVWs/VoTBrG8swX9Ya7ymNjoRtLdvz+bHOQYyDBAAAAAD8UC9f//vv6+iVAAAAAAAAP4gn8LXnuoyKrveZ3n+LXNe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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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",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_7",w:123,h:202,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_12",w:39,h:119,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,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",e:1},{id:"image_17",w:199,h:193,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAADBCAYAAAB7XKTbAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAWu0lEQVR4nO3deZRc5Xnn8e/z1tLdolsCGQSDQYYhQSZaMvZkkCByAnGwMMvxkmlObGdpyzhGeMwgwOPkDPZp2xlPvLQkwGYxRigxiEUYE4cdAx4DBglZYAcrRiAhCdRGC2qpu1Vd633mj9vduqXeqru2W1XP5xwdqW5V3fv0Ofr1e9973/e9gjFlpNp1Mlk5Bc87CWQ2qqeAvAv0WOBoVN6F0AbEAAdEB7+ZQqUPoRfVXoTdINuB1xHZgUZfkeYrtpazdinnzk3jUO06mRTz8fgDROchLACZg+q0sh1UpAf1NoCsJxJ9WOJXri/p7ku5M9MYdE9nK21tC3GciQ7+QU+sdl0ge3A8iMdaabn6yaL3VoqSTH3TPZ2tTG/7E+CDoOeC/CGqrtp1jUt4HU9uoUVWi1y1f2q7MGYUmrpuHl72L0HPQ+SPQh+GsQh9SOTbHDy4UmZ19k/uq8YM8gORaUfkElTfW5UiRDxgC+hrwG9R2YyL9PlvellUc0ikiVzuVByzQU8B+X3g9PEDLHuAa6Xl6lsLLqWIH8PUgVAEAulG9Cfg/pWm3qdEOtOT3YPqipmk+QCqHwTOG/tn0cdodp8VufrNCauabBGm9qk+HSW56a8QvQplftUKEZ7GRa6R+PJNpd61atfJpF0Hnncp6OwjjtuHuL+Wpqv+dfzyTMMY7FgvRbl6xH+YipNnaX7/uSLnZst9JE2uOB90KfARVOP+4cXD40sy7ervjFlhuQsz1ae6YiZJ738i8gVUj6nowbOpwT8ZyKQgk4RsGjxvB9mBG8hmXkVcDxHZS3PLHjl1zYFyleK3JnSidAz3T4SbpfmaZaN93sJRxwZvzH0R+ExZb8aBH4B0AlIDkDrk/zs9AJ43uf2IJIFu0G2ovA76Ks5tJi6/kTnrdpWiVE2umgO5rwN/gapD5AZpvvqKEaWU4mAmXFQ746Tbrka5tiyh0JwfgEMH/b+TfX7LUG5CN8gGkBdw3gZmLXhxspdngzS1agGaXYVyLsj/kZarr80/nKkr/vm1dwPK75VupzkY6IVELyQOQPJQyXZdFP+y73MgDxGL/FjOuGfLVHajA12fRfgmop+XpmvuGt59yQo1VTV4CnU9qh8tyQ7TCeh7Bw7tD08YJiKyDXgAF7lf5t373GS+qrrqeJLZbyLR/yvNV74KFo6ap290NnPijC+i3t8XfQo1FIj+fX7foVqaWiDWAvEWiDeDix5+zzm/HxPs3GcGRtYr8grCSlrnr5VTO5OFHlqT1582NNrXwlHD/HPm3D1F3bwLQyCiMWh9F7QeA9OmeDEtlxk89TsIAwcP/yzCfpDv0+S+O9kOvYWjRmmy6wrg28PX7SerdzcceLu6p0zTZsCxJ0Pz9NLvO5uCg3ugd6/fwghpYA1t079U6OViC0eNUV0xk5TeNqW+hebgwGAoMgWfaZTHtBlw0tzKHCvR4//c/fv9lsS55TLvvn+Z6GsWjhqimRUfIKt3T3ruRC7jB+Lg25W55FqIWDMcfQLEmvzTKhf1/y2Rsb8j9IE8ieqvQd5A5O3D77mj8gYjqiwEnZX3/WwK9u30WxPhp8Rinx/vCpeFo0bowHe+isi1kxo6nk3B/l3Qu2fyN+OqxTmIxP2gxFv8EDW1wLSZn6a5b+1kBiX6d8QjZ6LZP0flguEhM0Mh6duXBOmUBfd9c7TvWzhCzh8P1boW5eLCv5SD/d3Qs6t2QjGx5fKH968qZgeaum4eZC9G9RMo80knYM8bkOj9IQvmX3pk8CwcIaa66nhS2UdQ3lfwlxI9sPuN6vcpykHkFRw3c1TbncWOwdLUdfPQzN+g8il63z6R3due4YT5FwTvuFs4QmpwJt5DBY+ezab834L9U5oRWluENOiPcHKrzLv/6WJ3p6kVH8HLLeN3W1qRd//50H0RC0cIDQ4BuRelbeIP1+UpVOFEtoF8H4mtkfl37S5mV5pcNQfNnTS0OIOFI2Q02fU54MaCOt7pBPzu1erezQ4L/z7GTxB3q8y/7/HS7NKEhqa6/gFPv1HQh3u64Z2djdlaTKRErYmFIyQ0tfLLeLmvTfjBXAZ2b22MvkWxhloTx41T6ZtYOEKg4GAke6H71fDcyKs052Da0dB0FMTiEA2MnDlyMOKRc0xEthGL34jjn2XOXfsKOZyFo8oKDsY7b/p/GtUJp0HbsePfQT9SNgXJfn8w4qEDgTFW+iNc7HsTDWu3cFSRDnznq8BXxv9QDn73mp1GHXcKHFPkiqPphB+Svr3+gEuRzajeyvTpa0a7b2LhqJKCgpHLwK7NtTPZqNyaWmD68TD9OIjEittXOuGPserdA7lskqOPX8sJp38/uBi1haMKNNn1OVRvHvdD6QS89ZvG7V9MZPpxcPTxpRnu3v+OPzAT4OS5L4HcQm/fnZM4gTOloMmui4A7GO8XU6IH3toMuVzF6qo5qcTh+Rro4IzBKf53jk+D6bOguRXSh+JEm2YQb55pLUcFaXrVQrzcU+NOZ+3dDW+X9Zks9at1pt+aFDqbUCSBsglhA6Ib0fiG4ANxLBwVosnrT0MzvxgxxyCo0a9IlcrQXJHpx0E01gdsB9kKbAN2AK9DZOvQQgpjsXBUgOpNs0gdem7c5XIaPRhCN7AZ0Z14rh+I47w4noshXhQkBhIFmkBjIP0ofUAPIr1AP5HYASL0kMkkiES6ibid493TUF0xk4ycgqez6O199sg1sCwcZabaGSfZ+gxw5pgfauhgyPU0x79e6I25QukbHUeTOHQinp4EehLIycyYNZvjTn034t4DzAY80JtoinaJXDlimImFo8w01XUbni4d8wMNHQz85T+VnyLyLOirRKM7Efpx3iHS0SzxbBQljroYSiteZgbqjkKYSc6bicjxoDNBZoH+J5DjgBNRbR7zmNOP28Lxp9860VOfLBxlNOEl20YPRiUJ+1F5iIjeXug4KwtHmQxemfr5mEvnWDDKT2QbyoNE9AHmfuGZyT7uwMJRBv7SkrlNY64SYpdrS89fN3czyrNE5Hmi8oy8d90bxewyOvFHzGQMPjXpvjGD0f+OBaMY/vI8O1C2I7yCk//ARV6h5YzNk1n2sxAWjlJLbvoa6OLR3+uFt1+rcEFVIPQBfSAHgAQwAJoCOTwWRskhZEGzoBnUZXFeBs+lEQ6AHAhcmj2Ak7c4bu7OYh45MPkfw5SMDnR9EOHxUae41tNYKf+398soLxFhCyo7iES6ybldxc7jDhMLR4n4jxbTfx/1dCqXgZ3/XtvL5QhpVFYTidzB3GXrK/Esv2qz06pSSeltY/Yzdm2u7WAAiCyTBT9a7b+4t7q1VIi1HCUw7v2MPdsOD4euZUIfKg8gssPvKwzSI37BDr3naRb0EBHJgPQRjSXJZA4QiezDeT00HdVTzodjloKFo0iDD1/cNOpIW7tkOz4hDfIW6DZgG7htCL+B2Ith6LtYOIqkA13PjHp1Ktnrz8mwpXOmRmQbeOtx7jli8XtKPfaqoBIqfcB6osmuK1C9bsQbuQzseLk+rkyFgX8x4HGc3CLz73uwcoc1U6LJ60+DzK9HPZ166zf+ihemcIfvcL+Ek62I7sNjFy6yl6h2M3Pu3kre4wC7WlWE9K0oI4Oxb4cFwzl/ymokCuKOeOBlBGAAkU0or5DsfwnxXpz4Dve6clc9goVjCgavTp074o1kr/+wmHrnHDS35T9cJtrk/8ePNo38vIgH+itUHiUqjxB93/O1cJ/ETqsmyZ/Vl/gtqvkTlRuhn3H0CTD92MJW/BDpAX6K8jDNkUdGm0wUdtZyTFby0LeAkTP4d2+t72CccJq/ZtR4RHpA7yHi1krsqmcqU1j5WMsxCf4DK72fj3ijEe5nOOc/Kzw2YoJdBuER+vbcyZw5D0zmmX1hZ+EokOrTUVK/3IQyP++NbAq2v9R49zNENuJYU617EJVgp1WFGth0JXJEMAC6f9s4wfCnmt5B1N0ic9dtrnY55WYtRwEGl9Z5fcRjyHq6Ye/26hRVSSIbEW6idf7aUk8oCjNrOQqROvTVEcHIpvwnK9UrkSTirSUS/578wT2b/I0/qm5NFWYtxwQ0tWoBmntpxASmer0LLrIZx42leJxxrbOWYyKaXYWSH4ze3fUVjEk80KWRWDjGocmuC0bcCc9l/Od91wORV1C9jaamO+r1ilMxLBzj0n8asWnv9tq+OiX0IboOia22VmJ8Fo4x6EBXB6r5l24TPYPPg6gx/timp3Duh8yad3+lR7fWKuuQj8Jf/LntNdDZeW/seAlSA1WqagpENqJ6J67prjDMrKs11nKMJtV22Yhg9HTXRjBENqI8QDy6Ts64Z0u1y6ll1nIcQfd0ttLWtjXvITO5DLzxy3D2Nfx52E/ieIiYe0DmrGuAMfOVYS3HkWbMWI6Xy3/60jtvhicY/oy5TcDPEXma4+f9zPoQ5WEtR4DqipmkvO15d8PTCdj+cvWKGlpdEF5E5GlaW59t9JtzlWItR1BKO0cME6nUPQ0/BG8CWxB5GdVfEXe/KnalcDN1Fo5B+solfwx8Pm9joqf4O+H+f/q9oHtR2Yvz9qBuD463hteYbWnZZq1B+Fg4Bl103Y4P/ffzprlF80/klBNn0ByPHB5xK6SB/sFVww8Ah4B3EG8/6g6g7Cca30eEHrKpvbjYQSLebuJz32mkUaz1xvocwJKOhSsVvTK4beb0pic//l9aP3HJ0kdq8K6fKYWGbjnaO9vjvdt33qJoR94bTu/OzTzhby9Zuq5upnyayWvYlqN9+VktfQdy93jKxcHtDm54dM2GK6pVlwmPhgzHhcsWH5MZSD8InB3cLk6+8tjq9V+vUlkmZBouHB+77OxZh5K5J0AXBDbnxLn/8djqF8Z+LLJpOA0Vjov/7pxjU+mBJ48IRtLhPvXomhfur1phJpQaJhyjBkOkH+Xjj69Z/0QVSzMh1RBXq8YKhhM+/Ojt65+tYmkmxOq+5Rg3GKstGGZsdR0OC4YpRt2Gw4JhilWX4bBgmFJwE3+ktrRffk5rJpN4xIJhilVX4WjvbI/3DiTu85Q/Gt5owTBTVFfhOLhz+z+rsiSwKRmJ6EcsGGYq6iYcSzoWrsSTvwxsyjncpx75wYanqlaUqWl1EY4lSxd++cj5GOLcMhsSYooRqXYBxVqydNFn1dMVwW2Do2tXVqsmUx9q+lLu+R2LPu7h3Usg5DYfw5RKzYbj/KULF3uePgEcfoKj07sfX/3iJ6pXlaknNdnnuOAzZ79HVX9MIBgiPDZj9il/W8WyTJ2puZaj/fJzWg8mBp4L3uRzwsa2lmnnrrvxZ7bynymZmms5+gYSa/MnK2l3S1P0QguGKbWams+xpOPMf8pbEEGkX3AX//jmX+ypYlmmTtXMadWSjjM/qXBncJvD/YXdyzDlUhOnVecvXbhY4bbgNnHyFQuGKafQtxwXXXbWu9PJ7AaQE4c32iVbUwGhbjnaO9vj2VTugWAwnLBxxozo0mrWZRpDqDvkB7fvuB4Cw8/R7mhT9KPrVj5fA88fM7UutKdVo3TAkyLujx+7/YVNVSvKNJRQnlZd1LHw91XkluA2cW65BcNUUujC0b78rJY03Idq6/BGp3fbUp2m0kLX5zjYk1sJDN8BF8eW6c1HfbaKJZkGFao+h/UzTJiE5rRqjH7GFRYMUy2hCEd7Z3t8jH7GrVUsyzS4UPQ5erfv+BrWzzAhU/U+x5JPL3q/qreBw1NdrZ9hQqGqp1Xty89qQby7CM4Bd3zFgmHCoKqnVb093jcUTg9s+sWjqzd8u2oFGRNQtZbDH4aet9ZUMo50VKseY45UlXC0X35Oq+fxL3mFiPvSg2vWv1aNeowZTVVOqw4mEt8BTj28RZ569PYXrq9GLcaMpeItx4c6Fp4HfG54g0h/NBKx+RkmdCoajvblZ7UIelNwm4hc9fBtv9hRyTqMKURFw5Ho9/5e4bSh1yI8ZnfBTVhVLBwXLl38nzMZ/V+BTcmoxC+v1PGNmayKhSOr6RsJLt/p5BsPrX52W6WOb8xkVSQc53cs+njwiUsCW6fPnv3NShzbmKkq+9gqf23bQ6/mLa2DfOjxNeufKPexjSlG2VuO3kTi2hFrTlkwTA0oazguvHTRGQrXDG8Q6Y/Ho9eM8xVjQqOs4chk9bsER9yKfu3Bm5/fVc5jGlMqZQuHfydc/+zwFvl12+z3XFeu4xlTamULhxP9xhGbrlnXuS5druMZU2plCceSjjM/6WlwGU95yjrhptaUPBztne1xRf4xuE1Evljq4xhTbiUPR9+ONy8DPTwc3endNu3V1KKShqP98nNaFe/LgU25GE3/u5THMKZSShqORGbgi6ocG9j5jTZ+ytSqkoXjY5edPSuT5arhDSL9Lc3RfxznK8aEWsmmySaSuX+AwysWivAte8qrqWUlaTku/rtzjlXh0qHXIuyb3tyyshT7NqZaShIOTwe+kLfOrcj16278WX8p9m1MtRQdjvbLz2nNZvXwjD6R/mhT7LvF7teYais6HH3JxLLgFSpR/d5DNz3bU+x+jam2osLR3tke97z8VQunNUdXFFmTMaFQVDh6d765NO8Z4XCrXaEy9aKocKiXt5pIzkWiXUXWY0xoTDkcSzrO/GRwDJUgP7TF2Uw9mXI4RFgeeJmLRuVbJajHmNCYUjiWfHrR+4PzNZzw8EM/eOE/SleWMdU3tZZD9QvBl57KDSWpxpgQmfS6VRcuW3xMZiDdzeDqhQJbH1uz4fdKXpkxVTbpliOXSl9K3rKe3DLOx42pWZMOh3qBZ2tAMtIU/0EJ6zEmNCYVjg91LDwv7xECyN02VMTUq0mFw0l+RxyxjripXwV3yC/4zNnvyeayWxlcwdAJGx+9fcN/K1tlxlRZwS1HTnN/Q2BpT8R9rxwFGRMWkzit0r8a/qdIf9sMuacM9RgTGgWFY8mnF71fPU4fei3KfetWPj9QvrKMqb7CWg7Vv857CWvLUo0xIVJQOBTvksCrblv31jSCCcPx4UvP/LPghCbB3VvekowJhwnD4WUl75QKkR+WrRpjQmTc+xzty89qOXjA2zO07I44tjy2esOcypRmTHWNu+JhX49+OLiKIcgd5S7ImLAY97TKc7n24OsosTvLW44x4TFmONo72+Oou2j4g8JGWzHdNJIxT6v639qxGGX4lEpFflKZkowJhzFbDi8rF+dtUHmo7NUYEyLj9Dk0EA7ttkeXmUYzajguvHTRGcFJTSD/VqmCjAmLUcOR87yL8jbEeLAi1RgTIqOGw/P4aOBlckZr5MkK1WNMaIwIx4XLFh8DLBz+gPCEDU83jWhEOLID6Q8TmPGn4qy/YRrSKKdVcl7wVSwuD1eqGGPCZJRw6AeG/iWOLQ/e/PyuShZkTFjkheOiy856d/ASrno8XfmSjAmHvHBkkrk/Db4W+HllyzEmPPLCofAnwdex5sj/q2w5xoRHXjjEcW7g1RvW3zCNbDgcH7vs7Fl5y++AtRqmoQ2HYyDpLQ6+IU4sHKahBU6rvHOCb0SIWmfcNLThcHhI4EqVdtusP9PoHAxOiUXnBrZaq2EangPo3fHmPALjqRxiE5tMw/NPq4T/GtzoefJyVaoxJkQcgHpeXjia4i0vVaccY8JjqEM+//Am7f637/9sX1WqMSZEBk+rZMHwBpFfVq0aY0LEXXjpojOG1sIFUJEXq1mQMWHhslnvfcENGlHrbxgDOJC8J8LGIxELhzGAUxjub4iwz0biGuNz4L136IWq/LqaxRgTJtFoJHZ21mXnuxxnqKfWahgz6P8DxXf1SBUDLYsAAAAASUVORK5CYII=",e:1},{id:"image_18",w:259,h:579,u:"",p:"data:image/png;base64,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",e:1},{id:"image_1",w:54,h:93,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAABdCAYAAADudpVEAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAKD0lEQVR4nNWbe3BU1R3HP7977242YUNiwjupggiJCIThkUSnOrbqjFph6qutVGtfU21lFLXtqKCuCDjWvmzKQJ2OjlXAlrYqlVorUrA1JaEwvAQCraKGQDQJkCxZsrv3/vpH2BDy2kd2k83nv+z9nd/3fPd37rnnnL0RzqC7fDPR0LdAyhAmgrpBgkANqtsx5HWZvnQjQwTRT36eSVPTb1T1jqjBIodAl0nJshd7uq4HfOMI2fNQHdf+AbvJy9sgn3sgEGuH9IBvHGG7ALVH4RgBLOuYXOLbF7OjSF911+I1qnpbPI2CrU1vhFtPfNd79dp6gMiXg+p8BfMcAbQOMe6QkqWbejTyvm8KdugG1LgM9HJVzevWSWgAKsjPfybWL0l016IWVbzxGAM4dbJ2v3fMhCuwPCH8/n+p6tQ+hYT5UrJsLYDu9E3GCN+O8jVVnRSrpgjvkJc/NxZzFir7QefEmjzCsJzCi1vq/vtXhcbs3MKpiBmtyXMtW+7Ms0Ntt4SDJ6803VnxSqLKVdLUeA/w02ixBqbzRNwKZ/DmFs7Bsa8N+Bui9MimueEDrxMO/np4/viETJ1FZsYSZci05RsEHk9MwyRr+FjaAk3YwdZew1qb6xUgO/9CYqhs3xjybkxhADJj2ZJEzZmuTDKzRuA/eQTU7nY91NZMKHhKhuUWJpL+HESM15lq/jaWWKOj0YxlS0SYL4I/XsEM70gAgoGT3a6d9jfgyczFMN3xpu1AwBaRp5hu3iLiC8fY5lx0p28yhF9WdA5q4zjtVTAMs89h1Ob/jFBTE1nmSAjZ4DJRUwkEG8gqmJCQMQEbkTWotVRm+A7G2bY7qj7r+Nv7fgzhZecEi4XLPUwtl0fcmTntRsM29oEjOI0tYGvPIrnDsKYUgscVW6dE9qK6DpGXpGTph/EY6sjRzdT7vinBk58+aLjcN5mWJzfyuePY2OHThIMBwsFT2HYb7owcde9rQQOhHr+gc4QyXWpdWtQt7kxV9oNuxTC2Y5ub4q1OVGO6e/ESHH2k6+qhJ+xQgLbW4+raeVx6q1RX3BeMKmViwUksOwcxT2HxqRT5ojwrEqPDmO559G61nZXxJnCONGHX1EWNM3IyG63SSYuxCYITQiQANGFZx/B4jsjEh7rPPP3grLFdizaqclUiSfREK05tQ4/3meM10bwMPBddGKUjWoeYu8DZhLrW93c4dja2UpW7E00UbG2iLXCC7JwLIOyAZYBl4thBmhv/R5Z3NO6sbuvb3jsmxptgLpYS345E+tPxHMPjelREPkkkCUB9sx/T8iiW2T77We23qWG6GZZTQKu/HjsU8+4FVec6CFXqrkVx7TwinH1AF/kayLDKRXgn3iQixpuPVbbUuzzeHmdHV8bw9tXJido4zZEBvND+bI0Po/MfUuyrk5JlV4upN4jIe9Eai8ghMY3vS8mT148ZJvtMy9NrbIZ3JG7P8MTMSfibMTc4g9Vjh6ct3wBs0F2LJ6D6eYQrQC4BbQXDjzqfoOG1MuPpykgbf4h/Gob5hb7EMrNHt8eeqMWbU0Dsq3yZEmNgBz0a60jX/tT/EHgpWqJtjfZf6v32Y6Oz+34EZmaPxhDzg5bjH4/Jyh6VFduEonEfDRjRQ2IjK2fmzj8faGqLJdaTPWLUeaMuuqatteG61pNHnxaR93pafLcvflnFdOuxePsTdSkUD1c+cOOmtTdNumy015URVVg4TF7+lM7b/I6DnLCTgWW0kXPe3ngOgjrT51CMF3/Q3vLwpo+veGHeRDvaskyV8XLi+J3AqshnUuyrA6IvY2IgaUMRAKVyT/0pc/2h40+IEH1Y2s6opOp3IqnGTCO7ShD7yS21Bsj1IhzuLVagAZGok1KiJNVYVcXqZmAPIpdLydJN5OVPEXhcRPZGYkSkSYRVeFwlie61YiGpkwfA7AXzKlDu9I6cmbfZd3YbrzW+EVieULJX8b2R1MkDAEM3qs2CU8d3XAZ0nCilat/VazeSndDU4f8ACTu2Xpfs3PGQdGNVFaubxZAtonJtsnPHQ9KNtaNvKTpjzo9uHZOa/NFJiTHH4C0ATocGrWopMbbj2fW7QWpVnbmpyB8LKRqKIKJvq+oXr/T5kj/zxkAKjckbQK6/YXdZqjT6ImXGDLI3goQhNCjTfsqMVVWsbjaEfyuDM+2nzBiALfo3VGcNxrSfUmMujNcACLR9NZU6PZFSY1UVr+9D2APcnEqdnkipMQAVXnFULy9f+OXxqdbqTMqNuU1zDUDYdm5NtVZnUm5s6y9fO4zIVlUG9D5LubEzIq+gOqvs3ptjflklCZoDQGbG7wWxbSc0f0D0GCBj255Zd0yESlUdsOE4MBUDVGQ1cPHM++ZNHwi9ATNmOMYfQcJix/emXcJ6AyECUL3i1UZBN6Jy+0BsZQbMGAAmq0AL/U3bv5RqqQE15s2btQGkFjvx37pjpZ+vosXH4c2bnbHlkzNR7jr/0mlrjlTtb0qV1sAORcD0eJ4HCYft4F2p1BlwY2eeaeuA78zyfa8/b2T2yYAbAxCTVUCu0fjpV1KlMSjGtj27/l2EPY46C1KlMSjGAESMFajOKr1/3uxU5B80YybetYK0OCH9QSryD5qxqorVzQgvqnJbKg57Bs0YgGUZPwOxNNC2KNm5k/6LZrzMXjD3eVVuM7I8E7Y9s+5YsvIOasUALMtcAmI5rad/mMy8g14xSE3VBr1iAKbhfkoQVzKrlhYVA5i9YN4alBsMzAnVK15t7G++tKgYgGm4HgeybAknpWppUzFIbtXSpmIApshSIMsm/HC/cyWhP0njSHXNZ+PKJo8Hvn3+pdP+0J+NaFpVDEAyPY+AtNl28Ff9yZNWFQOoq9znLywrCigsGFde/J+j1TWHEsmTdhUDGDZi5gpgP6q/SPSoLu0qBu2HPgWlxQeBhaHTx/x11TWVURt1Ia2m+67MXjDvTyjXSFbG5HiXWmk5FCNYlvGgoi4NnF4eb9u0HIoRarceOFFQVpSpyr0FZVM31lXvj/l/b9K6YgA6YuxykFol9EI8x3Vpb2y777lWw+LrKJOk4djTsbZL66EYoa6q5qNxpUXZwMKC0uLKum01H0Rrk/YVi5A9ctZDCHsUni+958b8aPFDxthmny+sptwOjHHErogWPySGYoSjVTX1Y8sn2yj3FZQW19Rtq9nbW+yQqViE4fmzfoLIVkVX9nUeOeSMbfb5wpbh+oYgpp4Ovtxb3JAaihGOVO1vKii/+Kg6zv3jSouyj247+PeuMUPSGEBd9YGdBWXFI4CFheVTPqqrPrCz8/UhNxQ74x0x834xjHccx17Z9VebtF7dx0LpPTfmO4SrFXEbWRlzIruAIV0xaH9/xDSMuQI5TqDt1cjGdMgbgzNvspp6B6rl/oYdv4MhPHl0pa7qYM3Y8qIQyn0F5cWtQ/4e60r7oaue93+uRb+7AwM4kwAAAABJRU5ErkJggg==",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_5",w:126,h:64,u:"",p:"data:image/png;base64,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Toaj0bV2h0oTYE12I2+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_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_6",w:126,h:181,u:"",p:"data:image/png;base64,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",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,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",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,iVBORw0KGgoAAAANSUhEUgAAAGgAAABACAYAAAD24zL6AAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAXi0lEQVR4nO2ceawkx33fP7/q7pl582beuft2uSdWvJZHxEMSj1CWlrLJyDosSHFkI2KiBJIcJbDh2BASC4EDI0j+SAIBgZDAQeRETgJENqI4ceJQsSxxadmiZFsiqZsSd5fics93zXtz9kx31S9/9PRMz/WOvUgp+QGDvqq7q+rT31/9uqp6hF2Yquaq68uPXl7bfEcQBG+J43jRGJNzzk35vn8mjuNnReT7xpjnjh079sci0tnN9X9U7MyZM4/NBs03rzaDB3zfv8/zPM9aa40xF+M4fnZhofSHCwvyv0X2N672XrKTRKqaO3369EdV9WNBEByelM5aC4BzDqDqnHvG87zPzRWLn99z4MALV5vZV8tUNffSSy+91Vr788DPGmNmPM/rHc+up2atXY3j+F8uLRX+fbl8sHalD+u2gFYvXDhea7c/IyL3ep43NjPdDI0su6AA8H3/+SiKvuT7/h8cO1Z85lo8Xdfbzpw589g4KMNLY8zAedlyt9vt55eW5j9ULIbfh33RbkFtCejMmTOPGWP+i+d5ezzPwxjTy0w2U2mGnHO9dWvtRFh01bVnz8yng8B+cWbm0NpuMn097cyZM4/Fcfwuz/N+zjm3zxhD9sGcVA9b1YfneVVj4o8Egf1iueyHuwE1EdDqhQvH653O93K5XC9D6W+CpAcylf62U1b3nP/jed7JuWLxfy7edNOZG912NRob958/v/xBEXkvcDhbxiwc3/cH4ExSECT1oKq9elDVqjHxRxYW9v8pXN7cKaSxgKrVc4vr6/ELhUJhjzGmlzERwU8zlYHkUjjdDGUzNgnWUHuVtVdU9b/vW5x9UoLoa9dDXdXquUWNgjcur1ffr6rvEpElgHFgxj2cxhiMyEg9DJuztlcn3TJXc8a9f2Zh6Vu12vn2TtqmsYA+99YH/80dv/brf6/0pod6mfI9r5eZSU/MpIwNg4JBSOn2GFj4vv98NjqcKRReyZXcyk7AVavnFjt1s7cahoedc3eo6j2+798fx/G9aZphKOkyBTL8cGaBZOshPTdbpmy9xHGMc4719fVumzR7aSdKGgH0e4fn7xZnvwVw8IkPcfyXfpVgcc9IYcbZOFU4a4mtnaiq7HnDy+FrjbEqgKqGItJW1byIFLrHZsadMOyexkEZp5bhh3OrephUJ85aLv3B/yC+fOHjhz78C59PIW0VMI0A+uyh8m95Kh9Kt719+7n17/wyRz7wQfKFwkBazxjshAochpVV1ThY2bTjQA1fd6c2XJHD4XG2kd8OzDgo3hhvAozUS/PSRb7+sV9i40+eItg3e/Yn/uhrv+AX8ivbQRoApE/ekv/Mhy+t+E7KwwkLB27irn/wjzn03r9GLgjGZmpcxmDnsNI0w8CGr7Nb88a4peFIrBcIjHHlI5AnQBln1jle/uzv8Pxv/Jrajc1efd/z8V//+P4nPvhc1LYv50puZVJ7NADov9409z5V+9+2uuFOQaWZG9k3BhaMBhgDabIuc2uXN2LZdmIYjnQb+uHA51qAAVj+6pf55j//Z1T+7Msjx/Y++OAXX/8f/vO/KxSmTm2lIn9gS/XB7W4aXrjI1//+3+U7/+KfcOyv/22O/vwTlA8cHJs2LVAWVNbnW2sxxuCcIy36MLB+1nTXcKBf2SmMSRHYVm3LtQSTWuOV79+64G3MV0Ozd23zYjNXcm1VHQkYBhT0uzeVPi8qj+0qN8BNP/0z3PaRj7L4wMPbFma7NgtGVeLGuDanOvEeKYCBfWMq/lpCsc6x9udf4buf/AQrT39xR+e8948/84+qe95wqq8iVocBDShIRY+KJoVzqhiRXkWk62nhs8fPP/n7nH/y9ykePMChn/lZDj7+0xNhZfeNU1a6ngWWVmQW3E6rb9wrwVYR2G7B1C6c5+xnf4cz/+lTNM9f2NW5P/zDr955y9+8eS1V0eJNZhOYDMghN9EF4hRAu8vsev/JHX6Km+cv8IPf/CQ/+M1PUjx4gP2PvZOj73kfc294YGx7NVwZk4BttQ8S9e007N0uDzux9kaFS3/2FV76j7/F5ZNfuKL7Zm2Gi3N0Ti3Xag8Vht2cP5w4BWIkWTfS35/u28nx+rkLnPr0pzj16U9hpqbY9/Aj7Hnjgyz95Tczc98bKeTzIxkdV1mTXOLAeTuEcyUw0jys/flXWH7mTzn3R5+j8tyz25Z/J9a88PKR9Zo9sFBkA6C8+VyB8sFaNs0IoNTSG2VvOG590vGBa7VaXHzqC1x8KnnajMDsvfez7+E3M3v8TkpHjjJ7/E7yc/Mj515ppV6NVU+/SOXUi9S+8y3WvvE8l770FK7VGkizm/JvZQvtb85Tvm+OKDpM84V1eFNAxs31AOnJE/7vfuAvLsaqZQAjBqcOIzuroDSt0/FPfPZ6TmHt2a9Ree7ZXnojhvzCnM7cfrfMHr+D8utuITc7S+nIUQp7l8gv7hkL8EqsvVGhvbZKuLJM/ezLtFZXaL5yls0Xvsfa818nbjaua/nT9IXFaQ8gvnx60TdcpHh8gd8+vqknT/jy6NMxZBXUOueJysugt6UXyC53msntjmXTDK+31tal9cyXuPzMlyYWMr8wp7mlA+JPFfALRQD8qQL+1DRS6LvNuN5AozZxKyQOm8StEK1v0FyrEDe3H4q6EeWff93SKH1jPVrnPKAPSE+e8Gmdw/PkbBTvOD9XZdu1aePSg6Oxui6N1fVt07/WrecOw41jfgHY+G6F5vlN3vQPS3z73zZTFfUJ1jeD/IL5qtPk5Kv9DWSCwX1XcnxSAa9Vfq/1b7vyTe9Z0L3HgtxIwZ75p0C7F/UMSOxdvxz+ybV6Indb4df6/Ffbtsv/ntcv9V/01r/R7/s0eDQiv+vmuoBa55KdIpEfyA/G3dB2fadVN/aXTTMu/W6Pb3f/632/613+g/cdjQDorB0AYO27c1S+NUvpUAFjPeqh0ZMn/ExPovVQDfbelvu9nWRguwLsNsM3+gHY7n7Xs/zTexb05p+8oz72Qo2zHh3np27O6MkTPvXQJDvhbX+jeTKf92tjT/7/dk3stnffkbi3uJVMYav+MDPQph4514uuuwrqNkqiHsDNjxSeHr6o6zpQ53RgfZJtl/61fr3rlT4whrvefXsbgM5mi8r3kri5+h2P5W/miAiI1E/bobE9CQ88Xnvq9JeDE61WNDBwN6lCtstkum6MMFfIMVf02Tudo9j1sF43MvG6HbEd62jGjno7phU7NpoxrcjRiqIt779V/gLPo+B7lKdGu4XCTuJ+NsLOrsqz2/ID3PO3HoklKEwDzd7B6osTX276gHLOx+GhgLrw5kcKT3/7C9G7J959h7ZQzHPr3iJH5qco566sQzO1WsdSaXS4WGtTCWMuVcORCsr7HoulHEszefYVAmaKwa7uW+tYqs2IjXbMSqPD+Y2QdnxlI7nDtvfYUe5+3z3Ju2dYLYqhNZJIGMhsH1DHxPj9jDzwVzZfXDm9/+yFM5ePjLuZJ4JV7T316bpVZSaf49b909y6UKRc2HrUdTdWLhjKhYAji9O9fcutmJWNJkXfsKecv+r7pffIDkEut2Jeulzlh+sh1XbSTbZV+ccdN0Z4168+DIBGYdKV0bgwRf2sIkD1dHvcIMrQiCoJIY8Ip513fvTyX3zmN3Lz9WZnZI5CmhGbGXIwRnjw8Dx3HV7YdcVcqS2VfZbKhe0TXoN7PAgs10KefXmdVyqJh8qWf9x6unzrx97Rkpv3TqFJFUvrfJP2anKRtW/Ue10iis0Oo3YB5S00QcXibIwRC0SIth77lT1n/tcnLr8+Du2Wr7C37i1x3237mQ1ufO/zjbSluSJvnyuyvNEcALWVveGJh7j5xM0JHBcjrtYXRuW7l1BinBdBHA2ryKS9puRM2lBFqHRQOqjr7Jk/v/62Dx+sTLp5wfd5z72HOPGXDjGb90EEjNndL3vOj8j5Swsl3n7fEd5z7yHmCqNjW6nd/vjd8f0feCDZcDHE1TbtapX2apPq6eRdyJgOuAiSGI5AYqaDmKlDNiFZKjgadYtIBBKhdPBo4+jgtHn0ePPi4794hM//67MDvquUy/GONx1htnR9Xcxr2Zb2zfGexVm+feoCX3958Dm+/fG747f8ytuSOrZtsA2IGnkay9O0zoaEKxVwLVQ6GAnBj0EtHRMzlVxj6LsJLD4h2CZOmohpgglpLdeO3tFuPP6LR9b9gqcAc4U8f/Unbv1/Gk5qOV+4//hB3v/ILczkk/7PNzzxECNwOlWoXWzSvtBAbRWIcDRRGigdnG3h0uHuvIW0DZo6ZJnejNmMQtR1QEIMDZw2EFqItFBbPXqXLbzz4w/bZ//Vs/7b7j9G7hpGaD8ONjtX4ud+6k6WHyjFSw/cPwonXIVoVXFxSGuljfhV6DQRr45qC4gQiciZmFLByaNPx5koLm/JhTHWhKBNnNQxWsO5Ok6atFbaFPeHS/vPt9/+ibs6fMWf4kLrR3Q05jrZ4iz85M0sLZX8NCAYgNO82MB1mrQuhQhN6LQQqaMuRFwT34QYaeO83vuODyCPPh3rk7d4NOoWFyVuLrZNrKkhbGB0DmSW1qWQ3GwM+Lx5j/DKXnhuE65gQuGPnb3+MDzU/TpULcQtiOvQqUN7BcLVBu21mHalDqaG6ibCBkoDI1VUajjTIjYxs0mAAKcy70FZN+e0BVrDSBXRdRxzqJYRKdKu+MACtt3hQDvH4oLj2bZQccIWkwkRAdX+ctLxH7Xzy9Pw6DFYKiXbtp0EZHEdWqsQ16BxvkNcj2lXWqi0MDQRraGygUgFtRuoCVEJ8YM2pdlen9bgi2ppNqIRtbE2xJcasd3AmRmEDURKCEWcFGhXkt7uEMhFOd4yDy/PwAshtCMmWjrjc8zMzy33vxbPzwfoQ4eQm/cm+4ZdWqcO7VUIVzu012PiRgS0EAlxXfUY1lGpoFLDM1WcF6bh9cikEXn06VhPnmCiiqwrIbkyEk0hJqBd8bGdJEpwUY7D83CsDC8VElA/rm7PGLhzH9y7DxGvDyZVTerS2hWImwkc1+4ANVRqoKuIVIAVrNQQu4FvatiuerrRW2qjvdnDKnKyCjIF5HGdIogP5ACfuOEDReKmhw098m04WoJb5uBUBKdiiG/QLJTrbb4Pty3CLfNQnkrAZN2ZDfuqaa9DVLfYMIHj4nri2mQN3DrIMuqtI7oK3bZHu+rZe0vU6zxgCNCIipQqzhbArSKmAEyD5FANQHxEIe5OYXJhDtv2yc0mmT5WhtvL8GIOXq5Cq30jq/PaWWkKvXMeed0CpIpJwWin787iWqKazibEtTh5r+nBqWJkHSfrwCqeXgJdRt06vtnAmDpusO1JbfzM0lRFxvkgVawEIAGYAHE5RH0wAQ56kJQYKOIiwYYeQR3iEhwtw60l9PIishLChTrcqLldV2r5AI7OwMEZWColfZdbgYnqENUS1bhQiRodkvGesAcHfw3prKByGWQFtRv4Zh1rqhg/ZLrUzrY9qY0A6qsobNMAXOjj4xG7ADE5RAPUAC7xxykkoUynAdLwcWGOqC4EpR4omS/DvhLcM49e8BJYKy2Irs1Yy1Vb4MGhUg8K0IcCo65sEhglRugwDEc7F1E5jycXcW4ZNSuoV0W9kKlCm1JhbKM9VkE9SHzHo2XrRBH46uHER8VDlB4kJAITgwNhCqVI1ICAHO0wHgaFX0b2FOBACbxp2MihtVYCrBpB8wb9RYJnYO8UureALJWSdgVGoWgHbCeBYsPxYOJQUJvCaQItVGoYWcPJelc5KZxVMOt4por1Gr2weox6YIvJ8wA9n9hxPkoVY8EZUEcPkhB33w86iCwmIQ0FOo0YwUfCPLadFCYoeXgV8IsQlcAUoFhCygU4nDRvhB60bAKtGkHbJuDaV+gW8z7MBJD30JkAKU/BYgBeHrQ79OLiQfcFCZRULS5MoMTNZF9Ut9i2h22RAdNBCBHTQqlh2AR3GVhF5XIGzmWMqeB32519e1qT4GwJqK8iABpsNsEDrA3wDKhaVKKkJNpBZV8CSxYQjXpqwnZdQysB5eXA5JIKCsrQDiDowvIK4PlQLiBzOcBLoAGYAJoZL9DawjVOeVA0YAaL14MBSYXDKBAbJ8thKLYNrqumBEwyPDComhZoFWUNpIKY5SQgkBWcWwaz3oeTb0xqd3YEaCIkHxAbEWsMpgMSISSPnjMhhgiVWYS4pyYl1wUVYL3uTJEpj6jWh+UVEmV5+QRGFhh0j5MABsjThzdiFpztDrFkIKQgIKl0GATiogTEeCjJE6HWZcCMUY1fRTtrwDLqXQa3hro11KzgmeoAnKGQeteAJkLyAN9C7JIRwGSovIPRJkoL1SYiTVRmMDIFbioDygcC4robgJVVVgrEJIFjDxok4NLjqY2bnGSHyp0Cceky6rs1F2WATYQC48A4bSFUUd0EqaCdDZDLIBXQy6iu45t11EvaHBe0dwoHdvh/cdD7AsKjvhnQCvNEUQnjprE6A24BMYuoWQS7D3QOYQ4nCwgzKEVEy0BACkp6D0dS8+IZxPMwXVWkSslCgz6YHrBthjxSFaXLFAT0YUBfWa4Dau0AFGAgOktGnWsITZQqmBpiV0CS7pvEpVVAkvccNY1eQLBNmzNs2yootSEldS2OUWexWIyJUW2hEgINRJrgmqg3C64M0kQpZhTlA34PllpQG+A6CSzbAkn/uGDIlXmZ7eFjw+bGuLfhY2pHlQJZKDFCnFFME6iipgZ2E6MbOKmArOJkNemdpoIvDaxpEAR1SoUto7VJtuvxnL6SQkOjnieO8nh2GnHTxG4OtIx4c6jOozqPkXmcm4MuKCNFlCKqBUSnSBQ0CCuxvjTEM5n1q5tcp5nPx/tAYByU5BehknRyCk2cNiEFYzZwWkGkkrg5twZSw5ca6lXxpJ20N0F8JXDgCgD1yjbs8ogLxK6EdTOJO9MyYmZQs4jaUg+UoYiTLijtRnr4Y2H1c5lV+tUO4/a7U5Lej/Qeo1DoRmgiLZw2kwFMmn0wXh3jNrrurNbrlVYJUS/p/Oy2N5B4od1m9qpGRMeqSWwB46aJdXoQFDOoziNMg86BKaEy1VVVgOpUt5+vkGy7JJjou2G/W6mTfZr00kyuCOl9oBtnlhFiYpxGiISgnR4UTIhoC1wdJBlgE6kkUwIyYHxp4EyjD+bKVTOY3as0PXkiqZRhNVnNgysMgvKmcTqDp2UcZUSmUVfMwCpgpAgEqPpdYImi+tBgVEWT2tLhiknUk8KAGJG4CyROgBANQBHTRLWBoYaVZPhFbWMADCbEkzb43W6bBAxcmWqyds3mFPRArZwKoO1NAFUALYNXxGgJxzRGiz1YzuWAYuIGvQBcAQgwEtCDBr0XoN42MAop476ku959IUq2oy6kPhB1SSenMZ0eFCfNrmrqYJtdMOFYMOQtpYK7WtVk7ZpP+hhwe1lQkfqIFjBuipgCaLELK0C1hHRhWfIIuR4wSYMHk0Ocj/MCjOfjop20S/32xgRxMmvWRqiJUddBSLppUiBKJ5lh40IgzEAJQZr4hMnYjYQEEl9PMKldt1k5I6AakU8c5ck5v6cq0VwGVgG8YgJHp7AEiClgbNCDBgHSVU+ituEAYkxGukoyJlGPaofkhbM7OdOLUBfidQMDpTMCRaXTU0vHxL025jqCSe26T5saaaMakY+xyWd+YgsYvB6siCBxgwQJMALwAoQcTnN4eAk4vN4bqrFbR3XO67+pKhaPCLC96c10+9SQ9AU0JOhOf8aEOCzqheRMjPNstvGHq29jtrMbNq9tEFRGVSmsnPN7blDU6wPDA03aIOP5uHgoUPC2Cbtt6uaSpfETV5dASaClQFRsz311TDwAJaMWuP5gUntVJh5OhAWMADN4yRA7ySeaCbDkZTVKu4kY//Kafk4TpG2RWBSLSvcbEIlw2BEgQE8pwI2GkrVXfWZoDxYMAgNGoAG9D2wjHWx7zBAkx+B4RNCN5Dqm/zVHFgYwrBJ4daBk7VUHNGwjwIAEGmT/gaMHb6fWgwA9EKm9hoAM22sO0CQbAJdaCnA7ywBI7bUGYpL9X9tZzVzy9/AiAAAAAElFTkSuQmCC",e:1},{id:"image_5",w:77,h:67,u:"",p:"data:image/png;base64,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",e:1},{id:"image_6",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_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,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",e:1},{id:"image_12",w:99,h:124,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,iVBORw0KGgoAAAANSUhEUgAAAjcAAADzCAYAAAB6zjclAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nOy9a7Bl6Vnf93tva619+nT39GV6ZlqtQSMNgxQxwtHFgBC2KgOFHAwlSJUILgpCOQGcyIUrReFgkU9BULj8ARdOBVOxKZSYBAXHxMSFYiFSWBgbIw0Z3UZIo5E006MZ9WV6pi97r7Xey5MP71pr79PT09fTvU+f8/4+9Nm9z95rve8+56z938/zf55HUSgUdhVy+vHjAMxmRwAw+4/lb5D/rzkEgOLo+Jw47+9XG7MD4/+V98emA1bu3lc9mVL3X3UtSV6jtHpOkrzmVQ+h1XNXOwYiL1z1+70/veXhzp0CkPniPIDZqPLzhTMAJM7lE3MWgHjhFACLxdlpTfe+9WtXPWehUNjRqHUvoFAoLJHTjx9nNjuyRZBoDqE4uipAlPfHJtGh1P1XEw+Fm2cSXiIvjCJKnDsl88X5LaIpcQ7FWeKFU6NIKgKpUFgfRdwUCrcJOf34cTaPvelKAmUSJ0Pko4iT3YvS6rkp+tT70+LcKU38wpVEURFEhcL2UMRNoXCdbImqrAiWhHlkVawUoVK4FSYxNAihKUoknEF4qgihQuHaFHFTKHBZlMXwjVOERfHmIlgKO5XLhdAUESoiqLDHKeKmsCeQi08+itl/DMXDcdF/cxEuhb2EUnyS3p9OPjxlNqoXiHyRdOHJIn4Ku5Uibgq7gssjLwnzSBEvhcL1sUX8zKrPjJEftfmmT697bYXCzVDETeGuYRIwQ/RFO/swlbtXhLete22Fwm5FafUcXf/pKe2V+PdcPPVkifgUdjJF3BR2HJOI0XxbicAUCjuXMeKjnP7jMdVVoj2FnUARN4W1cSURU6IwhcLdzxjtKaKnsC6KuCncEeTik49i979zSifV1aMlElMo7C2U4pMifLaktwq3myJuCtuOLE4+huLhpMw7SzSmUChcjVdEeS6d+uMieAq3ShE3hVtijMgUIVMoFLaLLYKnRHgKN0ERN4XrRk4/fpx9x94Vu/479b7ZtxchUygU7hTDANaPaYl/QrjwJ8XDU7gaRdwUXpUtURmtHisemUKhsJNQ3n+kRHcKV6KIm8LEKGYkpPcWw2+hULjbUIpPpkuLf2ea6nfV7MTH1r2ewvoo4mYPU8RMoVDYzRSxs3cp4mYPMXpmkjHfW9JMhUJhrzGlsfyFf1k8O7ubIm52OXLxyUdx+79flPmBYgAuFAqFzGRQjvFfqY0TH173egrbSxE3uxBZnHwstv179ebGD5ToTKFQKFwb5f1HlNW/y4VTv1eMyXc/RdzsEmR+8n3JmO8FfnTdaykUCoW7GaX4pJL4L0r66u6liJu7GJmffJ+k9OPi3HvWvZbCziEt5nSLBcwXSN9x8cI5AUjnz6lLFy9Oj7v04otbnnfpzKmt/z97dsv/zfnTxBiJIQIQxq8xTI+JIS1vD/ePj3s1rDX5+MYuz2X18vsr90+PtQYO3b/lOPuOHNn6/6PHtv7/8OHl7c1NAPSBQ7I526ewFWrjALbWmGaGnm1cdc2FvUMROncnRdzcZZQIze5m8eLZLErmF7i4uCSjIBmFyChAJuFx7gW6tqfrerquW9eydyV1XVPXFXVTbRFSo4jad/TYJJj2bW5mobT/kFIH91NvbBaBtAuZhM75U79RUlc7myJu7gLk4pOPRl//RPHQ3F34c2cJlxZcOPvCFpGyKlDM+dPMLy2Yz+fXjHAU7j429s3Yt29jEkf7jhyZRNHlgmh25Ng1jlbYSSjvP6K0/o1iRt6ZFHGzQ5HTjx9n/7HvE23+q1LltHNIizndy5e48PWvvkKwjNGU7vlnOH/+wppXWrgbqeuaAwc34dD9kxCCnFLbf/y1srn/kHKH7sEdOnKNIxXuFEqr59LF+b8wrvv1krbaORRxs8MYozRqY/b+da9lL7J44fSrCpdLJ59mfmmx7iUWClcUQasCqHnggZIWWwNK8UkV4t8v0Zz1U8TNDkHmJ98n1vxsidLcXhZnT3Hh5DOSzp9Tp555ZhIuq9EWaw0hxMm8Ot4e00a3+v3Vx7waq8e4/HGXH/9qa7je9Vzt+Ldj/9vBlV6ja923U/a/3T//VcbvGWM5dPggzUNvLOLnDqO0ek6l8D8Vb876KOJmzUh78ifF2P++eGm2j1HAXPjas2qMvLRf/jxnTp+99pPvAq4mbF7tDe9Wjn+7uZIQWCc7YQ1XY7t+/hsbG9QPPMi+I0c49sgb2be5yYHXvJ4ifLadD2n/0j8oKas7SxE3a0BOP36cA8d+XLT9W0XU3DyLkye5cPYFufC1Z9WpL3x+Sh31XX9Tx7uZN9krPW67jnM937sernc9N3Oe7dr/9Rz/Vl/L67n/Rtd7N/z8b4ZDh+9h38NvZt/RYxx78EEO3HeC5rXfUETPrVFEzh2kiJs7jHQnP1BEzY2xePEsF5798hYRc/4rT019VLYLY+wNH/Py59zMMa71vJs95u0+1pWOt93Hv9q5bvYx2/GcV3vu7fj57yQuFz0HH3oTsxMn1r2suwrl/UcUl362iJzbSxE3d4iSfro+xpTSC595Ql06c4rzn/8U589fuK43/7EJ3Hj7Sm86r/Z19XGrx7gSlz/vRo59rcddfvtq57uZ/V/PWq60/6sd/0b2dT1fb+V827G+27H/7fz5X86t7v9ar+flXH78qq7Yd+L1HPumN7Hv8GEe+Ka3sPH6N1zxuYUtfEiff/7niifn9lDEzW1GFicfE2N+uRiFX0lazDnzhc9NEZnzn/8Ul3ZYNdLVLvKFwm7nZn//jdWT4Dn24IMcfOSNzO577W1Y4d2PJv68qk98cN3r2G0UcXObkNOPH08HHvglSifhicXZU7z8uSc49cwznPqLJzn/lafWvaRCoXCH2LdvxoE3voVjj7yxRHcuQ2n1nArhx9TsxMfWvZbdQhE3t4GSgsosXjzLy599nFPPPMPZP/s3nHvx5dtyHmM1MaRpHtF4e3XO0W7mbt//6vpvZs13+/5vlbt1/3Vdcfib/+MidlZQ3n9ELc78zZKqunWKuNlG5PTjx2V29J/s5UGWp574hLzwmSfUqb94kksnn17LGi6/uF9+8d/t3G373+613W37327u1v03dc2BN76Fh976dg6++a3MDu/NLswlirM9FHGzTcji5GNi7W/utWiNP3eWs595nC8//gle/Myfb5kQXSgUCjfL6Nl5+NvfvSejOjJf/CN76PV/e93ruFsp4mYbkO7kBxLmF9a9jjuFP3eWZ/79v+HUFz7PqSf+bN3LKRQKu5x77jnIobe9i4ff8U42HnnTupdzx1CKT6qXn//+kqa6cYq4uUVi9/xvsgdMw2kx59Qn/u0UobkVQgxYY6coz3jbvkpVxo0+frvPv92U/Zf9l/3f/P6PHDnMA//J93L80XfsiR47SqvnVHfur5W+ODdGETe3QLr4zO/vdn9Ne/LLfOGP/pDn//gPXjHjZvWicyNfr8V2PP5Kt2/mAn6145T9l/2X/a93//UDD/LN3/09HHv7d+z67sk6xe8qPpzrp4ibm2S3C5tTT3xCPvXP/3fVPf/MupdSKBQKV2Vj34wj7/grvOk/fS/u0O40IpcIzo1RxM1NsJtTUS98/KN85qP/DzcrarZj+vP1TGy+HcfeDsr+y/7L/u/M/l9tYvoD7/ouvvE938fsyLFbWsdOpAic66eImxtkt5qHx0hNPP3clinDsLyI3OoAwOvlWse40fXd7sffyNqvh7L/sv+y/1vf/wPv+i6++Qd/eNelq5Tik7p64O3rXsdOp4ibG0AWJx9L2vzButexnSxeOM3/99v/M+c//6nrevzqheVqk4+v9+J5pa/Xc84bWeutPuZaayn7L/sv+995+4c89+pN/9mPcP93fvcNPe8u4EOmfuDH1r2InUwRNzdA8i+c3E19bF74+Ef5zId/k3gbw9SFQqGwbg688S28/Ud/Ylf5cXSMP6Q2Tnx43evYqezslpU7COlOfmC3CJu0mPOpf/ZPeOK3/uk1hY0ZPim92tdr3XelY93q86/0+OvZw9XOd63nlv2X/V9rrWX/O3f/5z//KT7xyz/H/OkvXddz7gbEmp9d9xp2MiVycw3k9OPHo73n59TG7P3rXst2kBZz/vTX/yGXnvrsdT8nhoixZhJC4+1Xu7jc6ONvlNt9/Fs9X9l/2X/Z/87cvzGGb/2v/7td0whQS/wp1Zz4x+tex06kiJurED/9az8955FfaQ4cRN9/fN3L2Rb+3T/8pRsSNneS23GBvp0X/e2m7L/sv+z/9go0AOccf/m//R92RQPAYi5+dUpa6lWIf/yP/9GcR36liQnV1Otezrbwwsc/umOFDeRPYMZs78XtbrmwQ9l/2X/Z/3bvH3K0ZkplGYP3ni/8xj/Y9vOsAxHeJqcf3x2fvLeZO9Nv+y4jnHv6V/uvPPXfaOVpjWPjnt1hQvvyv/o/gPwHHmOcLiTj7RjjTX3/WtzI8y8/782c70bPX/Zf9l/2vzf2P94+feoML3z8o7ujimrfsXcBxVh8GSUtdRljKgqgqRS91jQPPrLuZd0yp574hHz2N361/LwLhUIBaB56I9/+0z+37mXcMpr486o+8cF1r2OnUdJSK8jFJx9t3cO/MlP5ZWl7oYpuzavaHi587dkibAqFQmFAn9odo2XivL9/3WvYiZS01AovfO6pJzZn+/BaYZUhpN3V/0XrLNpSSmitSSlN94/37QXK/sv+y/7L/gu7m/ITHpDu5AcOHJipplIk44EhLTXcvtvZf/y1Mt4e/7C11ltu7xXK/sv+x69l/3t3/+nYg2teyfagnX143WvYiZTIDUM66qkv/YLGgc2fZrLAMdSdXP3JdwnHvuXt6suzBt/7224gvBY3evztXk/Zf9l/2X/Z/xve/d3CLvCd9hfPv0dOP35c3fvWr617LTuJvSPXr4Kw7+8DOBFC0CRpAOgl4n2PvHR2revbLr7hPT8IMF0UjDFbbo9c6/u3yrWOP17Ebvbxt3r+sv+y/6t9/1Yp+1///s2JN3DsW95+1wubkWjvufud0dvMnhc3sjj5WPfFz78nSUtnAwA2xUngWKWRi/N1LnHbuP87v5vjb9r5nTlv9EK6nRfenUDZf9n/7Xz8Tud2799Vjr/0n//IDT1nJ2MVhMWF98vFJx9d91p2EkXcxPQzzlXU1CQ/5GKlRcdLJK9R1hLaxZpXuX287of/1iRwjNEYo6fb18OVHnf5Ma50zKsd/1qPv9bxV79ez35u9PFXeu7V1l/2X/Z/tf1c6/mvdrvs/9b37yrHo3/zZ5jd99pXXc/dhLx0FnwgKENy9/zMutezk9g1YbmbQeYn3zd/7ku/PZZ7h+hJxqOjw4kgLvtt2l6YHTqMuve+dS5320iLOZ/5P/83Ln36T9e9lEKhULgjbOzb4Jt+/KdpTjy07qVsG3L2DNCBtgQs9aZ5i9p806fXva6dwJ4WN8//h99LBw4dUFV0qNDT2UClDPSeEMC5is4Gktdo5alOPIyebax72dvGCx//KCf/9e/i/e6oCCsUCoUrcd8j38Rrf+C/wB3aHd3mAfy5s9gQclmQsoQYcUeOfcjUD/zYute2E9iz4kbakz8Zn3rq18R4WmZA9toAWN3nB2mbhY6usbqnr/btKtUPsDh7iuf/r/+F0196at1LKRQKhW3FWstrf/DHZDeZhyFH3+P5OcH2NNoQksImAWcx+0r0BvawuLnw6T+UhoBSFWI8vVLUIVfGe6WymFGKyvdgXQ77BY3afxh339E1r377OfXEJ+Slj/6OOnfu5XUvpVAoFG4JozWH3vldPPTu79lV0fYReeksQbKZuI2RRsvQdNaW6M3AnhQ3Mj/5vvDsF3+bFHJ0hlz2rQfvjR163fQSpzRV7/RkOJ4dO4baJcM0L6eInEKhcLdireX+v/R2jr37r++qFNQq8tJZiAI6ZxraTkOV35usRCwa4/xr9nrfmz0pbtLFZ34/Pvel95By6XevFJUIBKHF0lTDy7KItIPrvrHLXgoqOuTEa3flJ4KRU098Qi5+8o/Ui19+et1LKRQKhaviKsfm2//qro3UjPhzZ7FJCFoRukTTaEJ+66JRgZAUBI3dv+8f2UOv/9vrXu862XPiRi4++ejFLz//KavNlHoCpghNi8VqM0VvlFd0dCRx2VQsCqwipAr7mhO7+g8JYPH1Z3nxT/6QM5/5c3xfjMeFQmHncPih17P5tr+66zw1V2IyEDubBU2KNEHTurz1RoTWC1Ypggj7NsKejt7s+l+Iywnnnv5VOfXV9yuv8IOwmcq+h/RTpQzKKyQEWqOz2FmtKDIJYo7oxPvv37Xhz1XSYs6ZL3xOLn7yj9S5r34FuNpYCjV8P7++khJKa2QY1Ke0QpKg9JV//cbvSZLrevy1zr+8LVf8/o2u70bPX/Zf9l/2v337379/kwPf+hiHH3kz1X3Hb3KNdxeTsNEmR20ErBewKUdyrM3+mzZhlcJaMEcO/byqT3xw3WtfF3tK3Mjpx49fPDN/TleaKnS5f43S2UBsE20vy/RTkGw2DgFl7RS9sSHgXL4fk+iVUO0/ir5/b/yRQf5DO/uZx5l/8VO8/MxX1r2cQqGwy9m3uQ/z5m/lgW96Cxuvf8O6l3NH8efOQooQNFRLYRNEMMpjBVRtIAVaXwHQ1Ik2RTaPv21Pvcevsqc2Lt3JD8yf+dIvVNHRG4/uwaYOpfIvhBif/TTSZxv6UAreOw0hon1WxBDIzQUCIVhcCsi+e9AP7a4y8ethjOj4pz+rzj35REldFQqFbeHgg69j4xvfwj0PPbzrWnBcD2kxp5tfBAKNNvltZ/jayjL9VOOJDqypaWPEapMrp5Rh38F7fkhtnPjwuveyDvaUuLnw6T8U3Riq6HI34gpSG2lcA6ojBE3QBpti9twsIswMvUQIkSSOWd8iVa6wUn02JHttscNcKnXswV1bSXU9zL/wJM9/6fPIXzzOpQsX1r2cK5JiRBtDGgbujbf1LpvR82qU/Zf978T9V5XjwCPfjHv9m+XQgw+pvZDufzVytKYDLMaHHJkB6A2tTehWSE0u/W6GKUqr6argFFY6qqPHP6mrB96+to2skT0jbmRx8rH5yS/9AUClNe3coxtDCgZCz0xpxEn22hgP2qJ8fnkWxkLop2ONZmSCoPqAVHb4CmDhwJE9laZ6Nfy5s5x75svin/6sWnz1qSuKnZ1wUV0Xq3vfi69D2f/e3r8xmo37X8PGN76Fgw+9idmJE+te0tpJizndy5ewTrB4CDVUMUdiQpUzBzoic0XcMAQB4zucNtl3kwQCiPQoJ2AazIF7vkvNTnxs3Xu70+wZcRPOPf2rixe+9n6bItYsZ0nZ1NE3NbofjMWXCRsJgb4BQgRr0ItsirM2gHV43+OUIgRLckIl+dOQF6G67xv2dBTncvy5s/gXnuH5r3wF9fzTXHju2XUvqVAo3CFms4Z9b3gT5ujxPZtquhr+3FlCP8dak4VMrSC2BBRhsEGM2FBhpCc6CKqmiQGSIVSKkDpQNZDLw/Xm4Y/ozQf/2pq2tTb2jLgZU1K6z+MVVHR0taIaHPwMXhGlqlw5NTT4UxcXdLWhEpXHMKRuitbkWfPC6L1RsceqlWm00SMHD8B9D+76kvGbIS3mtM8/z/nnniae+RqLrz5FO79EjAlj9PQV2HL7RrnTx1v9PvCKx+609W738cr+y/7HqIw88Hr2H3+t7D/xoJodOXZT59vtpMUc1V6gTXGQMEOqKUXaqGnqlMVNn6ujJASihcZkATN2Kg4x5mebGvwgdmyP1QazWe+5kQx7QtzI4uRj7dNf+oNkfB6C6dI0+bsbvDKVMtlzM8yXamycDMVYRR8TVRjCxrXQBsOsbwe/DUDASy5drIaoD8ZDdCwM6P33UB25r4icazBGd86fObNF8BQKhZ2JMYb63vuXQub++9Tsvteue1k7nrSYo7pFFicE6A3UijZB44ey/VoROsGERGxyJsHZiqDV8rM15HJw0jRfCqBNQ8fiJLDvwJ5r6rcnxE049/SvdmeefX8axIlNESeCVyqbioOh0T437LOBOtil6PE9vauoWpb9bYavKvZ4bQkqYLSQ+ogxDQAq9phao3qQClQPvRPcwfuLH+cGSYs57bNf5fzXTxLPfI3u3Bm60y8QY7z2kwuFwrbRbOxj9g0PY44e58DRo6hj9zE7Uq5nN0JazIntIosOWIoSbcAM4kaEEIBKkeYBZyJBgbMCoc71urWibRONUoRK5cjOKuN9tifAnisL3xObvfTFP5Jx0PdYDTVVRRmHCn3uW1MvfzlUdNl/A0t5HDXUQmhl8NcoeiW5RFxpgiRcCnhtp+fqXkiVwimFF0HFHpdq5Oh9ReTcIouzp5BTz01Rnu7cGcKLp4voKRRukfre+6kPHcUcPY4+cEgOHDmiSuT51hhFTRiqoHQrVE0ghBoTEh5BWzO5a4LL0RnTdcQhGjOajEOlpqGZtQ90zuZuxUNnfQtZLKWIxRN0Q31gb5WF73pxI/OT75s/96XfTsHQDH6YVhLaxuy/sWkyD48di0dPjrihQ6ZXeN9jbVgah42Gbkw/9fTKUEmcUlMjVQoscMxijtzoeYfVQ3rLOOSeo3DkSLlobCP+3FnihbOcP3de0vlzajXaUygUMq5u0AfumUTMgaNHsYfv2zNdf+8UY/oJgE6girRiMb4DILoa6wWhR1kgVASbQA2ZhiG1FJLBVmOTWfAp5ucOb0M5+hMJ2CyIVD6OHZr/VZsH9pSx2K57Abeb2PXfmUKO0jAY3myK2JRok+D8K011vVJUIaCGl8crRXICAtbCWBSuYg/G06mGFCKsVHLGpDBaEONwXQIbccoRbZU976HPyvr0SezpZ0n3PAD3l09G24E7dAR36AjNg68U7/7cWfy5l7h44dwW4ZPOv4Tv2nUst1C4LayKl7Y5wPGjR5GDR7EHD2IP3FOuNbeZ1bJuCQFX17RO0SibIyoCnRvEixZabYcPvoINmmA7rK4JEkADWjEOewabhVCfsCZBMoOwUaBzYQyDQLJVIGBJ519+j1x88tG9Yize9ZGbC5/+Q2lcM3UkBnIpuL+Yq5+Myw385j4LF6dJXmNDyEbhqFHWbk1bBaFXg3k4GDCJEMiVUqYf0k8OFXtSpdBDLtTaCNERJOGtRoWADYFglxrTmAZ13324UlmwFvy5s8RL50kXXuL8mTMArAqgFG5/B+YYI8aY6evqfbfj+bd6vu2m7H+5HuAVawPQ1k3CBZjSR5uzfaqIl/UiL50lCEjfZfMvPWDz+IRhFpQMP9uoKqyO+YOujkgX831AsPkNKwANQkBl8ZOyNycMx7Do/KAq0qZIow1tUjRa8mMDOY0Vwp4yFu9qcSMXn3x0/vypT1U6R2f6lKhSIgQ9Tf0mBdpgplTRaDAm9DQxESQt01Da0g5CRSuP9opgLVrlN7zc4yZnTLsuYNFbBE0gn7NRg5gxHmLAD+tzXSLYGqtyuFLuOQZHjpeL1A5jVQCpixd5uW2JZ/Lw3TspgtbJ9bz57xSxcDu40f1fL1cSLUARLjucMfXUJqBP4HL0xQLt4J2xBFA2+2RaiFZnX42X3NMGctpqeHtolaJeRDqjclM/LbSdxtZ6qpQKAs1q8mF8vo45ymMaiELQS3Nxs0eMxbt6k9Ke/MnwlWd+DRdp+2EsfCXgDa0kZjGH+MaoTK9UjtoMU8B7m+dJuRQQU9HbSGX0cv7UUDE1diaOXY+3msbk6qhWAk0SgjakaphArhQq+mVuC2i1ohneDFvraJQneEUwQt0H/P5N1D33l1z4XUZazInzi8TFpS1C6NLFizTteSCLIWBPCKK9yChWgC2C5WDTQNMg9Sbq4Ca22mAvjxu4G0mLOcDkpwkrdssgYKUjeAeVplEBUsAHhaMCCz70RGtpkoAOtKhl8z0NxBZp3SSCVkVMO3w2H0VOoyHEDnQNvWCr7L2xIfe7yQ/ucsfi/XvDWLyrxU26+Mzvx69/9T19SqRg0JVGt35KRY1TwYFpMvgYyWlshE4RnIO+21IdlcShlaeSwYgsHqdcLt0DnB/MY8bRO6HyahBAmRA6XEoEqaf7bOhobe6c3ITcJdm7hOoEM1ReqWiRQ4eJB+8tF8JdyiiIQuiQSz1051F+wcsv514/q8IIluIIXl0gaetIwaOH36/x9vjYa33/Th/vFa/JmtYLTMIEluIElhGVVZGiNxq0q1FVjWlmJbqyS5kGWnoFTmiMIcQuG3mHPjQrs5WHjNSQFgIkRrqqpl5Egg0olgZiq8D2OfrSeqFxihAgiEC11R/aiND64X4ZGviF4Y2mUkOllKalzw3/JEeO9L69YSzeteJGTj9+PJxtn8NFCCH3sKkVVczCppeYe9fU2R8z9bxpI02laHvBajM1+qt8oncavUhTKqoKhpYeK7nXTUNFkLSlU3EesjkM1YyeEMyUnrJoAimnqaLPERzl8VoTQ6LR4LVGdZJNaSlAD94KyWxQ79+PuufeMuKhsIWx5JQUkRBIviP1KQulEEA8dDlf/3K71UR9uXhaZVVIXXMN51+6+Q2wVVRcjVXBMdI2B9i3ufmK+w82DdQGlEOsBdOgG4PUM6ytQZsiSgpXJC3mqPM5UuPpiRZQdY7OjA9SNY20BBzZwmtBZ8GCD6ANrVI00tKqJqevgKbOH6pDqAk20RgDMVc+oSyhE6gUNgktw9BMo2mcQnyPqg2t2BwdgmF6eD6etd1wl8MaM0WXatO/Rt371q/dqddvHezeaqnNY2/i/JcB6LWmcgliyE0gO0WNzbuPOWoTUsT2Bq0NygtYRwg9Nia0T6A0qIi1CpEFKjhU6sFAUAEXEr7Kv0gqQpA0CJxAG8GFBBi81Rg9mIxDn0fZD1HDJnhoLNEHGmfxkpC+Q1FBtPkPhJXHnnuRcO5cTl8dOFyETgEAPdu47jfo2W1eS6Fwt5IWc7rFgnoRwQSCA2tqlNSQOhqRPLmA4qIAACAASURBVANqNASvtAFpkgGtc78aYSizFbBDRROAG0b3pPxWZG2H1fktOQSw1hA0pBCpKiBBAwRr0JWiFbCqwq5U6rYpYhI4a7E6EkKN0OOGqeJTV+MDx34c+OAdeSHXxO4VN5pvGw3E1ZD+0dFjVQIUYqvcvM8JSULud0Si8gmJGiRNhxob9OU0VMgN+YxnoRTaDoZJa0ghYrRgak3sshnZ9pqZ8aDyGAajcyM/giC1Ag/Bt/k2GtcD2tH6HDJv1CyHEwEqJq+OxIAyFhM9SQmcP4WcP4U8BRw4RDh4pBgPC4VC4TqZPDTthSFi0oE4MAFVG+xQCGIVoGuk6yBaOqNpiLkPja2xRhE0kCJBzNSHJrAAtUHoFZDA5ZzVVNxtDHRC6wARTCvQMAgbQ2tUFlQpHzs/KUeEbIoEUZgATudIjrWjD6hGycqZkkKU+QGKuLk7EZ/ehXYQoR88K5XKDfu8UrjQ51SUVlSJ6X6qBL1HO0h+2ZEYoMWihxJwFDRK0TOUhEvEa0G0pQ2Ry90DrQRUyL+XuqpwToH3UEHSNanP+dGQehoMIWWHPAS806guInWFpUfZmiiCRehE0VhL8IqkepJo9ItfJ738EuISVT1DDt+HqjdLVKdQKBRWGAXNOA7Bhx4rEJ1CVTW2F5SVIdWTJ3Rbcqk2TmhdAO/wKaKsyp3vJWCTyXYbxSREDAanAsGpZdoKcok40NLR2Ip6EYlWg7QQZnm0QopYZZC+B2cJBBoEkgU9zJbSKvt9dMT2eR6VAYINUNV5bqKuQUN68etv2+09b3atuLn07DPvaZSmd5B6g7bLlvypArrhdjCoOPSh0UM/gsoNBi1og0HPElW7HDhfiWKU41WXozrYPDDTa4XG4m1OVbUSMJKwOKyNiMmyRypQC6CHpONUNu6NwpNwncDgj3QuEVDEaFDRYemJOFrD8AeShY4ERZboVW6E2UXoLsKlll55MBZ34Ajq4CFk41CJ6hQKhT3FJGbOz7MroVJZCEhP6yyWCuU6AgHEUIeUK1itEPoaqyPt8H6By21eU0zEWT14XrJpF1psqMEKLWFIUxnoTe6fpuuhoipipCcoMGHwH1udS8PtDEI2GAc0FqGPBu0ALGgBzSBacsosxIgNYKSna6D2uQNyk2RKkY2RpOjrnwB2bc+bXWkolotPPnrx2bOfapSmHdJL2kYqrZcl4UoT4rK6wknuIqmszWXeldsyliFJi/bLl8ulsKyAitU0V6p3kjsRd9lU3A4pJV0ZqhTwknBpqJKKnpAiwVqMicNxU/bXjKSQRUzMDZzawTRmY47sjBEbF5Zr60TRGE8vghOH0gFZeHyTj1spRa8NlXVQH4Gj9yDN/iJ2CoXCrmMaVEmg7TQ6JpLtaawGaqZPuiPa0qZ8vbW95AZ4aaUyqU9YJ6RWUDZmTyRDpKDK/WXEK4gWVeWIik1D/5ne4MnRoW6I7zdDh2EJCWX1srpqdRCmjpDMlrU0jc6WhRSAGvE90ZF9QFl1EXTM/weCTVm0qRokohaX2PeGd+5KDQC7NXJj978TzoKLNN5MaSnY2ucGbdCqpQ7Dy1ALnQpUHnrfgzVUPoGqcxM/yZ2JK4nIyksXQwtmrJSqsgCxmhByIz+A0EewIKbKualBWOXmgZoQh+qp0GM1U+WUqEATs+u+1QpjdC4jjxBWxJa3gpYKi1APHwEqpRAH0lu8WXqI8FC5iLzc4s2c6sXn8FZyCmvzMGr/UdSRV1ahFAqFwk5naqjXzak9qJnGUkMwNA5wgZY85qBvI8kMn1KdgFdYlSMyJsTsc0m5oR5Iro5yltTmIZfBKqCnGUuwlQUMSkGwDD6EntbUNCHQ2oQFFBU2LN+AA8AQsZG2I1Q5StT32XMTrCV0iYYIwVDjgTqfLxioFbmFbI7QtCSaZLA6fxhuRWi0YHOiCsQQZvuQxcnH1OzEx+7Aj+WOs3tahg6c/8Xv/w5n0y+bfQ8cwQgYwSiFUSsC1Qg2GazuMUqDGmZviEF0wiRPdFlVmyT0onBiIQomaZSpCSGidaBXCiU2j1Bw4HRElCCiQGsqpzApTw1HDEYF0AlwtEqw2tEzpMwqTRSF2IQRS8JidDaQtd7TaINve6zTKJU7GzsdCL1GkqLSil55Ugho50BrfBIsMU+V7SMkiI3F9IKPPWhLdDkSRehRF+fw4teR578A504hF1+G5BFlUe7KfUgKhUJhHaTFHAkeLp3Hv/wSejFHpZ42eXTvMM7TaUNQlhAlF5TYajAFVxiVSEEwM0NCQxQqp9A24j1I6rEugrZoq7BisDqhU8RXFhuybzMXLHmisWgVQQQtGm07ehwWTx8sdQoYI5AU2ug8M8oatALt8ntUp8cO9ppoNTYqUoRUaRCPtkAUYjQMGSlQ2WKhnSMZRUJjNYhPdGioNFbroeo3ZzQSAf2lJ370771F7v+73/mNL/3Sx/7i2fX8FG8PuyIkdf4Xv/873H73I24jfE87mz3UPPzDyJHDtL3KQzKNy96beZtDjcblSqmZmUYy9L5HqwabuhydGcYtKK8QJyivWIQ52hoqo2mDwcgC0XZq5jc28UtO8mgGFbDS4ZTGyywLCBhSV4quCxgTs48mRaigDQpj4vCcNPW7aRM0gwZqQ6SZGSQFfJLcVdnmyilYpqVQTX5s8oixqBjoJeFMRKXB+xOGdJUXGP64qqDy/cbghvklyjpa7agPbsLBw8WgXCgU7jhbugIP3pdAj0VoQ4KherVuLd3M5EiLqnMqSamcrjEKuhzhmDr5EpAuQrTEJuTn+Dk6VPl66QRpHZ1RNEpNaSIgD6xMJpeEW3L6SCtCl3IKrFHYoDHSo4zBp4jTJs+XWkldQci+meUIQ6zEKUpkLVNfG9LYM0eQNuU1e4dVijBcx60XrO1ofTWNg0ghUlkDw/11eJnuz38DXMRe2I+ce/7X/AX/vx74e//y3965n+rt4a4VN6uCJlr7kHIGKzBXmuYtPzUJF8iKtlEaFfrckI8NUMs8ay+RSiR3Jo75Oa1ZjmEYB2aGVvJ0cGuoRIiXOkyt6ZWZ5kqNAicLG4u1uc9NY0Atlukx71IWNaqjFYdFkypF6mMWN8Pa2wSoLERsCFhtsk8nBKgNdb8sE1fR5siNdtR9LhUXE/DzHmcr1DhuQnuUWUZhJHpUclnQ2ATitoga0XlchNIhNz+DqSRdHdyPbByAjcNwsJSeFwqF7eHySibIQiZ4R+OGoZJD47vaB5Qxg7gItCGhQ0VqxuGSNg+s7BWxIVcrhSo3x1MQYsS04BGcifiYhYsb3iKzF6YjhHopEKrh0+aKx6ZrhmauIXtcmjQMr7Qdssjia/LFMA7HHHrbEHK/m/EaD3kqeJfyPKlelucE6LMHJ3QpR2Z8HrvQyniNTjRO0dJPPhu8ysci0CYFyuA+9yHk4ku4PoDT4BNz67Anz9zVQueuEjfnfum9rzMxvG/jAfNT0dqHANyg1Ec/rZhN9Lf8l/QOSH4SNquMURtCyEM0de470ztNpQwhaIIehmcOVVZ9TDmyo3u871HRDecNOZojCqIGk4hd/sNLlcpzqAbPjxtSYyp6em3R8w7rZBI3AN5qZnhCm88rtcoeG68IIdAYPwmMrlPUSrKw0RZpAyoGxFi8FZxWuSOtZ4rcAPSSqCpN3ydwikrlfjtjtKZSGtEenxIu6Cx4AHzC1XbLXCylA5IsasjtSrKojf3IwQOwbz8cuLcInkKhcFWuJGSkTVksJJMjI7WC2NLiwCsakwhaYXxAuSpHNYwh6IjVBpnnEiTlhBBqqHKzVqYy7JBLo1PEDhO0xefKJWcF8SpP6LZd7vCLRtrB9DuKDGWRtpuKQLqZofHD+ocqKFXVS0Ny6GBjtux9I+Qqq0CupkqRVscsd3SNJeS2IFrypG9W3suMom1zdEhbkyeOo3NE5/LZVMN4h2mo5yCg8Ir62cfRZ/4YfMriJjpC6LDDqeLi0p+1z1z6nWjshw/93O9+5Tb+Gmwrd4W4efGD3/c3Nl+78Xd65d9RGYsNHi8aHyMbdTZyBQU9mubQg8hD76V3UIUup5VmZjIR2xRzZdRoMtY2u81HcSN51GqLZab09Lg+ppyqCjJFZ6zS0/gFa6EdxMMskid+AwsczRC9DKFDTEU1jFFo9VC5lSS33yZPGW+sENpIMEKjQVLIc6XMcvyC0woVc0+dUeD4JLlqqiKLmoFRfEjKAke0x2tLtVJh1Y9NC0OHU3ZLw0AvAVdbfFymqUZU7HLllQF8BGfoI1Qp0msDTue032wTVR3GHrgHtblRUlqFwh5lSi3N5wQSxoelOGigweeUSRQ8QmoiujXZWJtMTrv4OY3VtAyN66osZrpmeR4bdI7MjF1lFLSxG+Ikgym4Ubkww3kaJF+DWY6FAkujZYrOKFUtU1KjGzgNxl9rhnJroVGKYBNmmP49TgcfxUWjhYBF+g5XGUJvclOPkFCNh1BDvbw+hxiz6Fs9r1GE2GGHfjfB2km8NQzr7A3Bpi2jF0KXqPFEVWFCgkvPkT73O1nM6BqMZxESbrjU++H9ayZZ6Fx8dv4rhz/we7+1fb8Rt4cdK27GtJM5Yn6qj4GNldbWMrzaanj1g3VYAbEaeeDNdA/8FSq9UuY3VkfBlkngYTDIJuNJXk9RGoCQhvK+YZjmlvu8x+tuiMTYIWLT40WISW0RN15miPGTx2YsCR9nTIm12ZfTpSy0TCBInT04ZoyGLIWKihaJga6yNDF3KoZh3pTXk9DpOkVdC96PDQxz+bcLKntv7NB8MKicpkpuitYglxmHQ5cjNoDv8vkqw0rEpqeP1XQ/ZO/yyCh8+trlSJAEnLIo66DZzFGe5gCqqYvoKRR2CZdHY8T3dC73XgFykUN+i8cHhfURVI2qcvrIk2coWefHyymds+jBg8KY0tGGkLqhp8tQgdobWhFwshxmSUe7EKxrchTIhzyN21dZ3CRDqyN1a/NAyyFCLiFMk7ylTWAXKN1MnptRtDRKIdJn0bDirwGWwzG9wiifBQ2WkLopMgVZGNVRUPuG/3eyTG+t+HlGxggQPkwl563O1V7WGJCQuxVLnJoFQvYaoWwWPL3gnvgfIYYpBTYXQ9X7KXpD76FyLMKy6tacubCj01Y7TtyMURobFu8gKGg0c6XYEGGuFFsiN1pgLOMDZgbS8W+De//ydF+IHttoQpsYtAm6z4IG49B97nHjV6qpQoo5ahPCcNAhnRNTNgoPgzO1V1gbCMGupKciXiTPjgICafLTVF7Ruzx+IQxD10bjMIDzOguaaLf2t0FoTTYUBxTGeGJ0Q9lfTlfVgy/IJ6ESh8SAHwQMMUyG4VHkMIiiKqgsdLzkqExFzjer4Woibro9pah8msSNH/r4uKE1udJhitwAiKmzAFqJ6uA0VedzxGd4XF87qsFn1FcNVX0Y2Zyh9u8H0yB1GWhYKOxEtoiYEOj7pVdlTInYQcS0qCFCMVRNhywEosuemDE10/dMRlxrc2mzCYFoyfP4kpmMxD7kzrxBqywWTE0bYz5nqJaDLW0iLPpJ3LRt9qRAnsBtnUcCg5DpaHFYbTDzmFNROk7CIgBNWOlJM0aHpqoSAzrSmkFYDCkwM490RkGlaTSTuICluZlesjl57HJcxZyaSpJFUKWG56XJP0MKOXozfJ9epnTa2DJk7IsTkoIwRJNsypGpP/8t2v7rzPocbV+ExMwuxdAYyfG6xaUGGwaxo6Ca78xozo4QN+d+6b2vazbN342b5qc2xohHEFxdMe96NqxiHh3YkMWNADELHGcN864Hp3E+Eb/hr+Ne95blkEkXaXtFoz0MM6bC0DxvnP4NWe3b0VuyiNPYBbvhJnFD8IClV8IqKUTsYOKydjkBfIHD6CGaw/RxJR9KUvbX9B7vEjGa/IdhK+xgdh5/Ka0T2kQ2CTc2m4zJwmcUOmOl1BjBaazJaSzAez818wO2NPfDr6SkBiZDnVNUfTt5fFQYhIvZGpnJT9KTOMknjeS4ZpWjNkPq6vLnOZUFUmVy9GeK/Gg9CSundTY0zxxBzTAH90PVoPbtL80HC4U7wChgIFcqhU6yWABY9NhZRQgdNQmlG6Rf8bugMMETcNnL0jpiE3I0ZqVh6ZiSAuhbi26G5nc6EHBDGilOgqhzTCMIgo5LoVPXubrUS+7vMnxwDeObPtCHOIknbE9qzTRpG6Py/hhSTHkSJdJ2RFVNE7pHoWMJOa1UxUnUhBS3CCs7/hPGnjY9DIbmkOJ0HHSdBRoCoZ6iQqtVUI0aojGDgRhlJ7UYJH84b5IQrB3M0h12SFMFbDYmj2sZhJL++D+Hs1+gPlpDFUAqFotlxmBmNQuVU1P0w3tZld/LFiFhfUDVFenUy7/WXoy/vBO8OWsVN+d/8fu/w9X8fL1fvQcr+MEs5cZYm3H4rgdjcCrhg+CdxqXBmOsMNnjEG1T0XHg+4t79Q8RjD9FUksu8taZPCd2DHSuE2jmt0ejGoAdfSRga+lUi2QQ8pK1s6vKE1mF4plV6qp4axc6IGiqXxsdJBbFLmFrjJZd/xy7lNJXXQ/gwj10IwWCVzumusUvxIKrEhGwYToGuU1vKwGk9Vb0xDdKUGIjGEYygk8cFRSfZeDx1Lu4HEeIUhH6qjvJmqBCIMaeMWJqMIYueXDU1p9dNNqANZFGSX8w+VlNEZmSK0oyenEHoLMXN+Dg9iZl8YAaf0VCyr/VWk/OYQmtcNu41m/TVPupZVSI+hcJ1sipeRtTFC1mkALEJU1SjHdIrtZoTrSOQU02dszRJkBizkdYyGXtVNVwztdlaSTQtIHtJWoZj41FOGK0Fra8gdNSqyh4WHZEuVwGpDcligtWOvjZ7cIzKaR6bJ3QzjFtobVp2IGaZDgo2EK0dUltCsH0WGtRMZpy0jKoEyZ2CQyeD4VmADvGKDpdTVSGhGg10oO1QE5WZhI3OnhjrZRIxehHQTcwl3rUmdAmjPNFamtE4LNkDGlyu+pqMy85DiHmeFVUWSdKBqmliAGehyyKnVQr9xf9A/68/TPPIUdxBDb2dKqfGlFRI2X8zUz0LqcBnUQPD/KouQa2ZGUd/8uWP+I5fWGfKai3iZko90b9jujNc9pF+qIISb/IvRvTL20HhCfhkoNa4tqV9Nr/I5rEfRT1wgsrnqigAsdXKaTzJeCpXT6mqKR2iNfpih20UdApMoh3tZyEMURmbE52dyiLGrvhhRgOutqjYT6IG8twpyAM0m2HOUwh5mutoJraumcY12BVX/FRt1Y1l6jlF1Ss/9bgZ/7D7tMidiVeiLZJWBNhoKB4iMzD4cUSmPjw+5oopYFkGbh29Xyx/PiupJafslK6a/iBYMRUPrPpxVg3IkvLzndaTp2cUPbhB8A75YqUDvaqX6ws+r83m9fuUm3RNXiLjaKOjqWpk5sA6qA6i9lVIsx+giJ/CnmBL+kgBUWjJZdSESGcb7NAPBdvlKMjw9ysxTl4SgKiqSaAEPQ6ChOBd9pTosSzb0JJyn5eQ8ryjoeS6miotoLU9DRUtPbo1ufuvCHa0C9gEQU+l05ZAWCSwNY3raRdCM1NZPCSFhIAEgzORztkpQpMPlXvMxDpH8s08EjdMLql2MqXQgMnYnEu8R8PxcDzAjCMTIEdGrMWmNpuPjcml5zavuwlVNglHoSWLptZXU/+dVi0NxyhDMzSXzVEgPUR5Oqyup59p6OfTe6UNVY6mDeXe4xyp0KVlSqof0lYwpdKCgP3qF2j/718HoHnkKH7/PlT0uAhWw0LlQLy1PYve5pTVEMFZrFzjnepzo8Tgsh2169eWsrqj4ubFD37f3zhwv/4FreShECJi3RSlmQfBXRahGU3EXjTEiGPZpMmLxjuH8572K8ueNe7dP4SceANV6KaS7rEUfKyWCsMPo9F+a5M+SVN6qtea1Ea08mANdbBZZIzRmsFEHEKulAKIXY+3OncVBmToNKlSwClFCDYLCJNLwas2LD02xmVhIz6X8RkLMdCmy+ZKdZGmqrN7f4jSmOjphkaCOnbZPFcN6SjnllVPVrLgkK1pNQDXhklgjA3+eiu5oiottgik/Pq/0muzGrlxyqLi8HNxkV43VKkFKnqdhRGseHIGxvOMVViutlNJ+ihsACqlc0n7Spn/FiFmBdcGGLuiG4fEoUpMKdroqJWgdKCNDpqGejBNs7EfnCPaGWZjM7+uRQAVdjCvSBuNweUU0a1kD8yQJoJskvWhIYnHuoY0pmkYxsCQU04NPpdEOwiLhFYO3URMu3I9MIEuJJhV1C3L8yQLOntBxghQ/nA6pIWMpo6SJ2DbLIBkNKyaQFfl3izNynrGvcQmTNVM9aIDa+jc0M9mLOtu03R9jU0ghIhlBrZHAkRxWOexVFPZOaoePDIMxwm0qslRj0WitpqOLOCskNcIQ9SknapvxStinXvUANljI21ONYnQ1GkyFNuVnjdjFEypKpebK0uI2Qw8eZOMoR28CWM5fBiGcwZrc2n7+OE4xS0+nOBUjg7ZPg/zHE3RzzxJ+Mg/zT8jZzGPHMXp3OU4pCxqQqhy5ZQMvhsNC9rpw+xMXC7uwQMegmMxlMxXi3jHRc4dETejqIlKPYQxuYSbxGgYXsUHwQMzWYk2NEN/Abc1uuNF036lQ3xAufz4jbd/N7zxrfS+A+O29LlpJaFVS5IGQo9uzBS1CYMSt6mjd5o6WLzK+dDGRujUcqgmQNT0Nk7dihsCqg/4QdCMFVJgUX2YuhLHLuXyx6EzcZBuEi8TJuS+NkMpeJuGlylmFR+M0IilVSF3LXZMaaoxDaVdypVROoBqssFYeVwKuTLKWLzyk6F4FAI+JSrq7MMZ/S4MESBrpxJzsVl0jKkiIAuWScikpXl4RdSMKaX8WLMlDTWmmlzQqNghpp7W5IKehMpq1Glk2tcQrel9l4WacbmHz9i3Z9yPcVOqrNcGd6mdevy02tEYnyM+aRzNDlQNGJsnu1uX/283coWGqZF6BhQhVNgerpQqmvrAmNzzBVhpDjdEFIaUjaqrwZgbYZFoapcNu5CjJUMqpjM5DdQ5YGiQlz0vEZtMFiihnsqUpXW52R1q8MloZLHIHzyjRVlN61u0clTNsjo1WrcURWboTdOmbLANXY7CKDWlp3IEpZpEytiZV9qU00fiaExCejWkfbIxuFGKdmjs52OO3qimnkTCWLWEG+b7DTEMFmOZdpX76gxvzG2naRqNtB3KVQQSEJbX7LGZXsof5sbGe2MKCQKNySKoTUNfm0G0BJ87HreSDc1WG6SLU0prjPRM7UcsOeozdDK2CvpLIVsGop3E49hjx9ns3aGKeR/DkM4pvTakCdMX/5T+//2d6fdMOcvmf3TsFb9/wQSsF9AOkmeh41QyjmoGYQO+E1wdCDJE2HuNqhKqv3Mi57YOzpwiNdE/5NXo58g+EF87nE3Mg7BBwg9+GGcTDvAieC1siCDt8pjiDcHm7/H1hPiw5Zz+0kt51qpxoB1NFcEvozbWbOS8Lst0VPa2DO+cUaNDQjaE5DsaFL3SVLUgoYeosxfH9lRo6BRWsnipARV7UqVwyuHFE1NgFj0VbvLiWDQoAdURJDfqIw2zopQmtArbGIJfRm6QITxcK2wHYlqaUXBgUdHiTMjCJna5J49pEAM++al6wUeDsxYf+iwQHLgYcrQjdWArJHkYXhuvLa4NeVBoz5aBodPr5xOV6cFVgAGf6Bkqpro43D88XicYP1X4mD1pKUGMVNpk0SSByhlIWdjA0CxwPHfocMYuy9cHQdlLokqOXgvYCg9UfjyVyWtTQ6fmlIeHAlkEWkfSDlFCEz0Ysj/JDeXzPiA24IMn6UDdX8i/LoO/yfRDA8WZxQ8Gb79/E6dcvgJVDVATZwY7XOiKGNpbXC5WxhECQedP1diUTbmhJtiQ3yi8zuXT5BYN1uRyZVqHjpaqyu/TKXjqCDQgPqeYTPJUzVChNNMEFIwRGZ0rcqKz1N7nJqhD+35pHUl6qjSIocTwoc4iflmirUyiIYC2dCgaY2hDT6Pd5I0Zu8XEwcPXSU9Tu6EquccYaFxF6ypQmiCDQBieGUggPXWscv8x3WM3ahxCTB4fQNkKCT3RJ2pVIWQvSecsjdMEIlMFswhZbORS7NwAMPeVSSriyG82JiSwgRDqKYUXVR52SWVyNCPpXClVBUKnsW5YszD0uRlMwqxURblsRmrTUG2lll2KA2C6iHL5PMH2IDXWqOmSSZJcLcZQBh5bqn1N/gAXs/CpJUd+lE2Q8lRz00VATz9PH3pUNYx6kER96fxqb1bEB7ozHfXRemkkBqwkFqbK/7fCrM1CKTiF7xKjFdIZBThkKNhxRuF7jaDfcfB19/yz/kM/9Hdut8i5LZGb/5+99/m1Zdvuuz7jx6xa+7zn59gmIfhF4CfSiBXRiIQbyDSQIL3IjmTE3xB6REgBJJohllEQDTfcwUhBdBKJACKBCEFAxAgJR0JCQY4gSpQf5IeFf734nr2q5pxj0Bizau9zz7WfXzC0KGnrnHvu3nutVatWzTG/P7/9J37sRx+/5+Xfz3H8iIxFP3hjzM6LWSE2njXQzEkbSfe3p9Jc+Li41hYCs9xI0ibkVnqbOZl/e9zDzYXc+Pf/DuJf+iN4zNv6jTbi45MXUV7NeazisIuW6iK4Vurwa0bpax7r+ajzPBNtAWOiXWhtewsBPIQ5nksM7CU4hkJ1ciIn5AbHMXh4VvrjcieNNWRdwrrz4WwxePbBI/2GVEfMO1Hydk7xJjK+EJvueVcvXEe/LN1wJxEDd7bNRT29TyemVSXDjZhcv8vfEJQLBbmGj4tmotk7p9SbuLjcUiewfRrydz23JTaun1n/ZhQNJf0NualfcQcKig7O7XHrhS5a6jreO8G2bb035+rXWgP1RYV1zzsHKK0yfC4K77bQw2fn+MtIWYbf/wbQVD7vAFt1GYNC6Myr7T23l0KF1rVH7vDh0hs96UB1ewAAIABJREFU6q6/qMD/fzj6/+74KhQF3nUcmbzZbClhZ67Ay3McbE05uhWtsVbanWS+rDyT3kprMQ4MQ1j6ltcDWg0P/qJVPWDxJqbdstAZP3FeSmg7J0cDfRrxmKXtWLd6HxvJiQ+vGoIu6AxkZXw1reHJBpU740afhvjEsz53V88RLFfnKoa8KZmVinu5qR7oQmKqYuByAp1jEtl57G09Z7/t3vSGt7y1PO9D967HeobUvVNL13Pl31ie1QV1UUMr2O5SABT1thXKs+ghO45Fa73phn3RNpln0UTOckKt4L9NSyOzKWTpYi56yTrIbjzjOv/tTgh+NPkEiXnvoHK1Nx2MlNYTtbdkZJbrax12HKUdipVj4+ft0rpFxlJ5OVdtxKAE3Vx1D2Pj1//0n4Rf+wefXd8v/8wP1vN8R7Bcg6L7CU+5xcZ1fXX6TNouDFpdp1CoTQy8C+nb+p7BPPLnn3/n9Y/+vyE8/m1Fbi5L976PP/J6/DppjQ8k/dpFf1nqMS8Ldf9swKEHbVFYzawuAG/Y60ReDH4xPhtsAMYv/yr7F79KvnxPtaSuBe3RiooCauE9F1oiG0ONMQxtA5+N1pRDBpsYZ05UJtEb2sAtycuuOAMcNh53Vs11VJmmg70CrS7SMKDXB+CavlGwcknJPEGqBTbnE7HVOeIOq1cqoxAb5AET+jtbeqUTl2vqOSbagi3ecm3OrMbbCt8DAuhZTitvkFHoR1c6n76enmUb7wREiYbFgq3Poo++dNy27qaF3kA5rABm1CCjb+LjGmzOW6/TvdCfppM+G6zm9O5Bu7YxG+RZpZ8iDRqcjyy93DXTSS9H1Tsaa5M65zlLWL1tg5yd7fg0vPCmrTLfBrFnRx/QnTs/SJsQfePYrd6bT96PlRytAntykNiEA2e3QUTy0AYRVZ/RX0HryT9V8PEr+NPg5B5uL8ry6hx7iJdQfeUapbVy57Xtrgk5dgFtbFcDPTu43dqIoRXx/uXB6bs59OUD8frxt23Yun7X+z+/m0OOdwL4NXi4WVlj12bBOnWNdOVkoG2vxTPbJ0MIfXCs0M/d9c5+Onqw+X5fb9e4ntPBO4wXtFE0OcYhkx0YzTh8LeZMaNfgUR15YhM0yeHIvmExGWPCCBJdFBBFPzXDfQdO8m0vgz4mcq3UOHsfHCSMqAUPSvz7eEvmFWqwyWFFwfiJtnkPRc0mh9e1kl8E88UYXUgRYNKcu8QRYO+DnF6ep8eoAL97djfCVwbMXIOKJ3N9QzyT3eCQiS9h42XBvu/4OhYiNdAHoM5cm5XRKP3JUNyTTGFeMtqYuKx1xSpu4wFV03CJl6/HaLURfaBwVs0BlJup2WTKjs9yXaF1TU3ZIKLEv2cuMbOhM8AgmaWN1Mmg0omfS094V0T0jRzC8TgxZ10Xxr1sL1SEy9q9HGBsE0J4zCxXFICfbGrAVe3g+Fio4bd/6SsHG4D+97+g/e6vvQ0vyq3DKZDi858ZzWlMetRAu2XnYwgb3IPNdZwzf+Tr33z5udd/78f+wvPUf/W300L+24bcfPuP/6E/tv+g/1QbJ7fC9quOhdrgBs+g706TKKSmFyXl6bzK4MNI0hryUPqYdM3bBn5pbe4X8m7AaT/8I+Qf+BeI5UbydyWRyAHuyOvk2AU9+URgDPCMxmN8RGSrIL89GbHhenKKwJhIjLsRfIzSfJwt2bqQG1zvupyD3OA5oY2yhctrr4FqBfx5zLWQDfxh8FzuKbVPaxmkc46O5oZTQ8mRZQ2v/qjBgcNRlQzdyyrefKOPs5CLlWvzvhzu7pm6zt9lC1+am34M8L1+5hL3zuN2OgGfBPXBl9CXy/q9hplreLl0OZeL6jpO/TQz534MfxM6X8d2PmtYWwWfF8d+IzzxqUiaT+eXt8d8J7KO2KpV/Xp8d45jITHPzrYpz9nQlSPQWitb/hWMqC9v7wXclvwro8jnW34RvVre3f3+bx7r5vx8s7degY6jqoF5KHRV5rS3olVznkPQzZB5VnbSCpDUM+muPKyuxUv0LvOkXWjjLXJvK4FbSb52p2/LbLgPzraxPQud3I9J2gZ7corc9SWXJg03GJNtGOcDGJPIVjq20RH5QFpnxEbkk7CvlYMQbmE/FKU5ht7/ts0GcvCMdpsEHqLlhrwckDFAvsZp1TEH8Ng2aAF9WXOvFHO4c+ZP62z7vr6H+zUAnyTs0ooqulCCISVS3a+bt5ULCTd4PThauwejQSs9xkJqvE8OBJWG+KT5yod5nci+vSXpLju0PPTuQbrQiLGsvwUQ+43KNCv66TMH0XoZg1FaG4uivKj3yX2vdN51/2helugnJ06FsM92EU81PA3hdlihb4WS4nrrQOa1PohVVst6Hp3zRm0uDdCDjfM5EZ/vInH8k0LK90cNJ6tUc70OfF/30jU0LHv6XHCEw90V9Yx5u7XYpOoR1qZS9FFaHD9KLL0ybfD6OXunkJjZStMjO4/M2zF2VTOwzVWOWS/qFk1LNZn7O7HvdTw9ispaT3oMsDzf7nlQmxV73LUMNfi9abGGzruz6moW17/0n3D+r/8TX3VIc+z3L+1ND15iMl4Ef11mn5nIvlWo3zpetdKjX07j9Tx42fZyLntS4o31Xq315OV18KqK28b5t3713/jGv/3n/t2vfDLf5aHf+Vt+8+Pbf+LHfnT87I//9a9/f/5Uf7670J7vxL9D6CgfUa4tzkcRPr5YaWeewYdMXtJpLkibfPASG79uUSF9wAetQajP+RsONgDjr/0v6K//MrppDTataJLLGn5G0OVtsPGYN6pTSM3ztoADpavRk/FMtl4dU61tpWtZH+2zJaleNvCrMXtRF3LWYtJd67RYux/PvWoWHp54y88QIACzXshP/+x/8XDjHJ1Tyim0nwNtgehgOyZxuZHaGyW1bStHRjo81mp/pRBbDTbXh+U67v/uUfTQQlq6x0J1CsGpoeZ8Q23e/46hbDFLUxNBhtPEyXDO+WnAX355QL4oxniFcZaL67UCBrsZZ8YbVRWfTjBi7aanzsw14NWftwusZznUeqJ61r9fep1+JTRXEur93BayduDEtRCuJvYDR5cYWXO7UbidUUMMcI5O2qjBRm113FBD0rzyI/baZcle2qzs+JRbn3VRmiP3EjpTBa1tabs8Jnpmab3S72vxfk9ESWuc6jQRXrfG2RL3nXNFGoyxds0OYzhbD7B1Pq/Xcll29c1JqF3uz4t4OQIjWzkQtciB9eTrLR5vN/Mr/2MbZ1WpxCjquAsxqk5lDEW96Gf1+nzHNZTmXoPNFYO05UJxD/gYnIxaHa4Bp1vRP620emcvke6BLGRnQIvSvlz/3otieq4bvfdZwljg8FWm2IJzHJwNrGlpW8aFig1wI4dx+AN8R92YzkryrU1gngLh7OOJNeV4sBbC+i3VeG0lKvYabJx+26ivTcxk0lYtAAziWSjg3gvBuRARG+CXvThLx5HDyC6lVxwLRZKqRXgsNVyfVrUCKjynMqjBTx4dtDZTb7QQeM6i0UaUWHnbcZydfof7PXvelJhTA5mr3b18Y+w1QMWieD2Ip60FHC537TiKIrMOhJUzyk/cj8qAWcPEQ4uCw6Nm9PVkp7+sJ30yrh2SA62s5/voiEPzjdl2Hlaohfe805VHJib9ppbHkjI/NGtIGkVzDZyn+dLi1OOMC5V597HBgykb8Sg3W6FFXjTp2Bj6qD9ZNJQajK1Qu5AaGn/9l+i/8PN8+RixhMB94B/fqXEeSQ+vdGI1hg/yOBlr43mjMqNovJdFqX9sQjdn2Ly/fF2Xst6j1p98/Vsffmr87I//9W//iR/70c+e1Hd5/D8abl5/+id+5uv/mPycSn6Lh9EeO68iddNYC0BH6S40gg8j1x2yUJoPmW+dUc9A5Kyh5/pQLqX1Bxd6a7BSePmHn9Mg74/sg/7z/0OJSS/tRwTpW7mitOG98m48aoJWKf3N9i6Y7n0lA0C0Uq2fMzhn8BwGc8O9rN5bToYsAd0ayLo6XQ/0TEwTX4K54RXVPZ6zdtz9bXh5GgzLsn43GL7Vhd1K72Gz10S+AQ22bGgu+/caUi4kZpdaxC9NyulZuTIPh2xsRwmuyXYPMJvoJ84ifJ3vs1CWflRS8amPTzQ5omOF91Uq8Xb0O6jvnG/28Wvo6TneHFL726Bz/c5PBpyTGmyApmUDp60hbVFO74MIxVsNOdmKjltaIninw2mV+0Ov39GGVCrz5TK7DnO0BUfKXWmx71Vzga0hZjcwL/qJcrc1FTgmNjvPtfOXJX622dm8IeqEnGR/Mizpqvd1MNxr+N3WEAzY2m02UV5pYGMNKP3WdY1xMNagMNRwn+QG7oUizqgqkK0LzFa6MHVOqR1re3fdd63rtbWNs2ld37OG+v2Y9XM+C5HpyvjYwVYWiQMunDPo/SSeE3xDpehJkY1sVVLrHoj7Pay8LDRJZoOPr+va3WpT4vMuwN1U6+tC+qyxr3TZswHR131jZ2NyUkPM1oHceZ5Sg8p1DdMhyguEdCpRqxW835UDhdeDvRUis5OFxqxj771swwD+CtlI6suHr0HmYDLZRy9djCm7fOTRztLDUOhQ9nf3Hx2cjBu9qEJGEH/LXHmEwaKDnn0re7efpUN5PXA3jhfjGfUY4We5Z8as30NnjEn040YU5to4Nqo00oeyd9jTCn1qJTK2XvUzz6i/u9SfUINajxqsam3Won26lBNrHT4GjtYwZmVt3mfSPJGWy6Je+hgYnNdnqm2ghofx0FwFm0U9Os7+hH0mex812OnkoVa5MLpSfNesO067z/F1r86jBo/nogbH/b4s8bMZR37AV++T97wHkBhFhDU2Hk1onvRxVpP4UhQ9swYdG1GoX1+/AxYyVd9b5zKWvqbOo40anGAtuc1Ly7mSj8el45ELZToXqqNsj8H87/6zz0w5AK5v62B8sUTBe9C/qH97HYXivFij7QL5rGHnw1um3GsY/XCmHHzoiU/DJWjHxL84eT3r/H1sUujOcrzpY//W44ceP/f60z/xM589se/i+EeipX7lJ//wD33tm/uf8ec/rBC+IXQmHeHDo/E6Jy/vUIb+aHSqkuBlLT64VcWCS/njFlX1ce3iXtIZfkFfE5ryYS0MH/9uZ/zaOz6dz9EbgPbP/2HmD/6+oqYeesPOyHELiS+x7nVc/+29l/Xb+t0I/hxWu87rcGP/4lw01Lvn8i7Mb87nvYNm4xYUp3XmCFx2uivSX29LeF2Ujtlkvisqu13z/S3ID7hrFoC7W4p83hTUJvoJlROx3ZQK1OBz7e5uhOayZr+rQOjHKrxc/VHwlnNzDS43xdTnem77Qmo+TyyGGmo+Cxr09km2TjdjyzdU8MsBhf1xIQAnV4Df+yNHv0XIXxZM41uFHsayxq9Aw0tAvMX8JBMnwz9tYIdbHJyz7PRzloNqP9/l7EznaYXcXL1gT+NufZ+zEXJW27sWpXDTVt6Kelo9ZNc14bLjcvC8UpqzlzBZ1tBn7S5wZTZyY+UyXQP4W5L2m5Sy/n5Ksq28D+YGdnIux+M2DCyqhuQdZQPcNG21289CaM7Xelwpp2FYZ+snZ9s+GUaAW9w/YivUdVWRXPSTPypxnNnR2W7K+dmf6AqF248kfbtRm3rOx7r77wuFWZse7G0TtDQ1Zw82FurSg2zOnte944Lz3lxMR68hpy7o+syUHKEz+VoNGUs4e55vn7Hr8hF3xjjQsdXCrHJnusQS0fiLVjZLr6yZ5k8O9H5eYrWwji48mlRK7TiwprcQuL2/3efByUDkA82fTG/1+5lVQPmyv+XK5Im8VNeeeNFbBwq+vwUAvthNVd2HdPqoQVYfcru0nlEamX2UtqnEugdPhMfYyBHMR2luKtPmuio72IPnEmrfNE+ThXzAUye3tXtRQpWRswaAsZWderxCPu5wuxL+breT9vrdVzIwm0L/yIOF4Nz03VvA4V2PsB7zKq7MYy40TUt43gcZz0VpbgwqdyfHJQBfPVm5KiQ8yt01lz5p6Z8+scJvpa/J51HZO2fgra8htc7Ffh5lp7+8F3/rr3D+l/8xv9ExQnEN/Hd+L3zza7wcnfEi0L0ExtF5vdDiyU1NDSs90+vst+mkqeISyHPpAn1DOPh4wgcVct1DXlV5iWB40nCG8PNf/J/Hv/KPosWx7/wtnx7f/uN/6I+13zX/3D6ObwIMhGcEBjxc+ajOFsEzgvZwILBQmiYtDDaji2OSWAQfzehNIcBUaOuLUGyreoSxwctZfPqhCb8OcXw6bYp9DkLl3/trbD/4exlthylYTCQmEhXcp5qQtpAbXTdVRUU5182JrphQ/Ls7M4WcnV0Si0JdThH6TDw3UCnI3kDTkZils0ljhKAiBMlMATHEBrskPpXTrETWagwGqnJ/Fb+t6OwcPVGd1F4G0KBHYl3wrcHzyTkDE2E+nOlKCys+XhPXQLPhMzETuihbKt02UhPLev6RCRhtgpwHc3O8n6RsRINNjvqA6sC00FDFESkLIoDkxC50rhnEO3FuU3xOzglBYFJBfWlwNdj2HLQmMJSuDQ0pbfEEkah59RqUyBpUDU5NlEEPwVpWeJ9r/b9+ENbYzJm9zoFI0GPDNZiAjeLkLZNwwS8hblNkDNTqccr5nsw4CS8a9JTS2dgSyIs6GGUjHfVejVbCccURq5egZxYZIQPVgFzW+YUM2Lp2VIVMZxsnbI5nI62zm6G+IRnA22DzSrsNWDaCc1EhMzvuExkGpsgZHGPQAkID78IcwfSJiWDu2EW/pWBN6hSoME0hyvWlLniHswm2HDfnHLgJmhOLztk29uGYJiMXEqelqZFhaMsVF6+MoWw2UdnAkplZA3omqsbZQCzZIpgi+IRzN+IM9hDMJszGc0LIudjEnecZYBthwUSxGJwhbE0hBEIwFMzQMeuatuRAmQZGxTWAMSlqwEnENrQb6KBnQzLZmBwzStAdCTZRAnNFnkbbElOthbIL5hPPZO4CEoQqW3Q8BF7AVLEjOSyRpjV4PhPbIUgipLJhRmPsSXoye1ULTBU8jfGi7DT6MGY61oJNBeaGDhAU11cOk2LbzNG4BpvSc3ULpiR6NmY6PhVpwuHJ1B1zoflAadgz6R2UiamT2tBe1414YL1EyceubGZ060wPlBL3ju4MCfYnzBS2djKyk5HoYUirpVxp5JhknLg2zmXi0FGpyh6BdUdMa0axrEFmGK6CI4QLYcImg6EDmDz08cZ1dC1buYNoQwOGLS0doCwZgFt9vtUhIc8T2RSZO32C5kADzIy+eQn6VxEn2TnNeWgw1v3UQwirCIqHT4Y62ZTQOksz6rlsTVAMN8XTcBPEqN9vSv8Hf5/nX/gPkfm5DOI6dJlVtCkvH4pPPIaxm1Q6sTda9Op07BNbqHVoojIZruwEtbwLKr5owrpf91lZQqI7QiKbIA5Hq+c7Y9J1fvN7vr79a//6P/ut15/8i//7d+Wo+q6Gm9ef/omf+fC9/d+6NkR9BD3gA4q58CrCBxWe6uCVj0IIrxaMrF2eqWCSfBxJX+LTD6+TYze6yP21rZu7WNKA1wz2dEQKJns/3HwValNnOZBf+RvkD/0BVJQQuV/wUxojjT0C30A1OUn2mGhOfMJTDdwxDCI4BR4MwoQpis0GWjd0RxmRRBRaMhIazxpwzg4t0BVMqCIMgn33t4XfuOvshwj7eRLNkNmYrwetTUKNHsLuNbh0VYLOkMYeRrfJjMBmMhuYCWpGZBmc7gWaGgywRV8F6Bw0qZ/pc9RCmrlurIlujcgayoIAEyyVbjBHYmVAqt/bP0Vp0na61P8/UZo4brUQ2TlQ3bCLhpBAImBRktFqUe9jlPMhOpITce5QwEhZw3EV582ZEODNS/6RwcgHIZPZ3xwEE2gykcu5NoMnjQ2l26S5cXRjSzjCsOW8Q2vAQZXjEEwbbXNmBP0A1XnTU/WatMBJBzRoW1k9t4SRyWzr2oxLtxI1EGUg7UGfSqbi58A0CRFUk04ysjRj5lKJ1jRkCNNO8gg0lJnJEKUNYNbQZSOK6lpuKuGowatVBsmuwkgndmVz53g9cfVycm3Kc/aiFiRrllfosdJhR4J2TJUzE1NhsOGeNfz7XgO0K2dOttASKstG0DGZ9dpn42zKzIKzx0xiJDMNxsmOgBozPrJ5A63X6hNMBt4UbLtpPt/qc0M3sI6HMc3Y0RpimIy2EX1iKAfCRNhslOPPFCzxdFwmmsYIZXfFs+HaeX4xoBkzhKGBTiVMa1MRwWhG7huGc2Qwj47JhqjyjJNmDZUnxsakETqLlZAaNo8GMXeGKc2MkZOIhJhIGD6k6G9NrC/dxtzZz467kVPYdEAq04NYDd6uA7MSoPY0MpM5T1rb8Wa4J6Y7gmHnBFGaTmwMfDzwh+F2MshFDRd1qWgN5BhHU8wTCSfOqCRgDWSfpRUZVn/HODNxghgTVScY7GcHgS622rwnNktUj1sNECo8s4Y/CbAw7BQSX+3kcMokhzB3Y5gU+jO8RMXZeaJEdvY+GZHsbQdxIgONKFrWgazzdYoyTHgo91AyhnP6ib0Kh83KpFFDxMizBsQtYVhgsjGyNgWbDPQUcCNyEkxclMjKqVF3VALPE3RDPk4saxCLSDyk5i+f5FlI2xDhzfsV5BdPXv/8z6L9451n9psd+o2v0T4YBIzNGSMQc1Qoe/uMGmxqquPIRpvCeO0QDcNQU/qRxIRsgWbp8s4ae+vcMFGgDdC1sWhMkMn2jZc/+G/+i7/vd/87/9Uv/Pnv+ISv++5v5Zve01AVuvcllGRRHq8iZA8+PBo8J6+XQSVZoURweqt0Yn+bq7IbcnE57zqlXrU+QM3L5/8qJeXqvyS/JVrq+jf7/u9n/5F/mfz6S60w7+ipZzRe5tugdBVmAgWfSzmWThH09aIDygmivTpB3kP4pxhbCj07W5cKwYu33//MUSLQlUKMb7hPegZNtDJuJkvlzm39BW6qqh1xl2letuB9XbzyOlZgXHVPXcJUzG9b8/uG8JueyfZ5X1N/rfqDY8DLg+18fup8gk8cT7fLabmm3juhbrFwe/uec2+VWJzjpreAN/oH3jqn4i29uB6YtxC/RS99+bjSly+qqX7hO/3Newi9lch4G3Jn3KQ7nG85NqHL3rroJhnjjbIy55R+278vpxTHhN3YqTyi0FZU1LMa3jMGkg+wd1UbJFfqtOTjFk/u+cqB81A424OtPxm5M/Lg0RxmuwW+Mk/aQlmeKne1hMyq/gCIc6KbVdAgAzlLIDxDeJn193JIwXMOsAcPnoumijdHFO+oqqZsWc6pffhdbXJRGgDZkjMn+3COXe6U6/3IooFFwFqV3T6U58fOY5NyMYrexgCAwweRjyrKxUpjc73/qm//po04A9301t5s+G3xFnqhKq3dLqmTUSjO9Vgoez+gNY5u5HmUQ+vDzuyBNS1bt1tpafykCia3SvS1yTkO7GWvFupHaZUMw+kc3hal8kYS1vDgHCZ4q+qX0VcZ5JblblqOLIelI5mVz3J1OS3qSPaN51Ronf11Iu2FAat6YS438RLrjqo02F8nx8u+OqRKc6KjRKww0KdVCvGqWjjf1TJsj3IoVYJw6Z6yn5/QUDdNJFIC47W2DE6G7FUVkLkyb7hzcB5a+p4H/a3mYZVSejx59o3HHjxD2J8gj15dWb7dmUR3Tk7YGnz0rmG4KhHYhTGPRakZz0OrCwpupxRRVM8l3H1EMsJuZ9TTl4383esiZ2mApIpILy3SLVcdMFb7+PX3q1iTTbDjuF16slc2jgtw1Hm6SjyfIm9FmTnIL/4hX/zZ/wD5+EufmXKu/77oqOvP7Zs/UG3hZ+d1b7wc/VKE83q+vd9NlSuhWJ4n6dubc2qdIxxGTnpukE9esvEqnQ9LB/nxhA9b/Xmt/R9P+NAP0hqz2W+ZpvqOyM2v/OQf/qHv+V35F+31+fuHCqZFQ9387bIsBsLuRp3fpGkiCOoNiSD03WADRUctlEakdtfdGkEhO6845Mkj51qgDXEpcfKejF/5zsjNRVXl6yvxK3+D+Xt+uHZueCUWSxBWCFS0SZ/gmWgEYcYWCjKQ2bAzUO+VXNmk4HdqsNmPiUwY6cycpEy2GDDWTnEdIwNFCKkp/cwgpPo7gqK50hRrhkoQIZxajoNJ4nP9mSCpZC9nlBPM2cis9OYpgc7EXAraXj1Vkwqjk1GCaJVW9/FZ52mSqI2ifNQwGUgEujl2lIA3FHQaMSfbGEVFZHIuPnmOvEWvMylq5xzMqwPKpBCbGSg1ZCmfDjYXTeXR0a2EwbN3WisqSLKeV9YmjwgHE1oMYgibKxpFSW1ZVJSNQkbUW9E2i7k5tWipjELoxAs1khEcYbU404np7B74GXTpRBS1ly1BNhSw7PWzeCEQ4UQrUXFqaaFMBzIUMjh60uzBUwZpSr4OotXA3FUxhCENpQYAqfgNXOr+jCqaTtqC9NWKEopBn5WY2jXY2ZBJIYhWn7UzrSgDEeYxCBqnBioFrqgLUx2JNTxL4i48e1Ri6lRknnSSjMRX/PtkMjPZTuUpRW+ZCaNPTq3HQwZ2CLTJVGOeRw0iOpnr8xJn0aIuWZB6l0Ka+rOcLDjqFXQXMjFz+gm7S1Foy9hg0zHfmQQiA8SYMVd3oNfOtR+k201NgfM8T7CNaYXegLP1Z22MfGNa8BDjeCj0zl4tHxjGNsHSyDCy1a49LesaCWHOxraGkZGTJJnu7B0ig9SgjYOGo92QR2eE0brS+wl7oVcxEqMR6RBGLIcOOsijM19ARpCyLQo+EfFCbmYl2EoMLAY+kmxaO2oRVL2GvZFMmZClA2G2RX2V4HfOQkmGCidG+sQ8mW5AImMiey3dT86KiJlSz8XAzjq/GkW5oJDPYA7BkHvI2ySJA1QbG6w1B5xWg7NRKGYX8lRaS2DgRMVE9ECn12O58IxcCcEJLQlxNFnPxcDr/qs/9b+aAAAgAElEQVQCMYwwr0JIX6LhoNBlS/Is2sqawRBOG4QKlmNltw3sKTAWiinJw4wpEzmFttXjR19DiQrIQeREFcZUfILrURtIVaZMTnkwp+KqaL0RhUSpLKRIICbnEk3nF792DzbX+iimEMEY72ioL/3Z/omvkWZoBCOFlskrxphVnXN93nz0Sj/uia6NzODkZXp9vygjdenIBi/Z6DOJ4uU4jmDbYcyNhwTZhGcM2kL+XmWwi39zexk//kf/uR/+z3/qv/2rv/qVC/86ftPh5hpsjhjfalHUTSBoRMHga70KhC4gixdUb2QEjhMqtRB5K+YFwcjKblsc5d4L3iYTVO8Bx7Iezwaghm1Gz+DRGuevzTdILeIrNTfv/y1fX9G/+1fh+7+FPr6Oi/BMRTSxUFIDycHUxJoU0qDKiF4fDFkXnSkiG2cODMGYjPSiPjbBptEoF03xPNxfJgMdic4OErWgFU6H9MkpsJvBWap4TSkuVZN98eihtXvhcvws/YmpInPgfTLHxNTokvdQsZFvg5bVTRYtuNxC0Dlwq+qD0NIjdd+YGUTW90gOJhuWiUe/NTQAqhvOrLBW5XZJ1eM4QbAZWB5YDs62E1rv8UVByTxIKYrKdqWb1qIdS4+Tg96jhqH1M715VSm41s5sTgQrOs2NOeu5nxyoJhJyDzXTHM7JVAiJolSgfrdqFXGu85xpNArOd020tTtA0Wcw1Yovtgpmc1lRgylsKuhMRJVO7dRFtXQ3VoFqlskYWenZ2lBNTOsGOFNKMxPl9NOoD71PZYiAFrRd5xBIq6TsPJm+YyG8GkgKOpKugU3F5cHsHRdF1UkdbL1u/j0THVZicxLiQGdFwZ9SnxmalKsiHLMHtIl1rc+PBImxa3CSzOtWo4rKvN0k3pWUhk3w0DrPJpBWtJPB88x7KDq3HaOyfAhF1s9BY5AF/HYDq3sJWe6nosMfGJ2Z9Vl4nsEg0UzSL7t0UVQhJyJlgos+yZgYCfsLxwh2C7Cs/0fDo8wAIaDTOfIkCdiNeQa5+qBUVzzFEqTaOcncyHR8dDQSRNFi/QgNNAY+HfKgvShj1LKuNphZSMJmgY1kVAwgzElvG9sMUuzti5NUodNxMc7+hJdGb7VZCzE8ivoMEp0bcwaxKzYGe3OCpPWg0u+MM4TWoXmH1ZptY9DUmTZrzUAYTLIbvoF41Oejj0WxFqIUFK2mTHQKUwVticpAh5EqSK/hag+vm9+oz9Mpta0QMYaNoqmmwlSOVnoONNEZ2JiIUaiSQAwhApJzpTUHdgrigpzBzEJSm6zokJYMWVqaMREznmpsCm7OQNkdyKJaEqcLRU/KgDSCSffAp6KmRS1Ryww5OKnPgRNkB9m0hhaCSENV0SXLG6mERF07OVEtKjxIoGP/1y/yxX/xp+7BBspVfK2h+i4M9jrG0r223/0NusFY5cxifssWYn2WnBpsYNFOVjracY6qytFBYFxdSj68PpPnE1nlyMxEc96pHzOKcoOiqcRLEuHG920v+R0HnN9wuLkGGz3Gt0TrBBKD0FrQLvFQnWoh1jrepfj6Y2ls2rim+DoqoDLpCETSIrE5ObTeWFsDjg9BUQ4JmpawVVwQVaKcZ5/qbr7DcAMl5oq/8wvk17+BfeN3MkhEk9knGYK0WvCn1EKeK4eirdA1WY3gYw4khDMHrl4wf5b1V7WSUDWVLgOPwexCzmS4kSHMltgwEmdrwnCrBWwmWtMLaXXj3ijEoS9brapgJsy0unHoWvMsr2QMYtMaNERpC7HoTDTGrS9JKXeQPgd9UxwrCidq920ixBwFNc5J18bUvEvSuizxcFaNgkcH03uwqesicIsq2LwvAQMmc9FQc+SbmHgxhqF5f3gsypbdjdIPSSO0BHSxG+05iN3QGIQbpoG40YcsdKY0OG3WIDR1aW2y4X2iNvBpdLbb/titBMQmgo0KVmsxSqStVrqiUShWdCVb0lD6PNhMOIbgWl0+wxbStmi8KYFaMjYnX8dyUBRSs6cw1uahNYPnwLJC2dZpI+ZAPWqHqFGJpy5kKOqFFj4l6wacWu9NKxmMRTJ9MqehCJZraLdO17cASjkhqMC+J+DpRGvkBNVRGjRNTsnKtWiC46WfkMa5nHMiQZ6FiBfEbXAehXia1mKsTljpbCQrN2OSNH0gMTmb8pjC6xJJbyNBBiQ1yRmFLmWAnpj5ypdq9cGQuWjl+lwPdnaZ0I3YhD0EVcPMK37KDD8G9tKwMAhhstxTTM4IhMCOet0zEmsNXe9vDTd9NThZobwiSDohzhyjkDYptMPM6NSAYnsASpdZgmVXpjrzSNwT2Rc9PXf28URVmS0IndhhkEpuijyrmgFGBTnKwMQ4/WSb0C8XnEEMRWVnU0OHIbMzPWG9AliDGc5GlP5JayAYMvEhtF0RLcQzZiO0k0cN0N21EJYheBi2dfKoYeQ5nKkOEqgEU0GHcxp1vrQjGGOWNsU56D3q/rQ3VIWnQNOqurgjDEyRPpmadR/OQaqy0QkMmU+GGGlJT1t00MTngdrE9AXpSw9khmgVde5YDUvyluiMKKmznHvM6h40YZuDwVx5M5NQwW2gpjyztFGnSp3n4SAnnlZC3FMIb8SpRAjDB80d1BgoZypKVuZV8xIyywnDcSstGDIZmexPyL/xVzj/m/8Iji8+Xx9/E82NSuI/8D3Y9ymRem9kw4U9O01yITGFCKou/eZad3svwb9tgk6FURpAXRk6poKQmFTu3OaJmBIGcgamvgCB9f0WHAotN0T9+74TgvOVw82niE3nMKsL6KB21by5CXoEY72Y3Y1+Fk/W1QlAoigEiaCFghaF9SAYc7CvF9pVoCkWheAcG2wa9NzwVIYnFoYqPGPA14X8dt5vzm9luKl3ZsIv/h/k8RH7nf8UaWDLIbW92zn280RZ0epNEax2syKoJ6qDMMOYtYNugTEBJwLUa9FWtUJGpAac7opNRTOLnrrcSVGiKl1IRi67r2ZN4x1liwN9TjqThi6hVkJsTCY6kyMFsUJELlREdDB7Eqk3ktFtErGRctTjMur5nKPQFuMN6VEllhi5Bq0SFHtBRujaldTpPkvweV1gs4as906qcxpt0SJO3LSUSGCZNfBcqKAmOg3XrezmEm+XrQnRK9bcWShRL2xwNgrRSS0qStZQaE4Lu/ujuq771ajXfWpCFuXUTZgShCu6GSMK3j2i3DFib5SV74qqwFnQtrUg00rI/W5TZBiSShcvdCEFtQq/GtaWK2bSjRIMaznoTozLVnXmZFuOH99AfaPPyZiDeGzkrIGKDQZGy84cidgovl+V/eqs2ShRrjrOWc4pqGshHbfa0ba05cJRxq5YdGZr7Ka10YkJKpwLMYlzkLKj3hgaJdS34KTyjKYGpqBSzpnrcW0Opgm2BO82O5JGPPSaZeCxMc5lAsjJbEZriq2gxLJnaPlTZ2OE0CSY6uw9OGVivq/7WPDMICyxY/kPl3AYdTg6Zl5C3qgiVrPJYTtuyYyk2dp8mZVLihIkuxvZjW0LzIPMgDjXzleLslElGXgWkjCtFTobiken4cV+mPEUK3SLgUYy920VZio9q2xXESAZK2SxyRWnAdknUze8JW3Wrh8Tps+iWaSQHz+qcsan0VslZ6spPUo8qjnK3RQ7okLOs6ifMdApiCuBM+PEW90HXQcgdT9aiAk2yBakwo4xRq0ZxNroilczt46i9NjqftIgbF+UVTJk0sQYOjklGeI0KIpNrdxxOdFwztX/NC+EXYTYhBkw96RpJQWnQRqoOU+WuFkMOZO5O2QnpJU+Xr24YmpDpWt41HWvIwy3RbsxYDTOJrWBDyNaEiijAzoYS6zbzmCq8NgaqDCOQnfRk02FMw0uuj/nWzHAzKoTCmH+z/8p/S//158NMRdqI81/0wFn/6d/ACyIVF5UGCa8XHlzA5olTRIl3pIkrnv3hLaPuhHHMhOtr2zBwaRFvd/dhC03jMlTtGpA1rt+DVUjg4e8y9Hx/L6vPeI3HHC+YvWH7/ld+Rd19m+9ZIXu+ZfcL8DKpck7XbAeXfiA0p+rLGudBOfKloRG0BZ+9WJGd+Hju06p3rSs4VeYnl/5BBWnBdBC+JCJfVhOj99Ac/NV4UTXMf/m/0b8pT+F/PLfwz3uZFNfoXKPvdHaBudbueZ1nE3LLtnlzgDZj0lfolX3wRgl6pzH24XjPnmhY7vy1HJM8V7MbP0Wj+ZeOSdP405rPXCOzW9h60AqHVdOmOMWCTd9K3m8Que2TUtMt7IYIrbqnmp7FWqewDjpZog3+jR6BDJGOYPW8T7cLsM59b0guN73rR9sMT8rxxT9eDupZB5wlghZ9O2537UN70IEew5yrPLMlely5/GsWogroO9KK6YnSOfMqEFG++qPmnTpJZrWQVztqu+6p9p6jOha9OIsMfBVhAmg8yC60rIExRmjSju1EoevsD6OySmVIJ02yDk4pZc9Gapug7cMI7PJ8J0WUeLiMe7KhbrpvglmPWrxltnRzXDZK40YZajxSisHWQbpXlUNi3obanebes9kH0/SGs+FuqR1nqY852DIqEZ7H7QYbM/Ky4mub8nEwHgm+hpsmXj7Go8VJFbfV8PCwydpvWoaWMnGr3NlpxycTYmuPKOVaF1LlLwfSWz1vMYzqoahn2CtEoypzBpYPU4LYnxm4NYYQ4kVbLnNVgnFHHdfFNErAK3Zm9nhdWUrtbh7qo7W4KpRgIXorGsvJvhr/fzK/4nst8hW2CockLW4T+esVHoOmdXG/cy73mHQljW8skz0meS5RLFeIuQ9q9gyHpU4S1QScPNE3CvgDlCv0k6dgbPd/948q0vqrKC92QNalN17ZY94GGMceOuEn8tgt5MjVgEj3BUWdXGViwSw1yqOZF1rT61hZfigqfGI+kJXcvemeEu8lX07PwrxNEZvNbywkMMzyGfVETiVDcS7deZpXsWlMRlnBfzVC65274bUBnIJdWm9cnfUcdvvL+YTxLCnw6h0aGdUysIZcCZjGQSfUmjOdS5Rx6Svc65rA1vhlo85cD/Ktchg74N9PCuXJie+eqMe1+frXR8TwPNQHmY4o0THVAUE61z0X/7bPP/0n/zK9OHsA2n+iYj4q478wR+oTdZR6/FryeToR1a+jQPalpi6Eotf1ehHVmxhdhgNRv0/qE3c+26pj62KNDmicm9E4Yh7vf/YBPEyF/Ur/JUBcvIhkynyra99c/8zX/X8P0NuXn/6J36GeP2DR6z5IrKGkSj7F56gl6BLcDealrDoNSdtMxKYupAINUKLwhkSlXWjwBA+7o5F8nCpCyiFx/XxFyuRclekTV4zeBjF78sAa8g3jPGrVcXwlcjNbyg0FsDI8yT/5i+Qz1f4x//Jyjvpi1/LEt3OugexhTJsYDKKf50wZJTGY67APhJXhelY/8jpG7HEYZYOaXQZpVkZlI5CVzBbysoPqMydnhPLooUihJBZTeDTaDqQLG1S7fK8FAdRgjl3sF7TMHOg2SC1WsOn4xmETTYqc8bORNRKU5UlEJvUbtSYpBfHemXSsPQD3s+axOcseoqG6QTfubzhStm+bYUGnrS7AVyk7OBTBJ0Fq5so4UWBXY95Izs6bjqrIrEGNpKOYbZQF1t01LvCTDN50yhJibhNA5lGxGBLre8JUGnlhMpR2gstvdI8ypFiXmJC91w7i+KgO7OKXRUsTlJKp6OqyyrfCk5fuqlIrffTnLMf5HQ0ooTpWjRL00G3vVKHFxqmWjk3IWVv1TX8917ITKPdWUoWibsSUZqAEGNXQXpU39SY5QJcgn5055rfTqnXuXkgPfAt64KVYIQQLSvvKUuLdmYytbGbI1k5Nc8zeWwCx6hwwnBwRUY5XUYoe0xIgZcS+sb0lU6chapm1gZDitIdzZBZ58HMMLNbY1N6mVwxDaXJcxoyTrRlCUKXmWAPgVDcFPq5aF5ni9dCfawEqadMzF7KPm/CDMXj5DBldsX7WIO00AOmSRUSmlbtRmuIKqqTMzq7BelWiKwdDA1mW6LQDIYNEEXYmL2T6WgrFABrtes9l30aKpHY67ObA1SeZRyMyt8ay6WlCH0o4SdDjXgGvgc5BuYvDDrRD3aUY3f2qZAbngNRxc5Cc5ruyGGInxwMOA1LK61PS/pQ5m44iTbDWpLPxhHK8FU48FRiM5hWWo9VfjkoOcLQZFNhyMBU6E3Kji4Qo+hG2xddsSQSKiV41Vn2bs+ilXFQ0UI4pNCRaL0yf5hsVAq4Z5QOLpNIQSV4Rg1Ybo5kITzahVOgpZNStBlWQzyihAbiIFq6GJ+xKoCk6OOjr3NRy2+lgyykqG0oAyU4p5KZ2KY882SIL+HtyvJJJ0yQYyGb7kRKvV9/+b+n/49/9jMa6m39U3p3NM63dfJL6E1sje/9vb8D6XUf3k1oZ+dohu1JnKXzaSpFK45YtFOwZS8EcbOKjogSE1/tm+on7SzTkT8n4oHbjjD5vzl7l1/b2uy86zcu75xz77q4voqdiy1hbOIkAjpIhk4aNKCRDuA2TVpBQqKBhBRAiA5E9PgHoEkTJQhFNCLENYlkBUGSAmzHZVsxNuVyynFd9lrzvQ0a451z7/N9VbaTJR2ds89eZ5+915prrjGf8Ty/p9XgdQNxIUxzJTsmJYIyhIcP9pbKrGjhxFAZP/Uf/iv/7Bdi4p8MN9/5T/+1f/P4avvLSUlNg5Opoqq0mYpF6Z1HncxiGGTuv+boWrbrBKw0JK8o1VKtWVdhpwqtWAbGFhsgn16haaRCEkqR3K91C1rP3qmHkwkIzRNJa539x5Tx/R/6HP5Io3FMUHtfb8Tvfxv57V9ivn4Ve/kMDCopr28XG2cOjHFTWkdko7nFpJaUpntAyKC3hEd5AVewM24fRCOZGE8J+pTsJWHgfYIkSwctqCTgrKkyzo6LMRi4zRsKpwZ0wUbjnEaxzlxpEVmy8JWOkpgoaRCtHpTlv2k90fdBdlNNVXT0e60lMtOYCch85sqpJF8GfQf2VbXlqzFSwUmns4gAlaoHFh1ToxbHagd7H1amxmK1wFyqhkma0UUm0huxb7n77ScaIFIQaoL9+mTmtS7WA9eNIRWG3sNNmzPhfZIfi+fKMPo6SZFGR9pJ840ZneKGzInNNDq2kYbg2wStnRppPA4rlF7T52IFkY65YmMSaoQMXAqtw7GtxNRjYFpwNdRzReeanitDcNdU93qsldVJtGWktX4/NyF54rAFpqwMhudKqsrGrnKxAPNnWatSL2TCpBigybuJ/JmjzAUOLHSTNOKOgs2G7XklW9WZkcWY05KVwjyhKsyBFqMzsG3jOTL5RB10zXj9MMmUyezZWeMb3iq6Sx5/TfKqdRdqn+ybJy9KBtKEPkCt02smg/pSpqIJNgDrPKWk73TbMPP3K921jhozKx2i5Uk2H6RceXd5oT+f+KbU88xkZ1PcC3Omx+c8FD877i+4QJ0NMaePB1txpJ5IkRy01rWdWCo53WDvyQQScXqdxC7IHIRu2J6GdbEcBJ5xIrqhCNFz7WxbpT/zyXV3ns+Bb0FvjrY0S08RBhV3Q1HEBSWN8BNh6MSLY1bokt1ywyOfT5mIFZjC2QZlT7+Ml8CpMAtNG07BihG94mOmCknBUKw/GWVLhpQDjwohmbbyiarjYcj5oJSNeOSyuRdjRkND0LB8PXlDniVN26JYSZ7aUwX3uQZFIc4cNlUnPXpeDBrQWw7Ge6Fqw3XjiecAIc6GpJ+FvIivbw3T5berk7LnzziGMbaeBl6SOXYwmARuOzMaYZ5r7WUSTv9O4Vgma12rKdWefhRTpmxsPggbzPX6cpJfM1E2y3WYtvQ9Nc+ha/72rzD+x/+a8+//vT9w1RStY+WD5+aH3Lf8uT+eq70tk72PCESMDHN1JJy9NB7RKLLfrBvbBOmDh28InTOy23DP0wGyTVqkr7EQ4Afg8HwgLpR4DyppF3xBBmU0ugWHbHSdnBgtVlxcJr6Xn/93/8Wf/ZX//H/45b97/Qy3pvx7f/kX/unXH3v+Wi9GfOhXer1WRl14FHiJuP988Ws4vmjdeUORkUkjjjxhvPbgzYWtJ1CKT1ZaA7pkC3hJVz3AY5u8VH3/fXU3UZTNHI+MDn7/N59f+B5+lHKjRW55+JP7b0L5kz9F+9k/j/lXmCXYQnIN1ZNrA9z4erxkE3LLLh3o6cupgfmR0cdVGzCGcVzmi4XpuJrA8e3uuOoWd63CJeXedbMNYuTV/tPItunl8wDucsbPFzfebdWXxHl1C35o0b6avyE7mkQ7VfYvFGhereBX3cJVx3ANMNu5UlRU6tjS/7COp22O9zoG+9gcXldxoX2oN7j+Tf5elzp4/f3F5aken/BsLm5PUc0Kiavu48PaaRO5nO15/2HZfLyen/KDJ+3w/HqLdQMf+DuLcRNzVVGo5Qprt3euTe3383E/lzPXUsMKvXf2Pei+rebhXDH6kPcahnKsGoVkIiV9ueeqrEI9nLkexKM34ksvyGi0BcADuJrnwxpddqR3DvEcyEWyKsQaDwqHOS0aRQrP0XkZ+bnTF0K/CWM8kWNPrtNayeIFTgFblQrAtl6OT9Nk1NTgZXVgJbBDkJE+DV7WczT7/TixQKAX4+bzt94zdfSMCb2irwdby4Hl2OJmWdW1xktmzsvNtdl58qyCfGlLdg1wlWfCybMKx7bxrPVDk3iyWmid/rrnOqnPXFH1QZONEjXPa0s5PEsOLyfK4VlhQNNcdemR6ynIdVZTzpdsbM5A+vsglqWW6x1iNVxHlZufk51Ja6X4WKuleH0//MZkemXvO3I0npTk3wzPks8m8LK9t1Nf4P7VVUU/2V2za6pnp1EqMQ36C/iD1o9s0/aJPdMztq33hvpcFRQvx807iUeu8MQs+Tub5qqHtY7RQa2Ll8O5jo1knsmWJuJReK/PqYtX05XuqUqVzUCS8cI0ni3YRyyTbmTT+qboo+dAJ9vNsIlxPa7rIviZ3KBDg17z73yX/NqQ/8+46h4+OVrzvrfeXOmt5HD4ocT2GQ51cuypjl7MmNblne0TziFZF3GzeL77D3n7G38VfvfX8vtcq6bPr51ac0rp9306B84X3zePP/PjlJd8HV/tP67wWIfqy7lqFrx80gbOx7fbH7LtaiNQr4R6xvX3zhiTaINWCq8xeROltIavbpLuQdPI935VXlVgPHgrzussvM24B5xoxnd/p//MxcC5p4v/5Bf+ub+8bePn8wp4pYNKRk0L8LAE9JWpvDF5nYlHPsn006XesFZYRYUyjbIpV3VcU+VgotNoqkRtaJfkQ2RZBd11xc2Fx5blmrI51FQlJmUZKye2klOnDvYvC/27n06gP9RQTCo3Yp8OZLJOoPP734N/8A2knszP/hTFDmzkFXiXoCynWbV0e7dulNqXmzavdKsIRBrtdhNiZHxyepbMpVkzTZ8qmhJ+CLNW9jmRXbO1VVMVmTM5EPCeupm07JDSeSdpWnvSUErreeGpOVBYl5vlIutoDXPEBK0dkYJGyq8p5c58WRVnjp4rLslIOJGmV9TZJCvr82HOBFSm6CqwYVoZy+l+r6J6wyKywmF5r2yQQ8+HpJQ1wVxokdHnOTIZRkszczFotS5JNLBFtM6OrDQYN+1sW0mVgmTgEMmfgSxAnaFM24kSmXyaQjDZXFffVDBrwyOoJdkOF+PiDKGHYVrYNNeBXhSLnimeUGJ0miVBOCR33TqhlzWsjSBqgruuFWQmzDIWeQr49JTWt3Xw9vRsKZ0IxWxgYZwzbgWnGMypDDdUKjIK4hn1LZFrJ2kZM276wuaK1I56oS6DYBYfFqZO5kpF7VZyVVuSHVJj5oXKyPWUzVQhIBAr+Bg8V5yziIArz5FmW5mSV41FqaqMWCmi4ehmyGMwj6zAeNal+nhK6KpBH5GE8VfHCJ4j279rOxkG0SelvDBECLdcI9q15MzBIaFxzklZK6pO8m0cbx3/knFOZUxlFMPVqDIoF0rB+n0it9JS8ZHJ6YWxVBmaErFhnufGcyoRO9orTTIaTSs0MSLSyF3GQJsyxEjsSgYtas0ZRiyv2nULTCz9JWuFhAxEj3zj9M6chlonWvpFZHmQfCiNYHfDpif5f040oIsxe8OLLfClM/ZJJ9NZIwwTp7kzvGelwSy0PSGdZ8kKiclg9lQ4jgLx1DzXzgFj0E2JKHnl7y1ZPTapKrgYgTIn9Jpr9k6ulLqUpEmZZ0Q5BNWK6tW8rpSNHJTbGjZV6EOQPa/441lwe+Q5djMkPPk22qgSlGI8GdhTGB7JGCqpjOIZu6xS6dVxTXpyF6NHA8n+OIVcsVVnWsfJVJqXyuyFKp3OlsA/hO5Kko8ziUskbyc0o6TTBI+KT0fqd2m/+Nc4/+Zfgbd3P+1HRWaI3MZaWybzy3NjNr9gKt5+6o+xffbVtJ/MYMZ1QdvzcZ5BiYAt1SPGhG2tqymcUygf/UGeaynI90vFGWtwCYMyJzYzMMKzZTrYhccU8J1tfYnuwb4sEd0VC+HUTLTN4TAHp0w2seNaTwmkalN+7Py1S6Xpi1sDS6n5cLuKLaVoKjekkoMnF6WPxkuDR4GwwtYb4VmceQP80A+KUHoZWmiyGdb/Uyzjco/tw8DSJuVzQ0mRyZvvvBjI7z/43m+/Kw3/JMrNJx9rQf7EzzF/9l9YV6vL7c7iJ+xBf+aKJ2xDxvKVLMqrx0mRlO615kQPcFE4XXQZNZf58UPhoy8Tb7eLpZJB77B3oi0ke0HUqb2hsTGl3sWZl7Jw0X4v0i4jjbS7ZEPtRSa+SjavP98Kzsj16a1iXMrKB0WGVaXxKZ14qTfrPpe5+Prz9e8+0oi3Od8/jn6vwD4prRxZpFm3I+nPFdqRdR/NDIoklbjOdVVbbvpw5eSiGW/3i2x5ekau7ObcOGa7//4M4bCWw45HKlDz3QeEHIT1uzDzIkx3C47HMwfJw4lnv+nF5pOpPyoAACAASURBVIov0u4YeRXH8Ls09ejt3SS9BtqyTkDPKOhmzPN5F2WGldvQvrX07Hw8vh4fjvfDuO+bx6kzSyAz2+2fI+PfYQ0ZZSmYuZK91MvujkpLSrfka4HektBdtnzznD+glo2tvZOL83EuN4l4e3IrNzUyUnu/BnxSYzDjQOXJVvYkC/eltMSO9Epcys/Cu9Y502S81JtnXGqApjLT+offB7CTxQGLQL1KMJ+1IttaU5Vl9F1m2535TixuBi87V6nmXWj5OO+qj1uhmEkttmWOHMu8rmMyD0mw3DLdRu/pG1uMG2TnNMGkZRpueCo+/YUzKrxoDlNwq0Lj6Hcp4wVelS1uxWi4kn71yllI4vC2jL94EpYXDflShp4I+9NpxN1oTpRV3rlWyi2/v+4dj6vlI5vHnxQOGn0RigEiapJ2l2Lx/ADPt57GZ/oO27iNs8dMxecolb6eO79a3Ok4kV9Hdg5JLcrrIvhuI70gVDrO0ZWnT1hwQvwKcqTa8qRyrHqc+Qw2tyQIL99RB9xPmJ7/Fl//voPseJzLoBw8mRwa+f93wFeBIqTB+QeP27Aue1KRKY1j/ft4/CP4xi/y/KW/RbR3Wjd8UbUZvGB8SvP//H2v2/Fnfhz5slLlha22FDJ1MZY+f6uNhxov1667NrplyvNlpqkYoOzCYxo833h5VejlJozHOg9fH/dlQveWRZrdgzaNlzmRkiDJtxm8fghVRLM71HQFjt5+a/zMZ3/pr/y6Qao2rvXn7+Kr5UDILfyntzJzX3uNGEpKpsp6Q4w0+yVcLA2MdWTstKxBqExuabrNjIadSnakQJJwhdUvlX8G0sTqvkogs8+K6Rl9ngGbs++T+v11Ev0Ryo2YLL6lfeHvP/lYDH7wHeQ3v4E8HsRnX09ok+fB/+zGpjXBaWoL2peRUxvvxsc5O8XAo9CZDDdiDlxOZp+o6z3YeO/pY4KFHC+4lJSlbSKrrXZOYc7sd4rWE+mBUUi14PKE3Ebi2pA9kyjiwt47Eu8E5dCWUXGSglxspG1mmXwvtgsAg+TArJi3RYApdYDqlkbhSEUmPScjAW/rim9sDjNQ3e6o+tWIYRGpBokymTeVuJFeEQZYiSQnSw46VjJOL0uluaLsY1asSUbDF92Z4mDO1pY3YwGmCM14q1xgOm4/S1mDZBKLV2O3ZGxXJqkYSSSZugVnUWYbMAL3STOhYfgVzx0ZBXdyMBXpnJH9ZNUskfC7Zrw+Eqg2hgGFiuK9M0KSE9l0vVCNCUnG1smsHSVQdZp0NneYJ/t0Rk/jcliaibUPtgF6XXDMNezEpFgadKMbRQeqM8mqCltkfcMTy96krgwt2btkQp3pW7PZUgEMRWIjSvBsQkzJixXpSDdMBlU2NhvYgKqDTZKVZXUNSN2SXQMgIzvihkCbCfbrHZvbHQXvbTBFOUSpBQzlNGPSV/ll8KyTGMFxSJqFKXiZuAy8SBqy52Qwk+Z7kowbBJ+eqq1mbPUUcsVjgrpz7mlkbX3Clp42+qJVb4NRH+xz0l8cfUYqtEMYnmnFGJkt9d3oMhKMKMnckSKIeN7/xbA+aU0Yu6fKrMnb0mbLDD9hCKdUxgajJbfMrSKx49oZPbEThwgeYO3kfMl+ot4cq41RlOhCiZoIgT6QUkB7Vm2Yoy1VId2MZpPZCrQkKrtPehi9rddEaP48OqkY9jTGncJyTCc6Pe8nCQrciOTlmKZ3JchQgjryTH4NpbBFzxJNyc4xJId4caU3ZVbYPWPqLp35dKIIMwYdZ9P0Um4M+sgKj+3o4MKcjSlbem5MeTJT/SMVeQ+BbqnUDsU91+FelsFZBbXBlKQ/q+ewZAHntuNVkJLhBSKQt+/B//m/8Pxf/xva//fNVL/W7QrVjLknr6knPPC9UypvraVic6k3l3Jz/OmvU7568GRji0fO/axVqNaUWcg1lQpglg0Elp/rsgSKaRQJqjq7BEzSTGwDEU2K+3pDb6GZTWESvnHWwW6saPieLesulD5hKo9r4BUwCiwYaqNz6mAKHAQSqd6kV/t4/sU9Ejp2VY8Xz48fIu8KzX24JcTokwetT4rb/Tm39yuwEtz/utOJVVF81ftc97xVmXVcNyTZCtqh+x0LRyotFJHVp7LEIzNFvrRj/xTwu43ZPlWd/ii3qPEFBQcgvvUrxLd+hfYnfo7yU38Ovv715ZdxYuv0nuhzqSClU2bGAp9dCN/vMtQdZ5wzDZmPSJNnBVfNaO9hPFvHFzjwkEaPPf+v9UB5CZ7XLnQd30UFGZFrEM8OIx9pNi5dUq3oILPBCdFbKiVlz96lS7qFO279UQ3Z4tMXCW28m4hnfoxa+mmobLaBpSojBaqW2z8D3F1SH6PlsDqrpMAY6cs539Wb6yazZMqgwqZnen26pClaM7lG5M/RVvKNIplqARid6qR35VkpvqWqVfN+c26oVzZJP01RR5ZHps0Go4GnSuZWCOvMU9GSicKdnproBnXa/VyclwfHgGiIppoj5QC5kAcdCPpTKGp0LZR5gt3JXLrn1aRLcnCcxBBss1PVs1dqqWQ9ZrJtenpJsGWU7FnuCO9erN5Pwja22YkAPsS8/RA4t4TlWUvPjZeMf5eWHWeSqmYdk01hW0mkWjbog2c4nvQ3XiSI3okXoerGRqXPLZOYPVfZm1i+vhyoLdUYHcgj0QyJb8i+KfSBPAqxfGN5jBpzW/yNsupCfLCzv/eKXa+pdZVe5yT6B8Xl8WCLHYpnfLwUKpONzBLmi75xnbSMQi5jBr6etAEcL0r0xuwHq8oLphMvAn09J9E4SQyFTwiMGW+IvKa/RAb0SbgiJdYAblmO2Qre04NyLMWizxx4IFWFvozhexhCroZF8gIxn7l9YToaaKQKATl0HUJIo5dc+faVOD1KJtisP2EURiGH/22iS/051oVf9ErtG+ojo9mFfL7nhL5hz1w5n/auypg0Aui+TOhPR49cj4grvnq0GjWLOJ9L5So7fQ687zg/gJZGaesT8S2VVR/si0mTKpcwTRfVd7kol7ele6F7RbtRn77wE76cGJYN5GSvV5sD8dULxeXNuVyySbTvQapJcwDCYZZfq6da81EriW//DvP//pu03/jGF5Sa6zZ4wWl4aWkYXn/3edXm8txcyo6+HujPfC3XmW2CWyo1mpu3PoG53WGE22OzfXHzcaE7OkpRFpYg8NGTrjyMwBA/8w37w00WSqCOje1j6d+ZwY9rLrlubZx4XKoo+b3LBtaQH3v5i8C/bd/9z/71P/8q/d+SIpySMCMjIVKnQbTJmImOn6sDBIVzpYjSaZLpJVsKzinCrlmzQM+J1NYBc0akQ79oDjeWVzJXK3SRiUmgXTljQAk2c8bg3WejObFHGxkLn840iAimwBjw+jWjv807AfzxFhOwLxYtismt3oh+8ckD4AffYfz2L8Pv/QZevgJfegGcbkGi3TIh1jSSMDwzYjtk0Ou4LzqrCGhPeNjMLpcuwqydaYVZE06nE2qtlJKTb6yrfM7B7jM9NwOaxErxTFwKk4aPyRmpMoj2JMaKpwekT+ZWsiV7JjdmWoGhuZpakekZAtLQYTmIlNw1X5UKN8AvPoAD12BbB7fqY3ECqdwws77hohy3md6i61cJoUV/RzvMBIHNAlOWL6jNe1Vlfe2OpeQqa47751DrqyX5HVS4XeThqHjJxNf0TFxhgsgA8/fE2JwZmV9eoGkT22yluWqmqTZdJFrlVCVkRVHnBjQKmr6AEKCxz1SkTs0463alxlbliGsmiJSkU6dyA4enr0Yi478aTnVla0Ii3SvuO116kmj3kuWDFuwtOPcjlQBXRusZcZZOFKM12DyPXW+ZXjSRRSTOSgWZsqB10MagWBA96x4cw/VMNe/Cuast0mgwYxAeFJPskWLQhrIrSM/4+KQxRq4XMKNXmD3yTfU5kR5EVLQoMRxK0KakwqkndduSIXRRUH1fiajBsA274O6mcABmuDgaQp0VtLAflubh3qm+YxM4yNRda/k1Zl51p7lqcWFIJljIhkzDrOLkYzmKoif0kskac+GpIxkzbrmyLsIu2ZMUp2X0N3bEB9ozKenqIC3rBk5FIwF3A0u0PwqRHphwkv69jVzPPAWJhXvw7FzqOlHpzOlMTbSDeCrMKquVPjJlFLMRrgkO7B0paQhvRiYvY1DqhuydKpbnh+7UcdKHU6ww5iLWS674NSazZznrQJjyzMdRAxyKOlqzLoJRMEte0UV1zivnrAGIkj+v2sBrydfcLqkkm8BM9SoatHUMD1PQjYhVhun99gLOR8+Lv5qVLts0QhVRZQyQ7WrGnhQdTC/onDTf0C7MyJXf1Gzxbm2gzWiuECc+lGkbPRr2yPfQHoJPpfZAvvWrPP/n/5bxjf+J+bv/7ydKzedveqkxy28jxZH5wweh637+x77C68/+cVoxbMw8/aarFW35+ruWKWml/DB0mHGO7CZT9fdOumicM4/j1tK4vYuhsQpv1ch8fn7tYpkM7Jbv2zOSNH3OcbN9fORaqq3ai72t5oK1V9KZz/EUo+jEQvj3/qV/5q/bf/wL//x/YNF+XorQJd/cdSbDoxu8TqHQOc1yF70muATAJuumSd7vNChr7fTmDkieGOZ7ZLVMo0cqHuX6OhOuXqnrpCgWlLLRmrLTaBaUKRRVnpI8i6K6dpzZ1zTVqCgvuyAzaF8tyIsi56dDjpa86vj8TUxSuVnRYZEv3uc+QJ5Pxre/SXz7m2id9OMV93I7601WR48r24hEFxrETKldZg4mRZTr8nES+QITS7w26QNxAcFpRRPfXsnOGpSBEtkolzRdBR2BS+GcwTHbe1GkZVxWJYm9SqfrCzuxhsxk5duUe0jI+qhgjoFu78mhKy3lNnPtdD0utmdNxSrUvMnFbTFurKLs6ekqmtwXsp7hYuJca60izvSSJs1rZShpJhXJOoBmlgOIdqq8J6kAdHRkKzRZRZrD7iLNkEy35UpJmcPZesWx7JoaftcxAIw58QjOaWybIr3TxrhJxtZkFY7mEFOKMnoqmVflQoTRLbLjZ9M1PHVMNvpMvpH6zEMoFHalR1Zz7PHIqyHNN3WfYylARl3qKqMxtoKJZFzcg43IqzRJ0/Ukjb0y0uhXpq4YeMrHWeIKk0KxyDTVbtSRV3WFlqT3WDybzah4snlUoEPZNA3Ml/FydjiFofka926MZQR0tUTMc2JmObD4yMJK84y8a6XNjWk1e6Q2Bc9I+MVY0U0xM/zRqUYSkMOoltUJQyS9OhrchWxzwizAyXlsyOhsAufcsn25HGsVRR4relDnxNqkHwVlphx/sbFaw7zQ5yC8MPoaRlRpsxChxEhfmbjhoXmuFaOPnhHmM5+HHDoVE0O7QFteMcn28DxnDJoMylqHmxinB1E3+iaZk5uTNjbc8mpaRxZSihfqM2nyOai1XP2wLJRT8hgcml6IJiA9e/iI9Tr1ZWA2uhQ4OyHK8CT6bgR1GDoUM2VQ0dWb5l2RKgwKeGX2pUCpguWakGU2la0SU5NYrAMz6MXoOvEBMQatwDYNswLVGav2oUoluiQ+Y+aQZp5rRJVcS5VRaZtneWQp2W80L5N1lgGXLV8Y1SuqI30e0ZK9E4LOjIJPMTadqDTmzPDAXOEQU9CetHZs4r6l+NZy6OrF2M9/BP/X32D+7b/K+JX/HTm/lyegORK8uAacGa+INHorC2sCY+755x8R775u042Xn/ka+49/LZ/vWTHvMJV9nZcRpc/18l3XnepG34LTCmW2rF7wJGvPXlGCHoPpgxLpNUU8L4aWyog3ZJXT+mygxqP39H5ROMrItdSHpUsXoYjnxVoUxDLc0tXzz+u8OG3SRgEZKFbtP/pXf+7f8Z0/3VVub8s13BRdw4ymyhKPmf1LcK+lnMi1x5EV72UzHhI5mT3PPCg097gnQtGg7RuvrfM2BWYqxHP5bNLjEUQzRhGGdMoz0zvHVmBFXceCLum1rVDjKcpG+g3CNNt8Xdi+qszmxEXH/QM8N5/4bv6QAQcgWmP8/m8jv/n/IG/foseBl68ssF8aixHHveOaV8xCy4TP8oY8R02vzZYfa88rkW7BsKx+GLsyepbgqY4s2OypAqDppdlKDlVXeWOxzpPCtJFXnUAtucao88w3wZE+k6GZerOY7zHvFaeeupzzY94K23vSKddTFrH4Ls9Ubhb7BkiA39TVHl7w2RiibJL+Gkp+TnqjFkfNsKm5Not+N0VnmsiZkYoMBrO1hP5tJV/4UShjMFVxc5jp/fZW01PSZvbdyMTVkGGLYaMZaZYTV8PipIkyzGnd2cimcMpOa8GUrK9wAW954sm+nMGm+Tz2aDTLwkKvM83c7kivi9cjNM3yTMXvyHeVHBrpSqVx6EREsylcJDkvmubLSWSp467IPejk8RV9orJz9s7eJpAJnhiVNpRNjB7J8El4IDBPJFJhrCKZYnCYo7EtMCeSCRZ3qBHsNDqOlkkZQtcNjbfkEM1cB4o7ZskgYgRWDB8dLauCRCJXnSGE7tngHTOjuQo9jH1LlQRIh2oZYMGUyf4cQAHrRMvhkmjpf0MxGnJG3ueG9LHMXIGfMNzIxrds+x4GMif9yEoVm5XOjpvSLBhNCZvsk7WCHZgFro7LiasjZgwPZjRkWgL51tV/V0HjRMSx5nm1XNI3k3172Rhu6sBMX0skn6qTtQWuG5WgNBCS4husi8ne2PpGMc2eptM4o1L2HFpUH1CdLgNT6BJMCeZz8WfEQEeWTIqjHojC1C2HfQu6JCkZdWYYEsHWOmaFeiqhgllGx2ObdE1wHhNEF3tnNsy3NOeSJZxmRjOja4JRbVUZdAfrI/0o3qkSDFsxafJ8qD39ahNSrSmZ8lIVuqQK6QL1nHjJCzunoeH0HguQR9ZMWKeVDTehy8wLMc2aDamCWM9esQlVN5RgNkN99SkBqoMugeqOmeAyc409G6OS6cvf+SX0//jvOP/WX6d/+x8Q9VPVRcyIVu+hRpaFQD8koKzwiZdm8PIFz42+vuJ/5jP0dc/yW6DEYA5NA/Eyuj/qyPegGclOWwNOuzYsNpJ1I46OZPucc3USzo0ygl46L0CPkVUL2EpOrXWSGo+a66jXgLNkqvoabtw2jjIoNKJDQeklQZ+rw4NJuQWRuYzPhxgcGl6+Jn+WkfC85NYsF8yHQpy3HryiSMmdVOvrysPTwAfwGOMibvMSwRvw6hv0xlV6IaPRrPD6IYHl4ZTReFtyWHGhhdK2CSPZNjB4daFLnnAvvs1l5LnWd6+R++jH6Ly2q0YSGgN+oqBf3eB386D4YWkp+NGemz/Krf/O7yDf+Ran7MjXf5rykz9NfO1PIc/KGNBckx0y4LGVZOAEuOyZkPhwPLsaxpOT67ErcL7h7tgQenzgoYx06D+BY8BuyViJQZq6oqSHIh6pkImkH0Ul3ffrORIrxGi38iFTwUlqq5FpocWo2ci1U9gOsbwp8r4pTj/OSktdzBF9/32bA2x5dm42Tt6kdwJfoMDJdrZUhLIaO19YizNTxGlFoNflyxn5zamAQK2TrSvoS5ZDurD1NL+HF5o3ti6cIflYyQtVg431M67vqUmjWMHjgYlDSTomNTuqBPJlQ6aMmNw1GT4EORwaDCZHlKu9k1Cln8t7NdIoesRSlSD9Ry2TU0U0qyB0piow5PbfyGhLmROQwlM7eqS3JPkoJ628oDUB9gDPyOLO2Bx5PND9wCM9K531ZnZWglVFsopja1E2D+jB7IPqhtKWKtbwJYfHOiE8QzkiVz5SHzRd/JaREfCbZSTBUfINqvc0nlICeQhE5cnGy5B8fDdfXJrBpkqUrFPAF8kVIHY2RqqGNtle0pleC8t/49QCkP6PjcvANtkB3mZ+vq10ZYO9BHCyUzhLpqYqk63vNDHguRKgmXJ6ru62vcHpmqoUzv7MSys5nHjk43UW0H6wU6FMtB8MU7w/OBH2s0KB/pjgO5SGPSHblivsWXXQPesCZDPa8inKGp6RWMycwTlecRfE0+Dvmiv+7oZF5emDLESF2whJenCKZUIoiTyFPk+OPVepzI0Yg20zogbn0XBPVdqnEyOTWantAy1VpG1zUOEscMzA09ILM98A95HmdsjEFyxfzPq+Lm5PIzhK8mSyOmJbcL+AeeJXTU4RnA1rK6m1vEvdK647skcms+LMcEDfV8f2oHhfLeOpTnQduf518C3hrHcKbZS7cJNdeIpzHMH5nW+xffMb1N/6e8zv/XASbbSKlO322qi8feE+ycx5H2yuFNRHv40Ux77+dY6fWK/v58nDOi+y8+aF154JvCZKqZ04duR5pooDt+emtcnLls9xmwlMpJMraSzDJj5AMzUF0GLjtT0I59ObNxDN9+3n4MVfgJO3InAGEo/lFdyATE+9zkLTTsF5u6pzxqD0hYogbSdK+3H79//Cz/4XZQ5EU0JH9ZOI1BX9zhihZdvrrpwi9AgE4TmTe6Ob3S7tVvut2uQDnWskI1KxMedok8chFBeKCnNVLgDpCYnCxpk7bIuUWGVRk8mh5jk7pil78jZ4mKax1bLYMFXOLP70XSk/5hSD/uj8YcrNj/Td/EG3Kakg/OA7zN/9VfRbv4oPoX35y2CF8FQ0pHesZeN5plQK9+5sdkIrbeYKQ23H5VxId6GV/N2XQWpEFkH6mMs9PrJQc52rz8hkR2hAi/SehIJJ8k1Ktmq3nhRe08iT2nxQMYZ4fo/LQ9MMrHZUt1RXJDAl11GWj6tpgvkuRefyrwzRBP/5GpbmvLk3TYAZjOBOUUjPwSafD0NH/yQ9dZVpFtVcQbliMfGMwmQLuKZfYpC/hzjTshATVfSsycRYCTNnJNxPNE3yk6X0RBqkzWnjRGanx6q80Fx3iWQ0XS6zISRdFc+Umy4DPEKPRomZ6g25vql90EvJCLdNOkZXIwzaAl3iwm6GyoVtT1L2s2e6YVhFSmFMYcyepGIpaJmoC0UGHu/HtkrhablSu7xxmYpSjEKLmmWgo0DIKnrt9K5sPpNaLIAK8pz0SE4NMemPwaaVvFTPJuTYDTvzTXW4EE2oA6TkKsrremUaKa8buAnlekA9fQWVyhClNc3P7TnwDDes6SIQG2aLwURw1TS0rrhleaa1SbeSJ+cG0Nf/u2E0KBsxA5+T09ZJ3CINjf2kl42hY506J92cJiMTdR1gyytiTxiEPoVumg3IquhwZF/HKz1VIDdGOF5allhOySj4yLLW3bKapXVNT44Nzpi4CpVC9MBKJ+aOYKu0MVdY0mv6cgAzsmKiR7JzRgGfqSjpThdj0/RC9D6QqagWrHTkWTKRJVmfYDVoLf2RFmlpZTYG+ypXXsqipIKyMahIqol0egx0bqi2TDfqWg2P7DhzbWur6JxFktY7BXt2Wje6OkOFfZl3pQ3ES25oNBUVVNBeiKqEZ9LqnIoT1J6G91RmgKH4tLw2l6V29WTOzFWroqellQNB9SR/EkcJan8iZWNaAgQ3m/Cd72C/9r/R//ZfY/ydv0H/h7/5BZXmk7eTca2a3tdSUjb6qbdqc/0upvRW0vJ4FUoXp/z4V4if+TrxZYM3x+zJjGRVlVETMVGURx3YCFRYwYH1XtiSWwfQ9aScCmaU3mHM7I3qSSjunutaOjwwqJO91FyparKZpkb+QtinA44QPHrH20QLDOlYCNpTbBAX5vJetpm1Fl0ysefhyL7QLbpSVf76mXz/v/qFkNFuns1bD7Y1ptU+kaKfsm5657EAXgnnM95Y9zOjPSvtOHhl8hjjTk2lxVWTd/OhKPMiE3Mo7Rqk1uffJAsyLxbOR2rxrd6wzve9vfNuesKdrpXHy3qieyTh9nUt9J5vzvj+u0nqh3Fu/nFvsr6pWHKSeOTO1wP9ymfYV3+W9mM/AZ99/ebiXCycrT2hwXPNXMdS2mMm2+ZZz6XcNM4FRlOtYJ4KzkXNXamcZx8cs73H0tatekCvTP0yqjWrGJZqI3P9zOu3epUNxnmzXYC7LLNFv8nDMs5k3Czn/XYZ4D5h4Axivt6rL4qyzSew3VfxF88GkqezzflOKB6Z6rrSU83snWXTTq4+qe2DGz96y+TX7PnzrcfjohrXiHwM2/P98yTXp81cu7ZembazSyxV7F3uPTeHc3C45WO+uAsxkmsjw0GdaE/OLRk35Zy0PVk3Uo71YEONBxrZ3NxblqfCSya0tkzf6ao52d6eeeV4PVaxPFwjCzDv0k3SiHwVaW6zX+ARYsuEH6MRL0uxG0kl3kIWOiYNopsp5w8emB24p2g7S3CRxi+OzbNf5udBnxu+rrxFMgZObcvLsSjK7Qdgi4J8GLMb6iOf91bZSciiLMZOE8GP9yuwiqHPln93qYQlSy0rne1ORuXx2J+TuXEXbtIMXjUVsotSfBOJAd4TWCeS3sNVjHki7K6cMpDW2YomY2Y+Ob1kaeQFjVzvYeqGaxKGz6Pf57e9JfEYgBeFPlIZapN9f+U5K3uD8bLTF3+mEUlFlh3i5HzZF0OmLFJvVoQeZDrt9ML+WOv5F13MmXwc4pFX+uNlx3oShwuCbLG4N3nzxau5CkEL2QTO+pmwThco+s718ZccFLqOpSpFEtrp2CPpzuorzk68M3+AzN7DkwJNFhNo4ED0NJ+LHu9E4eLEDwZyNKIJZ0mlDJLrAyQ0b1ksniJQ50JvdFz3tSIj1yj9/XvofU8Wzcz/vzeB0jKtVpKhs7f+7o/RTnzve7Tf/FX6r34DffwWUf/oKd7PKzefv6Vqs7YRH5QbKY5/9iX2P/5V2ILnNA4dUAWs3a//3s93VWZzOie8CXHsbB8MxM3gJZJS/CKVR13P/aLGe+uUaxhyaGcGB3B4TONFn9ALQ05CHR+5knrZ9jspBSR9+lDerh/Xe5KItYFttH+UFRDzy49UcfJIv//92wxe5qR7IP2//De+qWf/mXxw1kGfUJb16GXVQn4+hxjgcwC/BIa7G28oDuLtBQAAIABJREFUPE9ej0IiQz9VR3ofVL/eQJUyM5VRVszpfjiL8qoOo/EmcuOX8YxZX9/nFQMHCM2BZmOmgW31Ulw/SrhCL+BphmoG5e1kvB3M+kVe9D+RcnP92zXUfPzzx8FHv/Ql4ss/SfnJn6Z99ScYM4eT6w3JbCTDZPa7TgHSDCdnYKNl27Xlm5torj3COvJYq5L1BhzaaOp37UCY03rNOOOC8gGf3kfXM/G519TnBxhI4+9HAJ+M815BfTHy/Q72+zgcXeC/e7V1VRx4xrCrvsfBZR0/0dsnu6N2+B333jYlHu19+JklhzqgzP7+s5K+kbua4nMfx/T3ldX9GHTiJb/PtuIEm78fKxes7/r8NgfI8ekDed19OK3MrOeYAbPzTI15UbvX3Wea09qulJlqTxGlP0f6Bq6OqQWT7LLnIPPsPFXeqz/IGLhLrpCuj21//7+AHGZuaOX7TSo8LJ+b3V9hj9tsfA83ZwM77mP54JmngpeX/CJzfU11aqTB/lkDPYz9jPfm8+vzEQn+e8k1eG2VrWzJVPHtHlqArGvwwVXfUOcELe/t3a3TR6OrZYQc7tj3Be3bW4Pi74MMJx8HHMqEKJwyEtYHGQdvDfyVUwbulg+vrOoF3Yj5XKfipBZfAwmycx6wr8qCuVgpV03AiMJh8x4M8AeiB1fhpK0ho3tnuHMRWHca54pn7kxaP9i2HLK2jTsqfh5r1RSVXiyZRlE5EfD9HeIHoJ0ngj6zidwXd8tL0PuJ9g09xif1ETGfiHtG0Ztw2Myv0zZ0zByO1rBan+MecogzW9pJsk33ynG9sHSkekiuliCHlFwN1Yxvl/TWMAedztE3nhG45MqIOXiqgNhdk3Md7aknBF0PmCfzafcQF30yjvwJ7UN7wQVStA7+g+/Qfus37oHm87fL/vBHGXQ+Djg/atD5OOT4Z19i/Mkvp4hQ5ZPhJmnDdr/2gRx05pnrKRn5Io8N2qRP3kWCaySYKSZ0X8eyFvLpqveA00YkwO/t5OV1TyVnDTNtBH1d2LPnWup6D7fH5PHibMwb5idlpFVlBVder/43qbx9gH6+zHm3GnS2X7S/9C//2b/gL/NPoykLS8nUw7Ong8hc7gRUQj2DV4VnjyyvJGhzsG/XFB+UDp3I9JR+etJUTYYFCMccnK6UNtN07AImvCp4s5T4gdJHWg8sY+HNnMlYjcITORPZbC1oliuYbU6ekqbiGAXdgocqZb3YVYLeg30z/CtG/7KgpxHjfbf8h5mJP38TTzMUAFPuj0VZ6yq5/z7Odq+u5Hd+Dfne9xA1xssBzJTBSdf6KaCzpRF1xVZNM091bk7MkemqPjm7YEei9NcTggxjlIw2B402M2ZuGivJWmAZbIG8j+aq4yqnpChNJkrJF0gkgGt4Jp6cbAyf5Dpjm4OxOXOMG15HGysxlUbkO05+bLQ1KJkk1A/VlShLta/0NBjbFEQtsf/S8j6hCUgbWbegdwoqD1pbJZmDpBJLrMJM2v3YtO5Mz3byKZNhzhDFGUxfHoW5ikdj0svOQDOJNnqm4wnOUIZliq2oYiOTJFqgT8mBMzIpd7LDGFmMClmx4DO9LLbSNaHsZDQdmehodHPGMLyvf6M7Fg1Tw2IS4zomOrpvWb6pRrUNPpCyu9vyMGwLwJmrOJOsWLC116xia13lyJiEB5vvNKlY9zR/R7Zlo+nF8wZ6kD4HNTobLiPl/av7yvL5ZnamwYYgU1LWN0ko4CDfYAi6e4IY3RPUpwZypgQ/ClI783XPVWgkYJJ1gWIodT4w31EvuFlGZnvlLBsDSZ/HlTKZ70C23O+mCtQxXD0VFlt+pmXulPIlWlc2bcxpRAFjo8fIxFXPsMa5HysckAmg7j0jxt4ZvioleqOv8/a2wJ/O4H2SLxBBmyUv3qzTlkIxZgV1RpmgGzZBI9c27o0WjrWT2I3wzkTvY61IEBbErswe7JpKJaa00dEhFEmT/MZEGgwVpnUOTYP7GIUjHJ3CcyaITjVbqzdbZu4oeCRaRI6WtQ4IozXmroiTcE4Fw7M9XAJZVQg1BtYErYMhZbkfJjYa3pymT9xLAvi64MXJ2OmEKVQTXIQuytGCqUKXwrG8I1VSbfUaqCY0Vo7JUw3vge2FKVnKKy7Qg/F7v8n+9/8O8+/+9/Rf+kX49q+j4y3fR2LeSdx7oPnRye779oWB5kfEwdUm/tmXKD/1FeZnX+HQDZHBU4weeqs2JiN9NOu8WqUmJI+8gHpEUEZaFq76BRPBvKc1cgF3uzWmOqVNHiFMOzEN1K5UmUOdqBphk1MKeEkkiaVpW9U4pFPHRpG0s4wi7BE8KyADs2wgOFSyIHM4Yp23qfjI46nIe8HmJs6bTvh2/bvOVn79rTdeXRaIL/ePuFL7XAC4JY8stsED2D6slpqkItNk1TUcjne5ccjvn3Me0nkJpxzp4XmNYI3XtyE5TxQD+siqhi5EGNtLsm22AtgCT0W6sUVy21l0pz3yyvmisg/S0LuNCUvRMVO8L5NdT1c3X4cxgv77JRNXs/1jqTefV2riw2rk+vvrfh+VnTi/T/zgV5B/+MuI7PhnX0O//NPE1/4kUg6ORZNFC9KfPP1YV0YFH9CtJFxOOurOGNstqyZEr9+VATKhaAPZ0iQbJXuKRhq4KXKLCm1YSnRth1XCmQoN0E6CPWnTAFS2+W4Yrmq3snOrNfvi30D6uq4CzQ+xxRadsmT8mBk9v3gGRIFtJKxvcV/CP7jUImsWUGfrQtFGu36O9bPdK6fHBTEERmffC9RcPwGf2LG2OXheaxxLhMEYQl9gxVIKJ05rj4zVltxRPx+p+Lg5MTtTArdClYaO7UbQs2ec2TXTUt2dQ9oypKbJM6lcjmzv3SzpxWnImLi80PuEXjOVtwFVqbbWUMA+4Mkk3JlrPRVWwDsRQcXZmhBb0ofz5kDQu6dBcvNcG/fIvpsJ2OTgKo9N5cY0CNnZWkXklcMzUVNV0b5RCHpXpjV0bsw5gDwu8xhKP4+TTBzvFXkE58tlIoQ+GtOuyoaG+wazIU1QKTiFquSxq+PDGirVm3G8speBzDdCX3M19Tap1oj9BWlZybCX8slaF1jqjq5LfaXJxox1p/6ScenIqDbAKYNj33jq4KDxfNnyqL4Q+E3ofXK8CH2B8fYGZ3HKzHUJfWd2z3qEqOwy0L48Rt0x6cgRgHIgQPDsJ2AM2dCeQ7KOyXh5N457V9zW97o4Pd4qJjtn6RwdOjV7ISHPLQuuOg5h7y0j3eyIV6BRV42Dq6z/I2BmoWUqKYPDN4RcjdHPVBfLQW9BSANfqVwVOp29gRzZd+hiyN7pBTpZlukaKcxbcq2owd4n/ehrkMh1WvSS9139Vd0r9nQmPc3UPctXr5UuOu7VK8D5YhwjsO9+j/qtX4VvfZP4zm8grX5e6L7fQ6IGemz/P3Nv0mtLl+Z3/dZaz1oRse99m2wqq0skF7JpVJaFSsDEJfgACMtjhJCQPDD4E5g59jeAkpiaCRP8AZAlrPIEpEJAFYaqysxqMivb9823uXdHxGoZPGutHefc+3ZpY2pNzj5777PPbmJH/OP//BtaTRq4Fw5yXN8I2buuEgVrHo94BTm13bDmjvUG+/LG8q13aT5gzKkgOFbAsFL1YN81M5RuZggN3yrmVGF4DCoqHuzM2HeLBbzawr21Wp6ZKhDYBPbF4wukrNF7qYGUzCaFvURYb2ylkCxIyjQsJlS8M6RLB1UsgSyZbc/krUsOqtMy47Nyb1Hxg7UPxyS8MZbSjVogmD8xn/yDv/U312+W39UR0yDl+hHgMvNJFLJ3TwAIoI6pvvZSkFTwa5gjqb0U3YGis/xtpBCPvzsqdzFPdTgw9TXZZJIJ2ifhPPeaVW+TzHxhd5uUihKNp7+lNmdRKReMd3NkNTQ4uVnEVHZr2UayYqqIqWQfSCUju6W+bm+AlC+7ruOo5z/n63zL6Op6H7O8pL38NcLXfoX8zi8B6EiqdxUZJzSnItbRHXVtCtf3Pc+agRgrIVgFH0ciBPuGHmf2NTmnzducypz0Ec9oBh8heteW71ALcfFTczP7pByPUZa3T2/3draJx8JU6I//MfQ2Y0yVap2W7/Gc5usd3VO9MVw3gj6OKoUk9QmbOO473x/r8NnMnil9w7umac8QdLx05DJHVUna7PWCR3eWz0a7qKQfHPvXKiczO8PWJrMNXopBVseRlUXI/SxttIEfzeNcP9C3lcMaFcv2xvmcHbmd6r6DOWrK+ey9VBs5HUjX+Ay9TbKqRwIdayWrFH2zQshqFx/jJfpIUZOP8+yp0lJMjymePd9Zl/Fi+8lLb/sefVJG5JIyDEuW6a4C9L6lEnx46G76CCqmk0BvvPZljp704y+QM0f12GDnOCqSNedGBFi07dtYbQjv2proNAX5iAbbo78nyBmJxUk1NuOcb4x9TAcp1ut7X1Jl8YXSx5UugfHaQr3kg+zdHDcd1sAecd5OncqCbuOaRKzW/3boOESqFmWepiBsNOLcVUtTbVOGqV8BFHj1EVNZmWBhuIvGuAo0yHH8/fx/9aBIHytmTQY+akTEaXO4b7isDiL9WzX/rYTHYaUvTQm2tKb/0Jigbd4k2uF15JPDk4bv2bklyoAOn5Y9nGqYQoHMHN2VFaQqgHEHc8RlwqKjsvyawgvEFvIoduyvN5tF047pz2OMsmwh/fR7+B//BeXj75B/8hO+aE1wUxM5rkjQOdYvOpYay75Y4FsbW9g4bzI7xVKtHWjqWnN94/GSFPwwr6TH7eOuQ19zXVetzdh/zqbw9PR/bF2ftVeHpEz2wlYLu0l4q0nF2ZWpu6Hvp26paXeUNdz7uN/bQqpu/rxZPe5LNmR5+iQlGwU/QP3h8dsG4PV/9x+1rTXtP7ksL1azODp/ljAqHB4nKP37LgiQHlUNoq4pUFanTVExPd6bKcgjGx1H8RASg4KbbNQ5AJoZE9wDoV3FxOP3eTmZeYdxXexn/97aCWAkRR1VFRBvydcPKYjOb1uhRQU5wJcGOs/ByvW6t913PPYXASL7zteo4ZcI3/ol4vZ1QvMT3CTRzppW8hQcL6bpgbopqBllmrG1eUAzI1G4qZvK99mmEU/kVGFnP2AOQBHaQwQ2Qc0swywM0UnsBMC1XDP2DXBodKa4WBYFT8Xpc3gmKp5/K2E+z+T0vmlVtgavrIwR1dgMYfEAbarJWqaouGW979Aotcs2lkzScRBAyfjhMApwnr1MUwRjtW+q1jth2WhVSzQBsmvY2hvcoWevCbHpGVsQfxEO6zqaZ5U2Qc5hMmtRvc0TC3jWckC8Co4Pk1m9zO8bKPCosbDmRLytmBJ1pIVV3Q2qodminjwkK8BrRF5wlMzqZAqH23GyLAKl1zCgYmPEP0DMOd7v8tDhnIbD2YcWJiaOcbZVjqnFiU3Z2uBVXF6PwhqM6pCyw65Ox81d9D40M9Hp3N8eSZmx/nuNVTulXCKM2fzNElPVrqCjquHBC7Huep+b5XidZ8lm7AxokIXYCzubF9Xa5DuwKFDp+0iHQ1KZWhHJj/JIculCZav7v6Jhc1mq2pjRbeOUU3ecvumIrzoVHzdtpbY5YKRQOvHspdGS0b9dUYFwLbQzcsqKM0kLOjsA8ZeDwrE3nNfusBDojEzhsIUlq1D3sEVLI6ujZtXEIJHa2ZlcnTIy+VSLun55+mdkaLlybg7a2UW4j+1zMXfIG2a1HMawtqYllQTN8smqIxqC4HPNrG7hKH3/kzxLaSB7DzeU+V6axXH0EZwn0Frk9KLvjy3kWvQ1dF1oHuyjdZ1dAvPhjzA//nP44Ae0D/+0/8/Pdjdd1wA26XAT1BjrqceX/PsOaq6X3UuP+/qC3AJH1Z6x3d/xowj1AmwcCZ8dR9furbZolITRk0VKhlRJQfAxs+f6OLEsPOoXALwWaO65sokl7RG/hSfgxpuoLtX+1R7HThPqBDQAUtxkbUzbMb6H7+6ZstlJXABdoaZg5owL6027wgaI8Vehe9/X79by8j//H1S9ef7QIt/syO/SGeVRkXG+6RdW3+RKFjtrnkAxtPQDi4hTV5T07A0e2sk3gM3l+uQ8qYHvlJMpieQXsJlbayQMEQ3pgwdoAQUz2TdlbVoFE8lGZ9HSupC46Ox6uttK1lljeJzFi7fsvedkUxm+MuUvLct7wNFIZ/tcNuc6knqbkPiL2Jvnj/X8+vrpz4GfEz/4Q5pZKF97n2Leg2/8On59RzU0TlhKJpnEWYPu+H0llkwoGnwFPJxRnUTzddis+xWtgunjodXM230smpUN4B/9Ut4I0ULofz9YmFAPcA831AgHbKiOhtSFxKXo/84nSRYoCqY8lhbsBDnt6Dsv8Tp6MhVS00ySqAlGLSe8hdg0UThoJDLq+E6Y5FVnElCG4MJuqSg6E7yBs3TA42ejt61Jkzzpomd1DWtRXkI7pHLWkZQXFdwlg3NJ80bqw1mQrKU4Fe6tBbIsOJdIreN6o5UjNIs5i35WEmhi9cy0Fpo99bvVvLZxk2jOU84KQcXEmUXHULLQXIPYaAFAMOdB27x+X5vg68JpWvcCZES6MHpRmWVuFVkNsWjRIUW3E4xl6VR+zZE1O0xJ7A6sD8RcCTkRvUX2LjYeDE9MVASxmmW0nI3mV0yKNC+ItdSSwDjWoCzzBMnW6mHJ+Z5bo49pg+WIFWs9R1agw70SvIrvZQXdyCxhrxytsiZhfSEKQFAmKNbKaYRFevN3604pv7AkdetI88R8KuvvtSSdXDjFY7Pm0JyysqSD0/f/2yrQIMOJsmkLWqPSjMO3gqlOx8Y0Fl9IeaWupu8/Xe8Qy5Q+jnG56E7PAr5q6WIO2N7VdgiUvbEuOo52PitIoqDtk30MmrQnyqXh/lNdWHPd3ZoFEUuLFUclNwPeTWB1+CFJCOQ1IyPR3OqoOycD5lBgI5YjNZZS4YWDuujnVhphbRjr+rhtnEiD2M5Olu6KOjaWDOXmMKY7t86CeGV7DiIuq3A6Ugi97K9uRvPBTCbHwvLxB6Sffx9+9Oe4V39BjYP7uiwfFOCMn29Z6XD4VQGOhDRBTcZpDk5ncT6PuRlsjX2xYL79Pvb9d1hQebug7SEnFcdKqpFbtSCJ1Ot8lJ15TFZS7VlyA9hAFwwbvF3An5AqbV2Qlp48l9kM7i05H4CFmHQ0JUXBUJcKdM0EYhyJhhSHydq9lV15Iii+BUfMAcwdUGADzFFTywUvQqOwhFMf79preUnHH6gqf+cTff8++Qd/629++t3v/+77f+Ob+NUTh7iIhhdL2yu7N3iVX/Y33b4xngKm5mY3Zo6fhh3cU8m5PMZY3f7NUblvqr1JPWfEm0pLjj1UfKqk4Zzqqx1q9Uq2cbNCO3S8FBYFY8Y7YlELGdK0aK4XzoFaxe9BpkX8yt7oU1Px3GYV7MzbOpTNxpJOi6RM+fjN9wHe7pa6Xn5+nX6QbzI219u/zBrMjn/xPunl15+MZ/wl28TYrFku5eEm0juND5PJggCTrRnMzxNbuGjQXuwHqlCrzu7d8kg7NvLk8nBPjccZv0ez6P8Rmbbva+HmVWMzGJ7hnppjpBx1bNXPFK4usNgZh2EfJ8Fh/bTMD2AzLg8GDB4sWHNqtz9ymVZ8q0hBbfpByzNNkYet38Kx6yjLrKrBIaogfJSkVhOp1qtVvAf2HeMza6mH+9EZFh015aSjLEomt4ejR8ZYxXlM1MC+ZZFphACdHPtcqcEQjgzOszuQpq3gy1k0EdxvZJORpknbB6uyMD3UL2eom6ZkW5NYzqKjLh9oLukoqmuhqBlyIvpAOJThsWalukRojSjh8XnHRLYLYuN0Ti358vl3S3jEKUvTHT0RNwP5xoipZgVF0z2Vzwc4GmnH3QZ+eh0zBR6W8COaPubqoGa4pAYboxsaEdXpON81faIM3YnVvxnMzPygHo+z2vCEoVkSOkohqHW8HuqSGt+Fbn1WSzks+wnilJ3otH47I8kEzSnr7fbFBEROTfTNRbU9m9qfXaK7vRYkP5xBmcdjUp2yILmyiMU4R6rKJKlOqD/BXUdzxq60qI6oeJSpTVpM4HSG1RsFNyR9bkDLFRMa7dSDYNkWFavXpqJaL6Tz1NGeMZ1t6vZxUefUshcFTt6oK61DowxgHMteyB9/l/bhB/DBDzAdzHzh+gJgMz+fi2bzyt58WSu4fecl8jXIqzKbqy20thBHyCRwxMoaLNw723AbtMmz19GZnSSlg5k+Uq+GEBOyWGVugK0fJ5Ox5JSfjKj2XHXslGG3bo6gyOqQGiOoKYMZ9+sj9uejKV8y98g8FgMkvxJammWZu8ncxNCSw/jCvfiZbzPWtVzzu//ke/zyb/76b7u/92/+8n/Vzvu/uxihfW0hWKPlaVYDi3YHN6x2TXlVUN8svU4dKoaYK7ZWlmqnO8ha+0gttk5tlUE0w7kDm3vv7BjfBZsttRVOZwm24o/KuTh8j8e/10xqFdM7j4x4jghhMfhmNLDPWmxJJKO2PdM/qF0cvrUJcrIx5PMk49iKqMq7kzjVGJZTPfq+FGrw6kbq7WDWgveN6Dx+S4SXVtMXy1O3lL7pbf7+BLDYp9cZ240kV71Nv+6rrBYP2D+gfvwD+OkfUz/5IW7/QN1n3oBb9OBdITmrIX5WA8SibbhsiPWkNEupUcVp3mrP8Sg47c6pWor234iWvmkB5Eksve9J9MxquKYARp+UyYmI1X6RVXo5pcX3HLXaugbMGYoxWOcgW1LWfpvphLKV5PQxS2lQUcdUVBGh6eWglowRp2F+peHcSnKG1LQ2wI0vO4Xiu1MqFWrNBOcw4nEm6nsUHImCcY1aBGe9hoA51EGGVbeSa5jiMMHisgOjAYzuVAbMeKH16HcnFmcdYnQn4WrEZEvzaKy/WBpCHT1ZWJIsLLWRm8NWg/WN06oIsThP7aV2poAYSxSH631RJiaat2RjWawnCWQvLKbRkrq/xAuH1aBHsVXtua4LSpOQq8E2Sw0BHytiT5yIaqcQqi+k7FhSI5qKi0AxGKcx9NkI3lVigcVWjuyYjvSYIGgPUcyZZFYtmN0cGNXMAbhUcUbdVnJUwKszyTVIDrGR4gJLNVCtljbWhKuhFzg6nBMi4JwA56zlSTEjGU6nrrZldZ1Ok0fOaW3gGidWt5XeBx6a55RTAx7zilSBZilrzzWNHmeDNttnhw9NXX85gnc01dNiXSGJ4IraqTFaVknWSpZqDE4S4LBF9DoyOQs5RQ1AlUILFZsUlFuBY88sxSNVSMbhcORi9cQ1Cjad6oAL9HBVPRPHWLKN2odlPN4XrWCIFiMaKjmODT5XDcizmmZbstZQsFlWJyp+b45TkpYh1oxvFhMixlrVFS36nCQLthV1bCUHqeFC0YoVqzvLemgJqDFozY2LxNhD/Vqhvf4Efvw9wnf/gPbH/xvtD/8J/OiPaT/9U9g/fuKUfetKUT9/5x4A53PKLPMZcNJoNWldDA9gY4J5q1vKvvMS/yuB5V/7GvJ+IIZ3oSYdKYmHanT/6RpHrNq2DdpK6Fx3gjVyNvTNYjwb7kYFxrkUinHUZrjlhA0KbLYGBA27zGdVhtYLzqIuKsDnrEyNsWQRskkaWQI4a/CtMbJtvFEGMbusJ2sWvK3qfKu9TJOCuAUjFYMl29pxRtZCTHH4oAC+bBZzGjIJ57SQl9rIJlMtVAs//sOT+w9/imk2igT3b6c7fPKTV3zz2zeEShZPMhDnGKlpBUMzzPDnfpAWQMQAht3o2Kr7ANiagLSpV9W0Y4sxiS07bhcx8tDY+NzwWUXIZgWy4F3qQiPpIT+iaa2pcAtOaxlqU1fVatjNAmfVVM7UyL7hmyWjnSMbHSneVJSYXje8mKm5Ea9BgRsW1oB0tmb8TJcUY2V0DN569vcKxITsdjI61/HV542ono+53nbfX2S18xXlfEXhx/ADaGbBvbwpu7O+Q3z/fWhem8AvovPQTrUU04Pzcn5k1uSschgHpBNyFwXXSqs3Qj277qboNOdEhZ921ftgaW4h2EwzC+nsj20cqcBIHE7ioTFFzDQt2Gy1W8PTAcsjr2bqdJJVzU2r0JqKpnkIp0OwtLITqgdXZrJ8q7rDDV0kGheHz8rkVJNo3kNKpHvES9D/tTQ9EDtlawA4CxULRq32JVd8rfpdaQJrz8JxYHqxJaDPzwr0lOO8LD2rSf8+59jFwPr8/HGAXxGXyEfRcL18aoN4KTRZ9CN1idQ2ljNDScRVCA5MiWx10bLFs2BW6aNkFWkeOfezo75jDkNkZ4DYz4MrkhJRCjXDKhritxlLjDtbMsqcOauaq72wt8qKQWwk18AaKiBsxpByD0izix4InSfkrnDMVT9HkYsbMBNtIFjLuTllZGQhpGFckBniFz2EBNF7ckwEvxHJKi5+IXr228P/Tg8rJ6TujBqsUKqEdE49Tuhsr8NRvI4tTUrgrOpvhiPTJB0b7pUFNT9Y0cToc48sR8CExomOEY0ECpm8a+q0sSttj5zSWJ2jmZ3MECsbXAEjqlNaEMrayKYRRMdMOevsuOWqH+cWMLVp6B5Qc8FJQarTbLK8EUTddcsBlUZeeyBgDmA1X6kdHlkTefXK7lzcCdEEWA3tqKrnsZmDAPRwSWtwSUMMz1VYWTn2g5WVFiunG4oLepVBwTsHq+UgzuwoSVoD4jEYo1H97XyF+dGPCfefEn/yA2z8KbazMhmugw1s0PfxM1mbAWR8ePr7FzA3fn2KXsYo6rnuxr7zUmsR3t04kkPMAeJpe8H4A4JV5g/Y/Z3bGGEawYy0u/7cjDmxsZKqgWA4qusnOVqTc5iFzVSSVQZnrOY8ue34Zrk3hxmpx0dWUFJhr5UteLYIBDWNbMHCqoTF3oXZVJSp6fvV7UkTQGeySuvsTIVV4YTLhbR5bulxPLzXpicAXYvTAHu+QMJJY2hvAtiMOU4+/r+/B8D5ySe/bb7zn/4p03/LAAAgAElEQVQ7/2eQ+tePWnj3vfd5+Te0KXSG9AEjlXhrHeSIgWzIPS+qpcpt9eSsbbj+SNxXz42qoX5M/ebsj3q+7sbgU0WaqEOqj6JGYiFFd3Tj572qGGprMimpLI3UU0+nDbxUFRN7HT35s9P1q1HHVHHsoc8MTYWrtRimBWGvVQHR9fbBCt0t2+2C+kXYc4G7QVJ+IkZ+nmAMb46dfpFx1L/IMstL7IsXFPMefn0H8+67YJUKbVZTi2OrOgKyeY6GTM7MFMCePkxys1cKwhQbA4zwv9EVNcZUw2mFtzPxcvRbDYfTTCnuri3ySfDdveEvYug+iiL2sL+6w7LNERzeEIzRcduyTQfZTB/uLqlaA4tpU1R8dUP58dk9D+oDRvKxtbfpiBqgx1jh6JvJapmjqbK8QMypvwOn6TR0bb1WJc+U6pFSLNjeDO776KjOUL8RAimyzNC91akzCqd6nNRa1yF111TR1NJzcdMGPpxUzSW97yXFGPHko6mguARwcdrFGd/v04CLOsYKmlszlkidScVsDmrW7Bug+fZEdD7D+ABK0tC/6rFGS1rHthFqJWeLb00D/5LO+od9XIENOsLqupopGB6n0emyI+6g8/RMl1TM5wQ0I8iPZHDeTofUHEGZ9BAPPxMTn6hTCtAU28PPoLyZROy3mWSMy3MEpW4n3T6ObvFdayNGTT/O7NDWR/ieddoA7oo+p6zb17lm7aLKCzkdrIunnRrkZ0QD6s5L9uTQ02htfR9rjXFVL/OU/DhJyhl9/kX/b5ErAFpU9ByvCcgy/0+mQrY04nwuuJ78y8mR9DNdvaHtH5E/+Rny84/h1YfU/fvU16/5olVjwgY/Qc318lvXADXjMrwV5KjepszLA9C0HqdhrMe+eEF4z8K7GzsGmyOLeI7kWH1hx7D1WIqWHt+b6CshWUyKHGJZ1kSsC0u/n/GVlix76QLmktjMwiGWtZ3K0JiF0deF1ctp5NTFTHaZaDYdV/V/PRrCH09EX8u++HnekWoFidoplWEPBdKjEaBJYLcObyIt2mn93q3Fb/JoD7ge93IP8utEyN0mbnuBZZ3HfFAx8U/+1z/n9U+0o8vc/O+bP/rPfrOt9vGF/sZvfAv51UUZjvE5X32G/WfKdbqnxtp6U/VdDLcc3wAK9weZi3eOZNtDaQ3TGQWqu0nNqr0r1JlWnJr2/YBqbwB4KTO7Zi/AWdVO1uO1R2LxWPtdb28vPRxGPwTAO0FahZx1fMUCqwKbeXtqZG8me+NLm5e3OIBSf8PHy+lgRz4uU4z8NkHxWM9v+1cFcq7rOcNjwkL0C36RDmqYB5QJYLx7AnKe1C6A0u0Xrc5MLU7dPt78DESbIKdfBqYFHdAE4/rQ2oxqhdiq6oxaz+wZabgwwY3+0vAS9Dn01GaAlON0lZ3NqKYGqDWwugRmJVbVUfjmSdKo1mNrUuu3SRMYnUFYYqY4T84ZEXnYuitwFpalTbdVWwy+VnVL9Zyb5Cs+WQ6TZ2Jx6cK9AXCy1cThkRw86hkASjX4XBEpRCuYEjFFO7ieAx4QjpLZuiB5pBSbmOdjr0amEBm0lsHUTDEba6nTJVWPyLp4FWu3TqkD+ejWZN8I2RFXsMVrHUKtj9Rh0zUx5wHLqroYc2o2TrhsqCURuGFyVEAD/ag6LOAP/c24LcrSLeKnOqa6pmEwMSeW5Z4nuBmJxGPb1C/I0/yrAXKuGpMsWa3d9lIVML4L4tTmDcqsWKMW5aJuwWndJnXxMlMbQz5xQ0xsM/EQqkRW25N6rVGWsLYHWBm6nVI4c0W2oEYQHiexLWe1n5vAIRX2yLqtZCq5O6FWqyOFA3VHiSy4/cRsGzkzbdNuaGa61mYkCh8qqddE3W6v1uyf/tzpVRL3HdkC7nhUJogtnPvHuA8+oMaP8B99RN2//8Qi3b6MZuayngOcL7U+B9hc19UGboNQ3/eY2wvk5QtSLZhkWYzhkMJGo+1PmR6zOchplhO0WJWt8ZUTFOSYUwmHekEeoWnNRk4zoXj+hIeY+KzE4PG2kaqOqEBBydY8+679ZWIBG6EGsJG9pxdvYtk5IAd1SnnbxeaXFyGQzqYnu7l/t3kwN0gjltBPhvWYbsR1jNHt3wElNVp4AB0TZ1wMwPn9j/iL//2HerknpZvv/J3fajWeDIATRfj1f/2bhPdBaxWMOqOkzcu7ugrnilmZG2DWK9yOdAE3/XI/2qfclJlJGcQpYDF1dksBDxFx37k9X9lALBmyEJaLY6pkvF/x4wM0TJeVcxbTd65tNcyCHJEJYIaIeFzm6AfDl/1nHm6tPp6KSe8nlj1mtiDsScAryJGmoyzQl793QtQfjnbGyeo8X/9/gZovWm+wPGEh3raHCDQ9vqAj4+Z5rs3IvBnCY2CWY84VOpjpIMdnO5kSUGDTbFIL/Krb2bVPaoAbfU7tzdyb3j91BUb6PETDDb1/kFL3SFhuTyz2o+MLmF1TqT9+tR4pvbX9knUTc6ImC4tj9aIsSwc9bTGPnqm+7R615+D0sD4Ac3bgbN0j5yZXxCzUYGb1AjzEwjUWFSR3Ni4+cwOEmkltw5SI1ELbNui6jfF/vTGT7Wk3ZW2yCNakyUzUXKb7yRSvDMywdzurYuHjVLYGFRMHZxVsGTP2nVqN0MW/4XWCdxbMXmgukWvAt8a5GA3li4f2V4laxIeoeDSGx1rVTdV/klx3VCmTc61uUCAkUxS80B5si68PRgbtgHLeapNycbR2V8AkTvuNUAbGdUq+8LSSYTA4xQRci5xoN9EAJMkEqrNq4xbNc7n2PNnDTSZmVDEoSCrkvbIunlQLLTvsWhDC42SQzsgkg/hE3vW1GNH9t9AZUdFW7ZGxM3qwHA4v7Slzg4Y3rn4F0YPU6QyyWCTnzvZAy69VOwR6PLGOoz7YJ1BreUmfEu4fYV79nPb6J6QPP8G1jz+zYwkU2Jjgn/z8rDVAzbgMX4K5gbezN5+xBjvTbu9wSGHdM8cmmGSRbreUy8lX2wvHJtgcFbj4+uTxjlhZc1UWJtgnAOcz1wXUjBLsW7VTWBxiIrlHXMvNFO7NzeuHJRz/EBzDJQcnJi3OhDes4APkZFdIDmS3OorqAGeP58y0GX1Q/iJVoQcBe1NVRGzLtHuP6Y6vhvT6zo/+pz+boGYs4ai/v4r76+OKkDMffPdn/OpvfbPfoTG8XUOHc0t29k3pmcjjoJIMWprpYXMjfMb3F1rYS1GGp7oJdob924tRx1Qp3FrjXjNbC/PR21E1uZj+/oknkonozi2ecHON+54xCzhncajGphR1RW1rZS+wZU8pp+6cmlrkxKjY0Hex4iSa1sY+fhHHlosyPMWSgieXhhwNVk8WYSM9nO5iQbzGqRdom7pB5GVjXx3+GwJnor2qTyzmb7OM/2VYQ8MDP57T9WYWUvBvgJ4AXVzamZ2SCYPdsRC9Jfg+khLdBkaYX0OgeSWCXGd5cnczdRZArY197FkzY54bOcEHLcWMyuSAMi2mZFrX8qjEv2GMnzlA1A6STNbnEKG6hVayCrFHnL/TVFaJOw0ortvSa2OJWcs08RSnTqHYz4qWpWEKOmparIaqoaCl4OnVzPq+riv5OKAWFec54RAzxxGuj+DsspKqYasJ6oJpCmqSWFYDpjYO64Gd3BZsVDdVc57z1MgDXzMxGHJ0FNMARzUqSF7OAi7hnacFiMZ0NkO1Gquz4Kw6u3KGYvVA2Ho4X4aIHoijt2AKITuqewE20Wyjtkw9LNY6tpJpuXVdl24XGvAnSNDaEdJJxIPRuPYm+lmNkxW1dTuNJbBFmZ+CXk9Du6IyJ2tPGx5jqa4nuwJAcdDcdKjEfGoAXs90qS1pRYa3nMmwFM22AQU1S14wq1CPhmuxs1idoXHay7QcDePUij3SjhdsB/+OIlGD75LR2pIWwRQFCpWZ5NsyLL6ANUgxJOh9VDzKLUtnSvzTk+yMsEqjHbUXckIrBrPSHV4dqIl+0/R9TOS64HLFGq8MTXb6+e+aI9SiwQh6W/NAd85FR0sfYV9/Aq9+DvET2icHZv8+ApRraB28acl+tr4ssIEHkLHBz8v/wsDGB9zLG+Wdhrx8AcBxNiTAVhv7JniraeS5n6RkHEuOmM0RfZ2jqH2TyeYMkGOC5Qy2W8ChcGD8yonXbbPvY46ufVltmcAm1cotZz3RdIVxcJPFIqmCKeSzsq+FcPbj8QA2+gBgYCtp7gOpCmxGUF9qQRMUysHWPAjkVkgtqAbHQbucoW5hUQH9Ytm7u/keNcQP1AaerCPhtDdKGik0Lcyslls1cB782T/7icoS+lqMwdz878uLb37tg/TRB08+owP43u/9jG//1rfI3rHhuedKEJ3136mEZvWf99GUIn6Npr+jKujE6JGiU6AOcZ47EM4D1qBocrA4dCb4uSbnPEjOI2ileiy9PDMVzawYyqXFci8GbwuxNDYXnpRntgK7s1BqR5OCG8xA6XdCZ39bdGTKbB/esn7SV9CSMDqWKvra/OGABlJJ4vClkQsaQtQCySXM64J43QF7EQWPi+i+9htAUoTs7k9Znb+MQGcs007aeb4BekCZHvfiBdG8B4CP75BevDsFyKMs05wnbVto24LZTwz9pPkyqgS1nftemOmxytrkSJJAqJpvoyJUzV0Kxk7dkClZLxfVEkWRhxCsaTt4GG3fCYxXy7v1lYRGIi1DB4PavvFwFoM1EbEej6ZGrwVleoLgyI8QuQvzrCMog+tncaaXRvqsLOkWE/TEYikNCoi180FG6nAatarGznThMGjqomOKtQMcyZF6W0DjoFjkRnORZBulGto6cmoKqxNMFyGDJ17PqkRtbauDlKI2/dpAjhmohGaIxijzk3un0Az08xjpmiELVAUUxlhaSiTvqdYQcgT/klgTYbDAM334prUKztP6aFxZm67buAT8BewDvETTWZ2+fZJ67QK6L/Fqvy6pPioW6NP4vmW3oSCcbd6JFN7BUFgETnOyoK45EQctUw8dNal+p4JX3RU9qM6s2nrtssHHO2wLxUMzjiLC2pmX2F4jHn3NqangNxuc03wdoWtqRJ9f9QWao2XRoDwMWM1IUf2MIJtawDUeX8dpVUTHIT6zVq2CKAIN1wdL/Vtuey1HBi8HqXoMTkdPm/6/dU20Tz/FfPwJpryC8+MJYq5JLG/zHX1RYSS8nbH5qgDn+vtnrueCYsC9vGm43ruCWUdGy2UtkHqDuLcOF7WriXRCT7NW8OJYhoh4c0/GVC1ZzpYnWzOffwyQM8EHjpZx1J5x05OJL+y3t5YjbKzt1BC/7PR5BgNosF+uWUGJfTO1WEj43js5sm4369ly0h6qcfx2huysfpgZcJpYvFcHRkGPGVqizuDcklrIsWoKQhrZQKNxw3C3iT1VfO1SFhO5OdjPyF/8zz/C7AdLN5WcrXG2xgpIjuWfH7X8h6t1HLWwWkfImSjC93/vJ/zyb/0ydJAivfDSeDsbxIPYNyC1B22Bd+gT7UJjqI+zffFzDOWreWh6+kpNs3RMSTQXkIwKhgewKWVqdJ4c812YPUi5aTkYRbNIdFQlTw6+YwSVLmyad2qum9eNN/wCbHqGViefusWdC9LtDpr5eoylBc2byGLmnDszXGf9d9/w3sC24L7RxzeflD7C4i/NqmvCHv4L73dlegDOONJDXyjbEzwpaK2Ej++T1hd4t5Bs1VTgbrqK0lvBjQNKD88TwmZ03JFNd0dlgunpxMn0UZS6g0g6QggB2MGH3PesVjU19S07tgCkTK2B6BV8p9rw2ajd2rSeA2doNettThOKHbBEBTvRPEspRgXFIh6Xo7a6e3RDtF246dTOvoroqKoIYkaEF+S2kMmsteq21kdBAKmHZIksWNsgGZpTHcZejYqKbVO7fxZlZnKlNT1YGT0m9ooGT3OBkFUTsWbHMTRs4mmlYmpGzGsOWbEmcWRhDYZIwXo/dWi7q6xkzmUh5MgRHWvQDBskayeUjcSiDAWchKHxkgDWYm2h3iPWV83PCevU0lw/tqNpgJ9OFwvkjNTOMvWugZXWdWLM91XSnYpy8pkFMWnuG2Kqyqhoi7DuAHzBS4/QNY/+8IUKxzIrELSnzWi+i2SOZME31p7hpXsdptYnd/AE6loSsZh8014m64jGsaQIkjn734gIByfshkV0KGZ8o+WTtoNsS39cGK3iAM1Ay1fwmhF6F1NUpk6wqrVByCnoTj5GRBaaZOT1p3C8ou6vCfET3CcH6fiU0j4jDOwz1gAzV0DzeeMo08HJ+AlfrL25sjbX6z5v2eA1WuLr39D/8UIoyUE8kRAYgC/XxwHJRTRmwQpSOxuMCoNhJ4wRIHDmRJOVlYJmQenYKXq1SZ+o7qYZobXMYoRDsoLnqqzybJYJretkRAG9S6xF2dyCB9H04hHsB13b2JvAxyiK8wF0ht50SCpzOWh9xDxSiK8rlcbonvYm6slXVO4mGg9FL7dcENzjQJ4NjUzq/WW+aoQGqUANtFopZedn//S7xLt5AmwWY/Tnu+/+rrz77ff/UfvDj/4udGfC6ALqO5RP/48PCX/16/h3L2Lgpl/CoWBW4IGKgApsDJFwZ03EaanWRVA8Tpj1hVf9WywMwCP14Y4aY3Tb8NUgWdvLlY/t94MOYsKsaniD58gG31GqmPrk+QDaLeWtjpzGMOyi40hOmRqy7mgS6GX9eEn2ACeIs9qsCsiitnUjSgUaeZyfSE7sGPwz4bVUz10KHBbWiryE+7sbt28UndX3DfDzNDv/Xyz7wsz/N4DN9brPWjVmFdRdfrbzNWWehvwUYJ6VxO4mMMFTfdBR14v3MU7w4UUPFMxq904n3lqaRduh+wHOH5koFQj4mmlmI7WId929gTqBSI1QwUqEamYdwwjx01FHYzVJz35LxveqBocCaBHBlKY1GKgdeLnocUBrFo7az9YTHNLD+mylHXAEtFuKzOEUlOAKqVVK1m1e1g76UeFnc0mBTdERGDCLL42xGqdQku5MvGCt0BQb9gC/RjCG3WV8bCSxWGnQNN9Ksh4sm7PgItE4NCg26pl/CSjRXKAu4CrW18esIyZC8GCjDrdrQFKG1aizqQasV+t5SJHoH5R1TZZDuobm06KOqpKwxau+BqhtVTbuwsSAAplcKmsPadQNYoHmkLXM69bQRawxYoNmCi33TPRDhLz02gQLnGR/0+u7xijf+u3JcfquxxmApFcznGJY8qn1A2nFmqojq73ivMaiDu2KVi7IrGpYN0s7+r7BZQ2txMBeYHG9gkG7kpYDTmc4coPNKUDNGmNxCCx9TOYO9EBcCy3qOKOs9OZ4DcKTbLEY6tE6SwVGhLbvOkLaP4Xzjv/0U9LrjzDtY0iRgiZRw4OFeXq4+3LreeXAFzE38NX0NvB2+/dz5sYGT/2GgL9BWKjA6hLiA0fJmORYXeIIC5moyblZgXC2QqpFraBV2RuXhRL08qB/z9RYzKYj93g+tmPxkNMbuhtz6QI0vqorNFhsFBwJMZtenxUI+KeHuG7/zjiLFp5hoXi8S9rxlKqe1Dcg1cfJegVyPwnvrzFFq4wLaI6NpDmGEooG+pXyqF3ox9xovFaSZI2KMc+2kjbAN0xBcYqQeoHgfr7mh//sJ8T7A9SMNS6/++33/5EB+M7f+a0WcqbmhBU/GRwrQu0szlVkDMo4dCfpTCAmZ3ZjEOdJx6ki4wkOtAFZ1sDdGMyhh7LNaV3D0NukHqa2RfuwgMMTG/iTDysXFSFlpa+CE+2pePatGkL0zalbartZ1eDURyAYoJ1SrbKfmc2hHVQ91Vbt4P2TH8Ub2bDbwmbtFBlv4p44Np5c7uLEu3Xczsa9jyRCrQht2qz3OsRfCmhyPyMXGikLKTS2Pps0rxw5n//Kwc4XrQFmrpff9vOrLhsEs7xU8DNYn/Ux7rp2T42OqatoOF6oPt/87NoaeTmxPazgwEwsBh79WX21KiRpWlba12B2CGr/BrR7ysQpLLYtIOj4KefMuumYJ9NdU2eFVThSBuOhpZlk3BbTy/1ODdDqycLbsZMWO6+jJPbgVQN2FNyLVWtN2kYpB2vPLWpBpiNqdYM1YBZjjnW1lUfjqM2zRWUskhWtU+hdUOSk4GdpHJ0REKtBmjO1uJMdcYVgnLI3dJ2OBCL3R2pxjsRS1TlVK7FpG/ioXHiUYoLZC+diNJXY2Ee+jdO061NeqliYB7AJ9NNRAC8aOioWcpklm/Qm7SEIHveZhZVOCy1jPrV/KqHOn/iafLsUao6kdN9FucmDObqOx2FM70EyQwdkpgZoSUDKpHAjrGohH/1UoCnFxW/UrEnA62bIeZmi5dVHjr2pWyoZltI03ThlYnyFffUh/rjDudNevya9/ugLhbzPl7mA1LcttxXK/tmw5zmY+SJgM//uFxQUz+cdPOWdxhJewDsLRx9Rr07mZZMczRfWe+H06qAcTE03/GCu3UTiOfZK85VNhD1nHTll4WyN1sHLuve/8QukE7M5zpzeKiweJ4ELzCC/q+amtQUz3i93mSBE8ySh2A+mrp68BQX121RjM6zeWy2z9JLgtVuqr20cq0n92OoU7NSq4yhOGssTsDOOvalWrU5CG8J9OiZ5MlbLheP1J/zsf/lzXr1+M07mun7zf/y/dO+2hJe/07KyN0ffcR+1cLukuv30D3/E+7/2PvY33tEnloqG80hTUZCI1i4koGnI2V6UdvedymxY9jNy6ymPdyyIwR9Vf5qqrFByGs5Tcx8kZ3wuan4pTzdYL/4x0lIC6DoNetzPWpKDHbjZ9mB1RDREzlrtliqZBGxLtwa77hAT19mYnsODUXExRQPo+ggrAXsuePHMpvUrM+Mr+cyYCtlmbmcAX2miTNNeH6AF4G4d22bIzuFeF2XAQsN60dGcOI73oCbHFvSzIRfMXsln/ZcCeL7sCOr5/QawGZefA5qvBGxinGeRJSbMq9HI+wOAJ7NoQsBYT37xgpRvyPvvK1PYhc7cNh6t4moJ96DheQmCN0QbSakHANoHqBmOr2q9VizkjLfCiYw2ERarripbq2pwimjgWTVqAbceIwZqm+6CnFBwIA2OTCuZ3CyrF47MbAzPR8Eniw9JT+CCjo9ca7QXG61pUrIpJ6Z5BSc7pHVFIoCn+YR1jmaY/W8tCFvM7P01rbWpgBgtyRTJtCCsolqakCI5q3MKQHKj+ouCoreHRwmseTiksjIc2WNThFVHTyEmCL1kc6zjTlh05BQAciOEQCwJWmMpntZOTGssWS3SowcqbE7ZqtD1SbWCt9ToyBWWlhToLAu2s7fqlIJRv7Dc02QB1xcX1+fFAj4AUsuOsyWufr9FT9dhcwpEJNNSH0f3QL8Dz1obzdy1oHIzuJyRtIOvLMlS/EbeOgMOGKsHxCqFlDWFPUvUM/W2kkwgCGQx1LRw7CemfojLEfn4U2K9Y/cD9/oT6vEptX2Me/2aeDnYP9HMMRWN+nv47P3Ac8blbcu9K5RPPvMhnjzOADVfBGwGmPkqYyn38oa868AvmM7gtUXVRGdzKhBHwYzJbTIJYiIJN4ENoOOmDlZkMb0fTdeeM9smkAvtaKwp04Bj6w6x7DikEH2ltZUmBdMCjcr6DNhc93HLPU/XFPSMGwNEgyHSfFAXVfTgmoqMBVbbFMeUAq5OO3g4NdNm2MAn2ElPgc1uHT4Y2Nss0aSmB1sroGeCV7ZGr29ZgY2pWiTbWPB5jM8D93hyCzyATbeDS9ak4k+/94of/MH3Wczb5eVjPLX+yjd+B/rs5ef/8G//lZ/98z/63tDdjHULCzVnjlqwYaHGk6/9yq/y9b8aHg3gw+4lj8tp9SR6gNBo9UbHODcqeymsdnv0Q+0FVvukWwo02O9mZbIyW7TaN1XNE8tYNiBHt4z3LByWZSLDYWkbIUEJHVP4pdvAO7ihH4ylVbWAy8POvneBsHbI1cc/7iKyYfHeaBrANNibftv2DIVmjIbSRfOkyCwZi6xwHCfrurDfDayVzZrJ5oRakeo5NkNN3X7ebehng8WAieOsPBOjsOREqhVz5H+pDM8XAZ/nTM3brvuq7M2MMFdPh4pCv+h5pobt1vBxueGx77ykWBU7y/s9wHKAICcKZJZ31b6dj0ff1OI028YaOlvK2QyrOHVWdYR9uF6IiZm9U2sTDpM156Z3TeW2qJg42RnUB7BK09FUcQp8tM1QH7uzOqtJtKCz+6OAs6o3OlqeYCktdob6JXvSXMDGNl1To3MqGkfIjpIP3HI5m+tBfcglu0bfNQUuSyMao/k2Dj1jPRN2DYTWyEfD+8DeKmKdphqvgPMsZ7d256jAyTy+K6bTw3s/q9uMVVbHJULWzJ62uYfVu6/r7yPr5ohGnVjbjeuh4mTF1DvBbpAy5016t1SZ1vFA4WRV+/cAOT2Y77yMt2d4H5DxTxOKkwWzKCU/hL/t8TzMEsi2aL9TrhgSAcEsgaNGbA74FjFLoJ2fEtOJe3VQyys474T7Tosn6fgU1z6mvn6tY5ZrLsuXWM8Zjfn8+vUDTHzW+iLm5suu58zNVxUVX5/3EP2eLzWVfmkOsyiQSw1sKizmcew7m2ONmeOym2xdlO5zIUl38HT2/20r14bU/CSYb80OI/nJ8eLxB4ldwhsuqRHid7aMCZaQBvNXp2vqlt10SUEXFAOENkXFo1/qbqsyN61C8eztnNbu0RCOt+QaSZdcsu1Mmkwck4b3mZ598wxIzs6p/PgdVLBuQqVFOzNuBjFxN/bB7vTIgsHctFz44Pc/4JM//Ul/HzqL+UxrM9Y3/r2/9htf+/v/+E/mNd//L/+D/3Z/9cHfvebdhA5sxoiqs8i83DZe/rUX0NNKR0Lx/UjcsAp05E3aMWHxh76oMaIaayQU+665SYtMjQ2AH2eYbaD6omOsPpO7R3TUVIAS2cKbX7AnG6IIuc8Xx0iJfpAd100hsbEzkG9slNe1HXWCnOt9fAE/WvIAACAASURBVGk0t+I5IAr3l45QKylnSG5mC4SQH2nQydI2O4PymrxJQ5mcOe0Lms+sr/qGtWyziXes2VwdZd62GDgv36f6aSXE9JUAz5fR2Txfv/BYKkYI4cnPdhFYXAHOlwE6NX21591SxnjB+IBdNYK92PdY3jPaxs4FDK2LpiHLUybH1jSzb+YIClR70y+u03KpehzBIlI0C8e1CZDqbcHezzma0iC+nWQ1L2bk0kzw0k9W4iqUanSUZXTOPtKHfd8xKMBRsGJKJPrW/0bwZqfxgiiF5SxPgvwAKIHDWTZjJxCBDkZyVs1GzuAqcV1m3s3zrBuRQYc/RMQ9R5HqdCxdjwISWEPTED4bIawKYhLkknT8JUGt38Y+Rk0p6XXhsh30wkxA78OB2lx6kF8/yJzJKeBQapcz14dIeCQTJ30MazxVot5GU4BiDUvKc9wk4pDqejnkCfednF+r9uLVK/zxGkohHZ8CkD/6CFc/pp2vn5QvmvDY9xj7OQzrtc362XruHHrbuoKHN267AJDPWsrafPGJzPVxvoze5vnzcO8KJgSaX8hLN0MODGmjSg2eRcOYpN8pczYFNIuwmMJ5QTergaP1Xb1NtK692WqF6qHemWGVtT3GVKuZI6OhpWlZpmNqhPgN8DPGUjvmiWtqphP3FGLj69OxFJeR1Qjwg0eIXz01kRjI+SQOIXZJbNJrF+zBFt3sdhtjp00U7MiuLFb2hlTlAXhgGnl0JdIpj1wb0d+9M12b09sB4skWFnVQdbnANZuuffQJP/u9n7B/eDkZeQu4Geu9X/3m73z7v/mn/wVcAmp+/g//9l/58Dt/9r2HM0GoUR/wFvTrvgL33XDrMO/db73EfPsFQeyjhkEMuzHaMSXdCqkDfBDR9OLZWeWUnXkWvjNC/rZotRF0uXxh3qK7eX793dgJcEqp2hBuZbaC7wU9owLyVmcy8QA7oGnDaqf0vTujj5cuAuPcimbjdA1OLjrGeoLGr1qbVOHWrx8lXbeHY6plhxetN9hrm7Hyt7NNnc5Yt+weqZFAC5V8gLx07DFjvTwBMmsSWsgT6CxvYjRlfYo6kfIrZiPvL8ryvI2tGZev66uwNy22B4C5gJ3PAzUD0FhvvhK4aemr64HG39nbivGBwqZR7B0UAW8AI5xTpmddwG7ExRGWjZYOTkSFx70BvC1GwQkQrRBqhpJJVpvEc9YY/PWacu08ZtfqhNQath8YVUCsdQvROGxnSXzVEVTOIH3HXM6KWwKpaRVDc7rdZe/JtbCOUx/xHNmpk+lAu7f6Gpbx4K9ne+pgzHahuodgGHhSscB5gDjC+AL14LLYynRMHdFAjhokZ069jZveV4TYR2Y1dp3DCAosaoOLZEICkyPHuzdMulQzJMfpe7AfpzaDpxPkRn6lke9l/xhawqZdR/Wp4l9/MsEJKEABcPVj0qcFx07ad0Scxmm85aTwi5gQE8yT3qKRjBtdIxQzf34ec3MFN58Hcj4P4Izn+kUgB75YdwNf4JDygfyOg7CoBsbcMMub97t3VmYN7snjmbPRFsPZHJyZZX3EMYx1NB7Xp0iujdxPrgfQWVLErIZ2tGkFz7WRalGgAhO8ZCu4+Pj96AebtTNCwwY+WJtr7cKwgt85cKwPLU4fT9Wa8bapoDjFN1KJ9zOyLRq94m2b04J7c9w62N73jF8qUoQ910c6cV/ZZdJplZWxA8RxER13QbFDtamAOeIEN7mpkaeUSs1BhfW9TSAaP1OK78biU2L/o9f84A/+bP7/tzE1z4P7fu3f/zd+42t//x//CfCUhvjwv/6P/5MP/p/v/vc29FkzUC9gZ4UJcuiX3e0dvvlv3WBdum1b04k1xE91NWOuP+oZJh3VT23vYriJeVjDqRP4AI+OKV/I4mlJY5mRTHCCJMPk1UEvO09yghlngF4I6XFZdot35lHBfhFU7bUqc9MvE7yyM0NIjDLSqWS9LRcdW0l/LqlCeHZg7BUMM9sGpri4iVYajFHVGEENMXHbLHttjxEWCmb22tiCznPn5evKhZILYm9PgI1uKMwR1pXJWfem8+DXluVlnbfJGWnZYY5MqvVJZ9aXXb/wOOoZe/PkrPUCar4MyPkyAGewNePyV12/KCgaK8eMBMF4obBhxc+zI/ve1+f9riBpLL923VUHTLFnaSDLLPs8EVrv5RqC4TGOwlXKGWkuULuIVTNrGqGZybbYZDrwaXqb605HMXAaZWouicKDUdIXIbNGIeSoj9G/f7WtrLaP3apHapnVDEcXhD8BJb2SQaQ+qWa4jqiIB7FU3JHI7ZwMmi0n5J4LlE5lTOAJGIEHIAGoH3/IWQv+OPl/uXuXZtm67DporNd+5L3fs97WwwWCcBQyHXBPDhT0XQpFENAwNGhhmR9gh5E7RFgqzA8wAjoQ4VCDlsOCHhBhg4OgQUAgGUlgi6KqpCrqe3/33P1Ya661aMw15147M8+95/tKqMqaESfyZJ7MPDv33rn32GOOMSbMhvKwHk/0rwAP06tP5MAt2/06oEDPAvzLhIwZvqmzKU6oz4jBTF+vYG10GV8BbF4HamR5X1dPBTX9e9EbjoPZGhvTgxjZq3JkALOI694Afoc+t7bfa4pY/YDLyx01jNhNRm1zlowdtTUlDM5kgLU5XOdSFMRsOajmRpezsTXG04nB8RJK17FAeWCtDigBXb7NTgm1ThgpKlMDMGsj86MABlu4eM3AGWWosdlZ4uA8O27RLoTj1f7QMZcL1QPgmIRa+Ax/MZnPZU1UzH/n1/SMjWhygrXsAO4vwuPawA2TAX2FTKgYNfdGkoq3suLT/+V9nRPV13ULqgc3X/sLP/dvv/urv/Wbcv/m+v17//6/9p/s8eFX+pEM9k5rRFxUUm+9+y7e/BdGRB8wULp1UgGN9RAf5sgosj0SnGMK1gyApxObs+TAradCagUHoIMyBzA7M0d7njPVDnA6MNPXg72x9mBnvGenU7P5Ak130zmhFOSgqkuqBzsAlLNcW7if6nOm4eySWlYFQzKGQMdHNHBj6BhQuTvH2hprYCL/v202mNaKejEAZezOwe8RrrX69gqY1E7QdwDNvRIgMxpgf7CYbEYdGGgKq9OXIQLKgLWsOk4CODM9T9HaPAp0BNTcefwEZBrg+eNmbz4rSBFQ1N9+lhJQ099+niopv/5JrazM//IDYAfYcHvysv782O4tRuuwl4zRPn6iCm84ZavuLucnH57ft9wut2gnCp237dDCObdM6mYJVGBoRYoV3iaUV6x/G26PaX2ZO0BF19W98kMzVtx53ROBTc/cUArwocUJvALkSEvqKcxNdBWDHRHLjsGeaY6nMDdPBThPYW6uy80Zux8wjePR+nk+Hm2pDqhI1R1Y27+xKWOsTu8LuAHa6x6OttPybNTXAKy/2U1mjc3g9VaAjrSmvInw1qj7CcOAmRxWnxEoK4jR5RM2ZzvaVQC03SS/m2QxmY3HK1xGbInB3B5fnkGLJLNHjr/Q95TvRjQqJN6Kw2SzDrrWgdeZ2O7dDcqU8TgrFeAibuW2HzpCKl41q4fQmH9XhxQB5MVc0ACOj+0c2z53e26wFiETu6IawXCpBXUr+Oj3P8bH/+Q8I6oHM4/V9NUvaDtK6u6rZFK4gJpCpJobYW9w53frA9752bcwfHXCmjMLjq+uRtacMVfPAmKqCG1yeAB0WngvLF5y4NlRFTeDMwG2ggvA8anNqbjw6wXkAFBKDBSQza5zpiQlUeZfiCZHrGwADt1NP7G0jXgPY9GhvwAU0Kx10FTUkCtTfUNGHQaYGFVgvFin4AYAKFS4O9S0tKkADvazwTPYaM810WPBpuzNXoGSCK7xbIPdYcqILRBM8hgasxSj135t7dgmE/1xnzJo61xass3XyuAHh3X9VJuF2VoOTQd8Po/9+57m5hrM3NPe9GzNU4HNjwpS5D2eWgJm7j32WQFOSRk2uEcBTqUI4wdUerq19/z+T1+ea0ByPE6nCyZhhz9v3bv44scfPwk/Bm7ugZrjNU7X76keATbeFpRXAIHrelVLaikDLjbq78+mhBrrDWvjhw0p+PvMzWvqj6Ml9Vi5OQNh1CtvMxmgBGyDhxucXuTm2ACHMChXwOb6d2q/iyjYtaGxsoQ9Y4MyqLZmbzPCFMC0+9gJGBng1O4qUNtVNqFuFdvFac4NSlCAI5UEqA8DA5/mqBL9TSUPg5WZFz9gpKi3CCOMJ+zd96fX1IxXt1IyLXy/eNjGQmYEHsPQl7A4osFxiYFNs3/Psz+s4GjMjDtCvlE3pHpsa53/Z5vYnjpRMQAQB/oBAHnSOY8iDwnO4JN/+jE++P0/gll5X67zpL/z9nlcZzM9G37n5/7u//Yv46rs9QMA8O7Pf/2bcXrj7llgwxHwt3WPy4HkD//gfbz/2y+ANemXNcHqSbhe62XIMLBBUYQgbilecRmeEoOYeru4wRRdWdTsWzJywTmLnIvep2pZjd2yR+pkQO4IGZLn0NX/EUEx1awOKAoGCFaHYXoHnQ4ObxHsccDuFedDKUdoX7IKWKibZZNbO0lExZnOO6cN/jjJUFbGxeEYMNqzLIPdmX1p92snPB4GQrU7qt3VYbVXoNqz4i41GnPMGaPh21QKTGTxs9jXQ+SAtqEUDiC8DPDPgfCFAf4rF4xfm+G//hbwU8+AL8/w7wT4dwLs4E/W8ZsSu2YHbOT3a7BjkG6Ymh7YiGvqsfo8wEaeJ7fS1jKvYQgAnEBMD2b633vwM/pbYHIPzPQn4dGwyEtO3sYPrzyRn9+bTrdPes0jwAbADbB5DJz8qPXYMpy+P1cloO8zgT957tVrqFiULevPY6VsTfueU2r7cxjwcjOoKSqwAYCLjdqa9cMGipP+bmxQlkYquno4pl6hY3mdoPh1rA3AIMbNGe5ND3yRf/wXL8C7b2IPA2ooqk25WQ9t2UaTQVdASbbkPV1Nv0Q+RX0feb68djfnbTCaO9tk9Eebaq88823fsVWoc2qv9QAyJaDGeAI2AI9a0GUvmcGMJ21NSevKdIFsY9t/jCfV4zylbNwxtPZU8hkjsdQikOPk4q4llUpB6oJkqbVlffA6puG6fJte4i2zMjVahJGt4T6RMjqpHAGevvt+CbDpK2cGQ/TwAb79P/xB/f7/+k9h1u2Y6N2AjYxTuAdqRmMwXGa8+/Nf/+bd9XLvwXf+xt/79rt/9kv//ObnKgBGboerdpTUQgmFEiYAL158gh/87+/jw99bsD5sMJQOaqMr2el8PYS6NTnU1GZIuHAAnZw14I/vp5OI2Ij1zQ2I3ceKsIiwMIU3QvVtI8gyuNtbdUv5yqjTGYAOsTEvczkBmOuP50eeHRW8hw8eCDx+4To32bcDcLQMznwJiPF2/c7WwHkH57n9xC922qZKcWcQ0y3IbA0zNFdXhHpBQhmaqNqeo/qb7jW7c7DB31ztZgSkUlQQDaChd2afGMixlkhdX6EwUAoZ4U0H84UR9JZD+TMe48+OmL/efr44wL8TgDcr8GZV4CM0fM/O9EBH/tYDmOvfP6tj6inVg5ma6AbsPFYCYAS89G2pe88DgJ0eb5mMZkFJWW/l8b1e9O/XJ/Cnghz+P08HIq9iTo7nPO397gGV1732dczNPYAjrNb1OnmUtQEOxuYVLalXtaaoZdQIyJF2VE0Rz6Z6cg71lVt0fw9wACBt7sTciJg4lv1RBud1YwgkR8aEAf5Npz/hKwP8Fy7I787wXw4wz96AeWOCmQy8NfA4/z9jZtQwqGQAYEBSU8S+VQUcqd4yQfeg6s1XuQxqskjy055TgkMNI1CGG2Aj90fDM9WEtdkqQHVADRk15JvAvtrGeHhrThO+vTWYu/2zD/ar5E+/11DaOAaunRKM4TPuSImdT7Kc/W17PJDT0L7S9LLXGputsFU8FYNUDBZbNNEEbe6dt53KomtbimiYXPf52koNckFfNx6x0Eofl88/FE0lLjQgvmfwyf/8ffzgv/0O6g8/NmHKqPN0A2Ies3vLcMwv/vmfUQHxdb3yEvajb/3y1z/8f977g2F7YURQfK216etemwoAwptvYPp6wOAtog+4UGTNjTEY1r09xi2fWgcOyTMDgs0IpnArKics3YE1FIMAD5ioeTh1K8gzbx1hbQBoYjFtCd5fsJqkCcbXLI0XMKXpwgbrZBHWpOnF/eMzKhC55QS0AZtl0PtA618OpD1JdUABgIk8DDR6zR5YTdK2VW8Fz5QPjU4b0XDZK1vHI4M2TS7uwUk9sm+k1dSLiE8anKbfAZid2Z3DlFiIXNLhwhIQZdaiomhpnXlUPsDYCCS2GF6GpC04+fxUorJdmgPUtSjIByQi1S+JiFvahan7EKd2V7zHbDy9LSX1WVpL162sz/oe9/Q2122p/v7o4wnkBHqB5FlMfN2aGs2i4EaX6wntKdne/e+vYm8k4by/fVUJa9PfPvaej1X/+vPj4bWvfxVQewzwPbU15W0BteGlPbApW34l0Inmgovjq+lSL7DCuN1pT5nBHJlPnR38ui31VLcUv09AmDM2b+G3Ef7Nw8KsERfWwVujYtltLfCjQfIO5iVhmo9jam3/c8uEWdxDw9H2EdcSf+DWNmqi4b7tlCNragDW2VzMobkJ5szeiO17NxklOFwMsLV2VwkOcwTQMWHSkuq1NqLlum5f9UJj2HSIiDs2qn9M1lHd6iE07r4XEv4nYKbGgtH4u6nENRYN7dti0XZTrQcQ2WtLVaYCuITNjJjozNb0FSR9n4pm3aiuZt9BCKeL+rmyqHjeW9ZNF6oracSePMJosOaE4C7csjKRSYVtw/Lbn+CTH3KSY9966ltR1y6ovkZjUOcJrwI2wGvADdAAzj/+9m9Nk/3zwC246Z1TAm4u3QGur+fvjhh++oIwDVhg2Ta+R9bgAEjeAM6p1kaExQvVGzt4oopkBg1SuliDRa7Q93LodFqJd352nf4GrK1B4g1ifUQM/pRxo69vc6eIBiCQnmy9O07CKjaWE7u3QB1AJQJjUNZGTvK8rImnKYc2mLQJj8Ul1Veva7nI0DMRllHC4vPJMdW7oXoA098X4bG2rnpRsYCipWqiJnC0vDJl1goJuFk41tv4DN+cLQJw4DwLj8Ut1tkcV5OA5BBmo/O2gKuAK6no2XKIwP3diVm1tWPjxOkGIpiNQxtTcbBbOAGgp+pvPk993tc9BeS8qgK9wF4vsMHp71ICcq6BzVM0ONfg5rMAnddVD2o+D8j5rJqbV+lt7rE2x+te0yp47HWvERQ/ZgN/iji3t4FTnDh2oK/2Wp18/SzB+xGLLbDWnxJu+X82oXblI/sUMnZKGH0AWQ9qBwgBM3MpOlIAPrCgtdmm3cgn3X6MAdASgO+0hORzbpHFvXg+8u/Deb3IHiVbt3+OdgMawBEgJHqesTrscdccGwB6vBagJfoa0ebUsrNTqtsOJkXUjVsmGEbW3jTn02rtjcC4bpUdUpY1NzJIU4L7zLJhaiM6ZH1vySnoAQ7WhiUEVkP7JpvPIxfECRWZocFU1DGVfFZAg1QOzY1JEPVl/3cRFCvwiUeQH6bawm75T3pMbpMj15wwu4C0V1CO2H73Q3z0hx/dbvd1u3nsuv10rbF59+e//s1XARvgCeAGOABOLzIGzpobATQbgIARCbsCHznIJLIIviA9ewtf+TmLMA3KMCzGMBvT6W1StUg54+IYqSzl6qBHHpcBbbhmFwgYDEJKMO1g5Cv0tRd7MDJ14uydI8OGAArqydfMGz1ZGu4pTmeX1N1gP5ny7QO3nrbKdroLsK7APAO0E6qbkIo5BfmJJfxSMifbtnW0lqpCYhOtWv0U0NDBtAA4sTQCVsRBNba/92DmWpRsFhYMm2hPrqmSCJeSla2RZVLwtfG6mS9Vx0nIreiIels87YQ4jzAvM8JsmK3xHn7beT1Hf4DFJtYOlg7WZ9sZsIaOV6WWMj3JMh2/UxPLKcDNOKbf1naAeDGeGKCS6mfS3zxVr9O3oF4FaK6ZGqmeseHlfLqg+KnC4msG57XP/4zMTX//Ve93XY+xNvy3+xdYp+e8hrnpgU6/Tl/J2jzC3gBPc00B9y3hp/uDOenTzPgcxr8EAKQ3nuFiMpbqYK3ngLcuQE6EqH3Vzm6s+SnCMHQ25S05nYVkkkUNRccHTORgJnOc2DGAEJnNafOYeqv1NTMCANhJXVJLBTMsYPbGpyPTy4wMaMQdJSzObg6QI0wNAM646YTFPVu0bxUYPUpw6p4SVmnf6innBmAmyuwVNUZla65TikVXI6HeMixTL9a6ID9tvzTrt8yLQrjo4wDOdu+WbyNgSzJxhLVxYM2NOqSkmkVcpoQDzNjIgN3qAozdVKMxd9d+KzV3lDm2A9Cs4e14ypO/J/gW4pZ2D3r4AO//3oL0wa2t+16J7uYxh5S5hCcBG+CJ4EZKbOJyf7r6e5+BkxvACRh5wjcY3CRv66UJbNKzt/CFPwvMbz9TW3joN4YLDEpSAcwA1IjgXMOHpNO/feWE4mGEuo7E9p1zQQSHAgXvUH1LMQ6WLd4yVyqL9S3zSZKYVptrAJ4zO8BPMOrXT3XAPNAxMFOYGznBen8T3kcw8Evl+8JehHICNCuxqwpghkZBjDVqC5cD85gz1sVgftMquLm2egu4ES3P0GfwUIYpowIdbUWtfCXW5+L0eh59jo0aLiiDQKU1tcTAVw2tdZYpw6NiXYH6zOnzCOZgc0xEwgTCzq2qFnZIjjhXyEydbB/AYgAfOYjRQVV/62Qxt+Gsws7BTJgHwrqTqvR1CJy/ozNoln8KVVk/QwWprQdPBqshDJQQ1+c3YAi4FRo/pT4PyAHOQKdnba7bUo8xOPfqMcbmHnPzWFvqdUDnKczNq+pV2ptrcNMDmv57JPU6t9Sj9Yhj6jFAIwDGBqNiedvGp4Q5wbuu5TgPIMds8Zq8ijv5RaMGti2Wj1HWem5LSJAbcJpDBPAJVE6Wvd5jbOtLAM15oYOyDkA7YXuPbS0cRNdYi5nc0bppVe/kT2yZYETbsRPGgdtRS+VWkxCrFwPNr5H70pK6tLeV1/SV6vHck9sq7ViejZgjmMUBh/X1gKu3gY+TUTu4jGAwLwkYRowpNqF0BmLUlp3UqW0lLil/3r9lPAMoafJwTVbBDnxQ59Rgd85Aw8QXoukCEwqWjb/DbhoUIIkVHFMBNsu5Nc6r5pQScS6dySyFaHPT1naum709XFNtftQ6Br6w3K0+RwL/UDcN8Fu/84BPvv0RyssPsaXzd7CWBxj7nNdj546Ky/pK2/c9u/er6jOBGwD49G/9pb/24tt/9Ld7bQ1wH9gAzOhILfD1AjJyK489DzBvfe0Z7BcDnJthQkZt6NGEzGF+5HFxifUpmXQsQ7KV/yZBSZOBEVl7D3CCV2/+JdIJ5CDx1FI9wd07WEo+TpdhI20pACdQQz4AezrpSU7gZQXmwGxRauIySSYmCXqdOEdmpYxp4m+miIclwM8Gj/KitPVsOPMG97U1wtwIq3MCLYDOn6oXw8+TDJ1Wpj+6dIBmtgZmLdpCow0wDYzJ58UCLM8dLg/5lMgsldaKeW6rUYDOFrF2V7Bip0dJoMDuNDxU0GwYWG5NqT8EZnk207RVAS0EF0pa03lba8tRxnFEB0MRSzAaMcCvJvgpgDYGyos5AI/EFKTicHEdk7hvWGbHU+7bgVHCKiknzAmgpWnD6oTBbHhYPFw9gyOpx9pTr2NspHo24qmOoM/K3ABPY2961uV1gOZV7M1j9XlZG+AW5JyAjR/gbWljOTyIMoa5vd+zDUhvAgDm51mFs8PIbfFLy8+SYDOl8G1mgJ7qsb/K/hzsyaorQ4B75+mlWCy2nK/UgVOKeS8y3byFaWBnuG5JtQTnepkwyz7igwphhYkI1oH24yrbDAMzGl021TVDIqyIABthTGTWUy+aXv3AAMQcFm/grK9Z6gFw+hEL/HkGJDDrs/rh+CzAsU7smckBDtAl4xck34ZfF3T5AY4O2XIA4o5ptio4vmk/ASfNkpQvhLpmbLM/mB3is2cf4CfbSbU4lLAVh9F4Ti+2MvCaHVKXYoGhat4NokFaHcLzTefTpZZ0bjZCmjJqmXgUQyA9fgnQCZb4+Bs5w2YeCOllEw63fTXliv3//hjvf/+jGqiYfX1FwvS6qcamztPp8Xv15X/ln/vrb/7N//o/fvQN7/2Pz/JkqU9//Zd+4aPvvvefU9q/IY9dfMDS3FK5Y2v6krZU/7scZNZ2FfGF5xWXr1xg3uGznaQUD86rswgAu6TkhGIr4AYgRx2zsGaoviaVwjHPA/hvjUaU1pPOlgJaeB/x68fuAEiG52k4BjdIHn4iaKCfDcBAZ/DTtDgAUIdBxyiorgY4WmJtR15Go8nEcB7IdJN9o+xMm/69mRHjlLRtdE9fc8qt6f4GHK0q4GhX9X8fM+fcSJ6BipbBAGyxDhdyqENR27pH1bbV5Tqcrf/8aIBm2znscMFJfO1Rj1EVwG3ys4DKfsIdb0j9dd0JaMFd/pOMMPK2RCROyWz7RMicmrkMR86DtDcjLBCO5/D/NgcAkn+X09Fi9Q5LIW2FLuUIp9SWax+w1dK6AbDAvvscCfYUhrlQxOXK7JiQYZbbr3QRMWX7TDZY/T3vEdleQJHUYi7MkLBEPWCqFDEFwpbO4OBVguOn6G6eUnfBzR2QYvxwuMfaZ3KdZk8+vw0W+TkQokMaMry3SDAwwSJUsNGh5XBdqGqSOtBlcXl3Hv1SCHAD5pVgJqtAhlwnttTICL6hmnU6PGzQXJG5NqHnLHH4fMUcrIUfj8GGcwUWH9iQ0ES7yWfkDgZMVJS9EVbgGtRICwoAtgbWpP0E4NxWAZixma0yEtulHaNihDHzAQoaIDApMhDo9C5mr9gGbgsBRxgfbDyBGwAqKL7OvElgjY2AIGF8+pA+eY2MYxhNvgtqZnLYBraDC6s0UUuhQzDD2AAAIABJREFUVh1hOlpRlLCZC7NUpR2o7AVoKduiyzmtJ59v9IT96AUZtaCtQUqoddTH+3lSO445Upu32pKSOg3NHOqRRtz0TzKwGeDxC/4ygBKdWZvrspFz3KRePGD7vx6w/PAjGHp5rM/0+MWFVFxWDJf5BHJqeUBqQ/emZ8PvfOlf+tlfefM/+Pv/6LVvdlWfC9xIXbepgLNjqm9JFUrM6HRtKRs8HhLq8wDT095UAvI04Ktfc4hfmXGpFTU5rIa4PSVjFwToGiDufHXknIXZdw3764dwSWrxJRLqNBzAor0J1axX8D5YZQ5mysdz/fmEomjce+ChMuBpjwffAFltguFtx+odZu+wWIcQDaiLYQreI0avWhVpSfWJxcLe8MqK2MZRNTj1YhCjR40FeFZemUR8/bfHwM/1eIY+P0daZBdy2s+VUD9ZXgn/E41OP2aC/288gg2jY5dZcpgDncChVvvbuvCMEwGcInQLufKcMGMVqOpk91IwR8e5RuJ8Ew2QtRgSaeij2aoCC9mHAOCSqgKaapniHVBQEzv7pJV6KQGVMtahYI4W5CuCKajJKYMD4ADn7UAirkGJRkjtZBpQDoAjs9oAwHushjQJnFrrDwBWYzAnYJkCsO08601WZxteC+DUGuxZNU9ATRkUoBN6PfgAyctUlQDbjFDZnc4MLeMKAFGB9xbBW4AICVZfa0LBAocLsr4mteW4ICtVL3V9Xx7bTMFUj9vjOVcHWX+sHxn6iy237zevewLBg+8vsMCLEeGNHZAkdXCquro5mwliLgXGOyw2YXBej0sAUK3nWXSErg0asLrA21/aq9kfMfcVjSl9BpPT0ZLqhKBzDSzYbxERs5zJ20To1FjuS7HAhXV12CxmN92sx94VNa3ErZH22Ix6sjHrSRsMdPpwPt0uVweaa0CR9x0ex5BLCfG7Jyi+FhIDUG3OvfwbaUHVMGIdgJkit5w6sCPPAdjFJXOmpA01uaTs2+T8KcwPAH/WDsjkds4XqzjSrkBxIqfBffxBjoWWVtUKg2ml03BMcUop09YCWYHju5DirmC2FFIAo6Lj5phKhU0ffUlK8boyqFl80HEMUuqmKglr4YC+9TsPeP+7H8IujSmjl48CmsEsiK013gOZHtwA5/bUZ21DXdePBG4AZnHe+z++8xtobirg7Jpauqu2y53+d0mkramHhBqoGGF0hM155wtvwH0pYx6fAQDWdgIddFQCH+v1xETlZHaq14AkMsOTnIc3RXfe2Z6fp1oaysrc+NrcUKVNN++f4ya2dvftKsmsGZjl6cHNSXMirQ9jYXyG8w5mLQeTg8MWLgLfdTGw1mOc0qllFduOP1wlDu9Xj/XMjVwF1EAHgLlyT4Hy8b/7wZ4NhIVoWGnv/OGSagfP6r3axk9uMUBbeB4jO62aY0ot9PkISOxjy0Ou/HhyTJu2dOjTNum35RaV0g+5s/3jcNAZ4iwk2g5Bep+bNKAoWJb2qF69g3OayFeY4OCTQaUMY+Jpmr2Ujh8JVgE8GWLd2SZX0xV9BLaAhdAo9uQHkMSa18Z0+TPjuBpCy7fUL8VClcFOW5+JCgIcsz/enR5PMBi8RaWM4C1So6oTDAxlVC+psBUJB7sBIgUtAlgCKogKpIuz4GAkBchspqB6B9M+81Qt1mD0ffrX8zrvtCTttRdYrJQwVavgzBNAHrxNJGDUALM4MbzX9cufpwHKfnu0ZHXg0AdqC13MET2b1w5EqWkdTu3v9l+ui2pGqoMOLiTHLQHtfAeLZKyeqEIteh/ATWtKAI61nlsUPqgAVZicXkRck+WU3HYiFu3NCsOakt7Y0XQ2ALdoqNRzto1N2HI4Daa8BjwiKi7BYSae2p0j27ivZ0RJbo0MwxStTQBOc6V08RqjI4AmtTVeUzyJmfsJ4ONkVHdj9gqCfNfadm7b25vIn7WlFssATd4XSAXY0obq15usSxcBCLhqramexQHOmigpsYXLdjSDRY0FpRCs9czgkDtaU80aLpk2RDuSA4f3yQiGHLDWnY+ldmC3VDky4OYK7O/v+PA7n6C898Gx/V7RfgKAKaTXsji9kNhcwudma07v+aO8uK9P/9Zf+mvvfe+j/wi0msfYm+ta4KsbvMmR6uSCSa4iR6pu8Gaux44g7M5qPN75whvwf6YiPGOgI1dGNfEYhmCtDsvsxcUyRPN0tW0buMktfM4UPTGQsUAkZnIaCyCtK37L7sRoLB98HMGPHn1Wi1rBAW1V1UYdS8AdgNNjAM6sR2tnCbjJxOAnlpFzEZ4X5C1q64o21uwIwupDAe+Bmyl5pldnc7J+S7tq6NKKBThlbLiUfMquAdqQNqkuS0LabhSquqH6bSQJzco6UGZw0g0q1XXYfpdZYKl4DVSU7dJvM5n4DuDEzOGezoOCthCE7ZO8JH5/IFFGNTPILNpyIsP7oCejJzmgnUg7DRkAkLSaGojsGQAACPlgPYI3/IHJIHmjJ1xz1eqRXX1OQJpavlRrYy1b4hNeO9ESDCIVDG3dChtzfVI89s3cGBeDhKzLcF08SsW1/0XtszKLI88XgCPvIQDJ+6Pt1rM9ALNBwvRQOFigHiPIlS51x1D5XwAUsBHMCdz0VbuLL189jIn6HarJwZjIy9a212n9V8vbfrJYDGtryPD+Xf2AbDgZXcTrkq8lTA65zGJ5AGjRqT470GyA5Dl+IksQplW9BN+1yqYNAx0xDK3k6h1o+SeXprvrclPkGy5cwtaGNyroAUDWH66fbjAkAFAdbrQpsAk1DNi3isncFxUD98GNAJi+FdXv8SIWfqzhKa2pvq01DU41OPJ/BfRsMWsrqrepC1PTO78A6IlH8m6kVHNTWKIwdcdDzcJp7SlleV4e4Ma2ixaxgouL6rryFnGZBtVHjcazPb1Z8RdbcCkW+4WZfIekIFhal4stGFpgYw+aAzbQdpwz0vKA+N0VH/3Rh21lrKasBnauCG2PeRXAGedB/y5MDYCbVpSxz/GVb3ztM2trHquneROfUN/67//Pf/Qf/hv/6n9ZXubJmfoXUimYAPgr1mSBrwHF2ODhCxmfmaIeajQ+E5wbzWgIVAKsKViNxwhnrCkIKNgeMuiHC+oLoEYLzBk5O0zGITmDUiscKqr1cKYAxQAWKNbC1AIYC5sc4A1MIbhSYUyFqQXFOOymgmpFqQXFAoYqEoo+5tpJvBiD3VsECrChgJIFcoStBSgVsIaBkquw1aMMFjYSrHfYyWFCgez3sQGr5A1CbQfgUpHngFoKUCxs53QgzHAmAzmCfEFwfFVt27I5Ox4XhJRBHhh9AdkCOX9Jy8kbIGaLbB1GL8LWALgCU5qNtItyR46oJiCUiK0DNjZ41FLgPWBqAqoDmYJMHqVYuJABV7FZB5MzSimwJcC1k491FQUGlgiUClwFbHeytRawpQDWQBznjgq8BYytSJngrIWV92u3e8kIxqCUqpPfbc2gDP5/poKqhcsZZBxstSi2whkDbzkm3FfejZQJdK2VVDOMtbDgv6NUFAvUYGBi4QySnFCMg7MexhFM+5wpM4nsAIhWteSCkIrmhhcYlAJeR8WgWAMH3r+LHES9g22x6aZUWFt5n7EOjhJQeH90xTYWyKOUiuIMRsg6NzCeb+V/n1KniwUKAxsAcN5hL0ClAjd4yAYpMLw8AFAc4K3+7pCxtzd3AByYSeyBzdouIAuMAhtmhRrI2g1C4KvJUip8t4zGVRhXYZOBcwWRKoJlMOhQYUsBtSvoUCxsAXYHjPDYTYEDYEpBaOvYmKxIuuYAEzKS8UCtgLVtvVmgWBgbsNuMkA2MIYTsANvGqJiRV4838IYBT4FBcm17F9ba7DWg1IpSK0YLWDcCzmGHhatoJx2WmNla4Sx0X4C1IGwIxvGAQwAuWT26OwzwxsIbC1MyYDJQCnLwyGCpTwazAdkZeB+Qa4RzEzZvUSghWQ9nLJyxHDoHA2v4u+gxwKUImwFjB1DNsPbIhfG+HWgeKV8DsqkwpSLDouYK79utJZjWlupP8QWAj0A32QYBgN1Z7GxKez9TGSCNVv8WYgHNI4ZCgMnYdWZShjEeIRZsJiMkw1qhDFg45GwxtY/ivUcKGaYQrGniYVikkuGMhXWOtS7E7TtvDLIFzA5stsIXZgCzLQjBAGYA2YpqHUzJ8KUgBYucIowzGLvtNALIxcA7g5gSJtvmI9qIAoLzBhke3hdUIoyVUAzv18UYFFvbMY6PPSVX3t8ywdUAqgmJgPLdj/Hwuz/Ai3/yIV6+3GqgYlyphtb23SSjo4Kkxnm4GRfU33f9YN7gEZcVLgRc3n7nN97+F7/6b779q3//v3l0R/mMdXv59SPUO3/j7337p//OP/yrz372K3/Rh/F3+3yb65J2FAAEKrrnyzTf1E6oIRt4m0AlaJvK+AHx5Y6X3/khlt/+pImZIkJKerUtBxI5I3lzPD7UxKMYrFfpgnNHrg0vdLuKdNDR7veKHHHrKdxhAbrylJT5MZavzKK1mjgMsP5E9CgeVdtDaai6g5jYAId3ByMjM2k21sGcB2DaR7U3/WuBg8mpgTCaNndqkPaIUKsBw0DKEsntmDOGwoLi6rktVemI+ybwj2l2abUdmnbVkyzra9pJjZX5jRXp25nSEile2Rdfi05z5xdf7W/U5p8QMwp9KrWwMrVdgaRcETLx/tOeRwaImfjl5tymkscBwASnQ12FnYFzMMGhSlupWqABm4CCQOKKcspc1DocmpqulDEhA0+N5RL9DRllvbxv70W8zkN/DXPFVnlUBS33ittcImo2zJ400W31DpEKKDjVyPAyHUBI/t8101NTVlblMSZI2l3y3mk4LycFZmx63YgJ/F4HExT0/0cqiFSYye0+s7TsPDzO/yAf2ieqB9PWmDXyFeQ5JFJfopOaDVJ3IE9iYCiFL8rk+e5q3QcLumpVpVK0RSBX2DfrqkzcEk7cguoTaY3ZeT1JVksdlXkBDtbGdBdQIw4dyNDGPKSSkQpn2miYnzXKXPQuKZQAs1fsWz3C5eT/VceMSDcqYexbRJUHaZYr670ssbAyu8lIle/L39aBXzdWp1od6q71xsojGHKXg4OdlK2pZb9hmOrIn1Gt7TYBNsEkp62qSv4YlomDwQGAGoo6zCJYnJwHDqcTZsd4DkKU+zVZZnHCBbVOJ2atJqs2fmuPNOOMoDMAxSEVKksBMgKQwxHQhyOsz4+NVV0jlj/4AB//T+/jw//u9/Hh7/8A2ws+V/XnaACwc8U438YmXDM4Uzhza3FZz39/NvzOV37+p/7iT/+df/hXn5Jd81nqj60tda8+/LVv/uUX33v/b5qEb0hr6toGfrlzFC9uRnIVfWuKSkByFSEbhMHcnYuz5ILnz59hemdE+DJfXYsmQnQ3YhNfRNmfiqrLk4PaxedytKjWUtSm2U8CB87W8F5c7CkB3oPAoXSzd0dwXUv17XU3AE52cREPLz4r+NHWlT0ed97BlJEzD6zBvgV1TgHQYZhbAyzA/VA/4GhZrZFOQX7SrhLNzTYbDe2T7B3JxymJ9DNV77G9INRnLQentbEue1VQU4dB7eLrkNnS3VKH4SZ9nroL+rlbbXkpQ8XBVC3S3BI0aeDJtC14UTKNpLxxyHmHr2CBOdhZ1Y/mkKFwIQOhXeLVyegssyUCwXaT6QUgboVjDKhq26kmh3Uop7DKxRh1UPGGKiAQqg+qD9D2EiwuKCx+BetHPDwWiq3V41RgDABVRMqw/NwO16yBT+rJcCtrDXx7ivW+KtHlrOHQqbBuqN60rfS7sxHrY1pIZq+POYlZu7/3mhvvrbahElh3s8Bpa+vucjagdAiWnYKZoCGPhteJdwdA9B4E4nXinD4Pk9Vtk0aPkBNqHZBnewDdHNmxCbBTyjtEEzDUpDlJADRTi1yGNw5prwj9ydTXw6bcLOAhA3XynP1U71xoNR3FWncWhFbHll5/aHPcNOjUaGlL1SZM1RNnAzwiakUYsTWQFKxjRiTZQzgMaI6LiotFYFuCGhgnx+0pzZHptC26L+xVRcVi3QYObU0vJu51N33baouHZdx3tnAKw62y6eEWxOhyiH39Kkk577vOmZrjrlO+RXMkqcRUqrbvxB1l2n4/hXxjCRfAaDxhW3ZMl5E1h+0c17eepEU1UlJ9ZT8xvHZjGdT6Pxzf6X6uIiXCnBPWH0S8/N4L7B/dpgdfl4AXaTX1LafretXfrMm/8843fuZb7/7qb/3ma//p56z/X8GNlICcoZZvXIObQMX0DirgCPsT7Q2VAG+TMjcAMzr6fFdxcfYmOt3OM6Z3RszvOrZlthKgI/k36qBp5Y0DkLCWCfDxnFB8LSKW/JvFYr60HacOQN4Oe3mzlEt4nYkRIVfEeTyJihMRPEbV2dTZHi4pIiDZG1s4bYB/7rBGgsN0DujD7agFya+RzBvNu+lExEBLJ76YA9zkgznij1hYINwcUtf5PKKxScbCT5yurPO0UgFdzrtetJZzcEIbINpcZiLQlkWjDHWTzJlF3at3N9bKFUYD/nT7tZRiGdUwF3GuAH33PufmrGv/V/VYrcxWsdiEi2gbOldVTZnZG2JtBxlCGAcVHKtNPB8AlJetYJkdzLZjrmcHlH6mnHlUCRGWKSjQSVNggTGZ9nvFagg1sa4mUmHbuPfgtB5zFtKSaeAmncXI/fo05gRoTBAAkdUBpdVAvWp5lCXhU5MAmNnzVaiIhQFgJZz0N8DZHVWTRU5GWZypXtmZ71VbHoCZpboWmNnqY7wueL2Sx2nWnQDKBVZBqlaLoxAReWralsvQwK13p31DgiDXzMzlatl1Al+PzBAw+6MizjbDB+Bcm2ArzEYnx5SwzEsDJ5diNYE2GYuMADNY2LgjFXPKQAFwk3cj1Yf4iUvKeDrGo3jPAuKmL5EAuy0H1JB13MJ17dVhohWbZ0ZIbeFdLo3oYQScCFsj4X5Xh48jgbizhAsQCgDwsGP1GXW8YKYj90as6KPJpxlTqz8vv4yUuBZLy+yo65ELIizubeCyHvOAU/YNh792DIekQrd9WkCLbCsBM0tTtspoBanFFnU7JWM1wgMAAjmsccXL7xDSxx/DfMrJwVtOVdgZN47IO6PDfY2wb0x6cA1UjITz9rcAUNbXw4k/CVAj9ScCbqTugZxrsCOA5iHh9Psb82D6RFUBOnMlrMYjZKOtLAC4uPMX1QYH+3zG868WuLfeOAL8cLikyFgezGit2oYBgGZ2Sa3eIazpyKSYzLFzAscATbHjtFJmJ3kg5GNIJBjwhPloKajduwvKs8EzKBnKjf26vhE0WRieT47V+/OJE4CkF5vkGQA1S1eM/pRts8b23j6gDoRVQuM2q+0oE63mI9TZqoBZnFR91o2kLfe5OARzZBbJFX573qV0tntZdBwjGbAnDjqbbnddWuk0MkOFw7xxGQiVgiE1YXnP1NnjBG22ijqZYwRHOgToIROWdsAIrSUVM6lzL2bCHC3ybOEfds6taUGRF294ZlqNQBsMm3K+yVC5cUZ1WSurIczONTEuYE5OKX9mXsQyuGUsKLj4QZkJoAM3OGzj5A9xsk/5aGm19xVgoO8vf2usC4WDHVk3Olmye4s3AMypqg1cXFS98yqg3Mw8krrHAAlQkvfi/82szWEtt8pSCQO1+AEDJZ3xFBtIkJl3Ek0vtv5j9RKLi9sAX2lJFRoQ0qYz73TdYYTBzs6pOiCYyBdSvnJuSBMSz8VhbcBjnuX7UTB7C9rL4XLpBaLt6jwVbkFMNp+FxFdX81vbRuKeAtpJtE6alrsFwlRnrDAwyWIKWdOJJXX3eiCkhtb5wAyGdzwwU8TF4kJq4te9OgUitQvb27u2Up8wzPvR4Y66Zm/EBSVOK3mepBzL0EwBMrUcZomZnM6WEsADcAChJBPPpShwkVyfmZxOB5dxCjUUGDPzzCkA9cUG88akQ0aF7QKYzemdUSImnszGM77SosM06zUANTvE/XZq/108tljgtxXej0gvXyB+7wEff7DAtTTjvO8KZJK3SjRct6DuPSYl7E3CjrIajPOgWTe9Q+pPEtRI/YmCG6kPf+2bfzm+9/Dv1W35xesQv74VtRqPHKk+D7ycPXMjdQ1iAG5PXZzFZgOmkvQxeb4NDuHZhPKlt/Ds7aQWcmlDhGlAWDcstkXW141PUF2Oisw5OiUXrwl+blqR4dCP0DQeYX5l4pEE18F2rfop4OtigKnoFHAAR45MG5w22YxtNkeicOdD7/NppuSPEQvmfoqxSV71Nic/e2cBBwCxiE/7jsU6BS6n5W1nSBnH4LzDWqrm2gA4teQAAA8Jy5sTLnFvOiZmcbAfVzXS/hPAqDnvMh7DW7WOzw88YR3BMlD1gOYGSA7fbJAywa8WwUmqMf9NxMS8XSzWpWC+8C1Gq+nFN0F+si23cmpDXWfcyH3JugnFINmKy9rtG816TDlxq0RAWs4KRnrnk5yYL43JweS4jSW3uiKPhVVWgzgIMHh7EhSnLWH2AfDMekjbaPAWyRzsjdjGtU0FaWUV3MuqAYA1GMyp6nsCh8i4z7oBAFocXKg3B3kKuGlRHa0rp9s8IYOCw1zr6TPr+vAeknETfTjGwWxt/k7ISFThBfRMVhk52Z55tnBrQQrsAhla4EnFyKnXpWK+jFhtBlLhBG2AQ0DbsWp14TSheaXCDI51GuAnrajFFhi7oZZJBxEDLb14apEZ7ao9Ro/LNGDBhsvigYs/JeH284uk+uRcGR2grilxljYQMy2NgfGEtYX79OzHvlVMLmHzs1qvJwPUMGpoX1/CzvRzom4yasZjcKawNlI9aDrNQ2qZNzLhG+AWmd5vIYN9i0qAw2qtOqZqyJpQPNVF21Q6ZqFdgNUXm1q7t9lza0/Sklvrr29baStr2TANtktCuz8XzBh+RioF3syIgd2z9P0H1Pc/xfr/vsBjteXHpwf3gEYYnGuQc6/tJDqbLYUfC6iR+rGAG6lPf/2XfmH54YtfMzn+omTcjNeTsBvAEcu4AB3R4NgwYipJAU2KFWE4PtZm29VU2hXYLLnZll3Bki0uo8f0zgh8MQDPvSYW+7XqlZYMZTxl2ABnIEPmYHO8O+zPJcKP/hi7UAfNf7nW3ciEWmFw6lBObZ7eEi5Bf2QT3DScgUuzb/dsjQCae1PBpYbG1lzIoV4M62+sYbbGB31fqRsmqW0/YXfqbLl9BQY6ABCiQRrq8bk3TrycA+n6XIbxYHGu6sSWyf0rhT7IaNjUkfbY3qsblrqWcmJtgIO5AQ7BsWSWXI/3uC4VHLdEbOwbluDZBeXObFowhfNTJqtBcHJL7epKtDcDJUTPA+7m6pnpkbZUn02jA2AbsCEDbbn1TEu/zDBnkHn1WF0LX6WunBsjzM1qzJGtI9tiI1TvFLDMnltNEu4XiRksAT3wXnU7wtz0rE0PiBbw+wIHW7O2zSa5N8oeCahpyyStLrbXH8sPdPqaLStYNMHCu8CW8JyAyZ6CRIPNCPDH3LGV1PJvvEP1AwxFbrFWHDk33cgEoHnbPY7xC9lrhMJaBwU5afDnac6AMoJUAJpmtnkDx8RvOtadWILlZDmk2yBEqX6QZukAh+hCrsGNJBXLrQyXlJLrjxojtgvbqScDBRIAbtgXaUXNkcHIvblRwHnuVN+q6qepK/jpLOAyywqAru99qzzfSnJnKuuFthyUKJZ21bVIWtpTwAGAxhR1qOh2cdq2kinqlTyQdux+YLYMgEwJBwBL8aSnAY58G1DC7gPGNoZhooLtvR3lxQP2jx7w8PASIZsTeJkcr0WJXLne7pMLRlgc4FZEDOCmBdXrauxclb0Znk//4PLlN371R82q+VHqxwpupD761i9//eV3P/zre8l/5QIywub0Wpt7DE7fihKh8WMlIAcAppJOIAcARuvhTNtIz2cMb10Q3m6zhMKgmSoSFAcyWG1uJ0bD496nI6hPam6CxRUGSI6ngUto371wpn5kQRluAIOMPwDaNPBuEng/5bskgo0DJptVY9Pr50y8r7eJ0atuJ0YPG3fOzJHqhmppOwydpsZ5kE2o5FSpL2F+K51bcpoOrD18/tsp46YfRAocrT9ZvyLGbmyNMmvd9qFU4LNDNjvPGOurO1FIO1Lfu/3eAxxhcC4DGCx07Yja4t59AxGi80qU2TreSpicVC1CTtxy8oYdOQCDlkeACMC5NTIiAOhcPsLoOMfZNq0FU11gcNROdiZYzLWqjkb1NF0ODr/vtSbnYHZABktjS1TcK8BK1Q5teR8RAF+Dl37ExHU7SkBMLzS+l5FzjyGSVlUPakRMLe28PgkaYMea6ViZxRsdiVFPAIVL9DV1K5x1EwGM9jArFDEqOE5CN+zkoprh3aQnWMnM4uWEpsLKnCmRNci50FsA06Ax+5JXlEpBIKdjGPp8G532bXdgZ92LABlLkYHP7DSnpW+1SEmY35Yc6jOvDMaYImtK7CG0BY7gu9OAysbc8HuPx7Tvpn+ZBndiZQAGOsB5YGYPaoTlmYbzhURfmlwsB8QyMOOzk4KtKdI5hRg4NDZNd7P6Q1gMNLdYe46IhAHwuAXvsRIpQOxL8my22R9T1ltK8XX+EHAAHffpS9APIz55f0F9/0MAB3DpgYzoU7ec9HG5f2/99KDmHtDphcTimBKAM7/17Dee/cy7f/uP2/n0eeonAtz0JS0rk+MvAudWVN+yEu2NMDhS0qbqW1PAwdwADHSEtQEY2CTpQecNuQ7YC+HSdvTh+YD89jOEt1nwGpxXDc6Mesw18hU3NuTodaJvPy8pkYfx+RRoF63FbA3WZiOUsQtLN2hNWkCZMnwJ3CryjgXALTnYYdLgPZlDtVcGPHObPAycwU6M3JKSx/uWlt9bQGDXppL3ntYKZMIymqM91Zb/uvUmn6NPJ/aoWCyLrOcaABMPZkZZiKKsGQCdwE4Z7GCzEoZ37CsS4Je2eLSlgJOgmNenVZfPWrCdAAAgAElEQVSV6GnELUeVAyGvJ82vGbjUgiUCF2uQGNrypPri+KpebMwN2IRieIp4a1N5MtqikoC4RUY8dGF2ob/Auh4NoCNBzseotEVQcDxaQHQ8ngc8pm6b9+6oREVP/qeWjQhiG5Mj2hz9Xzh0OcJ6XJCxhqACZUk0FnZJ/1djlSSgbzO34XxrOFpTfcrxtX08oIAWB3/JCoxkPqqAGwkBlBRlZW6qV4caAF3nwo6tOcMPkw5FlUBGsfsHeCylngamLjbxjKkaYFoLok4Gp5RBj0NbU/JxfBBJkyOdHUUFh2XXiDun7WMtVt/kxPq9djIWwLP7cGJtxE5sQtEgP2UG6oTJbHeTiXWbt6GZ4gwS/Y3OmioBa3NZSSjelomZCwzY6tEGUuFuGU6sjW/MiwqCdX873+91N33QX+ie77v2VW853zv7t0wDF4CjepvOMbVl4gue7vPJBdBKxExWN45BNEiyvmQkQy8oluqnhYtTStKHAXZK5fUF6CPgxXsvQctLlKbzmUpCive7Sz244c9wBjh99WDnMY2Nvq+3tbzYjJ0rsJUfW+vpVfUTB26kPv31X/qFT7/38b+zl/xXhLF5SHwp6QY+Yvd6m15TI6AnDEbBTc/WyO8AkOu5z+tMRK4DXAC25sSYTAEoAn6AnRyG2cM+v8C9U5HmoPZlPSm31srJ5eMDorV8EvcOSwwanQ7gpt0UolGXkYAB589XI70ORuzYMmPqeh6UKeONxua6hIURQNSnHh8fJCOWEYPdFWDJ/CupTFnze5x33FYD1O11PXICoahoGMnxAXrbjzagJA139nuAhdpA93cBNJ0oPDjPSdNNBC5A6ETttxoSsXuulIOtuUq59qaoFmdpB6jBsb0/gZShCamoS6q3e8vIBV89gxvKJ+YGOB+g+xOtyakBlkFFvMkPCFvqWm/iuGmLLSBRZif1ma732KFmkY5UThZvsZILg7OgdC4oKIgR2zaPOziLxqUWqphTPaUNJ5iblpOUgJ9+BlUPYMQiLi4seT/J0ZHfe2t4z1Cp9btLpVAA2db9xRvVSMmYjNTnzZDHZYAyNtiLtq4kodjVkXOUnMFqHVC3wxouwIYS68BaOp1E4a9UgJARNoc6+dPoBQBYqsMQE/xl0MnQMkPIm/mGzRJ9TQyFU867i8jdD8okXLsQgcM5JYwOhvE0g0lAzOk1I89rEvu3tIBOKeaAApvVD7gYnIZjAgcnKOBFxi+ketu6Eju4GXEa0wBAmSAdytk0NmpfN+dlVreUNUfqsju+S71bSgXHrSV1PZZBWk/9FHDZn0WTAwD1k/eQPkqo70Us26pgBuAL8r0Q3BYRBqPnPwA3zA2AE3vjBm/6lpUAmaeIikU4bN+Y6mjdf/rmT7/9d3+cradX1U8suOlL2Jyc6i8CtxtMcm/MlSCtrx7MrPtLZXWuGRxpTcEPyAlI3jK4efSNB+Q3nuPZlODfCQjPcDoR6/iFkcFNiAbBExJ5HrXQTvgAFAgIqyMi3EvJIJiDPbnSl/Q5N5J7sHWhgmNmQPIYMyM1re1LORu9Lw4teZ/+9364p2TzAAxuKjkYf9x6VCBZtbcnOjQE8vkBIK2Vh2aKtknaUnQefwGcV0UPbABmcdSuvxkVE19n3QCHuU2dVqXo1N9+9AL/n7ZZ2/ypZOtpiGuizKF9W2Rwg2MauAT4qSC1iYmRM7tuxC4OqwfhfiQB5cRtFO+0hdOPYugD9Jgl6VidTVcU33YgqB+cKa/vGZIjCI8FudOSkecr8NLeb6WEMIUjYBC4GcEAQMHKNfvyWIluZ6Wz/fs600aIEZnuzX9rzB6OvJtjflY4Zm/5A+CshjDXo10FMNBMo+ftBSA17Q0AzTkqNIA8AXvhQb6VGwrkePL3apLONxNBsYb21Q0wE7yPR4xE0+DIFGZhceok4Idb1WYj1Mmfbb9X+7kG9y2E/eKVwenj/Ufw6IXJbMzydKMXfCFU8mdHULLcliJ3ZjMaeyQsDYBTG2obPKZIN1kzkkkj7aa6A3Slor0HZOTxeyMZAq5YGwFUIjJu94VJkmngOm9q5GXl57YAx3I+gFIdTmBHWJveVSaMTV2ztgGlvVfXjLy+wPLBjvpeRHo4pmvvVywPcO5ELLnAhhEl7apPvY5K6e8DwGPamseAjTxveD79g+FLz/+znzSW5l7dDyL4Cau2In/zo2/98tddpn/roz/84N+tYfiGtqMiAASktpGnkk5OKQDK2Oz28SRhZ5idAUVs1aKUiIvx2KpFkGTca7BTIvKy4OX7G9IPLC7TDB8S0rORwc64I00WMyoiwEPKPI4ZUrPVM7QwHKEezpGhFKAMiD5zTigd4XlS1e6aTV4DAWvFaA9QAu9QK6kbCngE4GhqaZ9Z4lAi8SDTUjFQhJsOEEk2YbYO2G2j2StgLYYGaJZiMKBZ3FPRz0iJgMAAL4qomhJSYOdT8g6+iW11UVqIooqECfBlwDpk+M0A8JBQ2JSJc0iAwyUFtPk98cit8R5olvG0c/6/oQIYILeVGnFYv1VUTIUtwIUQQfDNIhvgAYpYcKbP4QKwRwU2UslWBlY5I5DhLBNDytgQB6kzC+EDPFUA7J4KjpOI16YdERFx2gpfNxO1GB8PCairLYhP/78BUDn3xjvWcKVHrnmICioMTCjwAkru5OIoWGptxUhFDzQy9LLCntpR/SDMXnvzWLFoGArwZBL4AQadhhge7TYgUQd6KjM0OlQUrDlKsJxzT4TUMm+qC4CPvJ3a9yrkCN9YjFQKoidcHECZgHHg73sDNT5361wiCNqSprZP0+B5KZPR/QkAUAYER0DyAPsaOAZgI+AycHZNewyRgbzobYAGclQXZmFwtKbu1WTYkj6C9SAidu2BDb+vQ5K/xXg+JsWIvQl6zV5bwm9bhtFgfCQVO4ABjTUZtTqdFC5BftI46QGOCI9FmOIbINImizknIIsLSiaGnz678wCOzJsaMlAydJZFazu5ccTWLqQQIyaKgOQUlQp0249KhffEYYrkgeAxLi8QP4lYtgcFMyKNKDEqMzPax0/R1c9Y95ewYYTbIhwMggsG+Wg/9ZIN4AA6bhyRcsJjTE1f3pTfe+envvBfZOf/q58ELc1T658J5uZeSdsKb735K/TyhSJTCfS7BjdyvxcWA9DHZCfqdzAAsMPjbBDQWlZ2QG4WTBcA2PNrbAgY3rbAmxVh9mwXbyeFfkJ2jB4XkzWoT1ib6r22nTJlZHvhsfdrYXDUiXtVXGz3s0amn/Cdz5avXoMjQuNpbSFfz8opzXikpJZzEy3IJvgSQO2KJnZXi5e9shV83RHnNqm8fVa/VG4JyVXjteiYqLNZdMNHU2Xb7EA4ccjRn0SZyRlOKQZU9C05N5dI50nx3oNSQcjH4zIVXAZnRvAwRHmf6q2mFEPj+ANiZpZGAt76x6Q9larlfBuwXkqGHgrlfrk1Mmi+zc3jOXcn59Y2cg5rzofmpoGe6+dya8kCkzsN1xQ2R7Qyqo/xlROHJ98xPQQJyXMrs1YiNJZWkWhejOcxFAJIqHPz9POlpATwXDui1sevTzQYUNpVYgcX1smnfOiRuswbSXvuhcWqeWqT2ReqrM/p2nihwbZKGetQADfofrK0s6+EQJpmRGAnXmDBeyncillVHc4KLnsIintNvWpvmksqDkHbT0EFrBalu9p303AIUhfCcmGzAXAeuVBjwXQZuU2CGUj7TWuK+pP2XlVMfB1it+UAb45hk9eDM0VUDByDM3s799iAjYCd66ng4pK6GGZl+gniwBncyHNtyjrSQazgAm52k09BftKmUjaqG4ApOiHREYkNvreBbz4Dw8CC4zUjrw7l5Ut8+t5L5GWBW7ZD52mKdgmAM7i5V6KxydOAkvYTK5OnAW6LCmLu3fYl7SlxSgEHU/OT3nZ6Xf0zC2766oGO+fThrmvKdnNKSsoKaAzxrIvq55udyQ4DSoyn23s1Of9KcHN+z4wtB1yGCfUdgzAnhMtz4LlRnUqMXjMqLnvF9jwcjqZWtPFBUwTF/OAViGmr4aS/6R67Th8XUbGAmT7N2LfPR+NwWL9x5O4A0MTiPuBP9DcCdEyMrKuxdOQFgQMO5xmH5V2ubJvNnmhAcmylXxfLV7rBcGtq8/BCRmsbxgBHsOaRSizC4us+RrtvtsqjOVLBJVUFMgC7pgoNsD6eujsSnaPrcYsIzsGTAfl6sngDOKZ/Nyv4agh+mBBMYQC0Zh2hICnFCRZp2xmASL4IZW6ltLp3X8rDI9GuFmmZDK4n+C6tGMDR2uqBUDvxy2Tt4K2KchU0NQAkraM+v6Z3TImtu2dtRDMj1T8u2TbX07+vGZ4+4VhcWglGc4DUIXWtH7rX0taZWlYt4Ys3mEUv5QIkiVrybU4ABzjNLKPgMZfc9rU26iBzDhNoYBCEhLRX0GVAyKzBWcegICc5nHqo186tS7FIPivQAcABfz5ojP9kM2odOTAOuBm/AAA7JYySlDufQbUAHNqrjmKgUrk1Y5qLqAEeKbFPyzBNDfMTFiUMRx6NPefSSPKwbuMrxxRvo9t2Vb9m+nA/+7Cz5buJjLHTobERUTGOsRHXYxj62jIxsGlBhnWryJ8SysuXKDEhfbBhidtJL9NXoHLz2GOgRs5X/YW6tKdSrDdyjb761tS9NhV/lvQTr6P5LPWnAtz0JUDnra++9a9/8P6nf04s4gJuSuu/9wyOsDb9TnVxhVtUOITFgcoJbcMODb0XuHFQmlKuSOyQUaJDdFbzEgBgyAU2BGwlY+pcCOFiQM8C5ucGYR6AwBqVfmZTL/DVUQgyTmGtqpe5tn1L2rAN/jR24bHn9nUCQpSxbwFlOGhoZZDAehtZxl4YLSVOqj7MT1xVi3WHw6rNmjqFJtYBSNyGmU08LmeFtfGW2RwCB56ZqHqakIlPNG3G1HDVcgIAHyzMFrEYewryizgcVADYCt4lz4poGGg2b3gez5AIS/C4yNVu9zwBb5cWEic5KmQIMvSSF+oAHckbBEkzpni0hPpZUy1lt9fb9LZwObH3ScQA1AFVU1aHUh+Cd9jFScXDomvR9k8T7W6mYJ7Ezmxuxzp0wzTl+QDbvHtXFHC4pO61r+61VXIy8JcrZ1ULJTyNnAALm3U8hR8UUAK8no5ARGEI7U3wom5z73j8xhaRpkmBsaRZ80gX4DTug0JLNC/w5GHG44Tufcu6KQVzuACpYPGBh+52E36rC+z8KitmOwPRYLHthDkVhJZIXIZRs21kptS1bV5ShmuybEteSS3hPXsj7amx7cvGE2AvJz1K8pzr4iKwP7+oY0q0OZPzmoUjjM7qB8zxnEYsTE5v7RYgIxk4PTMzmsxAqRMTbzFrEvFMPDhT2CGxgE8uobrnmnEjScWSPGyG4cQ8mRSBElBfvsCaN9D3HxBfGIRtx9aOYUMuyHvUcwZwPof0JSBHWlHJ29Nj1yVdib5DIWDnHnCREkGx5tw8vPzH45tv/o9/WgBNX3/qwE1fPdBZP3r4c/J4D3T6lpTsWK2joDuVWMJzwq2LClCQc5qlUiJgB0RnMTRR6pZJ2Z8hFwY9Ddz0XwgaR23fhIuBex5QzYj6VoG/DPDT4WhaPy2Y35SEUf7XkjAcy3h31lRJDHLkuRL6JwLhKpdELUOn1+eURDAxYnp+Oezl1sCsnAY818DBZg0wiLX9slcgFCyRp4qLwFjGHyAU0APgnx/LSjtbYYMlbjO1OtHknT085MptK2oCzmDVRSVhfcLghIxjgGGwMA8Jy8WdnjMkOqVX8+uaXRzAhfZD1yPLY/hqW3ciF5D2iNC5bQTgSKtqjhbrUHBZM49rAJ9Qe8eOzDniv0UsflDLeA+EdLgm73DoB2nOzqkdXMP3iNiB1KzRMo+qFwQLMPn/2vuaWFm286q1f6qqu8+59773YkeOnSjPg/BkgRFCIoNYxnqDIGMnkScwiBADJMD5QY6UQUSIQEI4FoziCIFBFkJCQQIUCYUQGSaOMbYQVsyPCdYbRM8RMTi28+67955Tf3vX3gx2fbu+2l3Vp8+5ff/3mnR1dfV/d9Wq9a1vfb5xsb162Cq2zVhQo1LrOHvKGxe7onh7N4AYBEizp7hh+NBsqcbOs254vg35bgA2HZw9L3VJAVPrO29trzfhu6SgRKNFKBNqEUuHoXQ3wKhiyi6yY4fdVqLvwmwp+lq81DO/Tfg8p86iXT3AbwQat4E2NnRSlQMgNth2JpqxcVah9iqUrbuxtKsrmEah2A5hlpTSQNsDmxLow2RwLbbhQFx6dLoI5ew+8eCMeSpuHH0QHjyoNsNZBesfwPsdRN0CRUhtr4SI+S2+9TGNN2a5lOWsapwm/wKT2ZhavvnMqDpZ5oqMXumg0iyhOBIXAOgs3HkVRy/E5y+nTJtYAadE4nEEA7WJ40G3p8g4a+IJKu2/N1LBGWaHoOPCWFbnx4p4MjyWpdZAxyFnOsiiiserpgumY1JuCGsqDS1b131dieILzyOh4XiuyQ0HmZHr715+RJfqQ0sBfoMvI2PmzJlMxNxYTMe01ssZqaEfLC9hlaaNP2pZlpNaI9qo5nAFh8D9K6VzkDqoPaIscL4DhPZQr4TTHPWOar/UtBenjMWU4r3nZeUpUnviZzUSpzh9HKMa00rsSgM+MNM4gV1pYheVaNzcYwOApqPTe4ykJ7zY5RcY359D02tsGYGLreDjUMymHGKWDQ0spHKVNS4Yi8eUWMDE0pPVNp59U7rsjmVexcngQ8g2MaMJm/JtaD20D91Sxk4HRKsB38eD5s76YJymtnDm80BLxufw3OSbifOhVFKWojLSpgjqDqa5UQ015RgXg/yMddGDAkwTxAHMptWnCcZEqGZBfnoKkaN275naMnZVNdZElSZ86iw9mDrAagFV+EhYSE2ieVQcqQGZD+OsoWYlKR5WGN/HRsXPnUYviMFgW5Xx+6m3KpDRccq7tmNInQ5+Ksq+EcUQv3cqWdGEcKvtmFBsIlmOHXpULi2L4KuxBiiLoEiqDZrGYhtDCDGbLSVaC60roBwHlYoBUBqtU1AI3VmtUyHZFgBqi1bLOK9onjk+jWMQWxUC5oSIAzOpu8dKDduFoZDU5gyEeUszVabvA9EpNTa2iWUpQhyQicn30ugy+mcsMwkv+W44fDelGdP26awpQjEO0hSygitUmGdFreoPOjTtPei7QNteoPsjCzd2BnLy0o8nPnxduv+nE9uh62fqPldweGmKjjt0ok3EhhuLbV1D73awdR0tGEs5NzzQTxXiC7t3nP3Ws2YKfhi8MOQmxVuf/PGfrL9574O4c/vjZXs5SywmssMJEP1Y99rCR39NLE8V8/WEPpmBtVEG8BtAtOFyAa0bIHUxC70DAKkLOGvQSxnPGjZSAWWB8txCVOcYth38psJ25yPBoUngPO+GyIpwFdrCToM1gVXvDnlueAs4dXDZFiFQTLZBJh9HScRgv87HrJuo3ABhJ74pwVOLo7HYJjk3vZ3mfDU+BvNRuOJsvpQdQmJ0bwLJaUWQEahMMgb4ccMnRepTW22JMCVcWAcrMJsYHr0VrYPVHqJQ4bjJ020pLK6Xs9lS45ccO8KarsdGbkMyLgvs83qcDt4OcRp4VGismFqZY7CfB4X2AZMXhtbRAXc+GTwoMLx0Fc+NWUnJN25sA6c1JpqDt3ra1jcOonCjIsNaya2L1/nAzaW5U7QuTTheUm/4a6AsHE6WQuv5NGeKQFPAS2tiiB8wb8E3bYfd+fgftQO83/fnCK1CcJ/VKKvwNHWPuBx+NxWawUBbjaKi8SBhwGb03EgAboyF1P3kHWtFIDvjrCld6KnVe7CwXVB1gTFLSfrJd7PT02fKBy2OxKYCopJDJSheeurRwPvNVIZiQ2vbxoVuqtFvAiAmFAMAXDFrBxemj7OlKBnYMT/kHmFhoxh4Tg0P5yPwLBsatSCKci/F2Js+lpy6/hLDH5ZQ7h7MgwFtGzrFNlLBWRP3tfH9JsGktP8tk8gIDiI2vESVEhry5KQWidRYnPpEaRkILeFkGh7euve/qtu3//PuPXe++Cy0bT8KvLDkhuP+L//EB+DcB+rvXn7Ebs8+xGVCHuoHjErNodwb7Ks5cT0rXclyAPxmlcAQ0j8XrQMQSQ39CTstUUkVu4QAoBv/TOd3SsiygDwz0JWEvzXtyEU/HpDYtHBRT/6dFM6MZQ7W+pmOX+DeIN71JRo3y7WZ5eAAQWExGv5MYdd305BMWQZSZE3w2ABAOZqLSbmxAtYPkyWhLMIwU+EAHUzfFNIHADRbChh9Od0QlZZS6TCqwUyKTe3CUX/LVLlmQJgjRRkXqggDM6WM66hLyhsVOm3GrJtG2DicsRYChXGr3VK1FkDbAZsKO5bOa8cSSkwSHstO0Si7KRBnTSXDMjm5iZ4aIHZJAYh5NJzg0LZ8uwIqKkNoTCQZUWkZ28J5lxSlETeFmJV+lmZL1QhkJlV8eAjg9FqWZlPNS2d7IybG12ch0OsilvZCF1kZB5hCqWgQBxCSpscuMLGZn8Bw25RHFdTB0XPTyAGwYRL4VhXT4EwL2K2AHvTULaUsdOPnCcY8QDDZ17ROwZsGW1FN07+tA0ofh+12jMhFfqCLSGqEaKPBOIZmjim7lKTbGgVdiUBkrAlt41sZM6IInrWE86nb6CyqjYAdbx/GridORGhuVCQtjNDwbik+QRyYtvEmKDLoO6i3GvjeoPujFm3b7qnlfH8KYGrwGEkkLaf7al6S4tfLwc1KULIsZ+uAQHzSlu9DXVNp0j51RsmiQjmYL+zecfZbkPJLz3O56VhkcrMA8uroUr1Pl+pDrQpnbZzUpAF/5McBJk+OLEOwE5mKXd9jtxVohyKYikeCk6KXEqWvV28j0J+p0xIVmc+YWc33ZnEbAHDWwGwqlLc8SllNxEcC/pUqjHNg3hvbAsPZ5L+Jl0kXl7B2Ntmc2sXjaIlaBNl8TCX2VsVZWTSCoRFjCzf8LI14bxr7aB62IwmjID9abpwL5anx1DmOaSCDsR53xHIyEocNZGwXJ7Vm9h1AojAmBrdpI1APHVDIGOhHwX0AYqcUlTRoQngjbEgm9hJFZ2fBcTygT0NPCcXM40NllDiZG4oNy5zax5thiOUYMhLHEQp8vMKo8PCJ4KF1e/oM+WBJADEgj8y7scNqNCGH1zWRMSIdBEoUXhqUSQoNlZe4f4dUISCE+vH0Yt46biAj+QCmzJvw+UyztdIZU/Raozl7LBsaVURyY8bRCXHO2Ph51kJGwzofmklpxMBYLu1Hz5dQgdzE1xVITSMQyI+Us+4h+o1ytKKKJSjy2xRWTeRGDmidCqUo08eJ4HEQI5i3aTQWk5pDJIag+qDOAJgl8gKhLDV7mWNasa/CTClhVFRxZj7F8f1RJxQvS5mE4AD7fpviokPbddAPBnjTw/cmeGMeLHQ59WZvVaclfG8gyiLuN9OTSgCzJpA1xYb29TNfzbgc/Tejsk9qDrdCcLKzVJaideVgvmD74evPu3fmpsjk5grc/dTHXvVu+JH6m/c+eOddd16/1/jXqPzEVZxIbhbawPmfmEzEXN7cSLV3dkDLwJzQ8PWSnX3F50o6sIjU0J93z/zG/sD8eYn4AEAp52bmxvnJkDxm7yitglFxLEMBU1IxnwAek4kZuRFjlgQuPPTGhjPUzkBXGrabzlrSMQvah4BDq+yc+IxoOottpfcUna1TIH+NlxpaqNB+u51UHAAQSZcClRf6waJwIpagqEsGSsXZUqJQc2MxgHooYqJt+ICGoNqMvg46sKbzc5ZggFhKseNYhmgERgE7eoCoewogA7GYPDUWs4RiKlfRbVRyKqCCTchOGTHkY/Es9I9KQQDi4xCpmH2OyeworsRwkCozLy3NDyacEFEZKh3NQKQrPj97v9RJNXtMNmMq5t6MvijjZRyMymdLxR+C9pHnKF8B2sB0Y8DjSBBM5yFKNxnah1BSBoJKY7qpgw9jV6Me9ERoxlIu997UXk1zxBi58UUZRyyIUsZRC1SSovV8+nSV7FeoLRyYRi9Q6zOAaCimFF6jVcjvGUvR1pfRTEwpxb5goxdortRoCHaFgjTTAEz6uQz9ADy4nBGYtg1dStWCZzFF54bZdp0b4PvJS5Puk4GRwLD9MF921kS/DdkOlsgOqTa8HXwidX2sEiz5PTm52d1Sb9z71r3P795z54tCqi+/KN6ZmyKTm2tiiewQwVkrRxG4AS1l/bKYdij8j8P/UCmZoXIUsK/McAWnsi6SGDIlLyH9E3PXP70+KqOdbTzsWYFKAG5jUNzZwKtNzN4Ro8SvjUBdianF28ggo7t6NkjUQoRgvzK0GqNGWCZ/g+iDgZh1PW1LaoUed6KFiBPBof1kNm6nWT7birw2AjGIWZvou2lkUG3qMpSkCikjydmbJ8U8qdpM5MDATtk2WsGMycRN6VCY6TsqxoMRzZsqRi8NMCc3Bph3Ro0punF9O0yKjGcZNlpEMzAZfYGpJEWBdlQljCZlQ89azJQcIxCNx0SkqCU8to1jMhlTKGBjTVRRaA4UjVHg5KYe7y9GQkSBfLzzKSU302fE2m0xZeGk7eBEaEKXlpx5cGqMBFGrOBWcd69Be9SFxrafniuSpoTcUClqEB2cDb9hIjfNYKKPi3dJWV0EAj6OYdh2oUuqsW4xzM+oidxgKEKezYjaeuycjOuoHMWNxURuAExmYwAe21h64gMd6Xp876MCw8kN9+OE1+ln5AZAnOFEwzPjRPAHHbxvIIyE6+5D3wVcbwDT46JGJCacpNBySlxS7N0+khraT9I+cu3EcqkUxU8il7qleKcs+W6IzCx5b4DJfyPLErq5/ILth69nMnMzZHJzApA5WZfqffr8zoeWtuGGYsq8WeqQAqY/1EYq1H0bSQ4/m1irFxNSckN/PlEWs+scuusgiyI+P11f2pZa2fklELxEvdhF8gMA23MRzp/e+64AACAASURBVFQ3u9j6TW3j1D1lOwtdaTQNpjA/0U9jtKoCxtrYBh69OH7smHLDFNpH5tiNHNvD+3AaT11SQsZhmoPoZj4c6yV8L1FU0w6d5kspJSFaPx3AiA2IPnowoqHYCtTOB6VmGOKQxViqIn8J75jCNIkaQCQwRHzoqFm3Jnhp4pc/fT9NEUgLlYfSgZdEgqjjKpatzLQNgR3HInEiUkBEIFVmqL2aWs2pfTw1/S6RmxREUHgn1NJoBp5pw9Ueuo1eFzCV39L3Rp+HVkVMJZ4RJtbKT91xVJaKSh0pe6wdvB/rN6U38GNulrA9elGE/8SoGgJAoUT04xRKR99NMQAoLPSgozCpKxkITfR66WmmVG9R62JScoBZaB8NzqR04mR0U5w35XQZsm6oVIVQogrPL+KU69gGLpc7R7dWBY/Ng0tUtsfQqFnpCKaHue9iqZz2T7ykDiAq0IRUhTma3CyUpeJrTtSb6J9Z8dkA2NsHEnoloeo2kBpMZIcCX1OC400TycyLagI+JTK5eQQgg3Kxla/bS//ee41/bbfZRrUm9dqsnR1w8M4oYL91nHYGS/4bXpbi901JCz0/fw5SkeI2YwAhSbHxD81yfajeDNdPmUBjirMqALkZDwrbLUQpYAodCRDKsFO3yk6DMwFAy+C/6Q22pUZjQv6NpoI8haPpicDMylccVoCq9hTSl4SwzjqnAMRuqTh2ITHoGjtMuScYlZ2xLOXb6fnjsEyMCcXMxwFQ7oubu1ExHaTtYPbav3luTSQfYyv4NDVcx1IVKTCllrPlWYcUijiygMY4UBrxlk04D1vSaxQQdsB2o6fwPiCadel9LAXyxc8xyaZJp37TKAfeOQUgpiAvtYpzEzH3AwEs70dr1K1hwYVjZo8W0fSN1kXPEyl0AKYk6vE18J+GUSHnhghNUQmItofXYSba1gW/TYM2lkON3kSlBkAgLYnHJio2DK2o4JzFjv6vm3JmHAZGIjO2ghO5KUeyA4RxDGWYYrev3liDDoAqt7MhmputRGNtyMEBoB6IecmIKcdrSFVpvj/zvcFmswF6MyM3AA6qNt24H0ubLI7B2r5xbRtObFKiQ9epoxZALDHdfvftN7MB+NEgk5vHACplbW+XH7z3e2+9r3z5HVHdoTIP/fl5iB/9wbmSk/pl0rJUWp5CWcQ/Nj8L4TuT9OyEylK8k4t3AJCaMztjYUSG6ss8G4gnOy/lBVHduXM2hiYWlYQoNGQhgLIEbvugsGy2aCQfoDknAuS9acZBmABiKSt0rcppgvioJMX04bHTo5ES215BUAoIqSY9sN2xuVKY3RzfjNVFVHAgetRDMXVUxTvRpG4VlZzpJhNHL/AHJ+UidkUpNc1AsjaqLzRjCkCcMzXLe+GG4oSopQ5qgyH6bmhkw+TbMfF10aRtKoFxMkQKTiRArGWbgvvC44jY4g0Efw5Xb7ifhrquqC2cljnBqaGi+ZnmSRFpizOltGJT0ydSA4TSmm176M2+l45SistRrdBm/jnWPaBVGRQZBMXG6xJ7iYZU/hsHuIYIgALGOWy1DMZi42Y5N8A0emGnRRh5QsZl70Lpd/TemNJjh800ZgGTesPNxARKJQbCDKa2d/B1CIwT9yT6Me23H0kM7R/4iRvtL2jftpFqb5/D90OpUTc9USNPErBfipqRGAa+vkvISrqP7NwQFSNSt5fKVMB8/xgfIlFteHcUANiLe7nE9JiRyc0Twv1f/okPWO9/cHu7/KC9279+KXav8bMb+tPz9kO+c+DEJkVakkqvA/s7F3pM/selnQ2pN0RmgGXjXOwCYGmcRHo4waEWRzWG9A2+jKSGJ3VShgPPINo4g3pwcTgqjcmQGwWtVSBCAFCWMIXG7aoDNlsMooPyFQS6aWjmGH9PgX/kvTEqJMcCAJ8tRWgG7A1H3Hk3H6DZYSJMpZsN04ydNizIr1Aqlq92hhmZ0+FVi2TEwuhyVsKqIUNeDiYiU8NFZYLatvmQzbTbKbZLW54LRLuM8GzeDLBFUDJ6dsDYGh9TiLlqQ2UpImk8kZjPjAp3CyUmIjGpBwfAzIdD3VVEbuJzFEVUaJrWhpwd+hw3jBzS8zIzdvjcpi46YnVkDC+Em0L7gJBGXZVT2VL7OF+KzMPC9iEN2yUjGSjRYPTebLswV0oXOkwAL0JiN3nBdBVeV+3nB/WYcTOmFntfhQ4pIAb9FZehK2jYdjPCoi9NyJaxYXRM+l/mDRPUKMFL1zx3a8+gyzK9SIle2o+p0mLoF2S9EVGRXiAzV5WmANZFOpKatKuUFG4enErX01bwJe9kf/e7kchoIX4/qzJPBpncPEVICY/xm9eAednqEKFZIzKE9E9KWC2HjTujpT80gHim5tph2uklMeM0d4tuI3WHYzMEObtVmxiESOMvaG5KOjKDT3xPQUPk+DRcLQ2ELsPjaDJ4SgxCoHzHmBq6GYccFhI7V4zTmydYL2FMeK3bskTT99g56iIZYLWHcSr6LXwbBimWSkO3LaBVCPSjkRNAyNGheVFj3s3O+5hMHEcAtGYsNc1JTVRoKMtmo+IAzbo1o/F3GuEQjNR2puxQECCfu0TrgWloJhmRN/V00CIyYgsV7x8C/MaZVO1Y2tAqzp5KyQmw3zVFxIaUGypNpe3epPBYG5KMqbUcYF6dMRmZcm6imRiYKV2FD51SZNT2vpxlEQGI87/0OB2cf99114ehmmPejdcy+rWiqViJqf2boRkMIMKBf8tIgdUFdCXRNBZF5ULXFBB/P7VXEG0gJvLt0SRLAualgWnCCUI7FCEpHQBsH/8DSyDD66wrNM3SScfNgDVFjMnrUbWoqqmJYtz3LHVqkmKSgoeUho3NXKk+oN4AU1cUf/ylLlLCUngfvcZUwTnz9Rv65fLzzf0+E5mnDJncPOWgkpb2/vvJwzOoW6/RH77uW+zKsFPkHhtgLvXyP/NQ15Ek8Z1MlJZHUzE/U+FnYa7vQR4iALOy1JLXhqc3pyGIXKnpnMVOuRCamCREc3DCQ9u4ceAdHxpH0eTe9miExtZbNEJj6K1XpRbFINAOxp8XEM5Y1ND+vIC4MMFEokottt5CjAcCWSjoUsMxibx6qYPXU8S/UltYYUNbeFFgZ7tgRBU9DMuoMcMwHTTtMBKTsTRjR08JK1fRdpRMHLJrxhbksVuq1yP5sRbYsHwb5nmJsCJ2NU1lnLEdORm/ALBMmNbGoZj0OHx7CwE1xje3OxVLUgAjKVrAN27Vd0OYlUqYEsNLU9x7Q8pOfM3FvA2c3g8vl5H5mdrcKe+GjN01JLZjpxsfs0Bt4NqKQGZSNQ1TtxR1TsWyFMJg160bpkthgM6FkujF2EbfewgYODMFNAKYZbfwCH5ZqDgYGECcmydsE/8rO0WEb8xZMevz8tKRARwbpWOshTNm1k2Z+k2I2EhdLIbkLXV8xmVWMkqXgeX2bt5JFT7HkdhIBYUmqkJpPEZKcPhJZSHaN/SZeBNl8Y3mfp9LS88AMrl5BnH3Ux97VXn3Hjj3geJO9V57t3992L7y2uyPf4WBjv+Zl8x+S6QGmFodyWsjywHtUESPDYBZOYqmpwOIhmJgIjV8xwoEFWcY27+pbDXbKTM4M8QSFaEed6w7JWekBgAuDPxGFUJLA+sKGOXjbdNjWhgrYbT0hXWi0A71eNTa2EZIXcBYiULTGflIDOn1s8eKO+1yE4nVOety0jS4b0edZgqmnD5vIk1UHknbv0lRSQkGUMDYDsWmjJ1QNH6Bm6lp5lToqCLTsZhGK+h9ckNTwbkSQq3n5KWB1kGx2RaREG28TDw3BWzt0O8QFZ3ULLw0MwqYpogDU4BfSm4o1G/K/pla4ON4CTbtfGoN13skZRpY6qPPxQo7yxfq742dUNUl1AXQYwdrByjv4ccyo+1pAOJ40B1/nwBQ9W3MjrKuiEqjtz2ELme/83pwkEWFjTMxpbYoBWShcNGa+Bvj42T4UGDYcOJApWEKKY2f6ZjQTsSGFJrURwIgNhcQ+DBgvp58hPSfIHWEpwLzpglSWfZS11dIDWFp/ZL3hvtr+PWNVFDDgzf0y+Xnzb3uTUj5pUHIb2Yi8+whk5vnCDOVh0iPuhWnoa9lMyx1SaXXl7qmeiVnQ0F5IieAWRonHxgHzLLtwnURpPLBIKo2RGjiwWCcpUI7dwBxx36I5NAyJzKc3BABorESRG5oWyI5wLRTrmmQHvv8U4LjRrWkH/0qZaqeYO6dSuPfAaAbHEShZ2bvXVmhHZ+Hlynp4Lgppucx+hYqPR9AGsuEK5BJZ85wDqiLQL4AwJQDNl5iGFvhiZAVfSBnZPAl4sHVFCpjGQhsjcdgxOzxTDmg6FUcmqkupucHAGf2SW7MEFm5TutSNI2K5c6hafZuD89nUVuD3UKZAgAG1khtRstugQqFdvF+HESUSSHcwYqunH5F9BslggMAQpcwvY8KDSc3BPKfUdkWmKfaEmicDIBFJXUvmJQpN4dGyshy9OhgIjJxm2S/k8ZaAJglA6dY89jsbXcNwgMAqnkrkhgrxB9kNeb5QiY3LwCWSE9d3XmNJOClnbYzBraqVm8HEEdLkHqzNjyuHexsh0ljK2a1fTYBnM44d8rNzj6BsHMmskNnqpzUkN+Gg0pLdBs/gLSDiSWoqg/0pIb2hXWCCE5hnQCmgxc/YC2RHGcteq2xYcslIzq0nJowCUseqF5KeGP3iI43FhV7/7Su9B69ELPblh6Pbu8GF5e9HdCPpZty9NHwxOFeiLg+XY7vYXz+MvXxHNgufc5D91laz7H2vpe6c/aea/yOpNao+27s9NGz77VFIDEKXfRnpH44rvABgXwSga6ZPHReTPthO3q4OGGvB4ett7Pb9t4XGz65VM6lEwU6aeBqTTorL1VclxQbYGpxlkUBiBZ142O5Ov1sdWFgTTEb+gtgz8gbfTFMoeGt4AD21JurjMSVvPs5lMU3Mol5sZDJzQsMKm+RiRm9edVe+vcav3mN19F54ibtnNaCq/bgevTFZq81nJQbwwzQ6aC4dGjckomYCAs/k+XTcclMTEoNgLjOGYuu3KAYBOTQzA44O9YPbez0GhW6qNAAgdQMqCLxoXWkrGBcLq1dVM5So2V6WfQmdCIxcsNJTsc+/9L7aYijVpGw0OUSaQEwm71E9+Pgj5uSCU5K+DoAs+daIy7HEJqriBJ/Pnq/QCA4aSsvL4vwMshMWRiVNiKn4X5jaQb73/kuKbUQOSZiQ0rgDlYQwamh/Q5WOLWNCg0wKYr0+wUQyTuVqJZAag1Xb6hsBcxLUwRKw6XoBT4fL7zpcu6lSz975rnh61IsKcG8JEWgED/C0ry81E9D11Xz1swTo4X4/VxOerGRyU3GIhZLXNtXXnN1fTDfYYYkavwYckNnlelsFSIuS51SXLLnoDNf7m0AJunfGQs6uHSN2ytFpY9XaBcOVOhQjAe3JXJDWCpPcdVmbX5NCk5m+O2kvHAywpUYus7VHGCfNBwiPoQl0pNi6fEJh5SXJeUnfdw1csPB3wt/zamKw9t7OblZUl840QH2SSuVoICJ3KSKDZFjVVXxtxbvo0JgHifgQ2/9RoWMgZTgAIHk0Lbce7NxJpqK6brX28Xhi1SSoqh/+k/OP6hJuVkbK7PkuaHPNT0pWiLw9H0Q+L5FlAV2skc9DtU8v1NCne8gihL2lsL27L3//t6X/+PPZgKTsYQDvQoZLzLGHcY3+Dr3hX/0m65XH73VtzCXbwMA7Ntvw917K9xe17MdXeslNoWD8ZP0zXeinPQMBoDUGDzz5YgelQydU1Bhp+1MB4xS/W6l9GD68SBInc6uAMaDxnkBQfI+VAE5NIDUUFWFYmgEnVHXWu8RHWdNzO9V6OjhI8lxYykjKjVjCYNjba5X2maagm7jJEgUGnBuUT0BJqJTOjejXnx7eow1YhFJzQKxSYnVGtKyE193CPz2tW25olR6j25wSLUNPhC0lxKlNQB93lLFy15KSEZAr0IgtlP5aS2mgSCHBm4AjNa+gIvkRdY9UM2HIFD5tFDBTEy/6aIUQb3p558HEZsUSvTYqVCOil42ypOKsxt7YMGfEx9bXP0dE8lZK/UR+G98r926LFCdCejvO4eUGv6l29CbHV55+RZENX8NSvqvyB/46R+78oVlvLDIyk3GtUAEZ3WDwcL3HUz7APbtQICUuwfzYICra5iLkHTKuzdi55SYujj4dS6v006c1gNTGYq3fvMyFPcraGnQCD0rTVELeDwbrvvFM+9Cu9nZuVpQaziofFWOXg1aBtaNxLw9ds2Hk6oRSyUlUWgUvYkHfVMW8TqBl7bW1BG+PZGZpTLTkgKzdlvqszlEco5VbFIseW6WSiHAvDwoy2pS10yBTUEDZxfMtOMl997wEhSAvRIVL0tR1MBSFx/9Pum3CkzqDrDsu+Gt3zHgEogG4nTatCzD+pmBOFFUlzoglzqm+OdISAcAi7KI6stwy8PvNhCbW1Clgn7X2d77WYX0X9E/8PM/fPwdMl5EZHKTcW1cSXCugG8uYdoHABAJkLv3VlR+hq6PmTdkHiZy40wX04mBwz4c8i2QwmN6P/M3hMebyA1dnz0WIzbxPgsG63ZvzX5ZipASnbUS1ew+kmLy7d6Bm5egiHyYsjhoTObbAxMZmm27YPyl5UNlqpS0cE8Pf+yrSAt/DYeIU/rccVL3AjihBObBmEup3WlZioN3xw2sPMXLUmvLAGa/Oyqb8u49IjKpQR7AXrcUgMX/BK0jkGpDJxec8KwRmtlzjOSGmgnId2M2FcpbHpvNOeTZGewtBZQV1K0KarODeOlEh5pMbDKORCY3GTfC8J//yT/0DX7mUT1+SoBI/UFvYJsadVPPduJLZsuaHXx5Szg3aw69ja25QMjC2cGK9Iw7PuZCe+8a2VkqVa2BB5txpASFlB3eIk7GY2CujKT+m9njJsSDEwJ+nZd8lsjNIR8PPe9V3VSHvDb8PaVI72dahWIzzAjO2ueZmolTv01rRoPu1sfvMAVXbgBE9Yaw9hsCprZ9Dq4uHjIWt7KIoZWyqOJJAFc0ufcGQCQyAGZkhqs2wGQopuyp3WYbTb7bl98J/dJL4TFeuQ1UAri1gzhfIKnF5f66h4X0n9U/8PN/9fQPnPE8IpObjBtj+NpnPuG/JX7l8T5pGBBIy1QCA+YqEHqDum+h6hbCNtGzIIdmFpaWBvlROvEunR7JwHNPlsL7WgCuEbGkwVuLqZ3Y9eHgxNvAl2bXHIt0nAZXaA51L6UkhKssKZlJ1ZfZ8690TC1tc6j9e20b0yqcVXbv8fjzXHZ6j9zwz4ZI4ZZFHCz5ZFo3AMMGu+04/XycVCm3+++Jvnd6HFJnqGyZkh1eriJCzUkNXU+JDV+m61Sa4qom5T9xDw6VpQDE0L7dZgu520HeeSU890haytvvQF9UKHdboNxM/7Xywd57R7lCYB4BsRH3dz+n3v/xT5/8gTOeW2Ryk/FQ8Bdff7/7b7/9676VP/RInoDIDCc16Xpgvrz2WteIEAD0Bm54ANcOuLi4BGXecFCnFBDaf2trrgzxWypBpeDzdtIgP35gTomPt0MsP3HfzZK6M/scRjWGl7fSnJuU5CwpMYS1LitSd7iisnafqzw7dH1J7UnXU4fYGkmk98o9OEu+G6k16kZAbv1ejhGpccDUCk6/h6W8GwDRi0OJ1RzpyA8K8bOuiJk3nNAQWllAliVkWYYxLGWxR1iKs5dgNmeArlBub2PPcb2G8gHQ39onNseQGnN2GpIj/VfUff23xR//xOce/sEyXiRkcpPx0PDf+eq7/f/+L//0YXw4ESmJOfb2lOycAH6wYVJ3QoioREYBY84alKaFaxoMTR2D/YB5VgopOKlyA+wbjNMBfXSdDsx8HZGVlMgcOsAfav1OFRv+vGtm5rQNm9YdS2geFmtm6CVjMQ+QSydY0/fBw/r4ZUpsiMykfhrC2no+x+zWthREUnabbfgdMJICMKKyuQVRVvDlGVBtIfh/4UDH00MTmnj7JdCf7ROc4vJ0hIYg/WfV5vW/I975p//v6R4040VBJjcZJ8Pwtc98ovu2/pVypd35eg+2oNgsqTQpoTkxwbku/GAhlN4jRsBEjoCgGNEsMGcNXHcZR09ctAZDb31hnVDo4KzdG+QH7Kst3ETMSRAFAaZY65Ja8uHwIMC0RLWUYZOWvZZUGNsXcNVUOlsiQ0vkh+4nOw1dmsVtuYLFwaP/gf0gxdk4C1ZGBBDVHKkLOLWNOTO7SgOyjOZauduF+y+QEyAoKULpUP4pQs6NP0Do6fckDpF+IjbOhmVlAZogXuLqk4ZjSM0SHgGp8Z2E7Da5DJXxUMjkJuOkOKmKcyxuUKJ6FFg6APnxdUTC8zAYxqnQK4SJEEttQCRQXA1yxsQuGDKS8iRo1YbbUmOrHObzl9KhoaW1wYirwhquLHFw4gPsEw5gv/Wa1BGC0dKrUsf9F3lN0nlKRod0XZp0v5EqxvcDcwJC4EQECGoJlArfYXmNluUR4or8G+AwuQFwmNgQ6GmI1KiE9AMw3qEQck52DhGbNaUGyGpNxlONTG4yHgn87376w+6t8lcf2ouTKjhXEZgnQGxSUsPVm5TUnITkXBfDACi1f304gcL2NEGtt4BfSQ4O3N5LBVIjvaoghg5eVavbz55XF/DWrBKcq0hNfJxD6g09tGHLa+D/pTWVhvAYDcPZW5NxamRyk/FIcfKOqkPG4idckuJIFZsnQmqWQISGiAAnOM8q4aHXfQS52SMIKWE+gJTYCGnh3cp9SgD9vmrTe4dSLIzYWHnulNQsEpyrhaHpfW4boNmGyzUcU4I6oWKTO6EyHgUyucl45PDf+eq73Rtf+cUb5+Ic4795irw2qYoD7JOcx0p2uFJzLKl51ojOFQTnSt9K8vsitSa9PFaxASbVxiiFYhgW1RuvNMRgb16WGh/SOwuxZCg+hswA64QmPk8uQWU8W8jkJuOxIfpxfPlRmBseOFOCc52S1WNASlzSM+6nQsVJyc7S5ROCaR8Ej8uB5T0codwAKwSB/Vb6okJpulUF5+iS1KjaAA/vt1n8Lan9346QGn70TdGyODPHE5tDvppTI5OajMeATG4yHjv8xdff73/n859yHh+FOXxAArCu3Dwlqg3hkPfmiSIlLSmBedZUmhRLBG3EUWWd5DfFPTbAvopzHd8N99zwklTvHQpdRtVmVb0honRsKzcQSM0hHCIzBCI1p1RrpP+sevkjvyrO3/e10zxgRsY6MrnJeGKYlauKAQ9FdID9648Ba6WOJaVmScV5YniKiM5BVeaI2yNuWpKK97+e52YNRGj49VUUiEbg1L8jZPh9+IXRD7Ptzgz8ZRFJDV+eIZOajBcImdxkPHEQyek69TOl6o8jOYSnRLk5pA6skZkn5rsBDpOaQ9s9BhxNZgjcR3QTgkNqDStJHeu5Md6iECtmYD6AMzUSE6mh5QQpoRHWztalhGYJvq8hyt1xfhrCiUiN7yTEdsjlp4wnhkxuMp4qDF/7zCfwtv8ZP/iphdwozJSdpfIULT9BrGXaPFHlZumAnxKXp6QsdYjUXEl4DvhuDio2S16tJSXumi3g3HdDJSXhJhbjpYFQx7Q5BaIjrAXu+EhoiLgsXQI4mtT4TkJU7qTjEsTbZ7+Wu58ynjQyucl4KuF/99Mf9t8tftZ5zMMAieCslbGuSjQ+1es7oszxVJSfCMeahh+janOychRwpZkYOKzekJm4L6rot+HemzTr5igwn4xwBfw4GJNITe89ypWJ6H57CZg7QHEvXq6RGVHuxue7mpx41wQyA0zE5hSQ/rPqvv71nFOT8bQgk5uMpxr+O199t/vWf/0Le2oOR0pylkpVj7h0lSozwOFOqSem3KTt4E+ZenMjpIRsAavE5kjlBhgJDnv41Ywb4EoDMBEcPwQFx28vIZqzRVKzeH+m0gCAOPfwFwLifD6uwrsGQm5npObUKo181w//m1x6ynjakMlNxjMDf/H197v//p/+Orz7c6tEh8AJzxMwGB8qQz12Nec6JOYp9NscpeCcwky8QmwiqTEDUITn8U5Hwy8wemSO6GoSqoAfmE/mvAcuSuC8n8gN336p5LRCZOJrcVPrt5DbSGROodREL002CGc85cjkJuOZhP/dT3/Y3d38mLfDYjCgtx2ETsoHKeG5oZqzNkNqba4U4akoUa0pN8BTp+Jcq0vqgHKz1rUWtg+/AV6OIqQt4URsDuGqziZOZgAsEhpgX5kBjlRniMycsNspEppcdsp4hpDJTcYzDyI6BxWd1sPrHsLvgl+n9cBGhEvgZGWrpUTitfWPnOhcpwT1hAjNsQTmKEPxCg5m3MT7LycUA1glNTR1vJcShdwfqTAjMozQrL7OG5SaAMyWAZzEU5MJTcazjkxuMp4rHEN0FlUdTnY2YtqGSJG9Rooaf66VcQyEJ0JygKeS6AA3aAMHrixJ0fL+/dZGGqTvnX/3+7Un6mbyL7l9MnMEqdl73QvlppTQzLav3GnMwdJ/BcD/yIQm43lAJjcZzy3IjCzecj/qPD7qVQ8xTAcmTnIWl0nV4QoP3ZcRntnyFaF+S+seixdnTbm5ymPztBOdI2ZK7d+HqXQbMUUNLCLt6e7h9Q4o7gLm5bCaSkxvW/iXjpvyHV/fCpG58n4nJDTZFJzxPCKTm4wXBlzVceh+CADEUIJIT0p+9u5PpMcoeFHvkZurLuPjpNefBsPxIVzl0XlSWAnvm5X+UhKqq2XlbhElvLoAxEsTmSnuAtVZUGRoubsMl4T0+gLEuT9IYriHhjqdsjqTkXE8MrnJeCHhv/PVd+PbX/yTKdlJQWTHq352PT6O7RYf/xiy43UPdHLyhND6wQKVm6lBqFzc9qTE54iBk0cRmMdFdHYCqH247GT8XHDFQZ+TmplKxwgtJ7lEaERTBTWmG825S2SGkK4XDwB/C9jV+9umV9cvPAAACAlJREFUr2+h5HSSPBpGZvC9H/yfWZ3JeFGQyU1GBhbITtn+EPrDf494IEzWARPpoYPpTbGnDhGxoYN6uryGY7Y5FqmHhwjHmsIDHEd+Ul8Qv59S4T2kxOYA4mdfhe+Rf19L3x0A4NZuIjLAPpmhZbokApNepoSm3gG7etU3E18ze083IjWZzGRkAMjkJiNjEZHsuOo18Zb7US/FH1tTd5awd/Ds/J56AOwrCjfCoQP9mrrBr/NlIg98eYlQpLfxSyIpKaFKX+PSa+PPf1NU17h/uZAVw8lLSmKAZUKzvcY8NIaHKTONHU3BMyO7NzKZyciYkMlNRsaRIMJjfufLf9dX7/kz6vtehq/Ow41XqDxLWFN+vOqBLhx0T0J+1nCE+rGHU5CPh4QoL+D78XO/isiUPnw3SySGkJKZjdsnL0AgMM0wv6TXdIUiE7db8M4co9D4TkJ8+48gmkvg7beB+/dx+f/aX7j9S7/5D6580oyMFxCZ3GRk3ADf+rnXf3sr6w/JTQXx8vdAfc/3wr3rNspb79k/kN6A+ByCGMqp3DKSIL78SIjQIwQnK7S8eCkOdE4dQ2IIGwe0clJkUnBCA0wkZiwtXQc3UWZ8JyHvPgDu341EBhcXs216W35u+/O/8eev/eAZGS8IMrnJyLghfu8v/amvveN7qz+xeOOdd0K/8hLk2Rncu26jOr89qTzH4MSE6CA6P5GjQ5fJtpFwjOuEfxBIytKyuLV6CWC2vAdGXER3cfznSCRmcwTBWFBjbopjVRn/tod48HZQYy7vA5cdxOV9+OYwMR1evvOV8i//qx9+6BeakfEcI5ObjIwb4u6nPvZq94f3/vlW1h86+k533gn10hnUrZduRnqOASkYxxIkrnqk900eZygfQPVzEjIjJkv3XVu3gAEXUDhfvZzhOuSF8IhIzCFEEvPgbeDiEqK+BC4vYGsHVax8DkZA7yRs7aB3Et6M08lt+bm2lz/18t/8t9946DeQkfEcI5ObjIyHxB/89J/9x7c23cdven+5qaCqEm53C/J8B1GdQ56dQd3WwNmt05Ofa2KRWDzk9nybve05abkueeF4TEQmkhfTA20NXFzCND3K9gF802EwYTerCo/BiIOXwD6xIRLUy7PPbP/Gr//UQ7+ZjIwXAJncZGScAG998sd/0nzrrV/bFNfLoJGbCq7t4vIa1siPKEv4ogoE6BAJ4CRhafnQJYFfX3qsped61DgxgeFlJN9JoBkwtDW06UP5qK1h6x5Fewl0Lez940crpGQmJTB9cRtb3JvdpgoPf169ef9b7pde+Vv/7l8+9JvMyHhBkMlNRsYJcVMVh0gOvzwWqpqCBd3uFlCWkKWGPBMQVQm1vQUUFYYSUMUtiApwm911X+KTwYEOpRuBkZWh66CdjYRFWwO0DcRgrkVaCERa0mV+XRUeDe5EEsNvBwBRqFm5Kqs1GRk3QyY3GRknxv1f/okP1N9+8MlDXpyUzKTrroKqSgxdH4kNX74OZCFhi7NIiABAno2hd1UJrSu0WqISOhIkLQV8MX8uy64XbP0iiSKikmBo63hfw9Zrk7TLmx7W+UBMrIHpOxRWwdoOvgvbFqYN296QqDwMjiU5a+UnIHhrTIe/d/sXf+NLj/XFZ2Q8J8jkJiPjEeEYkkMgQnMd1SYlOI8bspBwxkEWJ0o+vunrKI9Tc1w/HL3tdZGSmGO2JUJD64BMajIyToVMbjIyHjHufupjr17+n7d+YXNefryw81yVtXLUGskhQpNeP5WScwiczDjjFtcR0XkUpEeWKhIUTlQOrUuXCaciOlcpM0u3A5gZiJt+C7WRn2kvhr+fu6AyMk6DTG4yMh4j3vrkj/9k/52Lv7ak5hxbllojNI8CnMisrV8jMacgOERajtkmJTiz13LF7dcFkZbeb7Atm6NUm7Rc1dvyc03r/0U2CmdknB6Z3GRkPAHc/dTHXlWD/YvCib/i3v72a8C8W+q63ptB7lAWdo/snIr8HCI5ABbVm1OCk5wlMnPVZYpHUaLSO4n6soxkJy07DUagq/UbXvp/Nij9r7NKk5Hx6JDJTUbGEwYRnfq7lx852w1HBQIeUm96o1FesyX9uuCkhq6fsjy1ptgcWg+sk5ZTKzfXwSCKz5nGfT4TmoyMx4dMbjIyniLc/dTHXvVu+JH6m/c+eOddd15He++1dBvuuznksTllyeq6ys2pFJwlxYYvH+u74Tgl0VkyEsuXyzdNrf9Dc7//opDqy5nQZGQ8fmRyk5HxFOMYsgPgkZSigGVSk667isScslR1DNlJScujVm26Wr+hXy4/n8lMRsbTg0xuMjKeIdz91MdeVd69B859oNjK17u7/YeVqx95O/gSoVkrQ6W3E05ZokrJDK0Drt8pdR3S0/sNlBw+Zxr3eUj5pUHIb2Yyk5Hx9CGTm4yMZxwzwnOneq+927+ufLOo8JwapyAvq4+dkJolQkPr42tIiA5ff11CQ4qMude9mYlMRsazhUxuMjKeU1BJS3v//cWd6r3ozav20r/3psRnTb3hy4cuHwZrhGZJ0SEcTWDOxJsoi2+Ye92bVog/yKWljIxnH5ncZGS8gCC1x3r/g5z8AMB1CNCjTie+KudmzUvT+w18YwNxAcDJixbi97MKk5HxfCOTm4yMjFXEkhcAIkIAUNyp3hs3GkkREIgRv7/xm9fKnYUzHiXqxefosYMspl2Rb+wb/PZIUACgLL4RH/te9yYAEGEBgExaMjIyAOD/Azd+PMtJLqrAAAAAAElFTkSuQmCC",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_5",w:68,h:19,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,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",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,iVBORw0KGgoAAAANSUhEUgAAANcAAAAQCAYAAACFkOq5AAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAFcElEQVRoge2aXWxUVRSF1zp3pjPTQgTsdGqKbVFoILYmpiZVQasmtjMtCv4EYoLxB0Pii0++GKJGicbEJ43RiIg/MWp8QaJAAWMoKpQoL4QqFpEfrUItVbHtdNq5Z/kwLZbSQks7vdMy3+M9e+5ds7PXOfuce52agsBdi2bnJFrOJP9FlrPURCJ584N9dUfi7k9ea8lUYuFArGJm6Myhrt4ur7VkEvXFV8y+xqdaU3p1+a5k3H0tGg486bWoTCEWDsTgdmzJ9eXs9VpLJuOaWbu7k70fRMP+h73WkinUhnNWJLviH8s3+0sCKaclu+NNkP6RY9buaEvs9FqkF9RHcsrdJJ4XVOPz8eYtp3oPeq0p01k6N1TUG3f3gfrZGN/TDW3xy3JCqs/3VybFF0HdQJ9T1XCy5xgHBuvyA2Wu7F4Ac0Q0OnCe29be0+ih3kmjLj9Q5kIvQHogdYX3bz/du9lbVVOHVGFhF4AZALf7qLVb2vv2e61rMqiP5JS7Ll6SdDeBBOnUDviGQwP7kmggVAQAIhpJvlFSXLFp/f79fV6ITyex/GC1hX2i31QOgYTAlVljjZ1oQehmuckvAMxJXeF2AG9O11zGwoGYpCck3d1/qdPQWTp4QeLQH0ULg6VK2u2QyvB/VBvJjUZ8d2t7oiX90tNHqgXueQzQmnP+4zDJyTI2hk7OACCw1RAbfEHn7S9+i7d6qW+8LJ0bKnIT7iMSVkuad3aAaPMBdUNX6/PMBQD3RmYUxN3enZKuHzpG8gCATQ70+VRZ+qOFwVK4usfK3kdhCQDnnIARkpNl7Aw7Of/Pd8ZwszHYPFX2s3X5gTILLJPscgBVGFI7Alt95J3DLTrDmgtIHUXD/ftVyq4eKUZgK8gGwjb5HDZlSsKWzg0V9SXcxbC6leRtw00SA4hoND7nkYaTPccmUeK0pv+A7E1IK0eKIXnUgl8Z2q+NzN5M6YiihcFS9NklgqpA1owwSQAASH4ecnIe33Sqs23Y8Ys9rPbKnGWg1kMoGIW2DoDfgTpI4DDhHAo6vh9Hevh4qYlE8vxux0JXXARiPoQKC1QNbktGgkACNM80tCdeSYe2LEA07H9YFq8DmHHRYKKN4D5BLQAO0fiaQ3SOpKt26ouvmO329C6EkmUAF0K4TlDVKOu8k8RTDe19b10o6KLmAs62iRsGbd7GSifI3yG1Ezwp6HeSpwF2gUhANgGiB2IipUoBCEHQBCT4DRW0VoUgw4IKjZgvKjzKRJwHyQMO9Fi2DUw/0cJgqU2671GovsRbdIBsF/SHEU+PtXYIzZR05Tm1A12FswcvY2aPQ/PoaFbaUZlrgFh+sNrKfQnALZcozFNIHoXwbMPp3g+91nK50X+69vKFWvRMhmCzgLVjOf0ck7kGmGqJSp1YaV1xyfUbp+MrhalEbThnBYR1F9rLZBLjmZAvyVwDxPKD1S70EGVXYjR99eTiktwq4Z2S0oqtWVNlFjUFgbtotZrScgEBr/UMhkBC5GeGfH/bn4lt47jP+KmJRPJM8q97BawidLuHyXIBfE9jPgoZ/yfp2gxnmThqIpE8uh0PClhlhJu8rB0R3xjgYyc399MtJ/75a7w3nBBzDWZNZaX/xK8/3Ei5d1qLWwEtRvpWNRfAPhruJrjbNbN27zh1KvuF9hRlTWWl/9fjzbcI9g4L3Z5OsxFIWKLJgLus4bfgrD0TXTsTbq7hiBYGS63VAlpbQvJaWJQJKiQ5A8BMQXkQcgGEkHpJ1wmim2AXhG5B3SRPCmohzQkChykcmVtSfjTb7k1f1lRW+k+0NhdZqwXG2msELKA4T1ARyRDOrx0AiA+pnU6CraKOEjhsjfnFZ3F8MmrnP+lhnNnnZGS1AAAAAElFTkSuQmCC",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,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",e:1},{id:"image_3",w:235,h:97,u:"",p:"data:image/png;base64,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XjvL2cvHFdfVIDpG0wJxjFCMtCsxu3MBAx2lAek256BLBbJPmQdAht4GmuZO6/cvkpSqJmpPfm+6vkamQ4W11Mkz8vXFt87XEYX/9vu/l/8n/jRt5a3jHJTgZOU/WSdHAMp7/s4fHhXnm0r2xJQG769UDEs8WIwgKkbrPNK0QbTgUQCJ2du1yLVSosp7gO4CqBslRPtyB0ZchJY8hxn1UTtPr24tv8Uuq88vp8c6DczcN0U4LTExrTE0Igvn/9FdDsfBrCALQH6LCtTzgLVLCpF86Qtkrmka9L2Yol2Dq28lkrXYkza9a16bJOWV5w/s0wmS4Cq1eYVmxKyte3KMJLza/fxZXT4me7+//F/o103M/AskZsCnDTZeoHu6q3/F3x416hWyY7Zmr157iClQ2uesjkvWSVzgx6YB6D9yBJQ2881l4ImGmEOCkhxyeAh8ztxlsozQyjPogVSS1nykt8ykxuAvp/16GlyMwLZTQtOmqg5mV740NNwh38ZftgtjKY081qxQKbrnHuGZjq8lIIFcGbQ1YBWeKeU+sn9rUG25DhNTLsN5kF3icdvzuOoqWZNsPJ1GQ2orPpq6iA9C3pOLc9q5TnkS3Di9HsfX8blF//TbeOibjZ5Q3vrlnjc+HeRY+lQPPX3fwNx/bECmLRBVQ2UXlElyEM2lMdpZbL4qXwFTGyfOhgVNdHyZs3N/pbHbc67p5WTHjteXh5rXVPWWzsnb4NcB8Fe+V9+Lr785O3fEqtfFOeyAJkzRFZHrnq6bnr+PtyN3ft/h0eXvxnlTcWcSOLzTz2A7rbfAA6PAZXBASvqKH2bTXDZt60INkvi59YGeasOLaZmAVOxLw0gdy0M4gvEYqqyjGQyrXNY7crbf5E6P3N9y4EiJZcPon6p7KjmPS3fEvNmkDc0cwLm1yVV37/wgfdh9dZ/k4FJY0zyO5/NpcwCk9Yhh/p3OXNraqQ1e5OKQMcUjMFgR1W9/AhKGjBx9YO2ZTySFZ/UiluaE2KirTauGFeof7fYII8Hs7xqre/U5vw6sl5529v3kduUxakRMHr/OIZjz1BM1JtJbhrmtMQgGE///b+Lwf/DaQ8tMRF2Jr4P2B8zksJn5SX2nFyPJZ4npUxgA8mRnQM6+PBzVMc1RGNafF/w7XM0mZqsL/s+d14pLi0n2uY5VtHngGqj0ryFrfPNMr0g9hGDci/jm8/9VPc9/+K3l9/EG1tuGnCSIsMLcPryx+H941OJXnyiDRxLwMTqqNtGIktZAlBBzuq0sTCYsDq+1/fvVySAEcjI36x6OQhwQhtsC/Hj8xvi/lVW7ojIxm9M+5YeX5zLcrAEdu6u7D/d5u/wpS83s7xh1Lqlxm+SDEynnzyBUxf/pQ5MQlqMRgMYWkpCKT5yhx3Kv63Fjx3UhXEgBnpJJjcA+/KPpAABTL/lsqiP0Y7nZWif68cew6/Bf2uV4fXg3+W98PoUZSCOZ21VHK/dVz8BU0htu01alkJ9Y95T7pxoPeeWo0UzGUiVkINfXH9sTNdz88tNy5wAEb/EhQzgwS1jJU1hnpolBnJNJeGDcEUdWQtyFGXnRIJAS2IAOpnjiKlQvN4StDTWJY+T6p7cnrs+bwftnmJCK34OJ9pQY15FOSxXGedYNtV1m/MA7Fxe30fyJjCUvyGY034WPMbnnngIq7f+mwKYQkqXS8CU9y0V4frPC0wNo2i+rsJCaD/8xDQcxhmes5sAne0sre9SkcCQ6yc+Ncaz5Dj+GxneORBY14+hbgcudFjn6nNUrJLXSdbXT6DFj7XaXHvO2TbFjeySzRkMq+nsUDgEGcpZSuCbTd4Q4LR1loEvfOB96I79AXy4u4opcd0CQJrpkGYHWwgGQQ4ETAOQy9wMTmzBKfvovDeiaCocF37fBDh0X/z+YkhsaO56KNvCKccE8akZ+eX34IUKpnhc+adaN8PDR5kvCmYm+8Ph9yLe85mb1ZN3Q6t1+1knF0//3Aex2fun6GgWc5O3Bhg/Ve/WjDF7mwW3lseKG3eB5eBBKo+m+vAygP27LLek7LUQeU9RNErrfqlNqJzVPtY9c9VuP2KphlU56alb2f1NSuEhJBFg2buXsffSo927fuPfbXcDN7bc0OAkZXbx7gsfehqh+xgAFOAEJFUuCubE7Rgyk+TMMhQumg3lSokFOjHUg3EbsOHHtrat8y45vnUfc9ecuycJTvKYubpbddmvbBXaoIQptIR7B7MIW+dNCFA3wNTZFq6uWSodIIAp9iMA8aDEgmJzUErfcwDcatpn0XLuGdKYkXojC6ZoAhz+R7YUaz9QMw+pAvHjSPg5rcGs2XH4b3TuOTDQziW3vdiv3ZO8f+1c/L6146VoIGepkC2xvKf897zNDeDC41sITXorTA4R6r8iRs+Hu7Hztmfic0881K7oG0duOOa0L1VOAlOWnrEgoE73Aaa2Jeq8RHXbhh21Bq82iKzBrVS9Op92TikcCOh8Vh2XACqdTyZIsI7d9txSbWuVleeNSX3vRTnrnK1rcLVxKdNaGssFoBnoKReBZxH9MA5AvHwO4dX33wyLhm84cOKyKOpbA6Zqdbhcgc72UfmDgpJmO7HUI21G3qbT8/L8HHIgkr3NGlhyIBYR8qE+/kpKdlAYaty2QKSVke28jeq2LRjytpLXs0IyNNEyLGQx2BdX8Tp/0wDUDQ1OlhBoFcAEjOCkxZjkQDbxcJeIFjRYVGbhoN1mgHtMg9YCrTmWZTEsOZiWilb/OWYzZxOyfqf6dw4Ywrht1Xcb0LEmiW2Ol+rkficXYLkRXU23YjComwigbiib09zLBHnqkzYwMeHAJBeBzgl3GctZeFsmIW1Bnu3nv8cwAQu3v2i2JOv82mTLo9VjKAf6nF1pzqbEy/E/6/zyPuTvvSgHAN1QAqs8t/ZMtH0aIEp7lhSt/Crqz4Sebet8JM0YMZmhQDD9XD5O7cFBq9s9DveWf/VGtkHdsMxpUbgAIFS5JDzp/1xKES5z7GiJOtGyLW1jQ9HEGuQtm5ZU9azzWoPYqvMStUc7nrPC1vVboqmjGthaqjU/Xh5L/URjQlI1ludvsabWb9bCaaDus1oKmLwdpn0xDZ3VzssY/vI/6B78+Cm7Ajem3HDgNBsu8Oxjj6C/99PTDjHyeJTuQW1JSweMZlTlnVZ2or6fN7wW9UvHAIDnyxqcwTIaKqCm8i2Rg0ZIOAU89yPWfWZWlZb+SPtPS6wobGu/Jq02p+2lqt8SQ7pU6zjIUp/viIVdeBE7r/3gfl6gcD3lhgMnKUV2geeeeAjdsT9At3t8/JHPLo5tX0FgkoNZmz2BcsblZflKdF5um45f1JfW3Xn9+LmOr8360hOoqU90bstjZdnFZJ06vsLeTdduGcZb92SxWtnu+xX5nLZledZ9WPulfXPWy9cx1tQAqG7zr7F6/dE30lq8GwKcFnnlTj12Enu3fxbuyH3jDrH6fjYIjqHMXCiAZaSdMyBXHiIPdMIwn8uG8jdeppW9sTXYZJgAZyu8/hJ0yN5K9ZfVCmwg9crxdK0gAILOrUlgbSWvz+teHMNYp2WM1p7dNhNE9EBUzAJyP9XDmmSsMIWldjxNFi1IDnWfIYDq15/CA4d/7I3yIoQbwiCuvfG02D795Angvt8Fdu8rDnQd8tqqWc9TbwfIAfMG0SWeLTlrRzduRyV+ioCJfpO5fuSCYgom1YTPwo79ASMIEDDJt8/K++NskZqJjnUMtJxoDwlYpMKs2D55Tg5CdH3JqjpX1tl1EyAsMVxzKbJeMpFr2+i5ZNuNEfuWgUU8c6sumuNjad23Ef6ORddNwAQAm0s/itOXP35lLnT15YZgTi2Jp588hOHYM/DuvXnm4KxpbiGvFQqgMSEiV00Pi5LeQn6nDhulWkQdui/Lc+EzXvRAv6rLWiBV1M1gN8A0awdXsw4+o1MzHyilDLt2UK4hWYNTBq4VfwXUoG61DTEfXpbYK39u8juxpdbxdH6gPN4yXpNYnk9LlV0SepC/h/J7tj95YLX+pe6dv/Rf2ye7MeSGYE4A7FQo8d5fRVy/V30wizIMoAYmzoQk6+D7qvM0wCTbnBrA1PUTm5JApl2jF00i2RNnWNkWJesnWA4xqc6VIQukssmymqomwWMJq+TLU+hadD1iTC4kVrVKQKYtxHaYwkLc1CZclanaBWPby6VM9CyACXyisOV1xNRceoYB8MMEXPIakom1RGtT+Vnce4P5V4zQQe8PPTBsPhxP/9wH25W7/nJdwWlu3Vx84UNPY+/C4+rBAWPuI6B+YK01TlaMCzANHM1bJtfp0UzJOwXt48BEHZoPhOL6rjy2uk92bf49n6sXn1Qnqh8DGPokNYzH48iyuX4KiEvwtlTF1vGk5tE1Y6iZazcYDJCtANDUXy4ELnMxbv3KVtHyPTnGpBKQycmFf6dr5zor9aX21yZEy8wwu3yK6dB0OGkbdOze6796o8dA3bBqXXz2sUfQvXUKGXA9a2C2b+nCW2C5nUIzSmuUH5jAhXdEovoai+L7uCpAv2mqgzxHZozczSYXzNH1FniX5oy3muFZE6tca3uujtx2Jg38hSjPfklmUqBsYwtQOCDJ/fxYEt4vCNB4XbiquMTrylVxToi0rKo8c6jrUopilPan4AFcfhG7lx7e9u3C10quu1qnGcHjqcdOorv9E7mQY6DEgYleZ5STtzV0cpqZgTo6m4RmtS6UhmrqdD6RO9mZqWzXpz+FLVE5Oo48eVSe9uf6pll546b9xC05M8o31LM/cd9zopWRbu+lIGcFdMptDaQ0kcwvuDHWqwIjw/PZAiYOLPRMJEPmRnICJs5m+fMl9Y++c8l9JNSqImdSuXwob5HbAXl7WSmSqQgBk2xi1wPuyH0IJ//Z0uyy11puOOYU40dWeOGV34V343vlOOB4bghH3eC5HPTgRM3dXHnRDLYjZ0at03d9bbOQBlsqk++js5kVMAJSq+vkAbKfyEpZf4UZLWFQFtDMxSctDZJUha0124/wMA+5LZmMdEZYtkdeVjPQa+xKPu9tYtfmos5limKgZE8AbmQD+XVhTk2k/vL5X8zA1JSW5yLU+nrL0Ji9aI3fuEtZ7ZyMGWnluOE1H8OASWNbBEyaParwysm2WDBgNTZD27ytLDtc63jtPPwcFrDJc8n7Gfh34bGthNniMmNl7SKBiZhqlftLiMXENJYmX7op+wdnTfw3eX2t/aTwfdrjp5/5BE/gdYMayK87cyoiwF/40NMYwseKAq4vG7R5ssZDk9HcUqijEGDMGUdbsiQ6ndQ5Se2B8X4JvmUgZxaxUr3Y37ruQvWMy7bBgvK4uXMuYU7qW3Ism9tcvZitj9peMtr9SmEj60Qdk4SIMnU0389UTS34VgvmzPclgJ60i6rZwrhwmTOrbjiH+PoP30iZNK87OJGMnoM7Pl/sdD0wsIfSPIHo4EVEdKxpN8DsPgIc5JKAbWTRG3o7HZQAqHEzqqQBSeyqUP8OqOJZnqOla8O047T9V0IG31Z7W7IUjJqTDWdxaXvpW5oBFF5HDlgyFIXqQaIZzJeIwwROgLBZXX4Ru5fedaMscbnuBnEAiKefPATf/ZNiJ9maVozamieQxsdQB+nJbbItEEMqYoiYGz57Peh80qrO65w6pRbwmcuwUIQQy9+6fhxs3FjOBxBfdDCk/TQwV4ZBfImQIVuTIGbordlTAznouq1zzi200O67aCfUILTt4g0VmBRGRKsQhlgXI5FxZEWeelc7YUjdl/VYoup5ZX8A0Ltp0qfXdAEAdu9DvPeGeZvwDQFO8Hf9AvoTD+fv1FhDN/5pHVgLWuMeDmkD0ICJl5OxQVl4PA0HJhG+wDulFZFO5yFnE9fKPEbA6TGB0oCJOQ0AemOmH8BOsoVwu48WjwSUaor0mvFtGSPVYg4xTKDVivMBFrKidO8EOsQkSag9CaR4O3KTgWflNaleZ+XZcyWPMUoPcseeS36VFJvwOEAV14o6s5Y2KWmXIqEJmj+HGCZVr2MAxfvq5XOP3yj2p+uu1sUvfOB9WL39/85vSyEJ6bvWaWlQa4wJ0Gc66piWV0UKGTMrFyxQLDTWlse0Ul4IW261Lxtn2ScXPgAB5WQN0RbLAiNQ+DDOqMAYMsGj07fJmGkJf7tyNyCvm6vqOGznxRt8Yk8khqqrtSlXnWMCms4DsVcWP3s9pghIdlGMoGdV2QHF24qpH61Sf6TXpVfHMS+vFG3xOA/naNmjeNtq9qf1qw9e7xQr15U5xdNPnsD6nppGeqerczQ7SGCyImlJZAhAxajEjJhZkBY7g6mM9WLIkDo4n0G3lejHWT36SdVT2RObmUnVs9SWGKbfsg0pjd41kJeRrBOQODH7BgdsGnXWmBV9J4CjPEtyvZys55wRfgADJtEmK1Eun5d57Wib2jiX6UsTEjA9v1yMsST6vYcOTA5slLHr5H6Uflx1JSPLqxyYN4/+ePiB5iXUtAr6lOOEgKlIeIfjiN/2m8rdXFO5rswpfuGD/wdWd32gYk3AxJxIqJNyQzcwNrYMiAPYjEO/K0ZKzo6qF18qqpklGhtyrIcn1eH0S5fx5b8YcPZ1j1de+SYA4JWLhwEAdx6+OH7eeRtOHOvx7d+ywv337E4zriarnjEprRJJBkxMiAJJVygHvpWj+0os+gWEFyvU1yOw3ARW14A8inl3aHr4DBsdCYVmXPY4/ZfDds/j7aSK9nW8ENCOvZsrs+pYX0z7eL/MxwsmxYGqZTCn7mFF/zvWWJRFc73zd7p3/qPrZoO6buAUX/jQ09jsfcxU53LBALgVcug+xTBVL8bkx5BBWersfAAT60lfr8YLMTfAM//2Ev7fZzf4ytcu4Ny5C9jb2wMA7F2+rB6ys7s7fu7sAADe9a07OHnnGj/48B14+MHbJubU9cBATgMDmKi/rdOglwOcvwGFg8bVFO1aTjxbKQRagOKZFDKIZ5jBqMPnTl3EZz/3DZx5ZYPn/jw9hy2ex/HjR/Bt9x7BD7x7jUf/+qGRbQLLQInEKuuAvNSEl5vLRMDDXriKZ2WbaMW09aJi1zm84LqAU3z+qQcQD/8JAo5X4MTDB9SDhYoG1CwJKD1d8rU8BSW/IrdUyJmvX8AffDHimT863wSkb54/3zzPbUeP5u2jx47h+PEjePQ9R/H+R47g6JFx0IyD1PBU5d+ZWLaepWIxUGDZeU0Ga5yTP29+bxo4DczDkEDp/OsD/tVnLuCZPzqPv/qrs8Uz2Kb9gRqoHn3PUfzwd3c4ec+RqRDZrLYRDljFtmLL1ITHzAFlTBSgM/uqDgrNjAMQzn8O33X/e65HgrrrA05/9jN/iCGMUeAcnLzwyslGnVt2okb07oMNtR4mN6h6AI5933h88vcuZVAiIXDK37cEKZLbjh7Fzu4u7rrrBH7iR27Hoz8wZivOACUHL33vV6WRmxjKkNq6ZwwGmAeZrge6jc6A4npZ/NBSltYNyWA/TICkgdSAkUGy3z75/3yjAKUl7SwBCZhAKX9PrBYAjh8/kp7FujS0S0P10n2tSTO/9EADc6HuaamFl8QKSvYUB2B9+Losb7nm4JTVuVwDA5x4Y0o7EzAxpbmUI7m88JLMVlR0HAlKQAFgp7864BOfuoivfG0CJQB42+0DTt458v/jqxGkzg07OPPKaFl+6bVVZlcEWktm9KPHjuG7v/Mu/Ox/fjSxKFaZwiDsRvAhb9xS5nItpXV97uHjos7j44M5f+Eyfvl/P49/+4WXFoESAdLO7m5mRW+7fbzAyTvXxXMDgDOvbPDSayV1+7Z7j+CxHz082aVIiElZa/lIsiliAfOae+mBZFCaPVELzenDOAY5QJH9qXv9e6+1endNwSmeeuwkNm95HgHjlC9VOr9wgGhrk9RyM4AlAU26mC0RLunPfWmDf/mZS/jK1y5km8T33Bdwsv/GuII+eiAEwF9W6/XyNzqcemUHn3vlRLaHEFhZA4tY1F//nrfhH3zwGHBoB0BfAxNZWDWA4uEDN4LwAbQhy7Co/8pQ82jG2NvDf/9rX8W/+/L5Re23s7ODd33rDr7jZMQDt1/AA3fu4e7bhxIAMmNZp7xPPbDT48zeHfjCiy7bFL/t3iP4sUcO4eEH3QQ0VF1reQyfLGX/c7CBSoarZLudACigDp+RedirbKSKcXzl/nX3Hf/4h/TKXB25tuD0//3t34A78XhZg5UOSppHpkg/4sqHraliLXDiM5q8hpkGN7mZWXzMM58dDd4PfhY6b7YAACAASURBVIsb7Q+HLgFhM6oh3gM++d6re2E+eRGS8PJrKzxz6gT+7EzXBKrbjh7F295+clQrvv+2NIh4I7iDgY8cLOSl6vpxQHViP4lWbinwc+F2Jwp5IPW0G0rD+DC63j/5O+fwzB+dx0tfPaO2lwSkRx84O4IRwECIA9N62uaD2TlgtTPWZWcXZ87v4A++GPH8X4TRYE5q3iIVFzqbX8ykANUOwdnZXP75XE5Q0si+X2Pv3TXL4xK/8IH3oTtaA1PxXXgPTPd2HGGVhw/Qc6CBrqllwNRhItBMUMavlRPG03GjPPPZS/jyvz+H/+r9R3Hy9gBsLgNDAqY4AOiAfp06s5I6I8Q08BKzSvd+950bPHbHN4DgM1D93vMncO7csUL9O3rsGADg7OseCHsAdgTlD4kd7fMxV8ySty2YOxsoVv/Lctq5lkj24K1KtY7CIeDG15WTDJMtj9oGKNW1v/ngJgHSa8hLN9xtqd4JdPJ9iefGo7GBlFcKwB5w8kjATzyyg9NnD+MTnxrDEB79AZTHynTCmdEY90/9lLeh+sYewIxY5Jku1CR55OkjE4qr7U4kfu+j8dRjv3WtgjOvCXOKp588hMuHnkPs78s7adkA7wg8ZomEe+S8YmjwGAcDj1NqRQHzWUrGR8mH12BRn3s+4K/Oejz6fRHYeMDvpaC5PWTMd47Nxg7w3RTNnFmgnwZYCCO4RT+xr7ABBeR99tQRnHrtCP7szFSn7zgZ8dh/uAaO3A7sHEqz+e7BVDdiPFS//H5AVkZ6l4rYHLZNx0tDrxYnRDJnA3NhCi0AMEaF7wF7l4ALr+ETv7+p2uiB2y/gBx+4wAApqWjEjNbrabvrgZ6AiPonsdsw3gNnvhgAtwOs1uOEu+7xzJ90uOtEP6p4mlh9jkSyrqULwmV2WFlW6++ArqkQSHH2FM7+ZvfX/tcn9ItfWbk24PTChz+Kvdc/XBq/+yl0X6p1WlAloNuY1Dzhvk2pWwnB+O9URsiZM5fxtdfWePjbhxGYAiZwQj++EqlLHZ8esE9ApQEv3UeIAIZRRfGbNDMP48DjQMVldQjYPQ4cOgbsHAF2diYAJGP4UiEQiX5Szao3KkMHIw2s+GcnJgk56OfEpwusMcVs8fxOe3vA3uvAxfPA3nlgEAvrJSARGHV9mkS68btLnkjX1/2yS4DkHYDNeF9xSIDlgXU/spR+BfQ9Pnd6hXd+ywpHjxjmCcmkaF9LeL/WAMpaOmWCmXE9zWtHn/7M3+q+51/8druiB5erDk7xuSceQjxWpkKRHjoCk7n1bpV9yAAmoG3jsJhRlSxMp+HnLzgc3U1AsSEVZkiAhNHgyHOeAwD6cWDNjcVsf4rAkABpM4zgFwPgL5UMcrULrG4Ddg9P4IQ1Wye3BXPaNj5nPyLtK5qtqiUEUhDMaW8P2LsAXHodGC5MbUSqmgSk1W4CpH76tFI9u1QnvmbPxbQwezP2AecBTyaGVe4D5y+vcfSQb0+AQA1QFlhZjKo4V2oefk/VGryk7s2BYfQjieDsqfPXJLXK1bc59bf/SmEXAKYo2KzScYRnlN4KFVgau2QBE8mSpHDKsUd3lQVm/QrAGlh3QJfiYDpg7MG7UOMPVBZCv3tgZwWEBHhhb9y3OZTsU6mz9H1SKXYApzzOrVW6BQbYgwhX9VrXliA1B7KrHhh2RtW27yd7UJ+cBOvEmFwHrFbIz4GMyTL4UdaZynYYJ5nox3VpsQd2ia3U/W3sK6zeNMnl1DnJwL60H8o+rXmcM377ulwGt34aay0TxkrsiwMQcR/8Xb8A4KrGPl1V5hRP/9wHcfEb/7QOGUgPf5XC9eVbVmV6EynmW3s9EPpppuPnpG1LNKCy7FHA5IXLZfvJgBoiCtzPeKPYbirhA8OXHS0kD5XzrK4JvNwhYMeNx3MDuE/17uO4zW0pc0AkwZOLVN34fn6PEnxbslTFAxQGNdrlMFxOjDOMjAkYQXvVYQQhMTkAqDJpknruUp28UoZ20YJsYlL9pgQ5MjD3CzQDYLL79Kme3k/bllEbqMJbCpFgq7GorG5L5w2BvB81g5icPf3qHLqL39c9+PFT+o0cXK4aOGUjeIj3ZXDKD9k6iPVybl8iozdQ6tT5uAZD4g+TD0YtvmNJFG3oxo4YlYC1zkGELI+bjAxV919dTrZPGiha5gNgvEbsgXXKolAsmqVTuhKYgHl2ZAGXZl+Sv0PZv1To+Jw1INWb7ofinQoRAAWMdjs6lxYikMWXda1saV7FpbEsmyR4v9CE+pVpskjHucTGogA0KsM9iFoftzyzGkBprzfTgkOJPXHVLg7Aobf8ZvfAL1414/hVjMC792cR4n3Frh56wjTt7bj8ofRA4Y0j4bYXmTpCJpOLoVQZitxGvgxhaImTRno3/vU9skEiAAUwZcbPenkxiKlDaIOHBtYO++uB1eFRlVutx4W9WI8n9RQ+QCwqXainTr9QZbPKBW27L/dZTbikt8njCVB7N4Esfc9laECupzbaSaruKrWXBkxBPAsNmNC3lzORiubiCFCxLyc4+bosmiR5nyvqxPiCF7aqvi/BTc2Z7xvaBrdVhWlsyBQs/HjSbjS59OrjV/PFnFcFnOLpJ09g79zPFzupbbSXFWiBkMV3j4o5+AH5xYRSvJ9sDgCKaFgCqWKdHsUxRVHOACz6Liep4NO5/DTjlhVL14EY5L78nBULzKQrWOlUGiMKW9IcJ/7g6wGuydxleD0ISDWQlOzJS5chAOs9flykiqcCr3UsPTOurrH21hLmyX5E5bNWwEAnbw8sbozi55BAxU3bud50nAJSASgcLvwYSgfM3zZUpIiWkzJNvrf/Cq6SXB3m5O/6efhBLFHp9X5S5aHhoKGAEgDz3XB8u+/L2akTYAXUsR1B0XI1YOJpg+mYIgQrzdSVjZTYX32Z2fQYpmSEGD+JYZAQ08jqLNWBVcLJbpAGtRP7umRIDsnoGtI21Z9+61ZTWa2a5q0oBTo/3YOURcZ+oj1W2/Y1KOW6MqYr2VPucyL2bglAxX7sN6Ebv2v9jvbRp3QWxJAmZ8bIAN1ma7Gp4noEaq785KDUrab+TCC52Xtv/MIH3tc++f7kituc4vNPPYDLqy+jp0ZdwbQ1zRkI52xLLd29c+NDJCaDfqLe24iVMlbapvh5nTCIF2LYcZo5LZaAFldzuPoTS0ByrjQWy1MUt0mDgQCOd9Ru+k7bfJ9ZTV8a0y2hOtKgJDDlbLCyPaFx0jlWym1PhETcSJ7qzHdntZA5csj2JEVjTVrflMkOXV+W7dYTs2o6MxQPXBGMyc7PjyneRs3qnNU7phEQQLnuRXznPe+80mlVrjxzuvzN/7kApiyMRlRq25bufGkklEKGydAlEOlFh/HT98C2cxlyuzJgKvIv9yUYFYBHtico48QCJrqmNoBMYwf75Iypn4zIvejA2XtlPPbChsSOi3ECH/oD6m2+T/7JeyKmZTEqqiMHWQIm39lsalYW2NKojGE/z+VdZP1IUe2siZDUf9nvXCzbIqd5prJ9rQFYKXjnvNSaRkL2JnorEbcFZwbV1900xPvw5dee0m92/3JFmVN89rFHMBz+NHq2WLLIbCltHQYokXeuis3A5LbNFzX0eK1jyNmKt7JzjEqLGUVKMeDj5JgLFMwnr8u2W+qbun+ONZHBm+wwfTmIi6KtuWgBO+MMCSi3+XeLRZnMyutMijO9XM0UEkHPjgebzlIyxeNZtDmxJ94/LFcdMDo/mL2SJANGXztfiuht0f/onscbY3Xm22BtojwzLdOAFsiZ65rqqKUDtoScWtx716/OYeeb93X3//pZ+8Dt5Moyp9VdH83AFMjuICQkaqgZvYk88KUORUbLOLGifAfyPLxRuaHZj2vYgkdt+BRMyErZS/mmuAEzdAyYIoosmxKUgtiXjcoNe0hTHZHAhFLt4dtNYEJ5Hed1VkTbXJ0jkcBEv0vmVLGoJBqeSKZXGPgTu/MdU+8ImLR79dNx2vKOol9whwP1IZRlCZiIPfH+07lp0Ff3xJ81M9oPYQImMlyTt7DwtPUMmIQhHTA8gGKMFBHmhjNG2qC4+MSeOPHww3H4u36+Lrx/uWLMKT772COIxz9d7JSsyVozB0wThIxq5fSUe+D4bMQ7h4vIizNJyKYjZ62K4RigVMWIkEevn64JYFLnlM5PIplTa9lEltZvbiqzhDFle5MEPmFfAmwbkyWabUoe3ypT2HgUuxi3O3llEpoKtuupMahWOUnIcrUGVAy9FevEz9vC01lPISuXJ0LHJsgEXtwu1WJPNPbmkthx6f10XF6tcGXZ05VjTqu7Plp8ly8qAGpgyq+/EejNvQvZ0BgnL5n69o10niFMAEDMhLtQgbozOmV/Xr3ej4yJLwIt7E1MjSy8i1KFTfusd5+p3y0vU+HHRwYaH0objXP1AFcZFAMmsi9JYKLP1p8U7Td+7k4DGBpMmsGebIBczeFqD2AzJ3kdNECJhOqinJbbglxk7n6NuTSuozJG9imZtnY8V32luse9edxeW7xklN+TYYvKn6nNqZjHpCH54Thw79NKLfclV4Q5zbMmoMo3Te9263xNgTljannkClHoN8ncm1UsMwVfftBiQx2zVwHIYCHtT5ZXTjun71Bkr1QrbZwvF3GoIsOLOqLtiavYjkuG0qiDEUnhxXMsdmaOOQElSAkmBUxG/iI2S7MNbeG14y++qPajBKbCo5eEmLu1/IavJLCuBWBr9lQwOW4j4+VSe5GHj5xElhcPmGfzdCyxJ1fZnk5eiUXBV4Y5DeHvAkBelb2ENQHMtqQAE8BQ3vJIMMbVNELPzJBWRwgeYyL/9KAiM/RzNlVRe9TA1Ly+MmP1DqPbltpMM2QBqpePM6ZiwCidTXriSDKw8H1h+i0f76bPyAFTGHH5cZodoxBloFWsSQpdp9K9lHMvlLzshe9TyhGD6gTDzpdc2BHILrm0bLHtmYYgNBEyymuMH6jjoGYZpWBPxU/DceDen112E205MHOKzz3xEDarz9seOqB8x5wxa/BFu5UBT1Ph0qbGenIK3pTGJCdp329GyDVyjh9g6oB9sAeLi2U75BnYYE7aTEXsqSxMJ2L7xCAu4pm0PC3ShiaM3Bpb4jIHLnw5hDwW0D1+pg2K7IPSK5scE9n2JFmT0jGIhfpQs8khoHauWCxHYWoEAEBaAKxMosA8i7ekS+OC+nO3Kh1HlQ3LMPxLOxS36S5ZNAygyk7rhpGYUAiR665ISpWDM6fN5f8O/XqGNQWolJNLx4CpFfI/J1xN5GDkFNodRcyYNzpNtxkBih42TyCnietZO/iJdmfVQMwJFTClbTMC2gAmAHWgJR/Ahg3LCg/IapxbwHYMoWP5Obhtq2lo5x4pV/4FZl/LZUkMPZ3YKDAdS6x1pdm4tIFJG6KvEDMhYPKubQqwxAvAA8Z+yifB0LEJt6/VTodJJaW6OrIXobRDcWBSl7zw78TIpKNiNQHTeN774O94Yv5m23Ig5hSfe+IhhMOfz6jpI9BRKEEskdlaPAiUoQIApsjuJHyB5hxjyufsp9mGxHUolgDQTJSPGdrsimajKDNc8jCExJgCRrCtbAAW07L0fPldDiLrfA3Dd0tInQtIzPDK+UwAlAOJ7FdNESyFGJTqql/KnoS3T752CihZU3Eazb4FFJkqgHoC65QcYFJi8v71rI8Cut3VikMymTxQPP+lcVB0zhwL5fVrhzi+N5Cw4ApEjR+s53n/YfiNDUy84taV1BXUhptY6tm5k0u05x7BLtkEmM0rDlMdaabqjEYnWUrHc5AnHSc+W+L6adD4Drkz5YG05ePaZkEv2ZwiG1xXGpiAcobnTKopjO1wW1o1EOfA19fAVNha+CRjncvYT4bmPkzMybsRlDRgsli6i+VvVqBya1WF1Aimi06bfN1pKw6KytLxASNzkuxpRVpFwoLN3oGjxvfd++LzTz2AsPs4gAktI3/dEXNbaoY+yZZyWhPphWlVwqPIbRySPk16OQVt5uUB3fTpumnNJpVtYXwOc0j2J++mwSGX1KCfWBPdTuvccTXaPLKNqS9Vujyg6GTkLlZm8NijCl6cW50feuHiv0rAxMVhskcRu1CXpLC69ymGZ1H+ce2cSjtYubVNUZwvPJxErcqCa3imLbhYA4xcLsVDbHgdgJr90/vzyGBexBIqoQYybUq+LhibDGX5oZ9MOwDQr4Hh4j+Yv3Fb9t8D3Vt+OlcCmJhTFfmtHEv3XSG0Uh3t+M6Y7YDxoVqzEh1bqHq8QWc6EQFTvnY6tg+CdSnXzx48a6amejBvS5EwLqIyhnugMoZ30ni8YGBkyr/tQC1OsFyKJGfMFrckywDd42zEOwCEZAthZXkcWDeMfzmmTTGIp9OUdZAqHdmv0vHVCzuU/sBTCZvVZxpIXlw8wzK7NGFTziiAGcAh7J5yYlvAtHObaF7JrjSMb/buO0jGgn2BUzz95CH4i2OwFU9XGwV91e41eoyRtbG0SwF1mEDFtoaJ5VDDr8BmDzogzUJ8kBYzQ1cyGVL9qLN4V85c0m5QedVcsjXN2U/ENXM+H2J/yXhdLMmAmP2Z51NiCRnBKb5pFmwEIOXmmzPEO/Fn/aYIV+eAEagC1aU1WFNduWpnlhP19eK5EBOl5ziEFLxLIEOA0LdtgJy1VGEyTJ3j7Ul9LA7T87fUsNCVfXvwkyYQEoukMq0XKNC4iWxM0dIYwAal/DJVjUVp+ygYMzJc2P1p/eTzsj/m5O94AnsXj4/IwA3K4uWH5lWZesXVuUw5La/ZqrZlFSyIxXI4AVjmCnGxn1770zKMqw+mE4bxvlZnOeDmFBnsr1IxmA2qGGgzLEcNQVggTfuY3CkNgFoH1zxg4vDoWLHWPYnzm/Y0+WxEuZ7aDyVAAUz9j1O/GKQ9M9VTAwRgWZwTV+FM+xBdj/qz1paO9XMFIIOiHtYVTvUI0ye9PxJA8zVrzTe30Pi57QPx+acemKmEKvsDp8uvJjQcUBlT4qruqxKBpZ0p14ZsOOm759Q0qWuajg2UrEmTvOaIlZE0vu8B0Gzn05+bDJz5ftZQRS7NAeoW1lrcxRKYMrAwIyPAGIB1jw6V3YYGdWXPYfYw/rw0zCmAmlik3OcMQKf9rjw3BynZXzQDuQwDWKTW0bGxZKOSlWr5l6hfF5ch97wvbT6Vt4tpEJI1kemg76dJiYSDYqDwG7DvM9u5TowFysmcq315smTjoUj5wgCKf5JID3yIyK+N56EFZALaUrYGp/jsY48g9A+P3yRzYgOSn1kzOi5Zg0QJ3nNSKwWQ5h6aTLnR0tm9BK31tL94kYHifanAshEyUHxnHSAn9adr9WmmT9/7rnzoVf2NQS2XsFAmS27C0lgTqYhqruqF+/h+K8Ed/wx98nJpINujWNzcSraWgZzfPzOs57qxZz6XmcJ6piTma7zp5vgKAyUUoVppkABZ9mvq03I/Z3kyz5SUKlWzL1XbvJ9MD5aXkp+Tebx9ZPboi0/H008e0k9gy/bMKTiGgvwFA4T47I8qTH+ceqqLd4Vw+itnGQuUqvoGUYYZOXmd1SRhBELUyMk9TAGZml0sC7WNMKpmg6K4L0oPI8Ungy4NNlLrJHmiztY75LeV0EJgGQ3NWQvvAYF+NGxGfOG19hv/1KQT584qrijnoMc/kR2Nv7ShWtycVF4J4jlEgzydVKde9CtL/ad6aiq9YQgHSsDqg24Er0wRnD1pdWmouFY2hzwOaPwxrYT3A57HvAiGNthTMZkJ1ZL67N7F4/sJytwKnOKpx04iug9OeyhFCOnPWmBcEk5/q5AB1LMUNxjy1d/VHRi6+Jw4Y5sL997llzQGprL17RZ0mFhK3qfMyOqsxFgCncBHjG8aUYzhuZ7CU1ekte1K1lQBkyE8E0QMYz3yICb7TSw/6Tj+WTxzDeBoAFGdpKrL4m3ofnxnD2Kqj8wDpS1fsQBKnprXyQyEVNR+08nArql50JZIq7+32qaIOmf1IOEvUDDjrdhfXOm2KYCZgpbLdszpm6/+FOJ6x/ydLx3hbImEbEzF7Op1YOK/Z+NxaKtyrX1Z6IFIRqMZNz1G9rQZgYrbnvpQq3dVWlROs3m5vgTbnLqCdwDPZvuuVOk8ebZ82cG4yqMZxHsHOI+COXH24sQPedIRQER16RzQxRR82E2fJFEeLy5a5JnCZN8rugc7ltbFSfVVU++8AOU+ongeRSAmudrpGJ7hEtPnDNGf7oVfh/UXDaC0CXfpdXJ5hUnJcSLLkbmkE31UxkDRn/aiTWA63mEynqsvbOgfjs8+9sg2t7UYnGL8yArr+39GPwsxHJTuSgBFqEA+Gc2Qoix/9Q0XMg7mJGmGSJexJtLgOx5Y/7ZEvDDy8hnGzbjypZraDcBGPlQB2j4CfmCn7csJQa1jNw1E9d4hdjKOz2OvYpiAqCWxE6ofCxHo+EjnleBGY3H+TjHyk/TRvu9chgG8Fq4gvcv55RRD6aDJVeVGaqW/qctUNhPw5mvQOfi90UDn4DbTp2WesipXmdO38zG8LsZ56HXpWj6oyNooGl69fH63FXtazpy++LkfwebCfdMOptLJWaaoEDc+ihGhllc6YpFfWRopeSMGfT8wPWR68M4ltuCn88sxQ0IBc3LgyDzQRb3Y9QpC4pPhkg0Kl7wcVXsktayPU/175W02FJQoB3F+IWXyVjlfqpmVaSntCEn9K9SyvnQ3W9JR5+2mbTreR3FB1jAOov1TlH0MtbeNhIziGkBxD6eazyoJeZfyIGPeu8GX9pjCxiq8dNmkyUCoMIRvJtPANm8AajlAAMXBIg3dQsvQtIomwPvSDNN6lXpxXaXe0X0wnn7yxPzB6VJLC8Ld9lPtysBmHoWNiR6QwpoAFC7/ypjNr6fMGFr6WwBF1Go+hgEdT+ur3YP3KDwtAIpV55px3DXsBw4osjeErj3jkFqXhQeIsjLqcVE3igPlM8ufaaPvGBgR0FD79uM++UdlqXxkbdBFNsl04wWLnNnKfVfeMWYML+7T2mb3nO9fYbPW4KwM9YIN57AWX6tEs+L1PreE/Uuh667isjpUphFFxZN1JJujtg6P/uTLQcdKsbLdDvwdP7ngjsbTLCkUTz95qDSE8zNYhjLhmcsiDMI55kIDD/5dgFHr9dKclmqGWm0fCc3g1YDZGNt0HDOO8xiYEJVzKfFAqlGc251i3jW9fhvjWOF0PdudaPZmAGW6wvnxKxR5sLMxW9iPOtZ2Glvidqo8ObHO263GegdRf8leZVORPY2D1JrXny7D7GPyVVISCCnNbvGSisQwV8Q008oE+HqA8owSfNFvFk3V66d+tkrquuZlBJIDwpf9O98L7/OrclJuZn91Okhx4WoeX/2hgRQwss+ANjOMwxP2j6KKi0qde+k/Qex2qp5iqXRSlStsTFLnXyEv0JVLToqaKnEZMokX7a9eSMDOqbGo6UdURux8aKLmrbpVzGllsMmhLg8o7EkBE76LivM2K3I38eNi42mz4wtQYqqcFM6KuME7Wm2bXPyq5y4UH+V15CDwyGES+fAgHAMALNaqhgIonjrqWzl2SHuTEP0xMKiM3puprDw2b4cUqKrULZsjZvo/rzPfNkGNt1+HvG6PNJgq5IEtddFegw6kOKf6FiZZAZe++d546rGTrVIky8DJ3fG3m78X6kHDxiQlr5UjUGoZ00QDt14UUHn/xG1qLIrsMeb1N8iqXZXpk3eAtI+iZx2zJXFGJhkCGRSzmLECFYbCAzU74+2RlsFojyOzF76TgVIgNuRLttSqY7Y1kYesnwZDTKqRtSyjqsuM8Nmdt8tS9SirLTxink0qhYmsG58rZbXIz7XXmTyA3GdUNi40CFnnnNywq/dtK0025ad1e1QX9fgtr60yqGH0+i+Q2W4QTz95At3Oj5mv164osuZGVFC+kBlQUteyLWyojlFXevhdYAZmrQEV9iQ7qZTiHWi8kw3T8cVsOZTn7AS4WeIlQ0gblXGbxThV4RtUZ7AZlLv1AwrPFnngJCviIMSBqyhHbnrpTOBt5ATzZtva2325SucwgrrrqyiRcbsRn8OFZn1S4SznSN6/1DYkw03k+RQA0kBqMdguHBfVZK88H758bKzk+BED668iBkoCsOrguufKgBP8HT85qnRKfhner6WrsbgKBep5FKuyzWsahj0r93jLmAyMbarlsq7qmdgTMShpMA7U0bTlK6IO3P5Ex2dZ1eV4WgsAJmD34lMto9igqjQfzN5TLPHpmVOinzptEVwZBTtS9gMjSFkxOKTmcaN4UT+2TcBKS1Ck1w6YBks6rT6Z0kCE3fMtUAJQZHUtBqA1+fL0OjC2RRArMALVfhnSErHUPNXxxMI1ZLqflmbUsrGG+PCSxcDz4KQZsMIaxXvdA2o2ob0lpe8nRM6/tW5w5gFR0Je2HyjHN+XD5onUOIPK15yboTa1Wicl39Jgn48zKS2I0GqWyqGiBSAqNijJPrQXBuRA1642mMqZ1fLWSeFhIJpbey6af8kyJylmt8nINUqVLxsjo21JDhHBAlVHeHj5M3fGJO2jzpLmJte5CXqpVP1C9hvjOho5Uaucxs7lv3h8rirNnhFPPXYSl157b3HSfOEueRgA1QCu3QRfK5dr4KaHQcfMPYicWlcxRNP36KcOoLVnSCBFCbLobxVqlgGIGVXpwDm/Mmr7QsUKhhHgMmvyylonadAW7eaVL/I6RZ5sTa3jrn1MqhbPpJnT4lpqG8r9qurnUQUDSi+vXCPHVWmquzfCM8hcKbGiUtn5pIgygDCLNfEM9TO1bE15PAhjeKGuEvOcmei6YIdK5H3Sxkrfh/K7mvZEqz9NHAxwqlTYdM5QTh5F2iBMjq4sFDJ07weUOymr1vy1MFxJhBcvA9DcqwC7CRF0CEyN0DEwM9mS0dD8U2t8C5gAnTlZMmeoDaLja7GG/HfpsVtMDpQYp54fB84F+wAAIABJREFU39L3GpJzrQvGRNumF25Gcv4plCwKmDouxT3xMki7KBAzi+YZbV2bSyPGqTgf79fsN/U5KqIFZ1rimD1pG3bklX3atvdlHay3q1Tjjqnc+dhBL2ux24DUp7gZhIK348PxuSceqg+apA1OheGKPTAOTDmHt7QtCD28E0GHxXUWDKhoBCpWbIF1Nv5bF5LNa+Y6Fq0urtUA5W3ARg4wihPJv/POKIzsJL1PBuF0Du0GNfc9Bwpa58dfH8TLSdVL2pZa+y21LYMhXVcAF6+vZcwHyvYqulFDPaPJg68L48dJ1c4BeliI5azZpD9ZV2b/61Z1XyvMDex85JsgU51PFJEDD33SvoBpQnFAtawsX5PaQI5BCWLWJK6Uk6rdYOQ/23z9PzNOOlbJ+iGefvIEYviu+oTdGKjH18HxbAOAACWPes2cnzqhZfwuKiNYibV/S9PE+AokYQcB5pcMcFtS840trPycBNSDxQRtPlGw4+funw9y6crPKV+ZimcZSS0bU8v2ZBpcu+l3ksJz14i1ymXS5yKzi6ECz55fSz63zfEo+4q0NVmsKdKE2lDN5HW4aOErVfJHX/4V5wxT36iuZwBe1Y8BBAWgZlQ7u6nPvfTo6KVjUi1MBYrc21rvqIy9wv6gPZSchdJQ1dSYkZb4Ui+nKmlGYWAEzDhjzOZ50KXw2SwAdjCmOGdx3EIDZ8/KFmxC2iEqill2uCreqCtZUwg6W2qJZVDn9iYXkSkBz6/F610kyvOpLKYB57Ada5LbeZ/0SLP9ha1JO6/RF/jveXuh6q3mflp2aJZtn5kphgHf9ZONOTNdyiXOSIlXnkmID7cCMm1wWt3949W+dSwvFFnEr7WMpQiypErxWZJiJ7TBKAMt6ZwH9EzkjJeKysLFYkV8JqzKsLpl43hKZ0wDShsMS2woWayE+GCDh3ulQvmZr8MHTIPxAGM7bWt3kuAmDfB526GpjnLDfvaSoWynpV2Cs9G510I58Umi2feoL4QNbKP6AuFJEefeBsSFxsRclgZge4CTUnjbuRciAVReq7egHV5/5Yetn+xh4C/92OyJs4eJZmGxbo6vV3JKByQaab4jS6GNPOG65oWQs2HFQHj90sxuUmrBnrQE8tjY7KkAIiW2SYr0PprxM4paJ69dpQZxte1GqnK5fjOgvY3IdMlq2g66/j4nnerxLXw5hWWHKfalSWWlRdjPOG+4FDnHFdWJhMW+TjYl3zbGy+2srolz0/myDaqH+vICS8XL9xJLBiXHHH8XXrcayUxvPBONBNFltJ3xuSceQty9M++geki1jgfuqfpqbNsuirLpU6OyS/RsAgI5c7TGGC9qJehqJbIHkGOeKm+lLKjRWrHfus99BeSJWde023Cmx4FYgMrc87OkyuHOWXNk1xQxSCRz+aOktKq5r3ZMIR9DbPcla5KS0vlSrZNtY1WRilH/lknitFxKjh1DEfBFuAozdyzRRmQfaLG00E32ZkCodXxytUmQ3tybMz9afF9Btzdpq8kBTG9KUWZlC5UJzYuymJgStz9xAOPGt0409JxdymLNhcdomEBp6ZIFx6kuFxE+YHX2qpPJikqga2RoKM47N0EI4/SSrKNz0kx7I+KrNLHqXLSdGKhFuIUVk+Xbal2eOIa6D2nMFGvMOj74m4RyfZ3y+KxJCjoIacJZoYzn2uYxmkGXnR48DACUvVYKYcjA7r+77U4rQ6Y+PNw9P5VjPZS3P+XK5W3eEEnXLN5g2xBNJZMoP9eR5HmA8nhV2Kwhi1XGYYM1NTvjTH1bwLnkFdnFsZrToNf3V/nbqVyjrUjNs6K958RSEWUmihZIaaK24QLPKIkMVqRzAqWDQkrhTWws22oJb0Nq/hyvZjx/2ae5WUPTGLTx01JjrVhBa5mLlgOKHBaarOMIUFzDCwMwvKK+FbjqNTmEoBXGTxkEQhhfJ7Pi3reV7r0zF/BC72T0fvdcsS0pucbCtO3momPBoLYSr1wzPZUck7TN6Tg4Gvp7z+/FuK9t1SSgVHmt5SxWeanWFeUo4rufjmsKa9OiKB8Mom3I01cFDspj2ALtWVnYF4v3M0ovl5vahi9Y1mLVSIPQxsDS0AItQFP2zwDdBgUomg67N6AOFdJk040AxQmPW5khBfWjOPfSo/B+DCGgE8i3SciOOaS75DqmVk4KMSRtsJpgIo6XIm1WnS9nmEoMlJfG2+JNFVaQpphB+ewr1Y28T4jV2dTXO8mofXkvVkqTAxq7ZaR3S2bLGAxvK2kN0CXnbhh3W9dalK7W6iuCOeX9Rn1b7+hTzy8+q/MZ9ikylC9hUPlcipnBsuFWdusBVkhB3Uu7Ta3/8fe+U8WqhaAU99PVdF0TaRfiM0Nr7MhGW8qorJQk2uJNaScp1r3JzjY0mIG2PdT75xabAiVzKly5dG6NKS6xO+0DGLQFvFZnXCzyuYrzmCDj62c6Jy1WncWKeVooLVAypfEslqTU0ZxJUiSD0liUtraURNV+km2Za0wBtteXyM4AjLmzBjWkoD6y/7YfGS/Ic/+ua/ZUWe5X4jeh0mlS0E7m1pQPoHgVTSsuCtvFhrQk9jOqy4JZkwdFtphhdW1Fj69ygA/InqSWLPVQbRs6sG8QgmFbYrmCAIMpWufjX7TUPn7apvK8jdVzC/VQqlsyZ1dVp/2sRVTsQgHLYpeAse9r6l9rAifbFNcuWjaoIm8ZW4IEMFWPfjcmKyI6/IXhDn9Nq9p0D6efPKQuWeEnDKGmjMQsipimJMXaoXSzVuTrnE49p3fz88prEPPgLKglXbKpFSv7qZNz5kD3qrEfjeFYwtZ0WbEnmrTsZyalV36oQiiuVGSxIsW1FPskMLZ7kXandT7amGGgGkug71z9LiLttW0Z7+bqazejxTVWyBg8gedSrUD2fx4H2DRpoLx3etWTdAaYfVFoHa03JxX1Zcwpl6vtTuWRly5/X7Y3Oe7uY8DEj+KqDn+1Dm98HuAovVCtxl8Ud4GyEekVTnK7dfzcPv6iym1lLvZpG1uaKjOAOCeqm96jTnNxjWVp/qYKsOfSjyz0gm5FChugtIjxGBP1ErGCl63+Y+23+qU6PuQ5eJS8sLcCurrPTUTZrh2+K8aPFA+wrNbw6t+YKqE86MrOxADJ8tDlsh7qKmr6zXKRyn3U+Hymo20eUDYHTOpiYmEHy7/zhpU0lxdk+a002r9Np1ffQKxkSFTXeS1kXSTVa7uuIzBpIvOzk1iBrlpqX2ALNijiZ1qsCcpvFbMi22VQ+sA+zRAt1U1jhrJsq7wVb1js4/YlYaONSu6rOfF+B186VWht4vGe+KHmCTol7Sh/39wSkR1qmxCBFtNpNTYA3S7Az2PR3gPYVqzrqtdXfpdtY717bj8i84oXbEXQ9asifOJp3IS1/KjaL9q5F3aQfK0t78uq2tJ+USwf0QrMGLot9iX7fWHQFmXVCcy4HnnQc/VIVYwzbecxvhhDcSTw86lvRE6y+ep7+Ney2v7id0+/KIPKM2M0hQ1wg1gu10iD0qKdmPktn8OwU8xJDrrkDEnzXlm2CWkr0ILvGt67fBxjUk1bipEilb9Ce+lg20/E+FUVJYTAjAa3wj2gt183jOEt8p59KFW7oORu0iLCKWwjM6NQxm8Rey6SzLGT9LH8zpm6vFbLJsr7bytINKDdtzhgWKoh/80BYz5443xTBZGN5Jm0zB3DxN3zN4uvtBFPPXYS3dF3ThUUah2PocnJ+Lvpk3voivfEzRix+fetZrWlxt90Xs2LV0W3it81wyigMBjPOq7iPi2i6Wlji6BOLaF/lROcfZqDeQagrglYiYllySvOi3qLF0HQZ/HSTGXCJNGiwoHUftozGaBOgupyHHZN3kdUe+WWE+ui8IeF5yRg4+YTbTxyz7gErOhsAlKs0eR1DrXXvyBBq++R1RylkbqgBCaqXI9pYW9Dpev7uiGktBa8Vnqrtwefeg46jM06EqjUmcpPsw93PS8xjEsDoDZQmjMbW3PmQ/k2FQ50VBei4rmtLNXH2GfKlVTvxLnmwEhdUWCwWjcgv9WY2kSyzrkVAyoTGRT22qp30D+re1DqwOuYX0qhlJ2NZfL6trU6Q7u+9Z3vJwJiRY4DOgustA9GgobNw/H0kyfyqaaTijgDTa0LGEGJMlta76iTN8Ira4nsLAEwo4etFwMWnw1ZEqxm1Q3Y3nMXFEM2gPH9aHIGH1C8UogAin/nAyZ7E5Xzb8OggEbkuGH3WSQGwFnXCmzyKWJqkk0jb0PYRjhQG3Ymi00VwM4/V/UxZtrhiCItDH1W695Yny5sMQyY+mizfVNN0p5JvwyUuMx5AK1J1TOVtzifiEvsZ/rO+bM/QJvsVu94uKwQD8IkdS01NF+l34oEL+ig0tBEJyUwAShnSQN46N31kA9/SzHBRpybPyTLNuCMtnAR9gr3hlies25IXkkrSVyjE8iXT5CobIYv/KJPbR8XDxOU+HW061WAJET2Fa+0gVTrCrXaSl0D2/tXlJ1R53gZWtZVAJ4yyLOXq08M0LN785ONiZ+L191kmGz8OJbWSDpiNAYlQarrjZzr6fxWTjQK8KTxr73KrJCLWbWbLsON4UA9o6uIyuxMZASXr/7mAWXWQCwaXnRqJwdCS4wB0QSAYTJYLll+wW0cXmb4FCouX23fSqgWBqWTbKZjSXxAsTxISmYIA2tTRT1qJRKjrAX5j3tXNJWBwGoGkPj5tbd1NPNYN9QLLp1hx8uRyx2ANVSHhFMmDjomKKzApb5Pv2mT1aK4KnbOztus3rQxLWSxprbBwNK8DpbZiD1r58AITK6Dch6JM+6u782bAMbIcG4MBybmpKZLUegxvRSAEJS/BUILvpyjiblDaIO5kfxtvDhmH1oRTd6JPNUNWwFvYM21z8taos3UFl2XLMDaLi7flTOqg9E5Z2S/al4GHpEqeInxWwqf6fm29QyKBHb8PNRXuMrMC8jXQXmbtebjWf6r2AujPKtjbn/lGZh9aE44gxXSyt4KLO8LVjwUffJxTS+tzXVjwE3vvet8ys3G2bFwvA1/eT9tjo/ncniwnCGFaIG3BWPgA125cRlM2fUKIFGZuTxIWmPvEyRyXYepY/Vi+U0WBWA965wFoBmZDmW9ChVFJqJblYOD7E4+TNuhS+0pQgtkh88GXw3oFbZC2z71if2ACjCyriXHmGEnvjZUa/a/ahCJdivWf1HmUn4uEVLgIHIO8Rzm1PYKSyZbkYwV0qRYHrVtOp50/dyPZsBIFcmCG2PFCoYukj6GUcsh9tRaq1msaxT33h1/N22Oj+Dy1x8EbrdPprVdEefBDG+tZSOkO/uZh6fm6pbXF7SRMynaDnGLOIu0kBaAmnWhNVNVopX1WFyZkOqTnQLpuIMsK9kSV8brGS9JWL0FWN8OrE9Mv9P25uy0b3MW2LwGeLYvsznD7rVENHtIFEyHgDt/t2LLjPCBAABMFc+swaG0QzIDuO/0xeta20fKLEf9Ls44Wvjk7UutwTHVk6eVztensbEZmUoRj8XHDabJQAuW7mjdHdvm3m8fJw1K5v2i61ReU8pxRs/H3RlPP3miu//Xz67SDd1XAWfYAG4NuA3Ud05J5sQBim5QJoyjBuCf412Vn7yxSeQ++TCsY2YZGZ8iB8CvSm9LVT8RVtEJluQcJhsMv2Zii02A4QBJdWagRsf1DgA7T+jGcUT18d00rqRwbxjf5t/pWfLPfhfYeRtw5B3GiZNogAWMQHXhRWDv5fJ6lsg+RaLZmXh7FrPyHJi3EipqNkLxTLWQgcVBsXwADNs5QKtzsf6/TUbOwjSS+hr1O2l60OxnVIb6HS3P0bzEHBBTbr8pI4F4DpcuvxvAZ8afw+V3Q5OBVW7upqkT8VmDt3/Rafjvhk2pEvbKHY7s1nomUyRoKB208wC6EqBUNqVICGzWSdfis0gQs9RsXSEMukAV+wTYMSpqp2IgZP1G2+sjwG3fVQLNfmR9Arj9hA5Slsi1mfJeWsAE6MCk2jeBKQp8Lg3NQvWnKN+XDGs/kgFIhPBs3f+Z8Il91pEhzDHa88h14n1oZtyETW073nvl7UAe7evvzD8McXwNjltjpIHGq4Q1sTQX1dNn2RmiAT6r5FFZ8C6sAADccEyN32ORalYYNhkbWgQo4hgOhiEAIdFheBRv4cjnJbDkBlqivD1jdTExCxawaXnwWgCl1j89m9veqTOlzVmmsr2Oyl7ZubH/dLdN6h+BG4HUhX8PXHpxsmvJawO1vamyXYp69Q5qNH3YiHMZGUkpbXD2iDaARLKlrhepbvgk6Kfn1scUwLyH6RkTldCEaRP8s+UQ4u+Mi0Oqxno8FR2SxxWUPs37rPa7kBxJzo3iDSlSpSgvhhhjLj853kF3/N2ISJ2M2EnDQK4Zw336x5HVPF7bx8EEmBYQskYmYIqs8ehByJf4SYDjs47vtwuHyvdL1LebZgONoTiXnq/SBoWHjmZ+2REUAK7U4248rDWDcdHKWSqe64Hj36erZcOr+nHcluQ3CXQuTAxpfaRUC4+8Y/x79Q+BzTf1OpPHS2NMsWMgkmwZ1NwFUG9gBiPy61T7GuqgpsZZoTaObVfHD+KzIdKmyj+Bsr/TeMi/JZsWoE/w3ESSRZhDAgAnnkXnk5cy2ZDpcBlOZF4DOnNyd387ALh4+slDCG58R123HlnT0DBIW166ojxqtLUQ2HohJQeavIhQxl6lwa294E+L+iUaS94tNT2uSJdReL6k2mDYGrTc0No5eGbGos7Cc5S3Haq4J7o2nctaJ2UJBxXa5sC0OQuc/TRw9o9HoOFLY7RlMlaf2FwAvvkC8MrvjKyJ5C0/BOwes+un1b96Y3ASahvqvzTBujR4tD6Z+wbvCx6LvVnEmDTRQhq28s7J+97CpqS9bddYcDFbB4u9Vp5TurbBngrD/aZBgMY1dg6Xw4PFfglMcxKdYqRUDOEAVBuTZsi2xGMCogKQumm2cEgzq9EBioZuqYjW8YoRNJ/PGw9I9gjRPrSGsABwLZ/QJrE/ZgeT12+JtbiaA9SJ75+A6bXPj6C0udA+7zYy7I0gdfbTk2fvxN8A1oemOvL6avdA4mJ5TwVo0XMSf/y18Fn8VHZOrOeulWmusVOEa4R84pQMicSJscA/ef+n77I5qUyexK2QhAWIJse29jKE1jjnuOPPfysAOGzO3TN/5YZ0Ic0cxg2oYQW84jPAtPSVTLJc5F4vKLOOTwyKq6Vc0vHWinLrFet8Eu0C+9mXRSmJfPF+Py8GjohaLrZDzaSKoDhf/s2J3xttTARMr/7hpJItYUbWb1bE9+XXgXN/MgHUse8t72EJSIWuZi30XNQk/VpfYsDmoLAd9twkUy6AMUzluWwDTH3a6H2pwhWAROfFpJ7xsIkqn5K1vCl9mlH1jePkelntFpcuzl9xhwZl3HV3xviRlUO4cHzZWaA3tAQf2akKz5VCU6XEtGaMkF6jpy3Jql5jUBaDXNQhV1OodyRaOpQioVhogIG8fwBDy7Zh7AssbfIQJwZBosUBcdHaZuf4aAPanAVe/b3RDiRBSdqX5JITGbs0F9M07AGvfna85voEcOgevW4SsFws82TnOqb2CJtlLEiT4lkmxOhR933VyUBe2daEa4BBNjWwSTSrQHT+9EkagmRImmh1oeNzGbbNXxJaxRsq55fmGkqRJHO6qWsS17amdvpLdzo4P0VfLlXpitlwLqIbxk0ZjcalV/bxOrSEOnC1X9SNS569pMx4UoCyY/LZqguiw/O6eGOG53UVIKna7Zi9CRBGy94GSz64D33L+Pn6F4HNJXZuBjDcYK5lD5B2KB4z1XpeZ/94BKgj99l15PegTQCzDEWoMOOJRBlfbhKT0apuTnz7jKtS60PnnDlsP6KpfVI0A7na/5R9XdAN4zkeayYKYDh8mwP6b8k7eq2CG+TlGVoaFWBiT3L2thp1TpUjtLf685KUwDJCWNOvC1ZnifCocDtCqyNKl7ak/QqRLH7goJ4/uZrHTsDrJAcz/2yxySPvGG1MpudMsCTaR59WzNTcot3oR5Xy3J8k9nTCrqvGlPinys4TuKuqh2HLyc8gqeXSwCvrIHN3FfsGFBMMHSqr6laTChcwbWv2JE3U9YQzE7iUSiU0nFVArdppZTQJEcDeiCsuaQAaKfIXTzrEzbxaZ4HS0gpRpVqgVCTWmlmiodo2FK+NS545Ta+2GB1nT1s+28XifcnQqrowGx4HJretijsDDCSH7hmZy8WvLrNPaXLQZSibi6MXb+dt82UBLA6K1by2AIp4JhgM1i2I25F2P8ngvNhWmbkvJx4nPsG+8/glTYo4MaGCz4lmQtEM41qTaEHWVtstiVUcLh5z6N9292zBsGIeIk59jYfK37JCU4SM0QDK2cBiQ3KmroyzaVYyj+cGNwOkhlgCGJ/VitsbAN9yObP9lR2IdfQeExh7KOqdcvGs4mniFRbBxDIo0/717WMMk/xtG4O6JRqTs873+pfqSPRmGAQxFO05WIxJPFzN5iebny+61lgTD4SVoi2xLO5h0G1L9BdXU9+Mg+FgYtJSsZcAlJpkUgAUAb6Vglt6ovP2jAZWyOvfukIYZoJMMAVutfRNTu20xb8Wa8rqVqc/3CU2CzqeBi9XMfjSj1YmRJIuMRS6HHdEWuY1/vp1F1EsfckxSGFackIzKBlcaR+Nk7z4kq/jov2SQSnTcaFmsP1aQCN1rgtfaQdzFjS+YcfisuQ9hVQnAi2+cNg6rgBgTY1LokY+y680SYjf6LlHNzVviyHJ8BCIyY7Oyb9LRt9Uh1L/lX04eEyB0+nEloo9J3EANt2+31Z1ZWV1wiG8elezDGXzW4R2WDbTkgFOxhnlxo21fWNWZP2S165IfNVNGSSL62JkdlQnj6njaCClevHE+jdNfGD5rsRvPRiD4lSczzz0Ka/v2Z+QnGWxwVw2r9m/abKUSbXKaXaxVl3UZIAKMDuxSoCXlWw+r6ZP231ZfHRmDFNdzISEjfvkVeSPKHvnZD0xXc9hWVurgGXI3Lhy0TaQt3KsYWFdF0s86hAP7y/OyYoUXeJZ6FYTUJC4mRuX0lz3lGisFQ4A1BSdjHJZ1VzVql5xPFPxNPWC1lLxesrFul06hqt4HijW3KkXB/JrjarXGykgVWRbZG55uv+LXy3LXymVTsqSc0q7V1YFtBQ2/JPKW7FMnIX2qZnSscRiM3CkSYTnzSKZtXMJ1V8srxzPF+txIg3NBBL5ugoA5Ul3m0lcnIN/AroZZI6YaC9iAKZ72Zc9cnPcwa3vMAsM7Eoypzh1cpmetFhgSZUTA1/Tm5cE+nG7ShVvJL1jdA7JzoR9gM/edErp2ZNCna1flWPDs40meA61q5UPFFpukR8u9veAZahDCDUwLAEM+fs2zGkpyGnl1PVoFkOUII2pXBDbUTy0udvhi4Ar5iYPXk0/8U+qWzeM44WPE/6sic0R4+ehKRyQ8uSLWo2rxkIw2hJsImf3yoVMOubbjFmd6V6Q7kfanlp9mEcKhA3QvfUBexoYArASP3PjoRnnQRsLOnAxI1kr5C2Lv3ThWukoGuwJSGujhjIdBAW4dav6YZB4jDNkr51fiVoGpplYMih+DAe4Hsi2JkryJcWtDC+eovIAuloi7T6WaIbt1t+caLakDMgWuG9pEOHZNLW4sl6cknuYmiErFqgZbDvKxbiot6PX1Sku3OSRj9fAeokKI47XzuNh1MmYrJZOXIOon6/78HLfdF5BLyRPaEtn0wFFrosq6liwIoshcbXpIHlyogdiSpVBbDB3lmGsauhhhvPTbffDxKRyNgJubEjZBzhA8boXUbbC+MHVvCrqWnScyljO6yEkiBHC21oawA8qVqetUqZo9hxleZSqvvHfhapB1/finB7TcyheBkvPxANwKMIOSLLRPE3kXtSpB7CJkz1TpoAhaXokGWuS9wWU42WRRtFi9DS2rqJFnCYLKZw5uTFA02ZOK1eim3S5ynvse6jv2TJjmxYa2FvMySpTRGTzW5xhUFYnoVevS6Hbjc4wnFN9lBis6AEk20a1PEJRvaSYqq81yymdOtdpQeK6bRnRktABujb9mSKPb/UdRX2IXumbCkOj/OzS1jQoXjIu9CKIuTGt2WOkB7UKSzCYP5+kSYrU2aI9ZXZXbVxp4UJcWgzKskHLZ79i7TiEmkEBoOVZq/zFrceCHTvQEtMW01IJpHGvB0ARsUtUQMmDG52ZP5huSGVJP4+CrfEcUag7S1EH1rCcSWUPXGJP2QgqmEtg9dayWhYzHzuWx0V1klVBsTlYAZu8nfmA0OwpsAFjDqAsFXErdqswJbdqMCYCG1ZHqkdehqKpxcSYhDpHiefoO79GPk3DYRJSSEnnAQvXNG8lBkxJBBsgLF/gqf1W1Md4xvl3P51PLk+qyiY2KNs8h1ywfaROb8O+K+ZEYBT3xj8pK2FAXuLmXJrad06C6DzTD/PHVjR3AYWuBhUZJyV7VGg85YOWDKqVXbEoN/M7t5nkDqAxK82Tt6WobnOjjlw0u9FiYDKeTxOYgMolL5mwB9R4MFqiUhnieT0U5jknpMppktvHWvnvMatZmGBjPLPWOdTrH0D2aWGRUo5caQDfdwUkrdZoacOIV8WTzAGTGAT82NwBxWwSxGwFlNSdz/yOeRvJMynjtLhqxwEKGGdsvqRGdn5Hs3uqX7FYWAwMOZCKHxqqXk71O4jyC1mr1a6tP16uKbIuNHgpyrsFsoYaVwCTOD9vX2r3Ioh2pprAaGeyMj4GEQYgQYhYxJI1okAN8qZKLjWKwP4g9hvnn5NqLDPAz+xePI8u3efKuN+4NxrE8xuSR7VuvBO3HgdIS5UD0ETzpQZxS8wGmqvTAgMfUEfjeocid/NcRynyJvFZNu3nwZUyErjnX1ACFU8z2yfbi8e8kV8LJJ1tqpZKpIDDVZUZcJTv8at+T6Akf6+WU8kY4x5yAAAgAElEQVSBEoR9UAx0zSAvT9ljioVaIktBSJM54NCY09UQc1HwTF8hrLSAiQiRoq2Nv7TyhZMMLXuSpMAoVTq5oLCZ58VAe98p+zT2JO0H2uxGQBImg3me3Ybyuxky0cjg6TF6H2IQY17Q+SGylLLdWJ8wYKLmDQZFdYteqHqMSbSM5nO2mwI89qHWVHXe4lxNVVRhSsDUFp6V05wAvM+0VDluc8oqegod4V45mT1Sey05r19lixvEJ6uP5ZmeCsHWKqxxJXc3xkpLvdMy2Mpla0WQs9cxRIISwyJbj9PSpwAjRXPQH4AlS7NZtkS+xVZ7y8Zc46vnpd+FV0TL1c3FRVRvs5UPq3N1GX5uvlaqsnMAgFNm8y2AYs4lLNW9WfvU0mvLcktUx4U2Mu1xbhXFTtZapspp6pyLOpG0LtWyr5r1Y8DkmdOmOvcS7WFbxqSodqp90ZrgtDQnApiyY4Spta3kilzc6vWS0jiPHFNTBEWJ2KQ5sd7PLldGV0a9BkX1XQIoshUIXM2/m5XCGK9Cdh3qCBo+p85C16AMA6Err0txL0UcUvJk0EzbpWtTe1K6FI+RUebYGTK6k14o2oaaQvPmefY9x2pxNZJu3/K+yFm7FTvFr72FFAtyZ4zb+Zh0HdlvHAwzgsKUAEV9Ywu16TvSOeXsz21MfAjwPu79OBHxCduLc/P9vQAi79gkyeqtSSDvc6j7vHyfoQ8Yvb0RU7rpyMxEAaxzsM+G0Ft/lkhMfTlfugPWy1Vch7D5xnRhdtVeoZuEgLNpGxppSrYK8DIaSmVN5pSWfmZ18hrqL3AGuKhf26LyJFF2RllF6QXc1s7Ar6XUI2O/R6H2qefWnBf79PxZxzW9bqyOVnrfJSSBq0BV4j+KJSoiX9OHbJuknrcyO7qoP39tJYAEJmAEJj5RV6pbccFpX3MypmsJ2lccoxjT5/qeXPPHz12VZdtxAbkRDjmH7uLXp29yxhhQBZH7roxjkPYmLV9T6LAs9Yl8mGl28CGhf5hmhxwsN0ydjwDIdwmAwrSvT/v4+9wBZE9eN0wAlYFKeQg8T5Ps9C6FG3jRDrljC9UxDgA8cj6rYh1VUvMKVimod1YFDVtUM/J4gW1KPW5Y/ndQadmWChFtkO11yX5HwlVoajvzleVDrZJ3YXqujk3UPPMFMPYLmc+L/+bd9AfUE2MBEA0bk+/KSbfSJphtVQWyBXYoYGYyI+afJhIe7Mq7bhcnr51lZ+MOOf/Syw7uLX9lXpjidkg6Y4awhAzhPPCxEs2orYgXD79nDzZTYl8DRh8npmTNNB0LCwihpNj8AXPRAIpcyJqtiTw7PD9QqvJ4rOjg+Y3BhqjLPBRZAlLb7AeMAM+FIteEWYkEuZhgq4CSFZdVOBaEuMEm3q232HZ+mlTk+smlwoFpa481u3+rn+airVQ+9NsWtiuzSkpDqpihTfysXLfzkkM488p0Qa7WoX5gRM1m7XMiC0HeTx1RdqJWg2pWSZQPoVLJ0kMrHginwppqNrAcO0EwqQRYvAOQ/ckxRkeARJ9WamKvzMrynWPcQF7EDokOVA08/sfPzwa3tRxGyxGuLTAdLuv71RQcyrmWLFyVdS5EuT/JMPn+wumAianCo0iVkmWYQCkHTMZp4PE4Jp56J3o7bCCz/jD1Nf43VbisP7cHZc2A+rJD9Qr2QqsoKlDWhYs2aUt7sHxm5iulUD6zzovo8EE3ilchIMNZB7fz53YBKpdO1sVxRle0L3XbEqetgGSqmeeDbYFoHjGOroXRkB6wAVLEsiifU2ZRq+nB06JdaWQlFcHFiT11iorH601/wNThZ9doGSDFP/P9KyDFP5eIxWo01bAFWkskB75ax2j1MDodb4tiSdPKACUgz+j8OeVYNjevORSTpsW6G8xTqmrZRKFcRwOhpcxNqyeXuTg7/qbtrNpBH/8dq//Q6TFPVQ6zY3/ugO58WamFHalavpK2+UvyzPB8mg0UaRn5JDMhUV32YqbwyszDH3xW/dK+nAnTleeg7ZU4FwVS5mhyth8oWVSItarA6++BnC9apmY148JQAlTYKIxKiBV7sx81cJty2rUksysO9+l+2Pv61FUEofwdQH7xaQgJkLxu0I0BdaxR8rzSBELARJ/y2Wc2vamBiSY6sm8CAqRCDUKVOUJqA0l6zvCVccUnwAqIBuUY2X6GZMcCN0egBqjY6QZxcxLeAOvjX3cI8UVgQRBmrhA9EOv3OP42G9sk6StK1kSfKitC2eDABFByf/EwfPmggQmMemOGMmWYYjlcTGyK1b9YCqPciwVQ8n7J4KqJOrOFRhlDRc7X99M98X1XSuhccmFwS3WbDRA2QAmAupaRDwj+XLixuzj9FisHOJvuRXgA/c7VIeveuJ2UpMWIWizIGj8AptdVNfrRkqUtISIzdY13RK8vYeGPvSBFa2Bnc2YFd+RclVNHCp2Q1LtKjfOAaqTSbkRTpbhtSUgn7rSy1YQSmNyq/UAo9iPbpYAcV5SzCfCMA8xYrgnN8p0w2AMTYAFptu1RRRTL+CT1GtwpsSoHXZ7h+AF0/5qxNUxsIou4tpYyRUozxUzjNxPsLBuSEB7nM1eWpz/ml6E+0yUPaofpuUSXgDNMalyH6TlqAzn6cWzQAPQsZiiv4KfrC29xBqE0BjKLYWNKssji2mEaI9a2FQwsbbUF8zIYEzm2XBQrP5Q+QwkcLfLVMl/c/52vOKyPf71RRBdS6ZakQZBBl828Pcr5NDZB+6VoD6EqZ9RZxkFxdU8z/skHOzcYQ2ffi8x2UNihRHnzFViCNRSR0MoMXoCbZ38LpcWotmJb4rqVSkZ1pD8GTHOLivngybm3eLsmwzcwPYNC5QwovKhV6AiLe1sZ7Lb3zETAWYMAKaqktDltI3yS5iJByxI1QytEG5NXe591XBIhvupf6bqPDCvsbM7gwhYnJUNZMTvKtLQAItIMv0pfoAMTRbl6QB0cVoNzWQpeMsp3qgRyx+DRtLwzdcP03a11RsXfwMLtJrzDkzGd7g3QGZQcJFQ+r/w22FzFkNL2VMm6bKEKsd9yzqD1qILMhTcUwtk0UX5+Tg486o2w31hZ1zomiWZSIMYECKeEz91zzL3UJwYep+eoXsOjMOL6UPeJEAEIkwHfLlQ3PpYM9TuKfmNNxDRmct5yVwKUJpW9yqI8A3IfoFTW5YlQ9BF5CqnW9RAq3QYI4RsA4LoHPnEm78wnpMLsIa+YKlF4LDymdKbsvrhUS1Y0O8iMaJS1qU+LY4H2w8nVUdCLdywAhWG7WMaQbA6BPegimwFL08vrxbelXaYl1it8gIa3Rba//FmyKgjbCNmBuJHa15/FcV45p8V6ZP0SU+LAZonVHiqbcLU9KfYJoPwETBqbqCZnOn41hQaEiNHYPMcUOHNcaBqxWLX8HdD7/NzxUqwFwSp7kjmz6FO7Fnn75IR39ssA4ZrrXyh+2xiqA3WOKFhTrizp7YYRV86EdDxVUnYi2Ygx1IZyWd6itfKvEt5JlA7CVT0MqAyWRbhAovvRCzBiBuC8HepZLWcbaKl7MtJc7JMgYHq35F9DNOCS19LKNZmOcX0e16VdkwORBCXtWUePnOYkiOhtKkdg2glGBEx2vhDG56vGinFGRPUJpQq3oXuQarQAJqnaV4vMh3KybpVvebm5VPY0pd1JikXr9c9TOfGdq3U9BWmLtuzcX0yH9oe/OO5ND2dNSz4EZYv08LaxKcx47fqIrMcWA3QG3flubYDL8yzdX12n4a0pXKgKGC9ZTyTrwzuWHERa+fzdGKiWzALG1ZIgPrUiCvBp0q2W3SswAU6eQMV5pS1Phjv4xNw6ZVKSS1qAEYz6bexH1QDV62ntk9K5sYktL99i9mQAVE4pxCdEZp4ASr/F7Pv+gIw/bvdZgFAh/uUp4EhZTr5JQjr0iNY6oGBPlmgR4darkqw4phimGy5uXLleHuDsd64OcrWwADXBnhzr1E7YpHLczWrqmJSPvagLaxvNTZ/tTArj65MnMQcC9nXHUkGZ7A2KbUq1NZFdJx1Htp1FnWpOhGrGAWqJq5pEAlEc6mdZHeOnvhrYBCaP0QImiSWZOdEFKJGNCVBCATT7EhTW3AATyyxhsSQqrplDzDaT62ndpDFp/YFnKcjtkDx6PrU9tzOuYnkNNa7y8BeQS3TuT/W7JkkZI7s1MkplLxRQo/4Ce4kmi3XooE+8Km1NZZ08x5JjgRKkPMrXNiVxHbOvsAcrZ1kS+ZA18CrYk+zASeWLrixb1JvKMpBSDZisTlYdQxhDNKxFotLIXZUZFhjAFclG6Rl21Jr9XVdOnCoTEX01B9KS2hJqRwpNViGWzhJTqB/Ja69GVXO/DF+bhLUyvF/M2V4L47gx1nhOMku6vpzkVpzhDJNmuxaNu/uWFwAaSau3/ik25xq1TZ1jtQH2ekWtk/oyAZcGUMqdaoFjktnkMtoASZ/S2dBtGPNJv0uPxmLDugeCw5RviV9LNHquzzp1XqYORIqbSYW01zIV7Eqh3x3L96SJNstytW8OqPJ9cRbRSnNiUH/rXHOS163xfTMMg6c0kRkurWdsTaCyP3bC8eE6FM9Z7eY0eANGzcKN27LPUZ/k+/j3gBEouL2Vvktgyn08eR1zfVGfu2gHZV/OFcX2876a3+OnCfM4hwRQcYOSkQ0ClGgMrdE9+PFTVG3g0P/f3vfF3HZU9/1m9jn3H5dry05kYuNwr4tNUDCO8hSqNKIlwn1IJZQGJFBELKiaNEmbh1CiNq3kh6iSq5QqSqlohZGTpkWqUeryFANOKLWw1DyUC01pXMd2iSFELtQ2tq/vd87e04e91+w1a9aamX2+77v3u/a3pKNzzt7zb8+e+c1vrVkzM+p4SSCJZkSaJDBpM3Xd5KSl7kLgZ7WoMxobp96aaKDn+ry/Bi1/zOF4+jXbwODn75rXcCdsUWFI44TJYc8xI2ti7K2pyJvZHhV3O2AGdvo2R2Nhn2q1Ux2GyDJkqpvo0MXnEqqXOmnSzx9p22pR3bBF07bWSZx+Zu6WOUEDJs3u5KE/Px+7qd17cY/nL/sb/eebLGaRucjtTjh4s+tdzzBjyz6GdC89miTjLjzwXDpjZ1Q+N6Vog653mFf2a1uAAMnD9qKCuMjZB4/5ISXmSMAc2PXQpyML/Za7CMg1fXLGx4sPn22RYEUUP061swWSQ5hHYg5SUgW0tgmR4EMglWzwt2DWJ0lTAQp1an4BkMlZxRZA1EAollFh6KHPDd2l8CTUJvnyChK5FlJ6epsytQtqI4PSrvnv4vsogFBJqD9oYaXmoOXTU/sWmSY2yi7t4wmeGYOrhBXVK2DzpzGLeM298F/0FI3EtXY1MJd2H9JA/MG0xb1Zp5NpUzkntYd2nyTHObqn2W80VkVp9iIva3ZjKxsvs0lpm73nCaR//QRMfEaPRm8p6vIRMaoSSFkLaTVju9b5NZGAQmphy4fHV9NWyqVJtg6xF98ChGM8w5gN5PU9sEEDQNw8kEZ7yZgkgMXBiqtCFbbHXWN4W+QDacJ8BNjGSRWlP2TPq1yzwFLz79JsippqZ+12u9YubpD6WHaP0c+Z//iTX89057WzfZ7YqUqZHKSKQC/IA9GTVza07JwsarCYvVBdP/72nT36hGHW54GUXncBCAEIK8aeSPoZ5gdfGGGnWYrEfoG5M3C7FNh1Cgfokw0aRXeMFcRwNHNVASWpdmTpN75fS32prZdM7rF3iQLYqkuXZD31aV07ILJXrTyt6hswDVB+bhuDR7bsiXyT5N7fUm3jj0Htn2yVfL1a6FJAkrsmkFCbcUBUO2itp/aOgNko3jvmfDzkABXJiNLmd9mTcH3LH+fRVzd8GZvvsksbYLMg9TiCIJ3ZyB7IT2pPYQbFedH5FaHonfgtGz8H8Y5FlKNLP8zqHpCCVFK27QySzue0vSq8wRJQEShhNp4Hg1lRdtINgUQCTwYEBuWWoMXTsmY3tUWmSZqGTbEGIsWFw0a7CAbr5O0vOKhe5gnrnd5P5yrO2j3GaXaeFhsY3DYHIQImKq8EIWB6hm4GKX6ceZgOC6BrvJ/R4AvkZg/eJ2kGtB8A5/J3GAdjQkBKQLxfMojToRBR7WWZS68EKdKuDQBvuS16Dsw5njr537OUNKO4lLhKWeie6ibyxFXJdqQYvvkIyGmtbHhUB734bS3+5dd4Uq7X3wGn2BRf7lUOjI0wA9LJ7lBV9YTEGZqQAhSQG2/jszV24hIL8IU1ZJSW/PDrVpiaAZvKnwGspto2pCOFuzlwz+5YZo3h0ik5hRUAQ8gHJWJN9A7lBAvfD8wzM4PEdGJABExcLPNESTijAuZ+afnWUV9MFrZLOsdvyTbO8uJwIrFj7ZAZobq9R527N47esQTuwgOvwH/v4TT0BlgLaioz4cf2SGqX6Z5TdnxzLMAeVaUNSYYhUOiVe7wxS/WE1Ly40FMAFJeBfaL0s0E9rEZ7lB8wb3PLGVUJpMTMBS8v+TdJlY9P20v7kmVAz4zEAjT4siP5GTZpPjJcklevh7XS1uxGstwlUJLpaMt0oiNlyAEm7LG0KzNJftrSJPoryU49OYRuw8yY6FCORG0TdcbbluvnvtSyCoOCJLYiEcYpKjDPu2QYTwIKFNUOhigNxlVj+Bbw/qEki+R+d/rz2QZUMhGeiaRsfG9l81QLIVI90CQxAnLwMlSvksh3PrAOUmsQXO2LZZielwzmHJB5A04Mp1JEx9A6qRYvuLwz0rNYwGGxSo0VAbntir75FiMyv8y9Qbw/i21l94W9TMtPe35NzPovAFKysJsNOtyWtA16G7QmVgiMog2xnz9AvrWLFK6+8XDE3HpxXYbjdUduCZbLTmR/BebExbt2Y7gkPQCwvunzSXLJzZO3/Kf4W1tV31I4XraWuCXP1cQZ0bCtdMhHMfny+IviKiBXCWOebPQCdLtAzGei6jRKAmPDHfrp28+syguAaWVTgG5s1Bqv7KihB/qJ+bguV58saVHV+n63e6XySyntmFndy4m5FmQ2pYqvTeY6wIF3CwS2oWGyxc6AhF1x84QUTSOokSUJ4rwtA0gcPQcx4LfaHpP3Qs+iMCcg7d986Yp0JWgBJn/pafdDv/vV5BL/4+741JPwJ59IXpycUqSMnGLDSDqfMORykfq4bLw+5HamOBOhGFllPTuftJG5HGQPmP7TSMM/wIj+cTSjEVo+LH+eIbVH0cZjjjEh/tK1LVdKI3pUu/bS5y51cNl5+w3ijqeay4HGtFqlZSsaK21LJe03UMGI24+ydEUdZ/Uj6jMT+cz9PPMWhvF9Oj92vn7y6UtO5JmiWSYCKckJwcp92W54u6X7wFz/fJBu3XaLp8PTiukY7zbxYdzOdeq7nD1JqND2MXf+EZlFnrP/3mfza3t5DmGdA5R3wLCa2EyYEHSVz9Z1AbOLu4Lsg5unSgEkG4VpQrN0HHhIEtBhI0rC8EQDIOrcY65oWVPqO5syIhUvOeSTOahKsRgV7QkUP8oWxC22Gb5Uhm/JbKp+fc5aStLCgkoAKBdD95vUkM1BNjIip6uhST1s2bdS9zQ4xM9k6yOmu2WGbz7LBsz2JGC2I5VAiU/zxwMS2KfDPPMsVS16JsmUYhsd9NltizUBs0uCvC/fpbVyItGK1jm7b5nop0NxAQAn/iDLIovgrpuM4sL2pEmYaFRiZ9mOABWvkw2KXjLT4QG94og1aTagWkdIlgcYL8wakbQ8tPPWirMmU4sxbQ59+g3MDYsvJi3apgBTLWkBKdnhNfWohd3IsCXjt9zhU7MnWftFJeqgU65JMOK/hXe+9PTmv+O7YRMapKYD8yAj369W3YO43iN95wRIcmDkTE0KH2h7zO2bXyPhA7WWFp8EqjHx2tIuPuBp3uFrYCY3LCxnZedu/oKMluPb2eu/hP9HSy62iE/gA8bp6AmQ3GYEp/UG2DClclghO0GVH4cD1B/WA+B9U9JYIHchAKaXNYw+HcEjOdue+7skvlGMltM9nmdspKLS5QnGmVresSljYoBM3evYMw5+Tk/dhkP+p31vYItsaOogUAAouYtAskMB0voExsau3YvxWT61HS0BNjvJbEdFqYA2rz+Lqa4cgCFdDRAP35CNDW12Yul/xFl8QGob8uxeLB+1fZ9vlOm9DkwkJdUudCP7GxjYO6+odQEzBtA9tvV2h5mMAGMbXm+EZrVGXJy7doDc4qEbHnUXHnhOFjFrsbpLAZfNDEzACExr7n6+zSsqHpEzzIbjjr2UmLmPwdJCSZ+SieLSSFvTr2mE4fEoTmYPg/6itQY2QAEtFoH/5onys8zMAyuVTsRH/bhNyxaZkTf6NAk3BXUENa4NA5I9vTRWI+1AHHR4eK6i8fhW/gDMs86iGCxSWxPH70lJJj+s2V966cL+KNkRME+odMSgp+tkqK45FwN5+6PTh6ne3AQkibqraAKynjOVrbE9ZMKJBvQJGwImwglskBwIwdMRLgQk+tjbnZ6n9OTZW8AInG4CqbW0dq1hb8XBsqudTKqtD+oB1SObU1xTJRIyDDktxpSOG+a8ig2KNT4QyEzfahQOUG6e3SHAlseBF8svOmB87i3m9WB0UgYDq5bZM83ewcOo0/4MzLJOsM3zk4uda7N7Zj3Qhn8CvPmWJRlIifp1W2DYQzR0J2cbKqCklmN6b6VXR22XT8RQ++LjFx94pdDWMEldDqmWQEBW2iiwtDiYS9Ry+GDD+mYHu79F9qQ5ADOAEy4EJHrpuUsBoANUFofCbEb21GFuBPQwvUROlI1xmgTxIgDdtgQw+4ZnnVmEpVHJyisK2eCU+yqYWK2Uqwh0SSxzoDQ1A/oir3MamdaCTRnOn6pRGbqjngVsMg1p3AVmh0hTZdMW2gqGyMGoxI74YKbZD6Nhm70TGjS0ZjFgUufEYETRpfbnB8G2lUSJyXOGzyX6jQk1Ov72aXy6pgGc1ceK/ZAeukE4WdFm9AEkbc+ffEK6EMRb2sXRpeBSrtpZfksbZV1Lj3lacehHFO/cuC95aVcCqgdtdbVjL9GyWdBK8jgTpDUGkT8BFG8E9J9YVPD2FK4lsjPw66lRbtr4vk/rpncpm9LS0p5NMqnIpsTz8y1d6JvcFbiEAbqxGZVrPD77ramj/Lhx8MWkAoxqqpqs5yIb7RkzYCyJihvtZAyI0OsTNdz2Q+2EQGlLbWs7tqNoIyXThlCHLQn93DbpfUpA46qf9zl7SvwKOx0BYhhFe+ErQqJ9tqB+kxJF2CFdE7rLn7Ci2r3Lnfpk6u8kKi1ZN0Mb1LGGTVOjslHE2ToJPJMxjoyM8ZgeNopzm4ZkT5bETdk6XeVzw2TM5SqG0fmJhoN917bEAKY66FIbhfwd8yADrBCu+i0RzZeKsw1tuxcNtOI2FPI32DWw/3IaX2FDcgZNghEvc6tQ55ETFqYYNsP4vbC+AURzgDVLFn+X2ozx/FrbtJj/MFTUzMI9EmkQN+t1w7SnkohB7HU3/J4V0u7hb/+rD8Fvns5jLGgsxJ5iXM88apVaS1QJYj5GES1GJGe3YtqyESpTyxSXgIyuhT7Njy8xkGoefwa5rQoZSePA1KeMeQDrDD2SdVhyhlOygpqtqmQkztZEOqSG92mmNtaZ9nvDPpy18TxXUKfxufuEBqYlgJJqWsZQ+XNxG1JvDxYemG2IimiqPf3mNkoZPfjcp4szdstearXpbFAR8b2f7VeAUN2mcgyY1fYmYziMelE3aypL99KD87mZuZjg5Ny9W3SnHijSdWn39itgrVRu3MdbPLy2K4EsVc/utw5irUZxTbgNSrIL7o/DwUpOwUYV1acMK9odph/9xPs1FT9+M7tGi1pH95eM+BZwkXCwAhBPl6l98/qLrEjkKX9nZTPARtaHZiqIcYS6xoEIUOq/oe6kaq/5zVEbUc/K6211SANlbRZSi5+o78L8IQd/3s80EtAJoANmU40kTxprkipdVtbv+6R+YypS6WZ4/EO34cVv/llykbZSIP8Ijl20Cf6GJdsDcW8bHo6zp+TFDnOlhX62HyeOkaIiNMNoq3Cv8eS6YFPa9bj41eczJsA8IskGXLRVsb18knzFfz7KD6irMNH21+WdL/HXalWH9imZn1iflpGuUfmKrJA6Go/PgUyE57ak1lN2gZxZaAvPqR3EWTV6Bpf+p2vAmP/ifcGgt1EVsLidSbAnDaCcZ7ahqYF57lgNxRy1zgEqszdxreLkE+5HPnt7XlgWpHTT3fGpJ9G99KDKnkw0FHSqA9Lz4yc9hi9h4RUmO6YEJtmOODBZI1HJu7kPMF0FtDQtVVADRm0Wq2UnBa7axWvIOxn4NWIIlTQTz3QGAnJmVcbZyfZSULkkAMl4JfUMQMIoaXdTCUxWNSd1WTEvWNdKwESG62RtYEjZ9pUCJpLa69MOFSFCofVpLic7G5hU2RYN4ST1WonUy1DvkvP3pj+aakcUMTlUsdSZ+G9ia0NaMa22CdcBAYB223WzkV42plKayVR4P39bS2ZI5IxfputLYFIMtjy4F9eTmaWKyE5fmhnkhubWj8Z4Snk0ASDFnZ6X7EPJzBpSFc6zcNJ3iYvm+lBzXuWzuqS6yc37NCCJ9jWjC1ZVd25fHeqawxIyHLfnpT5QG0wLpp+MNW2Bbu8Szv7A/bViVMHJ3fnQ5xLDeELNGtUo8tfpAnvQigoEzEY7Ggxryx609VqlMPR/ySGgtXA0QlozKDy6Zkw1IxkdqsgOuL1lAWip6RVUwdY4O4lkX5S/zMuK27O6EGI5fJZmYGl2N+bb4N6gSRyk+nRwS56pcC8+A9WP0AAyY/nUtyiZeDw7pSNMK9qylS7ovndSSurceOE/aMtVpLTxye70vxp/NLAnQlHJnsJqRGPvEU+P7bhui/G6NUrxio3GOTePGgCSlfR8oWmYRnGHkT3xl04iw8e8xX+5gFUTaqzUkEthS0di0f9ECkAF6P+AfvgAACAASURBVJ1WGn+l305W/ppKVbjeGj8TAaIcjBJ1EKnqn6m72nPJAak0EOTBoxA7AurvlYvmDmCdEEzP7TAPALw9y7zp8AE6YCGZhGAah58G/7hsC3NbcVOfpLbIT/vlwASkJpp1GD9S7TNlwoYTddYEtILT2R/4OPzeswBG8LGWtAB6QT1to6LM2vGtKAiEYqVNL4AOPOiQs6fBI2lNnUNyqCVJdMpUrpV2joz5KGBWa6C8oWgjZO0Y6iqzkmpKD1XlM8s3fSSzKqlj9Bvit7RbNcVneVo2NbPMJD37NtgRfS+ZLpequvSF08JrbYHXgzbwtZTBGhD5ZI7mt0agFEFKNAheFbV64YvWWyTTqmi1wuZh99ZPP5aF15JoCeQuPPAKujP3xRgJQBU2zufsadiOD9aFcWUygVjcQdJwJ8hOSVHyoR0AgXREkiNOfCDYNihL3JQesa4Su8rKJ0CK4rQKgbY89bYGWJIdWW9bY1ZQvj1QZUXR3qTET9Jk+Wr9IpZVMiEJyNM1q06WbOWs7WdVs+VorJqE7G5ZexFpuAnM6boT9ygfnn7nxrYe+hl0aJ9z6U4Q48h8edkrUOC7sc+W7MpAbghPiMwKOHX+o+WMWJatAfG2d/xWtD1xgPIrNAFUC/VLNpxDDkyaRGOjn19gaQauBEjBCGNdB3K6DeRqY+yQkt77NF4JsEqjvrbeTRNiSaZYLIQBSpKW8lu9VlCxrPxNG5IililgCVPK4hvvzAqrARNPJ4Yt5AXozj0aw6dBONESemQIxLdVie2km7+z5STCzALMtibN8M379QqIuw8AqREcALrL91vr6DRpBifn7t3CnfqHdogNsFpwCCEXuX3K0AGrgLjGrkc61ek91OUrrhtByZqBy8IjZVBOfANpY3LsWgSsPv/v2O+S35BlDF3CymK4kp0K0NkH/83zoLVHmvTKt8ZuZHiethbGSlfIrmpals6COtbeDWdYXMXnNiOtHWnXNcak5S2lc0h2OtBm/vgMd+sWvPA6mdCuScDiYQa2jKnbu4TTt/0zI0NVKru+5RK+8te+guHEXel6MPGQfcivbdz8INIhE8C86r8fEZ2cMQfMAMWXBXC3fAD5tP50nWi1+jDstwVIdK80gNJ9/s3T0f63HjYApLOJpGZYdL+almKAX7oH+EFKKf8lvmFJvD6vJ7pOUpqh5eqYFla+YwuEtHtL2ogVH5jVOhqQx4vpc9BuBSSJP+F67Ffb1bznPZAzp8RL3FDp/GoiJtOGcn41sSYGXKvhY+7tf/SrWCDLW2V340djTIrdDbmRXDOak87KTyuJshoBrSP3AZ/OKHTAfDTPANWlgFgTkLKXpWKNehDX5X0N1Dg7oxkYPmPYxIp4x/DGdYOFZWkZthn+v+U6vy/DaflZ8a1y1ZigdvwU9zPj69isCQ8pmiMqv14SzYYpAaclPm97FnXgwBTVT5+roBKYeowDP53uTLthxvAFYCLRgCnKpDl1Q8qour1LOPuGf248jSmLwcnd+dDn0PlH85RYIbXZMreXfgOTcZwb+YYRoOJpEpiYU5eq09YmWtwwDuiG75JdqWRbkoyMX8vCivR4I+WUP4bbAahKaiB9t84MaUDAAcLaz8kCHQkwMr6838KKZB3xtWoaeLfUqaaKAenMIpCr87JdaYPXINLlYZ3IQ7NLBZYOjwekJgvXTe1e9DnamoX7N3VAtslcdB9Q3gH3EM+8xCdCsmLmHLo2bFNk8afvKy3wtWQ3Pn/i+3KLu+ZiwP+vpsWg4USeXkcvZzXHcX1KQ+UyFk1I71ZdCaZvTpf5KBWURkAzdNYIZqkM8b7xX9ofOJiVVA3td000RqXlUWVbPH/FthjTLrCrUl6WK0cr62m5R8I7fDZINbKklnvRHmWEjSyftyMI9tSlbVKLD0Bd60muN3xgd0wzscTSbqwZOh4vu7b3LM7efF85opHcLpHcWz/9GLr+/piClgoBBAeodUiZUywFB6zpAWlGgbMn8ncavM6eaAThhsEEgNi1jN0wFYCmdfnoxaeEZYc3WYzIQzI42Tm4k2hpKQhfSrJUZLmtzi8/0sG1pEZq8fl1K/4SBlkSbWkMpS+vJwMR7HfUoppRHlZ74O4olnDmRYNVyR5KmgJnTnx1wiDsTlrddgPmDf4MdU4TSQJIleNdszvxj9yFB15pSzCV3S2h585/RN3viYORBlCrtWGj6hmDwsycsg3oGEBpwvdk0iSh5gWQieUoLFDlBlP+v9a5LHtYqU3wTlVKfxfAkjNOmtTUSPpdim+9kyUGfUvkej2SGpCXVLOaWO2HPw/Vq/RdMgFa5OE7vWwUPw7I0hbEbZPMFkt9CBi/OTBJia5CSFmTpgLStUSd2zzs7nzkfj3xuuwMTu7CA8+hu+HnZ89PdrNlz3EZLrKn7UQ5JxAjkOLpE0DxSi2tyJYSplHJi0aUhWkcxS01JfSzCpTYS5RGzNOp5SntXqHP2QLPy1poK9M4bLHsZVregyg/hZXPUiq7BKXajKsVTmOCFkDz//Kdl8rsBXPny63MMtPAGdL2T3Y3ssG6yQeQ+zVFYOJlYKwpmlf2dGDirEmd/Np7Fudu+blC6auyrznk0Tju7i8ClMWeZDhgBKjOIQIUuSNwgOKOmX5AMnslASoZwZTrBFCH3Tm1htzKUFqASmvAfMSmWUK5HYr10aSFkZGns4xT8iTXgJP7hlHZrTItUbm4WKx1iX3rICQyKHGNlymzXRbcIAA2ccTcNJwApigVdc7qq9q1mOwWcKd/cRcjOJfFfk5SwlP3nMLzT34dgzsPrGD6P9EMA7+23ehhNz0SHwn6GWd3phfTY9a5LZ8nmnaNBcasYnAaXgWBBn8gK4xcTlGSWlki6FRUIel71RL2aslB58/fr1afUg232kLpfe7XN0z6qVGepIZmLjHTb+39uw7zJndsxnrwEwNj4Wlx/QpINI+1aE8EOho4aYSDA1PXP+juevR9jTVhyr6979yFB17ByVs+EDe9t9Q77YEs6XokFadtpwLYTswxXjf7g8RryBsj/zbTaqwq1SdHcXw04/dtZaqxqpJbhBZWG6aIsST7wBtl0q5r8WS4GjAtYS7S4C7jk62nlEcSvuL8uat3Oi+rzFMCk2RP3JcPGLWFZBM7BkzkOhDTm9qhNDFJd56lwBRlC/jhWZx7899Vbi6WA3ENdm/99GNYDR8b/y0AqKJ6xwCqG5CscpYNrMdsAAzC50PSZu4M2bKzAIm1bEI2UG1xrrynpZPkUVD95DR+zR6SPYdlH1HClhbuWmGta6a9q1A2oA2gazYg6Yxp1ZF8ryXfLKA8YC3x4ZJljZM1yM0R1kQQ9wZ3YobOh/GjqXN8EqpmetFcdADR32/82Za9mlrk4NYtvP5Nvw4/XBz/iPU2JbakVcIwuRskADXRU6poEueBFQMmGkWyTfmFv4jGFtRRdZhZG98dQBM50vK9w2X85Cgq4axYatByP3LTK9vohJpKk8Vn8bZ7aXgLOPn/7V5+XRqJS0Bk2eiaAbjBr6oUZ1+MaAGASdUMYKDU5cCUGdG5UVpJO3CmOPUzOTvnFb/DGjBl6ty0hq5z97s7H/pcnuBucmDg5C488ApOXfgguuHSmPJWT52zJ4tBrbm3uewEzIlMdqwOSAzk0q1ALiUJQDaqZg/mc9CxvKUleJU8r+Uhl30/fnh4a0mHVHEtj+z46UfGJTu21eF5naymxtsLwKD/BET8/uqEXp+arUybzeSMNgKtwVYtNbrm0U6fvs/TcEob0u5Z6Wv3tbJqICxBia5lLhJ84OV+fcxDPl7mwDSJdN0pGbtNxsQW9vrhIs6d/4gecDfZt0FcSrj47p9B37NDEZiRXDOQ8+uagZxYVDSoU8fq5obLpd/OXrGJMxozkgPIjMWtto2STWk/I651NpklNXuIViYeZ4lBt+9nwIlpCYMu/e77eX2k60bwWp2Yv1smHnhZSyfYWM/C43GR10qHYjg/PktiIvB2/lZe6vbTg17/3KcpWcnAjODaMhWuzpF0HvFg2o4PCKsRlDhj0tQ5C5iiPxM/Unx4Fmdu/zF3x6eezB9qdzlwcAKA8LW7fxWbV34zuThMbKgEUFthT+n9DE5ZeNbI+6nCekwOmgPU8+cAMVrJggvmoqllwMGBkTxmSjviSp4sY50IE7cqVjpNqRNq6dC3fH7+uwQiWj3Rb97hhzB2nJZ6tPJvEVmvpbpYOkjw8rUMXNagoAET/ZYGcJIaMAHC+L1K2RLXUCz7bwSnzQxyHJi64RJOvPFdrbtbLpFDAScACBff+Un04cPxwsAqou8Rt1fo+XUP4DKwFS9wwypDMigAGFwOLPEe75w94qZ0SWH5b3lPGfVILJCywnOpdczaeXkW4EiQ2C8jk/Gt/K3ylPJvAXmKTx1jKThZ9XjYYjFXNezEjCRA8fsSlNwwagh8US8JgVO2K+WUxlrxCKeVG1p4C5gAoDv5XnfX5z6jP9j+5OAM4lLe/s5fgA8Pzzlt5wfrOqi7Z0YblKikxAZFNqtu/AxuNJDLwxK48N0yKY3WpRTWyMftOtJGQXYMAlC6z4+b8m68nx1vJZgOGfblia/aNWBOk6dtHRCqCcVLjh5ieUmGp+XBP1b5Ka8ayFB8Xp/0rZ2CKz88DRItTk1awmh2QLpeNIwD5gJhDkwJo+ZMib5ZH+D4w/fVtwzguwDT+uS9hwVMwCEyJwAIT91zPZ7/sy9i8HclN6KKNzEoeRJFPwHXUgYV7zEjJW3yPgzi5ZIqSLYoWfgFDEqTGsOhMFI0NY5f31VqZbHKY6VTu9YatsZkWvJqyb/G6lpVX00smxOJZWPSBkjH7i05vZfirMU1bjPyJ3IQWg1AtxZxtoiajcmY3P3uri/+nbyAByeHx5wAuAsPPIczt/80/PCsGoAYVLedKqQiJQYFIB6Rnkx1skdc8eUbHnF7FWuGJPnPGBRXl7SZHZVhDPkoTSN6aVSncPsBJi1di2W0pKPZvEi0Z9Gu8f9LylS7ZuUl6z+5F/Q6tpiZFEvV15g1MPvYcXGYGVTnJtupbC/TICtnkIkxyRNPOFvyYQEwAWVgOvEozp3/5bwiDlauiAIevv7+d2DvmUfQ+9PxYh8AN1VMYtxeAdhLt/KVDKrfzEBEacl0xoizAV6zQyWFNOxQ2hIIzbhp2UI0oALKbKrEBHgYHsd0896HZKd40H8tr0PI35SG/EuAyMO2MskW+5rl55aEKbAlApPkNBXMoEQ2JpJuAIapD/kwg4mcYfMhBSEym/BrkhxYwOTD0zh3y4/td91ci1yp1oTwtfe8G8N3HkoAalgBYTOClASWfjWrdyQcpFoBqmeNhdS8NACSk1vkbJ6cKk8eqjJVDTSwn0JHkZ0jK7tshJptKbCw2m8e3++foe0kEmxqZXZzHHWWUwnHRTPuZ+XBXB+aik2iAZI2eGlMKfmvLf9h4CTTA2b7EncVqAETkNp0T7ixr3FwOgLABFxBcAImBnX5mf+MwX9/coNYlGY/2mMNJ4LTtJk6gReBVB/0NOLhCazhaCBFAKd54/JtTvjCUGAfs0esE8T7jKGUwIok61y7MhiK1xD/oOxfMV8pC/O3gLsEKvx6LAer9xIolXyu+H3NF0w+ngzjB0QLt2Vfkl7eEpx8GPuEnJWTE03dOmdMfhj7YtgIe9VwEefeePeVAibgCoMTAIT/9cG345WnvpAAFDeIy7VD/ZCqeEDOoACdRQETWDH1DsgN5WmGNkjVtg1ZYiTXE0DCEGL55DWl42jx1a0JWgBov/FlWQ4iPi8XSSENTQWuMc9SOlw0ta7mJqAtRwF0UIp5K2pc78uMKZ4ZV2BLwMiYuFhsCRiB6bq/8s6DWjPXKlccnIACQNH2JhpAAQZIbebjzQZxn5hU103LQ4b5BbvtZBQ31Dw/5LOIJOauipMti/vkWNLEPJjqksTV0lVUl4xdVNSYLL2g/DdUwizOfuK7tJzxd4XdqeGArA6T+jPSqQnVpeYBLrdASR5RmAjo7Dmep1TjIlPajt/7UeO6kLvcdN3IlLT0uhOP4twtf+tKAxNwlcAJAMLjH7oNLz/xyLgPFBMCBA5Q3G6kGsoZQJEMjjGgLbDlzEoBKQDZnlDaEedJHgWQimk0VrHJgGqsIRgMUIaVaclyaenX4tSkFL8EUC3pKuLZezTrpABqNZcPaWsCbDcBa2sZkm41py1tS5S+244zbQRKJKsAhJXCloDoAoB1DkqA7gtI7TwHuodx3W3v2XUP8P3KVQMnoAGggIMDqb4fX+rWIbFBdZOKx/NJGjWfSSywHXWPccVQ2mqfKoKVBRQt6liLtLCT/UgL+BqSGO1D/n+pCrnrMpWSU2UJmLpVDkgEppR+MuXfYFvyYTdg8sOsrRwxYAKuMjgBQHjy/TfhhWcezhw1JRAQeFgABQBbDiQUj+wN5NgpH5nZo4hF+SHb9SWZ1eO7a/J+IE9JSR7UYFPSflR12KypRiS1MEvA6kqLpRLuJ/4kNdeB0v2dAYner59tSxyU4olCw8SIqI2vxgGVhNhS5s8ERGBaiXKUgImXLYnTP4i3/+QHnLu3wfnw8OSqgxMAhKfuuR4vPPFv0XfvzW5qah5QYVF8dwMWZ8vqOqxmY3nU5zGzJhWkBIuSWwADiDsZOvY/5ilmd7SV71KFsLyYo/2I+x8BKVrSf4tlLWQtV1QOQB0sqWtL1LjSYl1LqNNHVqIYu4EZJORRZxJkPPNninnQj7UyEycBTORnbYOyPvURd+fD/0K/eWXlSIATSdzNwG1H8AB0VWpXFgWMTEo7FHIr2A5X7baYbVRki+KnC2tlDIDqOxXvC/sWl6q/UwFMElBrMXRr9wGbudRURQkqJfVyF/amqGqac2vJ+VUF+ZCCUW1bEws7VTWJAc0KadtJmNIUYCXbQwmYkAKZdbw4MOdJ5QQwHkYAwPln0d34swe5Wdx+5UiBE4DRWbP/zu9lvlCAbovaBaCwBYZ1HaS4TYrn6UgV1Nb1iYYVtTHDT2rJyvxD8wqXbKs1/BJxC2YKjbKoM3jQ07VYE4WjGVz6bW1pwg8cINVdugXUAIkGNu525P3cvgDEmwRMmgqXkKkKW5JMiZeVi9sCzl/Emdt/+qD3Y9qvHDlwAiY71Pf+72cwvPzjkUEBhVkzAVRLQIrUNjKUr7qcRZHmR4ZzYnYEUnxmr1ROILdHaWBVWgID1DtjNlVeMxRbLKcUlkuJJck4rfGlKleJz/2/LGZpLTmJybDBQjJebf0loKhHivpGTFs7u3LVjW2Ps6UaU6J4SbZLgWliTH59P86d/+Wrafi25EiCEwCEcO8KX/3iJzBsPjy2dfFmaywKELYouayF/R7EUhguGlDxlx6G1MEzSxyGalownvO0SUq7OC6ePaupZRZIQbm2S3wrjIzPwleXnMC2LdG9lp0CYjE6e7LPstdont1+MFjSdgyebCS3NozdTCwVDljGlry/BH/i7+/nRN7DliMLTiTha+/6MIa938YwjGvySkxqqaoHAD0ZwjnYKdVSsklR3m4rgMoAnpKNqiYtu3FarKpZagymxZhu9Wwrr0ZpWUTdsglgli45RyrFMcEIiOjRTWDH7UlA3dAdr4sfB8GUgNS2BEz2pe5pnLzlA4exe+VBypEHJwCjR/nlv/g4hpd/fLxADmxThfNTgFtYFFBmUtiODV+CFBm4S0AVhlTlyxPPxQIrylOTEquia1pYYH9+Sge6rq6SpmY3avETa90f3VLVgDo7in+ZKh5BURq5p2g9lFm4MKtxRhY7sSX+DI7v972+H+fOf+RqeHwvlWsCnEgSFkXviN6JXymq3gboxZvmIBU2uUoW/aPYmj2vAJUEKCBnU6TyeT+lR2UpMCrunkAqX0n909wTrHBL996uSQtI7erkaN2T0vL8fBtcTYrMCMiM2zT48DJZgMTzJxUuYUm0O6wwW3QD4pZCQA5KgA5MnRsHbT+lF8vZPY3uhp8/SrNxNbmmwAmYjOUvfPN3EPq754uYQSqIBmiBFHV2YmEqkxI+aJZLWuh1vNHAKqzy63OGymUBWEAKWvx/SUqb79N9q/NrJ6BYJ56U8q8dmFADz9qSERINhEhdszyiE2kAI+nZrUQdwws3AvlHhq+BEncPkGzJUbsA07pXwMp/DK9/068fRaN3Sa45cCIJF9/9MwiX/jXCMLoccCYlAQqogxRnAdJuFJlMwS5F6hdtNp8Y3I0ORx0xcUuQkYWU1vktAatW0bYFKf3mcbhYJ7ZQeE0NbVHPOKtscYrMbyB5aZ1LjdcaI7MAydqXfglT4j5+ls+SpsIRMPEiOH8Rpy580P3Q735VL9jRlmsWnABMnuVP/+Y8o8ekCFLIbVKcSdEK7cRm1OVsKm7halQjB6wkL2GjAuZO0AdU1T9NSu4LMd9GhtVqs7kaUltQC7QDEV3TDpR0HtniYQKlBAC0TeIU/yogBaSODUzdkIanZyw5Ucb8e8TNtikJ7y/Bn/mneNs7futqL0HZj1zT4EQyOm5+998g9OcTkLJUPWDqqHQ8VSeuI7enJOftFd63vMW9xGW/qDGqJH8qT4VZafG0ZTat0uLysEQorRaQsaRqI1IjITIjQGd8sYwVlc1iSBooxaUr9PLRaE9i9a3VFQclYO7JrnsYZ978i0fNoXIXeVWAEzD5Rf2P//pz6Df/BKE/P15kAaQ6R8I7XQ8kwyK/Z6l9GlBpjEqbdavZqSx1h6sdS0CnamsRYa+k7AQ4WSJIAIhENWArDLEGRnFjuDBPlADtgBTzEeE5+HRs0GwBJWByD/AX0d340WvJ4F2TVw04kYSn7jmFF//il9C//GuJPWrA+FI1m5NkBjFMP7OvGL5gm6IGmflfscZMgJUdow5dm9PYVevM266sicfT4u8CJJSGNEgvAcxSGRInR9SN/RKIgNw4DQgnSe7FzfMnp0pS26aXaQGS70S4AktyPeKx4hYoudO/cZjnx10tedWBE0l46p7r8eK3fgXDpV9LXA9IeL8OBluKTKrP4wCG6lcAKR5Pc1GwAKtlJjCmoRiqpXCgsO5dDbHKY4GXdeCpFO0ASiAdEGKanc6QVBsSXZNgM5VHiyPBh4DJYkkxHl2L5Xwa3fo3jrKH937lVQtOJOHJ99+EF7/9UYTt38tASgIUjVKaf1FsJwX7C4GVBCkSdRmLds1gVzEd2CyrtiumxrpaFh9bchAsiEvNodQSzU4kMMPOU1HVkrSnZ0rAiAGRfG4VlFg8KgufXfXdDEaB/eZuAQDG3QPO3HetG7tb5FUPTiTh8Q/dhktP/mOg/0AEKVphofXJwBqOJtGordzLVL+GZSy1RauDa1vewj0S+P8sPQPIWmfrloQDdpsBtAzTJJJV1mzsBEJqXkZXUMFWmeGLO1tywGGF1MrWYW5nHIxieflv/yy60x/H2Zvvu9b8lXaV1ww4kYQn338TXvrOL6C/9EvRJgUg8zhPIhWAKmEuRqY1sKqpUjVPbOkWUQzbHnTMW3bCHd0MKJ0WwAFy0KmxHxKyEZUYkLaHE2CzPun7xNPK8hDlzu53qbpmxY3qm7+I7sRv4+yt//61AkokrzlwIhl3Pfjye4DwK/Oavelmra8HQ7VrASqAqX8Vw7O52+aSGboDXK4S09whzj48B/T0WlS9QvNODPOCglkgZaprPF0rP6uM03eyvnoFdP2DOHHrvzzqi3MPU16z4MRlXFj8jX8QVT4Apm1KitZRM6fLQvzMqF6ZYZOzXi1p1qQfxs7Ov6+0cLChctREO/4KmBlRiy2sZCM7DDDS0phZ0qi6ve7GT1zJwyuPqhyDE5NZ5XvlnsRXimxTwHKg0u7V+r4GLq1uARK8rsrx4ocgJZtQafaRhwPKQGWBEbmhJOlZ+SA1aMu0SFJ70mtWdSvJMTgpMjp0fuVvYHjufSabAg4GqEpplXa+TNJrYFu7eokvOXuvNS1r+9yaGlaT1llD67QbC4iAg2VIwOgK4Lvfx4lbf+daXft22HIMThUJT91zCi9866eAl98HuJ9arPaRtNhpWtXBxWpbgyp4LchSl4UWUG1lRK1hJMDJGTe/+ndYv+Ezr2VbUqscg9MCaQIqkhpg7QJWLekC+1flakzLUqUsA38tLSv/Fqmd1hvDGdf3C0Za2mQGGD24n4XrPgt//X98NS0tuRJyDE47yuiB/ud/G/3mvXDhJyJQAelyGf5dkiUzYKWwPJ9SvkuOm7rSUtqCtxhPubbEDYHCL81HFpEBEt72I3/4aneWPCw5BqcDkHE933M/gfD83Ri270IYxtOLpaPnUrBauAFBjNciWv6+cO9KiFUvra5VS90VlgBXCZC8v4TgvoTu9OexuuHLxyrbwcgxOB2CjPtMfesngb2/iTC8y5z5A+bO2AJYwO6gJdO4lmS/PlJLQUgziufs6CL86hG46x7G2eu/dDzLdvByDE5XQMLjH7oNl//PX8dw+W4E987MM32/gMXloIFniUp0tdJcqrpJKdmM4rXuaTj/CHDiD3Du5i9cCwcEXOtyDE5XQcZ1fs/8KNzmHRj6HwbCjxYBq1UVbJXW9XdXU8RmlTsLrzdNPTSBaPhj+DN/Apx5DK87ffHYKfLKyzE4HRFpAixAZ1lX21Z0lITXhZzOlyAEHAPREZZjcDrCEgHL44cx7N0KrN+C8MpbEtACUuDi/0mkDeVaBDFZfsvbWtYFXfPd0wD+FM4/A3/y68Dpr+Hs9f/tWD07unIMTteghKfuOYXLwx24/O074N2bMFx+K8LwRgBvwdCfV98qByx53/IikG4JpTDSkGx5WktgtNLVAEe7F9PxlxDwOOC+Dd/9CZz/n8Dr/xwnb3gCt//gN46n8689OQanV5mEcO8K//sbP4jL330zhpfPwffXAd0bETbnEDa3IvhzQHgDgJsxDN/fdFo4kKuT+xHNzqPJOEX/l0B4HnDfhvPPwLnn4dYvAP0zvIfLYQAAAHBJREFUGLrnceLGb+IknjxWxV59cgxOr3EJT91zPTb+BvSXbsLed24BgBHQAGB1/RTqLMLm3PgzTPe2038/fruTr5sTvfzSeG14YUpn/I7AAgDuxSmdUa0auufhz7yA1envoTv9l1gP3z1WuV7b8v8Bp+5aj9PSkE8AAAAASUVORK5CYII=",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,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",e:1},{id:"image_15",w:152,h:183,u:"",p:"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJgAAAC3CAYAAADuOJfCAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nO29yZIkyZWu96mqDW7uHnNlZlXhNgqNe7sJAXhJaeGOwsVtbvgG2PeTYY+XABdccNcivAII2N0ECuiuIYeIyPDJJh24UFNzM3PzCI/MyDmPSIh7mNuo9tt/fj169Bh8ts/2Bk286xN4n8z9/rcJz9Zy7wqPZ1b86tfVWzylD94+Awxwv/vNBIDzrxX1TdT+MDv339dXGoD4xH9efW8+g+0w+6QB1jLW0SwFIE090CbH8egGxaImmmnWV/oz2A6zTxJgLbACY6XphMlxjIsSKFKiNABsAhQA6LJuFpUIXX0G22H2yQHM/f63Cfokpr6JmJ1HRCrDRQmRmwMTbD0HQGUJ1XJCcuQBZvIKU1XEswooPOD2gO3qewN81mx8QgDrsVaiJtz8OeP8Fx5Y9fqY5GROtZwQz+eU11Pi+aTduF55kKVnG+rViuSowOQVMl5xCNgezyzApwi2TwJg7ne/mey6Q31ElB5h6zlGHxPP59j6nLqaW9zRcB8SsQQgTlbUq6IHtupmRTyrePmvJfOfVj2wlaUHZwdsnxLQPmqA7bBW1x0G1lr98Ijs4mwLLDPHySmKrLczQ46wG/+PWknEsgWbLnOS+RIVLVo3qsvlZ1b7iAHW01r7WMvWjyH5ogWWlBcClWGqGSLqs5jTS1Sydph8Cza1gsBu1QuAEbAt0GXN4ruKk2/KFmyV8cz2kbPaRwewHdbS64jyes75z2fU62OQX1Ctjraspb/aAZZzJ6M7F+LGH2QcbK0bpXrRAq3rQoNeW3xXkZ6txljtYwPaRwWwXlyr7SHqIxY/HHP6k9kOazn3GEUmjPmiBZatpiJOFYCrykwkad7uvy4NMvFu8hCw7Xehi52OQdBqy3X5MbnPjwJg2yGev0R8+b+lO1orsJatL2xy9qR1hyPAclWZWSenY8eRjQYTSZr3wGZyTTRd3wq26mpDMt+gyxxb3TB7vOLld2vOf5a3YCuv1h8bq33wAOuxVnyZkkcJ5z+7lbWEUuc9d2irKY75LrBsE6qQxfC4o2BrgGarlZHxZINK1s6YK4TdUC8qidvgxGULtGS+ZPP9mumX+Y5W2/yxor4oP3SgfdAA2wk/lNdzjn+S4PQFxctzZHKCrS8Q7sLGJ6dU+SMRT85tXUyllMcIdex3NASXnew5ZGN9wAWwIVj5BR5s1tpFC7RiURLP1gi7kfXNS+KLnOpqg4wvqW4qoixncnrF8nnN8VcLFt9V6Lpk9ti7zw8UaB8swFpwhaBpFKdIM2f29RHIL7D1Y6qbL6xQF0Snp9TrmYgn54joCL2ZIdQxjjnAFlx3AWtoe4AGW7A5swAIYHN1cQVAkj2nXlTSmUtQffcZgCbrAqtW6Lok0x8ko31wANtxidNfJK2QV+YY686Jpl8h3IVFTHHxTwT1sSU+3s9a9wVW34StcTK9ndU6QAOQ1AtHvJCiXFvkS+8+bU5y8qIFmi1yjFr0gPaBMdoHBbCd2FZ5PW9Za+ASwX1tXTrbAVeHtYQte8By0o9xe8CMJ1R0LawnbL17rg3gWqDZ3KKyDWbjkOnytYH2gTDaBwMwn7PV9BKDS0R+0bLW9PFJ6xKHrGXLIxAzZCZxRQbgrMruOuZDmJAm3/4zybG5ba5ojUyX0LhP6gVAD2zBfQadJsUV0y9z1t8vmf+0QkTL970z8N4D7NZeojLHRMdftkK+3pwTnV6MggtA+M8euJwWiMi9jWvpgc25dfPFf97GamNAu4PRxD/+007P913Yew2wV3WJwlRPnErO/V7ELAALwBnXD0WIyOH0m2uH4f5F5G4DmrBVbuTsCu4A2j7XefK3OesrHQK275rN3luAeeb6Q8LRL1UPXEI+Rk4yXP4VIr2wQl1I7Klz8itLfKzs+tzJJNthrSGw3qXZGmSMUGLb6xwBGo7cYdaobHUQ0EJ4IwxD/fh/lfCNfpdAey8B1oYgnv+fE+Y/39VbilNEemF18RPhxGPi6UyY6gmCLIBL2Dxxahq7uvLACqK9ubk7n69r+/Z722fHRNyMCrgAsEI7mZZDoFFv1iKZLFqgufISdbLpAQ37ouc2l38w7wpo7xXAdoZ8bv6c4VZHxBe7IYh6cy6ceIwUTwRqhiADd+rkJNoB15iN3OTXtu4+h/sf+22wjoiTjaurqZT6BsDJrBoFmtFrhFo54Z7JeHqFszmuvMTw8lZ99g7c5nsDsB0xX2dHSDMnvz5h/pPTHZdYrr9GRTMh1BdOJpmwZQpuarXzoQcZp+/4kl7NbF0i4xRblyKdGWE2DQLF5lag2XJNcvLyVqBFJ8u3zWbvBcD2gmuot4JLdGYewIUpp6gk6YELPMBsBTLx/3e/Bxtb9jp22/HGftv32W5Tl+3lRKLpFYoNpqpQ6aYFmnVPncs3yMlKxtMr6utLar0ge/QCW+Q4+4xyUSHmy7fdCXjnALsVXEFvleuvbDR9FMAlVPo4uMQdYOHef+YKYLpteW8d0QOa06UR0aQMQHPOvGjZzOUbiXg6ymb15YL4zHcCyrIIbPYmQxrvFGBtGGKfmKf4Cm1OW3AN9Na9wDV2U/fd6Iew4b4PAdWdNgI0IX2So0wvR92m5HtqvYDyEiOuyc5uWpe5+lOOSss3CbJ3BrBeGELfHI2Cy/K1lemsBZdenyPTOSpJnC5SR9LEtz4A1nooszXIpAWaoPK9TiGXY25TIp5izYZ09sMOm4n5kkxXXD3dvCld9k4A1oLLlCnzn/d7iuXyb4ijYyxfW9wTQfIYFc0CuJyzRwCj4BrrFb5CyODgbR/qWLetH65rbB8N0HogA7DlykWzqx6b6c1zIvVylM3ifPmmeplvHWAtuM6fTMmjBLc6wppHKHcG6QXWPCFOzwK4hC3OEGK+BZedAjgrXysD4mMyIW3j3qRPghwBmqN6JhFPqctrpidXPTYLcbPQy3z8y+qhQBbdvcrDWY+59oFLuK8t7vgzuA630B5C+nF050DYokJNEXoNziXICZYKKVxGufZp5XYCyoBR4FYLNGDKnGd/wP3uN/IhdNlbY7BRtzjCXJjyb4FzRDRDiDnOXDg5SVpwGePBJWJwDxwo/VAttIWId9nMFhVCXQJg66fAlVWJ12ahA5Ae/fs+Xfa6INtfC+sB7SBwCfd1D1xOP8KZCyATZt0HF+yCS8Sf7vfQFq7GGTPx7WSnwhYKyHDmAltnyPgJIvobaaqpxT3B8jXWPKFc/g366ZdY8wi3OiKP/L3iL5H7/W9fK1D4xhnsYHAJ8SVwjoyfYOsMIaf4xkktyWeXeA+TVIUlmUiqwqkMYasSyHF2g4xznFvh9Nqq5D+kLhc48T1SPW3Fv1TPEfPlQ4Qx3ijAdkIRbnWEXh4TZ1+OgiswVwdcAJZk0ot2H2LDCPmh9irbvctjjQVnOyMGUjblp4TyIPPfLwPIgCuc+/FNgeyNAayN0Jt/meE2M+Y/m/WYS4if+lyuBlymukAlRzvgsoyz176o932j5Hdte9/jvO1jHWIyQVL1gebsBlMtUcklAWQyvqS+/pEo+2EUZK/Qu3wjAOuBK7jF25hrFFw2sla+1V7ux247bPYWQPbgN7AFl/5jSrSMDwaXKXw9CJX2wNWdgLHv+6dud7VR+LSWiZQUOJMiFJgixlmJAVQCQvggbnwG9TVEGRgDcgXzn0N0onm2lu73v00OBdnDM0QA1+OfpdTZjPyvxzh9SrU4IzrfBZfTJxgfnUelM6drH9PBFwnsztoZzuAZm83zKdpdbdT7vZEcIgKsiZEKnGYHZPKopLoqSI6hXpZEQKwr9Lfw7BclB9qDAsz97jeTFlw//PdjZl9e4PQpuK+w7gxzc4pgjuMMmXlwCenBZU3mXL2jtz4D6m67q41G263e+KisNdkoyHAQnUN1BYgCvYQf/rXmq/+64Oov5lAWe7A4mI+X/CVCyIhnf5yQqBlOn+I4xbozVPQlgsc4/gaZfbEDLhHvzT4VVj/UaX70NtZWY8uciKdtm1uTIeSR9ybVBfXNGWYxx9z4e+c4RU5TEjXj2R8nmDINrvKu83kQBuvFutxmhrJnpN+coBenOPv1XnBZkzVXOxXudhB9BtnhdjDIun2oLpPJDGzuu4AqAqNBLyD9BqSqKP61Qv8xPcRVvjaDbUV9rtpwhAfXV6hoy1zWfYG1M/+U5JMuuBCumfDQaYTw/Q7g3brNodseut3bPNbrbje2zuB/YbVvfyd2mczaGdZ94YnBzPy9dGfo5TElc6Jldkik//UZbNtjzJj83azpMZ7hojPq/Avi1IPLuS9w5gyTT4hmMdZsL9qxdY+fQfZw242tM/xfRNt7INUGazJsUePcGSgwdoPTX1LnYOsCREGiCrSsEGXKsz/gfv/bvcXyXovBerqrZI5ebnuMdf4FTn/ZA5cQJw24PHtZ8/7MVfxUrQs4u1HNl4xomoKZINUFavLI17Z1ZyRHE+JHE+Y/m6Fu7owTvTLAdnRXEPWhxxilR6jJI4TIwEwQwse59DLCblQPXN1ezrDHs++329a777aHbnfbtg99rIfY7q7vO8dI0xZkJp/gyLB2hpDT1lVWizOcPiX/U4KOkyD4953mK7nIbaS+I+pre4LiFNf0GK35GVJdYOsLTH2KikI9iAlWpnAgkG777TPIXv97b+6mLbEyRVrAgpDgDD1XadUaIXJqm3P8cy/4Gy025iZf3UXqP6aomxhTJ8SPJqBPUNEZ9eoCwWOEnG7B1WZDHJ4VIe1hwbyx9Q7ZdrjOXdu86nFe5Vivut3rnCPgH/zWJmAzbL11lclshjMzhMvILrJDWOzeAGtdo5AROk5a15g9vqDOv0DFp1vdRebBZTMCuIxNeyJ13/dwsUNBK21553qHbGtleus2hx5nn/C+61gPtd1t6+9bNry24Xdjt0BTydZVGjNttZjjlPjRBFMnXouN9yjv5SLvdI1Of4maPKJ+eUY0n2DrFBVlmHqCivsnPtYb637ft8wwDp5X2fa2be5znLHPQ471ENvd55oO2SaYqQH8fbO6QDGhWs1RyQwRzZAiw+nTtkdJrhixV3CRf4l2XOP6+3Pq1QWmOqNazInmM0x9iqs9uABXlw24+hfiejrDlLct7y4b+37bMjfQM4eue+hx7nOeD7Xdfa7p0PW356P8/ao3AldnODIkJ5jqDJ1PsO6M/GnSspiQ0ZibPJjB+r3GOCGxMzZ/PSb76gKj/ZijqU79STTgci7rJgQ5WyOkADTO+ppvQsbtxQkZp53vO8sHy3a+37as+9td27/Kce5zng+43cHXdOj6/fORvgSD0zm2TonmM6rVKSo+BS6ZPJmyeeqB2HGTXbF/OIOFaL26iVvXOPn63Ptj/SWmOkNygjXHLbiaAiTObl2js64Fl///8Cf1fWewQ39/6O1eZZ+HnU9z35zLcHVGddOEMKqmM+cyKP0YJYDedZMHAWwnoFrdpDuuEU6x5hg1PcK5tkSlszYVGLp/n+39tnCPhC37YQc1PUKyfY/T6ocMlA+86tgL/IGbPIzBumONiZohkhOsPofyqKFL7xrV9AhXN1F6PUHnQoz0kluw2bL/Obbs8+dhnw+4TQsyGSXoXGD1pEsagHeT0y8n6CJh8zRtddigN3knwFr2ipYZpk48e6kJTkyR8fmoa7Q6xLsSZARWj/45mfrvHpC7y8ZtGMx73f/B6mrkuLevF67rsM/qnuvv227//w+9zdg9cHWGNf49A9VVhjMzZDSHsqPD+nY3gwX2CjGvwF7x/CcgHgGnAJhyy1z9m9I5WuRvXEgTMZvbl3UvOOxLRkkPlK/7vz+vpMe0h6w3dm6Hn/Orbjc8p8AUD7vNlhiqzvqgc48XyQlqPkHnnmhQPv9Px8lQh90KsFvZyywi1HzSspdQJz3t5UzSfNJ+NifvzOBm7lvmDM3ydl9hvXa/puwd496/37EMqJwz7bL2++DcGrvznMe2c84knf0ng/VGr2XYpodc/8HbdO9V2DYQRyASALMYj0J0dNjtYYrAXjRhiTqw19FPMEvPXtYcY8oModqTGAVX5/M+y277f2zbe/1uqrY766QPqIys149OW+O3kWpnfQAhFM5UzklEWFeoRIRjhe/heL39NvvsXaupHFK12yOV2Hdd973+27bprW+qWKhk280sriOSs1N0cYVUR2iZ4PIU5gnRNALap3MvwJq4l2evkgSzSjHiGBF79rJ2hr2ZIuMMoU6w9RTq2qGmQoSTZv8LDqRqb8DeZff9HxACsXPcsWOFdUXIUGnA0Nl+53epRA8EI6BwzrTg6wCrQir/0DWA2dsu3X0PrkE4Ay0AcDvnGq67e717rv2Q9Xr7NHndlpNKjqfAJVE29RN9ozliMsG5nXjY7RpsqL28oDsC8Yj45Ahne69jcahpuPjuhbcX0P2/czHDZXf939pIw42Cek8DO4fDGtf93Qm1ZSehdhirZ3uAIsRWhgiVCCARQiGEQqhEdH+/dV9hmTVOONO2a7jG7rX2rrt7vSPtPNqeI+v19o+aYuspQvkwRX1zUC7fKIP1B7Rrz14im+CM7zla49lLpRdb9mpODtNvKAcCRJPBKtr/x9Y59P99JlT7hPvNVO/pbhuWLQNAA6ShhZvbufHjwBAQAsey80KPO9RH73e7i//gQkcZmZF2PsRCO97VnoPfQzu21tVhMj7H8dQHXLMZmFV31dtbQd3ESLXVXlRHaDPz6bVNfpfeOGSMQ02FqwXiFYY3nd1+f5Xt2/30wTV2c1owCUT3hx3wBOC0oBn5vf0+8vuhp2wdyG1wEwxYh1AR2OAGmnMVXtcJ4UHiUG4UaKE9X6ctOyZcLZyIfXPpjQvDlFgzQ8rnbU5/sE5Pcn8vIIh7ZfE9x4a9ZDLFmiNcPcGUx8h4Fk6id3Gvavu2v6OxumwF/gl0DicUwjm1Cyg1vHTVBw144LRlLC3I5hzkCJjG2O0AE20vrSO8rQUMDtkAL6zjPLM12/TANdZur3sveuc5IA9ns9F74iP67buYdgC2I+6tOEEXCcIG9nqEjDKcO2lJ1Naz4X4OP/OOW3uFmxSYStAIcmFwzu9HbHWfNykYBRJqHDzhfMJvXZaKxp9NJ+7OH9iZoqedrzQIbMFkPfisaQEHDozxT03Y1tb9h2+kh/ggJhSYTYSIQa8jdq5TTahuUtSZ/7cJVYy3hs4VEZCoGXWeIqM5roIom1LnQFMIztYxrvYHdWYcLGF5sLH/b70w2dvfUDsJ4bvtQkVNo6f+M4AJOgDBA6h7fCm366EgEmCa9ZMYZw1Cql2dFoAolQdBF5jh+3B5uOQeW5ltICQsNz4GKpwGrQHj87Os8aMxVrexKyHZtmG3Lbvt/BoP8PY8i90xP1NNscyQ6ojOxDB/kj5UsQuwZ2vZZqua611xr5IjbHWCiKbbynp3XGDXWg009pvc/U3SMhKAiKKt6G6i/4J468pkZ/9D5gmsYyQk21GNFjxd0HSA4awCFRgOcJ1mUx3wvsoNdAZMeEdpSAr0YHLWQGQ8k5nSg83WYCqf9mS1b+bh/sK5DB/e12E3Eae4usTW8dYldEwXCQowdULEOizuAax1jzQriqMJetV1j1txb+sYwe1d1X0X1IKsA6jma+veOhopAKn3VrR9TNSAKLiqln2GDNMCMfbHtoCItoBpQdcF0+B5fKjqPt00GtMZsnEGbIWrLcQV6MqDqy7AFJ7RyD3IDgHTvof+EHP14bn9HdtlMJ0romXTe7zFPbYHdmmrG4KNsVQXVEr5G9qwkxCqdWmi22sLDKQaH3IoiDqfLgAosI6St4OnCxo1Mml5DFSvW8asO14bwNa4SV9OSTdJppUHllRgIqhyr9Wg70WGnqRrr8piQqXQHbA1B03g2aPBRnqPwT26mkbgHzZptr2ZzY0OE1ekB5UIQOoyjIppgaQdLm7qXXWB1AWRVRBLD6IxAB0CntbFDlmqy6RjcbADwTXUQ8GsBvovKnHWbLMdoHWL1DmYBCcVVB2hHzSjLkEEd/vAYt8ZRl3jHdZvnVZ/1WFoaNc9OrdNOHO3vMJFNC5Mxl6Mq6i5GQqiuKORFKD6IGoZq8NIIm5iQh0Q7QNQFzw9txrtfG9BMwTKaFB1BEyvI5ydaVPfe7sMwGoGnVvAqcQDTaUgljjZgKzCg1CW4GQfXGNa7C1a22Kt/lI3MRoQRxNk4d1jawfQYgCWaIAkU6+hZOwbSMYQRTgR7TKSVDgVb5ko7O8uII2xz20A2ukRRuPLh9c1tG4Pck+P8SCzIxLDGRApOOMBZ0pfDUc3dXgbEDprEFo3HiIFym386x0CK1j/kRyGJ4BBcJVe73FoPc0lvb4K4IonEKWgUs9QUeL10T5Guo2NWtHfAdE+AN0GrH2gOcTCtmrw+SqmhizTCXO0niBCWD0YljDeZcYThClARjijEcI8PLiEeCiRH/QXNKWV/JCAs9vg6m36q8NgQvXB5aIpJBnIrGG3aAumfWx0HxCNdSrgboZpGeM1QPK6Ngr28EW1LCeiFBfcpfLpeajKf+rat7kzfS32EG7SubQPMlUMpyCO2faOdZP1q5smNaenv/xvPjyxawP28oI+8je1YS6ixIMrySDOti6zA6YekMZ6e2MsdBvrDJlmn6n3sKBwd6RHAiRgdQdkkfcAUeI7RCaGqmwi/QMv87ogO5TBVNxLNe8zWBD49z646rOAULTh6RCBV4l/yrrgijIPqijdBdNYqOM+Y4BSNkMs9CP5H5J1z9sCfiKGb+dW18o+kcjIx9JCjPHBBL8chCkAlWx8/f50SaQqXDME6bZxlwj2CHyarIt98S9kusNkMtlemBQNO0kfr5Kq0VtRy1wiMJuMOlrjABAdChiVsDMl/kM2qfqsBm2bOREhVOyDr0pvgSSTB9JjDbhkXPfaNJqs23NKTso2JPp4ZuG2dJ0QYAXa+NeYwB8yjVD9wdj2/AwI7Z8uWfXDB0NwhRBGN4Nhn901uHzA4PN7bTsVCQ/QiTLCCd1J6DJ9DxOW3dfUVLeBYCHz/o/Gd2+juqIz72e39Yc9yKFF08SX9OnYcOina9YiXIjl0Ita+4Fk07/w7hhi+PzQQfKQFiZkjE7tu6UTc8iyW02lBGcsxM2tq0ZZi967fY01PhVHTcdTcoTywBLbCHov1yrkLjnjQa5rHxS09bah2nG3kafqM7i2NmwfWw+YaNtTFiryMUY1uD+tRr6njY1FSuUHtUMR5xHb3r1egiHbEMWY3XKCTihEyAS1tb9gXXodZo2n/LpoXaTD9y16Y2mWD1eYP7SFIr3BQmS/a2MPZvvbyLJXCcmIDoP19l9fIRIgLanMejDq9WoVDp2IXc8dtj3AsNfdOIZwGmGawdo6b8bVKtA5rlr7wVxT+mXObHuA+0R6YLaP7XNoTvu2CIPYrYsMJTDveNmGpC9hOp7mXibkujkfz1amWqLzLXO5pddg5qQG2qrTe65KTXoZEmH2UDQVvdQSIX1GqURgG2ruhRuaAKGKQesti8m6WwrMj1fq0vcqnfEgC6EOKX0jd2/A8Kl+16B46M+xh8qavv4yle8wWUYYTAHau0mD17m2I+5fNVdfxhuE1JiyQMlNC26rV335900/TPFKFvQWCGyTtOdAjM3kMjUo1RH7xuc2CeWfxLp5OPz+tgPAztDSYgBZANenos267DV0j222hWnSsBVQNz1wBZjmge/HwoYzrPZamIPpJ5fs/h5N1ljpY2BxUmJk1Y2BwSu6yJ5JdtOJe78HUdkR+9b4rE1nmqdwIPpNuRX9pt66S2C0POTHam4LoB33aGvfYeqFjTogCDJFCpzrp3wfBC7Y3yHYCVEMrImBwaEMNjnT1OMdhTYDVaj+dHMrR5nYWYOg8jlNuvLpwkkGbFkMaToxHOUDphaQetedfGwW2Ll9kAauMbjHuvBxRV3tZrPStP9wWRdkh8TBQrp6d12V5k3nbY060rjlBkzhBb6p4Ky341e+S7uTIAQi+HkUQlrauEzoGWrd4CIM3hZ+IDzoMdn49Cjz7ewvqMmB6oCsax8j0EK1Z2t77OV0uWUvZ0KhXm+63y4+Z7/jOQYEMJzrMH4ezb5UUrfiHiA+2WBWUF8u2h4kzgv8wS733J0mKquONWoE6qNFOjS7cw0ZZDEYINqyGEm/kXrHiLearB2wTvwbWFXcf9L3gexdZkfcx3rjhdFuz9GUDbi64r5qprSZpj3pS4mOuxybkX4nuMbP8waZLrBAcp5T/OgFfs9TfaO7NVq3dybKDCwrwoGHwTOV5lh9QnxkxLBu1D2tFaRB8Lc/KJqXLkE8A+3HTUXUEf2yM4jeZbOPhckCe4XetGmApYste5my7T0KZ3brCtjGe8gQU/Sz1MNscQDnzHgphGDbkghjcZCXmPrldpB7WaDOvMDv6C+4r4uMMovr1GHoTa2H/lDFnpPX2me0WuPfVBIAZhV+QnBT9kBur6t1l20wdpCxIXW/l9lu+I5zvA6x3gSNEdfYsle9ZS9je+J+ZyKvlDhtmmzecL/C4Le/X3fVzujvLyoQscXWOZbtMJFwXn8lJyWiPwYZbPcolVkj0pLmBfWYVQHzG+B498C74HK04Yt+NL6N0Cs/kzluwCXChVdgFLjIn1VgsiYZsRX/Vm8zMKCfYTDGaA8x6fRNWhiE7oLLVN4FDl1jnTc9bC/ue+5xEEYQUuCsa7SYw9+few9wj0dxVXKNiPxrlrsR/M4YZLD9MJ7+pMDWBSrO2ylUu0faWSKkxVnpLy7c+V4KTghXNKUsDPS8bci4cONTxpz0wVoRNbVSVZNLFoAm92iz95HNdmYYdcBl9RZc9boTxqkIE3OFM6AtrVfp7geajlbX7nn9kgRYIESOiHOkXWB56Xeu1sjoykfw543A7+svvwu2Yf0Q5mf6pGT1l91Ak4h9/CPK3L5qMz48YZvvrgn6dccZm4vu9Hq2NRiaAXFTt09wGyczVS9W5nQYWipBbxr3UW0VvlQAACAASURBVPltdd7RMrfEy8Yi6fv+9q1/1+dwH8GGrrEdImvAVW+2ugt8WELXbQmB1lSoW9G9F90Z7arJzROjQ3i3moy3wy1ms9x+r1+y+dG7uOSkRMU7AdZgnav+RsO/pKi4Yv1vjiirEGq9fYGSWgBHCJEDqT+47gxtqiZ+JRqQNRdjrc+/75ptos1ETXQffCONsJZptpe65zJ7bCY7uU4y6nQEbHtqre2kXB8YV3udYZ/h0FbXArg6zOUfmmL7YNX51o02D6JwjXvUDXt1e5BtbYywTHXerPIKFXdEnEMNlpuOe9xAdEMWXul3ZoYCH7oAezyzfN+gMDkpqRumM/VL4CV0CvC3tg0/eH/f6K82itw8SWMTLqxtWEwhomac0ox0Tv2bZ/yZWg0x40CTHaANXWeIo4Wb3CbdvYUhpy64REQv69gWu26x3myj9V3dpatW2AtTeXANQdstBWX791rsq3O2/8Sb6irCey2pFq3WFWrN9CcFMiq5+deayMe/xt4Xudu6Ud2EKkyBFNfARfubjEtMnWHrMrwmJpx0G7XvZqLelpEqJS216y3I/JPZXa/5NNozU13QmwQCLeB6QIMmf70z3CFHMkDelg1ZrCvoQ3GTEKnXeV8ShF5jJ6wjbKhBaGjbUWwf+H4+v20Ffyv8u3MW9pmtS4Ro7nsJITyRHOVY/ZL6ebGd5PHNXS6SEAvr9CSBKCtw+hpTnRIxQ8QpUTTB1DsXsQMqKcFKXxKpbVjje4tRF3xmC7LmRasY4wOx1vgutmtEvIh8LS2r+24zsNTQdXZ7nE7d7i7fpIXYVgBZ1y12e4tdcAXd1R2TDD1HoX1vvGuaTp2xjknZdLhE2ZEu6dbDdO6FtXhYGIinDqNzBHnPPdq6IL/KOf4v3j3q3fhXe+jwxdPbN7on9J3IEWo9tqE/mW7drUGac7t85LgB1nueIBdKF3UDse0AeehJNSDrDpaHG6Nz0IXfR8sMIfLdHTg3+7XRbYL/to7AzsV0xxQ7eusQcLXhi7oNS4yOIQ7bUSp/b6wE60pEVLYuD/xIiEr8cuvKfv00CZgSFRcgc2RcoldrkmM/C0ioNfmzS6ZPvHs0JzVRZsbcI4y5SGc1Kq6onxfU1Yb0EcSzNWqyAlEg8eNOfh5hibP761NAuEjPYrr57IUMmpsugSCJjMRFEqENKHC66g83BTaT+HBG+yaODqMBVDUuyrZhja4pGrdldsHRC28Mwh77hqjGgDoE1zBCH8YXu4J+yFwDcLXaSzt2eo+q8Q5ON+0sypZDVFyM3h8VTwh17Y1NUbLcSuvKh6mSswLBhqp+STS5JntSte7RWb3PPcIQYI9nlu87/2dPKnDX6HJGnG5wrLFmAjJvopuTO6fah6EnA0QjQU9rG0A0vcim4YSzOAHtu8l3yE7hG6+irWXRXacLtO7g+XAXd45n3tFLHK7bez2x2X4PrBX01j5wmY4rdYOQRDDT0a9Bb1nr21UZMBG43hxGz0aj1jbaBCXL3voyLkEVWHOJKdbE80ucyJHRy172xB73CKMiPzOc/6zgh/++pr7MmVz4E6vWa6Lp7kk6USJlOhrIdMYfof1NbXuEvWusOyCDIJSEtrjIP4Gt+G/LAFQevAaPHIvvBJigzwYHCYPnvYm8XdH/Gr3JsVcd74vOh0ImwS12e4th8kvoMXZkQmAvv/8u6HYTCgcvgvdgMVXRi2sB/pXXbf3Ozg/N+irOEeIFUm6w0Y9ESV/cm+ne3mOwXquKX/26cr/7jeT5vxhUXDG5KImzguJmTZSusWYDqsCZG6/E7Xbw6bapUWIArDbsEBjGdH5vttEOIovQ+KQ56RCOXvXKbXsAtfI1GkTkdzH2TGk/MifiprSGUYex2G22EyrogKsNnppdvdUFVwimBnCZRjIEcBkIqSVCN0zlKt9W2mzbUjb7kTLF2pIhuAS5rynRmGL7mr5eIWF3g4pzZHyJNRuceoZQa4y+RkYvt7GvtOTxL2+dFLDbot14WP28wJ2FcMWXKOXdpDFNKWEK4KBKd+2Rkk5PU/reI1p1zsSwE6sRNcLGOGnaiU47LrNbDNfcAjIbbfPP2uo1+tV6lMOwQxuHauJbY3oriHnYFfQ63KtqQCghqNoty9QwV0TTfmGsV/r/6ZCVjEuEukbKNc51vFAEUmRYOwOT45pMA0EA1yWmeI6NlqjoGvDsVVyuEeNDQ0Mbf2SDm9wUFYt/827SlEucnhFNfbdVZSlCxn7Ak/3xrmC9rnC8BVc4i57rbBqwFbKicYuy/UkYfChD0QygNx2BcBoaz0jDK5SxJysZ0ZuRE9hLHva8jILrPi4x6K1OLVbPXCE22FSaNuB6E3AGmiychm4kyBaYnr1UVmA2OVKuseYSpfppWMZMETJHxL3XArXrytkaIV8QZdfcfJvjXKO90oOKoewArOcm9U3N7MtxN6k3JUJMkFMDbMBMR/VVsG4vMGpQEu0DWTdBUXlRqxp3icUJibAWoqZCYreXaQ3CCpyUoPRubKheQzzDVWufjNnNZoB+1H2fHSLkh4mC+8AVeovG0jJXCKYaCDldLXu1BUzMtt0Ibde0l1UbmMbYIvf3SRU4lzce6Jlfv1wSpUd+zgSPfXMbrx2U2mCKNXK2xugfEfIauyyI5Q1GNtrrm72xr66Nt2Jwk6f/ULD5f7ZuctibVFmKc9s0nuiQlJBbcsaiPb+H4Gxjwjb9QQOiAY/r1NByodQRNDcvokGn70yEl57r0ot+0QwnRXdosR0xv0drBdYKpS9DfAvGwdW1buzv1rz5TjsFHaZVcw8AqXJEh70EL3A8Q5dL4uwFnrBeoKsMZ7wbitIjAOpyiUzXntnkNYKX6OsfqcyaaL5GpSWPZ/Yu9wi3petEmSHTFe7nFXr5EqtP/eA3z3Dui1YsSpVjTeZ1T8g7uocdoqv36SNnaQvgCi+G20xgWYFJfPjCaY86y1ZQw1aPyWgwVjkA2qHuEO4W8kFvhdr4rVvsAAtwpfMMqxvBH3rPY6CLOl7ACPoz8hv2EoIWXEZfkx41E2X1BCmC0Pf6IM7A1gVRdo0Q19iNz/n66r8uePatHqZF32ajt7fnJt1mjbIJ0dlLVHJGnS+J0xc4kSGiG5zeXrwR0+GLuV7LWvfVD4E47RBRP6ol9HYdYZootrQ+UVFJfyMV/gbHNJNINM5GTQ3UMOFkEEzdHtR/hgjASFyrnbfYTbMZ01vGtm5RWAtWgHF+2LRu3KOy2yFGK7bg6z5sY2BTbrdz4+wGdbZCX/meoOAlphnEjo7BLJqJ1ZkHWLUsQECde1F//L+s0D+uefZtSfSL8hDXGGw/fwQ3GdUVk7+rsCZHL64RKkMdr6hvcvQ6R6XbLIvoFadZdrNOh/G0EfYS0tJmxwLbAcxGFKvaD1GF303i9ZiJ/NMeSkiBZ7HutPyu++uWOuqOIQ7dYbeH2GUt2A+ucOlSe93IIG8uXNdtNiwoN1Zgzot70IsNUZITZQVG5JR/8ak2APIM8j8liMgDTEQ+gpD9vKK4XBPnBfqoJMrMoa4x2F6AtSxm/iVi9e2aycUx6VGBznP0YoMUuyxmDE7E03vnHN0BqFHrgitYA4puz0vYuMNkjask8jc+sFhXi+ncV15s9zkCrGE0HvoRedgCC7Z6K+wvuEeaISAjcaJus8eH5hlb+c9h2w7ay7l4Wz5TRDdEU4G+2RBf5JTPCipdMP/mhuWf1phvK47+R79DIyXmcrujo//JkumK9dTw7FsdmOs+4IJDFJBrWCw6WmBMitET4rMzhJtS3/Qj+/FUCqzG2qh1m2PWHV66rTJM7zTkjlscX3HgTmVT4SeIfmNpY0RdFguxsVC2QCjalPRuz3CMsWBXa3VZqz2ZjlsE78aH6c4jbi9ct4jEID42aGOpEFJqjM1xdtkGT9XxCqN98kJ0nFMuKk7/oWD1p5zlv/kLENM+Fpb/plnSZNj4HuN9wQV3AezxzPIsMxhZE59V5H8tEbzELq9x9hQpXqCSqX/TnO85odKZH/ZpQLa9eu3v5OD/dp3h7327tV7HSKUfV8eI1HoGs3gW6764qluhRsZeiwXgDd10B1i9FyPsc4dh/wO91Xtx1jAh0MVA3XdzY4Oww7HfnTZuZr5EU4uICpy+6q1vNyXpTyvivCJPy85AdT+u1dFZrwKsYLcCrHWTpzOFvimJjhZYk6IX1y2LwRXRdIbTR2G+bnuxYW6UC+HA4bTswf/7UNTRWGNvc7VGIgfsJmUNpju+GYT+UIs1YQtNf0IJ9G52y1jQB+eQtcLv3fhYsC577Uz46E9AtkYilT2sTdpl46sCkKY58qigzuH6n2vE1KD+/pWZ6VC720U+nlmerUvMnyJO/4eU/K+l12LLa+Kz1Ep5LE21xlQT1MSHyB2AjbbACjYEWNea9QXRrniV49/DXpXF6gHIAnCGb6wNIAthi3pk/L7S/cHyoSuE/awFu2K+AywnNaLeIsGJumGvjgnVHH5EtN/SDq1F0xpnwWmfyxdNcvIXBVYXzL8piL+ywTW+SXDBAQBrWGyCs5o4X1IfJa0Wk/pMWrdAiKtmVP4IyGlKOXmzUQssobo03JllCy0ox8qXd20wz9Fqh4zE7muEbI21cT9hwlof4TcWhN2OV3ZBE2r33/YGtLDMdNcZ6SUai3AK174Z2CJMn2ZcHSNkn722u3RA8+AEt33b9DvndNvGMs6xNVYlG2nNhui0wlRef00nFXl2a5rNQ9lh6QNBiz3/q2H+8yX2h2OO//aKcjlDiMBiIKIZTj/qV9HbAZWPy8CudnKAdRop9g8IDhp36BqD+VT8GobsEHajHY5ObExq2nch7ZsHuu+9jtDvJfZOpPZxT2txkUUMsCT3gAsG13bXg9c7pt2AXAFIXS58StUrDOY/gB0EMPGrX1fu97+FZ3+ATCvc0YLNZYpyl0SzY2l5alXyRJpqjYznO++Rhi2oZJx3GinH1hlCTmmZz9yeIXuABeayt436UAPJNgB7yLM8ZCzoR+UbE1rghGmCqNtBfqG7iYLbcwUPNH/e+wF3q8mYkXKaXuCnaQ6TNVFUgq14/v8a1N8fHI1/HTs4AaoV/PWsRNwsyWRCfg3xZEJ9k0nhMoS48uCKZggxx9YZspms2zxR2Lqf499dV8gMoUonEoQ47IWXw9zC7v/t8gDo7s12Chci9oeALOy4AyyhY1yHkoT20fgWXGM20Jfbcw8PRbz3em4z51QhvHvMkXHehj+iSY6a5BSXBcl5QWVLTv9Bkx30SL223S/D7vHM8uwPhvMnFXW2wm4m1K5Apk99PMaBEI2biEBEK5wDp9dOzSthViurkjZdRJpq2q4rY3Cmr8sOsFveH9q/mU1asWgqz7jYIYzaJjA2IBOlxMV72t5qRC1xUQ3G+pT3YE6DEy2buQDk+1zMXddziwmT41SWCls1MkSvW/1VrGrSLzYULyvEHJZ/MGS/vOeZvZrdC2Atiz37Y8nRf0na4KsqYXoRU65TbI2N0o00VftGNg+qCuHcQiK23TbnMhulG0HyWNgCnM2cmiZgmyfSTEaHPw46WdUXxt2Av3RgnAdEeNIbJnNR7QeY1UgvzTTzBLqn47QHancwYsheY2z2Om/cGDGnMkBuUNMSU6ycmldIuaJelKQnazaXXodluiJ/873HYPfPEX48s+j/XZOonJs/07rK4hImF7C5KSUiR6Wgi4xokkvAp96KEtkI/bLMUPFG6hJENQUSZDwXQip/z+30XsIW+oDqbjeYeNuymDTQqZ4mtANtcJHY0VX943jXGlyiz+qwHrBDyroNXOH7cNzzntm1zrI7Y0iolbTFmjTNqS8L0ic9/XWvA7yG3RtgreD/8Q+C8yeKOluRndGCTKY18eQKU2QkjYxSk9zT9MlWf0k9I1LHaLDRVAonEGY9A+ZhFWcphDwwJRtu72n1JgU3WRdObTNChfPAotFSI9/D/357twUWqslRM00Z0UFe3F2zqF9lLHaf2XLl4nnlzGYjEL7t6zXIequ/lvunuj60vdJUmp7gjy+hzmhBNj3aULyYEl9sgVFcFqRfeO21ufTCRbkzmK+JCqQtpxa3QU6uhS3nQqa0LAYDcNxh3RnmwdpJwdvIvpPOM1nzcgKnDEJvb64YzpqGRlv2B9l9nMsgnM+iFTbse3Ds7rkMZ1K/zltN2uuUGyHkEgeYJsDa1V/Oevd49QfD41++FYEPr1MnP0T49bfw+GeQRyVSVTibED2Z9IYtkvMCZ6FcVG08JrookeYYOwFZAJMZTkydml0Jq1sWQ00KnLl7/mUw2bBHh6m8BUZRzQwltXVnzjaCX4wCa7usyzSyBzKwbaat/xwbMwwdjhCbM53vr2Jm52Fy0ewK61aIyQpZvoTJGqMWIJqXJRyeLPgQ9soAa1xlwrNflNQzWP2z4dFPK3KbEA1me1sFui4RW9xQXwIXEMcZjlyW6+dWyrkwyRqVXgpbBv099Tnlh4UtvI2BMbjPJp+/q5VCLtkYaw1tZCwU2IL21hyu4Xkd+NB0rt+zY6dSjlCFiERTGkBscAbn8o10Yk08yRFZjtkUWAX1RRnKxb8te43ZptueiPvdb0D9fcnVXyKOflny8p9zHv3Ut97zv/rH9vQftsJydh5x82cPstKkTM4zIpVJy1Mn1NRhZkKlmcAl/s3yzgN2fIr3nebHKcMg89gg8Thodixs62wTxZXtsm21mz3HPcS61xdAJZrU9OZT2GZZ9zcAU1XINMfoNXKyIpq8RJcvkYUfHhLzkvztuke4f5hmr3k2Wx8mJs6/VvCnGXV2hDRzhHyMcD9HpBcI8Z9duf5aqPQxtrxAxacIl/oGvadW6QICxgF0V7bCEJBdgHf3PbZeNwPk4HMXBbiJ/zzAXMNciJfOmRdY91S44s9Ivic6+xN1/RTsC+J8CT9fi//5/3irFPZaDNa1Mb/ufv/bZHT5734zQX9b8uX/Klj9KcGaksn5S7jJLGkhhFoFFgPnKwALBbjJ6E2/y2S0C7LbANFdb3icfSAd7rcLvkOjpdDE5RpwuUNexC42XfYS6WyBS1+SXy6QRY60vvfIRcny+4cJut3DXqP7crftE5PiH/+pIPpFSTTTiPmS7OwGKa6o9ULG0yuRTBYYvcaRO9md4Nk0/KHg6t747vexfbzqG8hu28/wmPexLTP5P1O/dHJy3VsWwKXSjcOsEWpl67wAtSGee3FfLioyXbH8w1vJnhjagzHYve3xzFKZgkz7WBpyQvboBU4cWyGmQqhjh5kJW2UgUs9iLn3lIiXDaWgPVTpzrIzTq+7b1h3mEhsn07Id+pFpLkwF/v12fjjNkSNTnDNrrHvqhHsmo8l3yPgSKa5wdYGYL0n+1sDkrfYeg70zgLWxtKOLEn2TkMgCa3LK5UJmF5dWuIlQ0xmmmiHaeMKrZ1p0b/pD1mW9rbbYfU3GE0eywbkKnAeXI3eYNSpbteuZvBPGyVbUm7VIJguBuMKJDba6aUMTsy9q1lcHzcJ+E/buGAyaYacTTXxZ9Vksj2U8zcBOnEoQpnriVJqBWPoo03ac86OwJkvDkWyE2dT4aiweXCp5Sr1Zi8gu2vV7xfQsVriiAdclevMDUmy118v/W6P+viQbf+X6m7Y3qsHuMvGrX1dcfW+oL0p0XVJfLrBFjuElTlxa5EtHvHCYdesqAMc2I2MnN+euz6HdR4Dftq/7nkf3s5OT42RWOZmWAVyOeCGSycIiX4L4fuxPRpPvsPl/NOC6wtlnWLUi01UID70L9wjvmsFgOyJwrlPqswojFz74usmlyDaIcu1UtsJUM3DrporczJFshAxDSR8+yJyVvao3Rs1ySY0U5RrE99KZHNQGt9mdRKBONlh5gyzy1jWmZyvKaclyXYp//KfDQh5vwN45wNqc//qiJE0F6TTB6ZgCcCKzQkylsBg1O5ZSLrG+RCxCzJyVW5B94CaknbYgk+kSa/HsXb+Ujkvk5JLqpiLKdgGmFznTL3PW3y9BrNC1d42P/pvm8dtJLNxn7xxgwJbFANbPliQyQciM6PhS2horJAL+w1r7n6RMwVa7guI+LPQemtNNSjluDSCpF0LYNc55cNnqhvlXVyyf+xRaWfdZafl0BQrSsxWUBY/+mya6qd+Vawz2TjVYMPGrX1c8nlniE83scY1VK4xaYKsbZHwpnbmUolxL6oW1duFdpb8RzsrNhw6u1sQkB7DWLhxxo7vUhuqmwhaeoY6/WoB9gVUrKnvZ/sX5ktl/eklZFizX5fsALnhfGIxu2GJWkJ5BOk1Y/OAr4SQnGfUyE8IiXQ0yPe65Sm03IpLeVb5qBuy7NDUpCW8sbtwjgMRtSI424HLq2murq29LMl2R/J1hfbUd360BjGa5vneBkjdp7w3AgG3YorwpWD9bcv4zcDoGKXFiaoWYQjwTKvkRAKEEDokrMtSkxNbNoPi7maL1StY8DGIy064yKxzIeLIR+mYNAnSZY4uc4/+04OrbkpO/zalMwY//3n+KHs8s3CD+8Z/eC2AFe68A1mbLcgKz85zFf6RIs+T4ZwkyvpS2mFoBrgYRT/z8RaGACQgRN7O5X3va21s1NSkBXGlqBBBN10i5tuJ0I6vrHAGc/OcbtCiZPfZB0/eMpW6z9wpg0AFZdeIFa3kNi29BTefICdIW2OQ4cVXeA5krzVykqlMqoAHaayX0vWELE3lFM6gtk42tVkZASTJfkZy8oFreAAVCV0QzzYurdxp2uK+9FyJ/aG0AtiwL0rMV879fUtdPsdUNyckLSfQDSfbcKfUClfyIMwsEK88C4WbFZbceK7D9/r58dl6MIJI094smG+LZWiKW6DJn9niFLmuKRd3TXB+IvXcM1lo3dMEVHH+VtnrMVkgSrNU4pRAkW3fpIoXQxziXAmWHwdL2+/vyCSBE6R8MY1DpDTJZY+sN8WSFnC8xlU8WZAPxyTuPa93X3luAtSnZQfRPjn0lZBdKLo2ATERrZ9yJUBEI7atfu3aAvATeS30mkjR3xm1weumMukKoFfWqQMYQzyqMrnz44cq8byL+LntvAQYD0a9NTtRJtxkDmfGpMs44RChk0gda2Rb/elPpO3fZtsBwP5lQiBsfdrEbSeTdY5Yt0OWSclMTn+i3nU//EPZeAwwGoh/YDzK3cqhcSHnu3/DKDa5hM+gArSdjmrDGW2yGXtqQKHHRwhm3RAicUi+wYkWcePco4xVWlERCUxk+JHEf7L0HGNwCsiitEEcFqx9ymV2c2brE2XqDlLkw5gtEtAu0KE4wuZ+h5DREc4MptuOZb6rMUXhveVuOXJSorEDXnr2k/BFjcinEkvzymuzUs5eIqjY08QHaBwEw6ET6z7/2T3EUgRYlkYbstMKUS0ldQPJFYDOky7pAE0kyQ1dnEFVEcYJ/mdccNfFhdFdPR19g/xAW9hmOZdag64oouRZCrGxd5AjxDKoXJB32Kq7qD1HcB/tgAAY+l9/9/rdJy2R6UcM5RHHhJz7EUC1zmV2cUVdLa/VXLdBQGULMnWUtksQPluvqjChuMkXlHBFvULEH2kNayPmyJrwpGFRWgLh2VbVGyhXWXva0V4h9faDiPtgHBTAYuMu6jHyNtXMQUU2UVqhoTjzJqVfnMp6vqKu5te7IUc9dbS6EVCuEmLuynIukKW3eAk36VGQRb3D1tFcP7HUG1MM+AnthVw17IdJ0ZYvC9xypXjD/6jlOr9BiRbn4oNkLeLh5kW/b2nmYR7OU2XlEpDJclBC5OfX6mORkjpRzjJlg63Pqam5xR2DmODkVSp2LOA5AmzUgS1qQAU0V7Ycxqz1wsQ1jiqcI8dTV9crZ+j9kPP1X4sn3FNc/IqJLRLTk5vnyXScMvq59cAwWrDerPD7RrK80aTpBHFeIqMbpBcX6GJUkGL0inc9lHGesXj6ywh05W2+6jEaU7DLZQ5kTG0R3yEo8Da7RGXMlRfQDMr7C2hXxbIEWJbrMP3T2gg+YwbrWstn514r6JiJNJ0yOY1yUQJESpUfU66Rltc2Lc+L5xNblV3J2NnH5zc9EHM9x7gnxTFGvvti6Szc9aDyzVzJ98N2JrWuM5y+o18Zp/f85Y64Q4pmcn/2JzfVz4ux7tHhBebXGTlbvS07X69hHAbBgTeQ/pr7xzLwLtLjnPqU8Y/XyEbPTRz2QJdNjqnXmhX8DsACafUAasyG4kllOtVkgxFNbF8+x4i8yTn8gnnxPvb5Cxi8w5upjcI3BPlgXOWbN0161jBafaG6eR8zOI/QmQkRx4z4r6rrCaM38DFYvEbNTEPwN9QaqDSQzcEJSbwCmo+OIdzFbNMupNxBPNwjXgot4eiOj6VPWL5fI+KoFlxYrjPkoXGOwjwpgwVp99vvfJlytDfGJpi4jIqPRmxomZRva2FzD/AwQCbg58RQcc/8KXWbEUwHk2Orw4sQyyak3DpmIBlxrnFiTzJ+Bu8Hx76xfPied/RUhXiDjptd4taYsNcv1BxuWGNpHCbBgXf3i42cmhgmYUiNU6AyAtRF1kZHOaCpln+LccQMMgP4kE5n02cVWcmeZB+a6BRcswL0ErhHihvnpczbXK+Lsqo3YN/n0H4NrDPZRA6xrPffZHXLyuixBTiasrufMTlcI9xIPqi2wZJIzzMYIwJKJxVaysx4MwSX4DrgG8R3l+gpTPgf7ogHXEv1xucZg72XC4Zs08atfV0Q3NZUp0CZHixUyXiHEC+anzxHiBs8yARz7rctaHmi74BLihx64cN8RT773NbtmixZclSk+hl7j0D45gEEnY3Z9pRG6AgpMXlF3Xr1Wr309TeHWHJYnE9Jvxt1iYC5rr6nXV8SzBcZcteC6+t58bOCCTxRg0NQoi090j8WUKijXVzhWxNMbYHHnjryVeBDezVzdHmOxqFtwfUS6q2ufLMAAuHrtin8lW3DRA1eXuXDftczVhiPKG8ryowYXfOoAA3pu0toVjOzXNAAAAlNJREFU6TRvdRhwiw7ru0R4hhM/tOBy/PtecJVX6ybHq3xXdbveln3aAAvlCvaZ2AFX2fmDnZ6iWLfgEuJmL7jC9P4PZG7j69gnE6Z4AFuzDVvscYnuGseKavNn0mmO1v+O01dYu8SZJcbk2EnB8uqDmTj7uvYZYIeYB9KMIbCc2LJW0FvV+goZX6H1C5y+6sW5PnJBP2afAXaoeZ3l7TaXGE+usXb1GVzePgPsblts3+re/N+yVuMS9+ktEVXcPF8Sn/haXR/J+OJ97DPA6psIHu350b30b/ANLy0Nor/DWsElCvGC6iYkDG7FfADXJ6C3xuzTBphPuR7/zbFCcNaCzDMWQJ+1ui5RREuMWVIu6s/g8vZpA2zM6jrH1ldNZkWTOu2amFgDrH2sJaIKve0pin/89Selt8bsM8C6ZvKKeFYQx82YpPgO506awCtU6yvSab7DWlqUOy7xE9RbY/YZYMF0WROlK6xNMGZCHH9Hucnw8+JogaX1ape1yk58i08ivnWofQZYfKIpFjXpeQkuxuQVKnuBtXNkw2RKFWi9wuSVT+0Z0VqfYAjiEPu0AfZ4ZtEo/9Y3XaG1Z7HqJkElFSpLfBpPVRHPKmRcjGktHmM/u8Rx+7QBBj6j4mimSVPPYrqAeOZnc7QVfGyNFiVCVxiTs77SQWvxePbOXtPyIdhHNW3tVaw31W12HqHXEZPj/nShYlETzXQXWJ9BdZh98gCDkfmUs/MtswdQgWe7T2SQ+qHsM8Aa680O71oDKnh3byz7bJ/ts322z/bZPttHZ/8/Oo9I9ToP3SQAAAAASUVORK5CYII=",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:"comp_0",layers:[{ddd:0,ind:1,ty:2,nm:"\u95ED\u56345",parent:8,refId:"image_0",sr:1,ks:{o:{a:0,k:100,ix:11},r:{a:0,k:0,ix:10},p:{a:0,k:[147.85,201.979,0],ix:2},a:{a:0,k:[34,9.5,0],ix:1},s:{a:0,k:[100,100,100],ix:6}},ao:0,ip:0,op:240,st:0,bm:0},{ddd:0,ind:4,ty:2,nm:"\u5DE6\u89E6\u89D2 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",e:1},{id:"image_1",w:65,h:65,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,iVBORw0KGgoAAAANSUhEUgAAAScAAAENCAYAAABNbaMRAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAgAElEQVR4nOy9fawlx3Un9uvqe9+bGc4MhyKpISXbFGmZlrw2TS8sO1zZ2cCgtYITOArgWCDWZBgG4MJ/2IAAZde7DgIlDuBs5GABL+BABix4bQTabLTIGkgWG4uBP1daxcZaWikmRVMzS9miNKZJDYej+Xi3qyp/dJ3qU6fOqe773nxxOAd47/btW91dXV31q9/5qNPALbklt+SW3JJbcktuyS25JTeMxPiR1dX8XPrbfravlVyJ+l6J9ltax1ty9aW73hW4JTeOxPiRFU5/6U7srU9ic+4eHH3XHfCXb0d/6EQu5Dd35223Ptk8Ydicydv9+uXpHJfOjvt2X8OlF7+C/vAZrMOr3f2/fvZK3ctBJMaPrLruI4PcviXXVm6B0xWU69Gpl14nPv/UA7j86jtx+P53oD90An5zN9z6JGK4B133rQDuRLd7d3VgCIBz9vc52eb4uLkMhHMAXkGMf47OfR1hc2YEtvgiLr34FRzaffZKgtgt8Llx5RY4XSPRgEt+WuVa29V1nn/qAazf+h744ftHZhPfA7j7EftdODeCA5dtgOZaSugA+Ok7r2e8/DL8N59Hf/QUOnwR55/9HG47/PnugU+cqc6zpcy1+X6eyS3Zn9wCpwPIXOe82h02Pv/UA3C3Pwr034F4+RH0x74f3Xo3F8hA1CMP9AODUb/P4/x8kW2EGBhnYvHyy4jxc4j+8+hXf4z44u9KwLpW4HILrA4ut8DpKkiT2Ri/LQE6fOnUd2H37e9HxHcD8f2I67srNrQIfAisEtCEALhY779mQtckAOvFbzMSgjgeE3B1m+eA7o8QLv0hwmvPdA9+/NSSGrWexy32dG3kFjhtIfthRwfpsPHUYyfR3fcfIXb/sQ5GaUA2ASmVCV0qZ4GPsn9b+9JS2dd5GYCFLoHpguuQcLAKw/+Jiy98CkdP/H53/69f4odcLYC5BVzbyy1w2qcsYUBzv6lg99wTD2H37e/HcP7HsXrLe1UbUUiPrRqgPRv4V4EBybrIeslyV82exe9N3qdgWgRkWt07fxnR/z7i3ifhvv5bS2xW26jytwDpYHILnAzZppMd+Pfnn3oA65M/gRj/S0T3LhNUisHeM3UMjE1Yg/YGlQOzM+0+vQ3g3FZVHb/3KcS9T6L/xj/jHsGryY5viS23wGkfspQ1NVnUqcdOonvHf4Hh/I/DHXtvPcB6ZWB1AoxoUIsByge8xXZuVC+dJlsBmGBVmTkpYCU9gnRMh5FRue7XgK//Fql++wGpW/ap/cstcEqyH4q+nw4Wn33sEey+46eB7icRkTxrDFgyqLBBVQwupw9WqUpJb9aNGkKged3mys7tax4vmGZLVYUHuvAywvBPEF79X7gxfT9Oj1uyndwCJ0UO2rkqBnX6yRPAvU9PahtgAlLeZwAToAPOvrx2b3DRbFuz9i7FoF59l4BF7Mp/Cq77Nbzj0D8/iGNkG4b9ZpZb4ISDdazmeZ9/6gG4t/w03M7PjCypB0IEHDV7X6scBUA1VDPrt4NEc/PjtPNZdWnJUqa3rczdN9+XvxPga+ySMSoA2QtaXCeBVBdeRtf9EvC1X7Wi1W8BzsHlFjgJ2a8hvNh+7omHsPP2DwPdT8LHXax2lAEjbCAqOxJgxWUb9WZbQLkRZT9LZlRPJwMq7t0sno9XJgzNNpVUPvfVX2p5+vYTM3VL3qTgtG8mNAdWZE+K3ePlL0mF0+xJJJoaR8e01Dd+XuDmAKIlUgEKkyVtIIHKZK9xnk11uIyw94+lXeqWHEzeBIaJWjjAcJCifTI1Bn3XygIjU4pf/nu/jZ37Pw2Px0cwYn/OjZ+800tGRN+rgaEsnAXqffT3ZhF+r/z+JZAvYpNKyIXKcPv6uQFAxC66nQ9jdc+fxhc+/NHRxph+aqRZWdLn3szypmFOV8MIGU89dhJ4x0dNpsS3K5sG2mqb9rvGmq6KSBWmV/YdRK5S/NVce+73fBWzEstlQgQcey6TTeqXeQT6LbVtO3nTMCfZKVpu4NZ3YPS+xRc+/FHg/hdHpgSUbIl956CkeYlaUrErqc4tWMJRiB//wgDmgVL+5L3Ifdofl7myyjVznfjflrINMElGJduSR+JLxuscC3jtgVX6DLQA2d2N0P1DxHu+El/40NN0qJwctW3tu7XvZpc3BXO6kkbH+MKHnobb/R/GDpg8b8GVHrhsm9iCJe1LFkSBh3SrVL/ABiHf526grhAU0HVXYGxeiWdg2qQYmNZM6jlcfvGp7t2f+Mw2l3qzM60bqEfeWFKpgc898RD6239ljOZOUoASMIUGEO3HwQfE0uMD68MSaCzwIRBwnQEInV7O2s+Pk+XktnY9q/5anXNZCVoLl+1s81y0subx3tgG0MXfRPe1n20ly7u1VGaSmxKcrihTOv3kIfi7fmGKVeLCVDhtRgVEB97PereZLALBuDVrgLdAYanMsayl15gDqdZ1Jci5FcqUK77+DPFgDGwJoFVR5xKgwssIl/+b7p3/6Fdp161oc11uSpuT5o0DbD3f3P7CB96HeM+fIK4/DB/ZUhPFzlJ4iVIn5sF9+VhFChvQjIQh/cVSZaM/+h6i/seFH7ONWOfWrjF3HimuYfCX1yCAckmtyr+L9gEwTiCSUW455kl9a9n6Ku+qm2xRwGiP6g5/LH757/12fP6pBwDbC8x/k7+/GWxQNxVz2k8aE/U8p588gXjvL2cvHFdfVIDpG0wJxjFCMtCsxu3MBAx2lAek256BLBbJPmQdAht4GmuZO6/cvkpSqJmpPfm+6vkamQ4W11Mkz8vXFt87XEYX/9vu/l/8n/jRt5a3jHJTgZOU/WSdHAMp7/s4fHhXnm0r2xJQG769UDEs8WIwgKkbrPNK0QbTgUQCJ2du1yLVSosp7gO4CqBslRPtyB0ZchJY8hxn1UTtPr24tv8Uuq88vp8c6DczcN0U4LTExrTE0Igvn/9FdDsfBrCALQH6LCtTzgLVLCpF86Qtkrmka9L2Yol2Dq28lkrXYkza9a16bJOWV5w/s0wmS4Cq1eYVmxKyte3KMJLza/fxZXT4me7+//F/o103M/AskZsCnDTZeoHu6q3/F3x416hWyY7Zmr157iClQ2uesjkvWSVzgx6YB6D9yBJQ2881l4ImGmEOCkhxyeAh8ztxlsozQyjPogVSS1nykt8ykxuAvp/16GlyMwLZTQtOmqg5mV740NNwh38ZftgtjKY081qxQKbrnHuGZjq8lIIFcGbQ1YBWeKeU+sn9rUG25DhNTLsN5kF3icdvzuOoqWZNsPJ1GQ2orPpq6iA9C3pOLc9q5TnkS3Di9HsfX8blF//TbeOibjZ5Q3vrlnjc+HeRY+lQPPX3fwNx/bECmLRBVQ2UXlElyEM2lMdpZbL4qXwFTGyfOhgVNdHyZs3N/pbHbc67p5WTHjteXh5rXVPWWzsnb4NcB8Fe+V9+Lr785O3fEqtfFOeyAJkzRFZHrnq6bnr+PtyN3ft/h0eXvxnlTcWcSOLzTz2A7rbfAA6PAZXBASvqKH2bTXDZt60INkvi59YGeasOLaZmAVOxLw0gdy0M4gvEYqqyjGQyrXNY7crbf5E6P3N9y4EiJZcPon6p7KjmPS3fEvNmkDc0cwLm1yVV37/wgfdh9dZ/k4FJY0zyO5/NpcwCk9Yhh/p3OXNraqQ1e5OKQMcUjMFgR1W9/AhKGjBx9YO2ZTySFZ/UiluaE2KirTauGFeof7fYII8Hs7xqre/U5vw6sl5529v3kduUxakRMHr/OIZjz1BM1JtJbhrmtMQgGE///b+Lwf/DaQ8tMRF2Jr4P2B8zksJn5SX2nFyPJZ4npUxgA8mRnQM6+PBzVMc1RGNafF/w7XM0mZqsL/s+d14pLi0n2uY5VtHngGqj0ryFrfPNMr0g9hGDci/jm8/9VPc9/+K3l9/EG1tuGnCSIsMLcPryx+H941OJXnyiDRxLwMTqqNtGIktZAlBBzuq0sTCYsDq+1/fvVySAEcjI36x6OQhwQhtsC/Hj8xvi/lVW7ojIxm9M+5YeX5zLcrAEdu6u7D/d5u/wpS83s7xh1Lqlxm+SDEynnzyBUxf/pQ5MQlqMRgMYWkpCKT5yhx3Kv63Fjx3UhXEgBnpJJjcA+/KPpAABTL/lsqiP0Y7nZWif68cew6/Bf2uV4fXg3+W98PoUZSCOZ21VHK/dVz8BU0htu01alkJ9Y95T7pxoPeeWo0UzGUiVkINfXH9sTNdz88tNy5wAEb/EhQzgwS1jJU1hnpolBnJNJeGDcEUdWQtyFGXnRIJAS2IAOpnjiKlQvN4StDTWJY+T6p7cnrs+bwftnmJCK34OJ9pQY15FOSxXGedYNtV1m/MA7Fxe30fyJjCUvyGY034WPMbnnngIq7f+mwKYQkqXS8CU9y0V4frPC0wNo2i+rsJCaD/8xDQcxhmes5sAne0sre9SkcCQ6yc+Ncaz5Dj+GxneORBY14+hbgcudFjn6nNUrJLXSdbXT6DFj7XaXHvO2TbFjeySzRkMq+nsUDgEGcpZSuCbTd4Q4LR1loEvfOB96I79AXy4u4opcd0CQJrpkGYHWwgGQQ4ETAOQy9wMTmzBKfvovDeiaCocF37fBDh0X/z+YkhsaO56KNvCKccE8akZ+eX34IUKpnhc+adaN8PDR5kvCmYm+8Ph9yLe85mb1ZN3Q6t1+1knF0//3Aex2fun6GgWc5O3Bhg/Ve/WjDF7mwW3lseKG3eB5eBBKo+m+vAygP27LLek7LUQeU9RNErrfqlNqJzVPtY9c9VuP2KphlU56alb2f1NSuEhJBFg2buXsffSo927fuPfbXcDN7bc0OAkZXbx7gsfehqh+xgAFOAEJFUuCubE7Rgyk+TMMhQumg3lSokFOjHUg3EbsOHHtrat8y45vnUfc9ecuycJTvKYubpbddmvbBXaoIQptIR7B7MIW+dNCFA3wNTZFq6uWSodIIAp9iMA8aDEgmJzUErfcwDcatpn0XLuGdKYkXojC6ZoAhz+R7YUaz9QMw+pAvHjSPg5rcGs2XH4b3TuOTDQziW3vdiv3ZO8f+1c/L6146VoIGepkC2xvKf897zNDeDC41sITXorTA4R6r8iRs+Hu7Hztmfic0881K7oG0duOOa0L1VOAlOWnrEgoE73Aaa2Jeq8RHXbhh21Bq82iKzBrVS9Op92TikcCOh8Vh2XACqdTyZIsI7d9txSbWuVleeNSX3vRTnrnK1rcLVxKdNaGssFoBnoKReBZxH9MA5AvHwO4dX33wyLhm84cOKyKOpbA6Zqdbhcgc72UfmDgpJmO7HUI21G3qbT8/L8HHIgkr3NGlhyIBYR8qE+/kpKdlAYaty2QKSVke28jeq2LRjytpLXs0IyNNEyLGQx2BdX8Tp/0wDUDQ1OlhBoFcAEjOCkxZjkQDbxcJeIFjRYVGbhoN1mgHtMg9YCrTmWZTEsOZiWilb/OWYzZxOyfqf6dw4Ywrht1Xcb0LEmiW2Ol+rkficXYLkRXU23YjComwigbiib09zLBHnqkzYwMeHAJBeBzgl3GctZeFsmIW1Bnu3nv8cwAQu3v2i2JOv82mTLo9VjKAf6nF1pzqbEy/E/6/zyPuTvvSgHAN1QAqs8t/ZMtH0aIEp7lhSt/Crqz4Sebet8JM0YMZmhQDD9XD5O7cFBq9s9DveWf/VGtkHdsMxpUbgAIFS5JDzp/1xKES5z7GiJOtGyLW1jQ9HEGuQtm5ZU9azzWoPYqvMStUc7nrPC1vVboqmjGthaqjU/Xh5L/URjQlI1ludvsabWb9bCaaDus1oKmLwdpn0xDZ3VzssY/vI/6B78+Cm7Ajem3HDgNBsu8Oxjj6C/99PTDjHyeJTuQW1JSweMZlTlnVZ2or6fN7wW9UvHAIDnyxqcwTIaKqCm8i2Rg0ZIOAU89yPWfWZWlZb+SPtPS6wobGu/Jq02p+2lqt8SQ7pU6zjIUp/viIVdeBE7r/3gfl6gcD3lhgMnKUV2geeeeAjdsT9At3t8/JHPLo5tX0FgkoNZmz2BcsblZflKdF5um45f1JfW3Xn9+LmOr8360hOoqU90bstjZdnFZJ06vsLeTdduGcZb92SxWtnu+xX5nLZledZ9WPulfXPWy9cx1tQAqG7zr7F6/dE30lq8GwKcFnnlTj12Enu3fxbuyH3jDrH6fjYIjqHMXCiAZaSdMyBXHiIPdMIwn8uG8jdeppW9sTXYZJgAZyu8/hJ0yN5K9ZfVCmwg9crxdK0gAILOrUlgbSWvz+teHMNYp2WM1p7dNhNE9EBUzAJyP9XDmmSsMIWldjxNFi1IDnWfIYDq15/CA4d/7I3yIoQbwiCuvfG02D795Angvt8Fdu8rDnQd8tqqWc9TbwfIAfMG0SWeLTlrRzduRyV+ioCJfpO5fuSCYgom1YTPwo79ASMIEDDJt8/K++NskZqJjnUMtJxoDwlYpMKs2D55Tg5CdH3JqjpX1tl1EyAsMVxzKbJeMpFr2+i5ZNuNEfuWgUU8c6sumuNjad23Ef6ORddNwAQAm0s/itOXP35lLnT15YZgTi2Jp588hOHYM/DuvXnm4KxpbiGvFQqgMSEiV00Pi5LeQn6nDhulWkQdui/Lc+EzXvRAv6rLWiBV1M1gN8A0awdXsw4+o1MzHyilDLt2UK4hWYNTBq4VfwXUoG61DTEfXpbYK39u8juxpdbxdH6gPN4yXpNYnk9LlV0SepC/h/J7tj95YLX+pe6dv/Rf2ye7MeSGYE4A7FQo8d5fRVy/V30wizIMoAYmzoQk6+D7qvM0wCTbnBrA1PUTm5JApl2jF00i2RNnWNkWJesnWA4xqc6VIQukssmymqomwWMJq+TLU+hadD1iTC4kVrVKQKYtxHaYwkLc1CZclanaBWPby6VM9CyACXyisOV1xNRceoYB8MMEXPIakom1RGtT+Vnce4P5V4zQQe8PPTBsPhxP/9wH25W7/nJdwWlu3Vx84UNPY+/C4+rBAWPuI6B+YK01TlaMCzANHM1bJtfp0UzJOwXt48BEHZoPhOL6rjy2uk92bf49n6sXn1Qnqh8DGPokNYzH48iyuX4KiEvwtlTF1vGk5tE1Y6iZazcYDJCtANDUXy4ELnMxbv3KVtHyPTnGpBKQycmFf6dr5zor9aX21yZEy8wwu3yK6dB0OGkbdOze6796o8dA3bBqXXz2sUfQvXUKGXA9a2C2b+nCW2C5nUIzSmuUH5jAhXdEovoai+L7uCpAv2mqgzxHZozczSYXzNH1FniX5oy3muFZE6tca3uujtx2Jg38hSjPfklmUqBsYwtQOCDJ/fxYEt4vCNB4XbiquMTrylVxToi0rKo8c6jrUopilPan4AFcfhG7lx7e9u3C10quu1qnGcHjqcdOorv9E7mQY6DEgYleZ5STtzV0cpqZgTo6m4RmtS6UhmrqdD6RO9mZqWzXpz+FLVE5Oo48eVSe9uf6pll546b9xC05M8o31LM/cd9zopWRbu+lIGcFdMptDaQ0kcwvuDHWqwIjw/PZAiYOLPRMJEPmRnICJs5m+fMl9Y++c8l9JNSqImdSuXwob5HbAXl7WSmSqQgBk2xi1wPuyH0IJ//Z0uyy11puOOYU40dWeOGV34V343vlOOB4bghH3eC5HPTgRM3dXHnRDLYjZ0at03d9bbOQBlsqk++js5kVMAJSq+vkAbKfyEpZf4UZLWFQFtDMxSctDZJUha0124/wMA+5LZmMdEZYtkdeVjPQa+xKPu9tYtfmos5limKgZE8AbmQD+XVhTk2k/vL5X8zA1JSW5yLU+nrL0Ji9aI3fuEtZ7ZyMGWnluOE1H8OASWNbBEyaParwysm2WDBgNTZD27ytLDtc63jtPPwcFrDJc8n7Gfh34bGthNniMmNl7SKBiZhqlftLiMXENJYmX7op+wdnTfw3eX2t/aTwfdrjp5/5BE/gdYMayK87cyoiwF/40NMYwseKAq4vG7R5ssZDk9HcUqijEGDMGUdbsiQ6ndQ5Se2B8X4JvmUgZxaxUr3Y37ruQvWMy7bBgvK4uXMuYU7qW3Ism9tcvZitj9peMtr9SmEj60Qdk4SIMnU0389UTS34VgvmzPclgJ60i6rZwrhwmTOrbjiH+PoP30iZNK87OJGMnoM7Pl/sdD0wsIfSPIHo4EVEdKxpN8DsPgIc5JKAbWTRG3o7HZQAqHEzqqQBSeyqUP8OqOJZnqOla8O047T9V0IG31Z7W7IUjJqTDWdxaXvpW5oBFF5HDlgyFIXqQaIZzJeIwwROgLBZXX4Ru5fedaMscbnuBnEAiKefPATf/ZNiJ9maVozamieQxsdQB+nJbbItEEMqYoiYGz57Peh80qrO65w6pRbwmcuwUIQQy9+6fhxs3FjOBxBfdDCk/TQwV4ZBfImQIVuTIGbordlTAznouq1zzi200O67aCfUILTt4g0VmBRGRKsQhlgXI5FxZEWeelc7YUjdl/VYoup5ZX8A0Ltp0qfXdAEAdu9DvPeGeZvwDQFO8Hf9AvoTD+fv1FhDN/5pHVgLWuMeDmkD0ICJl5OxQVl4PA0HJhG+wDulFZFO5yFnE9fKPEbA6TGB0oCJOQ0AemOmH8BOsoVwu48WjwSUaor0mvFtGSPVYg4xTKDVivMBFrKidO8EOsQkSag9CaR4O3KTgWflNaleZ+XZcyWPMUoPcseeS36VFJvwOEAV14o6s5Y2KWmXIqEJmj+HGCZVr2MAxfvq5XOP3yj2p+uu1sUvfOB9WL39/85vSyEJ6bvWaWlQa4wJ0Gc66piWV0UKGTMrFyxQLDTWlse0Ul4IW261Lxtn2ScXPgAB5WQN0RbLAiNQ+DDOqMAYMsGj07fJmGkJf7tyNyCvm6vqOGznxRt8Yk8khqqrtSlXnWMCms4DsVcWP3s9pghIdlGMoGdV2QHF24qpH61Sf6TXpVfHMS+vFG3xOA/naNmjeNtq9qf1qw9e7xQr15U5xdNPnsD6nppGeqerczQ7SGCyImlJZAhAxajEjJhZkBY7g6mM9WLIkDo4n0G3lejHWT36SdVT2RObmUnVs9SWGKbfsg0pjd41kJeRrBOQODH7BgdsGnXWmBV9J4CjPEtyvZys55wRfgADJtEmK1Eun5d57Wib2jiX6UsTEjA9v1yMsST6vYcOTA5slLHr5H6Uflx1JSPLqxyYN4/+ePiB5iXUtAr6lOOEgKlIeIfjiN/2m8rdXFO5rswpfuGD/wdWd32gYk3AxJxIqJNyQzcwNrYMiAPYjEO/K0ZKzo6qF18qqpklGhtyrIcn1eH0S5fx5b8YcPZ1j1de+SYA4JWLhwEAdx6+OH7eeRtOHOvx7d+ywv337E4zriarnjEprRJJBkxMiAJJVygHvpWj+0os+gWEFyvU1yOw3ARW14A8inl3aHr4DBsdCYVmXPY4/ZfDds/j7aSK9nW8ENCOvZsrs+pYX0z7eL/MxwsmxYGqZTCn7mFF/zvWWJRFc73zd7p3/qPrZoO6buAUX/jQ09jsfcxU53LBALgVcug+xTBVL8bkx5BBWersfAAT60lfr8YLMTfAM//2Ev7fZzf4ytcu4Ny5C9jb2wMA7F2+rB6ys7s7fu7sAADe9a07OHnnGj/48B14+MHbJubU9cBATgMDmKi/rdOglwOcvwGFg8bVFO1aTjxbKQRagOKZFDKIZ5jBqMPnTl3EZz/3DZx5ZYPn/jw9hy2ex/HjR/Bt9x7BD7x7jUf/+qGRbQLLQInEKuuAvNSEl5vLRMDDXriKZ2WbaMW09aJi1zm84LqAU3z+qQcQD/8JAo5X4MTDB9SDhYoG1CwJKD1d8rU8BSW/IrdUyJmvX8AffDHimT863wSkb54/3zzPbUeP5u2jx47h+PEjePQ9R/H+R47g6JFx0IyD1PBU5d+ZWLaepWIxUGDZeU0Ga5yTP29+bxo4DczDkEDp/OsD/tVnLuCZPzqPv/qrs8Uz2Kb9gRqoHn3PUfzwd3c4ec+RqRDZrLYRDljFtmLL1ITHzAFlTBSgM/uqDgrNjAMQzn8O33X/e65HgrrrA05/9jN/iCGMUeAcnLzwyslGnVt2okb07oMNtR4mN6h6AI5933h88vcuZVAiIXDK37cEKZLbjh7Fzu4u7rrrBH7iR27Hoz8wZivOACUHL33vV6WRmxjKkNq6ZwwGmAeZrge6jc6A4npZ/NBSltYNyWA/TICkgdSAkUGy3z75/3yjAKUl7SwBCZhAKX9PrBYAjh8/kp7FujS0S0P10n2tSTO/9EADc6HuaamFl8QKSvYUB2B9+Losb7nm4JTVuVwDA5x4Y0o7EzAxpbmUI7m88JLMVlR0HAlKQAFgp7864BOfuoivfG0CJQB42+0DTt458v/jqxGkzg07OPPKaFl+6bVVZlcEWktm9KPHjuG7v/Mu/Ox/fjSxKFaZwiDsRvAhb9xS5nItpXV97uHjos7j44M5f+Eyfvl/P49/+4WXFoESAdLO7m5mRW+7fbzAyTvXxXMDgDOvbPDSayV1+7Z7j+CxHz082aVIiElZa/lIsiliAfOae+mBZFCaPVELzenDOAY5QJH9qXv9e6+1endNwSmeeuwkNm95HgHjlC9VOr9wgGhrk9RyM4AlAU26mC0RLunPfWmDf/mZS/jK1y5km8T33Bdwsv/GuII+eiAEwF9W6/XyNzqcemUHn3vlRLaHEFhZA4tY1F//nrfhH3zwGHBoB0BfAxNZWDWA4uEDN4LwAbQhy7Co/8pQ82jG2NvDf/9rX8W/+/L5Re23s7ODd33rDr7jZMQDt1/AA3fu4e7bhxIAMmNZp7xPPbDT48zeHfjCiy7bFL/t3iP4sUcO4eEH3QQ0VF1reQyfLGX/c7CBSoarZLudACigDp+RedirbKSKcXzl/nX3Hf/4h/TKXB25tuD0//3t34A78XhZg5UOSppHpkg/4sqHraliLXDiM5q8hpkGN7mZWXzMM58dDd4PfhY6b7YAACAASURBVIsb7Q+HLgFhM6oh3gM++d6re2E+eRGS8PJrKzxz6gT+7EzXBKrbjh7F295+clQrvv+2NIh4I7iDgY8cLOSl6vpxQHViP4lWbinwc+F2Jwp5IPW0G0rD+DC63j/5O+fwzB+dx0tfPaO2lwSkRx84O4IRwECIA9N62uaD2TlgtTPWZWcXZ87v4A++GPH8X4TRYE5q3iIVFzqbX8ykANUOwdnZXP75XE5Q0si+X2Pv3TXL4xK/8IH3oTtaA1PxXXgPTPd2HGGVhw/Qc6CBrqllwNRhItBMUMavlRPG03GjPPPZS/jyvz+H/+r9R3Hy9gBsLgNDAqY4AOiAfp06s5I6I8Q08BKzSvd+950bPHbHN4DgM1D93vMncO7csUL9O3rsGADg7OseCHsAdgTlD4kd7fMxV8ySty2YOxsoVv/Lctq5lkj24K1KtY7CIeDG15WTDJMtj9oGKNW1v/ngJgHSa8hLN9xtqd4JdPJ9iefGo7GBlFcKwB5w8kjATzyyg9NnD+MTnxrDEB79AZTHynTCmdEY90/9lLeh+sYewIxY5Jku1CR55OkjE4qr7U4kfu+j8dRjv3WtgjOvCXOKp588hMuHnkPs78s7adkA7wg8ZomEe+S8YmjwGAcDj1NqRQHzWUrGR8mH12BRn3s+4K/Oejz6fRHYeMDvpaC5PWTMd47Nxg7w3RTNnFmgnwZYCCO4RT+xr7ABBeR99tQRnHrtCP7szFSn7zgZ8dh/uAaO3A7sHEqz+e7BVDdiPFS//H5AVkZ6l4rYHLZNx0tDrxYnRDJnA3NhCi0AMEaF7wF7l4ALr+ETv7+p2uiB2y/gBx+4wAApqWjEjNbrabvrgZ6AiPonsdsw3gNnvhgAtwOs1uOEu+7xzJ90uOtEP6p4mlh9jkSyrqULwmV2WFlW6++ArqkQSHH2FM7+ZvfX/tcn9ItfWbk24PTChz+Kvdc/XBq/+yl0X6p1WlAloNuY1Dzhvk2pWwnB+O9URsiZM5fxtdfWePjbhxGYAiZwQj++EqlLHZ8esE9ApQEv3UeIAIZRRfGbNDMP48DjQMVldQjYPQ4cOgbsHAF2diYAJGP4UiEQiX5Szao3KkMHIw2s+GcnJgk56OfEpwusMcVs8fxOe3vA3uvAxfPA3nlgEAvrJSARGHV9mkS68btLnkjX1/2yS4DkHYDNeF9xSIDlgXU/spR+BfQ9Pnd6hXd+ywpHjxjmCcmkaF9LeL/WAMpaOmWCmXE9zWtHn/7M3+q+51/8druiB5erDk7xuSceQjxWpkKRHjoCk7n1bpV9yAAmoG3jsJhRlSxMp+HnLzgc3U1AsSEVZkiAhNHgyHOeAwD6cWDNjcVsf4rAkABpM4zgFwPgL5UMcrULrG4Ddg9P4IQ1Wye3BXPaNj5nPyLtK5qtqiUEUhDMaW8P2LsAXHodGC5MbUSqmgSk1W4CpH76tFI9u1QnvmbPxbQwezP2AecBTyaGVe4D5y+vcfSQb0+AQA1QFlhZjKo4V2oefk/VGryk7s2BYfQjieDsqfPXJLXK1bc59bf/SmEXAKYo2KzScYRnlN4KFVgau2QBE8mSpHDKsUd3lQVm/QrAGlh3QJfiYDpg7MG7UOMPVBZCv3tgZwWEBHhhb9y3OZTsU6mz9H1SKXYApzzOrVW6BQbYgwhX9VrXliA1B7KrHhh2RtW27yd7UJ+cBOvEmFwHrFbIz4GMyTL4UdaZynYYJ5nox3VpsQd2ia3U/W3sK6zeNMnl1DnJwL60H8o+rXmcM377ulwGt34aay0TxkrsiwMQcR/8Xb8A4KrGPl1V5hRP/9wHcfEb/7QOGUgPf5XC9eVbVmV6EynmW3s9EPpppuPnpG1LNKCy7FHA5IXLZfvJgBoiCtzPeKPYbirhA8OXHS0kD5XzrK4JvNwhYMeNx3MDuE/17uO4zW0pc0AkwZOLVN34fn6PEnxbslTFAxQGNdrlMFxOjDOMjAkYQXvVYQQhMTkAqDJpknruUp28UoZ20YJsYlL9pgQ5MjD3CzQDYLL79Kme3k/bllEbqMJbCpFgq7GorG5L5w2BvB81g5icPf3qHLqL39c9+PFT+o0cXK4aOGUjeIj3ZXDKD9k6iPVybl8iozdQ6tT5uAZD4g+TD0YtvmNJFG3oxo4YlYC1zkGELI+bjAxV919dTrZPGiha5gNgvEbsgXXKolAsmqVTuhKYgHl2ZAGXZl+Sv0PZv1To+Jw1INWb7ofinQoRAAWMdjs6lxYikMWXda1saV7FpbEsmyR4v9CE+pVpskjHucTGogA0KsM9iFoftzyzGkBprzfTgkOJPXHVLg7Aobf8ZvfAL1414/hVjMC792cR4n3Frh56wjTt7bj8ofRA4Y0j4bYXmTpCJpOLoVQZitxGvgxhaImTRno3/vU9skEiAAUwZcbPenkxiKlDaIOHBtYO++uB1eFRlVutx4W9WI8n9RQ+QCwqXainTr9QZbPKBW27L/dZTbikt8njCVB7N4Esfc9laECupzbaSaruKrWXBkxBPAsNmNC3lzORiubiCFCxLyc4+bosmiR5nyvqxPiCF7aqvi/BTc2Z7xvaBrdVhWlsyBQs/HjSbjS59OrjV/PFnFcFnOLpJ09g79zPFzupbbSXFWiBkMV3j4o5+AH5xYRSvJ9sDgCKaFgCqWKdHsUxRVHOACz6Liep4NO5/DTjlhVL14EY5L78nBULzKQrWOlUGiMKW9IcJ/7g6wGuydxleD0ISDWQlOzJS5chAOs9flykiqcCr3UsPTOurrH21hLmyX5E5bNWwEAnbw8sbozi55BAxU3bud50nAJSASgcLvwYSgfM3zZUpIiWkzJNvrf/Cq6SXB3m5O/6efhBLFHp9X5S5aHhoKGAEgDz3XB8u+/L2akTYAXUsR1B0XI1YOJpg+mYIgQrzdSVjZTYX32Z2fQYpmSEGD+JYZAQ08jqLNWBVcLJbpAGtRP7umRIDsnoGtI21Z9+61ZTWa2a5q0oBTo/3YOURcZ+oj1W2/Y1KOW6MqYr2VPucyL2bglAxX7sN6Ebv2v9jvbRp3QWxJAmZ8bIAN1ma7Gp4noEaq785KDUrab+TCC52Xtv/MIH3tc++f7kituc4vNPPYDLqy+jp0ZdwbQ1zRkI52xLLd29c+NDJCaDfqLe24iVMlbapvh5nTCIF2LYcZo5LZaAFldzuPoTS0ByrjQWy1MUt0mDgQCOd9Ru+k7bfJ9ZTV8a0y2hOtKgJDDlbLCyPaFx0jlWym1PhETcSJ7qzHdntZA5csj2JEVjTVrflMkOXV+W7dYTs2o6MxQPXBGMyc7PjyneRs3qnNU7phEQQLnuRXznPe+80mlVrjxzuvzN/7kApiyMRlRq25bufGkklEKGydAlEOlFh/HT98C2cxlyuzJgKvIv9yUYFYBHtico48QCJrqmNoBMYwf75Iypn4zIvejA2XtlPPbChsSOi3ECH/oD6m2+T/7JeyKmZTEqqiMHWQIm39lsalYW2NKojGE/z+VdZP1IUe2siZDUf9nvXCzbIqd5prJ9rQFYKXjnvNSaRkL2JnorEbcFZwbV1900xPvw5dee0m92/3JFmVN89rFHMBz+NHq2WLLIbCltHQYokXeuis3A5LbNFzX0eK1jyNmKt7JzjEqLGUVKMeDj5JgLFMwnr8u2W+qbun+ONZHBm+wwfTmIi6KtuWgBO+MMCSi3+XeLRZnMyutMijO9XM0UEkHPjgebzlIyxeNZtDmxJ94/LFcdMDo/mL2SJANGXztfiuht0f/onscbY3Xm22BtojwzLdOAFsiZ65rqqKUDtoScWtx716/OYeeb93X3//pZ+8Dt5Moyp9VdH83AFMjuICQkaqgZvYk88KUORUbLOLGifAfyPLxRuaHZj2vYgkdt+BRMyErZS/mmuAEzdAyYIoosmxKUgtiXjcoNe0hTHZHAhFLt4dtNYEJ5Hed1VkTbXJ0jkcBEv0vmVLGoJBqeSKZXGPgTu/MdU+8ImLR79dNx2vKOol9whwP1IZRlCZiIPfH+07lp0Ff3xJ81M9oPYQImMlyTt7DwtPUMmIQhHTA8gGKMFBHmhjNG2qC4+MSeOPHww3H4u36+Lrx/uWLMKT772COIxz9d7JSsyVozB0wThIxq5fSUe+D4bMQ7h4vIizNJyKYjZ62K4RigVMWIkEevn64JYFLnlM5PIplTa9lEltZvbiqzhDFle5MEPmFfAmwbkyWabUoe3ypT2HgUuxi3O3llEpoKtuupMahWOUnIcrUGVAy9FevEz9vC01lPISuXJ0LHJsgEXtwu1WJPNPbmkthx6f10XF6tcGXZ05VjTqu7Plp8ly8qAGpgyq+/EejNvQvZ0BgnL5n69o10niFMAEDMhLtQgbozOmV/Xr3ej4yJLwIt7E1MjSy8i1KFTfusd5+p3y0vU+HHRwYaH0objXP1AFcZFAMmsi9JYKLP1p8U7Td+7k4DGBpMmsGebIBczeFqD2AzJ3kdNECJhOqinJbbglxk7n6NuTSuozJG9imZtnY8V32luse9edxeW7xklN+TYYvKn6nNqZjHpCH54Thw79NKLfclV4Q5zbMmoMo3Te9263xNgTljannkClHoN8ncm1UsMwVfftBiQx2zVwHIYCHtT5ZXTjun71Bkr1QrbZwvF3GoIsOLOqLtiavYjkuG0qiDEUnhxXMsdmaOOQElSAkmBUxG/iI2S7MNbeG14y++qPajBKbCo5eEmLu1/IavJLCuBWBr9lQwOW4j4+VSe5GHj5xElhcPmGfzdCyxJ1fZnk5eiUXBV4Y5DeHvAkBelb2ENQHMtqQAE8BQ3vJIMMbVNELPzJBWRwgeYyL/9KAiM/RzNlVRe9TA1Ly+MmP1DqPbltpMM2QBqpePM6ZiwCidTXriSDKw8H1h+i0f76bPyAFTGHH5cZodoxBloFWsSQpdp9K9lHMvlLzshe9TyhGD6gTDzpdc2BHILrm0bLHtmYYgNBEyymuMH6jjoGYZpWBPxU/DceDen112E205MHOKzz3xEDarz9seOqB8x5wxa/BFu5UBT1Ph0qbGenIK3pTGJCdp329GyDVyjh9g6oB9sAeLi2U75BnYYE7aTEXsqSxMJ2L7xCAu4pm0PC3ShiaM3Bpb4jIHLnw5hDwW0D1+pg2K7IPSK5scE9n2JFmT0jGIhfpQs8khoHauWCxHYWoEAEBaAKxMosA8i7ekS+OC+nO3Kh1HlQ3LMPxLOxS36S5ZNAygyk7rhpGYUAiR665ISpWDM6fN5f8O/XqGNQWolJNLx4CpFfI/J1xN5GDkFNodRcyYNzpNtxkBih42TyCnietZO/iJdmfVQMwJFTClbTMC2gAmAHWgJR/Ahg3LCg/IapxbwHYMoWP5Obhtq2lo5x4pV/4FZl/LZUkMPZ3YKDAdS6x1pdm4tIFJG6KvEDMhYPKubQqwxAvAA8Z+yifB0LEJt6/VTodJJaW6OrIXobRDcWBSl7zw78TIpKNiNQHTeN774O94Yv5m23Ig5hSfe+IhhMOfz6jpI9BRKEEskdlaPAiUoQIApsjuJHyB5hxjyufsp9mGxHUolgDQTJSPGdrsimajKDNc8jCExJgCRrCtbAAW07L0fPldDiLrfA3Dd0tInQtIzPDK+UwAlAOJ7FdNESyFGJTqql/KnoS3T752CihZU3Eazb4FFJkqgHoC65QcYFJi8v71rI8Cut3VikMymTxQPP+lcVB0zhwL5fVrhzi+N5Cw4ApEjR+s53n/YfiNDUy84taV1BXUhptY6tm5k0u05x7BLtkEmM0rDlMdaabqjEYnWUrHc5AnHSc+W+L6adD4Drkz5YG05ePaZkEv2ZwiG1xXGpiAcobnTKopjO1wW1o1EOfA19fAVNha+CRjncvYT4bmPkzMybsRlDRgsli6i+VvVqBya1WF1Aimi06bfN1pKw6KytLxASNzkuxpRVpFwoLN3oGjxvfd++LzTz2AsPs4gAktI3/dEXNbaoY+yZZyWhPphWlVwqPIbRySPk16OQVt5uUB3fTpumnNJpVtYXwOc0j2J++mwSGX1KCfWBPdTuvccTXaPLKNqS9Vujyg6GTkLlZm8NijCl6cW50feuHiv0rAxMVhskcRu1CXpLC69ymGZ1H+ce2cSjtYubVNUZwvPJxErcqCa3imLbhYA4xcLsVDbHgdgJr90/vzyGBexBIqoQYybUq+LhibDGX5oZ9MOwDQr4Hh4j+Yv3Fb9t8D3Vt+OlcCmJhTFfmtHEv3XSG0Uh3t+M6Y7YDxoVqzEh1bqHq8QWc6EQFTvnY6tg+CdSnXzx48a6amejBvS5EwLqIyhnugMoZ30ni8YGBkyr/tQC1OsFyKJGfMFrckywDd42zEOwCEZAthZXkcWDeMfzmmTTGIp9OUdZAqHdmv0vHVCzuU/sBTCZvVZxpIXlw8wzK7NGFTziiAGcAh7J5yYlvAtHObaF7JrjSMb/buO0jGgn2BUzz95CH4i2OwFU9XGwV91e41eoyRtbG0SwF1mEDFtoaJ5VDDr8BmDzogzUJ8kBYzQ1cyGVL9qLN4V85c0m5QedVcsjXN2U/ENXM+H2J/yXhdLMmAmP2Z51NiCRnBKb5pFmwEIOXmmzPEO/Fn/aYIV+eAEagC1aU1WFNduWpnlhP19eK5EBOl5ziEFLxLIEOA0LdtgJy1VGEyTJ3j7Ul9LA7T87fUsNCVfXvwkyYQEoukMq0XKNC4iWxM0dIYwAal/DJVjUVp+ygYMzJc2P1p/eTzsj/m5O94AnsXj4/IwA3K4uWH5lWZesXVuUw5La/ZqrZlFSyIxXI4AVjmCnGxn1770zKMqw+mE4bxvlZnOeDmFBnsr1IxmA2qGGgzLEcNQVggTfuY3CkNgFoH1zxg4vDoWLHWPYnzm/Y0+WxEuZ7aDyVAAUz9j1O/GKQ9M9VTAwRgWZwTV+FM+xBdj/qz1paO9XMFIIOiHtYVTvUI0ye9PxJA8zVrzTe30Pi57QPx+acemKmEKvsDp8uvJjQcUBlT4qruqxKBpZ0p14ZsOOm759Q0qWuajg2UrEmTvOaIlZE0vu8B0Gzn05+bDJz5ftZQRS7NAeoW1lrcxRKYMrAwIyPAGIB1jw6V3YYGdWXPYfYw/rw0zCmAmlik3OcMQKf9rjw3BynZXzQDuQwDWKTW0bGxZKOSlWr5l6hfF5ch97wvbT6Vt4tpEJI1kemg76dJiYSDYqDwG7DvM9u5TowFysmcq315smTjoUj5wgCKf5JID3yIyK+N56EFZALaUrYGp/jsY48g9A+P3yRzYgOSn1kzOi5Zg0QJ3nNSKwWQ5h6aTLnR0tm9BK31tL94kYHifanAshEyUHxnHSAn9adr9WmmT9/7rnzoVf2NQS2XsFAmS27C0lgTqYhqruqF+/h+K8Ed/wx98nJpINujWNzcSraWgZzfPzOs57qxZz6XmcJ6piTma7zp5vgKAyUUoVppkABZ9mvq03I/Z3kyz5SUKlWzL1XbvJ9MD5aXkp+Tebx9ZPboi0/H008e0k9gy/bMKTiGgvwFA4T47I8qTH+ceqqLd4Vw+itnGQuUqvoGUYYZOXmd1SRhBELUyMk9TAGZml0sC7WNMKpmg6K4L0oPI8Ungy4NNlLrJHmiztY75LeV0EJgGQ3NWQvvAYF+NGxGfOG19hv/1KQT584qrijnoMc/kR2Nv7ShWtycVF4J4jlEgzydVKde9CtL/ad6aiq9YQgHSsDqg24Er0wRnD1pdWmouFY2hzwOaPwxrYT3A57HvAiGNthTMZkJ1ZL67N7F4/sJytwKnOKpx04iug9OeyhFCOnPWmBcEk5/q5AB1LMUNxjy1d/VHRi6+Jw4Y5sL997llzQGprL17RZ0mFhK3qfMyOqsxFgCncBHjG8aUYzhuZ7CU1ekte1K1lQBkyE8E0QMYz3yICb7TSw/6Tj+WTxzDeBoAFGdpKrL4m3ofnxnD2Kqj8wDpS1fsQBKnprXyQyEVNR+08nArql50JZIq7+32qaIOmf1IOEvUDDjrdhfXOm2KYCZgpbLdszpm6/+FOJ6x/ydLx3hbImEbEzF7Op1YOK/Z+NxaKtyrX1Z6IFIRqMZNz1G9rQZgYrbnvpQq3dVWlROs3m5vgTbnLqCdwDPZvuuVOk8ebZ82cG4yqMZxHsHOI+COXH24sQPedIRQER16RzQxRR82E2fJFEeLy5a5JnCZN8rugc7ltbFSfVVU++8AOU+ongeRSAmudrpGJ7hEtPnDNGf7oVfh/UXDaC0CXfpdXJ5hUnJcSLLkbmkE31UxkDRn/aiTWA63mEynqsvbOgfjs8+9sg2t7UYnGL8yArr+39GPwsxHJTuSgBFqEA+Gc2Qoix/9Q0XMg7mJGmGSJexJtLgOx5Y/7ZEvDDy8hnGzbjypZraDcBGPlQB2j4CfmCn7csJQa1jNw1E9d4hdjKOz2OvYpiAqCWxE6ofCxHo+EjnleBGY3H+TjHyk/TRvu9chgG8Fq4gvcv55RRD6aDJVeVGaqW/qctUNhPw5mvQOfi90UDn4DbTp2WesipXmdO38zG8LsZ56HXpWj6oyNooGl69fH63FXtazpy++LkfwebCfdMOptLJWaaoEDc+ihGhllc6YpFfWRopeSMGfT8wPWR68M4ltuCn88sxQ0IBc3LgyDzQRb3Y9QpC4pPhkg0Kl7wcVXsktayPU/175W02FJQoB3F+IWXyVjlfqpmVaSntCEn9K9SyvnQ3W9JR5+2mbTreR3FB1jAOov1TlH0MtbeNhIziGkBxD6eazyoJeZfyIGPeu8GX9pjCxiq8dNmkyUCoMIRvJtPANm8AajlAAMXBIg3dQsvQtIomwPvSDNN6lXpxXaXe0X0wnn7yxPzB6VJLC8Ld9lPtysBmHoWNiR6QwpoAFC7/ypjNr6fMGFr6WwBF1Go+hgEdT+ur3YP3KDwtAIpV55px3DXsBw4osjeErj3jkFqXhQeIsjLqcVE3igPlM8ufaaPvGBgR0FD79uM++UdlqXxkbdBFNsl04wWLnNnKfVfeMWYML+7T2mb3nO9fYbPW4KwM9YIN57AWX6tEs+L1PreE/Uuh667isjpUphFFxZN1JJujtg6P/uTLQcdKsbLdDvwdP7ngjsbTLCkUTz95qDSE8zNYhjLhmcsiDMI55kIDD/5dgFHr9dKclmqGWm0fCc3g1YDZGNt0HDOO8xiYEJVzKfFAqlGc251i3jW9fhvjWOF0PdudaPZmAGW6wvnxKxR5sLMxW9iPOtZ2Glvidqo8ObHO263GegdRf8leZVORPY2D1JrXny7D7GPyVVISCCnNbvGSisQwV8Q008oE+HqA8owSfNFvFk3V66d+tkrquuZlBJIDwpf9O98L7/OrclJuZn91Okhx4WoeX/2hgRQwss+ANjOMwxP2j6KKi0qde+k/Qex2qp5iqXRSlStsTFLnXyEv0JVLToqaKnEZMokX7a9eSMDOqbGo6UdURux8aKLmrbpVzGllsMmhLg8o7EkBE76LivM2K3I38eNi42mz4wtQYqqcFM6KuME7Wm2bXPyq5y4UH+V15CDwyGES+fAgHAMALNaqhgIonjrqWzl2SHuTEP0xMKiM3puprDw2b4cUqKrULZsjZvo/rzPfNkGNt1+HvG6PNJgq5IEtddFegw6kOKf6FiZZAZe++d546rGTrVIky8DJ3fG3m78X6kHDxiQlr5UjUGoZ00QDt14UUHn/xG1qLIrsMeb1N8iqXZXpk3eAtI+iZx2zJXFGJhkCGRSzmLECFYbCAzU74+2RlsFojyOzF76TgVIgNuRLttSqY7Y1kYesnwZDTKqRtSyjqsuM8Nmdt8tS9SirLTxink0qhYmsG58rZbXIz7XXmTyA3GdUNi40CFnnnNywq/dtK0025ad1e1QX9fgtr60yqGH0+i+Q2W4QTz95At3Oj5mv164osuZGVFC+kBlQUteyLWyojlFXevhdYAZmrQEV9iQ7qZTiHWi8kw3T8cVsOZTn7AS4WeIlQ0gblXGbxThV4RtUZ7AZlLv1AwrPFnngJCviIMSBqyhHbnrpTOBt5ATzZtva2325SucwgrrrqyiRcbsRn8OFZn1S4SznSN6/1DYkw03k+RQA0kBqMdguHBfVZK88H758bKzk+BED668iBkoCsOrguufKgBP8HT85qnRKfhner6WrsbgKBep5FKuyzWsahj0r93jLmAyMbarlsq7qmdgTMShpMA7U0bTlK6IO3P5Ex2dZ1eV4WgsAJmD34lMto9igqjQfzN5TLPHpmVOinzptEVwZBTtS9gMjSFkxOKTmcaN4UT+2TcBKS1Ck1w6YBks6rT6Z0kCE3fMtUAJQZHUtBqA1+fL0OjC2RRArMALVfhnSErHUPNXxxMI1ZLqflmbUsrGG+PCSxcDz4KQZsMIaxXvdA2o2ob0lpe8nRM6/tW5w5gFR0Je2HyjHN+XD5onUOIPK15yboTa1Wicl39Jgn48zKS2I0GqWyqGiBSAqNijJPrQXBuRA1642mMqZ1fLWSeFhIJpbey6af8kyJylmt8nINUqVLxsjo21JDhHBAlVHeHj5M3fGJO2jzpLmJte5CXqpVP1C9hvjOho5Uaucxs7lv3h8rirNnhFPPXYSl157b3HSfOEueRgA1QCu3QRfK5dr4KaHQcfMPYicWlcxRNP36KcOoLVnSCBFCbLobxVqlgGIGVXpwDm/Mmr7QsUKhhHgMmvyylonadAW7eaVL/I6RZ5sTa3jrn1MqhbPpJnT4lpqG8r9qurnUQUDSi+vXCPHVWmquzfCM8hcKbGiUtn5pIgygDCLNfEM9TO1bE15PAhjeKGuEvOcmei6YIdK5H3Sxkrfh/K7mvZEqz9NHAxwqlTYdM5QTh5F2iBMjq4sFDJ07weUOymr1vy1MFxJhBcvA9DcqwC7CRF0CEyN0DEwM9mS0dD8U2t8C5gAnTlZMmeoDaLja7GG/HfpsVtMDpQYp54fB84F+wAAIABJREFU39L3GpJzrQvGRNumF25Gcv4plCwKmDouxT3xMki7KBAzi+YZbV2bSyPGqTgf79fsN/U5KqIFZ1rimD1pG3bklX3atvdlHay3q1Tjjqnc+dhBL2ux24DUp7gZhIK348PxuSceqg+apA1OheGKPTAOTDmHt7QtCD28E0GHxXUWDKhoBCpWbIF1Nv5bF5LNa+Y6Fq0urtUA5W3ARg4wihPJv/POKIzsJL1PBuF0Du0GNfc9Bwpa58dfH8TLSdVL2pZa+y21LYMhXVcAF6+vZcwHyvYqulFDPaPJg68L48dJ1c4BeliI5azZpD9ZV2b/61Z1XyvMDex85JsgU51PFJEDD33SvoBpQnFAtawsX5PaQI5BCWLWJK6Uk6rdYOQ/23z9PzNOOlbJ+iGefvIEYviu+oTdGKjH18HxbAOAACWPes2cnzqhZfwuKiNYibV/S9PE+AokYQcB5pcMcFtS840trPycBNSDxQRtPlGw4+funw9y6crPKV+ZimcZSS0bU8v2ZBpcu+l3ksJz14i1ymXS5yKzi6ECz55fSz63zfEo+4q0NVmsKdKE2lDN5HW4aOErVfJHX/4V5wxT36iuZwBe1Y8BBAWgZlQ7u6nPvfTo6KVjUi1MBYrc21rvqIy9wv6gPZSchdJQ1dSYkZb4Ui+nKmlGYWAEzDhjzOZ50KXw2SwAdjCmOGdx3EIDZ8/KFmxC2iEqill2uCreqCtZUwg6W2qJZVDn9iYXkSkBz6/F610kyvOpLKYB57Ada5LbeZ/0SLP9ha1JO6/RF/jveXuh6q3mflp2aJZtn5kphgHf9ZONOTNdyiXOSIlXnkmID7cCMm1wWt3949W+dSwvFFnEr7WMpQiypErxWZJiJ7TBKAMt6ZwH9EzkjJeKysLFYkV8JqzKsLpl43hKZ0wDShsMS2woWayE+GCDh3ulQvmZr8MHTIPxAGM7bWt3kuAmDfB526GpjnLDfvaSoWynpV2Cs9G510I58Umi2feoL4QNbKP6AuFJEefeBsSFxsRclgZge4CTUnjbuRciAVReq7egHV5/5Yetn+xh4C/92OyJs4eJZmGxbo6vV3JKByQaab4jS6GNPOG65oWQs2HFQHj90sxuUmrBnrQE8tjY7KkAIiW2SYr0PprxM4paJ69dpQZxte1GqnK5fjOgvY3IdMlq2g66/j4nnerxLXw5hWWHKfalSWWlRdjPOG+4FDnHFdWJhMW+TjYl3zbGy+2srolz0/myDaqH+vICS8XL9xJLBiXHHH8XXrcayUxvPBONBNFltJ3xuSceQty9M++geki1jgfuqfpqbNsuirLpU6OyS/RsAgI5c7TGGC9qJehqJbIHkGOeKm+lLKjRWrHfus99BeSJWde023Cmx4FYgMrc87OkyuHOWXNk1xQxSCRz+aOktKq5r3ZMIR9DbPcla5KS0vlSrZNtY1WRilH/lknitFxKjh1DEfBFuAozdyzRRmQfaLG00E32ZkCodXxytUmQ3tybMz9afF9Btzdpq8kBTG9KUWZlC5UJzYuymJgStz9xAOPGt0409JxdymLNhcdomEBp6ZIFx6kuFxE+YHX2qpPJikqga2RoKM47N0EI4/SSrKNz0kx7I+KrNLHqXLSdGKhFuIUVk+Xbal2eOIa6D2nMFGvMOj74m4RyfZ3y+KxJCjoIacJZoYzn2uYxmkGXnR48DACUvVYKYcjA7r+77U4rQ6Y+PNw9P5VjPZS3P+XK5W3eEEnXLN5g2xBNJZMoP9eR5HmA8nhV2Kwhi1XGYYM1NTvjTH1bwLnkFdnFsZrToNf3V/nbqVyjrUjNs6K958RSEWUmihZIaaK24QLPKIkMVqRzAqWDQkrhTWws22oJb0Nq/hyvZjx/2ae5WUPTGLTx01JjrVhBa5mLlgOKHBaarOMIUFzDCwMwvKK+FbjqNTmEoBXGTxkEQhhfJ7Pi3reV7r0zF/BC72T0fvdcsS0pucbCtO3momPBoLYSr1wzPZUck7TN6Tg4Gvp7z+/FuK9t1SSgVHmt5SxWeanWFeUo4rufjmsKa9OiKB8Mom3I01cFDspj2ALtWVnYF4v3M0ovl5vahi9Y1mLVSIPQxsDS0AItQFP2zwDdBgUomg67N6AOFdJk040AxQmPW5khBfWjOPfSo/B+DCGgE8i3SciOOaS75DqmVk4KMSRtsJpgIo6XIm1WnS9nmEoMlJfG2+JNFVaQpphB+ewr1Y28T4jV2dTXO8mofXkvVkqTAxq7ZaR3S2bLGAxvK2kN0CXnbhh3W9dalK7W6iuCOeX9Rn1b7+hTzy8+q/MZ9ikylC9hUPlcipnBsuFWdusBVkhB3Uu7Ta3/8fe+U8WqhaAU99PVdF0TaRfiM0Nr7MhGW8qorJQk2uJNaScp1r3JzjY0mIG2PdT75xabAiVzKly5dG6NKS6xO+0DGLQFvFZnXCzyuYrzmCDj62c6Jy1WncWKeVooLVAypfEslqTU0ZxJUiSD0liUtraURNV+km2Za0wBtteXyM4AjLmzBjWkoD6y/7YfGS/Ic/+ua/ZUWe5X4jeh0mlS0E7m1pQPoHgVTSsuCtvFhrQk9jOqy4JZkwdFtphhdW1Fj69ygA/InqSWLPVQbRs6sG8QgmFbYrmCAIMpWufjX7TUPn7apvK8jdVzC/VQqlsyZ1dVp/2sRVTsQgHLYpeAse9r6l9rAifbFNcuWjaoIm8ZW4IEMFWPfjcmKyI6/IXhDn9Nq9p0D6efPKQuWeEnDKGmjMQsipimJMXaoXSzVuTrnE49p3fz88prEPPgLKglXbKpFSv7qZNz5kD3qrEfjeFYwtZ0WbEnmrTsZyalV36oQiiuVGSxIsW1FPskMLZ7kXandT7amGGgGkug71z9LiLttW0Z7+bqazejxTVWyBg8gedSrUD2fx4H2DRpoLx3etWTdAaYfVFoHa03JxX1Zcwpl6vtTuWRly5/X7Y3Oe7uY8DEj+KqDn+1Dm98HuAovVCtxl8Ud4GyEekVTnK7dfzcPv6iym1lLvZpG1uaKjOAOCeqm96jTnNxjWVp/qYKsOfSjyz0gm5FChugtIjxGBP1ErGCl63+Y+23+qU6PuQ5eJS8sLcCurrPTUTZrh2+K8aPFA+wrNbw6t+YKqE86MrOxADJ8tDlsh7qKmr6zXKRyn3U+Hymo20eUDYHTOpiYmEHy7/zhpU0lxdk+a002r9Np1ffQKxkSFTXeS1kXSTVa7uuIzBpIvOzk1iBrlpqX2ALNijiZ1qsCcpvFbMi22VQ+sA+zRAt1U1jhrJsq7wVb1js4/YlYaONSu6rOfF+B186VWht4vGe+KHmCTol7Sh/39wSkR1qmxCBFtNpNTYA3S7Az2PR3gPYVqzrqtdXfpdtY717bj8i84oXbEXQ9asifOJp3IS1/KjaL9q5F3aQfK0t78uq2tJ+USwf0QrMGLot9iX7fWHQFmXVCcy4HnnQc/VIVYwzbecxvhhDcSTw86lvRE6y+ep7+Ney2v7id0+/KIPKM2M0hQ1wg1gu10iD0qKdmPktn8OwU8xJDrrkDEnzXlm2CWkr0ILvGt67fBxjUk1bipEilb9Ce+lg20/E+FUVJYTAjAa3wj2gt183jOEt8p59KFW7oORu0iLCKWwjM6NQxm8Rey6SzLGT9LH8zpm6vFbLJsr7bytINKDdtzhgWKoh/80BYz5443xTBZGN5Jm0zB3DxN3zN4uvtBFPPXYS3dF3ThUUah2PocnJ+Lvpk3voivfEzRix+fetZrWlxt90Xs2LV0W3it81wyigMBjPOq7iPi2i6Wlji6BOLaF/lROcfZqDeQagrglYiYllySvOi3qLF0HQZ/HSTGXCJNGiwoHUftozGaBOgupyHHZN3kdUe+WWE+ui8IeF5yRg4+YTbTxyz7gErOhsAlKs0eR1DrXXvyBBq++R1RylkbqgBCaqXI9pYW9Dpev7uiGktBa8Vnqrtwefeg46jM06EqjUmcpPsw93PS8xjEsDoDZQmjMbW3PmQ/k2FQ50VBei4rmtLNXH2GfKlVTvxLnmwEhdUWCwWjcgv9WY2kSyzrkVAyoTGRT22qp30D+re1DqwOuYX0qhlJ2NZfL6trU6Q7u+9Z3vJwJiRY4DOgustA9GgobNw/H0kyfyqaaTijgDTa0LGEGJMlta76iTN8Ira4nsLAEwo4etFwMWnw1ZEqxm1Q3Y3nMXFEM2gPH9aHIGH1C8UogAin/nAyZ7E5Xzb8OggEbkuGH3WSQGwFnXCmzyKWJqkk0jb0PYRjhQG3Ymi00VwM4/V/UxZtrhiCItDH1W695Yny5sMQyY+mizfVNN0p5JvwyUuMx5AK1J1TOVtzifiEvsZ/rO+bM/QJvsVu94uKwQD8IkdS01NF+l34oEL+ig0tBEJyUwAShnSQN46N31kA9/SzHBRpybPyTLNuCMtnAR9gr3hlies25IXkkrSVyjE8iXT5CobIYv/KJPbR8XDxOU+HW061WAJET2Fa+0gVTrCrXaSl0D2/tXlJ1R53gZWtZVAJ4yyLOXq08M0LN785ONiZ+L191kmGz8OJbWSDpiNAYlQarrjZzr6fxWTjQK8KTxr73KrJCLWbWbLsON4UA9o6uIyuxMZASXr/7mAWXWQCwaXnRqJwdCS4wB0QSAYTJYLll+wW0cXmb4FCouX23fSqgWBqWTbKZjSXxAsTxISmYIA2tTRT1qJRKjrAX5j3tXNJWBwGoGkPj5tbd1NPNYN9QLLp1hx8uRyx2ANVSHhFMmDjomKKzApb5Pv2mT1aK4KnbOztus3rQxLWSxprbBwNK8DpbZiD1r58AITK6Dch6JM+6u782bAMbIcG4MBybmpKZLUegxvRSAEJS/BUILvpyjiblDaIO5kfxtvDhmH1oRTd6JPNUNWwFvYM21z8taos3UFl2XLMDaLi7flTOqg9E5Z2S/al4GHpEqeInxWwqf6fm29QyKBHb8PNRXuMrMC8jXQXmbtebjWf6r2AujPKtjbn/lGZh9aE44gxXSyt4KLO8LVjwUffJxTS+tzXVjwE3vvet8ys3G2bFwvA1/eT9tjo/ncniwnCGFaIG3BWPgA125cRlM2fUKIFGZuTxIWmPvEyRyXYepY/Vi+U0WBWA965wFoBmZDmW9ChVFJqJblYOD7E4+TNuhS+0pQgtkh88GXw3oFbZC2z71if2ACjCyriXHmGEnvjZUa/a/ahCJdivWf1HmUn4uEVLgIHIO8Rzm1PYKSyZbkYwV0qRYHrVtOp50/dyPZsBIFcmCG2PFCoYukj6GUcsh9tRaq1msaxT33h1/N22Oj+Dy1x8EbrdPprVdEefBDG+tZSOkO/uZh6fm6pbXF7SRMynaDnGLOIu0kBaAmnWhNVNVopX1WFyZkOqTnQLpuIMsK9kSV8brGS9JWL0FWN8OrE9Mv9P25uy0b3MW2LwGeLYvsznD7rVENHtIFEyHgDt/t2LLjPCBAABMFc+swaG0QzIDuO/0xeta20fKLEf9Ls44Wvjk7UutwTHVk6eVztensbEZmUoRj8XHDabJQAuW7mjdHdvm3m8fJw1K5v2i61ReU8pxRs/H3RlPP3miu//Xz67SDd1XAWfYAG4NuA3Ud05J5sQBim5QJoyjBuCf412Vn7yxSeQ++TCsY2YZGZ8iB8CvSm9LVT8RVtEJluQcJhsMv2Zii02A4QBJdWagRsf1DgA7T+jGcUT18d00rqRwbxjf5t/pWfLPfhfYeRtw5B3GiZNogAWMQHXhRWDv5fJ6lsg+RaLZmXh7FrPyHJi3EipqNkLxTLWQgcVBsXwADNs5QKtzsf6/TUbOwjSS+hr1O2l60OxnVIb6HS3P0bzEHBBTbr8pI4F4DpcuvxvAZ8afw+V3Q5OBVW7upqkT8VmDt3/Rafjvhk2pEvbKHY7s1nomUyRoKB208wC6EqBUNqVICGzWSdfis0gQs9RsXSEMukAV+wTYMSpqp2IgZP1G2+sjwG3fVQLNfmR9Arj9hA5Slsi1mfJeWsAE6MCk2jeBKQp8Lg3NQvWnKN+XDGs/kgFIhPBs3f+Z8Il91pEhzDHa88h14n1oZtyETW073nvl7UAe7evvzD8McXwNjltjpIHGq4Q1sTQX1dNn2RmiAT6r5FFZ8C6sAADccEyN32ORalYYNhkbWgQo4hgOhiEAIdFheBRv4cjnJbDkBlqivD1jdTExCxawaXnwWgCl1j89m9veqTOlzVmmsr2Oyl7ZubH/dLdN6h+BG4HUhX8PXHpxsmvJawO1vamyXYp69Q5qNH3YiHMZGUkpbXD2iDaARLKlrhepbvgk6Kfn1scUwLyH6RkTldCEaRP8s+UQ4u+Mi0Oqxno8FR2SxxWUPs37rPa7kBxJzo3iDSlSpSgvhhhjLj853kF3/N2ISJ2M2EnDQK4Zw336x5HVPF7bx8EEmBYQskYmYIqs8ehByJf4SYDjs47vtwuHyvdL1LebZgONoTiXnq/SBoWHjmZ+2REUAK7U4248rDWDcdHKWSqe64Hj36erZcOr+nHcluQ3CXQuTAxpfaRUC4+8Y/x79Q+BzTf1OpPHS2NMsWMgkmwZ1NwFUG9gBiPy61T7GuqgpsZZoTaObVfHD+KzIdKmyj+Bsr/TeMi/JZsWoE/w3ESSRZhDAgAnnkXnk5cy2ZDpcBlOZF4DOnNyd387ALh4+slDCG58R123HlnT0DBIW166ojxqtLUQ2HohJQeavIhQxl6lwa294E+L+iUaS94tNT2uSJdReL6k2mDYGrTc0No5eGbGos7Cc5S3Haq4J7o2nctaJ2UJBxXa5sC0OQuc/TRw9o9HoOFLY7RlMlaf2FwAvvkC8MrvjKyJ5C0/BOwes+un1b96Y3ASahvqvzTBujR4tD6Z+wbvCx6LvVnEmDTRQhq28s7J+97CpqS9bddYcDFbB4u9Vp5TurbBngrD/aZBgMY1dg6Xw4PFfglMcxKdYqRUDOEAVBuTZsi2xGMCogKQumm2cEgzq9EBioZuqYjW8YoRNJ/PGw9I9gjRPrSGsABwLZ/QJrE/ZgeT12+JtbiaA9SJ75+A6bXPj6C0udA+7zYy7I0gdfbTk2fvxN8A1oemOvL6avdA4mJ5TwVo0XMSf/y18Fn8VHZOrOeulWmusVOEa4R84pQMicSJscA/ef+n77I5qUyexK2QhAWIJse29jKE1jjnuOPPfysAOGzO3TN/5YZ0Ic0cxg2oYQW84jPAtPSVTLJc5F4vKLOOTwyKq6Vc0vHWinLrFet8Eu0C+9mXRSmJfPF+Py8GjohaLrZDzaSKoDhf/s2J3xttTARMr/7hpJItYUbWb1bE9+XXgXN/MgHUse8t72EJSIWuZi30XNQk/VpfYsDmoLAd9twkUy6AMUzluWwDTH3a6H2pwhWAROfFpJ7xsIkqn5K1vCl9mlH1jePkelntFpcuzl9xhwZl3HV3xviRlUO4cHzZWaA3tAQf2akKz5VCU6XEtGaMkF6jpy3Jql5jUBaDXNQhV1OodyRaOpQioVhogIG8fwBDy7Zh7AssbfIQJwZBosUBcdHaZuf4aAPanAVe/b3RDiRBSdqX5JITGbs0F9M07AGvfna85voEcOgevW4SsFws82TnOqb2CJtlLEiT4lkmxOhR933VyUBe2daEa4BBNjWwSTSrQHT+9EkagmRImmh1oeNzGbbNXxJaxRsq55fmGkqRJHO6qWsS17amdvpLdzo4P0VfLlXpitlwLqIbxk0ZjcalV/bxOrSEOnC1X9SNS569pMx4UoCyY/LZqguiw/O6eGOG53UVIKna7Zi9CRBGy94GSz64D33L+Pn6F4HNJXZuBjDcYK5lD5B2KB4z1XpeZ/94BKgj99l15PegTQCzDEWoMOOJRBlfbhKT0apuTnz7jKtS60PnnDlsP6KpfVI0A7na/5R9XdAN4zkeayYKYDh8mwP6b8k7eq2CG+TlGVoaFWBiT3L2thp1TpUjtLf685KUwDJCWNOvC1ZnifCocDtCqyNKl7ak/QqRLH7goJ4/uZrHTsDrJAcz/2yxySPvGG1MpudMsCTaR59WzNTcot3oR5Xy3J8k9nTCrqvGlPinys4TuKuqh2HLyc8gqeXSwCvrIHN3FfsGFBMMHSqr6laTChcwbWv2JE3U9YQzE7iUSiU0nFVArdppZTQJEcDeiCsuaQAaKfIXTzrEzbxaZ4HS0gpRpVqgVCTWmlmiodo2FK+NS545Ta+2GB1nT1s+28XifcnQqrowGx4HJretijsDDCSH7hmZy8WvLrNPaXLQZSibi6MXb+dt82UBLA6K1by2AIp4JhgM1i2I25F2P8ngvNhWmbkvJx4nPsG+8/glTYo4MaGCz4lmQtEM41qTaEHWVtstiVUcLh5z6N9292zBsGIeIk59jYfK37JCU4SM0QDK2cBiQ3KmroyzaVYyj+cGNwOkhlgCGJ/VitsbAN9yObP9lR2IdfQeExh7KOqdcvGs4mniFRbBxDIo0/717WMMk/xtG4O6JRqTs873+pfqSPRmGAQxFO05WIxJPFzN5iebny+61lgTD4SVoi2xLO5h0G1L9BdXU9+Mg+FgYtJSsZcAlJpkUgAUAb6Vglt6ovP2jAZWyOvfukIYZoJMMAVutfRNTu20xb8Wa8rqVqc/3CU2CzqeBi9XMfjSj1YmRJIuMRS6HHdEWuY1/vp1F1EsfckxSGFackIzKBlcaR+Nk7z4kq/jov2SQSnTcaFmsP1aQCN1rgtfaQdzFjS+YcfisuQ9hVQnAi2+cNg6rgBgTY1LokY+y680SYjf6LlHNzVviyHJ8BCIyY7Oyb9LRt9Uh1L/lX04eEyB0+nEloo9J3EANt2+31Z1ZWV1wiG8elezDGXzW4R2WDbTkgFOxhnlxo21fWNWZP2S165IfNVNGSSL62JkdlQnj6njaCClevHE+jdNfGD5rsRvPRiD4lSczzz0Ka/v2Z+QnGWxwVw2r9m/abKUSbXKaXaxVl3UZIAKMDuxSoCXlWw+r6ZP231ZfHRmDFNdzISEjfvkVeSPKHvnZD0xXc9hWVurgGXI3Lhy0TaQt3KsYWFdF0s86hAP7y/OyYoUXeJZ6FYTUJC4mRuX0lz3lGisFQ4A1BSdjHJZ1VzVql5xPFPxNPWC1lLxesrFul06hqt4HijW3KkXB/JrjarXGykgVWRbZG55uv+LXy3LXymVTsqSc0q7V1YFtBQ2/JPKW7FMnIX2qZnSscRiM3CkSYTnzSKZtXMJ1V8srxzPF+txIg3NBBL5ugoA5Ul3m0lcnIN/AroZZI6YaC9iAKZ72Zc9cnPcwa3vMAsM7Eoypzh1cpmetFhgSZUTA1/Tm5cE+nG7ShVvJL1jdA7JzoR9gM/edErp2ZNCna1flWPDs40meA61q5UPFFpukR8u9veAZahDCDUwLAEM+fs2zGkpyGnl1PVoFkOUII2pXBDbUTy0udvhi4Ar5iYPXk0/8U+qWzeM44WPE/6sic0R4+ehKRyQ8uSLWo2rxkIw2hJsImf3yoVMOubbjFmd6V6Q7kfanlp9mEcKhA3QvfUBexoYArASP3PjoRnnQRsLOnAxI1kr5C2Lv3ThWukoGuwJSGujhjIdBAW4dav6YZB4jDNkr51fiVoGpplYMih+DAe4Hsi2JkryJcWtDC+eovIAuloi7T6WaIbt1t+caLakDMgWuG9pEOHZNLW4sl6cknuYmiErFqgZbDvKxbiot6PX1Sku3OSRj9fAeokKI47XzuNh1MmYrJZOXIOon6/78HLfdF5BLyRPaEtn0wFFrosq6liwIoshcbXpIHlyogdiSpVBbDB3lmGsauhhhvPTbffDxKRyNgJubEjZBzhA8boXUbbC+MHVvCrqWnScyljO6yEkiBHC21oawA8qVqetUqZo9hxleZSqvvHfhapB1/finB7TcyheBkvPxANwKMIOSLLRPE3kXtSpB7CJkz1TpoAhaXokGWuS9wWU42WRRtFi9DS2rqJFnCYLKZw5uTFA02ZOK1eim3S5ynvse6jv2TJjmxYa2FvMySpTRGTzW5xhUFYnoVevS6Hbjc4wnFN9lBis6AEk20a1PEJRvaSYqq81yymdOtdpQeK6bRnRktABujb9mSKPb/UdRX2IXumbCkOj/OzS1jQoXjIu9CKIuTGt2WOkB7UKSzCYP5+kSYrU2aI9ZXZXbVxp4UJcWgzKskHLZ79i7TiEmkEBoOVZq/zFrceCHTvQEtMW01IJpHGvB0ARsUtUQMmDG52ZP5huSGVJP4+CrfEcUag7S1EH1rCcSWUPXGJP2QgqmEtg9dayWhYzHzuWx0V1klVBsTlYAZu8nfmA0OwpsAFjDqAsFXErdqswJbdqMCYCG1ZHqkdehqKpxcSYhDpHiefoO79GPk3DYRJSSEnnAQvXNG8lBkxJBBsgLF/gqf1W1Md4xvl3P51PLk+qyiY2KNs8h1ywfaROb8O+K+ZEYBT3xj8pK2FAXuLmXJrad06C6DzTD/PHVjR3AYWuBhUZJyV7VGg85YOWDKqVXbEoN/M7t5nkDqAxK82Tt6WobnOjjlw0u9FiYDKeTxOYgMolL5mwB9R4MFqiUhnieT0U5jknpMppktvHWvnvMatZmGBjPLPWOdTrH0D2aWGRUo5caQDfdwUkrdZoacOIV8WTzAGTGAT82NwBxWwSxGwFlNSdz/yOeRvJMynjtLhqxwEKGGdsvqRGdn5Hs3uqX7FYWAwMOZCKHxqqXk71O4jyC1mr1a6tP16uKbIuNHgpyrsFsoYaVwCTOD9vX2r3Ioh2pprAaGeyMj4GEQYgQYhYxJI1okAN8qZKLjWKwP4g9hvnn5NqLDPAz+xePI8u3efKuN+4NxrE8xuSR7VuvBO3HgdIS5UD0ETzpQZxS8wGmqvTAgMfUEfjeocid/NcRynyJvFZNu3nwZUyErjnX1ACFU8z2yfbi8e8kV8LJJ1tqpZKpIDDVZUZcJTv8at+T6Akf6+WU8kY4x5yAAAgAElEQVSBEoR9UAx0zSAvT9ljioVaIktBSJM54NCY09UQc1HwTF8hrLSAiQiRoq2Nv7TyhZMMLXuSpMAoVTq5oLCZ58VAe98p+zT2JO0H2uxGQBImg3me3Ybyuxky0cjg6TF6H2IQY17Q+SGylLLdWJ8wYKLmDQZFdYteqHqMSbSM5nO2mwI89qHWVHXe4lxNVVRhSsDUFp6V05wAvM+0VDluc8oqegod4V45mT1Sey05r19lixvEJ6uP5ZmeCsHWKqxxJXc3xkpLvdMy2Mpla0WQs9cxRIISwyJbj9PSpwAjRXPQH4AlS7NZtkS+xVZ7y8Zc46vnpd+FV0TL1c3FRVRvs5UPq3N1GX5uvlaqsnMAgFNm8y2AYs4lLNW9WfvU0mvLcktUx4U2Mu1xbhXFTtZapspp6pyLOpG0LtWyr5r1Y8DkmdOmOvcS7WFbxqSodqp90ZrgtDQnApiyY4Spta3kilzc6vWS0jiPHFNTBEWJ2KQ5sd7PLldGV0a9BkX1XQIoshUIXM2/m5XCGK9Cdh3qCBo+p85C16AMA6Err0txL0UcUvJk0EzbpWtTe1K6FI+RUebYGTK6k14o2oaaQvPmefY9x2pxNZJu3/K+yFm7FTvFr72FFAtyZ4zb+Zh0HdlvHAwzgsKUAEV9Ywu16TvSOeXsz21MfAjwPu79OBHxCduLc/P9vQAi79gkyeqtSSDvc6j7vHyfoQ8Yvb0RU7rpyMxEAaxzsM+G0Ft/lkhMfTlfugPWy1Vch7D5xnRhdtVeoZuEgLNpGxppSrYK8DIaSmVN5pSWfmZ18hrqL3AGuKhf26LyJFF2RllF6QXc1s7Ar6XUI2O/R6H2qefWnBf79PxZxzW9bqyOVnrfJSSBq0BV4j+KJSoiX9OHbJuknrcyO7qoP39tJYAEJmAEJj5RV6pbccFpX3MypmsJ2lccoxjT5/qeXPPHz12VZdtxAbkRDjmH7uLXp29yxhhQBZH7roxjkPYmLV9T6LAs9Yl8mGl28CGhf5hmhxwsN0ydjwDIdwmAwrSvT/v4+9wBZE9eN0wAlYFKeQg8T5Ps9C6FG3jRDrljC9UxDgA8cj6rYh1VUvMKVimod1YFDVtUM/J4gW1KPW5Y/ndQadmWChFtkO11yX5HwlVoajvzleVDrZJ3YXqujk3UPPMFMPYLmc+L/+bd9AfUE2MBEA0bk+/KSbfSJphtVQWyBXYoYGYyI+afJhIe7Mq7bhcnr51lZ+MOOf/Syw7uLX9lXpjidkg6Y4awhAzhPPCxEs2orYgXD79nDzZTYl8DRh8npmTNNB0LCwihpNj8AXPRAIpcyJqtiTw7PD9QqvJ4rOjg+Y3BhqjLPBRZAlLb7AeMAM+FIteEWYkEuZhgq4CSFZdVOBaEuMEm3q232HZ+mlTk+smlwoFpa481u3+rn+airVQ+9NsWtiuzSkpDqpihTfysXLfzkkM488p0Qa7WoX5gRM1m7XMiC0HeTx1RdqJWg2pWSZQPoVLJ0kMrHginwppqNrAcO0EwqQRYvAOQ/ckxRkeARJ9WamKvzMrynWPcQF7EDokOVA08/sfPzwa3tRxGyxGuLTAdLuv71RQcyrmWLFyVdS5EuT/JMPn+wumAianCo0iVkmWYQCkHTMZp4PE4Jp56J3o7bCCz/jD1Nf43VbisP7cHZc2A+rJD9Qr2QqsoKlDWhYs2aUt7sHxm5iulUD6zzovo8EE3ilchIMNZB7fz53YBKpdO1sVxRle0L3XbEqetgGSqmeeDbYFoHjGOroXRkB6wAVLEsiifU2ZRq+nB06JdaWQlFcHFiT11iorH601/wNThZ9doGSDFP/P9KyDFP5eIxWo01bAFWkskB75ax2j1MDodb4tiSdPKACUgz+j8OeVYNjevORSTpsW6G8xTqmrZRKFcRwOhpcxNqyeXuTg7/qbtrNpBH/8dq//Q6TFPVQ6zY3/ugO58WamFHalavpK2+UvyzPB8mg0UaRn5JDMhUV32YqbwyszDH3xW/dK+nAnTleeg7ZU4FwVS5mhyth8oWVSItarA6++BnC9apmY148JQAlTYKIxKiBV7sx81cJty2rUksysO9+l+2Pv61FUEofwdQH7xaQgJkLxu0I0BdaxR8rzSBELARJ/y2Wc2vamBiSY6sm8CAqRCDUKVOUJqA0l6zvCVccUnwAqIBuUY2X6GZMcCN0egBqjY6QZxcxLeAOvjX3cI8UVgQRBmrhA9EOv3OP42G9sk6StK1kSfKitC2eDABFByf/EwfPmggQmMemOGMmWYYjlcTGyK1b9YCqPciwVQ8n7J4KqJOrOFRhlDRc7X99M98X1XSuhccmFwS3WbDRA2QAmAupaRDwj+XLixuzj9FisHOJvuRXgA/c7VIeveuJ2UpMWIWizIGj8AptdVNfrRkqUtISIzdY13RK8vYeGPvSBFa2Bnc2YFd+RclVNHCp2Q1LtKjfOAaqTSbkRTpbhtSUgn7rSy1YQSmNyq/UAo9iPbpYAcV5SzCfCMA8xYrgnN8p0w2AMTYAFptu1RRRTL+CT1GtwpsSoHXZ7h+AF0/5qxNUxsIou4tpYyRUozxUzjNxPsLBuSEB7nM1eWpz/ml6E+0yUPaofpuUSXgDNMalyH6TlqAzn6cWzQAPQsZiiv4KfrC29xBqE0BjKLYWNKssji2mEaI9a2FQwsbbUF8zIYEzm2XBQrP5Q+QwkcLfLVMl/c/52vOKyPf71RRBdS6ZakQZBBl828Pcr5NDZB+6VoD6EqZ9RZxkFxdU8z/skHOzcYQ2ffi8x2UNihRHnzFViCNRSR0MoMXoCbZ38LpcWotmJb4rqVSkZ1pD8GTHOLivngybm3eLsmwzcwPYNC5QwovKhV6AiLe1sZ7Lb3zETAWYMAKaqktDltI3yS5iJByxI1QytEG5NXe591XBIhvupf6bqPDCvsbM7gwhYnJUNZMTvKtLQAItIMv0pfoAMTRbl6QB0cVoNzWQpeMsp3qgRyx+DRtLwzdcP03a11RsXfwMLtJrzDkzGd7g3QGZQcJFQ+r/w22FzFkNL2VMm6bKEKsd9yzqD1qILMhTcUwtk0UX5+Tg486o2w31hZ1zomiWZSIMYECKeEz91zzL3UJwYep+eoXsOjMOL6UPeJEAEIkwHfLlQ3PpYM9TuKfmNNxDRmct5yVwKUJpW9yqI8A3IfoFTW5YlQ9BF5CqnW9RAq3QYI4RsA4LoHPnEm78wnpMLsIa+YKlF4LDymdKbsvrhUS1Y0O8iMaJS1qU+LY4H2w8nVUdCLdywAhWG7WMaQbA6BPegimwFL08vrxbelXaYl1it8gIa3Rba//FmyKgjbCNmBuJHa15/FcV45p8V6ZP0SU+LAZonVHiqbcLU9KfYJoPwETBqbqCZnOn41hQaEiNHYPMcUOHNcaBqxWLX8HdD7/NzxUqwFwSp7kjmz6FO7Fnn75IR39ssA4ZrrXyh+2xiqA3WOKFhTrizp7YYRV86EdDxVUnYi2Ygx1IZyWd6itfKvEt5JlA7CVT0MqAyWRbhAovvRCzBiBuC8HepZLWcbaKl7MtJc7JMgYHq35F9DNOCS19LKNZmOcX0e16VdkwORBCXtWUePnOYkiOhtKkdg2glGBEx2vhDG56vGinFGRPUJpQq3oXuQarQAJqnaV4vMh3KybpVvebm5VPY0pd1JikXr9c9TOfGdq3U9BWmLtuzcX0yH9oe/OO5ND2dNSz4EZYv08LaxKcx47fqIrMcWA3QG3flubYDL8yzdX12n4a0pXKgKGC9ZTyTrwzuWHERa+fzdGKiWzALG1ZIgPrUiCvBp0q2W3SswAU6eQMV5pS1Phjv4xNw6ZVKSS1qAEYz6bexH1QDV62ntk9K5sYktL99i9mQAVE4pxCdEZp4ASr/F7Pv+gIw/bvdZgFAh/uUp4EhZTr5JQjr0iNY6oGBPlmgR4darkqw4phimGy5uXLleHuDsd64OcrWwADXBnhzr1E7YpHLczWrqmJSPvagLaxvNTZ/tTArj65MnMQcC9nXHUkGZ7A2KbUq1NZFdJx1Htp1FnWpOhGrGAWqJq5pEAlEc6mdZHeOnvhrYBCaP0QImiSWZOdEFKJGNCVBCATT7EhTW3AATyyxhsSQqrplDzDaT62ndpDFp/YFnKcjtkDx6PrU9tzOuYnkNNa7y8BeQS3TuT/W7JkkZI7s1MkplLxRQo/4Ce4kmi3XooE+8Km1NZZ08x5JjgRKkPMrXNiVxHbOvsAcrZ1kS+ZA18CrYk+zASeWLrixb1JvKMpBSDZisTlYdQxhDNKxFotLIXZUZFhjAFclG6Rl21Jr9XVdOnCoTEX01B9KS2hJqRwpNViGWzhJTqB/Ja69GVXO/DF+bhLUyvF/M2V4L47gx1nhOMku6vpzkVpzhDJNmuxaNu/uWFwAaSau3/ik25xq1TZ1jtQH2ekWtk/oyAZcGUMqdaoFjktnkMtoASZ/S2dBtGPNJv0uPxmLDugeCw5RviV9LNHquzzp1XqYORIqbSYW01zIV7Eqh3x3L96SJNstytW8OqPJ9cRbRSnNiUH/rXHOS163xfTMMg6c0kRkurWdsTaCyP3bC8eE6FM9Z7eY0eANGzcKN27LPUZ/k+/j3gBEouL2Vvktgyn08eR1zfVGfu2gHZV/OFcX2876a3+OnCfM4hwRQcYOSkQ0ClGgMrdE9+PFTVG3g0P/f3vfF3HZU9/1m9jn3H5dry05kYuNwr4tNUDCO8hSqNKIlwn1IJZQGJFBELKiaNEmbh1CiNq3kh6iSq5QqSqlohZGTpkWqUeryFANOKLWw1DyUC01pXMd2iSFELtQ2tq/vd87e04e91+w1a9aamX2+77v3u/a3pKNzzt7zb8+e+c1vrVkzM+p4SSCJZkSaJDBpM3Xd5KSl7kLgZ7WoMxobp96aaKDn+ry/Bi1/zOF4+jXbwODn75rXcCdsUWFI44TJYc8xI2ti7K2pyJvZHhV3O2AGdvo2R2Nhn2q1Ux2GyDJkqpvo0MXnEqqXOmnSzx9p22pR3bBF07bWSZx+Zu6WOUEDJs3u5KE/Px+7qd17cY/nL/sb/eebLGaRucjtTjh4s+tdzzBjyz6GdC89miTjLjzwXDpjZ1Q+N6Vog653mFf2a1uAAMnD9qKCuMjZB4/5ISXmSMAc2PXQpyML/Za7CMg1fXLGx4sPn22RYEUUP061swWSQ5hHYg5SUgW0tgmR4EMglWzwt2DWJ0lTAQp1an4BkMlZxRZA1EAollFh6KHPDd2l8CTUJvnyChK5FlJ6epsytQtqI4PSrvnv4vsogFBJqD9oYaXmoOXTU/sWmSY2yi7t4wmeGYOrhBXVK2DzpzGLeM298F/0FI3EtXY1MJd2H9JA/MG0xb1Zp5NpUzkntYd2nyTHObqn2W80VkVp9iIva3ZjKxsvs0lpm73nCaR//QRMfEaPRm8p6vIRMaoSSFkLaTVju9b5NZGAQmphy4fHV9NWyqVJtg6xF98ChGM8w5gN5PU9sEEDQNw8kEZ7yZgkgMXBiqtCFbbHXWN4W+QDacJ8BNjGSRWlP2TPq1yzwFLz79JsippqZ+12u9YubpD6WHaP0c+Z//iTX89057WzfZ7YqUqZHKSKQC/IA9GTVza07JwsarCYvVBdP/72nT36hGHW54GUXncBCAEIK8aeSPoZ5gdfGGGnWYrEfoG5M3C7FNh1Cgfokw0aRXeMFcRwNHNVASWpdmTpN75fS32prZdM7rF3iQLYqkuXZD31aV07ILJXrTyt6hswDVB+bhuDR7bsiXyT5N7fUm3jj0Htn2yVfL1a6FJAkrsmkFCbcUBUO2itp/aOgNko3jvmfDzkABXJiNLmd9mTcH3LH+fRVzd8GZvvsksbYLMg9TiCIJ3ZyB7IT2pPYQbFedH5FaHonfgtGz8H8Y5FlKNLP8zqHpCCVFK27QySzue0vSq8wRJQEShhNp4Hg1lRdtINgUQCTwYEBuWWoMXTsmY3tUWmSZqGTbEGIsWFw0a7CAbr5O0vOKhe5gnrnd5P5yrO2j3GaXaeFhsY3DYHIQImKq8EIWB6hm4GKX6ceZgOC6BrvJ/R4AvkZg/eJ2kGtB8A5/J3GAdjQkBKQLxfMojToRBR7WWZS68EKdKuDQBvuS16Dsw5njr537OUNKO4lLhKWeie6ibyxFXJdqQYvvkIyGmtbHhUB734bS3+5dd4Uq7X3wGn2BRf7lUOjI0wA9LJ7lBV9YTEGZqQAhSQG2/jszV24hIL8IU1ZJSW/PDrVpiaAZvKnwGspto2pCOFuzlwz+5YZo3h0ik5hRUAQ8gHJWJN9A7lBAvfD8wzM4PEdGJABExcLPNESTijAuZ+afnWUV9MFrZLOsdvyTbO8uJwIrFj7ZAZobq9R527N47esQTuwgOvwH/v4TT0BlgLaioz4cf2SGqX6Z5TdnxzLMAeVaUNSYYhUOiVe7wxS/WE1Ly40FMAFJeBfaL0s0E9rEZ7lB8wb3PLGVUJpMTMBS8v+TdJlY9P20v7kmVAz4zEAjT4siP5GTZpPjJcklevh7XS1uxGstwlUJLpaMt0oiNlyAEm7LG0KzNJftrSJPoryU49OYRuw8yY6FCORG0TdcbbluvnvtSyCoOCJLYiEcYpKjDPu2QYTwIKFNUOhigNxlVj+Bbw/qEki+R+d/rz2QZUMhGeiaRsfG9l81QLIVI90CQxAnLwMlSvksh3PrAOUmsQXO2LZZielwzmHJB5A04Mp1JEx9A6qRYvuLwz0rNYwGGxSo0VAbntir75FiMyv8y9Qbw/i21l94W9TMtPe35NzPovAFKysJsNOtyWtA16G7QmVgiMog2xnz9AvrWLFK6+8XDE3HpxXYbjdUduCZbLTmR/BebExbt2Y7gkPQCwvunzSXLJzZO3/Kf4W1tV31I4XraWuCXP1cQZ0bCtdMhHMfny+IviKiBXCWOebPQCdLtAzGei6jRKAmPDHfrp28+syguAaWVTgG5s1Bqv7KihB/qJ+bguV58saVHV+n63e6XySyntmFndy4m5FmQ2pYqvTeY6wIF3CwS2oWGyxc6AhF1x84QUTSOokSUJ4rwtA0gcPQcx4LfaHpP3Qs+iMCcg7d986Yp0JWgBJn/pafdDv/vV5BL/4+741JPwJ59IXpycUqSMnGLDSDqfMORykfq4bLw+5HamOBOhGFllPTuftJG5HGQPmP7TSMM/wIj+cTSjEVo+LH+eIbVH0cZjjjEh/tK1LVdKI3pUu/bS5y51cNl5+w3ijqeay4HGtFqlZSsaK21LJe03UMGI24+ydEUdZ/Uj6jMT+cz9PPMWhvF9Oj92vn7y6UtO5JmiWSYCKckJwcp92W54u6X7wFz/fJBu3XaLp8PTiukY7zbxYdzOdeq7nD1JqND2MXf+EZlFnrP/3mfza3t5DmGdA5R3wLCa2EyYEHSVz9Z1AbOLu4Lsg5unSgEkG4VpQrN0HHhIEtBhI0rC8EQDIOrcY65oWVPqO5syIhUvOeSTOahKsRgV7QkUP8oWxC22Gb5Uhm/JbKp+fc5aStLCgkoAKBdD95vUkM1BNjIip6uhST1s2bdS9zQ4xM9k6yOmu2WGbz7LBsz2JGC2I5VAiU/zxwMS2KfDPPMsVS16JsmUYhsd9NltizUBs0uCvC/fpbVyItGK1jm7b5nop0NxAQAn/iDLIovgrpuM4sL2pEmYaFRiZ9mOABWvkw2KXjLT4QG94og1aTagWkdIlgcYL8wakbQ8tPPWirMmU4sxbQ59+g3MDYsvJi3apgBTLWkBKdnhNfWohd3IsCXjt9zhU7MnWftFJeqgU65JMOK/hXe+9PTmv+O7YRMapKYD8yAj369W3YO43iN95wRIcmDkTE0KH2h7zO2bXyPhA7WWFp8EqjHx2tIuPuBp3uFrYCY3LCxnZedu/oKMluPb2eu/hP9HSy62iE/gA8bp6AmQ3GYEp/UG2DClclghO0GVH4cD1B/WA+B9U9JYIHchAKaXNYw+HcEjOdue+7skvlGMltM9nmdspKLS5QnGmVresSljYoBM3evYMw5+Tk/dhkP+p31vYItsaOogUAAouYtAskMB0voExsau3YvxWT61HS0BNjvJbEdFqYA2rz+Lqa4cgCFdDRAP35CNDW12Yul/xFl8QGob8uxeLB+1fZ9vlOm9DkwkJdUudCP7GxjYO6+odQEzBtA9tvV2h5mMAGMbXm+EZrVGXJy7doDc4qEbHnUXHnhOFjFrsbpLAZfNDEzACExr7n6+zSsqHpEzzIbjjr2UmLmPwdJCSZ+SieLSSFvTr2mE4fEoTmYPg/6itQY2QAEtFoH/5onys8zMAyuVTsRH/bhNyxaZkTf6NAk3BXUENa4NA5I9vTRWI+1AHHR4eK6i8fhW/gDMs86iGCxSWxPH70lJJj+s2V966cL+KNkRME+odMSgp+tkqK45FwN5+6PTh6ne3AQkibqraAKynjOVrbE9ZMKJBvQJGwImwglskBwIwdMRLgQk+tjbnZ6n9OTZW8AInG4CqbW0dq1hb8XBsqudTKqtD+oB1SObU1xTJRIyDDktxpSOG+a8ig2KNT4QyEzfahQOUG6e3SHAlseBF8svOmB87i3m9WB0UgYDq5bZM83ewcOo0/4MzLJOsM3zk4uda7N7Zj3Qhn8CvPmWJRlIifp1W2DYQzR0J2cbKqCklmN6b6VXR22XT8RQ++LjFx94pdDWMEldDqmWQEBW2iiwtDiYS9Ry+GDD+mYHu79F9qQ5ADOAEy4EJHrpuUsBoANUFofCbEb21GFuBPQwvUROlI1xmgTxIgDdtgQw+4ZnnVmEpVHJyisK2eCU+yqYWK2Uqwh0SSxzoDQ1A/oir3MamdaCTRnOn6pRGbqjngVsMg1p3AVmh0hTZdMW2gqGyMGoxI74YKbZD6Nhm70TGjS0ZjFgUufEYETRpfbnB8G2lUSJyXOGzyX6jQk1Ov72aXy6pgGc1ceK/ZAeukE4WdFm9AEkbc+ffEK6EMRb2sXRpeBSrtpZfksbZV1Lj3lacehHFO/cuC95aVcCqgdtdbVjL9GyWdBK8jgTpDUGkT8BFG8E9J9YVPD2FK4lsjPw66lRbtr4vk/rpncpm9LS0p5NMqnIpsTz8y1d6JvcFbiEAbqxGZVrPD77ramj/Lhx8MWkAoxqqpqs5yIb7RkzYCyJihvtZAyI0OsTNdz2Q+2EQGlLbWs7tqNoIyXThlCHLQn93DbpfUpA46qf9zl7SvwKOx0BYhhFe+ErQqJ9tqB+kxJF2CFdE7rLn7Ci2r3Lnfpk6u8kKi1ZN0Mb1LGGTVOjslHE2ToJPJMxjoyM8ZgeNopzm4ZkT5bETdk6XeVzw2TM5SqG0fmJhoN917bEAKY66FIbhfwd8yADrBCu+i0RzZeKsw1tuxcNtOI2FPI32DWw/3IaX2FDcgZNghEvc6tQ55ETFqYYNsP4vbC+AURzgDVLFn+X2ozx/FrbtJj/MFTUzMI9EmkQN+t1w7SnkohB7HU3/J4V0u7hb/+rD8Fvns5jLGgsxJ5iXM88apVaS1QJYj5GES1GJGe3YtqyESpTyxSXgIyuhT7Njy8xkGoefwa5rQoZSePA1KeMeQDrDD2SdVhyhlOygpqtqmQkztZEOqSG92mmNtaZ9nvDPpy18TxXUKfxufuEBqYlgJJqWsZQ+XNxG1JvDxYemG2IimiqPf3mNkoZPfjcp4szdstearXpbFAR8b2f7VeAUN2mcgyY1fYmYziMelE3aypL99KD87mZuZjg5Ny9W3SnHijSdWn39itgrVRu3MdbPLy2K4EsVc/utw5irUZxTbgNSrIL7o/DwUpOwUYV1acMK9odph/9xPs1FT9+M7tGi1pH95eM+BZwkXCwAhBPl6l98/qLrEjkKX9nZTPARtaHZiqIcYS6xoEIUOq/oe6kaq/5zVEbUc/K6211SANlbRZSi5+o78L8IQd/3s80EtAJoANmU40kTxprkipdVtbv+6R+YypS6WZ4/EO34cVv/llykbZSIP8Ijl20Cf6GJdsDcW8bHo6zp+TFDnOlhX62HyeOkaIiNMNoq3Cv8eS6YFPa9bj41eczJsA8IskGXLRVsb18knzFfz7KD6irMNH21+WdL/HXalWH9imZn1iflpGuUfmKrJA6Go/PgUyE57ak1lN2gZxZaAvPqR3EWTV6Bpf+p2vAmP/ifcGgt1EVsLidSbAnDaCcZ7ahqYF57lgNxRy1zgEqszdxreLkE+5HPnt7XlgWpHTT3fGpJ9G99KDKnkw0FHSqA9Lz4yc9hi9h4RUmO6YEJtmOODBZI1HJu7kPMF0FtDQtVVADRm0Wq2UnBa7axWvIOxn4NWIIlTQTz3QGAnJmVcbZyfZSULkkAMl4JfUMQMIoaXdTCUxWNSd1WTEvWNdKwESG62RtYEjZ9pUCJpLa69MOFSFCofVpLic7G5hU2RYN4ST1WonUy1DvkvP3pj+aakcUMTlUsdSZ+G9ia0NaMa22CdcBAYB223WzkV42plKayVR4P39bS2ZI5IxfputLYFIMtjy4F9eTmaWKyE5fmhnkhubWj8Z4Snk0ASDFnZ6X7EPJzBpSFc6zcNJ3iYvm+lBzXuWzuqS6yc37NCCJ9jWjC1ZVd25fHeqawxIyHLfnpT5QG0wLpp+MNW2Bbu8Szv7A/bViVMHJ3fnQ5xLDeELNGtUo8tfpAnvQigoEzEY7Ggxryx609VqlMPR/ySGgtXA0QlozKDy6Zkw1IxkdqsgOuL1lAWip6RVUwdY4O4lkX5S/zMuK27O6EGI5fJZmYGl2N+bb4N6gSRyk+nRwS56pcC8+A9WP0AAyY/nUtyiZeDw7pSNMK9qylS7ovndSSurceOE/aMtVpLTxye70vxp/NLAnQlHJnsJqRGPvEU+P7bhui/G6NUrxio3GOTePGgCSlfR8oWmYRnGHkT3xl04iw8e8xX+5gFUTaqzUkEthS0di0f9ECkAF6P+AfvgAACAASURBVJ1WGn+l305W/ppKVbjeGj8TAaIcjBJ1EKnqn6m72nPJAak0EOTBoxA7AurvlYvmDmCdEEzP7TAPALw9y7zp8AE6YCGZhGAah58G/7hsC3NbcVOfpLbIT/vlwASkJpp1GD9S7TNlwoYTddYEtILT2R/4OPzeswBG8LGWtAB6QT1to6LM2vGtKAiEYqVNL4AOPOiQs6fBI2lNnUNyqCVJdMpUrpV2joz5KGBWa6C8oWgjZO0Y6iqzkmpKD1XlM8s3fSSzKqlj9Bvit7RbNcVneVo2NbPMJD37NtgRfS+ZLpequvSF08JrbYHXgzbwtZTBGhD5ZI7mt0agFEFKNAheFbV64YvWWyTTqmi1wuZh99ZPP5aF15JoCeQuPPAKujP3xRgJQBU2zufsadiOD9aFcWUygVjcQdJwJ8hOSVHyoR0AgXREkiNOfCDYNihL3JQesa4Su8rKJ0CK4rQKgbY89bYGWJIdWW9bY1ZQvj1QZUXR3qTET9Jk+Wr9IpZVMiEJyNM1q06WbOWs7WdVs+VorJqE7G5ZexFpuAnM6boT9ygfnn7nxrYe+hl0aJ9z6U4Q48h8edkrUOC7sc+W7MpAbghPiMwKOHX+o+WMWJatAfG2d/xWtD1xgPIrNAFUC/VLNpxDDkyaRGOjn19gaQauBEjBCGNdB3K6DeRqY+yQkt77NF4JsEqjvrbeTRNiSaZYLIQBSpKW8lu9VlCxrPxNG5IililgCVPK4hvvzAqrARNPJ4Yt5AXozj0aw6dBONESemQIxLdVie2km7+z5STCzALMtibN8M379QqIuw8AqREcALrL91vr6DRpBifn7t3CnfqHdogNsFpwCCEXuX3K0AGrgLjGrkc61ek91OUrrhtByZqBy8IjZVBOfANpY3LsWgSsPv/v2O+S35BlDF3CymK4kp0K0NkH/83zoLVHmvTKt8ZuZHiethbGSlfIrmpals6COtbeDWdYXMXnNiOtHWnXNcak5S2lc0h2OtBm/vgMd+sWvPA6mdCuScDiYQa2jKnbu4TTt/0zI0NVKru+5RK+8te+guHEXel6MPGQfcivbdz8INIhE8C86r8fEZ2cMQfMAMWXBXC3fAD5tP50nWi1+jDstwVIdK80gNJ9/s3T0f63HjYApLOJpGZYdL+almKAX7oH+EFKKf8lvmFJvD6vJ7pOUpqh5eqYFla+YwuEtHtL2ogVH5jVOhqQx4vpc9BuBSSJP+F67Ffb1bznPZAzp8RL3FDp/GoiJtOGcn41sSYGXKvhY+7tf/SrWCDLW2V340djTIrdDbmRXDOak87KTyuJshoBrSP3AZ/OKHTAfDTPANWlgFgTkLKXpWKNehDX5X0N1Dg7oxkYPmPYxIp4x/DGdYOFZWkZthn+v+U6vy/DaflZ8a1y1ZigdvwU9zPj69isCQ8pmiMqv14SzYYpAaclPm97FnXgwBTVT5+roBKYeowDP53uTLthxvAFYCLRgCnKpDl1Q8qour1LOPuGf248jSmLwcnd+dDn0PlH85RYIbXZMreXfgOTcZwb+YYRoOJpEpiYU5eq09YmWtwwDuiG75JdqWRbkoyMX8vCivR4I+WUP4bbAahKaiB9t84MaUDAAcLaz8kCHQkwMr6838KKZB3xtWoaeLfUqaaKAenMIpCr87JdaYPXINLlYZ3IQ7NLBZYOjwekJgvXTe1e9DnamoX7N3VAtslcdB9Q3gH3EM+8xCdCsmLmHLo2bFNk8afvKy3wtWQ3Pn/i+3KLu+ZiwP+vpsWg4USeXkcvZzXHcX1KQ+UyFk1I71ZdCaZvTpf5KBWURkAzdNYIZqkM8b7xX9ofOJiVVA3td000RqXlUWVbPH/FthjTLrCrUl6WK0cr62m5R8I7fDZINbKklnvRHmWEjSyftyMI9tSlbVKLD0Bd60muN3xgd0wzscTSbqwZOh4vu7b3LM7efF85opHcLpHcWz/9GLr+/piClgoBBAeodUiZUywFB6zpAWlGgbMn8ncavM6eaAThhsEEgNi1jN0wFYCmdfnoxaeEZYc3WYzIQzI42Tm4k2hpKQhfSrJUZLmtzi8/0sG1pEZq8fl1K/4SBlkSbWkMpS+vJwMR7HfUoppRHlZ74O4olnDmRYNVyR5KmgJnTnx1wiDsTlrddgPmDf4MdU4TSQJIleNdszvxj9yFB15pSzCV3S2h585/RN3viYORBlCrtWGj6hmDwsycsg3oGEBpwvdk0iSh5gWQieUoLFDlBlP+v9a5LHtYqU3wTlVKfxfAkjNOmtTUSPpdim+9kyUGfUvkej2SGpCXVLOaWO2HPw/Vq/RdMgFa5OE7vWwUPw7I0hbEbZPMFkt9CBi/OTBJia5CSFmTpgLStUSd2zzs7nzkfj3xuuwMTu7CA8+hu+HnZ89PdrNlz3EZLrKn7UQ5JxAjkOLpE0DxSi2tyJYSplHJi0aUhWkcxS01JfSzCpTYS5RGzNOp5SntXqHP2QLPy1poK9M4bLHsZVregyg/hZXPUiq7BKXajKsVTmOCFkDz//Kdl8rsBXPny63MMtPAGdL2T3Y3ssG6yQeQ+zVFYOJlYKwpmlf2dGDirEmd/Np7Fudu+blC6auyrznk0Tju7i8ClMWeZDhgBKjOIQIUuSNwgOKOmX5AMnslASoZwZTrBFCH3Tm1htzKUFqASmvAfMSmWUK5HYr10aSFkZGns4xT8iTXgJP7hlHZrTItUbm4WKx1iX3rICQyKHGNlymzXRbcIAA2ccTcNJwApigVdc7qq9q1mOwWcKd/cRcjOJfFfk5SwlP3nMLzT34dgzsPrGD6P9EMA7+23ehhNz0SHwn6GWd3phfTY9a5LZ8nmnaNBcasYnAaXgWBBn8gK4xcTlGSWlki6FRUIel71RL2aslB58/fr1afUg232kLpfe7XN0z6qVGepIZmLjHTb+39uw7zJndsxnrwEwNj4Wlx/QpINI+1aE8EOho4aYSDA1PXP+juevR9jTVhyr6979yFB17ByVs+EDe9t9Q77YEs6XokFadtpwLYTswxXjf7g8RryBsj/zbTaqwq1SdHcXw04/dtZaqxqpJbhBZWG6aIsST7wBtl0q5r8WS4GjAtYS7S4C7jk62nlEcSvuL8uat3Oi+rzFMCk2RP3JcPGLWFZBM7BkzkOhDTm9qhNDFJd56lwBRlC/jhWZx7899Vbi6WA3ENdm/99GNYDR8b/y0AqKJ6xwCqG5CscpYNrMdsAAzC50PSZu4M2bKzAIm1bEI2UG1xrrynpZPkUVD95DR+zR6SPYdlH1HClhbuWmGta6a9q1A2oA2gazYg6Yxp1ZF8ryXfLKA8YC3x4ZJljZM1yM0R1kQQ9wZ3YobOh/GjqXN8EqpmetFcdADR32/82Za9mlrk4NYtvP5Nvw4/XBz/iPU2JbakVcIwuRskADXRU6poEueBFQMmGkWyTfmFv4jGFtRRdZhZG98dQBM50vK9w2X85Cgq4axYatByP3LTK9vohJpKk8Vn8bZ7aXgLOPn/7V5+XRqJS0Bk2eiaAbjBr6oUZ1+MaAGASdUMYKDU5cCUGdG5UVpJO3CmOPUzOTvnFb/DGjBl6ty0hq5z97s7H/pcnuBucmDg5C488ApOXfgguuHSmPJWT52zJ4tBrbm3uewEzIlMdqwOSAzk0q1ALiUJQDaqZg/mc9CxvKUleJU8r+Uhl30/fnh4a0mHVHEtj+z46UfGJTu21eF5naymxtsLwKD/BET8/uqEXp+arUybzeSMNgKtwVYtNbrm0U6fvs/TcEob0u5Z6Wv3tbJqICxBia5lLhJ84OV+fcxDPl7mwDSJdN0pGbtNxsQW9vrhIs6d/4gecDfZt0FcSrj47p9B37NDEZiRXDOQ8+uagZxYVDSoU8fq5obLpd/OXrGJMxozkgPIjMWtto2STWk/I651NpklNXuIViYeZ4lBt+9nwIlpCYMu/e77eX2k60bwWp2Yv1smHnhZSyfYWM/C43GR10qHYjg/PktiIvB2/lZe6vbTg17/3KcpWcnAjODaMhWuzpF0HvFg2o4PCKsRlDhj0tQ5C5iiPxM/Unx4Fmdu/zF3x6eezB9qdzlwcAKA8LW7fxWbV34zuThMbKgEUFthT+n9DE5ZeNbI+6nCekwOmgPU8+cAMVrJggvmoqllwMGBkTxmSjviSp4sY50IE7cqVjpNqRNq6dC3fH7+uwQiWj3Rb97hhzB2nJZ6tPJvEVmvpbpYOkjw8rUMXNagoAET/ZYGcJIaMAHC+L1K2RLXUCz7bwSnzQxyHJi64RJOvPFdrbtbLpFDAScACBff+Un04cPxwsAqou8Rt1fo+XUP4DKwFS9wwypDMigAGFwOLPEe75w94qZ0SWH5b3lPGfVILJCywnOpdczaeXkW4EiQ2C8jk/Gt/K3ylPJvAXmKTx1jKThZ9XjYYjFXNezEjCRA8fsSlNwwagh8US8JgVO2K+WUxlrxCKeVG1p4C5gAoDv5XnfX5z6jP9j+5OAM4lLe/s5fgA8Pzzlt5wfrOqi7Z0YblKikxAZFNqtu/AxuNJDLwxK48N0yKY3WpRTWyMftOtJGQXYMAlC6z4+b8m68nx1vJZgOGfblia/aNWBOk6dtHRCqCcVLjh5ieUmGp+XBP1b5Ka8ayFB8Xp/0rZ2CKz88DRItTk1awmh2QLpeNIwD5gJhDkwJo+ZMib5ZH+D4w/fVtwzguwDT+uS9hwVMwCEyJwAIT91zPZ7/sy9i8HclN6KKNzEoeRJFPwHXUgYV7zEjJW3yPgzi5ZIqSLYoWfgFDEqTGsOhMFI0NY5f31VqZbHKY6VTu9YatsZkWvJqyb/G6lpVX00smxOJZWPSBkjH7i05vZfirMU1bjPyJ3IQWg1AtxZxtoiajcmY3P3uri/+nbyAByeHx5wAuAsPPIczt/80/PCsGoAYVLedKqQiJQYFIB6Rnkx1skdc8eUbHnF7FWuGJPnPGBRXl7SZHZVhDPkoTSN6aVSncPsBJi1di2W0pKPZvEi0Z9Gu8f9LylS7ZuUl6z+5F/Q6tpiZFEvV15g1MPvYcXGYGVTnJtupbC/TICtnkIkxyRNPOFvyYQEwAWVgOvEozp3/5bwiDlauiAIevv7+d2DvmUfQ+9PxYh8AN1VMYtxeAdhLt/KVDKrfzEBEacl0xoizAV6zQyWFNOxQ2hIIzbhp2UI0oALKbKrEBHgYHsd0896HZKd40H8tr0PI35SG/EuAyMO2MskW+5rl55aEKbAlApPkNBXMoEQ2JpJuAIapD/kwg4mcYfMhBSEym/BrkhxYwOTD0zh3y4/td91ci1yp1oTwtfe8G8N3HkoAalgBYTOClASWfjWrdyQcpFoBqmeNhdS8NACSk1vkbJ6cKk8eqjJVDTSwn0JHkZ0jK7tshJptKbCw2m8e3++foe0kEmxqZXZzHHWWUwnHRTPuZ+XBXB+aik2iAZI2eGlMKfmvLf9h4CTTA2b7EncVqAETkNp0T7ixr3FwOgLABFxBcAImBnX5mf+MwX9/coNYlGY/2mMNJ4LTtJk6gReBVB/0NOLhCazhaCBFAKd54/JtTvjCUGAfs0esE8T7jKGUwIok61y7MhiK1xD/oOxfMV8pC/O3gLsEKvx6LAer9xIolXyu+H3NF0w+ngzjB0QLt2Vfkl7eEpx8GPuEnJWTE03dOmdMfhj7YtgIe9VwEefeePeVAibgCoMTAIT/9cG345WnvpAAFDeIy7VD/ZCqeEDOoACdRQETWDH1DsgN5WmGNkjVtg1ZYiTXE0DCEGL55DWl42jx1a0JWgBov/FlWQ4iPi8XSSENTQWuMc9SOlw0ta7mJqAtRwF0UIp5K2pc78uMKZ4ZV2BLwMiYuFhsCRiB6bq/8s6DWjPXKlccnIACQNH2JhpAAQZIbebjzQZxn5hU103LQ4b5BbvtZBQ31Dw/5LOIJOauipMti/vkWNLEPJjqksTV0lVUl4xdVNSYLL2g/DdUwizOfuK7tJzxd4XdqeGArA6T+jPSqQnVpeYBLrdASR5RmAjo7Dmep1TjIlPajt/7UeO6kLvcdN3IlLT0uhOP4twtf+tKAxNwlcAJAMLjH7oNLz/xyLgPFBMCBA5Q3G6kGsoZQJEMjjGgLbDlzEoBKQDZnlDaEedJHgWQimk0VrHJgGqsIRgMUIaVaclyaenX4tSkFL8EUC3pKuLZezTrpABqNZcPaWsCbDcBa2sZkm41py1tS5S+244zbQRKJKsAhJXCloDoAoB1DkqA7gtI7TwHuodx3W3v2XUP8P3KVQMnoAGggIMDqb4fX+rWIbFBdZOKx/NJGjWfSSywHXWPccVQ2mqfKoKVBRQt6liLtLCT/UgL+BqSGO1D/n+pCrnrMpWSU2UJmLpVDkgEppR+MuXfYFvyYTdg8sOsrRwxYAKuMjgBQHjy/TfhhWcezhw1JRAQeFgABQBbDiQUj+wN5NgpH5nZo4hF+SHb9SWZ1eO7a/J+IE9JSR7UYFPSflR12KypRiS1MEvA6kqLpRLuJ/4kNdeB0v2dAYner59tSxyU4olCw8SIqI2vxgGVhNhS5s8ERGBaiXKUgImXLYnTP4i3/+QHnLu3wfnw8OSqgxMAhKfuuR4vPPFv0XfvzW5qah5QYVF8dwMWZ8vqOqxmY3nU5zGzJhWkBIuSWwADiDsZOvY/5ilmd7SV71KFsLyYo/2I+x8BKVrSf4tlLWQtV1QOQB0sqWtL1LjSYl1LqNNHVqIYu4EZJORRZxJkPPNninnQj7UyEycBTORnbYOyPvURd+fD/0K/eWXlSIATSdzNwG1H8AB0VWpXFgWMTEo7FHIr2A5X7baYbVRki+KnC2tlDIDqOxXvC/sWl6q/UwFMElBrMXRr9wGbudRURQkqJfVyF/amqGqac2vJ+VUF+ZCCUW1bEws7VTWJAc0KadtJmNIUYCXbQwmYkAKZdbw4MOdJ5QQwHkYAwPln0d34swe5Wdx+5UiBE4DRWbP/zu9lvlCAbovaBaCwBYZ1HaS4TYrn6UgV1Nb1iYYVtTHDT2rJyvxD8wqXbKs1/BJxC2YKjbKoM3jQ07VYE4WjGVz6bW1pwg8cINVdugXUAIkGNu525P3cvgDEmwRMmgqXkKkKW5JMiZeVi9sCzl/Emdt/+qD3Y9qvHDlwAiY71Pf+72cwvPzjkUEBhVkzAVRLQIrUNjKUr7qcRZHmR4ZzYnYEUnxmr1ROILdHaWBVWgID1DtjNlVeMxRbLKcUlkuJJck4rfGlKleJz/2/LGZpLTmJybDBQjJebf0loKhHivpGTFs7u3LVjW2Ps6UaU6J4SbZLgWliTH59P86d/+Wrafi25EiCEwCEcO8KX/3iJzBsPjy2dfFmaywKELYouayF/R7EUhguGlDxlx6G1MEzSxyGalownvO0SUq7OC6ePaupZRZIQbm2S3wrjIzPwleXnMC2LdG9lp0CYjE6e7LPstdont1+MFjSdgyebCS3NozdTCwVDljGlry/BH/i7+/nRN7DliMLTiTha+/6MIa938YwjGvySkxqqaoHAD0ZwjnYKdVSsklR3m4rgMoAnpKNqiYtu3FarKpZagymxZhu9Wwrr0ZpWUTdsglgli45RyrFMcEIiOjRTWDH7UlA3dAdr4sfB8GUgNS2BEz2pe5pnLzlA4exe+VBypEHJwCjR/nlv/g4hpd/fLxADmxThfNTgFtYFFBmUtiODV+CFBm4S0AVhlTlyxPPxQIrylOTEquia1pYYH9+Sge6rq6SpmY3avETa90f3VLVgDo7in+ZKh5BURq5p2g9lFm4MKtxRhY7sSX+DI7v972+H+fOf+RqeHwvlWsCnEgSFkXviN6JXymq3gboxZvmIBU2uUoW/aPYmj2vAJUEKCBnU6TyeT+lR2UpMCrunkAqX0n909wTrHBL996uSQtI7erkaN2T0vL8fBtcTYrMCMiM2zT48DJZgMTzJxUuYUm0O6wwW3QD4pZCQA5KgA5MnRsHbT+lF8vZPY3uhp8/SrNxNbmmwAmYjOUvfPN3EPq754uYQSqIBmiBFHV2YmEqkxI+aJZLWuh1vNHAKqzy63OGymUBWEAKWvx/SUqb79N9q/NrJ6BYJ56U8q8dmFADz9qSERINhEhdszyiE2kAI+nZrUQdwws3AvlHhq+BEncPkGzJUbsA07pXwMp/DK9/068fRaN3Sa45cCIJF9/9MwiX/jXCMLoccCYlAQqogxRnAdJuFJlMwS5F6hdtNp8Y3I0ORx0xcUuQkYWU1vktAatW0bYFKf3mcbhYJ7ZQeE0NbVHPOKtscYrMbyB5aZ1LjdcaI7MAydqXfglT4j5+ls+SpsIRMPEiOH8Rpy580P3Q735VL9jRlmsWnABMnuVP/+Y8o8ekCFLIbVKcSdEK7cRm1OVsKm7halQjB6wkL2GjAuZO0AdU1T9NSu4LMd9GhtVqs7kaUltQC7QDEV3TDpR0HtniYQKlBAC0TeIU/yogBaSODUzdkIanZyw5Ucb8e8TNtikJ7y/Bn/mneNs7futqL0HZj1zT4EQyOm5+998g9OcTkLJUPWDqqHQ8VSeuI7enJOftFd63vMW9xGW/qDGqJH8qT4VZafG0ZTat0uLysEQorRaQsaRqI1IjITIjQGd8sYwVlc1iSBooxaUr9PLRaE9i9a3VFQclYO7JrnsYZ978i0fNoXIXeVWAEzD5Rf2P//pz6Df/BKE/P15kAaQ6R8I7XQ8kwyK/Z6l9GlBpjEqbdavZqSx1h6sdS0CnamsRYa+k7AQ4WSJIAIhENWArDLEGRnFjuDBPlADtgBTzEeE5+HRs0GwBJWByD/AX0d340WvJ4F2TVw04kYSn7jmFF//il9C//GuJPWrA+FI1m5NkBjFMP7OvGL5gm6IGmflfscZMgJUdow5dm9PYVevM266sicfT4u8CJJSGNEgvAcxSGRInR9SN/RKIgNw4DQgnSe7FzfMnp0pS26aXaQGS70S4AktyPeKx4hYoudO/cZjnx10tedWBE0l46p7r8eK3fgXDpV9LXA9IeL8OBluKTKrP4wCG6lcAKR5Pc1GwAKtlJjCmoRiqpXCgsO5dDbHKY4GXdeCpFO0ASiAdEGKanc6QVBsSXZNgM5VHiyPBh4DJYkkxHl2L5Xwa3fo3jrKH937lVQtOJOHJ99+EF7/9UYTt38tASgIUjVKaf1FsJwX7C4GVBCkSdRmLds1gVzEd2CyrtiumxrpaFh9bchAsiEvNodQSzU4kMMPOU1HVkrSnZ0rAiAGRfG4VlFg8KgufXfXdDEaB/eZuAQDG3QPO3HetG7tb5FUPTiTh8Q/dhktP/mOg/0AEKVphofXJwBqOJtGordzLVL+GZSy1RauDa1vewj0S+P8sPQPIWmfrloQDdpsBtAzTJJJV1mzsBEJqXkZXUMFWmeGLO1tywGGF1MrWYW5nHIxieflv/yy60x/H2Zvvu9b8lXaV1ww4kYQn338TXvrOL6C/9EvRJgUg8zhPIhWAKmEuRqY1sKqpUjVPbOkWUQzbHnTMW3bCHd0MKJ0WwAFy0KmxHxKyEZUYkLaHE2CzPun7xNPK8hDlzu53qbpmxY3qm7+I7sRv4+yt//61AkokrzlwIhl3Pfjye4DwK/Oavelmra8HQ7VrASqAqX8Vw7O52+aSGboDXK4S09whzj48B/T0WlS9QvNODPOCglkgZaprPF0rP6uM03eyvnoFdP2DOHHrvzzqi3MPU16z4MRlXFj8jX8QVT4Apm1KitZRM6fLQvzMqF6ZYZOzXi1p1qQfxs7Ov6+0cLChctREO/4KmBlRiy2sZCM7DDDS0phZ0qi6ve7GT1zJwyuPqhyDE5NZ5XvlnsRXimxTwHKg0u7V+r4GLq1uARK8rsrx4ocgJZtQafaRhwPKQGWBEbmhJOlZ+SA1aMu0SFJ70mtWdSvJMTgpMjp0fuVvYHjufSabAg4GqEpplXa+TNJrYFu7eokvOXuvNS1r+9yaGlaT1llD67QbC4iAg2VIwOgK4Lvfx4lbf+daXft22HIMThUJT91zCi9866eAl98HuJ9arPaRtNhpWtXBxWpbgyp4LchSl4UWUG1lRK1hJMDJGTe/+ndYv+Ezr2VbUqscg9MCaQIqkhpg7QJWLekC+1flakzLUqUsA38tLSv/Fqmd1hvDGdf3C0Za2mQGGD24n4XrPgt//X98NS0tuRJyDE47yuiB/ud/G/3mvXDhJyJQAelyGf5dkiUzYKWwPJ9SvkuOm7rSUtqCtxhPubbEDYHCL81HFpEBEt72I3/4aneWPCw5BqcDkHE933M/gfD83Ri270IYxtOLpaPnUrBauAFBjNciWv6+cO9KiFUvra5VS90VlgBXCZC8v4TgvoTu9OexuuHLxyrbwcgxOB2CjPtMfesngb2/iTC8y5z5A+bO2AJYwO6gJdO4lmS/PlJLQUgziufs6CL86hG46x7G2eu/dDzLdvByDE5XQMLjH7oNl//PX8dw+W4E987MM32/gMXloIFniUp0tdJcqrpJKdmM4rXuaTj/CHDiD3Du5i9cCwcEXOtyDE5XQcZ1fs/8KNzmHRj6HwbCjxYBq1UVbJXW9XdXU8RmlTsLrzdNPTSBaPhj+DN/Apx5DK87ffHYKfLKyzE4HRFpAixAZ1lX21Z0lITXhZzOlyAEHAPREZZjcDrCEgHL44cx7N0KrN+C8MpbEtACUuDi/0mkDeVaBDFZfsvbWtYFXfPd0wD+FM4/A3/y68Dpr+Hs9f/tWD07unIMTteghKfuOYXLwx24/O074N2bMFx+K8LwRgBvwdCfV98qByx53/IikG4JpTDSkGx5WktgtNLVAEe7F9PxlxDwOOC+Dd/9CZz/n8Dr/xwnb3gCt//gN46n8689OQanV5mEcO8K//sbP4jL330zhpfPwffXAd0bETbnEDa3IvhzQHgDgJsxDN/fdFo4kKuT+xHNzqPJOEX/l0B4HnDfhvPPwLnn4dYvAP0zvIfLYQAAAHBJREFUGLrnceLGb+IknjxWxV59cgxOr3EJT91zPTb+BvSXbsLed24BgBHQAGB1/RTqLMLm3PgzTPe2038/fruTr5sTvfzSeG14YUpn/I7AAgDuxSmdUa0auufhz7yA1envoTv9l1gP3z1WuV7b8v8Bp+5aj9PSkE8AAAAASUVORK5CYII=",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,iVBORw0KGgoAAAANSUhEUgAAADsAAABZCAYAAACAGVziAAAACXBIWXMAAAABAAAAAQBPJcTWAAAAJHpUWHRDcmVhdG9yAAAImXNMyU9KVXBMK0ktUnBNS0tNLikGAEF6Bs5qehXFAAAO5UlEQVR4nNWce5RUxZ3HP7+63TPCqIiiyIYQNS6RFYmKcXWVjUeJvISoGyW6Lroa9GhiUNQT38YcwfhYFYlsRAyRJJ6zZmWPD57iwoomPkCzPjYbJWjwkbhqkMAwM9331m//uF3ddW/fnumZ6SGT7zl1prtuPX7f+6uq369+VT1CP8cdq7Qln2MsQDFk41UTpLWnbeUaJ1ZjMXeN7hMYZqnyzVDYWwDTxNPA+J62KY0TrzGYs0aHNgVcqcolAQwE0NIzAXJ5jpo1Tjb2pO1+o9l5z+qIYsh3RJmpSt5pQYlJaimFIROBv0yyc9foyLxwdVjkHFHyvhbVK+e+C5wKzOlJX3+2YTxvvY7tKHCFEc7yiABJbaZJAxQsQ64dL590t89drtl563VsWOTGsMg0IxWCPimfqFWQUiEtfW4KmAj8rLt97zKy9zytfx8ZbiwWOQmSWnRwZLT0Wb18q2AEIgsiTKE/kv3+0zrJwHWRcJyWpM8amg4+MYg/O3ifJ/RElj6bs3eu1VMNXGeVo8qrqdNcioCRJKla+a6+VSgKx373K/J8d2RquGbvXKv/iHKjKCNtKS8tcJpIDe1lPncvakDAZGDXk71wg+YP2sp5uYArUUb68w2qtebn1dJcuqx7OW7h6ojt7Y3dkbNXw/iOVdpCnguAq1CGp593RrKrPJeffuQ0qwr5PPtfN14+rFfeHmn2jlXaYpq4LLLMVsve6bnVmfBZZf28rLntPqc131pgArCkXrm7RTbhnEfs7Qtci6B7Xqus1qjvL2KRzc5XZTKNJus752oZ6ARMo9bCk9ZcldBeXnrO1prHGvd1cj3yO3Q6Z+c9qyNa27gqF3B+FMU7EF8Ah87mYSa5OuunXlIrSovfJkC+qX4TlKlZ55y3tfNPArkoqhYqbSvTgmYh7RXVKu/KqYIVPjCG2wcJiz6NeNdaBvtOSetOplCnCUqQnbtGR+aE71rljGJErh4zkOUopFHvsEy4jsIHYrh9u+WH8ydKB8A1y3S1Vab73pUYpgA31E32+0/pTGM4txhxXNEnRfXiIgJhacHwHfQsgcvtpFdgr37VizC8g+XW7cJDjqSDCMuB6aGtuJOqHDFnjQ6txwTl7lyrp7YVWGgyjHyk1fNL/XLdtKNV08B7Ocbwjii3/gkemn9KkqRDSxOr/tRWkc2hXhNkwpB9XeVIK6bADVEnWGQrJqKWS5cm5Zd39Z276N6VVX5r4KKP9mPknFNk4fzJ2UQBrhsvHyq8Etl4dLhUMkFdImeF/8rUhs32Xvyhl/6eGBW2epimhvRvg4Dv3TZZ6raTAGpZBhwBFfk6inylnrrm2vHyZsHyjq8FlzT9nXi++mYlspWU0GRGeyXCvw4Czr1tqhw8t5tEAQoRq/wRWOpr71lL9fiu6uYAWvI82RHyrZIwCdQyI26RyFqQ/M+eY/Hrdrh53lT5t/poVeOKx3VSIeIW4/Xv2t8tYALwbGf1cwDGsNwq3/IXo1pD1T1zHWXlJ0grrxUMc3pDctZjOs1abiqEHAngbx1dP+2WyXRhggRix35bxIeqtPjOd2cOu08oyx00wiuFIrfcc7os7S1JNCbp9wnJjQJAR479F321tgnKAVw1QVqvW6brrTKx3KBHxA2Z0GY34syAjRell0K4Zd40ebxHDIHLlurpEdwUhozJilb40Eq/NEWdm6CyByUBK22RiUaSBRzBtOasBWMSDsJLYrjpX6bJih7wAyoki8oYlxelXnB5dqQ8t8hCGHIK9ZAdmGPFtiL3+NrzX6LN0GrJPD1nDHN6Q3LWEzq9WOCmojIq7T+nvbSSXGFgeCuMGFWWBTCm83OghB6/84RuipTP+2R8KInI4HMFy833nS5PdY9aBY6kwKgs/zljyIZq+bEV5kYR+wUBz6fL7p5n3LzTJXNVTmwEQmW5Wi71yTl4w3iNKDfXarAeXLJUZ6Bc3dHOqFqbDb9zkQrJRdPl7VL22994RLcCg50/APBpOxOpYYLSW7wVSoVsuWMqJO/tPcnrbcRfu7yEr+33G//pMMpPIhIky1DLCgtn++2UdkHXZ/WfIFvI8Z/STocIzYmtnOXuH3xNZveQY4JkpgmrrtJhhUWhcuuS6fJ+rXbbYHmTcrZf3yiHf+MxHZplghJk50+Wjm//h663Gk/0sh0NOKxb7Eq4ZKnOCCNuCkMOcnkWQOO/6Tkp4pE8ozZJh9FDWPnmR6V2ndUAggJTgUXp8lWRijDiMZHKqqYKOcO4k5doy+oZXR/xX7hB89HbnBvANWHIQe6tJwJoXvnSC22TgB8V6yTpcO14+WTGw/qiVY728zXiZOohW7Asaw6Y7wRUoGhpHjWIk1ZDTUfBkWQzNwiMyNJciiBAm8K/5gZwe2eeT2ewwnJrk2Tbo2wTZNIZi86UtxXe8v1OVWhrZ2pWAxdu0PzMn+slbGYTlgciZYSL8Wbta50mFe4KBnDgj78uV/SUKEAeVvp9AFjL4NMerN4FZQbcjPJkqFwOngeTClteulyb21u5wG7mWlU+4zpMIxHzFXYILOyNJtNYfJa8cPbPdCvKYJ9wU54ppExQJlk1rAjDmGw5Txlxxk/1sP335s1oJzPbdnB1ZGOSXpkqj8cCUiKZbyBJH20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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$5=browser();var CheckDelayPopup=defineComponent({name:"CheckDelayPopup",emits:["close","startCheckDelay","load","back"],props:{delayData:{type:Object,default:()=>({time:0,count:0})}},setup(R,{emit:B}){return()=>createVNode("div",{class:styles$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$1,style:{display:R.delayData.step<=2?"":"none"}},null),createVNode(Vue3Lottie,{class:styles$n.delayAdorn,animationData:step2$1,style:{display:R.delayData.step===3?"":"none"}},null),createVNode(Vue3Lottie,{class:styles$n.delayAdorn,animationData:step3,style:{display:R.delayData.step===4?"":"none"}},null),createVNode(Vue3Lottie,{class:styles$n.delayAdorn,animationData:step4,style:{display:R.delayData.step===5?"":"none"}},null),createVNode(Vue3Lottie,{class:styles$n.delayAdorn,animationData:step5,style:{display:R.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:R.delayData.step<=3?step_top_icon_1:R.delayData.step===4?step_top_icon_2:R.delayData.step===5?step_top_icon_3:R.delayData.step>=6&&R.delayData.earPhoneType!=="\u6709\u7EBF\u8033\u673A"?step_top_icon_4:R.delayData.step>=6&&R.delayData.earPhoneType==="\u6709\u7EBF\u8033\u673A"?step_top_icon_5:""},null),R.delayData.step<=2?createVNode("div",{class:styles$n.topDots},[createVNode("img",{src:setp_dot_1},null),createVNode("img",{src:setp_dot_1},null),createVNode("img",{src:setp_dot_1},null),createVNode("img",{src:setp_dot_1},null)]):R.delayData.step===3?createVNode("div",{class:styles$n.topDots},[createVNode("span",{class:styles$n.aniDot3},null),createVNode("img",{src:setp_dot_1},null),createVNode("img",{src:setp_dot_1},null),createVNode("img",{src:setp_dot_1},null)]):R.delayData.step===4?createVNode("div",{class:styles$n.topDots},[createVNode("img",{src:setp_dot_2},null),createVNode("span",{class:styles$n.aniDot3},null),createVNode("img",{src:setp_dot_1},null),createVNode("img",{src:setp_dot_1},null)]):R.delayData.step===5?createVNode("div",{class:styles$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:R.delayData.step<=2?"":"none"}},null),createVNode("img",{class:styles$n.dbContext,src:step_tips_2,style:{display:R.delayData.step===3?"":"none"}},null),createVNode("img",{class:styles$n.dbContext,src:step_tips_3,style:{display:R.delayData.step===4?"":"none"}},null),createVNode("img",{class:styles$n.dbContext,src:step_tips_4,style:{display:R.delayData.step===5?"":"none"}},null),createVNode("img",{class:styles$n.dbContext,src:step_tips_5,style:{display:R.delayData.step>=6&&!R.delayData.erji?"":"none"}},null),createVNode("img",{class:styles$n.dbContext,src:step_tips_5_1,style:{display:R.delayData.step>=6&&R.delayData.erji&&R.delayData.earPhoneType!=="\u6709\u7EBF\u8033\u673A"?"":"none"}},null),createVNode("img",{class:styles$n.dbContext,src:step_tips_5_2,style:{display:R.delayData.step>=6&&R.delayData.erji&&R.delayData.earPhoneType==="\u6709\u7EBF\u8033\u673A"?"":"none"}},null),createVNode("img",{class:[styles$n.dbBtn,styles$n.heartbeat],src:step_btn_1,style:{display:R.delayData.step<=2?"":"none"},onClick:()=>B("startCheckDelay")},null),createVNode("img",{class:[styles$n.dbBtn,styles$n.heartbeat],src:step_btn_2,style:{display:R.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$3};const HeadphoneData=reactive({open:!1,toggle(R=!0){this.open=R}});defineComponent({name:"Headphone",emits:["close"],setup(R,{expose:B,emit:D}){return()=>createVNode(Popup,{teleport:"body",class:["popup-scale",styles$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(R=>{const B=setTimeout(()=>{R(!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 F=!!((W=D==null?void 0:D.content)!=null&&W.checkIsWired);F?delayData.step<=5&&(delayData.step=3):delayData.step===2&&(delayData.step=4),clearTimeout(B),R(F)})}),getDeviceDelay=()=>new Promise(R=>{const B=setTimeout(()=>{R(0)},1e3);postMessage$1({api:"getDeviceDelay"},D=>{var G,W;const F=((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),R(F)})}),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=R=>{R==="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)})):R==="stop"?(postMessage$1({api:"endTune"}),delayData.open===!1&&setTimeout(()=>{delayData.step=1},500)):R==="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 R="frequency";return[23,113,121].includes(state$2.subjectId)?R="amplitude":isRhythmicExercises()&&(R="decibels"),R},formatPitch=R=>R?state$3.sett.hertz&&state$3.sett.hertz!==442?R/442*state$3.sett.hertz:R:-1;let starTime=0;const formatTimes=()=>{var ie,se,re,ae,le,ce,fe,de,me,he;const R=state.basePlayRate;console.log("\u8BC4\u6D4B\u500D\u7387123",R),actualBeatLength=Math.round(state$2.times[0].fixtime*1e3/R);const B=((se=(ie=state$2.times)==null?void 0:ie[0])==null?void 0:se.difftime)||0;let D=!1,F=!1,G=!1;const W=[];let q=state$2.times,U="",Y=[],Q=0,K=0;if(unitTestData.isSelectMeasureMode||state$2.section.length==2){const pe=state$2.times.findIndex(Se=>Se.NoteToGraphicalNoteObjectId==state$2.section[0].NoteToGraphicalNoteObjectId),be=state$2.times.findIndex(Se=>Se.NoteToGraphicalNoteObjectId==state$2.section[1].NoteToGraphicalNoteObjectId);if(pe>1){const Se=state$2.times[pe-1].measureNumberPrinted;let ve=pe-1;for(;Se===state$2.times[ve].measureNumberPrinted&&ve>=1&&Se===state$2.times[ve-1].measureNumberPrinted;)ve-=1;K=state$2.times[ve].time*1e3}q=state$2.times.filter((Se,ve)=>ve>=pe&&ve<=be),Y=state$2.times.filter((Se,ve)=>ve<pe),starTime=q[0].sourceRelativeTime||q[0].relativeTime,actualBeatLength=pe==0&&!state$2.needTick?actualBeatLength:0,Q=pe}if(Y.length){for(let pe=Y.length-1;pe>=0;pe--){const be=Y[pe],Se=getNoteByMeasuresSlursStart(be);if(Se.formatLyricsEntries.contains("Play")||Se.formatLyricsEntries.contains("Play...")){U="Play";break}if(Se.formatLyricsEntries.contains("Listen")){U="Listen";break}}U=U||"Play"}actualBeatLength=Y.length?actualBeatLength+Y[Y.length-1].measureLength*1e3:actualBeatLength;let Z=-1,J=-1,te=Q>1?K:0;for(let pe=0;pe<q.length;pe++){const be=q[pe],Se=getNoteByMeasuresSlursStart(be),ve=state.basePlayRate,xe=B+(be.sourceRelativeTime||be.relativeTime)-starTime,Ee=B+(be.sourceRelaEndtime||be.relaEndtime)-starTime,we=(typeof Se.voiceEntry.isStaccato=="function"?Se.voiceEntry.isStaccato():Se.voiceEntry.isStaccato)?.5:1;pe==0&&!Se.formatLyricsEntries.length&&(D=U==="Play"?!1:U==="Listen"),(Se.formatLyricsEntries.contains("Play")||Se.formatLyricsEntries.contains("Play..."))&&(D=!1),Se.formatLyricsEntries.contains("Listen")&&(D=!0),Se.formatLyricsEntries.contains("\u7EAF\u5F8B\u7ED3\u675F")&&(F=!1),Se.formatLyricsEntries.contains("\u7EAF\u5F8B")&&(F=!0);const Le=state$2.times[pe+1];G&&(Se.stave||!Se.noteElement.isRestFlag||Le&&!Le.noteElement.isRestFlag)&&(G=!1),Se.noteElement.isRestFlag&&!!Se.stave&&!!Le&&Le.noteElement.isRestFlag&&(G=!0),be.measureOpenIndex!=J&&(Z++,J=be.measureOpenIndex);const Me={timeStamp:xe*1e3/ve,duration:(Ee*1e3/ve-xe*1e3/ve)*we,frequency:formatPitch((ae=(re=be.noteElement)==null?void 0:re.pitch)==null?void 0:ae.frequency),nextFrequency:formatPitch((ce=(le=be.noteElement)==null?void 0:le.pitch)==null?void 0:ce.nextFrequency),prevFrequency:formatPitch((de=(fe=be.noteElement)==null?void 0:fe.pitch)==null?void 0:de.prevFrequency),measureIndex:Z,measureRenderIndex:be.measureNumberPrinted>=1?be.measureNumberPrinted-1:Se.noteElement.sourceMeasure.measureListIndex,dontEvaluating:D||F||be.skipMode,musicalNotesIndex:pe,denominator:(me=Se.noteElement)==null?void 0:me.Length.denominator,isOrnament:!!((he=Se==null?void 0:Se.voiceEntry)!=null&&he.ornamentContainer)};W.push(Me)}return starTime=0,{datas:W,firstNoteTime:te}},connect=async()=>{var W,q,U,Y;state$2.firstNoteTime=0,state.preAppAudioPlayTime=0;const R=useOriginSearch();connentLoading.value=!0;const B=sessionStorage.getItem("behaviorId")||R.behaviorId||initBehaviorId$2;state.speed/state$2.baseSpeed,calculateInfo=formatTimes(),state$2.firstNoteTime=calculateInfo.firstNoteTime;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:R.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:R.resourceType&&R.resourceType==="practice"?"UNIT_TEST_PRACTICE":R.unitId?"UNIT_TEST":"PRACTICE",reactionTimeMs:parseFloat(""+state$3.eva.reactionTimeMs)||0,speed:state.speed,heardLevel:state$3.eva.difficulty,beatLength:actualBeatLength,evaluationCriteria:getEvaluationCriteria(),speedRate:parseFloat(state.basePlayRate.toFixed(2))},F=useClientType();F==="student"?D.clientId="STUDENT":F==="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((U=G==null?void 0:G.content)!=null&&U.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=R=>{postMessage$1({api:"proxyServiceMessage",content:{header:{commond:"audioPlayStart",type:"SOUND_COMPARE"},body:{offsetTime:R}}},()=>{})},cancelTheEvaluation=()=>{const R=useOriginSearch();setTimeout(()=>{postMessage$1({api:"endEvaluating",content:{musicScoreId:R.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 R=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(),R.close()},100)}catch{state.evaluatingStatus=!1,Toast.clear()}state$2.needTick||evaluatStart()},togglePlay=async()=>{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}},R=>{console.log("\u8C03\u7528endEvaluating\u7ED3\u675F",R),endloading.value=!1,evaluating.value=!1}),endCapture()},500))},endevent=R=>{var B;if(console.log("\u9009\u6BB5\u64AD\u653E\u7ED3\u675F\u4E8B\u4EF6"),(unitTestData.isSelectMeasureMode||state$2.section.length===2)&&playStatus.value==="play"){playerStop(),canSubmit.value=!0;return}((B=R.target)==null?void 0:B.src)===playUrl.value&&playStatus.value==="play"&&(playerStop(),canSubmit.value=!0),state$2.isAppPlay&&(playerStop(),canSubmit.value=!0)},evaluatStart=()=>{if(state$2.needTick&&setPlayer(),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,speedRate:parseFloat(state.basePlayRate.toFixed(2))}},()=>{var R,B;evaluating.value=!0,state.playState="play",setEvaluatingStep(),(R=state$2.activeDetail)!=null&&R.midiUrl&&(console.log("midiUrl",(B=state$2.activeDetail)==null?void 0:B.midiUrl),setTimeout(()=>{sendOffsetTime(0)},220))}),startCapture()},playEnd_endEvalute=()=>{playerStop()},submitEvaluationScore=async R=>{var D,F,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((F=endResult.value)==null?void 0:F.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=R=>{var F;const{body:B,header:D}=(R==null?void 0:R.content)||{};if(console.log("\u8BC4\u6D4B\u8FD4\u56DE",B),B&&D){const G=(F=R==null?void 0:R.content)==null?void 0:F.body;if((R==null?void 0:R.content.header.commond)==="overall")state$2.isHideEvaluatReportSaveBtn=!1,Toast.clear(),endResult.value=G,evaluatingShow.value=!0,submitEvaluationScore();else if((R==null?void 0:R.content.header.commond)!=="checkDone"){if((R==null?void 0:R.content.header.commond)!=="checking")if((R==null?void 0:R.content.header.commond)==="recordEnd"){if(delayData.checkStatus!=="ing")return;if(delayData.count++,delayData.count>=2){handleToggleTune("finishTune");return}setTimeout(()=>{startTune()},100)}else{const W=U=>{for(;U>=0;){const Y=state$2.times[U];if(Y.stave)return Y;U--}},q=(U,Y,Q=!1)=>{const K=getBoundingBoxByverticalNote(U);state$2.evaluatings={...state$2.evaluatings,[K.measureIndex]:{...K,...getLeveByScoreMeasure(Y.score),score:Y.score,dontTransition:Q}}};for(let U=0;U<state$2.times.length;U++){let Y=state$2.times[U];if(G.measureRenderIndex==Y.noteElement.sourceMeasure.measureListIndex){if(!Y.stave){const Q=W(U);Q&&(Y=Q)}if(!Y.noteElement.tie)q(Y,G);else for(const Q of Y.noteElement.tie.notes){const K=Y.noteElement.measureNumber,Z=getParentNote(Q);!Z||Z.measureNumberPrinted===K&&q(Z,G,Q.NoteToGraphicalNoteObjectId!==Y.NoteToGraphicalNoteObjectId)}break}}}}}},onProgress=()=>{var R;state.currentTimeNum>=((R=state$2.times[state$2.times.length-1])==null?void 0:R.time)-2&&(canSubmit.value=!0)},cloudMetronome=R=>{startButtonShow.value=!0},hideComplexButton$1=(R,B)=>{B?listenerMessage("hideComplexButton",R):removeListenerMessage("hideComplexButton",R)},handleComplexButton$1=R=>{console.log("\u76D1\u542C\u662F\u5426\u9690\u85CF\u4FDD\u5B58\u6309\u94AE",R),R!=null&&R.content&&(R.content,state$2.isHideEvaluatReportSaveBtn=!0)},submitMaxScore=()=>{var B;const R=useOriginSearch();if(R.unitId&&scoreList.length){console.log("\u6700\u9AD8\u5206",scoreList,Math.max(...scoreList));const D=Math.max(...scoreList),F=(B=recordList.find(G=>G.score===D))==null?void 0:B.recordIdStr;postMessage$1({api:"setCache",content:{key:"h5-orchestra-unit",value:JSON.stringify({musicId:R.id||"",unitId:R.unitId||"",questionId:R.questionId||"",score:D,recordId:F})}})}};var Evaluating$1=defineComponent({name:"ColexiuButtonEvaluating",setup(R,{expose:B}){return onMounted(async()=>{console.log("\u8FDB\u5165\u8BC4\u6D4B\u6A21\u5757"),delayData.open=!(state.delayCheckFirst&&searchParams.evaluatingRecord||!state$3.sett.tuning),state$3.eva.mute?changeMode("background","all"):changeAllMode(),handleCheckEvaluatStatus(),unitTestData.isSelectMeasureMode||(state$2.section=[],state$2.sectionStatus=!1),playUrl.value=state.songs.background||state.songs.music,event$1.on("ended",endevent),listenerMessage("sendResult",sendResult),listenerMessage("cloudTimeUpdae",onProgress),event$1.on("tickDestroy",cloudMetronome),event$1.on("tickEnd",evaluatStart),state.playEndCallback.endEvaluat=playEnd_endEvalute,hideComplexButton$1(handleComplexButton$1,!0),checkEvaluating()}),onBeforeUnmount(()=>{event$1.off("ended",endevent),event$1.off("tickDestroy",cloudMetronome),removeListenerMessage("sendResult",sendResult),removeListenerMessage("cloudTimeUpdae",onProgress),hideComplexButton$1(()=>{},!1),event$1.off("tickEnd",evaluatStart),submitMaxScore()}),computed(()=>!!((state.basePlayRate!=1||state$2.section.length===2)&&state.initShow)),B({setPlayer,startPlay,stopPlay,togglePlay,playerStop,evaluating,connentLoading,playStatus,cancelTheEvaluation}),()=>createVNode(Teleport,{to:"body",key:"StartEvaluating"},{default:()=>[createVNode(Evaluating$2,{data:endResult.value},null),createVNode(Transition,{name:"finish"},{default:()=>[startButtonShow.value&&!delayData.open&&modelType.value!=="init"&&createVNode("div",{style:{backgroundImage:`url(${iconEvaluatingBegin})`},class:[styles$o.evaluatStartBtn],onClick:async()=>{state.initShow=!0,state$2.needTick?await setEvaluatTick():setPlayer()}},null)]}),evaluating.value?createVNode("div",{class:styles$o.dialogueBox,key:"starting"},[createVNode("div",{class:styles$o.inRadio},[createTextVNode("\u6536\u97F3\u4E2D...")]),createVNode(Vue3Lottie,{class:styles$o.inRadioIcon,animationData:startingData},null)]):createVNode("div",{class:styles$o.dialogueBox,key:"start"},[createVNode("div",{class:styles$o.dialogue},[createVNode("div",null,[createTextVNode("\u6F14\u594F\u524D\u8BF7\u8C03\u6574\u597D\u4E50\u5668\uFF0C\u4FDD\u8BC1\u6700\u4F73\u6F14\u594F\u72B6\u6001\u3002"),createVNode("span",{class:styles$o.triangle},null)])]),createVNode(Vue3Lottie,{class:styles$o.dialogueIcon,animationData:startData},null)]),createVNode(Transition,null,{default:()=>[createVNode(Popup,{teleport:"body",class:"popup-scale",transition:"van-scale",overlay:!1,show:delayData.open,onClose:()=>handleCheckDelayEnd()},{default:()=>[createVNode(CheckDelayPopup,{delayData,onStartCheckDelay:()=>handleStartCheckDelay(),onClose:()=>handleStopCheckDelay(),onBack:()=>handleDelayBack()},null)]})]})]})}}),iconCancel="/orchestra-music-score/assets/cancel.4bba8aaa.svg",iconConfirm="/orchestra-music-score/assets/confirm.0f8024da.svg";const permissionPopup=reactive({active:"earphone",show:!1});var InfoIcon="/orchestra-music-score/assets/info.df4a2cca.svg",iconTv="data:image/png;base64,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",iconYijian="data:image/png;base64,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";const 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HelperPopup=defineComponent({name:"HelperPopup",setup(){return()=>createVNode(Popup,{show:show.value,position:"right",round:!0,teleport:"body",onClickOverlay:()=>show.value=!1,style:{height:"100vh",width:"40vw",overflow:"hidden"}},{default:()=>[createVNode(Tabs,{class:styles$k.tabs},{default:()=>[createVNode(Tab,{title:"\u6295\u5C4F"},{default:()=>[createVNode("iframe",{src:location.origin+"/orchestra-student/#/guide"},null)]}),createVNode(Tab,{title:"\u5E2E\u52A9"},{default:()=>[createVNode("iframe",{src:location.origin+"/orchestra-student/#/help-center?source=music"},null)]})]})]})}}),raf$1={exports:{}},performanceNow={exports:{}};(function(){var R,B,D,F,G,W;typeof performance!="undefined"&&performance!==null&&performance.now?performanceNow.exports=function(){return performance.now()}:typeof process!="undefined"&&process!==null&&process.hrtime?(performanceNow.exports=function(){return(R()-G)/1e6},B=process.hrtime,R=function(){var q;return 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Copyright (c) Microsoft Corporation.

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

THE SOFTWARE IS PROVIDED "AS IS" AND THE AUTHOR DISCLAIMS ALL WARRANTIES WITH
REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY
AND FITNESS. IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY SPECIAL, DIRECT,
INDIRECT, OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM
LOSS OF USE, DATA OR PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR
OTHER TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR
PERFORMANCE OF THIS SOFTWARE.
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xe=0,Ee=0,ge=0,we=0,Le=K*he,Me=K*pe,Pe=K*be,Ce=K*Se,De=Z*he,Ne=Z*pe,Ie=Z*be,Ge=Z*Se,ze=1;ze<K;ze++){var Ve=ce+((Y<ze?Y:ze)<<2),Ue=q[Ve],tt=q[Ve+1],Ke=q[Ve+2],rt=q[Ve+3],pt=K-ze;De+=(te.r=Ue)*pt,Ne+=(te.g=tt)*pt,Ie+=(te.b=Ke)*pt,Ge+=(te.a=rt)*pt,xe+=Ue,Ee+=tt,ge+=Ke,we+=rt,te=te.next}re=J,ae=ie;for(var ht=0;ht<F;ht++){var gt=Ge*fe>>de;if(q[ce+3]=gt,gt!==0){var ke=255/gt;q[ce]=(De*fe>>de)*ke,q[ce+1]=(Ne*fe>>de)*ke,q[ce+2]=(Ie*fe>>de)*ke}else q[ce]=q[ce+1]=q[ce+2]=0;De-=Le,Ne-=Me,Ie-=Pe,Ge-=Ce,Le-=re.r,Me-=re.g,Pe-=re.b,Ce-=re.a;var Be=ht+W+1;Be=le+(Be<Y?Be:Y)<<2,xe+=re.r=q[Be],Ee+=re.g=q[Be+1],ge+=re.b=q[Be+2],we+=re.a=q[Be+3],De+=xe,Ne+=Ee,Ie+=ge,Ge+=we,re=re.next;var Ze=ae,_e=Ze.r,Fe=Ze.g,Xe=Ze.b,$e=Ze.a;Le+=_e,Me+=Fe,Pe+=Xe,Ce+=$e,xe-=_e,Ee-=Fe,ge-=Xe,we-=$e,ae=ae.next,ce+=4}le+=F}for(var Qe=0;Qe<F;Qe++){ce=Qe<<2;var nt=q[ce],Ye=q[ce+1],lt=q[ce+2],ct=q[ce+3],ft=K*nt,vt=K*Ye,xt=K*lt,At=K*ct,wt=Z*nt,Lt=Z*Ye,Ot=Z*lt,tn=Z*ct;te=J;for(var Ht=0;Ht<K;Ht++)te.r=nt,te.g=Ye,te.b=lt,te.a=ct,te=te.next;for(var ln=F,Pn=0,en=0,gn=0,ni=0,Ai=1;Ai<=W;Ai++){ce=ln+Qe<<2;var On=K-Ai;wt+=(te.r=nt=q[ce])*On,Lt+=(te.g=Ye=q[ce+1])*On,Ot+=(te.b=lt=q[ce+2])*On,tn+=(te.a=ct=q[ce+3])*On,ni+=nt,Pn+=Ye,en+=lt,gn+=ct,te=te.next,Ai<Q&&(ln+=F)}ce=Qe,re=J,ae=ie;for(var Fn=0;Fn<G;Fn++){var un=ce<<2;q[un+3]=ct=tn*fe>>de,ct>0?(ct=255/ct,q[un]=(wt*fe>>de)*ct,q[un+1]=(Lt*fe>>de)*ct,q[un+2]=(Ot*fe>>de)*ct):q[un]=q[un+1]=q[un+2]=0,wt-=ft,Lt-=vt,Ot-=xt,tn-=At,ft-=re.r,vt-=re.g,xt-=re.b,At-=re.a,un=Qe+((un=Fn+K)<Q?un:Q)*F<<2,wt+=ni+=re.r=q[un],Lt+=Pn+=re.g=q[un+1],Ot+=en+=re.b=q[un+2],tn+=gn+=re.a=q[un+3],re=re.next,ft+=nt=ae.r,vt+=Ye=ae.g,xt+=lt=ae.b,At+=ct=ae.a,ni-=nt,Pn-=Ye,en-=lt,gn-=ct,ae=ae.next,ce+=F}}return R}var BlurStack=function R(){_classCallCheck(this,R),this.r=0,this.g=0,this.b=0,this.a=0,this.next=null};function offscreen(){let{DOMParser:R}=arguments.length>0&&arguments[0]!==void 0?arguments[0]:{};const B={window:null,ignoreAnimation:!0,ignoreMouse:!0,DOMParser:R,createCanvas(D,F){return new OffscreenCanvas(D,F)},async createImage(D){const G=await(await fetch(D)).blob();return await createImageBitmap(G)}};return(typeof globalThis.DOMParser!="undefined"||typeof R=="undefined")&&Reflect.deleteProperty(B,"DOMParser"),B}function node(R){let{DOMParser:B,canvas:D,fetch:F}=R;return{window:null,ignoreAnimation:!0,ignoreMouse:!0,DOMParser:B,fetch:F,createCanvas:D.createCanvas,createImage:D.loadImage}}var index=Object.freeze({__proto__:null,offscreen,node});function compressSpaces(R){return R.replace(/(?!\u3000)\s+/gm," ")}function trimLeft(R){return R.replace(/^[\n \t]+/,"")}function trimRight(R){return R.replace(/[\n \t]+$/,"")}function toNumbers(R){const B=R.match(/-?(\d+(?:\.\d*(?:[eE][+-]?\d+)?)?|\.\d+)(?=\D|$)/gm);return B?B.map(parseFloat):[]}function toMatrixValue(R){const B=toNumbers(R);return[B[0]||0,B[1]||0,B[2]||0,B[3]||0,B[4]||0,B[5]||0]}const allUppercase=/^[A-Z-]+$/;function normalizeAttributeName(R){return allUppercase.test(R)?R.toLowerCase():R}function parseExternalUrl(R){const B=/url\(('([^']+)'|"([^"]+)"|([^'")]+))\)/.exec(R);return B&&(B[2]||B[3]||B[4])||""}function normalizeColor(R){if(!R.startsWith("rgb"))return R;let B=3;return R.replace(/\d+(\.\d+)?/g,(F,G)=>B--&&G?String(Math.round(parseFloat(F))):F)}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(R,B){const D=B.exec(R);return D?[R.replace(B," "),D.length]:[R,0]}function getSelectorSpecificity(R){const B=[0,0,0];let D=R.replace(/:not\(([^)]*)\)/g,"     $1 ").replace(/{[\s\S]*/gm," "),F=0;return[D,F]=findSelectorMatch(D,attributeRegex),B[1]+=F,[D,F]=findSelectorMatch(D,idRegex),B[0]+=F,[D,F]=findSelectorMatch(D,classRegex),B[1]+=F,[D,F]=findSelectorMatch(D,pseudoElementRegex),B[2]+=F,[D,F]=findSelectorMatch(D,pseudoClassWithBracketsRegex),B[1]+=F,[D,F]=findSelectorMatch(D,pseudoClassRegex),B[1]+=F,D=D.replace(/[*\s+>~]/g," ").replace(/[#.]/g," "),[D,F]=findSelectorMatch(D,elementRegex),B[2]+=F,B.join("")}const PSEUDO_ZERO=1e-8;function vectorMagnitude(R){return Math.sqrt(Math.pow(R[0],2)+Math.pow(R[1],2))}function vectorsRatio(R,B){return(R[0]*B[0]+R[1]*B[1])/(vectorMagnitude(R)*vectorMagnitude(B))}function vectorsAngle(R,B){return(R[0]*B[1]<R[1]*B[0]?-1:1)*Math.acos(vectorsRatio(R,B))}function CB1(R){return R*R*R}function CB2(R){return 3*R*R*(1-R)}function CB3(R){return 3*R*(1-R)*(1-R)}function CB4(R){return(1-R)*(1-R)*(1-R)}function QB1(R){return R*R}function QB2(R){return 2*R*(1-R)}function QB3(R){return(1-R)*(1-R)}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:F}=this;return compressSpaces(this.getString()).trim().split(B).map(G=>new Property(D,F,G))}hasValue(B){const D=this.value;return D!==null&&D!==""&&(B||D!==0)&&typeof D!="undefined"}isString(B){const{value:D}=this,F=typeof D=="string";return!F||!B?F: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 F=parseFloat(D);return this.isString(/%$/)&&(F/=100),F}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[F,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(F);default:{const q=this.getNumber();return D&&q<1?q*W.computeSize(F):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),F=(D==null?void 0:D[1])||B;return this.document.definitions[F]}getFillStyleDefinition(B,D){let F=this.getDefinition();if(!F)return null;if(typeof F.createGradient=="function"&&"getBoundingBox"in B)return F.createGradient(this.document.ctx,B,D);if(typeof F.createPattern=="function"){if(F.getHrefAttribute().hasValue()){const G=F.getAttribute("patternTransform");F=F.getHrefAttribute().getDefinition(),F&&G.hasValue()&&F.getAttribute("patternTransform",!0).setValue(G.value)}if(F)return F.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 F=D.length;let G=0;for(let W=0;W<F&&(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,F){this.document=B,this.name=D,this.value=F,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[F=D,G=D]=toNumbers(B);return new Point(F,G)}static parseScale(B){let D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:1;const[F=D,G=F]=toNumbers(B);return new Point(F,G)}static parsePath(B){const D=toNumbers(B),F=D.length,G=[];for(let W=0;W<F;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:F}=this,G=D*B[0]+F*B[2]+B[4],W=D*B[1]+F*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:F}=this,G=B.ctx.canvas;G.onclick=D,G.onmousemove=F,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:F}=this,{style:G}=B.ctx.canvas;let W;G&&(G.cursor=""),D.forEach((q,U)=>{let{run:Y}=q;for(W=F[U];W;)Y(W),W=W.parent}),this.events=[],this.eventElements=[]}checkPath(B,D){if(!this.working||!D)return;const{events:F,eventElements:G}=this;F.forEach((W,q)=>{let{x:U,y:Y}=W;!G[q]&&D.isPointInPath&&D.isPointInPath(U,Y)&&(G[q]=B)})}checkBoundingBox(B,D){if(!this.working||!D)return;const{events:F,eventElements:G}=this;F.forEach((W,q)=>{let{x:U,y:Y}=W;!G[q]&&D.isPointInBox(U,Y)&&(G[q]=B)})}mapXY(B,D){const{window:F,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 F!=null&&F.scrollX&&(W.x+=F.scrollX),F!=null&&F.scrollY&&(W.y+=F.scrollY),W}onClick(B){const{x:D,y:F}=this.mapXY(B.clientX,B.clientY);this.events.push({type:"onclick",x:D,y:F,run(G){G.onClick&&G.onClick()}})}onMouseMove(B){const{x:D,y:F}=this.mapXY(B.clientX,B.clientY);this.events.push({type:"onmousemove",x:D,y:F,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:F,aspectRatio:G,width:W,desiredWidth:q,height:U,desiredHeight:Y,minX:Q=0,minY:K=0,refX:Z,refY:J,clip:te=!1,clipX:ie=0,clipY:se=0}=B;const re=compressSpaces(G).replace(/^defer\s/,""),[ae,le]=re.split(" "),ce=ae||"xMidYMid",fe=le||"meet",de=W/q,me=U/Y,he=Math.min(de,me),pe=Math.max(de,me);let be=q,Se=Y;fe==="meet"&&(be*=he,Se*=he),fe==="slice"&&(be*=pe,Se*=pe);const ve=new Property(D,"refX",Z),xe=new Property(D,"refY",J),Ee=ve.hasValue()&&xe.hasValue();if(Ee&&F.translate(-he*ve.getPixels("x"),-he*xe.getPixels("y")),te){const ge=he*ie,we=he*se;F.beginPath(),F.moveTo(ge,we),F.lineTo(W,we),F.lineTo(W,U),F.lineTo(ge,U),F.closePath(),F.clip()}if(!Ee){const ge=fe==="meet"&&he===me,we=fe==="slice"&&pe===me,Le=fe==="meet"&&he===de,Me=fe==="slice"&&pe===de;ce.startsWith("xMid")&&(ge||we)&&F.translate(W/2-be/2,0),ce.endsWith("YMid")&&(Le||Me)&&F.translate(0,U/2-Se/2),ce.startsWith("xMax")&&(ge||we)&&F.translate(W-be,0),ce.endsWith("YMax")&&(Le||Me)&&F.translate(0,U-Se)}switch(!0){case ce==="none":F.scale(de,me);break;case fe==="meet":F.scale(he,he);break;case fe==="slice":F.scale(pe,pe);break}F.translate(-Q,-K)}start(B){let{enableRedraw:D=!1,ignoreMouse:F=!1,ignoreAnimation:G=!1,ignoreDimensions:W=!1,ignoreClear:q=!1,forceRedraw:U,scaleWidth:Y,scaleHeight:Q,offsetX:K,offsetY:Z}=arguments.length>1&&arguments[1]!==void 0?arguments[1]:{};const{mouse:J}=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,Q,K,Z),!D)return;let ie=Date.now(),se=ie,re=0;const ae=()=>{ie=Date.now(),re=ie-se,re>=te&&(se=ie-re%te,this.shouldUpdate(G,U)&&(this.render(B,W,q,Y,Q,K,Z),J.runEvents())),this.intervalId=requestAnimationFrame$1(ae)};F||J.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:F}=this;if(this.animations.reduce((W,q)=>q.update(F)||W,!1))return!0}return!!(typeof D=="function"&&D()||!this.isReadyLock&&this.isReady()||this.mouse.hasEvents())}render(B,D,F,G,W,q,U){const{viewPort:Y,ctx:Q,isFirstRender:K}=this,Z=Q.canvas;Y.clear(),Z.width&&Z.height&&Y.setCurrent(Z.width,Z.height);const J=B.getStyle("width"),te=B.getStyle("height");!D&&(K||typeof G!="number"&&typeof W!="number")&&(J.hasValue()&&(Z.width=J.getPixels("x"),Z.style&&(Z.style.width="".concat(Z.width,"px"))),te.hasValue()&&(Z.height=te.getPixels("y"),Z.style&&(Z.style.height="".concat(Z.height,"px"))));let ie=Z.clientWidth||Z.width,se=Z.clientHeight||Z.height;if(D&&J.hasValue()&&te.hasValue()&&(ie=J.getPixels("x"),se=te.getPixels("y")),Y.setCurrent(ie,se),typeof q=="number"&&B.getAttribute("x",!0).setValue(q),typeof U=="number"&&B.getAttribute("y",!0).setValue(U),typeof G=="number"||typeof W=="number"){const re=toNumbers(B.getAttribute("viewBox").getString());let ae=0,le=0;if(typeof G=="number"){const fe=B.getStyle("width");fe.hasValue()?ae=fe.getPixels("x")/G:re[2]&&!isNaN(re[2])&&(ae=re[2]/G)}if(typeof W=="number"){const fe=B.getStyle("height");fe.hasValue()?le=fe.getPixels("y")/W:re[3]&&!isNaN(re[3])&&(le=re[3]/W)}ae||(ae=le),le||(le=ae),B.getAttribute("width",!0).setValue(G),B.getAttribute("height",!0).setValue(W);const ce=B.getStyle("transform",!0,!0);ce.setValue("".concat(ce.getString()," scale(").concat(1/ae,", ").concat(1/le,")"))}F||Q.clearRect(0,0,ie,se),B.render(Q),K&&(this.isFirstRender=!1)}constructor(B,{fetch:D=defaultFetch$1,window:F=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=F,!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 F=await(await this.fetch(B)).text();return this.parseFromString(F)}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:F}=this.point;B.translate(D||0,F||0)}unapply(B){const{x:D,y:F}=this.point;B.translate(-1*D||0,-1*F||0)}applyToPoint(B){const{x:D,y:F}=this.point;B.applyTransform([1,0,0,1,D||0,F||0])}constructor(B,D){this.type="translate",this.point=Point.parse(D)}}class Rotate{apply(B){const{cx:D,cy:F,originX:G,originY:W,angle:q}=this,U=D+G.getPixels("x"),Y=F+W.getPixels("y");B.translate(U,Y),B.rotate(q.getRadians()),B.translate(-U,-Y)}unapply(B){const{cx:D,cy:F,originX:G,originY:W,angle:q}=this,U=D+G.getPixels("x"),Y=F+W.getPixels("y");B.translate(U,Y),B.rotate(-1*q.getRadians()),B.translate(-U,-Y)}applyToPoint(B){const{cx:D,cy:F,angle:G}=this,W=G.getRadians();B.applyTransform([1,0,0,1,D||0,F||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,-F||0])}constructor(B,D,F){this.type="rotate";const G=toNumbers(D);this.angle=new Property(B,"angle",G[0]),this.originX=F[0],this.originY=F[1],this.cx=G[1]||0,this.cy=G[2]||0}}class Scale{apply(B){const{scale:{x:D,y:F},originX:G,originY:W}=this,q=G.getPixels("x"),U=W.getPixels("y");B.translate(q,U),B.scale(D,F||D),B.translate(-q,-U)}unapply(B){const{scale:{x:D,y:F},originX:G,originY:W}=this,q=G.getPixels("x"),U=W.getPixels("y");B.translate(q,U),B.scale(1/D,1/F||D),B.translate(-q,-U)}applyToPoint(B){const{x:D,y:F}=this.scale;B.applyTransform([D||0,0,0,F||0,0,0])}constructor(B,D,F){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=F[0],this.originY=F[1]}}class Matrix{apply(B){const{originX:D,originY:F,matrix:G}=this,W=D.getPixels("x"),q=F.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:F,matrix:G}=this,W=G[0],q=G[2],U=G[4],Y=G[1],Q=G[3],K=G[5],Z=0,J=0,te=1,ie=1/(W*(Q*te-K*J)-q*(Y*te-K*Z)+U*(Y*J-Q*Z)),se=D.getPixels("x"),re=F.getPixels("y");B.translate(se,re),B.transform(ie*(Q*te-K*J),ie*(K*Z-Y*te),ie*(U*J-q*te),ie*(W*te-U*Z),ie*(q*K-U*Q),ie*(U*Y-W*K)),B.translate(-se,-re)}applyToPoint(B){B.applyTransform(this.matrix)}constructor(B,D,F){this.type="matrix",this.matrix=toMatrixValue(D),this.originX=F[0],this.originY=F[1]}}class Skew extends Matrix{constructor(B,D,F){super(B,D,F),this.type="skew",this.angle=new Property(B,"angle",D)}}class SkewX extends Skew{constructor(B,D,F){super(B,D,F),this.type="skewX",this.matrix=[1,0,Math.tan(this.angle.getRadians()),1,0,0]}}class SkewY extends Skew{constructor(B,D,F){super(B,D,F),this.type="skewY",this.matrix=[1,Math.tan(this.angle.getRadians()),0,1,0,0]}}function parseTransforms(R){return compressSpaces(R).trim().replace(/\)([a-zA-Z])/g,") $1").replace(/\)(\s?,\s?)/g,") ").split(/\s(?=[a-z])/)}function parseTransform(R){const[B="",D=""]=R.split("(");return[B.trim(),D.trim().replace(")","")]}class Transform{static fromElement(B,D){const F=D.getStyle("transform",!1,!0);if(F.hasValue()){const[G,W=G]=D.getStyle("transform-origin",!1,!0).split();if(G&&W){const q=[G,W];return new Transform(B,F.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,F){this.document=B,this.transforms=[],parseTransforms(D).forEach(W=>{if(W==="none")return;const[q,U]=parseTransform(W),Y=Transform.transformTypes[q];Y&&this.transforms.push(new Y(this.document,U,F))})}}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 F=this.attributes[B];if(!F&&D){const G=new Property(this.document,B,"");return this.attributes[B]=G,G}return F||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,F=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(!F){const{parent:q}=this;if(q){const U=q.getStyle(B);if(U.hasValue())return U}}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 F=this.getStyle("clip-path",!1,!0);if(F.hasValue()){const G=F.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:F}=this;if(typeof F.matches=="function")return F.matches(B);const G=(D=F.getAttribute)===null||D===void 0?void 0:D.call(F,"class");return!G||G===""?!1:G.split(" ").some(W=>".".concat(W)===B)}addStylesFromStyleDefinition(){const{styles:B,stylesSpecificity:D}=this.document;let F;for(const G in B)if(!G.startsWith("@")&&this.matchesSelector(G)){const W=B[G],q=D[G];if(W)for(const U in W){let Y=this.stylesSpecificity[U];typeof Y=="undefined"&&(Y="000"),q&&q>=Y&&(F=W[U],F&&(this.styles[U]=F),this.stylesSpecificity[U]=q)}}}removeStyles(B,D){return D.reduce((G,W)=>{const q=B.getStyle(W);if(!q.hasValue())return G;const U=q.getString();return q.setValue(""),[...G,[W,U]]},[])}restoreStyles(B,D){D.forEach(F=>{let[G,W]=F;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,F=!1){if(this.document=B,this.node=D,this.captureTextNodes=F,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 U=normalizeAttributeName(q.nodeName);this.attributes[U]=new Property(B,U,q.value)}),this.addStylesFromStyleDefinition(),this.getAttribute("style").hasValue()&&this.getAttribute("style").getString().split(";").map(U=>U.trim()).forEach(U=>{if(!U)return;const[Y,Q]=U.split(":").map(K=>K.trim());Y&&(this.styles[Y]=new Property(B,Y,Q))});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(F&&(q.nodeType===3||q.nodeType===4)){const U=B.createTextNode(q);U.getText().length>0&&this.addChild(U)}})}}Element$2.ignoreChildTypes=["title"];class UnknownElement extends Element$2{constructor(B,D,F){super(B,D,F)}}function wrapFontFamily(R){const B=R.trim();return/^('|")/.test(B)?B:'"'.concat(B,'"')}function prepareFontFamily(R){return typeof process=="undefined"?R:R.trim().split(",").map(wrapFontFamily).join(",")}function prepareFontStyle(R){if(!R)return"";const B=R.trim().toLowerCase();switch(B){case"normal":case"italic":case"oblique":case"inherit":case"initial":case"unset":return B;default:return/^oblique\s+(-|)\d+deg$/.test(B)?B:""}}function prepareFontWeight(R){if(!R)return"";const B=R.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,F="",G="",W="",q="",U="";const Y=compressSpaces(B).trim().split(" "),Q={fontSize:!1,fontStyle:!1,fontWeight:!1,fontVariant:!1};return Y.forEach(K=>{switch(!0){case(!Q.fontStyle&&Font$1.styles.includes(K)):K!=="inherit"&&(F=K),Q.fontStyle=!0;break;case(!Q.fontVariant&&Font$1.variants.includes(K)):K!=="inherit"&&(G=K),Q.fontStyle=!0,Q.fontVariant=!0;break;case(!Q.fontWeight&&Font$1.weights.includes(K)):K!=="inherit"&&(W=K),Q.fontStyle=!0,Q.fontVariant=!0,Q.fontWeight=!0;break;case!Q.fontSize:K!=="inherit"&&(q=K.split("/")[0]||""),Q.fontStyle=!0,Q.fontVariant=!0,Q.fontWeight=!0,Q.fontSize=!0;break;default:K!=="inherit"&&(U+=K)}}),new Font$1(F,G,W,q,U,D)}toString(){return[prepareFontStyle(this.fontStyle),this.fontVariant,prepareFontWeight(this.fontWeight),this.fontSize,prepareFontFamily(this.fontFamily)].join(" ").trim()}constructor(B,D,F,G,W,q){const U=q?typeof q=="string"?Font$1.parse(q):q:{};this.fontFamily=W||U.fontFamily,this.fontSize=G||U.fontSize,this.fontStyle=B||U.fontStyle,this.fontWeight=F||U.fontWeight,this.fontVariant=D||U.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:F,x2:G,y2:W}=B;this.addPoint(D,F),this.addPoint(G,W)}sumCubic(B,D,F,G,W){return Math.pow(1-B,3)*D+3*Math.pow(1-B,2)*B*F+3*(1-B)*Math.pow(B,2)*G+Math.pow(B,3)*W}bezierCurveAdd(B,D,F,G,W){const q=6*D-12*F+6*G,U=-3*D+9*F-9*G+3*W,Y=3*F-3*D;if(U===0){if(q===0)return;const J=-Y/q;0<J&&J<1&&(B?this.addX(this.sumCubic(J,D,F,G,W)):this.addY(this.sumCubic(J,D,F,G,W)));return}const Q=Math.pow(q,2)-4*Y*U;if(Q<0)return;const K=(-q+Math.sqrt(Q))/(2*U);0<K&&K<1&&(B?this.addX(this.sumCubic(K,D,F,G,W)):this.addY(this.sumCubic(K,D,F,G,W)));const Z=(-q-Math.sqrt(Q))/(2*U);0<Z&&Z<1&&(B?this.addX(this.sumCubic(Z,D,F,G,W)):this.addY(this.sumCubic(Z,D,F,G,W)))}addBezierCurve(B,D,F,G,W,q,U,Y){this.addPoint(B,D),this.addPoint(U,Y),this.bezierCurveAdd(!0,B,F,W,U),this.bezierCurveAdd(!1,D,G,q,Y)}addQuadraticCurve(B,D,F,G,W,q){const U=B+.6666666666666666*(F-B),Y=D+2/3*(G-D),Q=U+1/3*(W-B),K=Y+1/3*(q-D);this.addBezierCurve(B,D,U,Q,Y,K,W,q)}isPointInBox(B,D){const{x1:F,y1:G,x2:W,y2:q}=this;return F<=B&&B<=W&&G<=D&&D<=q}constructor(B=Number.NaN,D=Number.NaN,F=Number.NaN,G=Number.NaN){this.x1=B,this.y1=D,this.x2=F,this.y2=G,this.addPoint(B,D),this.addPoint(F,G)}}class RenderedElement extends Element$2{calculateOpacity(){let B=1,D=this;for(;D;){const F=D.getStyle("opacity",!1,!0);F.hasValue(!0)&&(B*=F.getNumber()),D=D.parent}return B}setContext(B){let D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:!1;if(!D){const F=this.getStyle("fill"),G=this.getStyle("fill-opacity"),W=this.getStyle("stroke"),q=this.getStyle("stroke-opacity");if(F.isUrlDefinition()){const te=F.getFillStyleDefinition(this,G);te&&(B.fillStyle=te)}else if(F.hasValue()){F.getString()==="currentColor"&&F.setValue(this.getStyle("color").getColor());const te=F.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 U=this.getStyle("stroke-width");if(U.hasValue()){const te=U.getPixels();B.lineWidth=te||PSEUDO_ZERO}const Y=this.getStyle("stroke-linecap"),Q=this.getStyle("stroke-linejoin"),K=this.getStyle("stroke-miterlimit"),Z=this.getStyle("stroke-dasharray"),J=this.getStyle("stroke-dashoffset");if(Y.hasValue()&&(B.lineCap=Y.getString()),Q.hasValue()&&(B.lineJoin=Q.getString()),K.hasValue()&&(B.miterLimit=K.getNumber()),Z.hasValue()&&Z.getString()!=="none"){const te=toNumbers(Z.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 ie=J.getPixels();typeof B.lineDashOffset!="undefined"?B.lineDashOffset=ie:typeof B.webkitLineDashOffset!="undefined"?B.webkitLineDashOffset=ie:typeof B.mozDashOffset!="undefined"&&(B.mozDashOffset=ie)}}if(this.modifiedEmSizeStack=!1,typeof B.font!="undefined"){const F=this.getStyle("font"),G=this.getStyle("font-style"),W=this.getStyle("font-variant"),q=this.getStyle("font-weight"),U=this.getStyle("font-size"),Y=this.getStyle("font-family"),Q=new Font$1(G.getString(),W.getString(),q.getString(),U.hasValue()?"".concat(U.getPixels(!0),"px"):"",Y.getString(),Font$1.parse(F.getString(),B.font));G.setValue(Q.fontStyle),W.setValue(Q.fontVariant),q.setValue(Q.fontWeight),U.setValue(Q.fontSize),Y.setValue(Q.fontFamily),B.font=Q.toString(),U.isPixels()&&(this.document.emSize=U.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 F=this.getStyle("dominant-baseline").getTextBaseline()||this.getStyle("alignment-baseline").getTextBaseline();F&&(B.textBaseline=F)}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((F,G)=>{const W=this.getChildBoundingBox(B,this,this,G);D?D.addBoundingBox(W):D=W}),D}getFontSize(){const{document:B,parent:D}=this,F=Font$1.parse(B.ctx.font).fontSize;return D.getStyle("font-size").getNumber(F)}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,F){const G=D[F];let W;if(B.isArabic){var q;const U=D.length,Y=D[F-1],Q=D[F+1];let K="isolated";(F===0||Y===" ")&&F<U-1&&Q!==" "&&(K="terminal"),F>0&&Y!==" "&&F<U-1&&Q!==" "&&(K="medial"),F>0&&Y!==" "&&(F===U-1||Q===" ")&&(K="initial"),W=((q=B.arabicGlyphs[G])===null||q===void 0?void 0:q[K])||B.glyphs[G]}else W=B.glyphs[G];return W||(W=B.missingGlyph),W}getText(){return""}getTextFromNode(B){const D=B||this.node,F=Array.from(D.parentNode.childNodes),G=F.indexOf(D),W=F.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((F,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:F}=this,G=this.getText(),W=F.getStyle("font-family").getDefinition();if(W){const{unitsPerEm:Y}=W.fontFace,Q=Font$1.parse(D.ctx.font),K=F.getStyle("font-size").getNumber(Q.fontSize),Z=F.getStyle("font-style").getString(Q.fontStyle),J=K/Y,te=W.isRTL?G.split("").reverse().join(""):G,ie=toNumbers(F.getAttribute("dx").getString()),se=te.length;for(let re=0;re<se;re++){const ae=this.getGlyph(W,te,re);B.translate(this.x,this.y),B.scale(J,-J);const le=B.lineWidth;B.lineWidth=B.lineWidth*Y/K,Z==="italic"&&B.transform(1,0,.4,1,0,0),ae.render(B),Z==="italic"&&B.transform(1,0,-.4,1,0,0),B.lineWidth=le,B.scale(1/J,-1/J),B.translate(-this.x,-this.y),this.x+=K*(ae.horizAdvX||W.horizAdvX)/Y,typeof ie[re]!="undefined"&&!isNaN(ie[re])&&(this.x+=ie[re])}return}const{x:q,y:U}=this;B.fillStyle&&B.fillText(G,q,U),B.strokeStyle&&B.strokeText(G,q,U)}applyAnchoring(){if(this.textChunkStart>=this.leafTexts.length)return;const B=this.leafTexts[this.textChunkStart],D=B.getStyle("text-anchor").getString("start"),F=!1;let G=0;D==="start"&&!F||D==="end"&&F?G=B.x-this.minX:D==="end"&&!F||D==="start"&&F?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,F)=>{this.adjustChildCoordinatesRecursiveCore(B,this,this,F)}),this.applyAnchoring()}adjustChildCoordinatesRecursiveCore(B,D,F,G){const W=F.children[G];W.children.length>0?W.children.forEach((q,U)=>{D.adjustChildCoordinatesRecursiveCore(B,D,W,U)}):this.adjustChildCoordinates(B,D,F,G)}adjustChildCoordinates(B,D,F,G){const W=F.children[G];if(typeof W.measureText!="function")return W;B.save(),W.setContext(B,!0);const q=W.getAttribute("x"),U=W.getAttribute("y"),Y=W.getAttribute("dx"),Q=W.getAttribute("dy"),K=W.getStyle("font-family").getDefinition(),Z=Boolean(K==null?void 0:K.isRTL);G===0&&(q.hasValue()||q.setValue(W.getInheritedAttribute("x")),U.hasValue()||U.setValue(W.getInheritedAttribute("y")),Y.hasValue()||Y.setValue(W.getInheritedAttribute("dx")),Q.hasValue()||Q.setValue(W.getInheritedAttribute("dy")));const J=W.measureText(B);return Z&&(D.x-=J),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,Z||(D.x+=J),U.hasValue()?(W.y=U.getPixels("y"),Q.hasValue()&&(W.y+=Q.getPixels("y"))):(Q.hasValue()&&(D.y+=Q.getPixels("y")),W.y=D.y),D.y=W.y,D.leafTexts.push(W),D.minX=Math.min(D.minX,W.x,W.x+J),D.maxX=Math.max(D.maxX,W.x,W.x+J),W.clearContext(B),B.restore(),W}getChildBoundingBox(B,D,F,G){const W=F.children[G];if(typeof W.getBoundingBox!="function")return null;const q=W.getBoundingBox(B);return q&&W.children.forEach((U,Y)=>{const Q=D.getChildBoundingBox(B,D,W,Y);q.addBoundingBox(Q)}),q}renderChild(B,D,F,G){const W=F.children[G];W.render(B),W.children.forEach((q,U)=>{D.renderChild(B,D,W,U)})}measureText(B){const{measureCache:D}=this;if(~D)return D;const F=this.getText(),G=this.measureTargetText(B,F);return this.measureCache=G,G}measureTargetText(B,D){if(!D.length)return 0;const{parent:F}=this,G=F.getStyle("font-family").getDefinition();if(G){const q=this.getFontSize(),U=G.isRTL?D.split("").reverse().join(""):D,Y=toNumbers(F.getAttribute("dx").getString()),Q=U.length;let K=0;for(let Z=0;Z<Q;Z++)K+=(this.getGlyph(G,U,Z).horizAdvX||G.horizAdvX)*q/G.fontFace.unitsPerEm,typeof Y[Z]!="undefined"&&!isNaN(Y[Z])&&(K+=Y[Z]);return K}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 F=D.parent.getAttribute(B);if(F.hasValue(!0))return F.getString("0");D=D.parent}return null}constructor(B,D,F){super(B,D,new.target===TextElement?!0:F),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,F){super(B,D,new.target===TSpanElement?!0:F),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 F=new Point(this.command[B],this.command[D]);return this.makeAbsolute(F)}getAsControlPoint(B,D){const F=this.getPoint(B,D);return this.control=F,F}getAsCurrentPoint(B,D){const F=this.getPoint(B,D);return this.current=F,F}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:F},control:{x:G,y:W}}=this;return new Point(2*D-G,2*F-W)}makeAbsolute(B){if(this.command.relative){const{x:D,y:F}=this.current;B.x+=D,B.y+=F}return B}addMarker(B,D,F){const{points:G,angles:W}=this;F&&W.length>0&&!W[W.length-1]&&(W[W.length-1]=G[G.length-1].angleTo(F)),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 F=0;F<D;F++)if(!B[F]){for(let G=F+1;G<D;G++)if(B[G]){B[F]=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,F=new BoundingBox$2;for(D.reset(),B&&B.beginPath();!D.isEnd();)switch(D.next().type){case PathParser.MOVE_TO:this.pathM(B,F);break;case PathParser.LINE_TO:this.pathL(B,F);break;case PathParser.HORIZ_LINE_TO:this.pathH(B,F);break;case PathParser.VERT_LINE_TO:this.pathV(B,F);break;case PathParser.CURVE_TO:this.pathC(B,F);break;case PathParser.SMOOTH_CURVE_TO:this.pathS(B,F);break;case PathParser.QUAD_TO:this.pathQ(B,F);break;case PathParser.SMOOTH_QUAD_TO:this.pathT(B,F);break;case PathParser.ARC:this.pathA(B,F);break;case PathParser.CLOSE_PATH:this.pathZ(B,F);break}return F}getBoundingBox(B){return this.path()}getMarkers(){const{pathParser:B}=this,D=B.getMarkerPoints(),F=B.getMarkerAngles();return D.map((W,q)=>[W,F[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 F=this.getMarkers();if(F){const G=F.length-1,W=this.getStyle("marker-start"),q=this.getStyle("marker-mid"),U=this.getStyle("marker-end");if(W.isUrlDefinition()){const Y=W.getDefinition(),[Q,K]=F[0];Y.render(B,Q,K)}if(q.isUrlDefinition()){const Y=q.getDefinition();for(let Q=1;Q<G;Q++){const[K,Z]=F[Q];Y.render(B,K,Z)}}if(U.isUrlDefinition()){const Y=U.getDefinition(),[Q,K]=F[G];Y.render(B,Q,K)}}}static pathM(B){const D=B.getAsCurrentPoint();return B.start=B.current,{point:D}}pathM(B,D){const{pathParser:F}=this,{point:G}=PathElement.pathM(F),{x:W,y:q}=G;F.addMarker(G),D.addPoint(W,q),B&&B.moveTo(W,q)}static pathL(B){const{current:D}=B,F=B.getAsCurrentPoint();return{current:D,point:F}}pathL(B,D){const{pathParser:F}=this,{current:G,point:W}=PathElement.pathL(F),{x:q,y:U}=W;F.addMarker(W,G),D.addPoint(q,U),B&&B.lineTo(q,U)}static pathH(B){const{current:D,command:F}=B,G=new Point((F.relative?D.x:0)+F.x,D.y);return B.current=G,{current:D,point:G}}pathH(B,D){const{pathParser:F}=this,{current:G,point:W}=PathElement.pathH(F),{x:q,y:U}=W;F.addMarker(W,G),D.addPoint(q,U),B&&B.lineTo(q,U)}static pathV(B){const{current:D,command:F}=B,G=new Point(D.x,(F.relative?D.y:0)+F.y);return B.current=G,{current:D,point:G}}pathV(B,D){const{pathParser:F}=this,{current:G,point:W}=PathElement.pathV(F),{x:q,y:U}=W;F.addMarker(W,G),D.addPoint(q,U),B&&B.lineTo(q,U)}static pathC(B){const{current:D}=B,F=B.getPoint("x1","y1"),G=B.getAsControlPoint("x2","y2"),W=B.getAsCurrentPoint();return{current:D,point:F,controlPoint:G,currentPoint:W}}pathC(B,D){const{pathParser:F}=this,{current:G,point:W,controlPoint:q,currentPoint:U}=PathElement.pathC(F);F.addMarker(U,q,W),D.addBezierCurve(G.x,G.y,W.x,W.y,q.x,q.y,U.x,U.y),B&&B.bezierCurveTo(W.x,W.y,q.x,q.y,U.x,U.y)}static pathS(B){const{current:D}=B,F=B.getReflectedControlPoint(),G=B.getAsControlPoint("x2","y2"),W=B.getAsCurrentPoint();return{current:D,point:F,controlPoint:G,currentPoint:W}}pathS(B,D){const{pathParser:F}=this,{current:G,point:W,controlPoint:q,currentPoint:U}=PathElement.pathS(F);F.addMarker(U,q,W),D.addBezierCurve(G.x,G.y,W.x,W.y,q.x,q.y,U.x,U.y),B&&B.bezierCurveTo(W.x,W.y,q.x,q.y,U.x,U.y)}static pathQ(B){const{current:D}=B,F=B.getAsControlPoint("x1","y1"),G=B.getAsCurrentPoint();return{current:D,controlPoint:F,currentPoint:G}}pathQ(B,D){const{pathParser:F}=this,{current:G,controlPoint:W,currentPoint:q}=PathElement.pathQ(F);F.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,F=B.getReflectedControlPoint();B.control=F;const G=B.getAsCurrentPoint();return{current:D,controlPoint:F,currentPoint:G}}pathT(B,D){const{pathParser:F}=this,{current:G,controlPoint:W,currentPoint:q}=PathElement.pathT(F);F.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:F}=B;let{rX:G,rY:W,xRot:q,lArcFlag:U,sweepFlag:Y}=F;const Q=q*(Math.PI/180),K=B.getAsCurrentPoint(),Z=new Point(Math.cos(Q)*(D.x-K.x)/2+Math.sin(Q)*(D.y-K.y)/2,-Math.sin(Q)*(D.x-K.x)/2+Math.cos(Q)*(D.y-K.y)/2),J=Math.pow(Z.x,2)/Math.pow(G,2)+Math.pow(Z.y,2)/Math.pow(W,2);J>1&&(G*=Math.sqrt(J),W*=Math.sqrt(J));let te=(U===Y?-1:1)*Math.sqrt((Math.pow(G,2)*Math.pow(W,2)-Math.pow(G,2)*Math.pow(Z.y,2)-Math.pow(W,2)*Math.pow(Z.x,2))/(Math.pow(G,2)*Math.pow(Z.y,2)+Math.pow(W,2)*Math.pow(Z.x,2)));isNaN(te)&&(te=0);const ie=new Point(te*G*Z.y/W,te*-W*Z.x/G),se=new Point((D.x+K.x)/2+Math.cos(Q)*ie.x-Math.sin(Q)*ie.y,(D.y+K.y)/2+Math.sin(Q)*ie.x+Math.cos(Q)*ie.y),re=vectorsAngle([1,0],[(Z.x-ie.x)/G,(Z.y-ie.y)/W]),ae=[(Z.x-ie.x)/G,(Z.y-ie.y)/W],le=[(-Z.x-ie.x)/G,(-Z.y-ie.y)/W];let ce=vectorsAngle(ae,le);return vectorsRatio(ae,le)<=-1&&(ce=Math.PI),vectorsRatio(ae,le)>=1&&(ce=0),{currentPoint:K,rX:G,rY:W,sweepFlag:Y,xAxisRotation:Q,centp:se,a1:re,ad:ce}}pathA(B,D){const{pathParser:F}=this,{currentPoint:G,rX:W,rY:q,sweepFlag:U,xAxisRotation:Y,centp:Q,a1:K,ad:Z}=PathElement.pathA(F),J=1-U?1:-1,te=K+J*(Z/2),ie=new Point(Q.x+W*Math.cos(te),Q.y+q*Math.sin(te));if(F.addMarkerAngle(ie,te-J*Math.PI/2),F.addMarkerAngle(G,te-J*Math.PI),D.addPoint(G.x,G.y),B&&!isNaN(K)&&!isNaN(Z)){const se=W>q?W:q,re=W>q?1:W/q,ae=W>q?q/W:1;B.translate(Q.x,Q.y),B.rotate(Y),B.scale(re,ae),B.arc(0,0,se,K,K+Z,Boolean(1-U)),B.scale(1/re,1/ae),B.rotate(-Y),B.translate(-Q.x,-Q.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,F){super(B,D,F),this.type="path",this.pathParser=new PathParser(this.getAttribute("d").getString())}}class SVGElement$1 extends RenderedElement{setContext(B){var D;const{document:F}=this,{screen:G,window:W}=F,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(F,"fontSize",Font$1.parse(B.font).fontSize);le.hasValue()&&(F.rootEmSize=le.getPixels("y"),F.emSize=F.rootEmSize)}this.getAttribute("x").hasValue()||this.getAttribute("x",!0).setValue(0),this.getAttribute("y").hasValue()||this.getAttribute("y",!0).setValue(0);let{width:U,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 Q=this.getAttribute("refX"),K=this.getAttribute("refY"),Z=this.getAttribute("viewBox"),J=Z.hasValue()?toNumbers(Z.getString()):null,te=!this.root&&this.getStyle("overflow").getValue("hidden")!=="visible";let ie=0,se=0,re=0,ae=0;J&&(ie=J[0],se=J[1]),this.root||(U=this.getStyle("width").getPixels("x"),Y=this.getStyle("height").getPixels("y"),this.type==="marker"&&(re=ie,ae=se,ie=0,se=0)),G.viewPort.setCurrent(U,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")),J&&(U=J[2],Y=J[3]),F.setViewBox({ctx:B,aspectRatio:this.getAttribute("preserveAspectRatio").getString(),width:G.viewPort.width,desiredWidth:U,height:G.viewPort.height,desiredHeight:Y,minX:ie,minY:se,refX:Q.getValue(),refY:K.getValue(),clip:te,clipX:re,clipY:ae}),J&&(G.viewPort.removeCurrent(),G.viewPort.setCurrent(U,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,F=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"),U=this.getAttribute("style"),Y=G.getNumber(0),Q=W.getNumber(0);if(F)if(typeof F=="string")this.getAttribute("preserveAspectRatio",!0).setValue(F);else{const K=this.getAttribute("preserveAspectRatio");K.hasValue()&&K.setValue(K.getString().replace(/^\s*(\S.*\S)\s*$/,"$1"))}if(G.setValue(B),W.setValue(D),q.hasValue()||q.setValue("0 0 ".concat(Y||B," ").concat(Q||D)),U.hasValue()){const K=this.getStyle("width"),Z=this.getStyle("height");K.hasValue()&&K.setValue("".concat(B,"px")),Z.hasValue()&&Z.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"),F=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"),U=this.getAttribute("ry");let Y=q.getPixels("x"),Q=U.getPixels("y");if(q.hasValue()&&!U.hasValue()&&(Q=Y),U.hasValue()&&!q.hasValue()&&(Y=Q),Y=Math.min(Y,G/2),Q=Math.min(Q,W/2),B){const K=4*((Math.sqrt(2)-1)/3);B.beginPath(),W>0&&G>0&&(B.moveTo(D+Y,F),B.lineTo(D+G-Y,F),B.bezierCurveTo(D+G-Y+K*Y,F,D+G,F+Q-K*Q,D+G,F+Q),B.lineTo(D+G,F+W-Q),B.bezierCurveTo(D+G,F+W-Q+K*Q,D+G-Y+K*Y,F+W,D+G-Y,F+W),B.lineTo(D+Y,F+W),B.bezierCurveTo(D+Y-K*Y,F+W,D,F+W-Q+K*Q,D,F+W-Q),B.lineTo(D,F+Q),B.bezierCurveTo(D,F+Q-K*Q,D+Y-K*Y,F,D+Y,F),B.closePath())}return new BoundingBox$2(D,F,D+G,F+W)}getMarkers(){return null}constructor(...B){super(...B),this.type="rect"}}class CircleElement extends PathElement{path(B){const D=this.getAttribute("cx").getPixels("x"),F=this.getAttribute("cy").getPixels("y"),G=this.getAttribute("r").getPixels();return B&&G>0&&(B.beginPath(),B.arc(D,F,G,0,Math.PI*2,!1),B.closePath()),new BoundingBox$2(D-G,F-G,D+G,F+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),F=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&&F>0&&G>0&&(B.beginPath(),B.moveTo(W+F,q),B.bezierCurveTo(W+F,q+D*G,W+D*F,q+G,W,q+G),B.bezierCurveTo(W-D*F,q+G,W-F,q+D*G,W-F,q),B.bezierCurveTo(W-F,q-D*G,W-D*F,q-G,W,q-G),B.bezierCurveTo(W+D*F,q-G,W+F,q-D*G,W+F,q),B.closePath()),new BoundingBox$2(W-F,q-G,W+F,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:F},{x:G,y:W}]=this.getPoints();return B&&(B.beginPath(),B.moveTo(D,F),B.lineTo(G,W)),new BoundingBox$2(D,F,G,W)}getMarkers(){const[B,D]=this.getPoints(),F=B.angleTo(D);return[[B,F],[D,F]]}constructor(...B){super(...B),this.type="line"}}class PolylineElement extends PathElement{path(B){const{points:D}=this,[{x:F,y:G}]=D,W=new BoundingBox$2(F,G);return B&&(B.beginPath(),B.moveTo(F,G)),D.forEach(q=>{let{x:U,y:Y}=q;W.addPoint(U,Y),B&&B.lineTo(U,Y)}),W}getMarkers(){const{points:B}=this,D=B.length-1,F=[];return B.forEach((G,W)=>{W!==D&&F.push([G,G.angleTo(B[W+1])])}),F.length>0&&F.push([B[B.length-1],F[F.length-1][1]]),F}constructor(B,D,F){super(B,D,F),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:F,y:G}]=this.points;return B&&(B.lineTo(F,G),B.closePath()),D}constructor(...B){super(...B),this.type="polygon"}}class PatternElement extends Element$2{createPattern(B,D,F){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 U=this.document.createCanvas(G,W),Y=U.getContext("2d"),Q=this.getAttribute("x"),K=this.getAttribute("y");Q.hasValue()&&K.hasValue()&&Y.translate(Q.getPixels("x",!0),K.getPixels("y",!0)),F.hasValue()?this.styles["fill-opacity"]=F:Reflect.deleteProperty(this.styles,"fill-opacity");for(let J=-1;J<=1;J++)for(let te=-1;te<=1;te++)Y.save(),q.attributes.x=new Property(this.document,"x",J*U.width),q.attributes.y=new Property(this.document,"y",te*U.height),q.render(Y),Y.restore();return B.createPattern(U,"repeat")}constructor(...B){super(...B),this.type="pattern"}}class MarkerElement extends Element$2{render(B,D,F){if(!D)return;const{x:G,y:W}=D,q=this.getAttribute("orient").getString("auto"),U=this.getAttribute("markerUnits").getString("strokeWidth");B.translate(G,W),q==="auto"&&B.rotate(F),U==="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(),U==="strokeWidth"&&B.scale(1/B.lineWidth,1/B.lineWidth),q==="auto"&&B.rotate(-F),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(F=>{D.addBoundingBox(F.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,F){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(F,W[W.length-1].color);if(W.forEach(U=>{q.addColorStop(U.offset,this.addParentOpacity(F,U.color))}),this.getAttribute("gradientTransform").hasValue()){const{document:U}=this,{MAX_VIRTUAL_PIXELS:Y}=Screen,{viewPort:Q}=U.screen,K=Q.getRoot(),Z=new RectElement(U);Z.attributes.x=new Property(U,"x",-Y/3),Z.attributes.y=new Property(U,"y",-Y/3),Z.attributes.width=new Property(U,"width",Y),Z.attributes.height=new Property(U,"height",Y);const J=new GElement(U);J.attributes.transform=new Property(U,"transform",this.getAttribute("gradientTransform").getValue()),J.children=[Z];const te=new SVGElement$1(U);te.attributes.x=new Property(U,"x",0),te.attributes.y=new Property(U,"y",0),te.attributes.width=new Property(U,"width",K.width),te.attributes.height=new Property(U,"height",K.height),te.children=[J];const ie=U.createCanvas(K.width,K.height),se=ie.getContext("2d");return se.fillStyle=q,te.render(se),se.createPattern(ie,"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,F){super(B,D,F),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 F=this.getGradientUnits()==="objectBoundingBox",G=F?D.getBoundingBox(B):null;if(F&&!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=F?G.x+G.width*this.getAttribute("x1").getNumber():this.getAttribute("x1").getPixels("x"),q=F?G.y+G.height*this.getAttribute("y1").getNumber():this.getAttribute("y1").getPixels("y"),U=F?G.x+G.width*this.getAttribute("x2").getNumber():this.getAttribute("x2").getPixels("x"),Y=F?G.y+G.height*this.getAttribute("y2").getNumber():this.getAttribute("y2").getPixels("y");return W===U&&q===Y?null:B.createLinearGradient(W,q,U,Y)}constructor(B,D,F){super(B,D,F),this.type="linearGradient",this.attributesToInherit.push("x1","y1","x2","y2")}}class RadialGradientElement extends GradientElement{getGradient(B,D){const F=this.getGradientUnits()==="objectBoundingBox",G=D.getBoundingBox(B);if(F&&!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=F?G.x+G.width*this.getAttribute("cx").getNumber():this.getAttribute("cx").getPixels("x"),q=F?G.y+G.height*this.getAttribute("cy").getNumber():this.getAttribute("cy").getPixels("y");let U=W,Y=q;this.getAttribute("fx").hasValue()&&(U=F?G.x+G.width*this.getAttribute("fx").getNumber():this.getAttribute("fx").getPixels("x")),this.getAttribute("fy").hasValue()&&(Y=F?G.y+G.height*this.getAttribute("fy").getNumber():this.getAttribute("fy").getPixels("y"));const Q=F?(G.width+G.height)/2*this.getAttribute("r").getNumber():this.getAttribute("r").getPixels(),K=this.getAttribute("fr").getPixels();return B.createRadialGradient(U,Y,K,W,q,Q)}constructor(B,D,F){super(B,D,F),this.type="radialGradient",this.attributesToInherit.push("cx","cy","r","fx","fy","fr")}}class StopElement extends Element$2{constructor(B,D,F){super(B,D,F),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:F,to:G}=this.getProgress();let W=F.getNumber()+(G.getNumber()-F.getNumber())*D;return B==="%"&&(W*=100),"".concat(W).concat(B)}update(B){const{parent:D}=this,F=this.getProperty();if(this.initialValue||(this.initialValue=F.getString(),this.initialUnits=F.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&&F&&(D.animationFrozen=!0,D.animationFrozenValue=F.getString());else if(W==="remove"&&!this.removed)return this.removed=!0,D&&F&&F.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 U=q.getString();W="".concat(U,"(").concat(W,")")}F.setValue(W),G=!0}return G}getProgress(){const{document:B,values:D}=this;let F=(this.duration-this.begin)/(this.maxDuration-this.begin),G,W;if(D.hasValue()){const q=F*(D.getValue().length-1),U=Math.floor(q),Y=Math.ceil(q);let Q;Q=D.getValue()[U],G=new Property(B,"from",Q?parseFloat(Q):0),Q=D.getValue()[Y],W=new Property(B,"to",Q?parseFloat(Q):0),F=(q-U)/(Y-U)}else G=this.from,W=this.to;return{progress:F,from:G,to:W}}constructor(B,D,F){super(B,D,F),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:F}=this.getProgress(),G=new rgbcolor(D.getColor()),W=new rgbcolor(F.getColor());if(G.ok&&W.ok){const q=G.r+(W.r-G.r)*B,U=G.g+(W.g-G.g)*B,Y=G.b+(W.b-G.b)*B;return"rgb(".concat(Math.floor(q),", ").concat(Math.floor(U),", ").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:F}=this.getProgress(),G=toNumbers(D.getString()),W=toNumbers(F.getString());return G.map((U,Y)=>{const Q=W[Y];return U+(Q-U)*B}).join(" ")}constructor(...B){super(...B),this.type="animateTransform"}}class FontFaceElement extends Element$2{constructor(B,D,F){super(B,D,F),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,F){super(B,D,F),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,F){super(B,D,F),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 U=q.getStyle("font-family");U.hasValue()&&(G[U.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 U=this.arabicGlyphs[q.unicode];typeof U=="undefined"?this.arabicGlyphs[q.unicode]={[q.arabicForm]:q}:U[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:F,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(F,G-q.getPixels("y"),F+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,F){super(B,D,F),this.type="a";const{childNodes:G}=D,W=G[0],q=G.length>0&&Array.from(G).every(U=>U.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(F=>{let{type:G,points:W}=F;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,U,Y,Q,K,Z,J,te]=W,ie=Y>Q?Y:Q,se=Y>Q?1:Y/Q,re=Y>Q?Q/Y:1;B&&(B.translate(q,U),B.rotate(J),B.scale(se,re),B.arc(0,0,ie,K,K+Z,Boolean(1-te)),B.scale(1/se,1/re),B.rotate(-J),B.translate(-q,-U));break}case PathParser.CLOSE_PATH:B&&B.closePath();break}})}renderChildren(B){this.setTextData(B),B.save();const D=this.parent.getStyle("text-decoration").getString(),F=this.getFontSize(),{glyphInfo:G}=this,W=B.fillStyle;D==="underline"&&B.beginPath(),G.forEach((q,U)=>{const{p0:Y,p1:Q,rotation:K,text:Z}=q;B.save(),B.translate(Y.x,Y.y),B.rotate(K),B.fillStyle&&B.fillText(Z,0,0),B.strokeStyle&&B.strokeText(Z,0,0),B.restore(),D==="underline"&&(U===0&&B.moveTo(Y.x,Y.y+F/8),B.lineTo(Q.x,Q.y+F/5))}),D==="underline"&&(B.lineWidth=F/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,F,G,W,q,U,Y,Q){let K=q,Z=this.measureText(B,Y);Y===" "&&D==="justify"&&F<G&&(Z+=(G-F)/W),Q>-1&&(K+=this.getLetterSpacingAt(Q));const J=this.textHeight/20,te=this.getEquidistantPointOnPath(K,J,0),ie=this.getEquidistantPointOnPath(K+Z,J,0),se={p0:te,p1:ie},re=te&&ie?Math.atan2(ie.y-te.y,ie.x-te.x):0;if(U){const ae=Math.cos(Math.PI/2+re)*U,le=Math.cos(-re)*U;se.p0={...te,x:te.x+ae,y:te.y+le},se.p1={...ie,x:ie.x+ae,y:ie.y+le}}return K+=Z,{offset:K,segment:se,rotation:re}}measureText(B,D){const{measuresCache:F}=this,G=D||this.getText();if(F.has(G))return F.get(G);const W=this.measureTargetText(B,G);return F.set(G,W),W}setTextData(B){if(this.glyphInfo)return;const D=this.getText(),F=D.split(""),G=D.split(" ").length-1,W=this.parent.getAttribute("dx").split().map(ce=>ce.getPixels("x")),q=this.parent.getAttribute("dy").getPixels("y"),U=this.parent.getStyle("text-anchor").getString("start"),Y=this.getStyle("letter-spacing"),Q=this.parent.getStyle("letter-spacing");let K=0;!Y.hasValue()||Y.getValue()==="inherit"?K=Q.getPixels():Y.hasValue()&&Y.getValue()!=="initial"&&Y.getValue()!=="unset"&&(K=Y.getPixels());const Z=[],J=D.length;this.letterSpacingCache=Z;for(let ce=0;ce<J;ce++)Z.push(typeof W[ce]!="undefined"?W[ce]:K);const te=Z.reduce((ce,fe,de)=>de===0?0:ce+fe||0,0),ie=this.measureText(B),se=Math.max(ie+te,0);this.textWidth=ie,this.textHeight=this.getFontSize(),this.glyphInfo=[];const re=this.getPathLength(),ae=this.getStyle("startOffset").getNumber(0)*re;let le=0;(U==="middle"||U==="center")&&(le=-se/2),(U==="end"||U==="right")&&(le=-se),le+=ae,F.forEach((ce,fe)=>{const{offset:de,segment:me,rotation:he}=this.findSegmentToFitChar(B,U,se,re,G,le,q,ce,fe);le=de,!(!me.p0||!me.p1)&&this.glyphInfo.push({text:F[fe],p0:me.p0,p1:me.p1,rotation:he})})}parsePathData(B){if(this.pathLength=-1,!B)return[];const D=[],{pathParser:F}=B;for(F.reset();!F.isEnd();){const{current:G}=F,W=G?G.x:0,q=G?G.y:0,U=F.next();let Y=U.type,Q=[];switch(U.type){case PathParser.MOVE_TO:this.pathM(F,Q);break;case PathParser.LINE_TO:Y=this.pathL(F,Q);break;case PathParser.HORIZ_LINE_TO:Y=this.pathH(F,Q);break;case PathParser.VERT_LINE_TO:Y=this.pathV(F,Q);break;case PathParser.CURVE_TO:this.pathC(F,Q);break;case PathParser.SMOOTH_CURVE_TO:Y=this.pathS(F,Q);break;case PathParser.QUAD_TO:this.pathQ(F,Q);break;case PathParser.SMOOTH_QUAD_TO:Y=this.pathT(F,Q);break;case PathParser.ARC:Q=this.pathA(F);break;case PathParser.CLOSE_PATH:PathElement.pathZ(F);break}U.type!==PathParser.CLOSE_PATH?D.push({type:Y,points:Q,start:{x:W,y:q},pathLength:this.calcLength(W,q,Y,Q)}):D.push({type:PathParser.CLOSE_PATH,points:[],pathLength:0})}return D}pathM(B,D){const{x:F,y:G}=PathElement.pathM(B).point;D.push(F,G)}pathL(B,D){const{x:F,y:G}=PathElement.pathL(B).point;return D.push(F,G),PathParser.LINE_TO}pathH(B,D){const{x:F,y:G}=PathElement.pathH(B).point;return D.push(F,G),PathParser.LINE_TO}pathV(B,D){const{x:F,y:G}=PathElement.pathV(B).point;return D.push(F,G),PathParser.LINE_TO}pathC(B,D){const{point:F,controlPoint:G,currentPoint:W}=PathElement.pathC(B);D.push(F.x,F.y,G.x,G.y,W.x,W.y)}pathS(B,D){const{point:F,controlPoint:G,currentPoint:W}=PathElement.pathS(B);return D.push(F.x,F.y,G.x,G.y,W.x,W.y),PathParser.CURVE_TO}pathQ(B,D){const{controlPoint:F,currentPoint:G}=PathElement.pathQ(B);D.push(F.x,F.y,G.x,G.y)}pathT(B,D){const{controlPoint:F,currentPoint:G}=PathElement.pathT(B);return D.push(F.x,F.y,G.x,G.y),PathParser.QUAD_TO}pathA(B){let{rX:D,rY:F,sweepFlag:G,xAxisRotation:W,centp:q,a1:U,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,F,U,Y,W,G]}calcLength(B,D,F,G){let W=0,q=null,U=null,Y=0;switch(F){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)U=this.getPointOnCubicBezier(Y,B,D,G[0],G[1],G[2],G[3],G[4],G[5]),W+=this.getLineLength(q.x,q.y,U.x,U.y),q=U;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)U=this.getPointOnQuadraticBezier(Y,B,D,G[0],G[1],G[2],G[3]),W+=this.getLineLength(q.x,q.y,U.x,U.y),q=U;return W;case PathParser.ARC:{W=0;const Q=G[4],K=G[5],Z=G[4]+K;let J=Math.PI/180;if(Math.abs(Q-Z)<J&&(J=Math.abs(Q-Z)),q=this.getPointOnEllipticalArc(G[0],G[1],G[2],G[3],Q,0),K<0)for(Y=Q-J;Y>Z;Y-=J)U=this.getPointOnEllipticalArc(G[0],G[1],G[2],G[3],Y,0),W+=this.getLineLength(q.x,q.y,U.x,U.y),q=U;else for(Y=Q+J;Y<Z;Y+=J)U=this.getPointOnEllipticalArc(G[0],G[1],G[2],G[3],Y,0),W+=this.getLineLength(q.x,q.y,U.x,U.y),q=U;return U=this.getPointOnEllipticalArc(G[0],G[1],G[2],G[3],Z,0),W+=this.getLineLength(q.x,q.y,U.x,U.y),W}}return 0}getPointOnLine(B,D,F,G,W){let q=arguments.length>5&&arguments[5]!==void 0?arguments[5]:D,U=arguments.length>6&&arguments[6]!==void 0?arguments[6]:F;const Y=(W-F)/(G-D+PSEUDO_ZERO);let Q=Math.sqrt(B*B/(1+Y*Y));G<D&&(Q*=-1);let K=Y*Q,Z=null;if(G===D)Z={x:q,y:U+K};else if((U-F)/(q-D+PSEUDO_ZERO)===Y)Z={x:q+Q,y:U+K};else{let J=0,te=0;const ie=this.getLineLength(D,F,G,W);if(ie<PSEUDO_ZERO)return null;let se=(q-D)*(G-D)+(U-F)*(W-F);se/=ie*ie,J=D+se*(G-D),te=F+se*(W-F);const re=this.getLineLength(q,U,J,te),ae=Math.sqrt(B*B-re*re);Q=Math.sqrt(ae*ae/(1+Y*Y)),G<D&&(Q*=-1),K=Y*Q,Z={x:J+Q,y:te+K}}return Z}getPointOnPath(B){const D=this.getPathLength();let F=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||F+q.pathLength+5e-5<B)){F+=q.pathLength;continue}const U=B-F;let Y=0;switch(q.type){case PathParser.LINE_TO:G=this.getPointOnLine(U,q.start.x,q.start.y,q.points[0],q.points[1],q.start.x,q.start.y);break;case PathParser.ARC:{const Q=q.points[4],K=q.points[5],Z=q.points[4]+K;if(Y=Q+U/q.pathLength*K,K<0&&Y<Z||K>=0&&Y>Z)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=U/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=U/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,F,G){return Math.sqrt((F-B)*(F-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,F,G,W,q,U,Y,Q){const K=Y*CB1(B)+q*CB2(B)+G*CB3(B)+D*CB4(B),Z=Q*CB1(B)+U*CB2(B)+W*CB3(B)+F*CB4(B);return{x:K,y:Z}}getPointOnQuadraticBezier(B,D,F,G,W,q,U){const Y=q*QB1(B)+G*QB2(B)+D*QB3(B),Q=U*QB1(B)+W*QB2(B)+F*QB3(B);return{x:Y,y:Q}}getPointOnEllipticalArc(B,D,F,G,W,q){const U=Math.cos(q),Y=Math.sin(q),Q={x:F*Math.cos(W),y:G*Math.sin(W)};return{x:B+(Q.x*U-Q.y*Y),y:D+(Q.x*Y+Q.y*U)}}buildEquidistantCache(B,D){const F=this.getPathLength(),G=D||.25,W=B||F/100;if(!this.equidistantCache||this.equidistantCache.step!==W||this.equidistantCache.precision!==G){this.equidistantCache={step:W,precision:G,points:[]};let q=0;for(let U=0;U<=F;U+=G){const Y=this.getPointOnPath(U),Q=this.getPointOnPath(U+G);!Y||!Q||(q+=this.getLineLength(Y.x,Y.y,Q.x,Q.y),q>=W&&(this.equidistantCache.points.push({x:Y.x,y:Y.y,distance:U}),q-=W))}}}getEquidistantPointOnPath(B,D,F){if(this.buildEquidistantCache(D,F),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,F){super(B,D,F),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 F=D[5];F&&(D[4]==="base64"?this.image=atob(F):this.image=decodeURIComponent(F))}else try{const G=await(await this.document.fetch(B)).text();this.image=G}catch(F){console.error('Error while loading image "'.concat(B,'":'),F)}this.loaded=!0}renderChildren(B){const{document:D,image:F,loaded:G}=this,W=this.getAttribute("x").getPixels("x"),q=this.getAttribute("y").getPixels("y"),U=this.getStyle("width").getPixels("x"),Y=this.getStyle("height").getPixels("y");if(!(!G||!F||!U||!Y)){if(B.save(),B.translate(W,q),typeof F=="string"){const Q=D.canvg.forkString(B,F,{ignoreMouse:!0,ignoreAnimation:!0,ignoreDimensions:!0,ignoreClear:!0,offsetX:0,offsetY:0,scaleWidth:U,scaleHeight:Y}),{documentElement:K}=Q.document;K&&(K.parent=this),Q.render()}else D.setViewBox({ctx:B,aspectRatio:this.getAttribute("preserveAspectRatio").getString(),width:U,desiredWidth:F.width,height:Y,desiredHeight:F.height}),this.loaded&&(!("complete"in F)||F.complete)&&B.drawImage(F,0,0);B.restore()}}getBoundingBox(){const B=this.getAttribute("x").getPixels("x"),D=this.getAttribute("y").getPixels("y"),F=this.getStyle("width").getPixels("x"),G=this.getStyle("height").getPixels("y");return new BoundingBox$2(B,D,B+F,D+G)}constructor(B,D,F){super(B,D,F),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:F}=this,W=(await F.canvg.parser.load(D)).getElementsByTagName("font");Array.from(W).forEach(q=>{const U=F.createElement(q);F.definitions[B]=U})}catch(F){console.error('Error while loading font "'.concat(D,'":'),F)}this.loaded=!0}constructor(B){this.document=B,this.loaded=!1,B.fonts.push(this)}}class StyleElement extends Element$2{constructor(B,D,F){super(B,D,F),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 U=q.trim();if(!U)return;const Y=U.split("{"),Q=Y[0].split(","),K=Y[1].split(";");Q.forEach(Z=>{const J=Z.trim();if(!J)return;const te=B.styles[J]||{};if(K.forEach(ie=>{const se=ie.indexOf(":"),re=ie.substr(0,se).trim(),ae=ie.substr(se+1,ie.length-se).trim();re&&ae&&(te[re]=new Property(B,re,ae))}),B.styles[J]=te,B.stylesSpecificity[J]=getSelectorSpecificity(J),J==="@font-face"){const ie=te["font-family"].getString().replace(/"|'/g,"");te.src.getString().split(",").forEach(re=>{if(re.indexOf('format("svg")')>0){const ae=parseExternalUrl(re);ae&&new SVGFontLoader(B).load(ie,ae)}})}})})}}StyleElement.parseExternalUrl=parseExternalUrl;class UseElement extends RenderedElement{setContext(B){super.setContext(B);const D=this.getAttribute("x"),F=this.getAttribute("y");D.hasValue()&&B.translate(D.getPixels("x"),0),F.hasValue()&&B.translate(0,F.getPixels("y"))}path(B){const{element:D}=this;D&&D.path(B)}renderChildren(B){const{document:D,element:F}=this;if(F){let G=F;if(F.type==="symbol"&&(G=new SVGElement$1(D),G.attributes.viewBox=new Property(D,"viewBox",F.getAttribute("viewBox").getString()),G.attributes.preserveAspectRatio=new Property(D,"preserveAspectRatio",F.getAttribute("preserveAspectRatio").getString()),G.attributes.overflow=new Property(D,"overflow",F.getAttribute("overflow").getString()),G.children=F.children,F.styles.opacity=new Property(D,"opacity",this.calculateOpacity())),G.type==="svg"){const q=this.getStyle("width",!1,!0),U=this.getStyle("height",!1,!0);q.hasValue()&&(G.attributes.width=new Property(D,"width",q.getString())),U.hasValue()&&(G.attributes.height=new Property(D,"height",U.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(R,B,D,F,G,W){return R[D*F*4+B*4+W]}function imSet(R,B,D,F,G,W,q){R[D*F*4+B*4+W]=q}function m(R,B,D){return R[B]*D}function c(R,B,D,F){return B+Math.cos(R)*D+Math.sin(R)*F}class FeColorMatrixElement extends Element$2{apply(B,D,F,G,W){const{includeOpacity:q,matrix:U}=this,Y=B.getImageData(0,0,G,W);for(let Q=0;Q<W;Q++)for(let K=0;K<G;K++){const Z=imGet(Y.data,K,Q,G,W,0),J=imGet(Y.data,K,Q,G,W,1),te=imGet(Y.data,K,Q,G,W,2),ie=imGet(Y.data,K,Q,G,W,3);let se=m(U,0,Z)+m(U,1,J)+m(U,2,te)+m(U,3,ie)+m(U,4,1),re=m(U,5,Z)+m(U,6,J)+m(U,7,te)+m(U,8,ie)+m(U,9,1),ae=m(U,10,Z)+m(U,11,J)+m(U,12,te)+m(U,13,ie)+m(U,14,1),le=m(U,15,Z)+m(U,16,J)+m(U,17,te)+m(U,18,ie)+m(U,19,1);q&&(se=0,re=0,ae=0,le*=ie/255),imSet(Y.data,K,Q,G,W,0,se),imSet(Y.data,K,Q,G,W,1,re),imSet(Y.data,K,Q,G,W,2,ae),imSet(Y.data,K,Q,G,W,3,le)}B.clearRect(0,0,G,W),B.putImageData(Y,0,0)}constructor(B,D,F){super(B,D,F),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:F}=this;let G=this.getAttribute("x").getPixels("x"),W=this.getAttribute("y").getPixels("y"),q=this.getStyle("width").getPixels("x"),U=this.getStyle("height").getPixels("y");if(!q&&!U){const te=new BoundingBox$2;this.children.forEach(ie=>{te.addBoundingBox(ie.getBoundingBox(B))}),G=Math.floor(te.x1),W=Math.floor(te.y1),q=Math.floor(te.width),U=Math.floor(te.height)}const Y=this.removeStyles(D,MaskElement.ignoreStyles),Q=F.createCanvas(G+q,W+U),K=Q.getContext("2d");F.screen.setDefaults(K),this.renderChildren(K),new FeColorMatrixElement(F,{nodeType:1,childNodes:[],attributes:[{nodeName:"type",value:"luminanceToAlpha"},{nodeName:"includeOpacity",value:"true"}]}).apply(K,0,0,G+q,W+U);const Z=F.createCanvas(G+q,W+U),J=Z.getContext("2d");F.screen.setDefaults(J),D.render(J),J.globalCompositeOperation="destination-in",J.fillStyle=K.createPattern(Q,"no-repeat"),J.fillRect(0,0,G+q,W+U),B.fillStyle=J.createPattern(Z,"no-repeat"),B.fillRect(0,0,G+q,W+U),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,F=Reflect.getPrototypeOf(B),{beginPath:G,closePath:W}=B;F&&(F.beginPath=noop$1,F.closePath=noop$1),Reflect.apply(G,B,[]),this.children.forEach(q=>{if(!("path"in q))return;let U="elementTransform"in q?q.elementTransform():null;U||(U=Transform.fromElement(D,q)),U&&U.apply(B),q.path(B),F&&(F.closePath=W),U&&U.unapply(B)}),Reflect.apply(W,B,[]),B.clip(),F&&(F.beginPath=G,F.closePath=W)}render(B){}constructor(...B){super(...B),this.type="clipPath"}}class FilterElement extends Element$2{apply(B,D){const{document:F,children:G}=this,W="getBoundingBox"in D?D.getBoundingBox(B):null;if(!W)return;let q=0,U=0;G.forEach(ae=>{const le=ae.extraFilterDistance||0;q=Math.max(q,le),U=Math.max(U,le)});const Y=Math.floor(W.width),Q=Math.floor(W.height),K=Y+2*q,Z=Q+2*U;if(K<1||Z<1)return;const J=Math.floor(W.x),te=Math.floor(W.y),ie=this.removeStyles(D,FilterElement.ignoreStyles),se=F.createCanvas(K,Z),re=se.getContext("2d");F.screen.setDefaults(re),re.translate(-J+q,-te+U),D.render(re),G.forEach(ae=>{typeof ae.apply=="function"&&ae.apply(re,0,0,K,Z)}),B.drawImage(se,0,0,K,Z,J-q,te-U,K,Z),this.restoreStyles(D,ie)}render(B){}constructor(...B){super(...B),this.type="filter"}}FilterElement.ignoreStyles=["filter","transform","clip-path"];class FeDropShadowElement extends Element$2{apply(B,D,F,G,W){}constructor(B,D,F){super(B,D,F),this.type="feDropShadow",this.addStylesFromStyleDefinition()}}class FeMorphologyElement extends Element$2{apply(B,D,F,G,W){}constructor(...B){super(...B),this.type="feMorphology"}}class FeCompositeElement extends Element$2{apply(B,D,F,G,W){}constructor(...B){super(...B),this.type="feComposite"}}class FeGaussianBlurElement extends Element$2{apply(B,D,F,G,W){const{document:q,blurRadius:U}=this,Y=q.window?q.window.document.body:null,Q=B.canvas;Q.id=q.getUniqueId(),Y&&(Q.style.display="none",Y.appendChild(Q)),processCanvasRGBA(Q,D,F,G,W,U),Y&&Y.removeChild(Q)}constructor(B,D,F){super(B,D,F),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(R,B){const D=document.createElement("canvas");return D.width=R,D.height=B,D}async function createImage(R){let B=arguments.length>1&&arguments[1]!==void 0?arguments[1]:!1;const D=document.createElement("img");return B&&(D.crossOrigin="Anonymous"),new Promise((F,G)=>{D.onload=()=>{F(D)},D.onerror=(W,q,U,Y,Q)=>{G(Q)},D.src=R})}const DEFAULT_EM_SIZE=12;class Document$1{bindCreateImage(B,D){return typeof D=="boolean"?(F,G)=>B(F,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(/^[^:]+:/,""),F=Document$1.elementTypes[D];return F?new F(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:F=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=F,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 F=arguments.length>2&&arguments[2]!==void 0?arguments[2]:{};const W=await new Parser$1(F).parse(D);return new Canvg(B,W,F)}static fromString(B,D){let F=arguments.length>2&&arguments[2]!==void 0?arguments[2]:{};const W=new Parser$1(F).parseFromString(D);return new Canvg(B,W,F)}fork(B,D){let F=arguments.length>2&&arguments[2]!==void 0?arguments[2]:{};return Canvg.from(B,D,{...this.options,...F})}forkString(B,D){let F=arguments.length>2&&arguments[2]!==void 0?arguments[2]:{};return Canvg.fromString(B,D,{...this.options,...F})}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:F,options:G}=this;F.start(D,{enableRedraw:!0,...G,...B})}stop(){this.screen.stop()}resize(B){let D=arguments.length>1&&arguments[1]!==void 0?arguments[1]:B,F=arguments.length>2&&arguments[2]!==void 0?arguments[2]:!1;this.documentElement.resize(B,D,F)}constructor(B,D,F={}){this.parser=new Parser$1(F),this.screen=new Screen(B,F),this.options=F;const G=new Document$1(this,F),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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0:F.examSongId,customNum:Number(state$3.sett.customNoduleNum)}),localStorage.setItem("customNoduleInfo",JSON.stringify(B)),useReload()};return()=>createVNode(Fragment,null,[createVNode("div",{class:styles$l.columnBox},[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":B=>state$3.sett.eyeProtection=B},switchProps$1),null)]}),state$2.isDaYaCategory&&createVNode(Fragment,null,[createVNode(Cell,{center:!0,border:!1,title:"\u81EA\u5B9A\u4E49\u6BCF\u884C\u5C0F\u8282\u6570"},{default:()=>[createVNode(Switch,mergeProps({modelValue:state$3.sett.openCustomNodule,"onUpdate:modelValue":B=>state$3.sett.openCustomNodule=B},switchProps$1),null)]}),createVNode("div",{class:styles$l.columnItem},[createVNode(Cell,{center:!0,border:!1,title:"\u6BCF\u884C\u5C0F\u8282\u6570"},{default:()=>[createVNode(Field,{type:"number",disabled:!state$3.sett.openCustomNodule,value:state$3.sett.customNoduleNum,modelValue:state$3.sett.customNoduleNum,"onUpdate:modelValue":B=>state$3.sett.customNoduleNum=B,inputAlign:"right",maxlength:2,formatter:B=>B.replace(/\B(?=(\d{3})+(?!\d))/g,",")},null)]}),createVNode("div",{class:styles$l.columnBtn,onClick:R},[createTextVNode("\u786E\u8BA4")])])]),createVNode(Divider,null,null),createVNode(Cell,{center:!0,border:!1,title:"\u5FAA\u73AF\u64AD\u653E"},{default:()=>[createVNode(Switch,mergeProps({modelValue:state$3.sett.loop,"onUpdate:modelValue":B=>state$3.sett.loop=B},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":B=>state$3.sett.fingering=B},switchProps$1,{onChange:B=>{state$3.sett.fingering=B,state.event.emit("settingFingeringChange")}}),{default:()=>[createTextVNode("off")]})]})]),createVNode("div",{class:styles$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$l.btn,onClick:()=>{var B;(B=suggestPopup.value)==null||B.onShow()}},[createVNode("img",{class:styles$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":B=>confirmShow$1.value=B,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$1.value=!1},null),createVNode("img",{src:iconConfirm,onClick:useReload},null)])})])}});const switchProps={};var Evaluat=defineComponent({name:"ColexiuSettingPractise",setup(){return()=>createVNode("div",null,[createVNode("div",{class:styles$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":R=>state$3.eva.difficulty=R},{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":R=>state$3.sett.tuning=R},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":R=>state$3.sett.camera=R},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":R=>state$3.sett.opacity=R},{button:()=>createVNode("div",{class:styles$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":R=>state$3.eva.save=R},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":R=>state$3.eva.mute=R},switchProps),{default:()=>[createTextVNode("off")]})]}),createVNode(Divider,null,null),createVNode(Cell,{center:!0,border:!1,title:"\u6807\u51C6\u97F3\u9AD8"},{default:()=>[createVNode("div",{style:{display:"flex"}},[createVNode(RadioGroup,{iconSize:20,class:styles$l.radioGroup,modelValue:state$3.sett.hertz,"onUpdate:modelValue":R=>state$3.sett.hertz=R},{default:()=>[createVNode(Radio,{name:440},{default:()=>[createTextVNode("440")]}),createVNode(Radio,{name:442},{default:()=>[createTextVNode("442")]})]})])]}),createVNode(Divider,null,null)])])}}),Setting=defineComponent({name:"ColexiuSetting",props:{active:{type:String,default:"1"}},setup(R){return()=>createVNode("div",{class:styles$l.setting},[createVNode(Tabs,{active:R.active},{default:()=>[createVNode(Tab,{title:"\u8BBE\u7F6E",name:"1"},{default:()=>[createVNode(Seet,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,iVBORw0KGgoAAAANSUhEUgAAADoAAAA6CAYAAADhu0ooAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAOqADAAQAAAABAAAAOgAAAACjq6v0AAAO20lEQVRoBbVbaZBVxRU+/QaGdcQFlQgJqCzGuBMUF0qULCZVxqUYwJgoml+JVpaKRoimQiUKk0gqyY+gP5JoFnUcJKJxjZoER+MguGcRUSEJWCKiQXAUmXk333e6T7++b+57s4Cn6t4+ffbT2+2+9z0nHwJkbYsa5c2NJ0mWnSxZeQpKXG6sOGkC3iTlTKTkdgDHJZtBX4cw1olzT8iYiavdnEUf7O2w3N4ymLV9baRs65wt3eV5sDkDCQ5X28gpQpZUCnENpxMN0Y6GaJXGfe9wly3bGfX3ANnjRLMb509CcgsQwzz00HBcQGk2lKznkkrYSk/kwMrpO+nESGiVQa7FfePW9WQPFAacaHbD/AkIagnymYOypAHEhJhcCIk0BzcslW+NAL7KBMFQeBnjsQTDuTKQNmlwC923WjeC2m/od6I6/7ZuuBIBXA1vw9SjJhB8pzhJaT2XTJogcFbZIJy/FhV1SY+QvQfmdTL+49f3dx6byWiqHpLdNH+MvJfdieCnq5wGESKJCcGk4bGkdBKx0ukaNCObrIqSmNhJ5ZQvHeKy89x3lr/Oal+gz4lmyy6eigRWwui4GJwhNYOFdEzKcIaVJKjVYECLFE91Am7TQGSTNMi57orlT9FEb+DnVi9S2Q2Xch62QwxJMpAkGKtbWcuW8qkK3aCuopHOWo6Rr6sc+oVD24uNk25pz1rmzFE7vdx6TTRbdtFVUu66HXaGeQdhEFiAOQdhuDEYA6JRNqUnOGVtbEV5EoI95bMOpslpwhliKt+eLZlzFUXqgakVymQ3XjJXurtblRmDTZyTYXQrzZLVLR+rpzoRD0mYbKQDUT3jU6CG/5LMdQtWtFG1CGihEMKc5HBNVtY+OEyDbWgUmXAMrmNFRh0sMnI/kRG4CO++LbLzLZH/bRF59VmRjc+J7N4FBgyYDSuNpu5TfhRA/o4r8gy3sHjOFiaqq2tneQ28jmNMlV7TipJiMDk+HcPk6I+JnHSeT3AQku0LdGHXx4Q7Vohs2VjxSd1cr5qxqoT9IrVJBjdMK1qNeyTq96kbVsF4eIQkraZoqBvZhiTrTQeInIK1YcopbGGLqH8l7f3rMZF2zJjtW5OEaQ+8ar+0nsbg8OiZ1HC6m7M8t1/uuRhxM1BGkjRoBtRYqKd08s3xeAzRC5eIHHHqwJOkHzbQkTNE5l8vciiGPEcIL/UVnFlcKY26BMa+vnylr1TutBJBt3Xl8j9BCCssWUyGDoIzkgipsxM+L3LaBRDp2W5eOLnf+SM1Kef3ulBCDju/v/xe5Mk/BgNVcVgM5Ka4YL42NB7pFla2i/nIuHfVJGkwJFidZGqQOJOccWHfktSAeOsjsOHOvEjkxLN9IhoWbwD61nrAlUYcV7k8TLp2MZcIsUf9KSR7Ea1YnbwXDva1YvtRDtcvXNH3JKPbfiLs2TbE/eozIZY0GJA0YaOFMsNBwJWOcN9boaeeQdGlP2ohSRuiphAlfCuyyuYZiYXnrMt7T7K7S+TltbiwiL/+Kh4p27wBPmbGHCYyaZrIRFwNlVDoIgfs2XO+KfLLb4u8gwWKoOEVxGjxa4dlPD5+heLao3po3rpzC4ZD38+Tn/mqX3hopRasf1Jk1S3+WRllGFxoTJsG++IZO/PLIpNPjFKFyN8fFbn7555FM6ZPiuEs437YdcrowQe7y5bv9M24FW8GMkGS1GDuQBRnicsU1Rj4fE7yEVILONQevU1k7T1efzQex0efKcKhvs9or/XOm36T8NwjIts2iaxcKjINc3Fmnfn+CazGq+/2I4NWQqhq0GK0UonouG27ZwO92Sea4fVH2iIqlNyM5wcAFofzffKJSA5tR5JPIckShtzMi0SO+zTkgafA5HlN/ZzIM38SeeQ3WF2RBFv4DOgUAZM4tVlkRVi5TSbGB0IOp0A2D7ebS7pBcHjHo10Yeo98gimB7HEg3OlwW1cLOFzX4HHgGkTOXyhy/Gd7JpnqsgFOOEuk+buQQ7uvhu661alEHp94PGIYUqHFGBGb4mgMjRcirGfZjGxRc2NJ3tgwHQ/Z4fASBCgVhNLS+Bx+tbZ1XHg4Jwmcc+OP8nhf7hOOFpmFnmRwf/6tCG0VAX0fdpznWJKssbcJkQY7JHHdkV3TS+LK2Opp5qRStBjMwITgpEiKq+v2LSIHYEhyuPYXTkDvj/6oX7xewsioBROnVjiMK72Mw1TskhISzWSK8XyvglvvPDnqoIp4NcZHCI0ffQZMVc3JatmiOnWOneUDr5fofmO8TA8b2oU9eXi3PAitgZfL0LAeo7Lv8rwZ4/OoVQv4nCSM5x51gGD729derm2gKcRgPWbxsk6cYPEqLlPQo3iDnoIp25xUHokB7Dxp9bTk+ZKtZo+QlNdXfBQePwxyx9u1NZr297w0GZPWUHGzOav0bCzmqH4myCvSQGpElc1SnTLVqSPWO4uB9uKUvqz34lQLOiw0h+CpLE0lbICbtJraNQNkVAfPNwO1YCRamna4GRgobA+69abIDoycGG9AYr3Ksd+XI9GcADLUliARV5okcSrtrJMo966U42uRgQLfMsAEPjbVtsBECRqrR/09iV95NAQAmUN3h1ZShhKSG3kGfMdTC7g5p1Vu67gN7C9Q59mHvdaUk2prv8X31ohJwwqxFcWPUBS6sx3oUX66g7ASTcnb8S1mtFDaUSnYyBU8iXCD/uZ//bYux+xDZe0DIluhSxtT6mzw1z/VM0matw5hqHrhRlqJiYrbrCGoELI1YRJzKxcJUOKw5IusIuBRa+aXwIEd7l3//UKRVDFtw/MiD90MHnx86uLaxzb6fvnpYIO9wwtgcbMMpIjgGyyH7roo5FW8EhXSi9ogye73RTbUmYM8avGNALdwty/G5v5+6NUZxuStuU/ktmuxBkBn+rk4/mGzVgvYm/G1aBKjyidJp7Fnsg5dwK/NTIJZBEVtEtYJCc8TRJ5YgcPyJ8EKho1uJY9aBB6pHvqVyNM4nXDHcxg2EvaM5erKhecZzEkOdfo/GUnOwh65FlBmVVuFqyHyxjhQWg5Wp6TG6JBolnWoEIkRqBQqVA52vCHQt2zwryT5tq4IuJU7AwEfMtlv0JnIwzd5m2rLjEOZ6H6Yk7Murt+T9PPCKn8W1YRQt7hisBQCGN/wBnliEILpkM0v4ssyDt7Mno5pQI2EgEJBvQg8WB+OzfUQHA5qAVdObsC5b+XFbZ3ueGCQz8mP4BFCGS489V6l0P7772Le/67iqToZ5YT4TYoyDm8ZGoavZjqS/fSLD2DjgKNDADVCJcsQpaEUMfqhx4nMXgBj6MEPE8qYx7f8oLII+QR8HIyLWcTdEXDjk1ZyD7rr7j3LIsRrcQoEIcVDZlQKaEyQfAIfNXzv+mEDV+NX4CuF6ri0yyBAOkGT1VJz84ni1x8gdVYyUklKEfGgBmCNrZSQ9eUyD8r1Vlaz0d+SPfngr7H43QX7SQKpHdLJ0ivIkO/lO6VxBHPDzgjgf+KCX38QogKbCJc50NULTGu5dKjwTfryJX4eqZG9cOOcvPWHIn9bWYnBYqH5FK92pzyNv9UtWr6TbBu6eD3iWnBkQxMSQoJmzJJn3XCKGU46hxbfu/KVpOlRpr9A3ef/KrLs6yJ8ZhqYb9ajfQ3AS6R8/9grY362mLr1j9azpXNvgxG8EQxsK0kgTunUoDnkism3eTy1vNghcuB4fKZoxqp8fO33S8FFLLjjYWJ8Tr7+CnyFPuDwNT8UZhysp7Ho04KMwGPppNUtvh8fhDxww1AB/I5HurNzYAwfmYIiuYpbL5t4wp+ExwOfg4S3XhN5/A8id/3MB8UXWXzE8PUH3wzYoZknEF7coK9f60fEB9h1HTRe5OzLRY6Z6W2xZ+lKE0Npcal7EC1hsCo8fGQa0ohXkBWgWA6y6+deDYVrlUijZtg8qQNwIx340BEiF3zff2Iwa9ymvYR3SBzSr+Hzx9ZNVKro0Q69Dx3pk+OuaTIOBWMONQsYIdtEfnIpFsAwo8gxvyytJ2lLW4MlICtd41ruvc5X/L1nom3NjbLBrYI0vpFaNFQmHuqps9Qae/a02dgIHJ5SPd61G+v6dnzSf8fbGTxUZHgTrn16yu7CA+BpbA0fx0LEj8GMkj7pnkA8JhliMmaGD8FDR56ORSh38uiRqNr5cfMY6K3BNU6tmwM1BpWiRI1GAwdOEDnqNOx4sDk/4BBSegcO21eexc4bO6h/PIZXse95HfrWxFgGM6kvxRkTe91tkqFumlt0H+ZDHgoTpUi2tHmqdEk7nAxTldS4CsCrOTbE6qnsEAzrsZNE9kfCI0ZVepCJsee2YU6/8R9s7DG02evsqfjoCj4YZUwoOEl9KAnzkj/WaLk3Wao1cr3VTFRz4Y+V8DselcwZtoyCIVYj3wIxXlWd5CibyPSgJbxqnSirLeAbvOTmusX3YckuhrCGFzPdgjYqLoiBpQkZTqfRMe3AeY4HEuvapKlswHP6od2NlpbsaYL6SnDaRoz1kqRA0CBaG7IlzXPh4SY4qTx26ECdBj3DWdpC4VeRKjnzAzldTGmIYaAkaq1i9pSkDGLBVpTnRL7EtdzvR50KFN/6lChVkexUKXdjGcQClQsiMWx0K1UxJKK0FA96OVlVCAlX8WMjgO7zxqQunVtrTgbtWNQdulEKiP4iCz9WAoqtD4DOvEOUQCxgK01GSxNkJUC1jumlokajSr5L8AjB6lpj4TEXadnnRNUXfx+LHythe3YNhqdf/y2YGDgiYrB6JVErn3TQeMU5B5oO9cBDUWk0VgCU11MTfGIz4J+TPR8hXrj4nm+nYplCarZk3gT9iQt/ag7vKmTJ+IrXI826Q3FUY+lFQAiyCS+ytFG44W2TxiEL3aKVG43Vn3LAiZqTbPF5k6UruwrB4zAQPiiTGZPRQPP1qJzIpTqG8zWIZK1Samhx196DfeTAYY8TNdfZL5rxdxD8MMInjL+D4B0UwRIuxDnMQ28an8ll5XaMAvwdZMQddp4ke09gryWaBsHfDPBzOmjYL+NDs35szsbicdKEEzD/5IME8SnE6VeCzRj56yCLq9whg0d0VO9TU9sDxf8PGfKSX00kAgsAAAAASUVORK5CYII=",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$3},ChoosePartName=defineComponent({name:"choosePartName",props:{partListNames:{type:Array,default:()=>[]},partIndex:{type:Number,default:0}},emits:["close"],setup(R,{emit:B}){const{partListNames:D,partIndex:F}=toRefs(R),G=ref(D.value[F.value].value),W=computed(()=>D.value);return()=>createVNode("div",{class:styles$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$h.picker,defaultIndex:F.value,showToolbar:!1,columns:W.value,visibleItemCount:Math.ceil(document.body.clientHeight/44/3),onChange:q=>{G.value=q.value}},null),createVNode(Button,{class:styles$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","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","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",Clarinet:"\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",Cymbal:"\u9572",Cymbals:"\u9572"},getInstrumentName=R=>{const B=R.replace(/ /g," ").toLocaleLowerCase(),D=Object.keys(instruments);for(let F=0;F<D.length;F++)if(D[F].replace(/ /g," ").toLocaleLowerCase()===B)return instruments[D[F]]||"";for(let F=0;F<D.length;F++){const G=D[F].replace(/ /g," ").toLocaleLowerCase();if(B.includes(G))return instruments[D[F]]||""}return""},toggleMusicSheet=reactive({show:!1,toggle:(R=!0)=>{toggleMusicSheet.show=R}});var ToggleMusicSheet=defineComponent({name:"ToggleMusicSheet",setup(){const R=useOriginSearch(),B=computed(()=>{var G;let F=((G=state$2.activeDetail)==null?void 0:G.background)||[];return F=F.filter(W=>{var q,U;return!((U=(q=W.track)==null?void 0:q.toLocaleUpperCase())!=null&&U.includes("COMMON"))}),F.map((W,q)=>{const U=getInstrumentName(W.track);return{text:W.track+(U?`(${U})`:""),value:q}}).filter(Boolean)}),D=F=>{pause(),postMessage({api:"cloudDestroy"}),postMessage({api:"cloudLoading",content:{show:!0,type:"fullscreen"}});const G=location.origin+location.pathname+"?"+queryString.stringify({...R,behaviorId:sessionStorage.getItem("behaviorId")||"",_t:new Date().valueOf(),"part-index":F});console.log(G),location.href=G};return()=>createVNode(Popup,{class:styles$i.popup,show:toggleMusicSheet.show,"onUpdate:show":F=>toggleMusicSheet.show=F},{default:()=>[createVNode(ChoosePartName,{partIndex:state$2.partIndex,partListNames:B.value,onClose:F=>{console.log("\u{1F680} ~ value:",F),toggleMusicSheet.show=!1,F!==void 0&&D(F)}},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 R=document.querySelector("#cursorImg-0");if(R){switch(metronomeData.cursorMode){case 1:R.classList.remove("lineHide"),R.style.opacity="inherit",metronomeData.cursorTips="\u60A8\u5DF2\u5207\u6362\u5230\u6307\u9488\u8DDF\u968F\u97F3\u7B26\u64AD\u653E",R.style.opacity="inherit";break;case 2:R.classList.add("lineHide"),R.style.opacity="inherit",metronomeData.cursorTips="\u60A8\u5DF2\u5207\u6362\u5230\u6307\u9488\u8DDF\u968F\u8282\u62CD\u64AD\u653E",console.log("\u5149\u6807",R);break;case 3:R.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 F=-1,G=-1;for(let W=0;W<metronomeData.metroList.length;W++){const q=metronomeData.metroList[W];if(D>=q)F=W,G=q;else break}if(F>-1&&metronomeData.activeIndex!==F){metronomeData.activeIndex=F,metronomeData.activeMetro=this.getStep(G),this.playAudio(),metronomeData.isClick=!1;return}metronomeData.isClick=!1},this.playAudio=()=>{var F;this.source=this.ctx.createBufferSource(),this.source.buffer=((F=metronomeData.activeMetro)==null?void 0:F.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,U,Y,Q,K,Z,J,te,ie,se,re,ae,le;console.log("\u{1F680} ~ times",B);const D=[];let F=-1;for(let ce=0;ce<B.length;ce++){const fe=B[ce],de=((U=(q=fe==null?void 0:fe.noteElement)==null?void 0:q.sourceMeasure)==null?void 0:U.measureNumber)+1||-1,me=(Q=(Y=fe==null?void 0:fe.noteElement)==null?void 0:Y.sourceMeasure)==null?void 0:Q.measureListIndex;if(de>-1&&de!=F){const he={measureNumberXML:de,measureNumberIndex:me,numerator:((J=(Z=(K=fe==null?void 0:fe.noteElement)==null?void 0:K.sourceMeasure)==null?void 0:Z.ActiveTimeSignature)==null?void 0:J.numerator)||0,start:fe.measures[0].time,end:fe.measures[fe.measures.length-1].endtime,time:fe.measures[fe.measures.length-1].endtime-fe.measures[0].time,stave_x:((ae=(re=(se=(ie=(te=fe==null?void 0:fe.noteElement)==null?void 0:te.sourceMeasure)==null?void 0:ie.verticalMeasureList)==null?void 0:se[0])==null?void 0:re.stave)==null?void 0:ae.x)||0,end_x:((le=fe==null?void 0:fe.stave)==null?void 0:le.end_x)||0||0,stepList:[],svgs:[]};if([121].includes(state$2.subjectId)){const pe=B.filter(be=>{var Se,ve;return((ve=(Se=be==null?void 0:be.noteElement)==null?void 0:Se.sourceMeasure)==null?void 0:ve.measureListIndex)==me});fe.measures=pe,he.start=fe.measures[0].time,he.end=fe.measures[fe.measures.length-1].endtime,he.time=fe.measures[fe.measures.length-1].endtime-fe.measures[0].time;try{const be=fe.noteElement.sourceMeasure.verticalMeasureList.reduce((ve,xe)=>(ve.push(...xe.vfVoices[1].tickables),ve),[]),Se=[];he.svgs=be.map(ve=>{const xe=ve.getBoundingBox().x;if(!Se.includes(xe)&&ve.duration!=="w")return Se.push(xe),ve._start_x=xe,ve}).filter(Boolean).sort((ve,xe)=>ve._start_x-xe._start_x)}catch(be){console.log(be)}he.stepList=calculateMutilpleMetroStep(fe.measures,he)}else he.stepList=calculateMetroStep(fe.measures,he);D.push(he),F=de}}console.log(D,D.length,6667);let G=[];const W=[];try{for(let ce=0;ce<D.length;ce++){const fe=D[ce],de=fe.time/fe.numerator,he=([121].includes(state$2.subjectId)?95:100)/(fe.numerator+1);W[ce]=[];for(let pe=0;pe<fe.numerator;pe++){const be=de*pe+fe.start;G.push(be);let Se="";if(!(fe.stepList[pe]===-1||fe.measureNumberXML===1&&!fe.stepList[pe])){if(fe.stepList[pe])Se=fe.stepList[pe]+"px";else{const ve=fe.stepList[pe-1];Se=ve?ve.toString().indexOf("%")>-1?`${ve} + ${he}%`:`${ve}px + ${he}%`:`${he}%`,fe.stepList[pe]=Se}W[ce].push({index:pe,time:be,left:(Se==null?void 0:Se.indexOf("%"))>-1?`calc(${Se})`:Se,measureNumberXML:fe.measureNumberXML})}}}}catch(ce){console.log(ce)}metronomeData.metroList=G,metronomeData.metroMeasure=W}}function calculateMetroStep(R,B){var U,Y,Q,K,Z,J,te,ie,se,re,ae,le,ce,fe,de,me,he,pe,be,Se,ve,xe,Ee,ge,we,Le,Me,Pe,Ce,De,Ne,Ie,Ge,ze,Ve,Ue,tt,Ke,rt,pt,ht,gt,ke,Be,Ze,_e,Fe,Xe,$e;const F=R.reduce((Qe,nt)=>(Qe+=nt._noteLength,Qe),0)/B.numerator;if(R.length===1){const Qe=R[0].svgElelent;if(Qe&&!Qe.isRest()){const nt=((Z=(K=(Q=(Y=(U=Qe==null?void 0:Qe.attrs)==null?void 0:U.el)==null?void 0:Y.parentElement)==null?void 0:Q.parentElement)==null?void 0:K.getBoundingClientRect)==null?void 0:Z.call(K))||{x:0,right:0};let Ye=((ie=(te=(J=Qe==null?void 0:Qe.attrs)==null?void 0:J.el)==null?void 0:te.getBoundingClientRect)==null?void 0:ie.call(te))||{x:0},lt=Math.abs(nt.right-Ye.x)/B.numerator,ct=[];for(let ft=0;ft<B.numerator;ft++)B.measureNumberXML===1&&Qe.duration!=="w"?ct.push(ft===0?Ye.x-nt.x:-1):ct.push(Ye.x-nt.x+ft*lt);return ct}try{if(B.measureNumberXML===1&&Qe&&Qe.isRest()){const nt=((ce=(le=(ae=(re=(se=Qe==null?void 0:Qe.attrs)==null?void 0:se.el)==null?void 0:re.parentElement)==null?void 0:ae.parentElement)==null?void 0:le.getBoundingClientRect)==null?void 0:ce.call(le))||{x:0,right:0};let Ye=((me=(de=(fe=Qe==null?void 0:Qe.attrs)==null?void 0:fe.el)==null?void 0:de.getBoundingClientRect)==null?void 0:me.call(de))||{x:0},lt=Math.abs(nt.right-Ye.x)/B.numerator,ct=[];for(let ft=-1;ft<B.numerator-1;ft++)ct.push(Ye.x-nt.x+ft*lt);return ct}}catch(nt){console.log("\u{1F680} ~ error:",nt)}return[]}let G=0,W=[],q=[];for(let Qe=0;Qe<R.length;Qe++){const nt=R[Qe];nt.index=Qe,G+=nt._noteLength;const lt=G/F;if(lt>=1){G-=F;const ct=((xe=(ve=(Se=(be=(pe=(he=nt==null?void 0:nt.svgElelent)==null?void 0:he.attrs)==null?void 0:pe.el)==null?void 0:be.parentElement)==null?void 0:Se.parentElement)==null?void 0:ve.getBoundingClientRect)==null?void 0:xe.call(ve))||{x:0};if(W.length>0){let At=((Pe=(Me=(Le=(we=(ge=(Ee=W[0])==null?void 0:Ee.svgElelent)==null?void 0:ge.attrs)==null?void 0:we.el)==null?void 0:Le.querySelector(".vf-note"))==null?void 0:Me.getBoundingClientRect)==null?void 0:Pe.call(Me))||{x:0},wt=At.x-ct.x;if(W[0]._noteLength/F>=1){const Lt=((Ge=(Ie=(Ne=(De=(Ce=R[W[0].index+1])==null?void 0:Ce.svgElelent)==null?void 0:De.attrs)==null?void 0:Ne.el)==null?void 0:Ie.getBoundingClientRect)==null?void 0:Ge.call(Ie))||{x:ct.right},Ot=Math.abs(At.x-Lt.x)/2;wt=At.x-ct.x+Ot}q.push(wt)}else{let wt=(((Ke=(tt=(Ue=(Ve=(ze=nt==null?void 0:nt.svgElelent)==null?void 0:ze.attrs)==null?void 0:Ve.el)==null?void 0:Ue.querySelector(".vf-note"))==null?void 0:tt.getBoundingClientRect)==null?void 0:Ke.call(tt))||{x:0}).x-ct.x;q.push(wt)}W=[];let ft=((ke=(gt=(ht=(pt=(rt=nt==null?void 0:nt.svgElelent)==null?void 0:rt.attrs)==null?void 0:pt.el)==null?void 0:ht.querySelector(".vf-note"))==null?void 0:gt.getBoundingClientRect)==null?void 0:ke.call(gt))||{x:0},vt=ft.x-ct.x,xt=0;if(lt>1){const At=(($e=(Xe=(Fe=(_e=(Ze=(Be=R[Qe+1])==null?void 0:Be.svgElelent)==null?void 0:Ze.attrs)==null?void 0:_e.el)==null?void 0:Fe.querySelector(".vf-note"))==null?void 0:Xe.getBoundingClientRect)==null?void 0:$e.call(Xe))||{x:ct.right};xt=Math.abs(ft.x-At.x)/Math.ceil(lt)}for(let At=1;At<lt;At++)G-=F,q.push(vt+xt*At)}G>Number.EPSILON&&G>0&&W.push(nt)}return q=q.reduce((Qe,nt)=>(Qe.includes(nt)?Qe.push(void 0):Qe.push(nt),Qe),[]),q}function calculateMutilpleMetroStep(R,B){var U,Y,Q,K,Z,J,te,ie,se,re,ae,le,ce,fe,de,me,he,pe,be;const D=B.time/B.numerator,F=((te=(J=(Z=(K=(Q=(Y=(U=R[0])==null?void 0:U.svgElelent)==null?void 0:Y.attrs)==null?void 0:Q.el)==null?void 0:K.parentElement)==null?void 0:Z.parentElement)==null?void 0:J.getBoundingClientRect)==null?void 0:te.call(J))||{x:0};if(R.length===1){const Se=B.svgs[0];let ve=((re=(se=(ie=Se==null?void 0:Se.attrs)==null?void 0:ie.el)==null?void 0:se.getBoundingClientRect)==null?void 0:re.call(se))||{x:0};return Se&&!Se.isRest()?[ve.x-F.x]:[]}let G=0,W=[],q=[];for(let Se=0;Se<R.length;Se++){const ve=R[Se];ve._index=Se;const xe=ve.endtime-ve.time;G+=xe;let Ee=(le=(ae=B.svgs[Se])==null?void 0:ae.attrs)==null?void 0:le.el,ge=((ce=Ee==null?void 0:Ee.getBoundingClientRect)==null?void 0:ce.call(Ee))||{x:0};if(xe>D){G-=D;let we=ge.x-F.x;W.length>0&&(Ee=(de=(fe=B.svgs[W[0]._index])==null?void 0:fe.attrs)==null?void 0:de.el,ge=((me=Ee==null?void 0:Ee.getBoundingClientRect)==null?void 0:me.call(Ee))||{x:0},we=ge.x-F.x),q.push(we),W=[]}else W.push(ve);if(Math.abs(G-D)<.001){let we=ge.x-F.x;W.length>0&&(Ee=(pe=(he=B.svgs[W[0]._index])==null?void 0:he.attrs)==null?void 0:pe.el,ge=((be=Ee==null?void 0:Ee.getBoundingClientRect)==null?void 0:be.call(Ee))||{x:0},we=ge.x-F.x),q.push(we),G=0,W=[]}}return q=q.reduce((Se,ve)=>(Se.includes(ve)?Se.push(void 0):Se.push(ve),Se),[]),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=()=>{if(window.location.href.includes("isYjt")){window.parent.postMessage({api:"api_YjtClose"},"*");return}submitMaxScore(),sendBackRecordTotalTime(),postMessage$1({api:"back"})},modelType=ref("init"),onChangeModelType=R=>{if(state.initShow=!0,R!==modelType.value){if(R==="follow"&&metronomeData.cursorMode===2&&(metronomeData.cursorMode=1),R==="evaluation")state.evaluatingStatus=!0,modelType.value=R;else{const B=store_legacy.get("speeds")||{},D=useOriginSearch();B[D.id]&&changeSpeed(B[D.id])}nextTick(()=>{modelType.value=R})}};var Buttons=defineComponent({name:"Colexiu-Buttons",props:{onSetMusicScoreType:{type:Object,default:R=>{}}},emits:["setMusicScoreType"],setup(R,{emit:B}){try{state$2.times=getAllNodes(state.osmd)}catch(J){console.log(J)}const D=useOriginSearch(),F=ref(),[G]=useMenu(),W=ref(!1),q=()=>{const J=D.lessonTrainingId?"practice":D.modelType;J&&J!="evaluation"&&onChangeModelType(J)};onMounted(()=>{q()});const U=ref(!1),Y=ref(""),Q=J=>{Y.value=J.text,confirmShow.value=!0},K=()=>{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)},Z=J=>{if(J==="staff")return state$3.sett.type===J;if(J==="shoudiao")return state$3.sett.type==="jianpu"&&!state$3.sett.keySignature;if(J==="guding")return state$3.sett.type==="jianpu"&&state$3.sett.keySignature};return()=>{var te,ie,se,re,ae,le,ce,fe,de,me;const J=((te=state$2.activeDetail)!=null&&te.isAppPlay?((ie=state$2.activeDetail)==null?void 0:ie.midiUrl)==="":state.isFirstPlay||((se=state.audiosInstance)==null?void 0:se.length)==1)||state.evaluatingStatus||((re=state$2.activeDetail)==null?void 0:re.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$1},null),D.isHideBack==="false"?createVNode("img",{class:styles$o.backbtn,src:BackIcon,onClick:back$1},null):null,createVNode("div",{class:styles$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$o.finish],onClick:()=>{var he,pe;(pe=(he=evaluatingRef.value)==null?void 0:he.playerStop)==null||pe.call(he)}},{default:()=>[createVNode("img",{style:{width:"100%",display:"block"},src:iconEvaluatingEnd},null)]})]}),createVNode(Transition,{name:"finish"},{default:()=>{var he;return[((he=followRef==null?void 0:followRef.value)==null?void 0:he.data.start)&&createVNode(Button,{class:[styles$o.button,styles$o.finish,styles$o.followEndBtn],onClick:()=>{var pe,be;(be=(pe=followRef.value)==null?void 0:pe.handleEnd)==null||be.call(pe)}},{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$2.sectionStatus&&clearSectionStatus(),modelType.value==="practice"&&(resetPlayStatus(),setCurrentTime(0)),modelType.value==="evaluation"&&(state.evaluatingStatus=!1,evaluatStopPlay()),resetBaseRate(),modelType.value="init"}},{default:()=>[createVNode(ButtonIcon,{key:"modelType",name:["init","practice"].includes(modelType.value)?"modelType":["follow"].includes(modelType.value)?"modelType1":"modelType2"},null),createVNode("span",null,[createTextVNode("\u6A21\u5F0F")])]}),createVNode(Fragment,null,[createVNode(Button,{class:classnames(styles$o.button,styles$o.hasText,styles$o.minPadding),disabled:state$2.isCombineRender,onClick:()=>{let he=metronomeData.cursorMode;["follow"].includes(modelType.value)?he=metronomeData.cursorMode===1?3:1:he=metronomeData.cursorMode===3?1:metronomeData.cursorMode+1,metronomeData.cursorMode=he}},{default:()=>[createVNode(ButtonIcon,{key:"modelType",name:metronomeData.cursorMode===1?"cursor-icon-1":metronomeData.cursorMode===2?"cursor-icon-2":metronomeData.cursorMode===3?"cursor-icon-3":""},null),createVNode("span",{class:styles$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&&((ce=state$2.activeDetail)==null?void 0:ce.musicSheetType)=="CONCERT"&&createVNode(Button,{class:[styles$o.button,styles$o.hasText],onClick:()=>{toggleMusicSheet.toggle(!0)},disabled:state.evaluatingStatus&&!startButtonShow.value||state.playState==="play"||((fe=followRef.value)==null?void 0:fe.data.start)},{default:()=>[createVNode("img",{src:iconToggle$1},null),createVNode("span",null,[createTextVNode("\u58F0\u8F68")])]}),["practice","evaluation"].includes(modelType.value)&&createVNode(Fragment,null,[modelType.value==="practice"?createVNode(Button,{"data-step":"m1",class:[styles$o.button,styles$o.hasText],onClick:()=>changeMode(state.mode==="background"?"music":"background"),disabled:J},{default:()=>[createVNode(ButtonIcon,{key:"music",name:state.mode==="music"?"music":"accompaniment"},null),createVNode("span",null,[state.mode==="background"?"\u4F34\u594F":"\u539F\u58F0"])]}):null,unitTestData.isSelectMeasureMode?null:createVNode(Button,{"data-step":"m2",class:[styles$o.button,styles$o.hasText],onClick:sectionChange,disabled:state.playState==="play"},{default:()=>[createVNode(ButtonIcon,{key:"section",name:"section"+(state$2.section.length&&state$2.section.length<=2?state$2.section.length:"")},null),createVNode("span",null,[createTextVNode("\u9009\u6BB5")])]}),modelType.value==="practice"?createVNode(Button,{"data-step":"m3",class:[styles$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")])]}):null]),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$1,{ref:evaluatingRef},null)]),["practice","evaluation"].includes(modelType.value)&&!D.lessonTrainingId&&createVNode(Popover,{trigger:"manual",overlay:!1,placement:"bottom",class:styles$o.popover,show:G.value&&state.speedShow&&state.playState!=="play","onUpdate:show":he=>state.speedShow=he},{default:()=>[createVNode(Speed,{ref:F,updateSpeed:he=>{state.speed=he,state.playIngSpeed=he},changed:changeSpeed,mode:state.mode,changeMode,lib:{speed:state.playIngSpeed||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.playState==="play",onClick:()=>{var he;(he=F.value)==null||he.refUpdateSpeed(state.playIngSpeed||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.playIngSpeed||state.speed])]})}),(de=state$2.activeDetail)!=null&&de.notation?createVNode(Popover,{class:styles$o.toggleMusicType,placement:"bottom-end",show:U.value,"onUpdate:show":he=>{var pe;state.playState==="play"||state.evaluatingStatus&&!startButtonShow.value||((pe=followRef.value)==null?void 0:pe.data.start)||(U.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,[Z("staff")?"\u8F6C\u7B80\u8C31":"\u8F6C\u4E94\u7EBF\u8C31"])]})},default:()=>createVNode(Fragment,null,[createVNode("div",{role:"menuitem",class:"van-popover__action",onClick:()=>Q({text:"\u4E94\u7EBF\u8C31"})},[createVNode(ButtonIcon,{key:"type",name:Z("staff")?"icon-staff-active":"icon-staff"},null),createVNode("div",{class:["action-text",Z("staff")&&"action-active"]},[createTextVNode("\u4E94\u7EBF\u8C31")])]),createVNode("div",{role:"menuitem",class:"van-popover__action",onClick:()=>Q({text:"\u7B80\u8C31"})},[createVNode(ButtonIcon,{key:"type",name:Z("shoudiao")?"shuodiao-active":"shuodiao"},null),createVNode("div",{class:["action-text",Z("shoudiao")&&"action-active"]},[createTextVNode("\u9996\u8C03")])]),createVNode("div",{role:"menuitem",class:"van-popover__action",onClick:()=>Q({text:"\u56FA\u5B9A\u8C03"})},[createVNode(ButtonIcon,{key:"type",name:Z("guding")?"guding-active":"guding"},null),createVNode("div",{class:["action-text",Z("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"||((me=followRef.value)==null?void 0:me.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:()=>{K(),useReload()}},null)])})])}}});const event$1=new EventEmitter,browserInfo$3=browser(),initBehaviorId$1=""+new Date().valueOf(),getLinkId$1=()=>{const R=useOriginSearch().id;return location.hash.split("?")[0].split("/").pop()||R||""},getFixTime=R=>{const B=getDuration(state.osmd);let D=B.numerator||0,F=B.denominator||4;const G=B.beatUnit||"quarter";return state$2.repeatedBeats&&(D=D===2?4:D),!state$2.needTick&&!state$2.skipTick?60/R*formatBeatUnit(G)*(D/F):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,basePlayRate:1,playIngSpeed:90,preAppAudioPlayTime:0,appAudioTotalTime:0,initShow:!0}),syncStepIndex=R=>{var B;console.log("\u{1F680} ~ i",R),state.osmd.hidden!==!1&&state.osmd.cursor.show(),prevIndex=R,setStepIndex(state.osmd,R),refreshIndex((B=state$2.times[R])==null?void 0:B.time)},sendParentMessage=R=>{window.parent.postMessage({api:"headerTogge",playState:R},"*")};watchEffect(()=>{state$2.maskStatus=state.playState==="play",["play","pause"].includes(state.playState)&&sendParentMessage(state.playState)});const syncPlayState=async()=>{if(state$2.activeDetail.isAppPlay){const R=await promisefiyPostMessage({api:"cloudGetMediaStatus"}),B=R==null?void 0:R.content.status;state.playState=B}else state.playState=state.audiosInstance.getStatus()},setCurrentTime=R=>{console.log("setCurrentTime",R);const B=R;state$2.fixedKey=0,state.currentTimeNum=B,state.currentTime=formatTime(B),state.audiosInstance.setCurrentTime(B),state$2.activeDetail.isAppPlay?promisefiyPostMessage({api:"cloudSetCurrentTime",content:{currentTime:R*1e3,songID:state$2.activeDetail.examSongId}}):state.audiosInstance.setCurrentTime(B),refreshView(),syncPlayState();const D=getIndex(state$2.times,state.currentTimeNum);syncStepIndex(D)},getActiveMidiId=()=>{var R,B,D,F,G,W,q;return(q=(W=(G=(F=(D=(B=(R=state.osmd)==null?void 0:R.sheet)==null?void 0:B.instruments)==null?void 0:D[0])==null?void 0:F.subInstruments)==null?void 0:G[0])==null?void 0:W.midiInstrumentID)!=null?q:0},changeMode=async(R,B)=>{var F,G,W,q;const D=R==="background"?"music":"background";if(state$2.activeDetail.isAppPlay){const U=new Map;for(const Y of state$2.partListNames)U.set(Y,60);for(const Y of getVoicePartInfo().partListNames)U.set(Y,D==="background"?100:0);promisefiyPostMessage({api:"cloudVolume",content:{activeMidiId:getActiveMidiId(),activeMidiVolume:D==="background"?100:0,parts:Array.from(U.keys()).map(Y=>({name:Y,volume:U.get(Y)}))}})}state.mode=R,state.songs.background||(state.mode="music"),B==="all"?((F=state.audiosInstance)==null||F.setMute(!0,state.songs[D]),(G=state.audiosInstance)==null||G.setMute(!0,state.songs[R])):((W=state.audiosInstance)==null||W.setMute(!0,state.songs[D]),(q=state.audiosInstance)==null||q.setMute(!1,state.songs[R]))},changeAllMode=()=>{var R,B;if((R=state$2.activeDetail)!=null&&R.isAppPlay){const D=new Map;for(const F of state$2.partListNames)D.set(F,1);promisefiyPostMessage({api:"cloudVolume",content:{activeMidiId:getActiveMidiId(),activeMidiVolume:100,parts:Array.from(D.keys()).map(F=>({name:F,volume:D.get(F)}))}})}else state.mode="background",(B=state.audiosInstance)==null||B.setMute(!0)},resetBaseRate=()=>{const R=state$2.times[0],B=R!=null&&R.measureSpeed?R.measureSpeed:state$2.baseSpeed;state.speed=B,state.playIngSpeed=B,state.activeIndex=0,state.basePlayRate=1,changeSpeed(B)},changeSpeed=(R,B=!0)=>{var G;const D=store_legacy.get("speeds")||{};B&&(D[getLinkId$1()]=R,store_legacy.set("speeds",D)),state.speed=R,state.playIngSpeed=R;const F=state$2.sectionStatus&&state$2.section.length===2?state$2.section[0]:state$2.times[state.activeIndex];state.basePlayRate=F!=null&&F.measureSpeed?state.speed/F.measureSpeed:state.speed/state$2.baseSpeed,state$2.activeDetail&&((G=state.audiosInstance)==null||G.setSpeed(state.basePlayRate),promisefiyPostMessage({api:"cloudChangeSpeed",content:{speed:R,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=R=>{if(R<0)return;const{osmd:B}=state;B&&state$2.times[R]&&(state$2.sectionStatus||state.sectionHint.show(),state$2.times[R]&&state$2.times[R].noteElement&&state.sectionHint.showForElement(state$2.times[R]),B.product||B.cursor.hidden!==!1&&(B.cursor.reset(),B.cursor.show(),state$2.fixedKey=0),prevIndex!==R&&(setStepIndex(state.osmd,state$2.times[R].i,prevIndex),prevIndex=R),state$2.fixedKey=state$2.times[R].realKey,state$2.activeNote=state$2.times[R])},initSetPlayRate=()=>{const R=state$2.sectionStatus&&state$2.section.length===2?state$2.section[0]:state$2.times[state.activeIndex];if(R&&modelType.value==="practice"&&R.measureSpeed){const B=state.speed/R.measureSpeed;state.basePlayRate=B||1,console.log("\u64AD\u653E\u500D\u7387",state.basePlayRate)}},dynamicShowPlaySpeed=R=>{const B=state$2.times[R];B&&B.measureSpeed&&(state.playIngSpeed=Math.floor(state.basePlayRate*B.measureSpeed))},refreshIndex=R=>{var D;const{osmd:B}=state;if(B&&(R||state.audiosInstance.audio)){let F=R||state.audiosInstance.audio.currentTime;state.evaluatingStatus&&(F=R||0);try{(D=metronomeData==null?void 0:metronomeData.metro)==null||D.sound(F)}catch{}const G=getIndex(state$2.times,F);dynamicShowPlaySpeed(G),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);F>q?(state.osmd.cursor.hide(),state.sectionHint.destroy()):state$2.times[G]&&refreshIndexBase(G)}},removeRepateBackground=R=>{var B,D;if(state.evaluatingStatus&&R){const F=state$2.times[R],G=state$2.times[R+1]||F,W=(D=(B=G==null?void 0:G.noteElement)==null?void 0:B.sourceMeasure)==null?void 0:D.measureListIndex;G&&state$2.evaluatings[W]&&R>0&&(state$2.evaluatings={...state$2.evaluatings,[W]:void 0})}},refreshPlayer=async R=>{var D,F,G;const{osmd:B}=state;if(B&&(R||state.audiosInstance.audio)){const W=R||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 Q=state$2.times[state$2.section[1].i+1],K=Q?Q.halfTone===0?state$2.section[1].endtime:Q.time:state.durationNum;return W+(browserInfo$3.xiaomi?.2:.08)>=K}return!1})()){if(state.audiosInstance.setMute(!0),state.osmd.cursor.hide(),(F=state$2.activeDetail)!=null&&F.isAppPlay?pause():await state.audiosInstance.pause(),(unitTestData.isSelectMeasureMode||state$2.section.length===2)&&state.evaluatingStatus){console.log("\u9009\u6BB5\u64AD\u653E\u7ED3\u675F"),event$1.emit("ended");return}setSectionModeCurrentTime(),clearAccelerateRefreshPlayer(),setTimeout(()=>{state$2.section.length&&state$3.sett.loop&&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 R=>{try{prevIndex=0,state.osmd.cursor.reset(),state.osmd.cursor.hide(),state$2.fixedKey=0,state$2.sectionFlash=!1,state.sectionHint&&state.sectionHint.destroy(),R||(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()=>{console.log("\u64AD\u653E\u6267\u884C"),modelType.value!=="evaluation"&&(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()))},refreshNote=()=>{if(state.playState==="play"){const R=state.preAppAudioPlayTime/1e3;state.currentTimeNum=R,refreshPlayer(R),refreshIndex(R),state.appAudioTotalTime>1e3&&state.preAppAudioPlayTime>=state.appAudioTotalTime&&(console.log("\u64AD\u653E\u7ED3\u675F123"),state.playState="pause",state.playEndCallback.endEvaluat(),ended(new Event("ended")))}refreshView()},setEvaluatingStep=()=>{if(state.playState!=="play"){console.log("\u6682\u505C\u64AD\u653E");return}let R=Date.now();requestAnimationFrame(()=>{Date.now()-R<16.7?(refreshNote(),setEvaluatingStep()):setTimeout(()=>{refreshNote(),setEvaluatingStep()},16.7)})},setDelayTime=async R=>new Promise(B=>{setTimeout(()=>{B(R)},R)}),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(R,B)=>{resetPlayStatus(),state$2.fixedKey=0,state.evaluatingStatus||(refreshPlayer(0),(state$3.sett.loop||B&&B==="isRePlay")&&await setPlayState()),setCurrentTime(0),event$1.emit("ended",R)},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,resetBaseRate()),state$2.sectionStatus&&state$2.section.length!=2&&resetCursor()},clearSectionStatus=()=>{state$2.section=[],state$2.sectionBoundingBoxs=[],state$2.sectionStatus=!1},getFirsrNoteByMeasureListIndex=(R,B=!0)=>{var D,F,G;for(const W of state$2.times)if(((F=(D=W==null?void 0:W.noteElement)==null?void 0:D.sourceMeasure)==null?void 0:F.measureListIndex)===R){let q=null;for(const U of W.measures)getSlursNote(U)&&(q=getSlursNote(U));if(q&&((G=q.sourceMeasure)==null?void 0:G.measureListIndex)!==R){for(const U of state$2.times)if(U.noteElement.NoteToGraphicalNoteObjectId===q.NoteToGraphicalNoteObjectId)return U}return W}return null},setSectionModeCurrentTime=()=>{var R,B;if(state$2.needTick)setCurrentTime(state$2.section[0].sourceStartTime||state$2.section[0].time);else{const D=(B=(R=state$2.section[0].noteElement)==null?void 0:R.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 R=await promisefiyPostMessage({api:"cloudGetMediaStatus"}),B=R==null?void 0:R.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 R=>{modelType.value!=="init"&&(state$2.activeDetail.isAppPlay?await cloudToggleState():(state.isFirstPlay=!1,setPlayerView(),await state.audiosInstance.togglePlay(R),state.evaluatingStatus||changeMode(state.mode),state.playState=state.audiosInstance.getStatus()))},setActiveKey=R=>{state$2.activeTick=R},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=(R,B)=>{var F,G,W,q,U,Y,Q;const D=()=>{R(),event$1.emit("tickEnd")};if(state$2.needTick){let{numerator:K,denominator:Z}=getDuration(state.osmd);state.osmd.numerator&&state.osmd.denominator&&(K=state.osmd.numerator,Z=state.osmd.denominator);const J=K===2?2:1;state$2.activeTickRepeat=J,console.log("ticking"),state.tickPlayer=new Player(K,(B||state.speed)/90),(F=state.tickPlayer)==null||F.start(K,(B||state.speed)/90,J),(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),(U=state.tickPlayer)==null||U.event.on("tick",setActiveKey),(Y=state.tickPlayer)==null||Y.event.on("stop",D),(Q=state.tickPlayer)==null||Q.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)}},setEvaluatTick=async()=>{await setTick(setTickStop)},stopTick=()=>{state.tickPlayer&&state.tickPlayer.destroy(),event$1.emit("stopTick"),state$2.activeTickRepeat=1,state$2.activeTick=-1},windowResize=()=>{const R=getIndex(state$2.times,state.currentTimeNum);setTimeout(()=>{var B,D;(D=state.sectionHint)==null||D.showForElement((B=state$2.times[R])==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 F;let R,B;(F=state==null?void 0:state.osmd)!=null&&F.product&&(R=state.osmd.cursor.img,B=document.querySelector("#colexiu-detail-music-sheet"));const D=Math.max(parseFloat((R||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 R=>{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",R=>{const B=(R==null?void 0:R.content.currentTime)/1e3;state.playState==="play"&&(state.currentTimeNum=B,state.currentTime=formatTime(B),refreshPlayer(B),refreshIndex(B)),refreshView()}),listenerMessage("playProgress",R=>{var B,D,F,G;if(state.playState==="play"){(R==null?void 0:R.content.currentTime)/1e3;const W=((B=R==null?void 0:R.content)==null?void 0:B.currentTime)-state.preAppAudioPlayTime;if(W<0){console.log("\u8FDB\u5EA6\u8FD4\u56DE\u5F02\u5E38","\u672C\u6B21\u65F6\u95F4\u6BD4\u4E0A\u6B21\u6162",W,"\u5F53\u524D\u64AD\u653E\u65F6\u95F4:",(D=R==null?void 0:R.content)==null?void 0:D.currentTime);return}state.preAppAudioPlayTime=(F=R==null?void 0:R.content)==null?void 0:F.currentTime,state.appAudioTotalTime=(G=R==null?void 0:R.content)==null?void 0:G.totalDuration}}),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=(R,B)=>{prevIndex=Math.max(R.i,0),syncStepIndex(R.i),B&&refreshPlayer(B),refreshView()},noteClick=R=>{if(state.isFirstPlay){Toast("\u5F00\u59CB\u64AD\u653E\u540E\u624D\u80FD\u8C03\u6574\u8FDB\u5EA6");return}state.speedShow=!1;let B=getNoteBySlursStart(getActtiveNoteByTimes(R));if(console.log("\u70B9\u51FB\u97F3\u7B26",B),B){const D=B.sourceStartTime||B.time;B.measureSpeed&&state$2.section.length<2&&(state.speed=Math.floor(state.basePlayRate*B.measureSpeed),state.playIngSpeed=state.speed),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=(R,B)=>{var G,W,q,U,Y,Q,K,Z,J,te,ie;const D=(q=(W=(G=R.sourceMeasure)==null?void 0:G.verticalMeasureList)==null?void 0:W[0])==null?void 0:q.boundingBox;if(!D)return null;const F={...D.absolutePosition,...D.size,...B};return F.x=F.x*10,F.y=F.y*10,F.width=F.width*10,F.height=F.height*10,(K=(Q=(Y=(U=R==null?void 0:R.sourceMeasure)==null?void 0:U.verticalMeasureList)==null?void 0:Y[0])==null?void 0:Q.stave)!=null&&K.height&&(F.height=(ie=(te=(J=(Z=R.sourceMeasure)==null?void 0:Z.verticalMeasureList)==null?void 0:J[0])==null?void 0:te.stave)==null?void 0:ie.height),F};class AJAX{static ajax(B,D=9e3){let F;const G=B.indexOf(".mxl")>-1?"text/plain; charset=x-user-defined":"application/xml";if(XMLHttpRequest)F=new XMLHttpRequest;else if(ActiveXObject)F=new ActiveXObject("Microsoft.XMLHTTP");else return Promise.reject(new Error("XMLHttp not supported."));return F.timeout=D,new Promise((W,q)=>{F.onreadystatechange=()=>{F.readyState===XMLHttpRequest.DONE&&(F.status===200||F.status===0&&F.responseText?W(F.responseText):q(new Error("Could not retrieve requested URL "+F.status)))},F.ontimeout=U=>{q(new Error("Server request Timeout"))},F.overrideMimeType(G),F.open("GET",B,!0),F.send()})}}const _Fraction=class{constructor(R=0,B=1,D=0,F=!0){this.numerator=0,this.denominator=1,this.wholeValue=0,this.numerator=R,this.denominator=B,this.wholeValue=D,F&&this.simplify(),this.setRealValue()}static max(R,B){return R.RealValue>B.RealValue?R:B}static Equal(R,B){return R.wholeValue===B.wholeValue&&R.Denominator===B.Denominator&&R.Numerator===B.Numerator}static createFromFraction(R){return new _Fraction(R.numerator,R.denominator,R.wholeValue,!1)}static plus(R,B){const D=R.clone();return D.Add(B),D}static minus(R,B){const D=R.clone();return D.Sub(B),D}static multiply(R,B){return new _Fraction((R.wholeValue*R.denominator+R.numerator)*(B.wholeValue*B.denominator+B.numerator),R.denominator*B.denominator)}static greatestCommonDenominator(R,B){if(R===0)return B;if(B===1)return 1;for(;Math.abs(B)>1e-8;)R>B?R-=B:B-=R;return Math.round(R)}toString(){let R=this.numerator+"/"+this.denominator;return this.wholeValue!==0&&(R=this.wholeValue+" "+R),R}clone(){return new _Fraction(this.numerator,this.denominator,this.wholeValue,!1)}get Numerator(){return this.numerator}set Numerator(R){this.numerator!==R&&(this.numerator=R,this.simplify(),this.setRealValue())}get Denominator(){return this.denominator}set Denominator(R){this.denominator!==R&&(this.denominator=R,this.numerator!==0&&this.simplify(),this.setRealValue())}get WholeValue(){return this.wholeValue}set WholeValue(R){this.wholeValue!==R&&(this.wholeValue=R,this.setRealValue())}GetExpandedNumerator(){return this.wholeValue*this.denominator+this.numerator}calculateNumberOfNeededDots(){let R=1,B=2;const D=this.GetExpandedNumerator();for(;B<D;)R++,B=Math.pow(2,R);return Math.min(3,R-1)}IsNegative(){return this.realValue<0}get RealValue(){return this.realValue}expand(R){this.numerator*=R,this.denominator*=R,this.wholeValue!==0&&(this.numerator+=this.wholeValue*this.denominator,this.wholeValue=0)}Add(R){return this.numerator=(this.wholeValue*this.denominator+this.numerator)*R.denominator+(R.wholeValue*R.denominator+R.numerator)*this.denominator,this.denominator=this.denominator*R.denominator,this.wholeValue=0,this.simplify(),this.setRealValue(),this}Sub(R){return this.numerator=(this.wholeValue*this.denominator+this.numerator)*R.denominator-(R.wholeValue*R.denominator+R.numerator)*this.denominator,this.denominator=this.denominator*R.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(R){if(this.denominator<=R)return this;const B=new _Fraction(this.numerator+1,this.denominator,this.wholeValue);for(;B.Denominator>R;)B.Numerator++;if(this.numerator>this.denominator){const D=new _Fraction(this.numerator-1,this.denominator,this.wholeValue);for(;D.Denominator>R;)D.Numerator--;if(D.Denominator<B.Denominator)return D}return B}Equals(R){return 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this.dict.isEmpty()},R}();MultiDictionary$1.default=MultiDictionary;var FactoryDictionary$1={},__extends=commonjsGlobal$2&&commonjsGlobal$2.__extends||function(){var R=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(B,D){B.__proto__=D}||function(B,D){for(var F in D)D.hasOwnProperty(F)&&(B[F]=D[F])};return function(B,D){R(B,D);function F(){this.constructor=B}B.prototype=D===null?Object.create(D):(F.prototype=D.prototype,new F)}}();Object.defineProperty(FactoryDictionary$1,"__esModule",{value:!0});var Dictionary_1$1=Dictionary$2,util$1=util$a,FactoryDictionary=function(R){__extends(B,R);function B(D,F){var G=R.call(this,F)||this;return G.defaultFactoryFunction=D,G}return B.prototype.setDefault=function(D,F){var G=R.prototype.getValue.call(this,D);return util$1.isUndefined(G)?(this.setValue(D,F),F):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 R(B){this.heap=new Heap_1$1.default(util.reverseCompareFunction(B))}return R.prototype.enqueue=function(B){return this.heap.add(B)},R.prototype.add=function(B){return this.heap.add(B)},R.prototype.dequeue=function(){if(this.heap.size()!==0){var B=this.heap.peek();return this.heap.removeRoot(),B}},R.prototype.peek=function(){return this.heap.peek()},R.prototype.contains=function(B){return this.heap.contains(B)},R.prototype.isEmpty=function(){return this.heap.isEmpty()},R.prototype.size=function(){return this.heap.size()},R.prototype.clear=function(){this.heap.clear()},R.prototype.forEach=function(B){this.heap.forEach(B)},R}();PriorityQueue$1.default=PriorityQueue;var Stack$1={};Object.defineProperty(Stack$1,"__esModule",{value:!0});var LinkedList_1$1=LinkedList$1,Stack=function(){function R(){this.list=new LinkedList_1$1.default}return R.prototype.push=function(B){return this.list.add(B,0)},R.prototype.add=function(B){return this.list.add(B,0)},R.prototype.pop=function(){return this.list.removeElementAtIndex(0)},R.prototype.peek=function(){return this.list.first()},R.prototype.size=function(){return this.list.size()},R.prototype.contains=function(B,D){return this.list.contains(B,D)},R.prototype.isEmpty=function(){return this.list.isEmpty()},R.prototype.clear=function(){this.list.clear()},R.prototype.forEach=function(B){this.list.forEach(B)},R}();Stack$1.default=Stack;var MultiRootTree$1={};Object.defineProperty(MultiRootTree$1,"__esModule",{value:!0});var Direction;(function(R){R[R.BEFORE=0]="BEFORE",R[R.AFTER=1]="AFTER",R[R.INSIDE_AT_END=2]="INSIDE_AT_END",R[R.INSIDE_AT_START=3]="INSIDE_AT_START"})(Direction||(Direction={}));var MultiRootTree=function(){function R(B,D){B===void 0&&(B=[]),D===void 0&&(D={}),this.rootIds=B,this.nodes=D,this.initRootIds(),this.initNodes()}return R.prototype.initRootIds=function(){for(var B=0,D=this.rootIds;B<D.length;B++){var F=D[B];this.createEmptyNodeIfNotExist(F)}},R.prototype.initNodes=function(){for(var B in this.nodes)if(this.nodes.hasOwnProperty(B))for(var D=0,F=this.nodes[B];D<F.length;D++){var G=F[D];this.createEmptyNodeIfNotExist(G)}},R.prototype.createEmptyNodeIfNotExist=function(B){this.nodes[B]||(this.nodes[B]=[])},R.prototype.getRootIds=function(){var B=this.rootIds.slice();return B},R.prototype.getNodes=function(){var B={};for(var D in this.nodes)this.nodes.hasOwnProperty(D)&&(B[D]=this.nodes[D].slice());return B},R.prototype.getObject=function(){return{rootIds:this.getRootIds(),nodes:this.getNodes()}},R.prototype.toObject=function(){return this.getObject()},R.prototype.flatten=function(){for(var B=this,D=[],F=0;F<this.rootIds.length;F++){var G=this.rootIds[F];D.push({id:G,level:0,hasParent:!1,childrenCount:0}),Q(G,this.nodes,D,0)}for(var W=0,q=D;W<q.length;W++){var U=q[W];U.childrenCount=Y(U.id)}return D;function Y(K){if(B.nodes[K]){var Z=B.nodes[K].length;return Z}else return 0}function Q(K,Z,J,te){if(te===void 0&&(te=0),!(!K||!Z||!J||!Z[K])){te++;for(var ie=Z[K],se=0;se<ie.length;se++){var re=ie[se];J.push({id:re,level:te,hasParent:!0}),Q(re,Z,J,te)}te--}}},R.prototype.moveIdBeforeId=function(B,D){return this.moveId(B,D,Direction.BEFORE)},R.prototype.moveIdAfterId=function(B,D){return this.moveId(B,D,Direction.AFTER)},R.prototype.moveIdIntoId=function(B,D,F){return F===void 0&&(F=!0),F?this.moveId(B,D,Direction.INSIDE_AT_START):this.moveId(B,D,Direction.INSIDE_AT_END)},R.prototype.swapRootIdWithRootId=function(B,D){var F=this.findRootId(B),G=this.findRootId(D);this.swapRootPositionWithRootPosition(F,G)},R.prototype.swapRootPositionWithRootPosition=function(B,D){var F=this.rootIds[D];this.rootIds[D]=this.rootIds[B],this.rootIds[B]=F},R.prototype.deleteId=function(B){this.rootDeleteId(B),this.nodeAndSubNodesDelete(B),this.nodeRefrencesDelete(B)},R.prototype.insertIdBeforeId=function(B,D){var F=this.findRootId(B);F>-1&&this.insertIdIntoRoot(D,F);for(var G in this.nodes)if(this.nodes.hasOwnProperty(G)){var W=this.findNodeId(G,B);W>-1&&this.insertIdIntoNode(G,D,W)}},R.prototype.insertIdAfterId=function(B,D){var F=this.findRootId(B);F>-1&&this.insertIdIntoRoot(D,F+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)}},R.prototype.insertIdIntoId=function(B,D){this.nodeInsertAtEnd(B,D),this.nodes[D]=[]},R.prototype.insertIdIntoRoot=function(B,D){if(D===void 0)this.rootInsertAtEnd(B);else if(D<0){var F=this.rootIds.length;this.rootIds.splice(D+F+1,0,B)}else this.rootIds.splice(D,0,B);this.nodes[B]=this.nodes[B]||[]},R.prototype.insertIdIntoNode=function(B,D,F){if(this.nodes[B]=this.nodes[B]||[],this.nodes[D]=this.nodes[D]||[],F===void 0)this.nodeInsertAtEnd(B,D);else if(F<0){var G=this.nodes[B].length;this.nodes[B].splice(F+G+1,0,D)}else this.nodes[B].splice(F,0,D)},R.prototype.moveId=function(B,D,F){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 U=D,Y=this.findRootId(U);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--,F){case Direction.BEFORE:this.insertIdIntoRoot(G,Y);break;case Direction.AFTER:this.insertIdIntoRoot(G,Y+1);break;case Direction.INSIDE_AT_START:this.nodeInsertAtStart(U,G);break;case Direction.INSIDE_AT_END:this.nodeInsertAtEnd(U,G);break}else{this.rootDelete(W);for(var q in this.nodes)if(this.nodes.hasOwnProperty(q)){var Q=this.findNodeId(q,U);if(Q>-1){switch(F){case Direction.BEFORE:this.insertIdIntoNode(q,G,Q);break;case Direction.AFTER:this.insertIdIntoNode(q,G,Q+1);break;case Direction.INSIDE_AT_START:this.nodeInsertAtStart(U,G);break;case Direction.INSIDE_AT_END:this.nodeInsertAtEnd(U,G);break}break}}}else if(Y>-1){for(var q in this.nodes)if(this.nodes.hasOwnProperty(q)){var Q=this.findNodeId(q,G);if(Q>-1){this.nodeDeleteAtIndex(q,Q);break}}switch(F){case Direction.BEFORE:this.insertIdIntoRoot(G,Y);break;case Direction.AFTER:this.insertIdIntoRoot(G,Y+1);break;case Direction.INSIDE_AT_START:this.nodeInsertAtStart(U,G);break;case Direction.INSIDE_AT_END:this.nodeInsertAtEnd(U,G);break}}else{for(var q in this.nodes)if(this.nodes.hasOwnProperty(q)){var Q=this.findNodeId(q,G);if(Q>-1){this.nodeDeleteAtIndex(q,Q);break}}for(var q in this.nodes)if(this.nodes.hasOwnProperty(q)){var Q=this.findNodeId(q,U);if(Q>-1){switch(F){case Direction.BEFORE:this.insertIdIntoNode(q,G,Q);break;case Direction.AFTER:this.insertIdIntoNode(q,G,Q+1);break;case Direction.INSIDE_AT_START:this.nodeInsertAtStart(U,G);break;case Direction.INSIDE_AT_END:this.nodeInsertAtEnd(U,G);break}break}}}},R.prototype.swapArrayElements=function(B,D,F){var G=B[D];return B[D]=B[F],B[F]=G,B},R.prototype.rootDeleteId=function(B){var D=this.findRootId(B);D>-1&&this.rootDelete(D)},R.prototype.nodeAndSubNodesDelete=function(B){for(var D=[],F=0;F<this.nodes[B].length;F++){var G=this.nodes[B][F];this.nodeAndSubNodesDelete(G),D.push(B)}this.nodeDelete(B);for(var F=0;F<D.length;F++)this.nodeDelete(D[F])},R.prototype.nodeRefrencesDelete=function(B){for(var D in this.nodes)if(this.nodes.hasOwnProperty(D))for(var F=0;F<this.nodes[D].length;F++){var G=this.nodes[D][F];G===B&&this.nodeDeleteAtIndex(D,F)}},R.prototype.nodeDelete=function(B){delete this.nodes[B]},R.prototype.findRootId=function(B){return this.rootIds.indexOf(B)},R.prototype.findNodeId=function(B,D){return this.nodes[B].indexOf(D)},R.prototype.findNode=function(B){return this.nodes[B]},R.prototype.nodeInsertAtStart=function(B,D){this.nodes[B].unshift(D)},R.prototype.nodeInsertAtEnd=function(B,D){this.nodes[B].push(D)},R.prototype.rootDelete=function(B){this.rootIds.splice(B,1)},R.prototype.nodeDeleteAtIndex=function(B,D){this.nodes[B].splice(D,1)},R.prototype.rootInsertAtStart=function(B){this.rootIds.unshift(B)},R.prototype.rootInsertAtEnd=function(B){this.rootIds.push(B)},R}();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(R,B,D,F,G){super(D),super.parentMeasure=G,this.dynamicEnum=DynamicEnum[R.toLowerCase()],this.soundDynamic=B,this.staffNumber=F}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(R){this.multiExpression=R}get DynEnum(){return this.dynamicEnum}set DynEnum(R){this.dynamicEnum=R}get SoundDynamic(){return this.soundDynamic}set SoundDynamic(R){this.soundDynamic=R}get Placement(){return this.placement}set Placement(R){this.placement=R}get StaffNumber(){return this.staffNumber}set StaffNumber(R){this.staffNumber=R}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(R){return R?_InstantaneousDynamicExpression.isStringInStringList(_InstantaneousDynamicExpression.listInstantaneousDynamics,R):!1}getDynamicExpressionSymbol(R){switch(R){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: "+R)}}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=(R=>(R[R.pppppp=0]="pppppp",R[R.ppppp=1]="ppppp",R[R.pppp=2]="pppp",R[R.ppp=3]="ppp",R[R.pp=4]="pp",R[R.p=5]="p",R[R.mp=6]="mp",R[R.mf=7]="mf",R[R.f=8]="f",R[R.ff=9]="ff",R[R.fff=10]="fff",R[R.ffff=11]="ffff",R[R.fffff=12]="fffff",R[R.ffffff=13]="ffffff",R[R.sf=14]="sf",R[R.sff=15]="sff",R[R.sfp=16]="sfp",R[R.sfpp=17]="sfpp",R[R.fp=18]="fp",R[R.rf=19]="rf",R[R.rfz=20]="rfz",R[R.sfz=21]="sfz",R[R.sffz=22]="sffz",R[R.fz=23]="fz",R[R.other=24]="other",R))(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=(R=>(R[R.NONE=0]="NONE",R[R.COMMON=1]="COMMON",R[R.CUT=2]="CUT",R))(RhythmSymbolEnum||{});class MusicPartManagerIterator{constructor(B,D,F){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 F=new MusicPartManagerIterator(this.musicSheet,B!=null?B:this.currentTimeStamp,D);return F.currentVoiceEntryIndex=this.currentVoiceEntryIndex,F.currentMappingPart=this.currentMappingPart,F.currentPartIndex=this.currentPartIndex,F.currentVoiceEntries=this.currentVoiceEntries,F.endReached=this.endReached,F.frontReached=this.frontReached,F}CurrentVisibleVoiceEntries(B){const D=[];if(!this.currentVoiceEntries)return D;if(B){for(const F of this.currentVoiceEntries)if(F.ParentVoice.Parent.IdString===B.IdString)return this.getVisibleEntries(F,D),D}else for(const F of this.currentVoiceEntries)this.getVisibleEntries(F,D);return D}CurrentAudibleVoiceEntries(B){const D=[];if(this.currentVoiceEntries)if(B){for(const F of this.currentVoiceEntries)if(F.ParentVoice.Parent.IdString===B.IdString)return this.getAudibleEntries(F,D),D}else for(const F of this.currentVoiceEntries)this.getAudibleEntries(F,D);return D}getCurrentDynamicChangingExpressions(){return this.currentDynamicChangingExpressions}CurrentScoreFollowingVoiceEntries(B){const D=[];if(!this.currentVoiceEntries)return D;if(B){for(const F of this.currentVoiceEntries)if(F.ParentVoice.Parent.IdString===B.IdString)return this.getScoreFollowingEntries(F,D),D}else for(const F of this.currentVoiceEntries)this.getScoreFollowingEntries(F,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 F=this.repetitionIterationCountDictKeys.indexOf(B);return F===-1?(this.repetitionIterationCountDictKeys.push(B),this.repetitionIterationCountDictValues.push(D)):this.repetitionIterationCountDictValues[F]=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 F=this.currentMeasure.FirstRepetitionInstructions[B];if(!F.parentRepetition)continue;const G=F.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 F=this.currentMeasure.LastRepetitionInstructions[B],G=F.parentRepetition;if(!!G){if(G.BackwardJumpInstructions.indexOf(F)>-1&&this.getRepetitionIterationCount(G)<G.UserNumberOfRepetitions){this.doBackJump(G);return}if(F===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,F=B.length;D<F;++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 F=B[this.currentDynamicEntryIndex],G=F.staffNumber;this.CurrentSourceTimestamp.Equals(F.parMultiExpression().AbsoluteTimestamp)&&(F.continuousDynamicExpression?this.activeDynamicExpressions[G]=F.continuousDynamicExpression:F.instantaneousDynamicExpression&&(this.activeDynamicExpressions[G]=F.instantaneousDynamicExpression)),this.currentDynamicEntryIndex++}this.currentDynamicChangingExpressions.length=0;for(let F=0;F<this.activeDynamicExpressions.length;F++)if(this.activeDynamicExpressions[F]){let G,W;if(this.activeDynamicExpressions[F]instanceof ContinuousDynamicExpression){const q=this.activeDynamicExpressions[F];G=q.StartMultiExpression.AbsoluteTimestamp,W=q.EndMultiExpression.AbsoluteTimestamp,this.CurrentSourceTimestamp.gte(G)&&this.CurrentSourceTimestamp.lte(W)&&this.currentDynamicChangingExpressions.push(new DynamicsContainer(q,F))}else{const q=this.activeDynamicExpressions[F];this.CurrentSourceTimestamp.Equals(q.ParentMultiExpression.AbsoluteTimestamp)&&this.currentDynamicChangingExpressions.push(new DynamicsContainer(q,F))}}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 F=this.activeTempoExpression.AbsoluteTimestamp;this.activeTempoExpression.ContinuousTempo&&(F=this.activeTempoExpression.ContinuousTempo.AbsoluteEndTimestamp),(this.CurrentSourceTimestamp.gte(this.activeTempoExpression.AbsoluteTimestamp)||this.CurrentSourceTimestamp.lte(F))&&(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 F=0,G=D.length;F<G;++F)if(D[F].Notes[0].Pitch)return!0}return!1}getVisibleEntries(B,D){B.ParentVoice.Visible&&D.push(B)}getAudibleEntries(B,D){if(B.hasTie()){const F=B.Notes[0];if(F.NoteTie!==void 0&&F.NoteTie.StartNote!==F)return}B.ParentVoice.Audible&&D.push(B)}getScoreFollowingEntries(B,D){B.ParentVoice.Following&&B.ParentVoice.Parent.Following&&D.push(B)}getVoiceEntries(B){var F,G;const D=[];for(const W of B.StaffEntries)(G=(F=W==null?void 0:W.ParentStaff)==null?void 0:F.ParentInstrument)!=null&&G.Visible&&W.VoiceEntries[0]&&D.push(...W.VoiceEntries);return D}}class Cursor$1{constructor(B,D,F){this.hidden=!1,this.currentPageNumber=1,this.container=B,this.openSheetMusicDisplay=D,this.rules=this.openSheetMusicDisplay.EngravingRules,this.cursorOptions=F;let G=0;for(this.cursorElementId="cursorImg-0";document.getElementById(this.cursorElementId);)G++,this.cursorElementId=`cursorImg-${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 F=this.rules.MaxMeasureToDrawIndex;if(F=Math.min(F,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>F){const W=this.openSheetMusicDisplay.Sheet.SourceMeasures[F];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,F=B.ParentSourceStaffEntry.ParentStaff.idInMusicSheet;return this.graphic.findGraphicalStaffEntryFromMeasureList(F,D,B.ParentSourceStaffEntry)}updateWithTimestamp(B){const D=this.manager.absoluteEnrolledToSheetTimestamp(B),F=this.graphic.calculateXPositionFromTimestamp(D),G=F[0],W=F[1];this.updateCurrentPageFromSystem(W);const q=F[2];if(!q)return;const U=Math.max(q.parentMeasure.MeasureNumber,1);let Y;for(const J of this.graphic.MeasureList[U-1])if(J){Y=J;break}const Q=this.graphic.calculateCursorPoints(G,W),K=Q[0].y,Z=Q[1].y-K;if(!!Y){if(this.updateWidthAndStyle(Y.PositionAndShape,G,K,Z),this.openSheetMusicDisplay.FollowCursor){const J=this.cursorElement.getBoundingClientRect().top;this.cursorElement.scrollIntoView({behavior:J<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 F=0,G=0,W=0,q;if(B.CurrentMeasure.isReducedToMultiRest){const K=this.graphic.findGraphicalMeasure(B.CurrentMeasureIndex,0),Z=K.parentSourceMeasure.multipleRestMeasures,te=B.CurrentMeasure.multipleRestMeasureNumber/(Z+1),ie=K.PositionAndShape.Size.width-K.beginInstructionsWidth;F=K.PositionAndShape.AbsolutePosition.x+K.beginInstructionsWidth+te*ie,q=K.ParentMusicSystem}else{const Z=D.map(J=>this.getStaffEntryFromVoiceEntry(J)).sort((J,te)=>{var ie,se,re,ae;return((se=(ie=J==null?void 0:J.PositionAndShape)==null?void 0:ie.AbsolutePosition)==null?void 0:se.x)<=((ae=(re=te==null?void 0:te.PositionAndShape)==null?void 0:re.AbsolutePosition)==null?void 0:ae.x)?-1:1})[0];Z&&(F=Z.PositionAndShape.AbsolutePosition.x,q=Z.parentMeasure.ParentMusicSystem)}if(!q)return;G=q.PositionAndShape.AbsolutePosition.y+q.StaffLines[0].PositionAndShape.RelativePosition.y;const U=q.StaffLines[q.StaffLines.length-1];W=q.PositionAndShape.AbsolutePosition.y+U.PositionAndShape.RelativePosition.y+U.StaffHeight-G;const Q=this.graphic.findGraphicalMeasure(B.CurrentMeasureIndex,0).PositionAndShape;if(this.updateWidthAndStyle(Q,F,G,W),this.openSheetMusicDisplay.FollowCursor&&this.cursorOptions.follow)if(this.openSheetMusicDisplay.EngravingRules.RenderSingleHorizontalStaffline)this.cursorElement.scrollIntoView({behavior:"smooth",inline:"center"});else{const K=this.cursorElement.getBoundingClientRect().top;this.cursorElement.scrollIntoView({behavior:K<1e3?"smooth":"auto",block:"center"})}this.cursorElement.style.display=""}updateWidthAndStyle(B,D,F,G){var Y;const W=this.cursorElement;let q=0,U=G;switch(this.cursorOptions.type){case 1:W.style.top=F*10*this.openSheetMusicDisplay.zoom+"px",W.style.left=(D-1.5)*10*this.openSheetMusicDisplay.zoom+"px",U=G*10*this.openSheetMusicDisplay.zoom,W.height=U,W.style.height=U+"px",q=5*this.openSheetMusicDisplay.zoom;break;case 2:W.style.top=(F-2.5)*10*this.openSheetMusicDisplay.zoom+"px",W.style.left=D*10*this.openSheetMusicDisplay.zoom+"px",U=1.5*10*this.openSheetMusicDisplay.zoom,W.height=U,W.style.height=U+"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",U=G*10*this.openSheetMusicDisplay.zoom,W.height=U,W.style.height=U+"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",U=G*10*this.openSheetMusicDisplay.zoom,W.height=U,W.style.height=U+"px",q=(D-B.AbsolutePosition.x)*10*this.openSheetMusicDisplay.zoom;break;default:W.style.top=F*10*this.openSheetMusicDisplay.zoom+"px",W.style.left=(D-1.5)*10*this.openSheetMusicDisplay.zoom+"px",U=G*10*this.openSheetMusicDisplay.zoom,W.height=U,W.style.height=U+"px",q=3*10*this.openSheetMusicDisplay.zoom;break}(Y=window.GYM)!=null&&Y.multitrack&&(W.height=U+24,W.style.height=U+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 F=document.createElement("canvas");F.width=this.cursorElement.width,F.height=1;const G=F.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=F.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),F=[];return D.forEach(G=>{F.push.apply(F,G.Notes)}),F}GNotesUnderCursor(B){const D=this.VoicesUnderCursor(B),F=[];return D.forEach(G=>{F.push(...G.Notes.map(W=>this.rules.GNote(W)))}),F}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,F,G){this.x=0,this.y=0,this.width=0,this.height=0,this.x=B,this.y=D,this.width=F,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,F=!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=F,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,F,G,W;if(this.parent){const q=this.parent.ChildElements.indexOf(this,0);q>-1&&this.parent.ChildElements.splice(q,1)}this.parent=B,((F=(D=this.parent)==null?void 0:D.ChildElements)==null?void 0:F.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 F=0,G=this.ChildElements.length;F<G;++F)this.ChildElements[F].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 Q=0,K=this.ChildElements.length;Q<K;++Q)this.ChildElements[Q].calculateBoundingBox();let B=Number.MAX_VALUE,D=Number.MIN_VALUE,F=Number.MAX_VALUE,G=Number.MIN_VALUE,W=Number.MAX_VALUE,q=Number.MIN_VALUE,U=Number.MAX_VALUE,Y=Number.MIN_VALUE;this.isSymbol&&(B=this.borderLeft,D=this.borderRight,F=this.borderTop,G=this.borderBottom,W=this.borderMarginLeft,q=this.borderMarginRight,U=this.borderMarginTop,Y=this.borderMarginBottom);for(let Q=0,K=this.ChildElements.length;Q<K;++Q){const Z=this.ChildElements[Q];B=Math.min(B,Z.relativePosition.x+Z.borderLeft),D=Math.max(D,Z.relativePosition.x+Z.borderRight),F=Math.min(F,Z.relativePosition.y+Z.borderTop),G=Math.max(G,Z.relativePosition.y+Z.borderBottom),W=Math.min(W,Z.relativePosition.x+Z.borderMarginLeft),q=Math.max(q,Z.relativePosition.x+Z.borderMarginRight),U=Math.min(U,Z.relativePosition.y+Z.borderMarginTop),Y=Math.max(Y,Z.relativePosition.y+Z.borderMarginBottom)}this.borderLeft=B,this.borderRight=D,this.borderTop=F,this.borderBottom=G,this.borderMarginLeft=W,this.borderMarginRight=q,this.borderMarginTop=U,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,F=Number.MAX_VALUE,G=Number.MIN_VALUE;this.yBordersHaveBeenSet&&(B=this.borderTop,D=this.borderBottom,F=this.borderMarginTop,G=this.borderMarginBottom);for(let W=0,q=this.ChildElements.length;W<q;++W){const U=this.ChildElements[W];B=Math.min(B,U.relativePosition.y+U.borderTop),(!EngravingRules.FixStafflineBoundingBox||!(U.dataObject instanceof StaffLineActivitySymbol))&&(D=Math.max(D,U.relativePosition.y+U.borderBottom)),F=Math.min(F,U.relativePosition.y+U.borderMarginTop),G=Math.max(G,U.relativePosition.y+U.borderMarginBottom)}this.borderTop=B,this.borderBottom=D,this.borderMarginTop=F,this.borderMarginBottom=G,this.calculateRectangle(),this.calculateMarginRectangle()}computeNonOverlappingPositionWithMargin(B,D,F){this.RelativePosition=new PointF2D(F.x,F.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),F=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&&F>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,F=this.AbsolutePosition.x+this.borderLeft<=B.absolutePosition.x+B.borderRight&&B.absolutePosition.x+B.borderRight<=this.AbsolutePosition.x+this.borderRight;if(D&&F){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),F=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&&F>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,F=this.AbsolutePosition.x+this.borderMarginLeft<=B.absolutePosition.x+B.borderMarginRight&&B.absolutePosition.x+B.borderMarginRight<=this.AbsolutePosition.x+this.borderMarginRight;if(D&&F){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,F){this.RelativePosition=new PointF2D(F.x,F.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 F=0,G=this.childElements.length;F<G;++F){const q=this.childElements[F].getClickedObjectOfType(B);if(q)return q}}getClickedClickable(B){const D=this.dataObject;if(this.pointLiesInsideBorders(B)&&D&&D instanceof Clickable)return D;for(let F=0,G=this.childElements.length;F<G;++F){const q=this.childElements[F].getClickedClickable(B);if(q&&q instanceof Clickable)return q}}getObjectsInRegion(B,D=!0,F=GraphicalObject.name){let G=[];for(const W of this.childElements)G=G.concat(W.getObjectsInRegion(B,D,F));return this.dataObject&&this.dataObject.isInstanceOfClass(F)&&(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 F=0;switch(D){case ColDirEnum.Left:F=this.absolutePosition.x+this.borderMarginLeft-(B.absolutePosition.x+B.borderMarginRight),B.relativePosition.x+=F,B.absolutePosition.x+=F;return;case ColDirEnum.Right:F=this.absolutePosition.x+this.borderMarginRight-(B.absolutePosition.x+B.borderMarginLeft),B.relativePosition.x+=F,B.absolutePosition.x+=F;return;case ColDirEnum.Up:F=this.absolutePosition.y+this.borderMarginTop-(B.absolutePosition.y+B.borderMarginBottom),B.relativePosition.y+=F,B.absolutePosition.y+=F;return;case ColDirEnum.Down:F=this.absolutePosition.y+this.borderMarginBottom-(B.absolutePosition.y+B.borderMarginTop),B.relativePosition.y+=F,B.absolutePosition.y+=F;return;default:throw new ArgumentOutOfRangeException("direction")}}for(let F=0,G=this.ChildElements.length;F<G;++F)this.ChildElements[F].calculateMarginPositionAlongDirection(B,D)}}calculatePositionAlongDirection(B,D){if(this!==B){if(this.isSymbol&&this.collisionDetection(B)){let F;switch(D){case ColDirEnum.Left:F=this.absolutePosition.x+this.borderLeft-(B.absolutePosition.x+B.borderRight),B.relativePosition.x+=F,B.absolutePosition.x+=F;return;case ColDirEnum.Right:F=this.absolutePosition.x+this.borderRight-(B.absolutePosition.x+B.borderLeft),B.relativePosition.x+=F,B.absolutePosition.x+=F;return;case ColDirEnum.Up:F=this.absolutePosition.y+this.borderTop-(B.absolutePosition.y+B.borderBottom),B.relativePosition.y+=F,B.absolutePosition.y+=F;return;case ColDirEnum.Down:F=this.absolutePosition.y+this.borderBottom-(B.absolutePosition.y+B.borderTop),B.relativePosition.y+=F,B.absolutePosition.y+=F;return;default:throw new ArgumentOutOfRangeException("direction")}}for(let F=0,G=this.ChildElements.length;F<G;++F)this.ChildElements[F].calculatePositionAlongDirection(B,D)}}}var ColDirEnum=(R=>(R[R.Left=0]="Left",R[R.Right=1]="Right",R[R.Up=2]="Up",R[R.Down=3]="Down",R))(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=(R=>(R[R.Down=0]="Down",R[R.Right=1]="Right",R[R.RightDown=2]="RightDown",R))(PagePlacementEnum||{}),TextAlignmentEnum=(R=>(R[R.LeftTop=0]="LeftTop",R[R.LeftCenter=1]="LeftCenter",R[R.LeftBottom=2]="LeftBottom",R[R.CenterTop=3]="CenterTop",R[R.CenterCenter=4]="CenterCenter",R[R.CenterBottom=5]="CenterBottom",R[R.RightTop=6]="RightTop",R[R.RightCenter=7]="RightCenter",R[R.RightBottom=8]="RightBottom",R))(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=(R=>(R[R.Regular=0]="Regular",R[R.Bold=1]="Bold",R[R.Italic=2]="Italic",R[R.BoldItalic=3]="BoldItalic",R[R.Underlined=4]="Underlined",R))(FontStyles||{}),Fonts=(R=>(R[R.TimesNewRoman=0]="TimesNewRoman",R[R.Kokila=1]="Kokila",R[R.Gonville=2]="Gonville",R))(Fonts||{});const FontStringNames={0:"Times New Roman",1:"Kokila",2:"Gonville"};var TieTypes=(R=>(R.SIMPLE="",R.HAMMERON="H",R.PULLOFF="P",R.SLIDE="S",R.TAPPING="T",R))(TieTypes||{});const Additional={"-2":[4,12,23],"-7":[13],"-9":[6],12:[5,116,55]};var NoteEnum=(R=>(R[R.C=0]="C",R[R.D=2]="D",R[R.E=4]="E",R[R.F=5]="F",R[R.G=7]="G",R[R.A=9]="A",R[R.B=11]="B",R))(NoteEnum||{}),AccidentalEnum=(R=>(R[R.SHARP=0]="SHARP",R[R.FLAT=1]="FLAT",R[R.NONE=2]="NONE",R[R.NATURAL=3]="NATURAL",R[R.DOUBLESHARP=4]="DOUBLESHARP",R[R.DOUBLEFLAT=5]="DOUBLEFLAT",R[R.TRIPLESHARP=6]="TRIPLESHARP",R[R.TRIPLEFLAT=7]="TRIPLEFLAT",R[R.QUARTERTONESHARP=8]="QUARTERTONESHARP",R[R.QUARTERTONEFLAT=9]="QUARTERTONEFLAT",R[R.SLASHFLAT=10]="SLASHFLAT",R[R.THREEQUARTERSSHARP=11]="THREEQUARTERSSHARP",R[R.THREEQUARTERSFLAT=12]="THREEQUARTERSFLAT",R[R.SLASHQUARTERSHARP=13]="SLASHQUARTERSHARP",R[R.SLASHSHARP=14]="SLASHSHARP",R[R.DOUBLESLASHFLAT=15]="DOUBLESLASHFLAT",R[R.SORI=16]="SORI",R[R.KORON=17]="KORON",R))(AccidentalEnum||{});const _Pitch=class{constructor(R,B,D,F=void 0){this.accidental=2,this.fundamentalNote=R,this.octave=B,this.accidental=D,this.accidentalXml=F,this.halfTone=R+(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(R){switch(R){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(R,B){if(B===0)return[R,0];const D=_Pitch.pitchEnumValues,F=D.indexOf(R);let G=0,W=(F+B)%D.length;return F+B>D.length-1&&(G=1),W<0&&(W=D.length+W,G=-1),[D[W],G]}static CalculateTransposedHalfTone(R,B){const D=R.fundamentalNote+R.AccidentalHalfTones+B;return _Pitch.WrapAroundCheck(D,12)}static WrapAroundCheck(R,B){let D=0;for(;R<0;)R+=B,D--;for(;R>=B;)R-=B,D++;return{overflow:D,halftone:R}}static calcFrequency(R,B){let D=0,F;if(R instanceof _Pitch){const U=R;D=U.octave-1,F=U.fundamentalNote-9+U.AccidentalHalfTones}else typeof R=="number"&&(F=R-57);const G=window.DYSubjectId;let W=0;window.DYEnvironment==="COLEXIU"&&(Additional[12]=[120]);for(const U in Additional)if(Object.prototype.hasOwnProperty.call(Additional,U)&&Additional[U].includes(G)){W=parseFloat(U);break}(G===5||G===55)&&!window.needPitchVoice&&(W=0);let q=F+W;return B==="next"&&q++,B==="prev"&&q--,442*Math.pow(2,D)*Math.pow(2,q/12)}static calcFractionalKey(R){return Math.log(R/440)/Math.LN10*_Pitch.halftoneFactor+57}static fromFrequency(R){const B=_Pitch.calcFractionalKey(R)+.5,D=Math.floor(B/12)-_Pitch.octXmlDiff,F=Math.floor(B)%12;let G=F,W=2;return this.pitchEnumValues.indexOf(G)===-1&&(G=F-1,W=0),new _Pitch(G,D,W)}static fromHalftone(R){const B=Math.floor(R/12)-_Pitch.octXmlDiff,D=R%12;let F=D,G=2;return this.pitchEnumValues.indexOf(F)===-1&&(F=D-1,G=0),new _Pitch(F,B,G)}static ceiling(R){R=R%12;let B=R;return this.pitchEnumValues.indexOf(B)===-1&&(B=R+1),B}static floor(R){R=R%12;let B=R;return this.pitchEnumValues.indexOf(B)===-1&&(B=R-1),B}static HalfTonesFromAccidental(R){switch(R){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(R){switch(R){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 R>0&&R<1?8:R<0&&R>-1?9:8}}static accidentalVexflow(R){let B;switch(R){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(R){if(R>12)throw new Error("rewrite this method to handle bigger octave changes or don't use is with bigger octave changes!");return R>0?this.getHigherPitchByTransposeFactor(R):R<0?this.getLowerPitchByTransposeFactor(-R):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 R=_Pitch.accidentalVexflow(this.accidental);return R||(R=""),"Key: "+_Pitch.getNoteEnumString(this.fundamentalNote)+R+", Note: "+this.fundamentalNote+", octave: "+this.octave.toString()}OperatorEquals(R){const B=this;return!B||!R?!1:B.FundamentalNote===R.FundamentalNote&&B.Octave===R.Octave&&B.Accidental===R.Accidental}OperatorNotEqual(R){return this!==R}OperatorFundamentalGreaterThan(R){const B=this;return B.Octave===R.Octave?B.FundamentalNote>R.FundamentalNote:B.Octave>R.Octave}OperatorFundamentalLessThan(R){const B=this;return B.Octave===R.Octave?B.FundamentalNote<R.FundamentalNote:B.Octave<R.Octave}getHigherPitchByTransposeFactor(R){const B=_Pitch.pitchEnumValues.indexOf(this.fundamentalNote);let D=this.octave,F;return B+R>_Pitch.pitchEnumValues.length-1?(F=_Pitch.pitchEnumValues[B+R-_Pitch.pitchEnumValues.length],D++):F=_Pitch.pitchEnumValues[B+R],new _Pitch(F,D,2)}getLowerPitchByTransposeFactor(R){const B=_Pitch.pitchEnumValues.indexOf(this.fundamentalNote);let D=this.octave,F;return B-R<0?(F=_Pitch.pitchEnumValues[_Pitch.pitchEnumValues.length+B-R],D--):F=_Pitch.pitchEnumValues[B-R],new _Pitch(F,D,2)}getNextFundamentalNote(R){let B=_Pitch.pitchEnumValues.indexOf(R);return B=(B+1)%_Pitch.pitchEnumValues.length,_Pitch.pitchEnumValues[B]}getPreviousFundamentalNote(R){const B=_Pitch.pitchEnumValues.indexOf(R);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 F=B.absoluteTimestamp.RealValue,G=D.absoluteTimestamp.RealValue;return F<G?-1:F>G?1:0}getFirstNonNullStaffEntry(){for(let B=0,D=this.staffEntries.length;B<D;++B){const F=this.staffEntries[B];if(F)return F}}}var OutlineAndFillStyleEnum=(R=>(R[R.BaseWritingColor=0]="BaseWritingColor",R[R.FollowingCursor=1]="FollowingCursor",R[R.AlternativeFollowingCursor=2]="AlternativeFollowingCursor",R[R.PlaybackCursor=3]="PlaybackCursor",R[R.Highlighted=4]="Highlighted",R[R.ErrorUnderlay=5]="ErrorUnderlay",R[R.Selected=6]="Selected",R[R.SelectionSymbol=7]="SelectionSymbol",R[R.DebugColor1=8]="DebugColor1",R[R.DebugColor2=9]="DebugColor2",R[R.DebugColor3=10]="DebugColor3",R[R.SplitScreenDivision=11]="SplitScreenDivision",R[R.GreyTransparentOverlay=12]="GreyTransparentOverlay",R[R.MarkedArea1=13]="MarkedArea1",R[R.MarkedArea2=14]="MarkedArea2",R[R.MarkedArea3=15]="MarkedArea3",R[R.MarkedArea4=16]="MarkedArea4",R[R.MarkedArea5=17]="MarkedArea5",R[R.MarkedArea6=18]="MarkedArea6",R[R.MarkedArea7=19]="MarkedArea7",R[R.MarkedArea8=20]="MarkedArea8",R[R.MarkedArea9=21]="MarkedArea9",R[R.MarkedArea10=22]="MarkedArea10",R[R.Comment1=23]="Comment1",R[R.Comment2=24]="Comment2",R[R.Comment3=25]="Comment3",R[R.Comment4=26]="Comment4",R[R.Comment5=27]="Comment5",R[R.Comment6=28]="Comment6",R[R.Comment7=29]="Comment7",R[R.Comment8=30]="Comment8",R[R.Comment9=31]="Comment9",R[R.Comment10=32]="Comment10",R))(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=(R=>(R[R.Background=0]="Background",R[R.Highlight=1]="Highlight",R[R.MeasureError=2]="MeasureError",R[R.SelectionSymbol=3]="SelectionSymbol",R[R.Cursor=4]="Cursor",R[R.PSI_Debug=5]="PSI_Debug",R[R.Notes=6]="Notes",R[R.Comment=7]="Comment",R[R.Debug_above=8]="Debug_above",R))(GraphicalLayers||{}),NoteState=(R=>(R[R.Normal=0]="Normal",R[R.Selected=1]="Selected",R[R.Follow_Confirmed=2]="Follow_Confirmed",R[R.QFeedback_NotFound=3]="QFeedback_NotFound",R[R.QFeedback_OK=4]="QFeedback_OK",R[R.QFeedback_Perfect=5]="QFeedback_Perfect",R[R.Debug1=6]="Debug1",R[R.Debug2=7]="Debug2",R[R.Debug3=8]="Debug3",R))(NoteState||{}),AutoColorSet=(R=>(R.C="#d82c6b",R.D="#F89D15",R.E="#FFE21A",R.F="#4dbd5c",R.G="#009D96",R.A="#43469d",R.B="#76429c",R.Rest="#000000",R))(AutoColorSet||{});class GraphicalLine{constructor(B,D,F=0,G=OutlineAndFillStyleEnum.BaseWritingColor,W=void 0){this.start=B,this.end=D,this.width=F,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,F=2){super(void 0),this.clefType=ClefEnum.G,this.line=2,this.octaveOffset=0,this.line=F,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 F=new ClefInstruction(ClefEnum.G,D,2);B.push(F)}for(let D=-2;D<=0;D++){const F=new ClefInstruction(ClefEnum.F,D,4);B.push(F)}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=(R=>(R[R.G=0]="G",R[R.F=1]="F",R[R.C=2]="C",R[R.percussion=3]="percussion",R[R.TAB=4]="TAB",R))(ClefEnum||{}),MidiInstrument=(R=>(R[R.None=-1]="None",R[R.Acoustic_Grand_Piano=0]="Acoustic_Grand_Piano",R[R.Bright_Acoustic_Piano=1]="Bright_Acoustic_Piano",R[R.Electric_Grand_Piano=2]="Electric_Grand_Piano",R[R.Honky_tonk_Piano=3]="Honky_tonk_Piano",R[R.Electric_Piano_1=4]="Electric_Piano_1",R[R.Electric_Piano_2=5]="Electric_Piano_2",R[R.Harpsichord=6]="Harpsichord",R[R.Clavinet=7]="Clavinet",R[R.Celesta=8]="Celesta",R[R.Glockenspiel=9]="Glockenspiel",R[R.Music_Box=10]="Music_Box",R[R.Vibraphone=11]="Vibraphone",R[R.Marimba=12]="Marimba",R[R.Xylophone=13]="Xylophone",R[R.Tubular_Bells=14]="Tubular_Bells",R[R.Dulcimer=15]="Dulcimer",R[R.Drawbar_Organ=16]="Drawbar_Organ",R[R.Percussive_Organ=17]="Percussive_Organ",R[R.Rock_Organ=18]="Rock_Organ",R[R.Church_Organ=19]="Church_Organ",R[R.Reed_Organ=20]="Reed_Organ",R[R.Accordion=21]="Accordion",R[R.Harmonica=22]="Harmonica",R[R.Tango_Accordion=23]="Tango_Accordion",R[R.Acoustic_Guitar_nylon=24]="Acoustic_Guitar_nylon",R[R.Acoustic_Guitar_steel=25]="Acoustic_Guitar_steel",R[R.Electric_Guitar_jazz=26]="Electric_Guitar_jazz",R[R.Electric_Guitar_clean=27]="Electric_Guitar_clean",R[R.Electric_Guitar_muted=28]="Electric_Guitar_muted",R[R.Overdriven_Guitar=29]="Overdriven_Guitar",R[R.Distortion_Guitar=30]="Distortion_Guitar",R[R.Guitar_harmonics=31]="Guitar_harmonics",R[R.Acoustic_Bass=32]="Acoustic_Bass",R[R.Electric_Bass_finger=33]="Electric_Bass_finger",R[R.Electric_Bass_pick=34]="Electric_Bass_pick",R[R.Fretless_Bass=35]="Fretless_Bass",R[R.Slap_Bass_1=36]="Slap_Bass_1",R[R.Slap_Bass_2=37]="Slap_Bass_2",R[R.Synth_Bass_1=38]="Synth_Bass_1",R[R.Synth_Bass_2=39]="Synth_Bass_2",R[R.Violin=40]="Violin",R[R.Viola=41]="Viola",R[R.Cello=42]="Cello",R[R.Contrabass=43]="Contrabass",R[R.Tremolo_Strings=44]="Tremolo_Strings",R[R.Pizzicato_Strings=45]="Pizzicato_Strings",R[R.Orchestral_Harp=46]="Orchestral_Harp",R[R.Timpani=47]="Timpani",R[R.String_Ensemble_1=48]="String_Ensemble_1",R[R.String_Ensemble_2=49]="String_Ensemble_2",R[R.Synth_Strings_1=50]="Synth_Strings_1",R[R.Synth_Strings_2=51]="Synth_Strings_2",R[R.Choir_Aahs=52]="Choir_Aahs",R[R.Voice_Oohs=53]="Voice_Oohs",R[R.Synth_Voice=54]="Synth_Voice",R[R.Orchestra_Hit=55]="Orchestra_Hit",R[R.Trumpet=56]="Trumpet",R[R.Trombone=57]="Trombone",R[R.Tuba=58]="Tuba",R[R.Muted_Trumpet=59]="Muted_Trumpet",R[R.French_Horn=60]="French_Horn",R[R.Brass_Section=61]="Brass_Section",R[R.Synth_Brass_1=62]="Synth_Brass_1",R[R.Synth_Brass_2=63]="Synth_Brass_2",R[R.Soprano_Sax=64]="Soprano_Sax",R[R.Alto_Sax=65]="Alto_Sax",R[R.Tenor_Sax=66]="Tenor_Sax",R[R.Baritone_Sax=67]="Baritone_Sax",R[R.Oboe=68]="Oboe",R[R.English_Horn=69]="English_Horn",R[R.Bassoon=70]="Bassoon",R[R.Clarinet=71]="Clarinet",R[R.Piccolo=72]="Piccolo",R[R.Flute=73]="Flute",R[R.Recorder=74]="Recorder",R[R.Pan_Flute=75]="Pan_Flute",R[R.Blown_Bottle=76]="Blown_Bottle",R[R.Shakuhachi=77]="Shakuhachi",R[R.Whistle=78]="Whistle",R[R.Ocarina=79]="Ocarina",R[R.Lead_1_square=80]="Lead_1_square",R[R.Lead_2_sawtooth=81]="Lead_2_sawtooth",R[R.Lead_3_calliope=82]="Lead_3_calliope",R[R.Lead_4_chiff=83]="Lead_4_chiff",R[R.Lead_5_charang=84]="Lead_5_charang",R[R.Lead_6_voice=85]="Lead_6_voice",R[R.Lead_7_fifths=86]="Lead_7_fifths",R[R.Lead_8_bass_lead=87]="Lead_8_bass_lead",R[R.Pad_1_new_age=88]="Pad_1_new_age",R[R.Pad_2_warm=89]="Pad_2_warm",R[R.Pad_3_polysynth=90]="Pad_3_polysynth",R[R.Pad_4_choir=91]="Pad_4_choir",R[R.Pad_5_bowed=92]="Pad_5_bowed",R[R.Pad_6_metallic=93]="Pad_6_metallic",R[R.Pad_7_halo=94]="Pad_7_halo",R[R.Pad_8_sweep=95]="Pad_8_sweep",R[R.FX_1_rain=96]="FX_1_rain",R[R.FX_2_soundtrack=97]="FX_2_soundtrack",R[R.FX_3_crystal=98]="FX_3_crystal",R[R.FX_4_atmosphere=99]="FX_4_atmosphere",R[R.FX_5_brightness=100]="FX_5_brightness",R[R.FX_6_goblins=101]="FX_6_goblins",R[R.FX_7_echoes=102]="FX_7_echoes",R[R.FX_8_scifi=103]="FX_8_scifi",R[R.Sitar=104]="Sitar",R[R.Banjo=105]="Banjo",R[R.Shamisen=106]="Shamisen",R[R.Koto=107]="Koto",R[R.Kalimba=108]="Kalimba",R[R.Bag_pipe=109]="Bag_pipe",R[R.Fiddle=110]="Fiddle",R[R.Shanai=111]="Shanai",R[R.Tinkle_Bell=112]="Tinkle_Bell",R[R.Agogo=113]="Agogo",R[R.Steel_Drums=114]="Steel_Drums",R[R.Woodblock=115]="Woodblock",R[R.Taiko_Drum=116]="Taiko_Drum",R[R.Melodic_Tom=117]="Melodic_Tom",R[R.Synth_Drum=118]="Synth_Drum",R[R.Reverse_Cymbal=119]="Reverse_Cymbal",R[R.Guitar_Fret_Noise=120]="Guitar_Fret_Noise",R[R.Breath_Noise=121]="Breath_Noise",R[R.Seashore=122]="Seashore",R[R.Bird_Tweet=123]="Bird_Tweet",R[R.Telephone_Ring=124]="Telephone_Ring",R[R.Helicopter=125]="Helicopter",R[R.Applause=126]="Applause",R[R.Gunshot=127]="Gunshot",R[R.euphonium=128]="euphonium",R[R.AltoClarinetInEb=200]="AltoClarinetInEb",R[R.TrumpetInBb=201]="TrumpetInBb",R[R.BaritoneSaxophone=202]="BaritoneSaxophone",R[R.TenorSaxophone=203]="TenorSaxophone",R[R.ClarinetInEb=204]="ClarinetInEb",R[R.Euphonium=205]="Euphonium",R[R.Alto_Clarinet=206]="Alto_Clarinet",R[R.Bass_Clarinet=207]="Bass_Clarinet",R[R.Bass_Trombone=208]="Bass_Trombone",R[R.clarinet_in_bb=209]="clarinet_in_bb",R[R.clarinet_in_eb=210]="clarinet_in_eb",R[R.Percussion=135]="Percussion",R))(MidiInstrument||{});const _KeyInstruction=class extends AbstractNotationInstruction{constructor(R=void 0,B=0,D=KeyEnum.major){super(R),this.isTransposedBy=0,this.Key=B,this.keyTypeOriginal=B,this.mode=D,this.alteratedNotes=this.calcAlteratedNotes()}static copy(R){const B=new _KeyInstruction(R.parent,R.Key,R.Mode);return B.keyTypeOriginal=R.keyTypeOriginal,B}static getAllPossibleMajorKeyInstructions(){const R=[];for(let B=-7;B<7;B++){const D=new _KeyInstruction(void 0,B,KeyEnum.major);R.push(D)}return R}get Key(){return this.keyType}set Key(R){this.keyType=R,this.alteratedNotes=this.calcAlteratedNotes()}get Mode(){return this.mode}set Mode(R){this.mode=R}get AlteratedNotes(){return this.alteratedNotes}calcAlteratedNotes(){const R=[];if(this.keyType>0)for(let B=0;B<this.keyType;B++)R.push(_KeyInstruction.sharpPositionList[B]);else if(this.keyType<0)for(let B=0;B<-this.keyType;B++)R.push(_KeyInstruction.flatPositionList[B]);return R}willAlterateNote(R){return this.alteratedNotes.indexOf(R)>=0}getAlterationForPitch(R){return this.keyType>0&&this.alteratedNotes.indexOf(R.FundamentalNote)<=this.keyType?AccidentalEnum.SHARP:this.keyType<0&&this.alteratedNotes.indexOf(R.FundamentalNote)<=Math.abs(this.keyType)?AccidentalEnum.FLAT:AccidentalEnum.NONE}ToString(){return"Key: "+this.keyType+this.mode}OperatorEquals(R){const B=this;return B===R?!0:!B||!R?!1:B.Key===R.Key&&B.Mode===R.Mode}OperatorNotEqual(R){return!this.OperatorEquals(R)}};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=(R=>(R[R.major=0]="major",R[R.minor=1]="minor",R[R.none=2]="none",R[R.dorian=3]="dorian",R[R.phrygian=4]="phrygian",R[R.lydian=5]="lydian",R[R.mixolydian=6]="mixolydian",R[R.aeolian=7]="aeolian",R[R.ionian=8]="ionian",R[R.locrian=9]="locrian",R))(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(R){return this.indexOf(R)!==-1}});class CollectionUtil{static contains2(B,D){for(let F=0;F<B.length;F++)if(B[F]===D)return!0;return!1}static last(B){return B[B.length-1]}static removeDictElementIfTrue(B,D,F){const G=[];D.forEach(function(W,q){F(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,F,G=0,W=B.length-1){let q=1;for(;G<=W;){q=Math.floor((G+W)/2);const U=F(B[q],D);if(U===0)return q;U<0&&(G=q+1),0<U&&(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 F,G,W,q;return((G=(F=D.sourceNote.Pitch)==null?void 0:F.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 F,G,W;return((G=(F=B.sourceNote.Pitch)==null?void 0:F.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 F=B.MusicPages[D].setMusicPageAbsolutePosition(D,B.ParentMusicSheet.Rules);B.MusicPages[D].PositionAndShape.calculateAbsolutePositionsRecursive(F.x,F.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 F=this.musicPages[B];for(let G=0,W=F.MusicSystems.length;G<W;++G){const q=F.MusicSystems[G];q.needsToBeRedrawn=!0}}}getClickedObject(B){for(let D=0,F=this.MusicPages.length;D<F;++D)return this.MusicPages[D].PositionAndShape.getClickedObjectOfType(B)}findGraphicalMeasure(B,D){for(let F=B;F>=0;F--){const G=this.measureList[F][D];if(G)return G}}findGraphicalStaffEntryFromMeasureList(B,D,F){for(let G=D;G<this.measureList.length;G++){const W=this.measureList[G][B];if(!!W)for(let q=0,U=W.staffEntries.length;q<U;++q){const Y=W.staffEntries[q];if(Y.sourceStaffEntry===F)return Y}}}findNextGraphicalStaffEntry(B,D,F){const G=F.parentMeasure,W=G.staffEntries.indexOf(F);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 F=[],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()){F.push(this.measureList[W][q]);break}return F}orderMeasuresByStaffLine(B){const D=[];let F=[];D.push(F);for(let G=0;G<B.length;G++)G===0?F.push(B[0]):(B[G].ParentStaffLine===B[G-1].ParentStaffLine||(D.indexOf(F)===-1&&D.push(F),F=[],D.push(F)),F.push(B[G]));return D}initializeActiveClefs(){const B=[],D=this.musicSheet.getFirstSourceMeasure();if(D)for(let F=0;F<D.CompleteNumberOfStaves;F++){let G=new ClefInstruction;if(D.FirstInstructionsStaffEntries[F])for(let W=0,q=D.FirstInstructionsStaffEntries[F].Instructions.length;W<q;++W){const U=D.FirstInstructionsStaffEntries[F].Instructions[W];U instanceof ClefInstruction&&(G=U)}B.push(G)}return B}GetMainKey(){const B=this.musicSheet.getFirstSourceMeasure();if(B)for(let D=0;D<B.CompleteNumberOfStaves;D++)for(let F=0,G=B.FirstInstructionsStaffEntries[D].Instructions.length;F<G;++F){const W=B.FirstInstructionsStaffEntries[D].Instructions[F];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 F=new VerticalGraphicalStaffEntryContainer(this.numberOfStaves,B);return this.verticalGraphicalStaffEntryContainers.splice(D+1,0,F),F}if(this.verticalGraphicalStaffEntryContainers[D].AbsoluteTimestamp.Equals(B))return this.verticalGraphicalStaffEntryContainers[D]}}GetVerticalContainerFromTimestamp(B,D=0){const F=CollectionUtil.binarySearch(this.verticalGraphicalStaffEntryContainers,new VerticalGraphicalStaffEntryContainer(0,B),VerticalGraphicalStaffEntryContainer.compareByTimestamp,D);if(F>=0)return this.verticalGraphicalStaffEntryContainers[F]}GetInterpolatedIndexInVerticalContainers(B){const D=this.verticalGraphicalStaffEntryContainers;let F=0,G=D.length-1,W,q;if(B.lte(D[D.length-1].AbsoluteTimestamp)){for(;G-F>1;){const K=Math.floor((G+F)/2);if(D[F].AbsoluteTimestamp.Equals(B)){G=F;break}else if(D[G].AbsoluteTimestamp.Equals(B)){F=G;break}else{if(D[K].AbsoluteTimestamp.Equals(B))return this.verticalGraphicalStaffEntryContainers.indexOf(D[K]);B.lt(D[K].AbsoluteTimestamp)?G=K:F=K}}if(F===G)return this.verticalGraphicalStaffEntryContainers.indexOf(D[F]);W=D[F].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 U=q.RealValue-W.RealValue,Y=q.RealValue-B.RealValue,Q=G-Y/U;return Math.min(Q,this.verticalGraphicalStaffEntryContainers.length)}getVisibleStavesIndicesFromSourceMeasure(B){const D=[],F=[];for(let G=0,W=B.length;G<W;++G){const U=B[G].ParentStaff.ParentInstrument;D.indexOf(U)===-1&&D.push(U)}for(let G=0,W=D.length;G<W;++G){const q=D[G],U=this.musicSheet.getGlobalStaffIndexOfFirstStaff(q);for(let Y=0;Y<q.Staves.length;Y++)F.push(U+Y)}return F}getGraphicalMeasureFromSourceMeasureAndIndex(B,D){var F;for(let G=0;G<this.measureList.length;G++)if(((F=this.measureList[G][0])==null?void 0:F.parentSourceMeasure)===B)return this.measureList[G][D]}getLastGraphicalMeasureFromIndex(B,D=!0){let F=this.measureList.length-1;return D&&(F=Math.min(F,this.musicSheet.Rules.MaxMeasureToDrawIndex)),this.measureList[F][B]}getMeasureIndex(B,D,F){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,F=5,G=20,W=5,q=void 0){const U=[];for(;U.length===0&&F<=G;){const Q=new BoundingBox$1(void 0);Q.BorderLeft=B.x-F,Q.BorderTop=B.y-F,Q.BorderRight=B.x+F,Q.BorderBottom=B.y+F,Q.AbsolutePosition=new PointF2D(B.x,B.y),Q.calculateAbsolutePosition();for(let K=0,Z=this.MusicPages.length;K<Z;++K){const te=this.MusicPages[K].PositionAndShape.getObjectsInRegion(Q,!1,D);if(!(!te||te.length===0))for(let ie=0,se=te.length;ie<se;++ie)q?q(te[ie])&&U.push(te[ie]):U.push(te[ie])}F+=W}let Y;for(let Q=0,K=U.length;Q<K;++Q){const Z=U[Q];if(Y===void 0)Y=Z;else{const J=this.CalculateDistance(Z.PositionAndShape.AbsolutePosition,B),te=this.CalculateDistance(Y.PositionAndShape.AbsolutePosition,B);J<te&&(Y=Z)}}if(Y)return Y}GetNearestVoiceEntry(B){return this.GetNearestGraphicalObject(B,GraphicalVoiceEntry.name,5,20,5,D=>{var F;return((F=D.parentStaffEntry)==null?void 0:F.relInMeasureTimestamp)!==void 0})}GetNearestNote(B,D){const F=this.GetNearestVoiceEntry(B);if(!F)return;let G,W=Number.MAX_SAFE_INTEGER;for(const q of F.notes){const U=q.PositionAndShape.AbsolutePosition.y,Y=Math.abs(q.PositionAndShape.AbsolutePosition.x-B.x),Q=Math.abs(U-B.y);Y+Q<W&&(G=q,W=Y+Q)}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 U=W.matrixTransform(q);return new PointF2D(U.x,U.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 Q=0,K=Y.length;Q<K;++Q)return Y[Q]}}GetPossibleCommentAnchor(B){const D=this.GetNearestVoiceEntry(B);if(!!D)return D.parentStaffEntry.sourceStaffEntry}GetClickedObjectOfType(B){for(let D=0,F=this.musicPages.length;D<F;++D){const W=this.musicPages[D].PositionAndShape.getClickedObjectOfType(B);if(W)return W}}GetClickedClickable(B){for(let D=0,F=this.musicPages.length;D<F;++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 F;try{for(let G=0,W=D.StaffEntries.length;G<W;++G){const q=D.StaffEntries[G];!q||!q.sourceStaffEntry.ParentStaff.ParentInstrument.Visible||(F?q.PositionAndShape&&F.PositionAndShape&&F.PositionAndShape.RelativePosition.x>q.PositionAndShape.RelativePosition.x&&(F=q):F=q)}}catch(G){log$2.info("GraphicalMusicSheet.getStaffEntry",G)}return F}GetPreviousVisibleContainerIndex(B){for(let D=B-1;D>=0;D--){const F=this.verticalGraphicalStaffEntryContainers[D].StaffEntries;for(let G=0,W=F.length;G<W;++G){const q=F[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 F=this.verticalGraphicalStaffEntryContainers[D].StaffEntries;for(let G=0,W=F.length;G<W;++G){const q=F[G];if(q&&q.sourceStaffEntry.ParentStaff.ParentInstrument.Visible)return D}}return-1}findClosestLeftStaffEntry(B,D){let F,G=Math.floor(B);G=Math.min(this.VerticalGraphicalStaffEntryContainers.length-1,G);for(let W=G;W>=0;W--)if(F=this.getStaffEntry(W),F)if(D){if(F.sourceStaffEntry.ParentStaff.ParentInstrument.Visible)return F}else return F}findClosestRightStaffEntry(B,D){let F;const G=Math.max(0,Math.ceil(B));for(let W=G;W<this.VerticalGraphicalStaffEntryContainers.length;W++)if(F=this.getStaffEntry(W),F)if(D){if(F.sourceStaffEntry.ParentStaff.ParentInstrument.Visible)return F}else return F}calculateCursorLineAtTimestamp(B,D){const F=this.calculateXPositionFromTimestamp(B),G=F[0],W=F[1];if(!W||W.StaffLines.length===0)return;const q=W.PositionAndShape.AbsolutePosition.y,U=CollectionUtil.last(W.StaffLines).PositionAndShape.RelativePosition.y+4;return new GraphicalLine(new PointF2D(G,q),new PointF2D(G,q+U),3,D)}calculateXPositionFromTimestamp(B){var Q,K,Z,J;let D;const F=this.GetInterpolatedIndexInVerticalContainers(B),G=this.findClosestLeftStaffEntry(F,!0),W=this.findClosestRightStaffEntry(F,!0),q=B.RealValue;if(!G&&!W)return[0,void 0,void 0];let U;G?U=(Q=G.parentMeasure.ParentStaffLine)==null?void 0:Q.ParentMusicSystem:U=(K=W.parentMeasure.ParentStaffLine)==null?void 0:K.ParentMusicSystem;let Y;if(W?Y=(Z=W.parentMeasure.ParentStaffLine)==null?void 0:Z.ParentMusicSystem:Y=(J=G.parentMeasure.ParentStaffLine)==null?void 0:J.ParentMusicSystem,U===Y){D=U;let te,ie,se,re=0;if(!G)ie=se=W.PositionAndShape.AbsolutePosition.x,te=0;else if(W){ie=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,ce=G.parentMeasure.parentSourceMeasure.multipleRestMeasures,de=le.MeasureNumber/(ce+1),me=le.PositionAndShape.Size.width-le.beginInstructionsWidth;re=le.PositionAndShape.AbsolutePosition.x+le.beginInstructionsWidth+de*me}else{ie=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)),re&&G.parentMeasure.MeasureNumber===1?[re,D,G]:[ie+te*(se-ie),D,G]}else{const te=W.parentMeasure.parentSourceMeasure.AbsoluteTimestamp.RealValue;let ie,se;if(q<te){D=U;const re=G.PositionAndShape.AbsolutePosition.x,ae=D.GetRightBorderAbsoluteXPosition();ie=(q-G.getAbsoluteTimestamp().RealValue)/(te-G.getAbsoluteTimestamp().RealValue),ie=Math.min(1,Math.max(0,ie)),se=re+ie*(ae-re)}else{D=Y;const re=W.PositionAndShape.AbsolutePosition.x,ae=D.GetLeftBorderAbsoluteXPosition();ie=(q-te)/(W.getAbsoluteTimestamp().RealValue-te),ie=Math.min(1,Math.max(0,ie)),se=ae+ie*(re-ae)}return[se,D,G]}}calculateCursorPoints(B,D){if(D===void 0||D.StaffLines.length===0)return[new PointF2D,new PointF2D];const F=D.PositionAndShape.AbsolutePosition.y,G=D.StaffLines.last(),W=G.PositionAndShape.RelativePosition.y+G.StaffHeight;return[new PointF2D(B,F),new PointF2D(B,F+W)]}GetNumberOfVisibleInstruments(){let B=0;for(let D=0,F=this.musicSheet.Instruments.length;D<F;++D)this.musicSheet.Instruments[D].Visible===!0&&B++;return B}GetNumberOfFollowedInstruments(){let B=0;for(let D=0,F=this.musicSheet.Instruments.length;D<F;++D)this.musicSheet.Instruments[D].Following===!0&&B++;return B}GetGraphicalFromSourceStaffEntry(B){var F;return(F=B.VerticalContainerParent.ParentMeasure)!=null&&F.VerticalMeasureList?B.VerticalContainerParent.ParentMeasure.VerticalMeasureList[B.ParentStaff.idInMusicSheet].findGraphicalStaffEntryFromTimestamp(B.Timestamp):void 0}CalculateDistance(B,D){const F=B.x-D.x,G=B.y-D.y;return F*F+G*G}getLongestStaffEntryDuration(B){let D=new Fraction$1(0,1);for(const F of this.verticalGraphicalStaffEntryContainers[B].StaffEntries){if(!F)continue;const G=F.findStaffEntryMaxNoteLength();D.lt(G)&&(D=G)}return D}}class Note$1{constructor(B,D,F,G,W,q){this.slurs=[],this.playbackInstrumentId=void 0,this.notehead=void 0,this.printObject=!0,this.voiceEntry=B,this.parentStaffEntry=D,this.length=F,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,F=this.slurs.length;D<F;++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=(R,B)=>{if(!B)return;const D=Array.prototype.slice.call(B).join(" ");window.console.log(R+": "+D)};Vex.MakeException=R=>class extends Error{constructor(D,F){super(D),this.name=R,this.message=D,this.data=F}};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=(R,B)=>{for(const D in B)R[D]=B[D];return R};Vex.Min=Math.min;Vex.Max=Math.max;Vex.forEach=(R,B)=>{for(let D=0;D<R.length;D++)B(R[D],D)};Vex.RoundN=(R,B)=>R%B>=B/2?parseInt(R/B,10)*B+B:parseInt(R/B,10)*B;Vex.MidLine=(R,B)=>{let D=B+(R-B)/2;return D%2>0&&(D=Vex.RoundN(D*10,5)/10),D};Vex.SortAndUnique=(R,B,D)=>{if(R.length>1){const F=[];let G;R.sort(B);for(let W=0;W<R.length;++W)(W===0||!D(R[W],G))&&F.push(R[W]),G=R[W];return F}else return R};Vex.Contains=(R,B)=>{let D=R.length;for(;D--;)if(R[D]===B)return!0;return!1};Vex.getCanvasContext=R=>{if(!R)throw new Vex.RERR("BadArgument","Invalid canvas selector: "+R);const B=document.getElementById(R);if(!(B&&B.getContext))throw new Vex.RERR("UnsupportedBrowserError","This browser does not support HTML5 Canvas");return B.getContext("2d")};Vex.drawDot=(R,B,D,F="#55")=>{R.save(),R.setFillStyle(F),R.beginPath(),R.arc(B,D,3,0,Math.PI*2,!0),R.closePath(),R.fill(),R.restore()};Vex.BM=(R,B)=>{const D=new Date().getTime();B();const F=new Date().getTime()-D;Vex.L(R+F+"ms")};Vex.StackTrace=()=>new Error().stack;Vex.W=(...R)=>{const B=R.join(" ");window.console.log("Warning: ",B,Vex.StackTrace())};Vex.Prefix=R=>Vex.Prefix.prefix+R;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 F;for(;D!==0;)F=D,D=B%D,B=F;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 F=Fraction.GCD(B,D);return B/=F,D/=F,D<0&&(D=-D,B=-B),this.set(B,D)}add(B,D){let F,G;B instanceof Fraction?(F=B.numerator,G=B.denominator):(B!==void 0?F=B:F=0,D!==void 0?G=D:G=1);const W=Fraction.LCM(this.denominator,G),q=W/this.denominator,U=W/G,Y=this.numerator*q+F*U;return this.set(Y,W)}subtract(B,D){let F,G;B instanceof Fraction?(F=B.numerator,G=B.denominator):(B!==void 0?F=B:F=0,D!==void 0?G=D:G=1);const W=Fraction.LCM(this.denominator,G),q=W/this.denominator,U=W/G,Y=this.numerator*q-F*U;return this.set(Y,W)}multiply(B,D){let F,G;return B instanceof Fraction?(F=B.numerator,G=B.denominator):(B!==void 0?F=B:F=1,D!==void 0?G=D:G=1),this.set(this.numerator*F,this.denominator*G)}divide(B,D){let F,G;return B instanceof Fraction?(F=B.numerator,G=B.denominator):(B!==void 0?F=B:F=1,D!==void 0?G=D:G=1),this.set(this.numerator*G,this.denominator*F)}equals(B){const D=Fraction.__compareA.copy(B).simplify(),F=Fraction.__compareB.copy(this).simplify();return D.numerator===F.numerator&&D.denominator===F.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(),F=Fraction.__tmp.copy(this);return D<0?F.abs().fraction():F.fraction(),D!==0?(B+=D,F.numerator!==0&&(B+=" "+F.toSimplifiedString())):F.numerator===0?B="0":B=F.toSimplifiedString(),B}parse(B){const D=B.split("/"),F=parseInt(D[0],10),G=D[1]?parseInt(D[1],10):1;return this.set(F,G)}}Fraction.__compareA=new Fraction;Fraction.__compareB=new Fraction;Fraction.__tmp=new Fraction;const X$3=Vex.MakeException("RegistryError");function setIndexValue(R,B,D,F,G){R[B][D]||(R[B][D]={}),R[B][D][F]=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:F,oldValue:G}){const W=this.getElementById(B);G!==null&&this.index[D][G]&&delete this.index[D][G][B],F!==null&&setIndexValue(this.index,D,F,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(F=>{this.updateIndex({id:D,name:F,value:B.getAttribute(F),oldValue:null})}),B.onRegister(this),this}getElementById(B){return this.index.id[B]?this.index.id[B][B]:null}getElementsByAttribute(B,D){const F=this.index[B];return F&&F[D]?Object.keys(F[D]).map(G=>F[D][G]):[]}getElementsByType(B){return this.getElementsByAttribute("type",B)}getElementsByClass(B){return this.getElementsByAttribute("class",B)}onUpdate({id:B,name:D,value:F,oldValue:G}){function W(q,U){return q.filter(Y=>Y===U).length>0}return W(Registry.INDEXES.concat(["id","class"]),D)?(this.updateIndex({id:B,name:D,value:F,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 F=this.attrs.id,G=this.attrs[B];return this.attrs[B]=D,this.registry&&this.registry.onUpdate({id:F,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,F,G){this.x1=Number.NaN,this.y1=Number.NaN,this.x2=Number.NaN,this.y2=Number.NaN,this.addPoint(B,D),this.addPoint(F,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,F,G,W,q){const U=B+.6666666666666666*(F-B),Y=D+2/3*(G-D),Q=U+1/3*(W-B),K=Y+1/3*(q-D);this.addBezierCurve(B,D,U,Y,Q,K,W,q)}addBezierCurve(B,D,F,G,W,q,U,Y){const Q=[B,D],K=[F,G],Z=[W,q],J=[U,Y];let te;this.addPoint(Q[0],Q[1]),this.addPoint(J[0],J[1]);const ie=(se,re)=>Math.pow(1-se,3)*Q[re]+3*Math.pow(1-se,2)*se*K[re]+3*(1-se)*Math.pow(se,2)*Z[re]+Math.pow(se,3)*J[re];for(te=0;te<=1;te++){const se=6*Q[te]-12*K[te]+6*Z[te],re=-3*Q[te]+9*K[te]-9*Z[te]+3*J[te],ae=3*K[te]-3*Q[te];if(re===0){if(se===0)continue;const de=-ae/se;0<de&&de<1&&(te===0&&this.addX(ie(de,te)),te===1&&this.addY(ie(de,te)));continue}const le=Math.pow(se,2)-4*ae*re;if(le<0)continue;const ce=(-se+Math.sqrt(le))/(2*re);0<ce&&ce<1&&(te===0&&this.addX(ie(ce,te)),te===1&&this.addY(ie(ce,te)));const fe=(-se-Math.sqrt(le))/(2*re);0<fe&&fe<1&&(te===0&&this.addX(ie(fe,te)),te===1&&this.addY(ie(fe,te)))}}}class BoundingBox{static copy(B){return new BoundingBox(B.x,B.y,B.w,B.h)}constructor(B,D,F,G){this.x=B,this.y=D,this.w=F,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(R,B,D,F,G,W){let q,U,Y,Q=0;function K(){return B+R[Q++]*F}function Z(){return D+R[Q++]*G}for(;Q<R.length;)switch(q=R[Q++],q){case"m":case"l":W[q](K(),Z());break;case"q":U=K(),Y=Z(),W.q(K(),Z(),U,Y);break;case"b":U=K(),Y=Z(),W.b(K(),Z(),K(),Z(),U,Y);break}}class Glyph extends Element$1{static loadMetrics(B,D,F){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,U=G.ha;let Y;if(G.o)return F?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:U,outline:Y};throw new Vex.RERR("BadGlyph",`Glyph ${D} has no outline defined.`)}static renderGlyph(B,D,F,G,W,q){const U=G*72/(Font.resolution*100),Y=Glyph.loadMetrics(Font,W,!q);Glyph.renderOutline(B,Y.outline,U,D,F)}static renderOutline(B,D,F,G,W){B.beginPath(),B.moveTo(G,W),processOutline(D,G,W,F,-F,{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,F,G){const W=new BoundingBoxComputation;return processOutline(B,F,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,F){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},F?this.setOptions(F):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,F=Math.abs(D.getX()/D.getW()),G=(B-F)*D.getW();this.originShift.x=-G}setOriginY(B){const{bbox:D}=this,F=Math.abs(D.getY()/D.getH()),G=(B-F)*D.getH();this.originShift.y=-G}setOrigin(B,D){this.setOriginX(B),this.setOriginY(D)}render(B,D,F){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,F+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,F=this.scale;this.setRendered(),this.applyStyle(),Glyph.renderOutline(this.context,D,F,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=R=>{if(!R)throw new Vex.RERR("BadArgument","Invalid clef: "+R);const B=Flow.clefProperties.values[R];if(!B)throw new Vex.RERR("BadArgument","Invalid clef: "+R);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=(R,B,D)=>{B===void 0&&(B="treble");const F={octave_shift:0};typeof D=="object"&&Vex.Merge(F,D);const G=R.split("/");if(G.length<2)throw new Vex.RERR("BadArguments",`Key must have note + octave and an optional glyph: ${R}`);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 U=parseInt(G[1],10);U+=-1*F.octave_shift;let Q=(U*7-4*7+q.index)/2;Q+=Flow.clefProperties(B).line_shift;let K=0;Q<=0&&Q*2%2===0&&(K=1),Q>=6&&Q*2%2===0&&(K=-1);const Z=typeof q.int_val!="undefined"?U*12+q.int_val:null,J=q.code,te=q.shift_right;let ie={};if(G.length>2&&G[2]){const se=G[2].toUpperCase();ie=Flow.keyProperties.customNoteHeads[se]||{}}return{key:W,octave:U,line:Q,int_value:Z,accidental:q.accidental,code:J,stroke:K,shift_right:te,displaced:!1,...ie}};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=R=>{if(typeof R=="undefined")throw new Vex.RERR("BadArguments","Undefined integer for integerToNote");if(R<-2)throw new Vex.RERR("BadArguments",`integerToNote requires integer > -2: ${R}`);const B=Flow.integerToNote.table[R];if(!B)throw new Vex.RERR("BadArguments",`Unknown note value for integer: ${R}`);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=(R,B=1)=>{let D=null,F=0,G=0;if(R.toString().toUpperCase()==="X"){const W=new Glyph("v7f",Flow.DEFAULT_TABLATURE_FONT_SCALE).getMetrics();D="v7f",F=W.width,G=-W.height/2}else F=Flow.textWidth(R.toString());return{text:R,code:D,getWidth:()=>F*B,shift_y:G}};Flow.textWidth=R=>7*R.toString().length;Flow.articulationCodes=R=>Flow.articulationCodes.articulations[R];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=R=>Flow.accidentalCodes.accidentals[R];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=R=>Flow.ornamentCodes.ornaments[R];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=R=>{const B=Flow.keySignature.keySpecs[R];if(!B)throw new Vex.RERR("BadKeySignature",`Bad key signature spec: '${R}'`);if(!B.acc)return[];const D=Flow.keySignature.accidentalList(B.acc),F=[];for(let G=0;G<B.num;++G){const W=D[G];F.push({type:B.acc,line:W})}return F};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=R=>({b:[2,.5,2.5,1,3,1.5,3.5],"#":[0,1.5,-.5,1,2.5,.5,2]})[R];Flow.parseNoteDurationString=R=>{if(typeof R!="string")return null;const D=/(\d*\/?\d+|[a-z])(d*)([nrhms]|$)/.exec(R);if(!D)return null;const F=D[1],G=D[2].length;let W=D[3];return W.length===0&&(W="n"),{duration:F,dots:G,type:W}};Flow.parseNoteStruct=R=>{const B=R.duration,D=Flow.parseNoteDurationString(B);if(!D)return null;let F=Flow.durationToTicks(D.duration);if(F==null)return null;let G=R.type;const W=[];if(G){if(!Flow.getGlyphProps.validTypes[G])return null}else G=D.type||"n",R.keys!==void 0&&R.keys.forEach((Y,Q)=>{const K=Y.split("/");K&&K.length===3&&(W[Q]=K[2])});const q=R.dots?R.dots:D.dots;if(typeof q!="number")return null;let U=F;for(let Y=0;Y<q;Y++){if(U<=1)return null;U=U/2,F+=U}return{duration:D.duration,type:G,customTypes:W,dots:q,ticks:F}};Flow.sanitizeDuration=R=>{const B=Flow.durationAliases[R];if(B!==void 0&&(R=B),Flow.durationToTicks.durations[R]===void 0)throw new Vex.RERR("BadArguments",`The provided duration is not valid: ${R}`);return R};Flow.durationToFraction=R=>new Fraction().parse(Flow.sanitizeDuration(R));Flow.durationToNumber=R=>Flow.durationToFraction(R).value();Flow.durationToTicks=R=>{R=Flow.sanitizeDuration(R);const B=Flow.durationToTicks.durations[R];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=(R,B)=>{R=Flow.sanitizeDuration(R);const D=Flow.getGlyphProps.duration_codes[R];if(D===void 0)return null;B||(B="n");let F=D.type[B];if(F===void 0){const G=Flow.keyProperties.customNoteHeads[B.toUpperCase()];if(G===void 0)return null;F={code_head:G.code,...G}}return{...D.common,...F}};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(R=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"v53",R).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(R=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"v1d",R).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(R=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"v81",R).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(R=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"vb",R).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(R=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"vb",R).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(R=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"vb",R).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(R=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"vb",R).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(R=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"vb",R).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(R=Flow.DEFAULT_NOTATION_FONT_SCALE){return new Glyph(this.code_head||"vb",R).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,F){return this.vexFlowCanvasContext.font=(F||"")+" "+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,F,G){return this.vexFlowCanvasContext.rect(B,D,F,G)}fillRect(B,D,F,G){return this.vexFlowCanvasContext.fillRect(B,D,F,G)}clearRect(B,D,F,G){return this.vexFlowCanvasContext.clearRect(B,D,F,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,F,G,W,q){return this.vexFlowCanvasContext.bezierCurveTo(B,D,F,G,W,q)}quadraticCurveTo(B,D,F,G){return this.vexFlowCanvasContext.quadraticCurveTo(B,D,F,G)}arc(B,D,F,G,W,q){return this.vexFlowCanvasContext.arc(B,D,F,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,F){return this.vexFlowCanvasContext.fillText(B,D,F)}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,F){return this.state.font_family=B,this.state.font_size=D,this.state.font_weight=F,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,F,G){return G<0&&(D+=G,G=-G),this.paper.rect(B,D,F-.5,G-.5).attr(this.attributes).attr("fill","none").attr("stroke-width",this.lineWidth),this}fillRect(B,D,F,G){return G<0&&(D+=G,G=-G),this.paper.rect(B,D,F-.5,G-.5).attr(this.attributes),this}clearRect(B,D,F,G){return G<0&&(D+=G,G=-G),this.paper.rect(B,D,F-.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,F,G,W,q){return this.path+="C"+B+","+D+","+F+","+G+","+W+","+q,this.pen.x=W,this.pen.y=q,this}quadraticCurveTo(B,D,F,G){return this.path+="Q"+B+","+D+","+F+","+G,this.pen.x=F,this.pen.y=G,this}arc(B,D,F,G,W,q){function U(Q){for(;Q<0;)Q+=Math.PI*2;for(;Q>Math.PI*2;)Q-=Math.PI*2;return Q}if(G=U(G),W=U(W),G>W){const Q=G;G=W,W=Q,q=!q}const Y=W-G;return Y>Math.PI?(this.arcHelper(B,D,F,G,G+Y/2,q),this.arcHelper(B,D,F,G+Y/2,W,q)):this.arcHelper(B,D,F,G,W,q),this}arcHelper(B,D,F,G,W,q){const U=B+F*Math.cos(G),Y=D+F*Math.sin(G),Q=B+F*Math.cos(W),K=D+F*Math.sin(W);let Z=0,J=0;q?(J=1,W-G<Math.PI&&(Z=1)):W-G>Math.PI&&(Z=1),this.path+="M"+U+","+Y+",A"+F+","+F+",0,"+Z+","+J+","+Q+","+K+"M"+this.pen.x+","+this.pen.y}glow(){const B=this.paper.set();if(this.shadow_attributes.width>0){const D=this.shadow_attributes,F=D.width/2;for(let G=1;G<=F;G++)B.push(this.paper.path(this.path).attr({stroke:D.color,"stroke-linejoin":"round","stroke-linecap":"round","stroke-width":+(D.width/F*G).toFixed(3),opacity:+((D.opacity||.3)/F).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"),F=D.getBBox();return D.remove(),{width:F.width,height:F.height}}fillText(B,D,F){return this.paper.text(D+this.measureText(B).width/2,F-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 R={"font-family":!0,"font-weight":!0,"font-style":!0,"font-size":!0};Vex.Merge(attrNamesToIgnoreMap.rect,R),Vex.Merge(attrNamesToIgnoreMap.path,R)}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,F){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)),F&&F.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,F){let G=!1,W=!1,q="normal";typeof F=="string"&&(F.indexOf("italic")!==-1&&(F=F.replace(/italic/g,""),W=!0),F.indexOf("bold")!==-1&&(F=F.replace(/bold/g,""),G=!0),F=F.replace(/ /g,"")),F=G?"bold":F,F=typeof F=="undefined"||F===""?"normal":F,q=W?"italic":q;const U={"font-family":B,"font-size":D+"pt","font-weight":F,"font-style":q};return this.fontSize=Number(D),Vex.Merge(this.attributes,U),Vex.Merge(this.state,U),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 F={width:B,height:D};return this.applyAttributes(this.svg,F),this.scale(this.state.scale.x,this.state.scale.y),this}scale(B,D){this.state.scale={x:B,y:D};const F=this.width/B,G=this.height/D;return this.setViewBox(0,0,F,G),this}setViewBox(...B){if(B.length===1){const[D]=B;this.svg.setAttribute("viewBox",D)}else{const[D,F,G,W]=B,q=D+" "+F+" "+G+" "+W;this.svg.setAttribute("viewBox",q)}}applyAttributes(B,D){const F=attrNamesToIgnoreMap[B.nodeName];return Object.keys(D).forEach(G=>{var W;F&&F[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,F,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:F,height:G}),this.applyAttributes(q,W),this.add(q),this}fillRect(B,D,F,G){return G<0&&(D+=G,G*=-1),this.rect(B,D,F,G,this.attributes),this}clearRect(B,D,F,G){return this.rect(B,D,F,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,F,G,W,q){return this.path+="C"+B+" "+D+","+F+" "+G+","+W+" "+q,this.pen.x=W,this.pen.y=q,this}quadraticCurveTo(B,D,F,G){return this.path+="Q"+B+" "+D+","+F+" "+G,this.pen.x=F,this.pen.y=G,this}arc(B,D,F,G,W,q){function U(Q){for(;Q<0;)Q+=Math.PI*2;for(;Q>Math.PI*2;)Q-=Math.PI*2;return Q}if(G=U(G),W=U(W),G>W){const Q=G;G=W,W=Q,q=!q}const Y=W-G;return Y>Math.PI?(this.arcHelper(B,D,F,G,G+Y/2,q),this.arcHelper(B,D,F,G+Y/2,W,q)):this.arcHelper(B,D,F,G,W,q),this}arcHelper(B,D,F,G,W,q){const U=B+F*Math.cos(G),Y=D+F*Math.sin(G),Q=B+F*Math.cos(W),K=D+F*Math.sin(W);let Z=0,J=0;q?(J=1,W-G<Math.PI&&(Z=1)):W-G>Math.PI&&(Z=1),this.path+="M"+U+" "+Y+" A"+F+" "+F+" 0 "+Z+" "+J+" "+Q+" "+K,!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 F=1;F<=D;F++){const G={stroke:B.color,"stroke-linejoin":"round","stroke-linecap":"round","stroke-width":+(B.width*.4/D*F).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 F=B;return typeof B=="undefined"?(B={},Vex.Merge(B,this.attributes),B.stroke="none",F=B):(F=B,Vex.Merge(F,this.attributes),B.class&&(F.class=B.class),B.id&&(F.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"),F={};return Vex.Merge(F,this.attributes),B&&Vex.Merge(F,B),F.fill="none",F["stroke-width"]=this.lineWidth,F.d=this.path,this.applyAttributes(D,F),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 F=D.getBBox();return this.ie&&B!==""&&this.attributes["font-style"]==="italic"&&(F=this.ieMeasureTextFix(F,B)),this.svg.removeChild(D),F}ieMeasureTextFix(B){const D=Number(this.fontSize),F=1.196,G=1.9598,W=F*D+G,q=B.width-W,U=B.height-1.5;return{x:B.x,y:B.y,width:q,height:U}}fillText(B,D,F){if(!B||B.length<=0)return;const G={};Vex.Merge(G,this.attributes),G.stroke="none",G.x=D,G.y=F;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,F,G,W){const q=new Renderer(B,D);F&&G&&q.resize(F,G),W||(W="#FFF");const U=q.getContext();return U.setBackgroundFillStyle(W),Renderer.lastContext=U,U}static getCanvasContext(B,D,F,G){return Renderer.buildContext(B,Renderer.Backends.CANVAS,D,F,G)}static getRaphaelContext(B,D,F,G){return Renderer.buildContext(B,Renderer.Backends.RAPHAEL,D,F,G)}static getSVGContext(B,D,F,G){return Renderer.buildContext(B,Renderer.Backends.SVG,D,F,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(F=>{B[F]=B[F]||CanvasContext.prototype[F]}),B}static drawDashedLine(B,D,F,G,W,q){B.beginPath();const U=G-D,Y=W-F,Q=Math.atan2(Y,U);let K=D,Z=F;B.moveTo(D,F);let J=0,te=!0;for(;!((U<0?K<=G:K>=G)&&(Y<0?Z<=W:Z>=W));){const ie=q[J++%q.length],se=K+Math.cos(Q)*ie;K=U<0?Math.max(G,se):Math.min(G,se);const re=Z+Math.sin(Q)*ie;Z=Y<0?Math.max(W,re):Math.min(W,re),te?B.lineTo(K,Z):B.moveTo(K,Z),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: ${this.elementId}`);[B,D]=CanvasContext.SanitizeCanvasDims(B,D);const F=window.devicePixelRatio||1;this.element.width=B*F,this.element.height=D*F,this.element.style.width=B+"px",this.element.style.height=D+"px",this.ctx=Renderer.bolsterCanvasContext(this.element.getContext("2d")),this.ctx.scale(F,F)}else this.ctx.resize(B,D);return this}getContext(){return this.ctx}}function L$j(...R){Stem.DEBUG&&Vex.L("Vex.Flow.Stem",R)}class Stem extends Element$1{static get CATEGORY(){return"stem"}static get UP(){return 1}static get DOWN(){return-1}static get WIDTH(){return Flow.STEM_WIDTH}static get HEIGHT(){return Flow.STEM_HEIGHT}constructor(B={}){super(),this.setAttribute("type","Stem"),this.x_begin=B.x_begin||0,this.x_end=B.x_end||0,this.y_top=B.y_top||0,this.y_bottom=B.y_bottom||0,this.stem_extension=B.stem_extension||0,this.stem_direction=B.stem_direction||0,this.hide=B.hide||!1,this.isStemlet=B.isStemlet||!1,this.stemletHeight=B.stemletHeight||0,this.resetHeight=0,this.renderHeightAdjustment=0,this.setOptions(B)}setResetHeight(B){this.resetHeight=B}setOptions(B){this.stem_up_y_offset=B.stem_up_y_offset||0,this.stem_down_y_offset=B.stem_down_y_offset||0}setNoteHeadXBounds(B,D){return this.x_begin=B,this.x_end=D,this}setDirection(B){this.stem_direction=B}setExtension(B){this.stem_extension=B}getExtension(){return this.stem_extension}setYBounds(B,D){this.y_top=B,this.y_bottom=D}getCategory(){return Stem.CATEGORY}getHeight(){const B=this.stem_direction===Stem.UP?this.stem_up_y_offset:this.stem_down_y_offset;return(this.y_bottom-this.y_top)*this.stem_direction+(Stem.HEIGHT-B+this.stem_extension)*this.stem_direction}getBoundingBox(){throw new Vex.RERR("NotImplemented","getBoundingBox() not implemented.")}getExtents(){const B=this.stem_direction===Stem.UP,D=[this.y_top,this.y_bottom],F=Stem.HEIGHT+this.stem_extension,G=(B?Math.min:Math.max)(...D),W=(B?Math.max:Math.min)(...D);return{topY:G+F*-this.stem_direction+this.resetHeight*-this.stem_direction,baseY:W}}setVisibility(B){return this.hide=!B,this}setStemlet(B,D){return this.isStemlet=B,this.stemletHeight=D,this}draw(){if(this.setRendered(),this.hide)return;const B=this.checkContext();let D,F;const G=this.stem_direction;G===Stem.DOWN?(D=this.x_begin,F=this.y_top+this.stem_down_y_offset):(D=this.x_end,F=this.y_bottom-this.stem_up_y_offset);const W=this.getHeight();L$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,F-q),B.lineTo(D,F-W-this.renderHeightAdjustment*G-this.resetHeight*G),B.svg){const U={class:Vex.Prefix("stem")};this.id&&(U.id=this.id),B.stroke(U)}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(F=>F.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 F=W(D,B),G=W(D,B);function W(q,U){return q.tupletStack.filter(Y=>Y.location===U).length}return this.notes.forEach(q=>{const U=W(q,B);F=U>F?U:F,G=U<G?U:G}),F-G}getYPosition(){const B=this.getNestedTupletCount()*Tuplet$1.NESTING_OFFSET*-this.location,D=this.options.y_offset||0,F=this.notes[0];let G;if(this.location===Tuplet$1.LOCATION_TOP){G=F.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=F.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 F=(Y,Q)=>Y+Q.getMetrics().width;let G=this.numerator_glyphs.reduce(F,0);this.ratioed&&(G=this.denom_glyphs.reduce(F,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 U=0;if(this.numerator_glyphs.forEach(Y=>{Y.render(this.context,q+U,this.y_pos+this.point/3-2),U+=Y.getMetrics().width}),this.ratioed){const Y=q+U+this.point*.16,Q=this.point*.06;this.context.beginPath(),this.context.arc(Y,this.y_pos-this.point*.08,Q,0,Math.PI*2,!0),this.context.closePath(),this.context.fill(),this.context.beginPath(),this.context.arc(Y,this.y_pos+this.point*.12,Q,0,Math.PI*2,!0),this.context.closePath(),this.context.fill(),U+=this.point*.32,this.denom_glyphs.forEach(K=>{K.render(this.context,q+U,this.y_pos+this.point/3-2),U+=K.getMetrics().width})}}}function calculateStemDirection(R){let B=0;return R.forEach(D=>{D.keyProps&&D.keyProps.forEach(F=>{B+=F.line-3})}),B>=0?Stem.DOWN:Stem.UP}const getStemSlope=(R,B)=>{const D=R.getStemExtents().topY,F=R.getStemX(),G=B.getStemExtents().topY,W=B.getStemX();return(G-D)/(W-F)},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 F={"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(F===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 F.map(G=>new Fraction().parse(G));return[new Fraction(1,4)]}static applyAndGetBeams(B,D,F){return Beam$1.generateBeams(B.getTickables(),{groups:F,stem_direction:D})}static generateBeams(B,D){D||(D={}),(!D.groups||!D.groups.length)&&(D.groups=[new Fraction(2,8)]);const F=D.groups.map(fe=>{if(!fe.multiply)throw new Vex.RuntimeError("InvalidBeamGroups","The beam groups must be an array of Vex.Flow.Fractions");return fe.clone().multiply(Flow.RESOLUTION,1)}),G=B;let W=0,q=[],U=[];function Y(fe){return fe.reduce((de,me)=>me.getTicks().clone().add(de),new Fraction(0,1))}function Q(){F.length-1>W?W+=1:W=0}function K(){let fe=[];G.forEach(de=>{if(fe=[],de.shouldIgnoreTicks()){q.push(U),U=fe;return}U.push(de);const me=F[W].clone(),he=Y(U),pe=Flow.durationToNumber(de.duration)<8;pe&&de.tuplet&&(me.numerator*=2),he.greaterThan(me)?(pe||fe.push(U.pop()),q.push(U),U=fe,Q()):he.equals(me)&&(q.push(U),U=fe,Q())}),U.length>0&&q.push(U)}function Z(){return q.filter(fe=>{if(fe.length>1){let de=!0;return fe.forEach(me=>{me.getIntrinsicTicks()>=Flow.durationToTicks("4")&&(de=!1)}),de}return!1})}function J(){const fe=[];q.forEach(de=>{let me=[];de.forEach((he,pe,be)=>{const Se=pe===0||pe===be.length-1,ve=be[pe-1],xe=!D.beam_rests&&he.isRest(),Ee=D.beam_rests&&D.beam_middle_only&&he.isRest()&&Se;let ge=!1;if(D.maintain_stem_directions&&ve&&!he.isRest()&&!ve.isRest()){const Me=ve.getStemDirection();ge=he.getStemDirection()!==Me}const we=parseInt(he.duration,10)<8;xe||Ee||ge||we?(me.length>0&&fe.push(me),me=ge?[he]:[]):me.push(he)}),me.length>0&&fe.push(me)}),q=fe}function te(){q.forEach(fe=>{let de;if(D.maintain_stem_directions){const me=ie(fe);de=me?me.getStemDirection():Stem.UP}else D.stem_direction?de=D.stem_direction:de=calculateStemDirection(fe);se(fe,de)})}function ie(fe){for(let de=0;de<fe.length;de++){const me=fe[de];if(!me.isRest())return me}return!1}function se(fe,de){const me=window.DYMusicalOrientation;de=me!==void 0?me:de,fe.forEach(he=>{he.setStemDirection(de)})}function re(){const fe=[];return q.forEach(de=>{let me=null;de.forEach(he=>{he.tuplet&&me!==he.tuplet&&(me=he.tuplet,fe.push(me))})}),fe}K(),J(),te();const ae=Z(),le=re(),ce=[];return ae.forEach(fe=>{const de=new Beam$1(fe);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),ce.push(de)}),le.forEach(fe=>{const de=fe.notes[0].stem_direction===Stem.DOWN?Tuplet$1.LOCATION_BOTTOM:Tuplet$1.LOCATION_TOP;fe.setTupletLocation(de);let me=!1;for(let he=0;he<fe.notes.length;he++)if(fe.notes[he].beam===null){me=!0;break}fe.setBracketed(me)}),ce}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 F,G;for(this.stem_direction=Stem.UP,F=0;F<B.length;++F)if(G=B[F],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((U,Y)=>U+Y.stem_direction,0)>-1?Stem.UP:Stem.DOWN),F=0;F<B.length;++F)G=B[F],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(F=>F.getGlyph().beam_count).reduce((F,G)=>G>F?G:F)}breakSecondaryAt(B){return this.break_on_indices=B,this}getSlopeY(B,D,F,G){return F+(B-D)*G}calculateSlope(){const{notes:B,stem_direction:D,render_options:{max_slope:F,min_slope:G,slope_iterations:W,slope_cost:q}}=this,U=B[0],Y=getStemSlope(U,B[B.length-1]),Q=(F-G)/W;let K=Number.MAX_VALUE,Z=0,J=0;for(let te=G;te<=F;te+=Q){let ie=0,se=0;for(let ce=1;ce<B.length;++ce){const fe=B[ce],de=this.getSlopeY(fe.getStemX(),U.getStemX(),U.getStemExtents().topY,te)+se,me=fe.getStemExtents().topY;if(me*D<de*D){const he=Math.abs(me-de);se+=he*-D,ie+=he*ce}else ie+=(me-de)*D}const re=Y/2,ae=Math.abs(re-te),le=q*ae+Math.abs(ie);le<K&&(K=le,Z=te,J=se)}this.slope=Z,this.y_shift=J}calculateFlatSlope(){const{notes:B,stem_direction:D,render_options:{beam_width:F,min_flat_beam_offset:G,flat_beam_offset:W}}=this;let q=0,U=0,Y=0,Q=0;for(let ie=0;ie<B.length;ie++){const se=B[ie],re=se.getStemExtents().topY;q+=re,D===Stem.DOWN&&Q<re?(Q=re,U=Math.max(...se.getYs()),Y=se.getBeamCount()):D===Stem.UP&&(Q===0||Q>re)&&(Q=re,U=Math.min(...se.getYs()),Y=se.getBeamCount())}let K=q/B.length;const Z=F*1.5,J=G+Y*Z,te=U+J*-D;D===Stem.DOWN&&K<te?K=U+J:D===Stem.UP&&K>te&&(K=U-J),W+this.render_options.flat_beam_offset_per_beam>0?D===Stem.DOWN&&K>W&&!this.render_options.flat_beams?this.render_options.flat_beam_offset=K:D===Stem.UP&&K<W&&!this.render_options.flat_beams&&(this.render_options.flat_beam_offset=K):this.render_options.flat_beam_offset=K,this.slope=0,this.y_shift=0}getBeamYToDraw(){let F=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 U of this.notes)for(const Y of U.note_heads)W=q(W,Y.y);F=W+G*-this.stem_direction}return F}applyStemExtensions(){const{notes:B,slope:D,y_shift:F,stem_direction:G,beam_count:W,render_options:{show_stemlets:q,stemlet_extension:U,beam_width:Y}}=this,Q=B[0],K=this.getBeamYToDraw(),Z=Q.getStemX();for(let J=0;J<B.length;++J){const te=B[J],ie=te.getStemX(),{topY:se}=te.getStemExtents(),re=this.getSlopeY(ie,Z,K,D)+F,ae=te.getStem().getExtension(),le=G===Stem.UP?se-re:re-se;if(te.stem.setExtension(ae+le),te.stem.renderHeightAdjustment=-Stem.WIDTH/2,te.isRest()&&q){const ce=Y,fe=(W-1)*ce*1.5+ce;te.stem.setVisibility(!0).setStemlet(!0,fe+U)}}}lookupBeamDirection(B,D,F,G){if(B==="4")return BEAM_LEFT;const W=`${Flow.durationToNumber(B)/2}`,q=D<Flow.durationToTicks(W),U=G<Flow.durationToTicks(W),Y=F<Flow.durationToTicks(W);return q&&U&&Y?BEAM_BOTH:q&&!U&&Y?BEAM_LEFT:!q&&U&&Y?BEAM_RIGHT:this.lookupBeamDirection(W,D,F,G)}getBeamLines(B){const D=Flow.durationToTicks(B),F=[];let G=!1,W=null;const q=this.render_options.partial_beam_length;let U=!1,Y=0;for(let K=0;K<this.notes.length;++K){const Z=this.notes[K];Y+=Z.ticks.value();let te=!1;parseInt(B,10)>=8&&(te=this.break_on_indices.indexOf(K)!==-1,this.render_options.secondary_break_ticks&&Y>=this.render_options.secondary_break_ticks&&(Y=0,te=!0));const ie=Z.getIntrinsicTicks()<D,se=Z.getStemX()-Stem.WIDTH/2,re=this.notes[K-1],ae=this.notes[K+1],le=ae&&ae.getIntrinsicTicks()<D,ce=re&&re.getIntrinsicTicks()<D,fe=re&&ae&&ie&&!ce&&!le;if(ie)if(G)W=F[F.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:Z},G=!0,fe){const de=re.getIntrinsicTicks(),me=ae.getIntrinsicTicks(),he=Z.getIntrinsicTicks(),pe=this.lookupBeamDirection(B,de,he,me);[BEAM_LEFT,BEAM_BOTH].includes(pe)?W.end=W.start-q:W.end=W.start+q}else le?te&&(W.end=W.start-q,G=!1):(U||K===0)&&ae?W.end=W.start+q:W.end=W.start-q;F.push(W)}else G=!1;U=te}const Q=F[F.length-1];return Q&&Q.end===null&&(Q.end=Q.start-q),F}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 F=this.getBeamYToDraw();const G=D.getStemX(),W=this.render_options.beam_width*this.stem_direction,q={};for(const U of this.notes)q[U.getAttribute("id")]=0;for(let U=0;U<B.length;++U){const Y=B[U],Q=this.getBeamLines(Y);for(let K=0;K<Q.length;++K){const Z=Q[K],J=Z.start,te=Z.start_note.getAttribute("id"),ie=q[te];q[te]++;const se=this.getSlopeY(J,G,F,this.slope),re=Z.end,ae=this.getSlopeY(re,G,F,this.slope),le=te;this.context.openGroup("beam",`${le}-beam${ie}`),this.context.beginPath(),this.context.moveTo(J,se),this.context.lineTo(J,se+W),this.context.lineTo(re+1,ae+W),this.context.lineTo(re+1,ae),this.context.closePath(),this.context.fill(),this.context.closeGroup()}F+=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,F,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),F=this.tickables[G].getBoundingBox(),F&&(D=D?D.mergeWith(F):F);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 F=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&&(F=W.getBoundingBox()),G>0&&F){const q=W.getBoundingBox();q&&F.mergeWith(q)}W.setContext(B),W.drawWithStyle()}this.boundingBox=F}}function drawBoldDoubleLine(R,B,D,F,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 U=2;B===StaveConnector.type.BOLD_DOUBLE_RIGHT&&(W=-5,q=3),R.fillRect(D+W,F,1,G-F),R.fillRect(D-U,F,q,G-F)}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),F=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 U=F-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,Q=D,K=Y,Z=F,J=Y-G,te=Q+U/2,ie=J-.9*G,se=Q+.2*U,re=Y+1.1*G,ae=te-.135*U,le=re,ce=te+.135*U,fe=ie,de=Z-.2*U,me=J-G,he=de,pe=Y+.4*G,be=te+.135*U,Se=pe,ve=te-.135*U,xe=me,Ee=se;B.beginPath(),B.moveTo(Y,Q),B.bezierCurveTo(ie,se,re,ae,J,te),B.bezierCurveTo(le,ce,fe,de,K,Z),B.bezierCurveTo(me,he,pe,be,J,te),B.bezierCurveTo(Se,ve,xe,Ee,Y,Q),B.fill(),B.stroke();break}case StaveConnector.type.BRACKET:D-=4,F+=4,U=F-D,Glyph.renderGlyph(B,W-5,D-3,40,"v1b",!0),Glyph.renderGlyph(B,W-5,F+3,40,"v10",!0),W-=this.width+2;break;case StaveConnector.type.BOLD_DOUBLE_LEFT:drawBoldDoubleLine(B,this.type,W+this.x_shift,D,F);break;case StaveConnector.type.BOLD_DOUBLE_RIGHT:drawBoldDoubleLine(B,this.type,W,D,F);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,U),this.type===StaveConnector.type.THIN_DOUBLE&&B.fillRect(W-3,D,G,U),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 Q=this.texts[Y],K=B.measureText(""+Q.content).width,Z=this.top_stave.getX()-K-24+Q.options.shift_x,J=(this.top_stave.getYForLine(0)+this.bottom_stave.getBottomLineY())/2+Q.options.shift_y;B.fillText(""+Q.content,Z,J+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,F;if(B){const G=this.tupletStack.indexOf(B);return G!==-1&&(this.tupletStack.splice(G,1),D=B.getNoteCount(),F=B.getNotesOccupied(),this.applyTickMultiplier(D,F)),this}for(;this.tupletStack.length;)B=this.tupletStack.pop(),D=B.getNoteCount(),F=B.getNotesOccupied(),this.applyTickMultiplier(D,F);return this}setTuplet(B){if(B){this.tupletStack.push(B);const D=B.getNoteCount(),F=B.getNotesOccupied();this.applyTickMultiplier(F,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,F){const G=D.getMetrics(),W=D.getAbsoluteX()-G.modLeftPx-G.extraLeftPx,q=D.getAbsoluteX()-G.extraLeftPx,U=D.getAbsoluteX(),Y=D.getAbsoluteX()+G.noteWidth,Q=D.getAbsoluteX()+G.noteWidth+G.extraRightPx,K=D.getAbsoluteX()+G.noteWidth+G.extraRightPx+G.modRightPx,Z=K+D.getFormatterMetrics().freedom.right,J=K-W;B.save(),B.setFont("Arial",8,""),B.fillText(Math.round(J)+"px",W+D.getXShift(),F);const te=F+7;function ie(re,ae,le,ce=te){B.beginPath(),B.setStrokeStyle(le),B.setFillStyle(le),B.setLineWidth(3),B.moveTo(re+D.getXShift(),ce),B.lineTo(ae+D.getXShift(),ce),B.stroke()}ie(W,q,"red"),ie(q,U,"#999"),ie(U,Y,"green"),ie(Y,Q,"#999"),ie(Q,K,"red"),ie(K,Z,"#DD0"),ie(W-D.getXShift(),W,"#BBB"),Vex.drawDot(B,U+D.getXShift(),te,"blue");const se=D.getFormatterMetrics();if(se.iterations>0){const re=se.space.deviation,ae=re>=0?"+":"";B.setFillStyle("red"),B.fillText(ae+Math.round(re),U+D.getXShift(),F-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(F=>Flow.getGlyphProps(this.duration,F)),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 F=this.getWidth();return{width:F,noteWidth:F-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(...R){NoteHead.DEBUG&&Vex.L("Vex.Flow.NoteHead",R)}function drawSlashNoteHead(R,B,D,F,G,W){const q=Flow.SLASH_NOTEHEAD_WIDTH;R.save(),R.setLineWidth(Flow.STEM_WIDTH);let U=!1;if(Flow.durationToNumber(B)>2&&(U=!0),U||(D-=Flow.STEM_WIDTH/2*G),R.beginPath(),R.moveTo(D,F+W),R.lineTo(D,F+1),R.lineTo(D+q,F-W),R.lineTo(D+q,F),R.lineTo(D,F+W),R.closePath(),U?R.fill():R.stroke(),Flow.durationToFraction(B).equals(.5)){const Y=[-3,-1,q+1,q+3];for(let Q=0;Q<Y.length;Q++)R.beginPath(),R.moveTo(D+Y[Q],F-10),R.lineTo(D+Y[Q],F+11),R.stroke()}R.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,F=this.y-D;return new Flow.BoundingBox(this.getAbsoluteX(),F,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 F=this.y;L$i("Drawing note head '",this.note_type,this.duration,"' at",D,F);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,F,G,q)}else Glyph.renderGlyph(B,D,F,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,F=D===null&&this.renderFlag;if(B&&B.flag&&F){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 F=D.getTickContext(),G=F.getExtraPx(),W=F.getX()-G.left-G.extraLeft+this.getSpacingFromNextModifier();B.forEach(q=>{const U=q.getTickContext();q.setStave(D.stave),U.setXOffset(W)})}}class Dot extends Modifier{static get CATEGORY(){return"dots"}static format(B,D){const F=D.right_shift,G=1;if(!B||B.length===0)return!1;const W=[],q={};for(let te=0;te<B.length;++te){const ie=B[te],se=ie.getNote();let re,ae;typeof se.getKeyProps=="function"?(re=se.getKeyProps()[ie.getIndex()],ae=re.displaced?se.getExtraRightPx():0):(re={line:.5},ae=0);const le=se.getAttribute("id");W.push({line:re.line,note:se,note_id:le,dot:ie}),q[le]=Math.max(q[le]||ae,ae)}W.sort((te,ie)=>ie.line-te.line);let U=F,Y=0,Q=null,K=null,Z=null,J=0;for(let te=0;te<W.length;++te){const{dot:ie,note:se,note_id:re,line:ae}=W[te];(ae!==Q||se!==K)&&(U=q[re]),!se.isRest()&&ae!==Q&&(Math.abs(ae%1)===.5?J=0:(J=.5,(K!=null&&!K.isRest()&&Q-ae===.5||ae+J===Z)&&(J=-.5))),se.isRest()?ie.dot_shiftY+=-J:ie.dot_shiftY=-J,Z=ae+J,ie.setXShift(U),U+=ie.getWidth()+G,Y=U>Y?U:Y,Q=ae,K=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 F=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(F,W,this.radius,0,Math.PI*2,!1),q.fill()}}function L$h(...R){StaveNote.DEBUG&&Vex.L("Vex.Flow.StaveNote",R)}const getStemAdjustment=R=>Stem.WIDTH/(2*-R.getStemDirection()),isInnerNoteIndex=(R,B)=>B===(R.getStemDirection()===Stem.UP?R.keyProps.length-1:0);function shiftRestVertical(R,B,D){const F=(B.isrest?0:1)*D;R.line+=F,R.maxLine+=F,R.minLine+=F,R.note.setKeyLine(0,R.note.getKeyLine(0)+F)}function centerRest(R,B,D){const F=R.line-Vex.MidLine(B.minLine,D.maxLine);R.note.setKeyLine(0,R.note.getKeyLine(0)-F),R.line-=F,R.maxLine-=F,R.minLine-=F}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,F,G){let{width:W,height:q,wave_width:U,wave_girth:Y,wave_height:Q,stem_direction:K}=G;const Z=Math.floor(W/U);let J=q/(Z/2)*K;J==0&&(K=1,J=.3),B.beginPath(),B.moveTo(D,F+Y);for(let te=0;te<Z/2;++te)B.quadraticCurveTo(D+U/2,F-Q/2,D+U,F),D+=U,F+=J,B.quadraticCurveTo(D+U/2,F+Q/2,D+U,F),D+=U;for(let te=0;te<Z/2;++te)B.quadraticCurveTo(D-U/2,F+Q/2+Y,D-U,F+Y),D-=U,F-=J,B.quadraticCurveTo(D-U/2,F-Q/2+Y,D-U,F+Y),D-=U;K<0&&B.stroke(),B.fill()}static renderSlideNote(B,D,F,G,W){B.beginPath(),B.moveTo(D,F),B.lineTo(G,W),B.lineWidth=2,B.stroke()}static format(B,D){if(!B||B.length<2)return!1;const F=[],G=B[0].stagger_same_whole_notes;for(let J=0;J<B.length;J++){const te=B[J].getKeyProps(),ie=te[0].line;let se=te[te.length-1].line;const re=B[J].getStemDirection(),ae=B[J].getStemLength()/10,le=B[J].getStemMinumumLength()/10;let ce;B[J].isRest()?(ce=ie+B[J].glyph.line_above,se=ie-B[J].glyph.line_below):(ce=re===1?te[te.length-1].line+ae:te[te.length-1].line,se=re===1?te[0].line:te[0].line-ae),F.push({line:te[0].line,maxLine:ce,minLine:se,isrest:B[J].isRest(),stemDirection:re,stemMax:ae,stemMin:le,voice_shift:B[J].getVoiceShiftWidth(),is_displaced:B[J].isDisplaced(),note:B[J]})}const W=F.length;let q=F[0];const U=W>2?F[1]:null;let Y=W>2?F[2]:F[1];W===2&&q.stemDirection===-1&&Y.stemDirection===1&&(q=F[1],Y=F[0]);const Q=Math.max(q.voice_shift,Y.voice_shift);let K=0,Z;if(W===2){const J=q.stemDirection===Y.stemDirection?0:.5;if(q.stemDirection===Y.stemDirection&&q.minLine<=Y.maxLine&&(q.isrest||(Z=Math.abs(q.line-(Y.maxLine+.5)),Z=Math.max(Z,q.stemMin),q.minLine=q.line-Z,q.note.setStemLength(Z*10))),q.minLine<=Y.maxLine+J)if(q.isrest)shiftRestVertical(q,Y,1);else if(Y.isrest)shiftRestVertical(Y,q,-1);else{K=Q;const te=Math.abs(q.line-Y.line);let ie=0,se=0;q.note.duration==="h"?ie++:q.note.duration==="w"&&se++,Y.note.duration==="h"?ie++:Y.note.duration==="w"&&se++;let re=ie===1||se===1||q.note.dots!==Y.note.dots;if(G&&(re=re||se===2),te===0&&re){if(Y.note.setXShift(K),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(K):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(U!==null&&U.minLine<Y.maxLine+.5&&(U.isrest||(Z=Math.abs(U.line-(Y.maxLine+.5)),Z=Math.max(Z,U.stemMin),U.minLine=U.line-Z,U.note.setStemLength(Z*10))),U.isrest&&!q.isrest&&!Y.isrest&&(q.minLine<=U.maxLine||U.minLine<=Y.maxLine)){const J=U.maxLine-U.minLine,te=q.minLine-Y.maxLine;return J<te?centerRest(U,q,Y):(K=Q+3,U.note.setXShift(K)),!0}return q.isrest&&U.isrest&&Y.isrest?(shiftRestVertical(q,U,1),shiftRestVertical(Y,U,-1),!0):(U.isrest&&q.isrest&&U.minLine<=Y.maxLine&&shiftRestVertical(U,Y,1),U.isrest&&Y.isrest&&q.minLine<=U.maxLine&&shiftRestVertical(U,q,-1),q.isrest&&q.minLine<=U.maxLine&&shiftRestVertical(q,U,1),Y.isrest&&U.minLine<=Y.maxLine&&shiftRestVertical(Y,U,-1),(!q.isrest&&!U.isrest&&q.minLine<=U.maxLine+.5||!U.isrest&&!Y.isrest&&U.minLine<=Y.maxLine)&&(K=Q+3,U.note.setXShift(K)),!0)}static formatByY(B,D){let F=!0;for(let W=0;W<B.length;W++)F=F&&B[W].getStave()!=null;if(!F)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],U=B[W+1];q.maxLine<U.maxLine&&(q=B[W+1],U=B[W]);const Y=q.getKeyProps(),Q=U.getKeyProps(),K=.5,Z=q.getStave().getYForLine(5-Y[0].line+K);U.getStave().getYForLine(5-Q[Q.length-1].line-K)-Z<0&&q.voice===U.voice&&(G=q.getVoiceShiftWidth()+2,U.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): ${JSON.stringify(B)}`);if(this.displaced=!1,this.dot_shiftY=0,this.addDotsCount=0,this.keyProps=[],this.use_default_head_x=!1,this.note_heads=[],this.modifiers=[],Vex.Merge(this.render_options,{glyph_font_scale:B.glyph_font_scale||Flow.DEFAULT_NOTATION_FONT_SCALE,stroke_px:B.stroke_px||StaveNote.DEFAULT_LEDGER_LINE_OFFSET}),this.calculateKeyProps(),this.buildStem(),B.auto_stem)this.autoStem();else{const D=window.DYMusicalOrientation,F=D!==void 0?D:B.stem_direction;this.setStemDirection(F)}this.reset(),this.buildFlag()}reset(){super.reset();const B=this.note_heads.map(D=>D.getStyle());this.buildNoteHeads(),this.note_heads.forEach((D,F)=>D.setStyle(B[F])),this.stave&&this.note_heads.forEach(D=>D.setStave(this.stave)),this.calcExtraPx()}setBeam(B){return this.beam=B,this.calcExtraPx(),this}setVibrato(B){this.vibrato=B}setSlideNote(B){this.slideNote=B}getCategory(){return StaveNote.CATEGORY}buildStem(){this.setStem(new Stem({hide:!!this.isRest()})),this.stem.id=Vex.Prefix(`${this.getAttribute("id")}-stem`)}buildNoteHeads(){this.note_heads=[];const B=this.getStemDirection(),D=this.getKeys();let F=null,G=null,W=!1,q,U,Y;B===Stem.UP?(q=0,U=D.length,Y=1):B===Stem.DOWN&&(q=D.length-1,U=-1,Y=-1);for(let Q=q;Q!==U;Q+=Y){const K=this.keyProps[Q],Z=K.line;F===null?F=Z:(G=Math.abs(F-Z),G===0||G===.5?W=!W:(W=!1,this.use_default_head_x=!0)),F=Z;const J=new NoteHead({duration:this.duration,note_type:this.noteType,displaced:W,stem_direction:B,custom_glyph_code:K.code,glyph_font_scale:this.render_options.glyph_font_scale,x_shift:K.shift_right,stem_up_x_offset:K.stem_up_x_offset,stem_down_x_offset:K.stem_down_x_offset,line:K.line});this.note_heads[Q]=J}}autoStem(){this.minLine=this.keyProps[0].line,this.maxLine=this.keyProps[this.keyProps.length-1].line;const B=3,F=(this.minLine+this.maxLine)/2<B?Stem.UP:Stem.DOWN;this.setStemDirection(F)}calculateKeyProps(){let B=null;for(let D=0;D<this.keys.length;++D){const F=this.keys[D];this.glyph.rest&&(this.glyph.position=F);const G={octave_shift:this.octave_shift||0},W=Flow.keyProperties(F,this.clef,G);if(!W)throw new Vex.RuntimeError("BadArguments",`Invalid key for note properties: ${F}`);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,F)=>D.line-F.line)}getBoundingBox(){if(!this.preFormatted)throw new Vex.RERR("UnformattedNote","Can't call getBoundingBox on an unformatted note.");const{width:B,modLeftPx:D,extraLeftPx:F}=this.getMetrics(),G=this.getAbsoluteX()-D-F;let W=0,q=0;const U=this.getStave().getSpacingBetweenLines()/2,Y=U*2;if(this.isRest()){const Q=this.ys[0],K=Flow.durationToFraction(this.duration);K.equals(1)||K.equals(2)?(W=Q-U,q=Q+U):(W=Q-this.glyph.line_above*Y,q=Q+this.glyph.line_below*Y)}else if(this.glyph.stem){const Q=this.getStemExtents();Q.baseY+=U*this.stem_direction,W=Math.min(Q.topY,Q.baseY),q=Math.max(Q.topY,Q.baseY)}else{W=null,q=null;for(let Q=0;Q<this.ys.length;++Q){const K=this.ys[Q];Q===0?(W=K,q=K):(W=Math.min(K,W),q=Math.max(K,q))}W-=U,q+=U}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 F=0;F<this.keyProps.length;F++){const G=this.keyProps[F].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(F=>(F.setStave(B),F.getY()));if(this.setYs(D),this.stem){const{y_top:F,y_bottom:G}=this.getNoteHeadBounds();this.stem.setYBounds(F,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,F=Math.max(B,D),G=Math.min(B,D);B=Vex.MidLine(F,G)}return B}getModifierStartXY(B,D,F){if(F=F||{},!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:U}=Modifier.Position;let Y=0;return B===q?Y=-1*2:B===U?(Y=this.getGlyphWidth()+this.x_shift+2,this.stem_direction===Stem.UP&&this.hasFlag()&&(F.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,F=null,G=null,W=this.stave.getNumLines(),q=1,U=!1,Y=!1,Q=W,K=q;return this.note_heads.forEach(Z=>{const J=Z.getLine(),te=Z.getY();(B===null||te<B)&&(B=te),(D===null||te>D)&&(D=te),G===null&&Z.isDisplaced()&&(G=Z.getAbsoluteX()),F===null&&!Z.isDisplaced()&&(F=Z.getAbsoluteX()),W=J>W?J:W,q=J<q?J:q,Z.isDisplaced()?(U=U===!1?J:Math.max(J,U),Y=Y===!1?J:Math.min(J,Y)):(Q=Math.max(J,Q),K=Math.min(J,K))},this),{y_top:B,y_bottom:D,displaced_x:G,non_displaced_x:F,highest_line:W,lowest_line:q,highest_displaced_line:U,lowest_displaced_line:Y,highest_non_displaced_line:Q,lowest_non_displaced_line:K}}getNoteHeadBeginX(){return this.getAbsoluteX()+this.x_shift}getNoteHeadEndX(){return this.getNoteHeadBeginX()+this.getGlyphWidth()}drawLedgerLines(){const{stave:B,glyph:D,render_options:{stroke_px:F},context:G}=this,W=D.getWidth()+F*2,q=2*(D.getWidth()+F)-Stem.WIDTH/2;if(this.isRest())return;if(!G)throw new Vex.RERR("NoCanvasContext","Can't draw without a canvas context.");const{highest_line:U,lowest_line:Y,highest_displaced_line:Q,highest_non_displaced_line:K,lowest_displaced_line:Z,lowest_non_displaced_line:J,displaced_x:te,non_displaced_x:ie}=this.getNoteHeadBounds(),se=Math.min(te,ie),re=(le,ce,fe)=>{let de;fe&&ce?de=se-F:ce?de=ie-F:de=te-F;const me=ce&&fe?q:W;G.beginPath(),G.moveTo(de,le),G.lineTo(de+me,le),G.stroke()},ae={...B.getStyle()||{},...this.getLedgerLineStyle()||{}};this.applyStyle(G,ae);for(let le=6;le<=U;++le){const ce=ie!==null&&le<=K,fe=te!==null&&le<=Q;re(B.getYForNote(le),ce,fe)}for(let le=0;le>=Y;--le){const ce=ie!==null&&le>=J,fe=te!==null&&le>=Z;re(B.getYForNote(le),ce,fe)}this.restoreStyle(G,ae)}drawVibrato(){if(this.vibrato){const B=this.context,D=this.vibrato.getNoteHeadEndX()+2;let{y_bottom:F}=this.vibrato.getNoteHeadBounds(),{y_top:G}=this.getNoteHeadBounds();const W=F<G?1:-1;let q=Math.abs(this.getNoteHeadBeginX()-5-D),U=Math.abs(G-F);(this.duration==="w"||this.vibrato.stave.y!==this.stave.y)&&(q=this.vibrato.stave.getNoteEndX()-5-D),this.vibrato.stave.y!==this.stave.y&&(U=0),B.openGroup("vibrato"),StaveNote.renderVibrato(this.context,D,F,{harsh:!0,width:q,height:U,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:F}=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,F,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 F=this.modifiers[D],G=this.note_heads[F.getIndex()],W=G.getStyle();if(!(this.isRest()&&F.getCategory()==="articulations")&&!(F.note&&F.note.DYMusicScoreType=="jianpu"&&F.getAttribute("type")==="Dot"&&!F.note.formatterMetrics.duration)){if(F.note&&F.note.DYMusicScoreType=="jianpu"&&F.getAttribute("type")==="Dot")try{F.note.getModifierStartXY(F.position,0,{forceFlagRight:!0}).x-F.note.x<9&&(F.x_shift+=7)}catch(q){console.log("\u{1F680} ~ error:",q)}G.applyStyle(B,W),F.setContext(B),F.drawWithStyle(),G.restoreStyle(B,W)}}B.closeGroup(),this.drawVibrato(),this.drawSlide()}drawFlag(){const{stem:B,beam:D,context:F}=this;if(!F)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:U}=this.getNoteHeadBounds(),Y=B.getHeight(),Q=this.getStemX();let K=this.getStemDirection()===Stem.DOWN?q-Y+2:U-Y-2;if(B&&!D){const Z=this.keyProps[0].line;(Z>6.5||Z<-.5)&&(K=K+(Z>6.5?(Z-6.5)*10:(Z+.5)*10))}F.openGroup("flag",null,{pointerBBox:!0}),this.applyStyle(F,this.getFlagStyle()||!1),this.flag.render(F,Q,K),this.restoreStyle(F,this.getFlagStyle()||!1),F.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(),F=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}),F&&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:F,right_shift:G}=D,W=1;if(!B||B.length===0)return!1;const q=[];let U=null,Y=0,Q=0;for(let re=0;re<B.length;++re){const ae=B[re],le=ae.getNote(),ce=ae.getPosition(),fe=le.getKeyProps()[ae.getIndex()];if(le!==U){for(let de=0;de<le.keys.length;++de){const me=le.getKeyProps()[de];F===0&&(Y=me.displaced?le.getExtraLeftPx():Y),G===0&&(Q=me.displaced?le.getExtraRightPx():Q)}U=le}q.push({note:le,num:ae,pos:ce,line:fe.line,shiftL:Y,shiftR:Q})}q.sort((re,ae)=>ae.line-re.line);let K=0,Z=0,J=0,te=0,ie=null,se=null;for(let re=0;re<q.length;++re){let ae=0;const{note:le,pos:ce,num:fe,line:de,shiftL:me,shiftR:he}=q[re];(de!==ie||le!==se)&&(K=F+me,Z=G+he);const pe=fe.getWidth()+W;ce===Modifier.Position.LEFT?(fe.setXShift(F+K),ae=F+pe,J=ae>J?ae:J):ce===Modifier.Position.RIGHT&&(fe.setXShift(Z),ae=Q+pe,te=ae>te?ae:te),ie=de,se=le}return D.left_shift+=J,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 F=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:F-=4,G-=12;break;case Modifier.Position.BELOW:F-=2,G+=10;break;case Modifier.Position.LEFT:F-=this.width;break;case Modifier.Position.RIGHT:F+=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,F,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 U=G[3];return U||(U="M"),{root:W,accidental:q,type:U}}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,F){if(F==null&&(F=1),F!==1&&F!==-1)throw new Vex.RERR("BadArguments",`Invalid direction: ${F}`);let G=(B+F*D)%Music.NUM_TONES;return G<0&&(G+=Music.NUM_TONES),G}getRelativeNoteName(B,D){const F=this.getNoteParts(B),G=this.getNoteValue(F.root);let W=D-G;if(Math.abs(W)>Music.NUM_TONES-3){let U=1;W>0&&(U=-1);const Y=(D+1+(G+1))%Music.NUM_TONES*U;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=F.root;if(W>0)for(let U=1;U<=W;++U)q+="#";else if(W<0)for(let U=-1;U>=W;--U)q+="b";return q}getScaleTones(B,D){const F=[B];let G=B;for(let W=0;W<D.length;W+=1)G=this.getRelativeNoteValue(G,D[W]),G!==B&&F.push(G);return F}getIntervalBetween(B,D,F){if(F==null&&(F=1),F!==1&&F!==-1)throw new Vex.RERR("BadArguments",`Invalid direction: ${F}`);if(!this.isValidNoteValue(B)||!this.isValidNoteValue(D))throw new Vex.RERR("BadArguments",`Invalid notes: ${B}, ${D}`);let G=F===1?D-B:B-D;return G<0&&(G+=Music.NUM_TONES),G}createScaleMap(B){const D=this.getKeyParts(B),F=Music.scaleTypes[D.type];let G=D.root;if(D.accidental&&(G+=D.accidental),!F)throw new Vex.RERR("BadArguments","Unsupported key type: "+B);const W=this.getScaleTones(this.getNoteValue(G),F),q=Music.root_indices[D.root],U={};for(let Y=0;Y<Music.roots.length;++Y){const Q=(q+Y)%Music.roots.length,K=Music.roots[Q];let Z=this.getRelativeNoteName(K,W[Y]);Z.length===1&&(Z+="n"),U[K]=Z}return U}}function L$g(...R){Accidental.DEBUG&&Vex.L("Vex.Flow.Accidental",R)}const getGlyphWidth=R=>R.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 U=null,Y=0,Q;for(let le=0;le<B.length;++le){const ce=B[le],fe=ce.getNote(),de=fe.getStave(),me=fe.getKeyProps()[ce.getIndex()];if(fe!==U){for(let he=0;he<fe.keys.length;++he)Q=fe.getKeyProps()[he],Y=Q.displaced?fe.getExtraLeftPx():Y;U=fe}if(de!==null){const he=de.options.spacing_between_lines_px,pe=de.getYForLine(me.line),be=Math.round(pe/he*2)/2;q.push({y:pe,line:be,shift:Y,acc:ce,lineSpace:he})}else q.push({line:me.line,shift:Y,acc:ce})}q.sort((le,ce)=>ce.line-le.line);const K=[];let Z=0,J=null;for(let le=0;le<q.length;le++){const ce=q[le];(J===null||J!==ce.line)&&K.push({line:ce.line,flatLine:!0,dblSharpLine:!0,numAcc:0,width:0}),ce.acc.type!=="b"&&ce.acc.type!=="bb"&&(K[K.length-1].flatLine=!1),ce.acc.type!=="##"&&(K[K.length-1].dblSharpLine=!1),K[K.length-1].numAcc++,K[K.length-1].width+=ce.acc.getWidth()+W,Z=ce.shift>Z?ce.shift:Z,J=ce.line}let te=0;for(let le=0;le<K.length;le++){let ce=!1;const fe=le;let de=le;for(;de+1<K.length&&!ce;)this.checkCollision(K[de],K[de+1])?de++:ce=!0;const me=ge=>K[fe+ge],he=ge=>ge.map(me),pe=(ge,we)=>{const[Le,Me]=he([ge,we]).map(Pe=>Pe.line);return Le-Me},be=(...ge)=>ge.map(he).every(we=>!this.checkCollision(...we)),Se=de-fe+1;let ve=this.checkCollision(K[fe],K[de])?"a":"b";switch(Se){case 3:ve==="a"&&pe(1,2)===.5&&pe(0,1)!==.5&&(ve="second_on_bottom");break;case 4:be([0,2],[1,3])&&(ve="spaced_out_tetrachord");break;case 5:ve==="b"&&be([1,3])&&(ve="spaced_out_pentachord",be([0,2],[2,4])&&(ve="very_spaced_out_pentachord"));break;case 6:be([0,3],[1,4],[2,5])&&(ve="spaced_out_hexachord"),be([0,2],[2,4],[1,3],[3,5])&&(ve="very_spaced_out_hexachord");break}let xe,Ee;if(Se>=7){let ge=2,we=!0;for(;we===!0;){we=!1;for(let Le=0;Le+ge<K.length;Le++)if(this.checkCollision(K[Le],K[Le+ge])){we=!0,ge++;break}}for(xe=le;xe<=de;xe++)Ee=(xe-le)%ge+1,K[xe].column=Ee,te=te>Ee?te:Ee}else for(xe=le;xe<=de;xe++)Ee=Flow.accidentalColumnsTable[Se][ve][xe-le],K[xe].column=Ee,te=te>Ee?te:Ee;le=de}const ie=[],se=[];for(let le=0;le<=te;le++)ie[le]=0,se[le]=0;ie[0]=Z+G,se[0]=Z+G,K.forEach(le=>{le.width>ie[le.column]&&(ie[le.column]=le.width)});for(let le=1;le<ie.length;le++)se[le]=ie[le]+se[le-1];const re=se[se.length-1];let ae=0;K.forEach(le=>{let ce=0;const fe=ae+le.numAcc;for(ae;ae<fe;ae++){const de=se[le.column-1]+ce;q[ae].acc.setXShift(de),ce+=q[ae].acc.getWidth()+W,L$g("Line, accCount, shift: ",le.line,ae,de)}}),D.left_shift+=re}static checkCollision(B,D){let F=D.line-B.line,G=3;F>0?(G=D.flatLine||D.dblSharpLine?2.5:3,B.dblSharpLine&&(F-=.5)):(G=B.flatLine||B.dblSharpLine?2.5:3,D.dblSharpLine&&(F-=.5));const W=Math.abs(F)<G;return L$g("Line_1, Line_2, Collision: ",B.line,D.line,W),W}static applyAccidentals(B,D){const F=[],G={};B.forEach(U=>{const Y=new Fraction(0,1);U.getTickables().forEach(K=>{if(K.shouldIgnoreTicks())return;const Z=G[Y.value()];Z?Z.push(K):(F.push(Y.value()),G[Y.value()]=[K]),Y.add(K.getTicks())})});const W=new Music;D||(D="C");const q=W.createScaleMap(D);F.forEach(U=>{const Y=G[U],Q=[],K=Z=>{Z.isRest()||Z.shouldIgnoreTicks()||(Z.keys.forEach((J,te)=>{const ie=W.getNoteParts(J.split("/")[0]),se=ie.accidental||"n",re=ie.root+se,ae=q[ie.root]===re,le=Q.indexOf(re)>-1;if(!ae||ae&&le){q[ie.root]=re;const ce=new Accidental(se);Z.addAccidental(te,ce),Q.push(re)}}),Z.getModifiers().forEach(J=>{J.getCategory()==="gracenotegroups"&&J.getGraceNotes().forEach(K)}))};Y.forEach(K)})}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: ${B}`);this.note=B,this.note.getCategory()==="gracenotes"&&(this.render_options.font_scale=25,this.reset())}setAsCautionary(){return this.cautionary=!0,this.render_options.font_scale=28,this.reset(),this}draw(){const{context:B,type:D,position:F,note:G,index:W,cautionary:q,x_shift:U,y_shift:Y,glyph:Q,parenLeft:K,parenRight:Z,render_options:{parenLeftPadding:J,parenRightPadding:te}}=this;if(this.checkContext(),!(G&&W!=null))throw new Vex.RERR("NoAttachedNote","Can't draw accidental without a note and index.");const ie=G.getModifierStartXY(F,W);let se=ie.x+U;const re=ie.y+Y;L$g("Rendering: ",D,se,re),q?(Z.render(B,se,re),se-=getGlyphWidth(Z),se-=te,se-=this.accidental.parenRightPaddingAdjustment,Q.render(B,se,re),se-=getGlyphWidth(Q),se-=J,K.render(B,se,re)):Q.render(B,se,re),this.setRendered()}}class NoteSubGroup$1 extends Modifier{static get CATEGORY(){return"notesubgroup"}static format(B,D){if(!B||B.length===0)return!1;let F=0;for(let G=0;G<B.length;++G){const W=B[G];W.preFormat(),F+=W.getWidth()}return D.left_shift+=F,!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 F=this.render_options.cp1,G=this.render_options.cp2;Math.abs(B.last_x_px-B.first_x_px)<10&&(F=2,G=8);const W=this.render_options.first_x_shift,q=this.render_options.last_x_shift,U=this.render_options.y_shift*B.direction;for(let Y=0;Y<this.first_indices.length;++Y){const Q=(B.last_x_px+q+(B.first_x_px+W))/2;let K=B.first_ys[this.first_indices[Y]]+U,Z=B.last_ys[this.last_indices[Y]]+U;if(isNaN(K)||isNaN(Z))throw new Vex.RERR("BadArguments","Bad indices for tie rendering.");const J=(K+Z)/2+F*B.direction,te=(K+Z)/2+G*B.direction;let ie=K>J&&Math.abs(K-J)<10?-6:0;if(this.first_note&&this.first_note.DYMusicScoreType==="jianpu"){if(this.getAttribute("type")==="TabTie")continue;K<J&&(ie=-15),K!=Z&&(K=Z=Math.max(K,Z))}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,K+ie),D.quadraticCurveTo(Q,J+ie*2.3,B.last_x_px+q,Z+ie),D.quadraticCurveTo(Q,te+ie*2.3,B.first_x_px+W,K+ie),D.closePath(),D.fill(),D.closeGroup()}}renderText(B,D){if(!this.text)return;let F=(B+D)/2;F-=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,F+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 F,G,W,q,U;return B?(F=B.getTieRightX()+this.render_options.tie_spacing,U=B.getStemDirection(),W=B.getYs()):(F=D.getStave().getTieStartX(),W=D.getYs(),this.first_indices=this.last_indices),D?(G=D.getTieLeftX()+this.render_options.tie_spacing,U=D.getStemDirection(),q=D.getYs(),D.attrs.type==="GraceNote"&&(G+=5,F-=15)):(G=B.getStave().getTieEndX(),q=B.getYs(),this.last_indices=this.first_indices),this.direction&&(U=this.direction),this.renderTie({first_x_px:F,last_x_px:G,first_ys:W,last_ys:q,direction:U}),this.renderText(F,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 F,G,W,q;return B?(F=B.getTieRightX()+this.render_options.tie_spacing,W=B.getYs()):(F=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:F,last_x_px:G,first_ys:W,last_ys:q,direction:-1}),this.renderText(F,G),!0}}function L$f(...R){GraceNoteGroup.DEBUG&&Vex.L("Vex.Flow.GraceNoteGroup",R)}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,U=0;for(let K=0;K<B.length;++K){const Z=B[K],J=Z.getNote(),te=J.getCategory()===StaveNote.CATEGORY,ie=te?4:0;if(te&&J!==q){for(let se=0;se<J.keys.length;++se)U=J.getKeyProps()[se].displaced?J.getExtraLeftPx():U;q=J}W.push({shift:U,gracenote_group:Z,spacing:ie})}let Y=W[0].shift,Q;for(let K=0;K<W.length;++K){const Z=W[K].gracenote_group;Z.preFormat(),Q=Z.getWidth()+W[K].spacing,Y=Math.max(Q,Y)}for(let K=0;K<W.length;++K){const Z=W[K].gracenote_group;Q=Z.getWidth()+W[K].spacing,Z.setSpacingFromNextModifier(Y-Math.min(Q,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,F=D?StaveTie:TabTie;this.slur=new F({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 F=D.left_shift,G=0;if(!B||B.length===0)return this;const W=B.map(Y=>{const Q=Y.getNote();if(Q instanceof StaveNote){const{line:K,displaced:Z}=Q.getKeyProps()[Y.getIndex()],J=Z?Q.getExtraLeftPx():0;return{line:K,shift:J,stroke:Y}}else{const{str:K}=Q.getPositions()[Y.getIndex()];return{line:K,shift:0,stroke:Y}}}),q=F,U=W.reduce((Y,{stroke:Q,shift:K})=>(Q.setXShift(q+K),Math.max(Q.getWidth()+G,Y)),0);return D.left_shift+=U,!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(),F=B.y,G=B.y;const W=B.x-5,q=this.note.stave.options.spacing_between_lines_px,U=this.getModifierContext().getModifiers(this.note.getCategory());for(let te=0;te<U.length;te++){D=U[te].getYs();for(let ie=0;ie<D.length;ie++)(this.note===U[te]||this.all_voices)&&(F=Vex.Min(F,D[ie]),G=Vex.Max(G,D[ie]))}let Y,Q,K,Z,J;switch(this.type){case Stroke.Type.BRUSH_DOWN:Y="vc3",Q=-3,K=F-q/2+10,G+=q/2;break;case Stroke.Type.BRUSH_UP:Y="v11",Q=.5,K=G+q/2,F-=q/2;break;case Stroke.Type.ROLL_DOWN:case Stroke.Type.RASQUEDO_DOWN:Y="vc3",Q=-3,Z=this.x_shift+Q-2,this.note instanceof StaveNote?(F+=1.5*q,(G-F)%2!==0?G+=.5*q:G+=q,K=F-q,J=G+q+2):(F+=1.5*q,G+=q,K=F-.75*q,J=G+.25*q);break;case Stroke.Type.ROLL_UP:case Stroke.Type.RASQUEDO_UP:Y="v52",Q=-4,Z=this.x_shift+Q-1,this.note instanceof StaveNote?(K=q/2,F+=.5*q,(G-F)%2===0&&(G+=q/2),K=G+.5*q,J=F-1.25*q):(F+=.25*q,G+=.5*q,K=G+.25*q,J=F-q);break;case Stroke.Type.ARPEGGIO_DIRECTIONLESS:F+=.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,F,1,G-F);else if(this.note instanceof StaveNote)for(let te=F;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=F;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&&(J=te+.25*q)}this.type!==Stroke.Type.ARPEGGIO_DIRECTIONLESS&&(Glyph.renderGlyph(this.context,W+this.x_shift+Q,K,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+Z,J),this.context.restore()))}}class StringNumber extends Modifier{static get CATEGORY(){return"stringnumber"}static format(B,D){const F=D.left_shift,G=D.right_shift,W=1;if(!B||B.length===0)return this;const q=[];let U=null,Y=0,Q=0,K,Z,J,te,ie;for(K=0;K<B.length;++K)for(Z=B[K],J=Z.getNote(),K=0;K<B.length;++K){Z=B[K],J=Z.getNote(),te=Z.getPosition();const fe=J.getKeyProps()[Z.getIndex()];if(J!==U){for(let de=0;de<J.keys.length;++de)ie=J.getKeyProps()[de],F===0&&(Y=ie.displaced?J.getExtraLeftPx():Y),G===0&&(Q=ie.displaced?J.getExtraRightPx():Q);U=J}q.push({pos:te,note:J,num:Z,line:fe.line,shiftL:Y,shiftR:Q})}q.sort((fe,de)=>de.line-fe.line);let se=0,re=0,ae=0,le=null,ce=null;for(K=0;K<q.length;++K){let fe=0;J=q[K].note,te=q[K].pos,Z=q[K].num;const de=q[K].line;q[K].shiftL;const me=q[K].shiftR;(de!==le||J!==ce)&&(se=G+me);const he=Z.getWidth()+W;te===Modifier.Position.LEFT?(Z.setXShift(F),fe=Y+he,re=fe>re?fe:re):te===Modifier.Position.RIGHT&&(Z.setXShift(se),fe+=he,ae=fe>ae?fe:ae),le=de,ce=J}return D.left_shift+=re,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,F=this.note.getModifierStartXY(this.position,this.index);let G=F.x+this.x_shift+this.x_offset,W=F.y+this.y_shift+this.y_offset;switch(this.position){case Modifier.Position.ABOVE:case Modifier.Position.BELOW:{const U=this.note.getStemExtents();let Y=U.topY,Q=U.baseY+2;this.note.stem_direction===StaveNote.STEM_DOWN&&(Y=U.baseY,Q=U.topY-2),this.position===Modifier.Position.ABOVE?W=this.note.hasStem()?Y-D*1.75:F.y-D*1.75:W=this.note.hasStem()?Q+D*1.5:F.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 ${this.position} is invalid`)}B.save(),B.beginPath(),B.arc(G,W,this.radius,0,Math.PI*2,!1),B.lineWidth=1.5,B.stroke(),B.setFont(this.font.family,this.font.size,this.font.weight);const q=G-B.measureText(this.string_number).width/2;if(B.fillText(""+this.string_number,q,W+4.5),this.last_note!=null){const U=this.last_note.getStemX()-this.note.getX()+5;B.strokeStyle="#000000",B.lineCap="round",B.lineWidth=.6,this.dashed?Renderer.drawDashedLine(B,G+10,W,G+U,W,[3,3]):Renderer.drawDashedLine(B,G+10,W,G+U,W,[3,0]);let Y,Q;switch(this.leg){case Renderer.LineEndType.UP:Y=-10,Q=this.dashed?[3,3]:[3,0],Renderer.drawDashedLine(B,G+U,W,G+U,W+Y,Q);break;case Renderer.LineEndType.DOWN:Y=10,Q=this.dashed?[3,3]:[3,0],Renderer.drawDashedLine(B,G+U,W,G+U,W+Y,Q);break}}B.restore()}}function L$e(...R){Articulation$1.DEBUG&&Vex.L("Vex.Flow.Articulation",R)}const{ABOVE,BELOW}=Modifier.Position,roundToNearestHalf=(R,B)=>R(B/.5)*.5,isWithinLines=(R,B)=>B===ABOVE?R<=5:R>=1,getRoundingFunction=(R,B)=>isWithinLines(R,B)?B===ABOVE?Math.ceil:Math.floor:Math.round,snapLineToStaff=(R,B,D,F)=>{const G=roundToNearestHalf(getRoundingFunction(B,D),B),W=R&&isWithinLines(G,D),q=G%1===0;return W&&q?G+.5*-F:G},isStaveNote=R=>{const B=R.getCategory();return B==="stavenotes"||B==="gracenotes"},isTabNote=R=>{const B=R.getCategory();return B==="tabnotes"||B==="numberednotes"},getTopY=(R,B)=>{const D=R.getStave(),F=R.getStemDirection(),{topY:G,baseY:W}=R.getStemExtents();if(isStaveNote(R))return R.hasStem()?F===Stem.UP?G:W:Math.min(...R.getYs());if(isTabNote(R))return R.hasStem()&&F===Stem.UP?G:D.getYForTopText(B);throw new Vex.RERR("UnknownCategory","Only can get the top and bottom ys of stavenotes and tabnotes")},getBottomY=(R,B)=>{const D=R.getStave(),F=R.getStemDirection(),{topY:G,baseY:W}=R.getStemExtents();if(isStaveNote(R))return R.hasStem()?F===Stem.UP?W:G:Math.max(...R.getYs());if(isTabNote(R))return R.hasStem()?F===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=(R,B)=>{const D=B===ABOVE&&R.getStemDirection()===Stem.UP||B===BELOW&&R.getStemDirection()===Stem.DOWN;return isStaveNote(R)?R.hasStem()&&D?.5:1:R.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 F=Y=>Y.getPosition()===ABOVE,G=Y=>Y.getPosition()===BELOW,W=.5,q=(Y,Q,K)=>roundToNearestHalf(getRoundingFunction(Q,K),Y.glyph.getMetrics().height/10+W);B.filter(F).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 U=B.map(Y=>Y.getWidth()).reduce((Y,Q)=>Math.max(Q,Y));return D.left_shift+=U/2,D.right_shift+=U/2,!0}static easyScoreHook({articulations:B},D,F){if(!B)return;const G={staccato:"a.",tenuto:"a-"};B.split(",").map(W=>W.trim().split(".")).map(([W,q])=>{const U={type:G[W]};return q&&(U.position=Modifier.PositionString[q]),F.getFactory().Articulation(U)}).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:F,glyph:G,articulation:{between_lines:W},text_line:q,context:U}=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(),Q=Y.getSpacingBetweenLines(),K=B.getCategory()==="tabnotes",{x:Z}=B.getModifierStartXY(F,D),J=!W||K,te=getInitialOffset(B,F);let ie={[ABOVE]:()=>{G.setOrigin(.5,1);const se=getTopY(B,q)-(q+te)*Q+(this.y_shift||0);return J?Math.min(Y.getYForTopText(Articulation$1.INITIAL_OFFSET),se):se},[BELOW]:()=>{G.setOrigin(.5,0);const se=getBottomY(B,q)+(q+te)*Q;return J?Math.max(Y.getYForBottomText(Articulation$1.INITIAL_OFFSET),se):se}}[F]();if(!K){const se=F===ABOVE?-1:1,re=K?B.positions[D].str:B.getKeyProps()[D].line,le=(B.getYs()[D]-ie)/Q+re,ce=snapLineToStaff(W,le,F,se);isWithinLines(ce,F)&&G.setOrigin(.5,.5),ie+=Math.abs(ce-le)*Q*se}L$e(`Rendering articulation at (x: ${Z}, y: ${ie})`),G.render(U,Z,ie)}}class TickContext extends Tickable{static getNextContext(B){const D=B.tContexts,F=D.indexOf(B);return D[F+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:F,extraRightPx:G}=this;return{width:B,notePx:D,extraLeftPx:F,extraRightPx:G}}getCurrentTick(){return this.currentTick}setCurrentTick(B){this.currentTick=B,this.preFormatted=!1}getExtraPx(){let B=0,D=0,F=0,G=0;for(let W=0;W<this.tickables.length;W++){F=Math.max(this.tickables[W].extraLeftPx||0,F),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:F,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 F=D.getMetrics();this.extraLeftPx=Math.max(this.extraLeftPx,F.extraLeftPx+F.modLeftPx),this.extraRightPx=Math.max(this.extraRightPx,F.extraRightPx+F.modRightPx),this.notePx=Math.max(this.notePx,F.noteWidth),this.width=this.notePx+this.extraLeftPx+this.extraRightPx}return this}postFormat(){return this.postFormatted?this:(this.postFormatted=!0,this)}}function L$d(...R){Ornament.DEBUG&&Vex.L("Vex.Flow.Ornament",R)}class Ornament extends Modifier{static get CATEGORY(){return"ornaments"}static format(B,D){if(!B||B.length===0)return!1;let F=0;for(let G=0;G<B.length;++G){const W=B[G],q=2;F=Math.max(W.getWidth(),F),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+=F/2,D.right_shift+=F/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: '${this.type}'`);this.glyph=new Glyph(this.ornament.code,this.render_options.font_scale),this.glyph.setOrigin(.5,1)}getCategory(){return Ornament.CATEGORY}setDelayed(B){return this.delayed=B,this}setUpperAccidental(B){const D=this.render_options.font_scale/1.3;return this.accidentalUpper=new Glyph(Flow.accidentalCodes(B).code,D),this.accidentalUpper.setOrigin(.5,1),this}setLowerAccidental(B){const D=this.render_options.font_scale/1.3;return this.accidentalLower=new Glyph(Flow.accidentalCodes(B).code,D),this.accidentalLower.setOrigin(.5,1),this}draw(){if(this.checkContext(),!this.note||this.index==null)throw new Vex.RERR("NoAttachedNote","Can't draw Ornament without a note and index.");this.setRendered();const B=this.context,D=this.note.getStemDirection(),F=this.note.getStave(),G=this.note.getStem().getExtents();let W=D===StaveNote.STEM_DOWN?G.baseY:G.topY;this.note.getCategory()==="tabnotes"&&(this.note.hasStem()?D===StaveNote.STEM_DOWN&&(W=F.getYForTopText(this.text_line)):W=F.getYForTopText(this.text_line));const q=D===StaveNote.STEM_DOWN,U=F.getSpacingBetweenLines();let Y=1;!q&&this.note.beam&&(Y+=.5);const Q=U*(this.text_line+Y),K=W-Q;let J=this.note.getModifierStartXY(this.position,this.index).x,te=Math.min(F.getYForTopText(this.text_line),K);if(te+=this.y_shift,this.delayed){let ie=0;if(this.delayXShift!==void 0)ie=this.delayXShift;else{ie+=this.glyph.getMetrics().width/2;const se=TickContext.getNextContext(this.note.getTickContext());se?ie+=(se.getX()-J)*.5:ie+=(F.x+F.width-J)*.5,this.delayXShift=ie}J+=ie}L$d("Rendering ornament: ",this.ornament,J,te),this.accidentalLower&&(this.accidentalLower.render(B,J,te),te-=this.accidentalLower.getMetrics().height,te-=this.render_options.accidentalLowerPadding),this.glyph.render(B,J,te),te-=this.glyph.getMetrics().height,this.accidentalUpper&&(te-=this.render_options.accidentalUpperPadding,this.accidentalUpper.render(B,J,te))}}function L$c(...R){Annotation.DEBUG&&Vex.L("Vex.Flow.Annotation",R)}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 F=0;for(let G=0;G<B.length;++G){const W=B[G];F=Math.max(W.getWidth(),F),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+=F/2,D.right_shift+=F/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,F){return this.font={family:B,size:D,weight:F},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,F=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,U;const Y=this.note.hasStem(),Q=this.note.getStave();if(Y&&(q=this.note.getStem().getExtents(),U=Q.getSpacingBetweenLines()),this.vert_justification===Annotation.VerticalJustify.BOTTOM){if(W=Q.getYForBottomText(this.text_line+Flow.TEXT_HEIGHT_OFFSET_HACK),Y){const Z=this.note.getStemDirection()===1?q.baseY:q.topY;W=Math.max(W,Z+U*(this.text_line+2))}}else if(this.vert_justification===Annotation.VerticalJustify.CENTER){const Z=this.note.getYForTopText(this.text_line)-1,J=Q.getYForBottomText(this.text_line);W=Z+(J-Z)/2+F/2}else if(this.vert_justification===Annotation.VerticalJustify.TOP)W=Math.min(Q.getYForTopText(this.text_line),this.note.getYs()[0]-10),Y&&(W=Math.min(W,q.topY-5-U*this.text_line));else{const Z=this.note.getStemExtents();W=Z.topY+(Z.baseY-Z.topY)/2+F/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 F=0;const G=D.top_text_line;for(let W=0;W<B.length;++W){const q=B[W];q.setXShift(F),F=q.getWidth(),q.setTextLine(G)}return D.right_shift+=F,D.top_text_line+=1,!0}constructor(B,D,F){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},F?this.phrase=F:(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 F=0;for(let G=0;G<this.phrase.length;++G){const W=this.phrase[G];if("width"in W)F+=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,F+=W.width}}return this.setWidth(F+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,F=this.context,G=this.note.getStave().getYForTopText(this.text_line)+3,W=this.note.getStave().getYForTopText(this.text_line)-1,q=this;function U(te,ie,se,re){const ae=te+se,le=ie;F.save(),F.beginPath(),F.setLineWidth(q.render_options.line_width),F.setStrokeStyle(q.render_options.line_style),F.setFillStyle(q.render_options.line_style),F.moveTo(te,ie),F.quadraticCurveTo(ae,le,te+se,re),F.stroke(),F.restore()}function Y(te,ie,se,re){F.save(),F.beginPath(),F.setLineWidth(q.render_options.line_width),F.setStrokeStyle(q.render_options.line_style),F.setFillStyle(q.render_options.line_style),F.moveTo(te,re),F.quadraticCurveTo(te+se,re,te+se,ie),F.stroke(),F.restore()}function Q(te,ie,se){const ae=se||1;F.beginPath(),F.moveTo(te,ie),F.lineTo(te-4,ie+4*ae),F.lineTo(te+4,ie+4*ae),F.closePath(),F.fill()}function K(te,ie){F.save(),F.setRawFont(q.font);const se=te-F.measureText(ie).width/2;F.fillText(ie,se,W),F.restore()}let Z=null,J=0;for(let te=0;te<this.phrase.length;++te){const ie=this.phrase[te];te===0&&(ie.draw_width+=D),J=ie.draw_width+(Z?Z.draw_width:0)-(te===1?D:0),ie.type===Bend.UP&&(Z&&Z.type===Bend.UP&&Q(B.x,G),U(B.x,B.y,J,G)),ie.type===Bend.DOWN&&(Z&&Z.type===Bend.UP&&Y(B.x,B.y,J,G),Z&&Z.type===Bend.DOWN&&(Q(B.x,B.y,-1),Y(B.x,B.y,J,G)),Z===null&&(J=ie.draw_width,Y(B.x,B.y,J,G))),K(B.x+J,ie.text),Z=ie,Z.x=B.x,B.x+=J}Z.type===Bend.UP?Q(Z.x+J,G):Z.type===Bend.DOWN&&Q(Z.x+J,B.y,-1)}}class Vibrato extends Modifier{static get CATEGORY(){return"vibratos"}static format(B,D,F){if(!B||B.length===0)return!1;let G=D.top_text_line,W=0,q=D.right_shift-7;const U=F.getModifiers(Bend.CATEGORY);U&&U.length>0&&G--;for(let Y=0;Y<B.length;++Y){const Q=B[Y];Q.setXShift(q),Q.setTextLine(G),W+=Q.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 F=this.note.getModifierStartXY(Modifier.Position.RIGHT,this.index).x+this.x_shift,G=this.note.getYForTopText(this.text_line)+2;Vibrato.renderVibrato(B,F,G,this.render_options)}static renderVibrato(B,D,F,G){const{harsh:W,vibrato_width:q,wave_width:U,wave_girth:Y,wave_height:Q}=G,K=q/U;B.beginPath();let Z;if(W){for(B.moveTo(D,F+Y+1),Z=0;Z<K/2;++Z)B.lineTo(D+U,F-Q/2),D+=U,B.lineTo(D+U,F+Q/2),D+=U;for(Z=0;Z<K/2;++Z)B.lineTo(D-U,F-Q/2+Y+1),D-=U,B.lineTo(D-U,F+Q/2+Y+1),D-=U;B.fill()}else{for(B.moveTo(D,F+Y),Z=0;Z<K/2;++Z)B.quadraticCurveTo(D+U/2,F-Q/2,D+U,F),D+=U,B.quadraticCurveTo(D+U/2,F+Q/2,D+U,F),D+=U;for(Z=0;Z<K/2;++Z)B.quadraticCurveTo(D-U/2,F+Q/2+Y,D-U,F+Y),D-=U,B.quadraticCurveTo(D-U/2,F-Q/2+Y,D-U,F+Y),D-=U;B.fill()}}}function L$b(...R){ModifierContext.DEBUG&&Vex.L("Vex.Flow.ModifierContext",R)}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(...R){Formatter.DEBUG&&Vex.L("Vex.Flow.Formatter",R)}function getNext(R,B){var F,G;const D=R[B+1];return D&&((F=D==null?void 0:D.keys)==null?void 0:F.includes("b/4"))||((G=D==null?void 0:D.keys)==null?void 0:G.includes("r/4"))?getNext(R,B+1):D}function createContexts(R,B,D){if(!R||!R.length)throw new Vex.RERR("BadArgument","No voices to format");const F=R[0].getTotalTicks(),G=R.reduce((Y,Q)=>{if(!Q.getTotalTicks().equals(F))throw new Vex.RERR("TickMismatch","Voices should have same total note duration in ticks.");if(Q.getMode()===Voice$1.Mode.STRICT&&!Q.isComplete())throw new Vex.RERR("IncompleteVoice","Voice does not have enough notes.");return Math.max(Y,Fraction.LCM(Y,Q.getResolutionMultiplier()))},1),W={},q=[],U=[];return R.forEach(Y=>{const Q=new Fraction(0,G);Y.getTickables().forEach(K=>{const Z=Q.numerator;if(!W[Z]){const J=new B;U.push(J),W[Z]=J}D(K,W[Z]),q.push(Z),Q.add(K.getTicks())})}),{map:W,array:U,list:Vex.SortAndUnique(q,(Y,Q)=>Y-Q,(Y,Q)=>Y===Q),resolutionMultiplier:G}}class Formatter{static SimpleFormat(B,D=0,{paddingBetween:F=10}={}){B.reduce((G,W)=>{W.addToModifierContext(new ModifierContext);const q=new TickContext().addTickable(W).preFormat(),U=q.getExtraPx();return q.setX(G+U.left),G+q.getWidth()+U.right+F},D)}static plotDebugging(B,D,F,G,W){const q=F+Note.STAVEPADDING,U=D.contextGaps;function Y(Q,K,Z){B.beginPath(),B.setStrokeStyle(Z),B.setFillStyle(Z),B.setLineWidth(1),B.fillRect(Q,G,K-Q,W-G)}B.save(),B.setFont("Arial",8,""),U.gaps.forEach(Q=>{Y(q+Q.x1,q+Q.x2,"#aaa"),B.fillText(Math.round(Q.x2-Q.x1),q+Q.x1,W+12)}),B.fillText(Math.round(U.total)+"px",q-20,W+12),B.setFillStyle("red"),B.fillText("Loss: "+D.lossHistory.map(Q=>Math.round(Q)),q-20,W+22),B.restore()}static FormatAndDraw(B,D,F,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(F),U=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),U.forEach(Y=>Y.setContext(B).draw()),q.getBoundingBox()}static FormatAndDrawTab(B,D,F,G,W,q,U){const Y={auto_beam:q,align_rests:!1};typeof U=="object"?Vex.Merge(Y,U):typeof U=="boolean"&&(Y.auto_beam=U);const Q=new Voice$1(Flow.TIME4_4).setMode(Voice$1.Mode.SOFT).addTickables(W),K=new Voice$1(Flow.TIME4_4).setMode(Voice$1.Mode.SOFT).addTickables(G),Z=Y.auto_beam?Beam$1.applyAndGetBeams(Q):[];new Formatter().joinVoices([Q],{align_rests:Y.align_rests}).joinVoices([K]).formatToStave([Q,K],F,{align_rests:Y.align_rests}),Q.draw(B,F),K.draw(B,D),Z.forEach(J=>J.setContext(B).draw()),new StaveConnector(F,D).setContext(B).draw()}static AlignRestsToNotes(B,D,F){return B.forEach((G,W)=>{if(G instanceof StaveNote&&G.isRest()){if(G.tuplet&&!F)return;if(["va5","v3c"].includes(G.glyph.code_head)){const q=G.glyph.code_head==="va5"?10:14,U=B[W-1],Y=getNext(B,W);let Q=!1;if(U&&Y&&U.beam&&Y.beam&&(Q=U.beam.notes.includes(Y)),Q){G.setKeyLine(0,3);let K=[...U.beam.notes,...Y.beam.notes];G.beam&&G.beam.notes&&K.push(...G.beam.notes),K=Array.from(new Set(K));for(let Z=0;Z<K.length;Z+=1){const J=K[Z].getKeyProps()[0].line,te=K[Z].stem;if(te)if(te.stem_direction>0){const ie=J<1.5?Math.abs(J-1.5)*q:0;te.setResetHeight(ie)}else{const ie=J>4.5?Math.abs(J-4.5)*q:0;te.setResetHeight(ie)}}}}}}),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(F=>Formatter.AlignRestsToNotes(F.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:F}=this.tickContexts;return this.minTotalWidth=D.map(G=>{const W=F[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,(F,G)=>F.addToModifierContext(G));return this.modiferContexts=D,D}createTickContexts(B){const D=createContexts(B,TickContext,(F,G)=>G.addTickable(F));return D.array.forEach(F=>{F.tContexts=D.array}),this.totalTicks=B[0].getTicksUsed().clone(),this.tickContexts=D,D}preFormat(B=0,D,F,G){const W=this.tickContexts,{list:q,map:U,resolutionMultiplier:Y}=W;F&&G&&F.forEach(se=>se.setStave(G).preFormat());let Q=0,K=0;const Z=B/2;if(this.minTotalWidth=0,q.forEach(se=>{const re=U[se];D&&re.setContext(D),re.preFormat();const ae=re.getWidth();this.minTotalWidth+=ae;const le=re.getMetrics();Q=Q+K+le.extraLeftPx,re.setX(Q),K=ae-le.extraLeftPx}),this.minTotalWidth=Q+K,this.hasMinTotalWidth=!0,B<=0)return;const te=(B-this.minTotalWidth)/(this.totalTicks.value()*Y);let ie=0;q.forEach((se,re)=>{const ae=q[re-1]||0,le=U[se];ie+=(se-ae)*te,le.setX(le.getX()+ie),le.getCenterAlignedTickables().forEach(fe=>{fe.center_x_shift=Z-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 U=this.tickContexts.list[q-1],Y=this.tickContexts.map[U],Q=this.tickContexts.map[W],K=Y.getMetrics(),Z=Y.getX()+K.width,J=Q.getX(),te=J-Z;this.contextGaps.total+=te,this.contextGaps.gaps.push({x1:Z,x2:J}),Q.getFormatterMetrics().freedom.left=te,Y.getFormatterMetrics().freedom.right=te});const D=this.durationStats={};function F(W,q){const U=D[W];U===void 0?D[W]={mean:q,count:1}:(U.count+=1,U.mean=(U.mean+q)/2)}this.voices.forEach(W=>{W.getTickables().forEach((q,U,Y)=>{const Q=q.getTicks().clone().simplify().toString(),K=q.getMetrics(),Z=q.getFormatterMetrics(),J=q.getX()+K.noteWidth+K.modRightPx+K.extraRightPx;let te=0;if(U<Y.length-1){const ie=Y[U+1],se=ie.getMetrics();te=ie.getX()-se.modLeftPx-se.extraLeftPx-J,Z.space.used=ie.getX()-q.getX(),ie.getFormatterMetrics().freedom.left=te}else te=B-J,Z.space.used=B-q.getX();Z.freedom.right=te,F(Q,Z.space.used)})});let G=0;return this.voices.forEach(W=>{W.getTickables().forEach(q=>{const U=q.getTicks().clone().simplify().toString(),Y=q.getFormatterMetrics();Y.iterations+=1,Y.space.deviation=Y.space.used-D[U].mean,Y.duration=U,Y.space.mean=D[U].mean,G+=Math.pow(D[U].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,U){G.setX(G.getX()+U),G.getFormatterMetrics().freedom.left+=U,G.getFormatterMetrics().freedom.right-=U,W&&(W.getFormatterMetrics().freedom.right+=U),q&&(q.getFormatterMetrics().freedom.left-=U)}let F=0;return this.tickContexts.list.forEach((G,W,q)=>{const U=this.tickContexts.map[G],Y=W>0?this.tickContexts.map[q[W-1]]:null,Q=W<q.length-1?this.tickContexts.map[q[W+1]]:null;D(U,Y,Q,F);const K=-B(U.getTickables().map(J=>J.getFormatterMetrics().space.deviation));K>0?F=-Math.min(U.getFormatterMetrics().freedom.right,Math.abs(K)):K<0&&(Q?F=Math.min(Q.getFormatterMetrics().freedom.right,Math.abs(K)):F=0);const Z=Math.min(5,Math.abs(F));F=F>0?Z:-Z}),this.evaluate()}postFormat(){const B=D=>D.list.forEach(F=>D.map[F].postFormat());return B(this.modiferContexts),B(this.tickContexts),this}joinVoices(B){return this.createModifierContexts(B),this.hasMinTotalWidth=!1,this}format(B,D,F){const G={align_rests:!1,context:null,stave:null};return Vex.Merge(G,F),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,F){const G=D.getNoteEndX()-D.getNoteStartX()-10;L$a("Formatting voices to width: ",G);const W={context:D.getContext()};return Vex.Merge(W,F),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,F){B.setYShift(D.getYForLine(F)-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,F){B.checkContext();const G=B.getTopLineTopY(),W=B.getBottomLineBottomY();F&&B.context.fillRect(D-3,G,1,W-G),B.context.fillRect(D,G,1,W-G)}drawVerticalEndBar(B,D){B.checkContext();const F=B.getTopLineTopY(),G=B.getBottomLineBottomY();B.context.fillRect(D-5,F,1,G-F),B.context.fillRect(D-2,F,3,G-F)}drawRepeatBar(B,D,F){B.checkContext();const G=B.getTopLineTopY(),W=B.getBottomLineBottomY();let q=3;F||(q=-5),B.context.fillRect(D+q,G,1,W-G),B.context.fillRect(D-2,G,3,W-G);const U=2;F?q+=4:q-=4;const Y=D+q+U/2;let Q=(B.getNumLines()-1)*B.getSpacingBetweenLines();Q=Q/2-B.getSpacingBetweenLines()/2;let K=G+Q+U/2;B.context.beginPath(),B.context.arc(Y,K,U,0,Math.PI*2,!1),B.context.fill(),K+=B.getSpacingBetweenLines(),B.context.beginPath(),B.context.arc(Y,K,U,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,F){super(),this.setAttribute("type","Repetition"),this.symbol_type=B,this.x=D,this.x_shift=0,this.y_shift=F,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 F=B.getYForTopText(B.options.num_lines)+this.y_shift;return Glyph.renderGlyph(B.context,this.x+D+this.x_shift,F+25,40,"v4d",!0),this}drawSignoFixed(B,D){const F=B.getYForTopText(B.options.num_lines)+this.y_shift;return Glyph.renderGlyph(B.context,this.x+D+this.x_shift,F+25,30,"v8c",!0),this}drawSymbolText(B,D,F,G){const W=B.checkContext();W.save(),W.setFont(this.font.family,this.font.size,this.font.weight);let q=0+this.x_shift,U=D+this.x_shift;this.symbol_type===Repetition$1.type.CODA_LEFT?(q=this.x+B.options.vertical_bar_width,U=q+W.measureText(F).width+12):(this.x_shift=-(q+W.measureText(F).width+12+B.options.vertical_bar_width+12),q=this.x+this.x_shift+B.options.vertical_bar_width,U=q+W.measureText(F).width+12);const Y=B.getYForTopText(B.options.num_lines)+this.y_shift+25;return G&&Glyph.renderGlyph(W,U,Y,40,"v4d",!0),W.fillText(F,q,Y+5),W.restore(),this}}class StaveSection extends StaveModifier{static get CATEGORY(){return"stavesection"}constructor(B,D,F){super(),this.setAttribute("type","StaveSection"),this.setWidth(16),this.section=B,this.x=D,this.shift_x=0,this.shift_y=F,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 F=B.checkContext();this.setRendered(),F.save(),F.lineWidth=2,F.setFont(this.font.family,this.font.size,this.font.weight);const G=F.measureText(""+this.section),W=G.width,q=G.height;let U=W+6;U<18&&(U=18);const Y=q,Q=B.getYForTopText(3)+this.shift_y;let K=this.x+D;return F.beginPath(),F.lineWidth=2,F.rect(K,Q+q/4,U,Y),F.stroke(),K+=(U-W)/2,F.fillText(""+this.section,K,Q+16),F.restore(),this}}class StaveTempo extends StaveModifier{static get CATEGORY(){return"stavetempo"}constructor(B,D,F){super(),this.setAttribute("type","StaveTempo"),this.tempo=B,this.position=Modifier.Position.ABOVE,this.x=D,this.shift_x=10,this.shift_y=F,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 F=B.checkContext();this.setRendered();const G=this.render_options,W=G.glyph_font_scale/38,q=this.tempo.name,U=this.tempo.duration,Y=this.tempo.dots,Q=this.tempo.bpm,K=this.font;let Z=this.x+this.shift_x+D;const J=B.getYForTopText(1)+this.shift_y;if(F.save(),F.openGroup("stavetempo",null,{}),q&&(F.setFont(K.family,K.size,K.weight),F.fillText(q,Z,J),Z+=F.measureText(q).width),U&&Q){F.setFont(K.family,K.size,"normal"),q&&(Z+=F.measureText(" ").width,F.fillText("(",Z,J),Z+=F.measureText("(").width);const te=Flow.getGlyphProps(U);if(Z+=3*W,Glyph.renderGlyph(F,Z,J,G.glyph_font_scale,te.code_head),Z+=te.getWidth()*W,te.stem){let ie=30;te.beam_count&&(ie+=3*(te.beam_count-1)),ie*=W;const se=J-ie;F.fillRect(Z-W,se,W,ie),te.flag&&(Glyph.renderGlyph(F,Z,se,G.glyph_font_scale,te.code_flag_upstem),Y||(Z+=6*W))}for(let ie=0;ie<Y;ie++)Z+=6*W,F.beginPath(),F.arc(Z,J+2*W,2*W,0,Math.PI*2,!1),F.fill();F.fillText(" = "+Q+(q?")":""),Z+3*W,J)}return F.closeGroup(),F.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 F;if(this.glyph)F=this.stave.getYForLine(this.line+-3),this.glyph.render(this.context,D+this.glyph_struct.x_shift,F+this.glyph_struct.y_shift);else{F=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,F);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,F-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,F+G/2.2-1)),this.restoreStyle(B)}}}class StaveText extends StaveModifier{static get CATEGORY(){return"stavetext"}constructor(B,D,F){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,F),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 F=D.measureText(""+this.text).width;let G,W;const q=StaveModifier.Position,U=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()-F-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===U.CENTER?G+=B.getWidth()/2-F/2:this.options.justification===U.RIGHT&&(G+=B.getWidth()-F),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(...R){Clef.DEBUG&&Vex.L("Vex.Flow.Clef",R)}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,F){super(),this.setAttribute("type","Clef"),this.setPosition(StaveModifier.Position.BEGIN),this.setType(B,D,F),this.setWidth(Clef.sizes[this.size].width),L$9("Creating clef:",B)}getCategory(){return Clef.CATEGORY}setType(B,D,F){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),F!==void 0){const G=Clef.annotations[F];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,F;const G=this.stave.getOptions().num_lines;switch(G){case 8:D=55,F=14;break;case 7:D=47,F=8;break;case 6:D=40,F=1;break;case 5:D=30,F=-6;break;case 4:D=23,F=-12;break;default:throw new Vex.RERR("ClefError",`Invalid number of lines: ${G}`)}return this.glyph.setPoint(D),this.glyph.setYShift(F),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,F){super(),this.setAttribute("type","KeySignature"),this.setKeySig(B,D,F),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 F=Flow.accidentalCodes(B.type),G=new Glyph(F.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],U=G.getMetrics().width+W;this.xPositions.push(q+U),this.width+=U}cancelKey(B){return this.formatted=!1,this.cancelKeySpec=B,this}convertToCancelAccList(B){const D=Flow.keySignature(B),F=this.accList.length>0&&D.length>0&&D[0].type!==this.accList[0].type,G=F?D.length:D.length-this.accList.length;if(G<1)return;const W=[];for(let q=0;q<G;q++){let U=q;F||(U=D.length-G+q);const Y=D[U];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,F=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<F.length;++q)F[q].line=W[q];else if(G!==0)for(q=0;q<F.length;++q)F[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,F){return this.formatted=!1,this.keySpec=B,this.cancelKeySpec=D,this.alterKeySpec=F,this}alterKey(B){return this.formatted=!1,this.alterKeySpec=B,this}convertToAlterAccList(B){const D=Math.min(B.length,this.accList.length);for(let F=0;F<D;++F)B[F]&&(this.accList[F].type=B[F])}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 F;if(this.cancelKeySpec&&(F=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;F&&this.convertAccLines(G,F.type,F.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],F=this.x+this.xPositions[B];D.setStave(this.stave),D.setContext(this.stave.context),D.renderToStave(F)}this.stave.context.closeGroup()}}}const assertIsValidFraction=R=>{const B=R.split("/").filter(D=>D!=="");if(B.length!==2)throw new Vex.RERR("BadTimeSignature",`Invalid time spec: ${R}. Must be in the form "<numerator>/<denominator>"`);B.forEach(D=>{if(isNaN(Number(D)))throw new Vex.RERR("BadTimeSignature",`Invalid time spec: ${R}. 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,F=!0){if(super(),this.setAttribute("type","TimeSignature"),this.validate_args=F,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,F]=B.split("/").map(G=>G.split(""));return{num:!0,glyph:this.makeTimeSignatureGlyph(D,F)}}makeTimeSignatureGlyph(B,D){const F=new Glyph("v0",this.point);F.topGlyphs=[],F.botGlyphs=[];let G=0;for(let Z=0;Z<B.length;++Z){const J=B[Z],te=new Glyph("v"+J,this.point);F.topGlyphs.push(te),G+=te.getMetrics().width}let W=0;for(let Z=0;Z<D.length;++Z){const J=D[Z],te=new Glyph("v"+J,this.point);F.botGlyphs.push(te),W+=te.getMetrics().width}const q=G>W?G:W,U=F.getMetrics().x_min;F.getMetrics=()=>({x_min:U,x_max:U+q,width:q});const Y=(q-G)/2,Q=(q-W)/2,K=this;return F.renderToStave=function(J){let te=J+Y;for(let ie=0;ie<this.topGlyphs.length;++ie){const se=this.topGlyphs[ie];Glyph.renderOutline(this.context,se.metrics.outline,se.scale,te+se.x_shift,this.stave.getYForLine(K.topLine)),te+=se.getMetrics().width}te=J+Q;for(let ie=0;ie<this.botGlyphs.length;++ie){const se=this.botGlyphs[ie];K.placeGlyphOnLine(se,this.stave,se.line),Glyph.renderOutline(this.context,se.metrics.outline,se.scale,te+se.x_shift,this.stave.getYForLine(K.bottomLine)),te+=se.getMetrics().width}},F}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,F,G){super(),this.setAttribute("type","Volta"),this.volta=B,this.x=F,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 F=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:F.fillRect(this.x+D,W,1,q);break;case Volta.type.END:G-=5,F.fillRect(this.x+D+G,W,1,q);break;case Volta.type.BEGIN_END:G-=3,F.fillRect(this.x+D,W,1,q),F.fillRect(this.x+D+G,W,1,q);break}return(this.volta===Volta.type.BEGIN||this.volta===Volta.type.BEGIN_END)&&(F.save(),F.setFont(this.font.family,this.font.size,this.font.weight),F.fillText(this.number,this.x+D+5,W+15),F.restore()),F.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,F,G){super(),this.setAttribute("type","Stave"),this.x=B,this.y=D,this.width=F,this.formatted=!1,this.setStartX(B+5),this.end_x=B+F,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 F=0;F<this.modifiers.length;F++){const G=this.modifiers[F];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 F=this.modifiers[0];return F.getType()===Barline.type.REPEAT_BEGIN&&D>F.getWidth()&&(D-=F.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,F){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:F,x:this.x};else if(B===4){let G=this.MeasureNumber-volta.MeasureNumber,W=Math.max(volta.y,F);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,F));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,F=0,G=12){const W=new StaveSection(B,this.x+F,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,F){let G=new StaveText(B,D,F);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,F=D.spacing_between_lines_px,G=D.space_above_staff_ln;return this.y+B*F+G*F}getLineForY(B){const D=this.options,F=D.spacing_between_lines_px,G=D.space_above_staff_ln;return(B-this.y)/F-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,F=D.spacing_between_lines_px,G=D.space_above_staff_ln;return this.y+G*F+5*F-B*F}getYForGlyphs(){return this.getYForLine(3)}addModifier(B,D,F){return D!==void 0&&B.setPosition(D),F&&(this.timeSignature.numerator=F.numerator,this.timeSignature.denominator=F.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:F,NONE:G}=Barline.type;return(B===D||B===F||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,F,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,F,G):W[0].setType(B,D,F),this}setEndClef(B,D,F){return this.setClef(B,D,F,StaveModifier.Position.END),this}setKeySignature(B,D,F){this.options.keySignature=B,F===void 0&&(F=StaveModifier.Position.BEGIN);const G=this.getModifiers(F,KeySignature.CATEGORY);return G.length===0?this.options.DYMusicScoreType!=="jianpu"&&this.addKeySignature(B,D,F):G[0].setKeySig(B,D),this}setEndKeySignature(B,D){return this.setKeySignature(B,D,StaveModifier.Position.END),this}setTimeSignature(B,D,F){F===void 0&&(F=StaveModifier.Position.BEGIN);const G=this.getModifiers(F,TimeSignature.CATEGORY);return G.length===0?this.addTimeSignature(B,D,F):G[0].setTimeSig(B),this}setEndTimeSignature(B,D){return this.setTimeSignature(B,D,StaveModifier.Position.END),this}addKeySignature(B,D,F){return F===void 0&&(F=StaveModifier.Position.BEGIN),this.addModifier(new KeySignature(B,D).setPosition(F),F),this}addClef(B,D,F,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,F),G),this}addEndClef(B,D,F){return this.addClef(B,D,F,StaveModifier.Position.END),this}addTimeSignature(B,D,F){return this.addModifier(new TimeSignature(B,D),F),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(F=>(B===void 0||B===F.getPosition())&&(D===void 0||D===F.getCategory()))}sortByCategory(B,D){for(let F=B.length-1;F>=0;F--)for(let G=0;G<F;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],F=this.getModifiers(StaveModifier.Position.BEGIN),G=this.getModifiers(StaveModifier.Position.END);this.sortByCategory(F,{barlines:0,clefs:1,keysignatures:2,timesignatures:3}),this.sortByCategory(G,{timesignatures:0,keysignatures:1,barlines:2,clefs:3}),F.length>1&&B.getType()===Barline.type.REPEAT_BEGIN&&(F.push(F.splice(0,1)[0]),F.splice(0,0,new Barline(Barline.type.SINGLE))),G.indexOf(D)>0&&G.splice(0,0,new Barline(Barline.type.NONE));let W,q,U,Y=0,Q=this.x;for(let J=0;J<F.length;J++)U=F[J],q=U.getPadding(J+Y),W=U.getWidth(),isNaN(W)&&(U.setWidth(10),W=10),Q+=q,U.setX(Q),Q+=W,q+W===0&&Y--;this.setStartX(Q),Q=this.x+this.width;const K={left:0,right:0,paddingRight:0,paddingLeft:0};let Z=0;for(let J=0;J<G.length;J++){U=G[J],Z=U.getCategory()==="barlines"?J:Z,K.right=0,K.left=0,K.paddingRight=0,K.paddingLeft=0;const te=U.getLayoutMetrics();te?(J!==0&&(K.right=te.xMax||0,K.paddingRight=te.paddingRight||0),K.left=-te.xMin||0,K.paddingLeft=te.paddingLeft||0,J===G.length-1&&(K.paddingLeft=0)):(K.paddingRight=U.getPadding(J-Z)||0,J!==0&&(K.right=U.getWidth()||0),J===0&&(K.left=U.getWidth()||0)),Q-=K.paddingRight,Q-=K.right,U.setX(Q),Q-=K.left,Q-=K.paddingLeft}this.end_x=G.length===1?this.x+this.width:Q,this.formatted=!0}draw(){this.checkContext(),this.setRendered(),this.formatted||this.format();const B=this.options.num_lines,D=this.width,F=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((U,Y)=>{q.includes(Y)?U.visible=!0:U.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(F,G),this.context.lineTo(F+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 U=!1;["StaveSection","Repetition","Volta"].includes(this.modifiers[q].attrs.type)&&(U=!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)),U&&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(),F=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-F+5;G.forEach(U=>{const Y=U.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-F+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 F=this.getYForLine(0),G=this.getYForLine(this.options.num_lines-1);D&&this.context.fillRect(B-3,F,1,G-F+1),this.context.fillRect(B,F,1,G-F+1)}drawVerticalBar(B){this.drawVerticalBarFixed(this.x+B,!1)}drawVerticalBarFixed(B){this.checkContext();const D=this.getYForLine(0),F=this.getYForLine(this.options.num_lines-1);this.context.fillRect(B,D,1,F-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,F,G){const W={spacing_between_lines_px:13,num_lines:6,top_text_position:1};Vex.Merge(W,G),super(B,D,F,W),this.setAttribute("type","TabStave")}getYForGlyphs(){return this.getYForLine(2.5)}addTabGlyph(){return this.addClef("tab"),this}}function getUnusedStringGroups(R,B){const D=[];let F=[];for(let G=1;G<=R;G++)B.indexOf(G)>-1?(D.push(F),F=[]):F.push(G);return F.length>0&&D.push(F),D}function getPartialStemLines(R,B,D,F){const G=F!==1,W=F!==-1,q=D.getSpacingBetweenLines(),U=D.getNumLines(),Y=[];return B.forEach(Q=>{const K=Q.indexOf(U)>-1,Z=Q.indexOf(1)>-1;if(G&&Z||W&&K)return;Q.length===1&&Q.push(Q[0]);const J=[];Q.forEach((te,ie,se)=>{const re=te===1,ae=te===U;let le=D.getYForLine(te-1);ie===0&&!re?le-=q/2-1:ie===se.length-1&&!ae&&(le+=q/2-1),J.push(le),F===1&&re?J.push(R-2):F===-1&&ae&&J.push(R+2)}),Y.push(J.sort((te,ie)=>te-ie))}),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 F=Flow.tabToGlyph(D,this.render_options.scale);this.glyphs.push(F),this.width=Math.max(F.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 F=this.positions.map(({str:G})=>B.getYForLine(G-1));return this.setYs(F),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 F=0;return B===Modifier.Position.LEFT?F=-1*2:B===Modifier.Position.RIGHT?F=this.width+2:(B===Modifier.Position.BELOW||B===Modifier.Position.ABOVE)&&(F=this.glyph.getWidth()/2),{x:this.getAbsoluteX()+F,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,F=B-.5,G=Stem.UP===this.stem_direction?D:F;return this.stave.getYForLine(G)}getStemExtents(){return this.stem.getExtents()}drawFlag(){const{beam:B,glyph:D,context:F,stem:G,stem_direction:W,render_options:{draw_stem:q,glyph_font_scale:U}}=this,Y=B==null&&q;if(D.flag&&Y){const Q=this.getStemX()+1,K=this.getStemY()-G.getHeight(),Z=W===Stem.DOWN?D.code_flag_downstem:D.code_flag_upstem;Glyph.renderGlyph(F,Q,K,U,Z)}}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(),F=this.context,G=this.render_options.draw_stem_through_stave;if(this.render_options.draw_stem&&G){const q=this.stave.getNumLines(),U=this.positions.map(K=>K.str),Y=getUnusedStringGroups(q,U),Q=getPartialStemLines(D,Y,this.getStave(),this.getStemDirection());F.save(),F.setLineWidth(Stem.WIDTH),Q.forEach(K=>{K.length!==0&&(F.beginPath(),F.moveTo(B,K[0]),F.lineTo(B,K[K.length-1]),F.stroke(),F.closePath())}),F.restore()}}drawPositions(){const B=this.context,D=this.getAbsoluteX(),F=this.ys;for(let G=0;G<this.positions.length;++G){const W=F[G]+this.render_options.y_shift,q=this.glyphs[G],U=this.glyph.getWidth(),Y=D+U/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 Q=q.text.toString();B.fillText(Q,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(...R){VibratoBracket.DEBUG&&Vex.L("Vex.Flow.VibratoBracket",R)}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 F=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}F=this.start.getNoteHeadBeginX?this.start.getNoteHeadBeginX():this.start.getAbsoluteX(),F+=W}else F=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-F,L$8("Rendering VibratoBracket: start_x:",F,"stop_x:",G,"y:",D),Vibrato.renderVibrato(B,F,D,this.render_options)}}let semibrave_rest;function get_semibrave_rest(){if(!semibrave_rest){const R=new NoteHead({duration:"w",note_type:"r"});semibrave_rest={glyph_font_scale:R.render_options.glyph_font_scale,glyph_code:R.glyph_code,width:R.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,F,G){const W=this.stave.getYForLine(this.render_options.line),q=(F-D)*.1;D+=q,F-=q;const U={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+U.thickness,W-G),B.lineTo(D+U.thickness,W-Y),B.lineTo(F-U.thickness,W-Y),B.lineTo(F-U.thickness,W-G),B.lineTo(F,W-G),B.lineTo(F,W+G),B.lineTo(F-U.thickness,W+G),B.lineTo(F-U.thickness,W+Y),B.lineTo(D+U.thickness,W+Y),B.lineTo(D+U.thickness,W+G),B.lineTo(D,W+G),B.closePath(),B.fill()}drawSymbols(B,D,F,G){const W=Math.floor(this.number_of_measures/4),q=this.number_of_measures%4,U=Math.floor(q/2),Y=q%2,Q=get_semibrave_rest(),K=Q.width*(this.render_options.semibrave_rest_glyph_scale/Q.glyph_font_scale),Z={2:{width:K*.5,height:G},1:{width:K}};let J=K*1.35;isNaN(this.render_options.symbol_spacing)||(J=this.render_options.symbol_spacing);const te=W*Z[2].width+U*Z[2].width+Y*Z[1].width+(W+U+Y-1)*J;let ie=D+(F-D)*.5-te*.5;const se=this.stave.getYForLine(this.render_options.line-1),re=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(ie,re-Z[2].height,Z[2].width,Z[2].height),B.fillRect(ie,ae-Z[2].height,Z[2].width,Z[2].height),ie+=Z[2].width+J;for(let le=0;le<U;++le)B.fillRect(ie,re-Z[2].height,Z[2].width,Z[2].height),ie+=Z[2].width+J;for(let le=0;le<Y;++le)Glyph.renderGlyph(B,ie,se,this.render_options.semibrave_rest_glyph_scale,Q.glyph_code),ie+=Z[1].width+J;B.restore()}draw(){this.checkContext(),this.setRendered();const B=this.context,D=this.stave,F=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,F):this.drawLine(B,G,W,F),this.render_options.show_number){const U="/"+this.number_of_measures,Y=new TimeSignature(null,void 0,!1);Y.point=this.render_options.number_glyph_point,Y.setTimeSig(U),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,F){super({duration:"b"}),this.setAttribute("type","ClefNote"),this.setType(B,D,F),this.ignore_ticks=!0}setType(B,D,F){return this.type=B,this.clef_obj=new Clef(B,D,F),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,F){super({duration:"b"}),this.setAttribute("type","KeySigNote"),this.keySignature=new KeySignature(B,D,F),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 F=new TimeSignature(B,D);this.timeSig=F.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 F=B.first_note.getPositions()[0].fret,G=B.last_note.getPositions()[0].fret;D=parseInt(F,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,F=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 U=0;U<this.first_indices.length;++U){const Y=G[this.first_indices[U]]+this.render_options.y_shift;if(isNaN(Y))throw new Vex.RERR("BadArguments","Bad indices for slide rendering.");D.beginPath(),D.moveTo(F,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 F=this.getStaveNoteScale();D=(Stem.HEIGHT+D)*F-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(),F=D/.66;let G;const W=this.beam;if(W)W.postFormatted||W.postFormat(),G=this.calcBeamedNotesSlashBBox(8*F,8*F,{stem:6*F,beam:5*F});else{const U=this.getStemDirection(),Y=this.getNoteHeadBounds(),Q=B.getHeight();let K=this.getAbsoluteX(),Z=U===Flow.Stem.DOWN?Y.y_top-Q:Y.y_bottom-Q;const J=U===Flow.Stem.DOWN?this.glyph.stem_down_extension:this.glyph.stem_up_extension;let te=Flow.STEM_HEIGHT;te-=te/2.8,te+=J,Z+=te*D*U;const ie=U===Flow.Stem.UP?{x1:1,y1:0,x2:13,y2:-9}:{x1:-4,y1:1,x2:13,y2:9};K+=ie.x1*F,Z+=ie.y1*F,G={x1:K,y1:Z,x2:K+ie.x2*F,y2:Z+ie.y2*F}}const q=this.context;q.save(),q.setLineWidth(1*F),q.beginPath(),q.moveTo(G.x1,G.y1),q.lineTo(G.x2,G.y2),q.closePath(),q.stroke(),q.restore()}}calcBeamedNotesSlashBBox(B,D,F){const G=this.beam,W=G.slope,U=G.notes[G.notes.length-1]===this?-1:1,Y=Math.atan(W*U),Q={dx:Math.cos(Y)*D,dy:Math.sin(Y)*D};B*=this.getStemDirection();const K=Math.atan((Q.dy-B)/Q.dx),Z=Math.cos(K)*F.stem*U,J=Math.sin(K)*F.stem,te=Math.cos(K)*F.beam*U,ie=Math.sin(K)*F.beam,se=this.getStemX(),re=G.notes[0].getStemX(),ae=this.beam.getBeamYToDraw()+(se-re)*W;return{x1:se-Z,y1:ae+B-J,x2:se+Q.dx*U+te,y2:ae+Q.dy+ie}}}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 F=0;F<this.numStrings;++F)this.tuningValues[F]=this.noteToInteger(D[F])}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 F=this.getValueForString(D),G=parseInt(B,10);if(G<0)throw new Vex.RERR("BadArguments","Fret number must be 0 or higher: "+B);return F+G}getNoteForFret(B,D){const F=this.getValueForFret(B,D),G=Math.floor(F/12),W=F%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 F=0;F<Music.roots.length;++F){const G=(D+F)%Music.roots.length,W=Music.roots[G],q=this.music.getRelativeNoteName(W,this.scale[F]);this.scaleMap[W]=q,this.scaleMapByValue[this.scale[F]]=q,this.originalScaleMapByValue[this.scale[F]]=q}return this}getAccidental(B){const D=this.music.getKeyParts(B).root,F=this.music.getNoteParts(this.scaleMap[D]);return{note:this.scaleMap[D],accidental:F.accidental}}selectNote(B){B=B.toLowerCase();const D=this.music.getNoteParts(B),F=this.scaleMap[D.root],G=this.music.getNoteParts(F);if(F===B)return{note:F,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(F)],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,F,G,W,q){const U=D.pixelsPerTick;if(U==null)throw new Vex.RuntimeError("BadArguments","A valid Formatter must be provide to draw offsets by ticks.");const Y=U*q.left_shift_ticks,Q=U*q.right_shift_ticks,K={height:q.height,y_shift:q.y_shift,left_shift_px:Y,right_shift_px:Q};new StaveHairpin({first_note:F.first_note,last_note:F.last_note},G).setContext(B).setRenderOptions(K).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 F=this.render_options.y_shift+20,G=B.first_y;this.position===Modifier.Position.ABOVE&&(F=-F+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+F),D.lineTo(B.first_x+W,G+this.render_options.height/2+F),D.lineTo(B.last_x+q,G+this.render_options.height+F);break;case StaveHairpin.type.DECRESC:D.moveTo(B.first_x+W,G+F),D.lineTo(B.last_x+q,G+this.render_options.height/2+F),D.lineTo(B.first_x+W,G+this.render_options.height+F);break}D.stroke(),D.closePath()}draw(){this.checkContext(),this.setRendered();const B=this.first_note,D=this.last_note,F=B.getModifierStartXY(this.position,0),G=D.getModifierStartXY(this.position,0);return this.renderHairpin({first_x:F.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,F){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,F),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,F=this.render_options.cps,G=this.render_options.x_shift,W=this.render_options.y_shift*B.direction,q=B.first_x+G,U=B.first_y+W,Y=B.last_x-G,Q=B.last_y+W,K=this.render_options.thickness,Z=(Y-q)/(F.length+2);D.beginPath(),D.moveTo(q,U),D.bezierCurveTo(q+Z+F[0].x,U+F[0].y*B.direction,Y-Z+F[1].x,Q+F[1].y*B.direction,Y,Q),D.bezierCurveTo(Y-Z+F[1].x,Q+(F[1].y+K)*B.direction,q+Z+F[0].x,U+(F[0].y+K)*B.direction,q,U),D.stroke(),D.closePath(),D.fill()}draw(){this.checkContext(),this.setRendered();const B=this.from,D=this.to;let F,G,W,q,U,Y="baseY",Q="baseY";function K(te){return typeof te=="string"?Curve.PositionString[te]:te}const Z=K(this.render_options.position),J=K(this.render_options.position_end);return Z===Curve.Position.NEAR_TOP&&(Y="topY",Q="topY"),J===Curve.Position.NEAR_HEAD?Q="baseY":J===Curve.Position.NEAR_TOP&&(Q="topY"),B?(F=B.getTieRightX(),U=B.getStemDirection(),W=B.getStemExtents()[Y]):(F=D.getStave().getTieStartX(),W=D.getStemExtents()[Y]),D?(G=D.getTieLeftX(),U=D.getStemDirection(),q=D.getStemExtents()[Q]):(G=B.getStave().getTieEndX(),q=B.getStemExtents()[Q]),this.renderCurve({first_x:F,last_x:G,first_y:W,last_y:q,direction:U*(this.render_options.invert===!0?-1:1)}),!0}}function L$7(...R){TextDynamics.DEBUG&&Vex.L("Vex.Flow.TextDynamics",R)}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 F=TextDynamics.GLYPHS[D];if(!F)throw new Vex.RERR("Invalid dynamics character: "+D);const G=this.render_options.glyph_font_size,W=new Glyph(F.code,G);this.glyphs.push(W),B+=F.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 F=B;this.glyphs.forEach((G,W)=>{const q=this.sequence[W];G.render(this.context,F,D),F+=TextDynamics.GLYPHS[q].width})}}function drawArrowHead(R,B,D,F,G,W,q){R.beginPath(),R.moveTo(B,D),R.lineTo(F,G),R.lineTo(W,q),R.lineTo(B,D),R.closePath(),R.fill()}function drawArrowLine(R,B,D,F){const G=F.draw_start_arrow&&F.draw_end_arrow,W=B.x,q=B.y,U=D.x,Y=D.y,Q=Math.sqrt((U-W)*(U-W)+(Y-q)*(Y-q)),K=(Q-F.arrowhead_length/3)/Q;let Z,J,te,ie;F.draw_end_arrow||G?(Z=Math.round(W+(U-W)*K),J=Math.round(q+(Y-q)*K)):(Z=U,J=Y),F.draw_start_arrow||G?(te=W+(U-W)*(1-K),ie=q+(Y-q)*(1-K)):(te=W,ie=q),F.color&&(R.setStrokeStyle(F.color),R.setFillStyle(F.color)),R.beginPath(),R.moveTo(te,ie),R.lineTo(Z,J),R.stroke(),R.closePath();const se=Math.atan2(Y-q,U-W),re=Math.abs(F.arrowhead_length/Math.cos(F.arrowhead_angle));let ae,le,ce,fe,de,me;(F.draw_end_arrow||G)&&(ae=se+Math.PI+F.arrowhead_angle,ce=U+Math.cos(ae)*re,fe=Y+Math.sin(ae)*re,le=se+Math.PI-F.arrowhead_angle,de=U+Math.cos(le)*re,me=Y+Math.sin(le)*re,drawArrowHead(R,ce,fe,U,Y,de,me)),(F.draw_start_arrow||G)&&(ae=se+F.arrowhead_angle,ce=W+Math.cos(ae)*re,fe=q+Math.sin(ae)*re,le=se-F.arrowhead_angle,de=W+Math.cos(le)*re,me=q+Math.sin(le)*re,drawArrowHead(R,ce,fe,W,q,de,me))}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,F=this.last_note,G=this.render_options;B.save(),this.applyLineStyle();let W,q;this.first_indices.forEach((J,te)=>{const ie=this.last_indices[te];W=D.getModifierStartXY(2,J),q=F.getModifierStartXY(1,ie);const se=W.y>q.y;W.x+=D.getMetrics().modRightPx+G.padding_left,q.x-=F.getMetrics().modLeftPx+G.padding_right;const re=D.getGlyph().getWidth();D.getKeyProps()[J].displaced&&D.getStemDirection()===1&&(W.x+=re+G.padding_left),F.getKeyProps()[ie].displaced&&F.getStemDirection()===-1&&(q.x-=re+G.padding_right),W.y+=se?-3:1,q.y+=se?2:0,drawArrowLine(B,W,q,this.render_options)}),B.restore();const U=B.measureText(this.text).width,Y=G.text_justification;let Q=0;Y===StaveLine.TextJustification.LEFT?Q=W.x:Y===StaveLine.TextJustification.CENTER?Q=(q.x-W.x)/2+W.x-U/2:Y===StaveLine.TextJustification.RIGHT&&(Q=q.x-U);let K;const Z=G.text_position_vertical;return Z===StaveLine.TextVerticalPosition.TOP?K=D.getStave().getYForTopText():Z===StaveLine.TextVerticalPosition.BOTTOM&&(K=D.getStave().getYForBottomText(Flow.TEXT_HEIGHT_OFFSET_HACK)),B.save(),this.applyFontStyle(),B.fillText(this.text,Q,K),B.restore(),this}}function L$6(...R){PedalMarking.DEBUG&&Vex.L("Vex.Flow.PedalMarking",R)}function drawPedalGlyph(R,B,D,F,G){const W=PedalMarking.GLYPHS[R];new Glyph(W.code,G).render(B,D+W.x_shift,F+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 F=this.endStave.modifiers[D];F&&F.position===StaveModifier.Position.END&&F.width&&(this.endStaveAddedWidth+=F.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,F,G;const W=this;this.notes.forEach((q,U,Y)=>{D=!D;let Q=0;if(q?Q=q.getNoteHeadBeginX():Q=this.endStave.end_x+this.endStaveAddedWidth,this.EndsStave)D?this.ChangeBegin&&(Q=q.getAbsoluteX()):(q?this.ChangeEnd?Q=q.getAbsoluteX():Q=q.getStave().end_x+this.endStaveAddedWidth-W.render_options.text_margin_right:Q=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&&(Q=q.getAbsoluteX());else switch(W.style){case PedalMarking.Styles.BRACKET_OPEN_END:case PedalMarking.Styles.BRACKET_OPEN_BOTH:case PedalMarking.Styles.MIXED_OPEN_END:Q=q.getNoteHeadEndX();break;default:this.ChangeEnd?Q=q.getAbsoluteX():(Q=q.getNoteHeadBeginX()-W.render_options.text_margin_right,this.startMargin=-W.render_options.text_margin_right);break}let K=this.endStave;q&&(K=q.getStave());let Z=K.getYForBottomText(W.line+3);G&&G>Z&&(Z=G);const J=Y[U+1]===q,te=Y[U-1]===q;let ie=0;if(D)if(ie=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,Q-se/2,Z),ie=se/2+W.render_options.text_margin_right}else drawPedalGlyph("pedal_depress",B,Q,Z,W.render_options.glyph_point_size),ie=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(Q+ie,Z):(this.ChangeBegin&&(Q+=5),B.moveTo(Q,Z-W.render_options.bracket_height),this.ChangeBegin&&(Q+=5),B.lineTo(Q+ie,Z)),B.stroke(),B.closePath();else ie=J&&!this.EndsStave?-5:0,B.beginPath(),B.moveTo(F,G),B.lineTo(Q+ie,Z),W.style!==PedalMarking.Styles.BRACKET_OPEN_END&&W.style!==PedalMarking.Styles.MIXED_OPEN_END&&W.style!==PedalMarking.Styles.BRACKET_OPEN_BOTH&&(this.ChangeEnd&&(Q+=5),B.lineTo(Q,Z-W.render_options.bracket_height)),B.stroke(),B.closePath();F=Q+ie,G=Z})}drawText(){const B=this.context;let D=!1;const F=this,G=F.render_options.glyph_point_size;this.notes.forEach(W=>{D=!D;const q=W.getStave(),U=W.getAbsoluteX(),Y=q.getYForBottomText(F.line+3);let Q=0;D?F.custom_depress_text?(Q=B.measureText(F.custom_depress_text).width,B.fillText(F.custom_depress_text,U-Q/2,Y)):drawPedalGlyph("pedal_depress",B,U,Y,G):F.custom_release_text?(Q=B.measureText(F.custom_release_text).width,B.fillText(F.custom_release_text,U-Q/2,Y)):drawPedalGlyph("pedal_release",B,U,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(...R){TextBracket.DEBUG&&Vex.L("Vex.Flow.TextBracket",R)}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:F="",superscript:G="",position:W=TextBracket.Positions.TOP}){super(),this.setAttribute("type","TextBracket"),this.start=B,this.stop=D,this.text=F,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 F={x:this.start.getAbsoluteX(),y:D},G={x:this.stop.getAbsoluteX(),y:D};L$5("Rendering TextBracket: start:",F,"stop:",G,"y:",D);const W=this.render_options.bracket_height*this.position;B.save(),this.applyStyle(B),B.fillText(this.text,F.x,F.y);const q=B.measureText(this.text).width,U=B.measureText("M").width,Y=F.y-U/2.5;B.setFont(this.font.family,this.font.size/1.4,this.font.weight),B.fillText(this.superscript,F.x+q+1,Y);const Q=B.measureText(this.superscript).width,K=B.measureText("M").width;let Z=F.x,J=Y;const te=G.x+this.stop.getGlyph().getWidth();this.position===TextBracket.Positions.TOP?(Z+=q+Q+5,J-=K/2.7):this.position===TextBracket.Positions.BOTTOM&&(J+=K/2.7,Z+=q+2,this.render_options.underline_superscript||(Z+=Q)),this.render_options.dashed?(Renderer.drawDashedLine(B,Z,J,te,J,this.render_options.dash),this.render_options.show_bracket&&Renderer.drawDashedLine(B,te,J+1*this.position,te,J+W,this.render_options.dash)):(B.beginPath(),B.moveTo(Z,J),B.lineTo(te,J),this.render_options.show_bracket&&B.lineTo(te,J+W),B.stroke(),B.closePath()),B.restore()}}function L$4(...R){BarNote.DEBUG&&Vex.L("Vex.Flow.BarNote",R)}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 F=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},F+=B<0?Tremolo.XOFFSETSTEMDOWN:Tremolo.XOFFSETSTEMUP,F+=this.getShift_x();for(let U=0;U<this.num;++U)Glyph.renderGlyph(this.context,F,G,this.render_options.font_scale,this.code),G+=this.y_spacing}}function L$3(...R){Crescendo.DEBUG&&Vex.L("Vex.Flow.Crescendo",R)}function renderHairpin(R,B){const D=B.begin_x,F=B.end_x,G=B.y,W=B.height/2;R.beginPath(),B.reverse?(R.moveTo(D,G-W),R.lineTo(F,G),R.lineTo(D,G+W)):(R.moveTo(F,G-W),R.lineTo(D,G),R.lineTo(F,G+W)),R.stroke(),R.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),F=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",F-G),renderHairpin(this.context,{begin_x:F-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(...R){Parser.DEBUG&&Vex.L("Vex.Flow.Parser",R)}const X$2=Vex.MakeException("ParserError");function flattenMatches(R){return R.matchedString!==void 0?R.matchedString:R.results?flattenMatches(R.results):R.length===1?flattenMatches(R[0]):R.length===0?null:R.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 F=D?new RegExp("^(("+B+"))"):new RegExp("^(("+B+")\\s*)"),W=this.line.slice(this.pos).match(F);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 F=[],G=this.pos;let W=!0,q=!1;D=D===!0||B.maybe===!0;for(let Q=0;Q<B.expect.length;Q++){const K=B.expect[Q],Z=this.pos,J=this.expect(K);if(J.success){if(F.push(J),q=!0,B.or)break}else if(W=!1,!B.or){this.pos=Z;break}}const U=B.or&&q||W,Y=U||D===!0;return D&&!U&&(this.pos=G),Y?this.matchSuccess():this.matchFail(G),{success:Y,results:F,numMatches:U?1:0}}expectOneOrMore(B,D=!1){const F=[],G=this.pos;let W=0,q=!0;do{const Y=this.expectOne(B);Y.success?(W++,F.push(Y.results)):q=!1}while(q);const U=W>0||D===!0;return D&&!(W>0)&&(this.pos=G),U?this.matchSuccess():this.matchFail(G),{success:U,results:F,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 F=B.bind(this.grammar)();if(F.token)D=this.matchToken(F.token,F.noSpace===!0),D.success&&(this.pos+=D.incrementPos);else if(F.expect)F.oneOrMore?D=this.expectOneOrMore(F):F.zeroOrMore?D=this.expectZeroOrMore(F):D=this.expectOne(F);else throw new X$2("Bad grammar! No `token` or `expect` property",F);return D.matches=[],D.results&&D.results.forEach(G=>D.matches.push(flattenMatches(G))),F.run&&D.success&&F.run(D),D}}function L$1(...R){EasyScore.DEBUG&&Vex.L("Vex.Flow.EasyScore",R)}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,F){L$1("addNote:",B,D,F),this.piece.chord.push({key:B,accid:D,octave:F})}addSingleNote(B,D,F){L$1("addSingleNote:",B,D,F),this.addNote(B,D,F)}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:F,clef:G}=D,W=F.toLowerCase()==="auto",q=!W&&F.toLowerCase()==="up"?StaveNote.STEM_UP:StaveNote.STEM_DOWN,{chord:U,duration:Y,dots:Q,type:K}=this.piece,Z=U.map(ie=>ie.key+"/"+ie.octave),J=B.StaveNote({keys:Z,duration:Y,dots:Q,type:K,clef:G,auto_stem:W});W||J.setStemDirection(q);const te=U.map(ie=>ie.accid||null);te.forEach((ie,se)=>{ie&&J.addAccidental(se,B.Accidental({type:ie}))});for(let ie=0;ie<Q;ie++)J.addDotToAll();this.commitHooks.forEach(ie=>ie(D,J,this)),this.elements.notes.push(J),this.elements.accidentals.concat(te),this.resetPiece()}}function setId({id:R},B){R!==void 0&&B.setAttribute("id",R)}function setClass(R,B){if(!R.class)return;const D=/\s*,\s*/;R.class.split(D).forEach(F=>B.addClass(F))}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 F=this.parser.parse(B);if(!F.success&&this.options.throwOnError)throw new X$1("Error parsing line: "+B,F);return F}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 F=NumberedNote.numberedDurationLine[D.toString()];if(F&&(this.duration_lines=F),F=NumberedNote.longDurationLine[D.toString()],F&&(this.long_duration_lines=F),!_text_width){var G="__$text_wraper$$__";let q=document.createElement("canvas");q.id=G,document.body.append(q);const U=document.getElementById(G),Y=U.getContext("2d");Y.font="Arial 22px";var W=Y.measureText("5");_text_width=W.width+2,document.body.removeChild(U)}}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 F=this.keys[0].split("/"),G=F[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 U=this.modifiers[q];if(U.getAttribute("type")==="Accidental"&&U.accidental){const Y=B[U.type];Y?U.accidental=Flow.accidentalCodes(Y):this.modifiers.splice(q,1)}}}preFormatModifier(){let B=0,D=0;this.filterNote(),this.modifiers.forEach((F,G)=>{switch(F.getAttribute("type")){case"Accidental":F.render_options.font_scale=this.note_width*1.4,F.x_shift=2,F.y_shift=this.unit_height/2,this.ornament&&(F.render_options.font_scale=this.note_width,F.x_shift=14,F.y_shift=-10);break;case"Stroke":F.x_shift=-1*B,F.y_shift=1*this.unit_height;break;case"Dot":F.x_shift=D*this.duration_dot_width+7,F.y_shift=1*this.unit_height,D++;break;case"Ornament":F.y_shift=-3;break;default:F.y_shift=1*this.unit_height}F.reset&&F.reset(),B+=F.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),F=D.length?D[0]/D[1]:0;if(this.ornament)return;if(F===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:F,id:this.attrs.id,x:this.x-this.duration_line_space/2-this.left_width,y:this.y,width:this.full_width};F>B*2&&(this.long_duration_lines=parseInt(F/B)-1,this.handleDeleteDot()),ornamentGroup&&(G.x+=this.note_width),group.notes.push(G);let W=group.notes.reduce((q,U)=>q+U.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(U=>U.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 F=this.stave.getYForLine(2)+this.note_height/2;this.y=F,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 F=D||this.y+this.duration_line_space;for(let G=0;G<5;G++){let W=[],q=0;for(let U=0;U<group.notes.length;U++){let Y=group.notes[U];if(q==U&&Y.lines>G)W.push(Y),q++;else{if(W.length>1){let Q=W.length-1;F=W[0].y+this.duration_line_space,B.rect(W[0].x,F+G*3,W[Q].x-W[0].x+W[Q].width,.5)}W=[],q=U+1}}if(W.length>1){let U=W.length-1;F=W[0].y+this.duration_line_space,B.rect(W[0].x,F+G*3,W[U].x-W[0].x+W[U].width,.5)}}}draw_dot(B,D,F,G){B.openGroup("numbered-note-dot"),B.beginPath(),B.arc(D,F,G,0,2*Math.PI),B.closePath(),B.fill(),B.closeGroup()}drawDurationLine(B,D){var F=this.attrs.id+"-lines";B.openGroup("numbered_note_lines",F);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 U=0;U<this.duration_lines;U++)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 F=1;F<=this.long_duration_lines;F++)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 F=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-=F.height+this.head_space,this.note_tones.push(F),B.push(this.offset_y);try{if(D===0&&window&&window.sett&&window.sett.keySignature){const G=NumberedNote.accidentalAndKey(tone)[F.meta.key],W=this.modifiers.find(U=>U.getAttribute("type")==="Accidental"),q=this.modifiers.findIndex(U=>U.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(F=>(F.td+F.bd)*(B.dot_space+B.dot_width)).reduce((F,G)=>F+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(F=>{F.getCategory()===B&&D.push(F)}),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 F=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&&(F=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"&&(F=0,G=0),{key:NumberedNoteHead.numberedNotationMapping[D.toUpperCase()],td:G,bd:F}}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 F=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,F+_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,F+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 U=this.note.duration_lines*(this.note.duration_line_height+this.note.duration_line_space);this.note.duration_lines>1&&(U-=this.note.duration_line_space),D+=U}this.draw_dot(B,F+_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,F,G){B.openGroup("numbered-note-dot"),B.beginPath(),B.arc(D,F,G,0,2*Math.PI),B.closePath(),B.fill(),B.closeGroup()}}function L(...R){Factory.DEBUG&&Vex.L("Vex.Flow.Factory",R)}const X=Vex.MakeException("FactoryError");function setDefaults$1(R={},B){const D=B.options;return R=Object.assign(B,R),R.options=Object.assign(D,R.options),R}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,F=200){return new Factory({renderer:{elementId:B,width:D,height:F}})}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:F,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,F,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(R,B){const D=B.options;return R=Object.assign(B,R),R.options=Object.assign(D,R.options),R}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(F=>F.setStave(B.stave))),this.parts.push(B),B.stave}format(){const B=new Formatter;this.formatter=B;let D=this.options.y,F=0,G=[];const W=[];this.parts.forEach(U=>{D=D+U.stave.space(U.spaceAbove),U.stave.setY(D),B.joinVoices(U.voices),D=D+U.stave.space(U.spaceBelow),D=D+U.stave.space(this.options.spaceBetweenStaves),U.debugNoteMetrics&&(W.push({y:D,voice:U.voices[0]}),D+=15),G=G.concat(U.voices),F=Math.max(F,U.stave.getNoteStartX())}),this.parts.forEach(U=>U.stave.setNoteStartX(F));const q=this.options.width-(F-this.options.x)-Note.STAVEPADDING;B.format(G,q);for(let U=0;U<this.options.formatIterations;U++)B.tune();this.startX=F,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(F=>Note.plotMetrics(B,F,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=(R=>(R[R.SingleThin=0]="SingleThin",R[R.DoubleThin=1]="DoubleThin",R[R.ThinBold=2]="ThinBold",R[R.BoldThinDots=3]="BoldThinDots",R[R.DotsThinBold=4]="DotsThinBold",R[R.DotsBoldBoldDots=5]="DotsBoldBoldDots",R[R.None=6]="None",R[R.Dotted=7]="Dotted",R[R.Dashed=8]="Dashed",R[R.Bold=9]="Bold",R[R.BoldThin=10]="BoldThin",R[R.DoubleBold=11]="DoubleBold",R[R.Tick=12]="Tick",R[R.Short=13]="Short",R))(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,F=Math.cos(B),G=Math.sin(B);return D.matrix[0][0]=F,D.matrix[0][1]=-G,D.matrix[1][0]=G,D.matrix[1][1]=F,D}scalarMultiplication(B){for(let D=0;D<2;D++)for(let F=0;F<2;F++)this.matrix[D][F]*=B}getTransposeMatrix(){const B=new Matrix2D;for(let D=0;D<2;D++)for(let F=0;F<2;F++)B.matrix[D][F]=this.matrix[F][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=(R=>(R[R.BRUSH_DOWN=1]="BRUSH_DOWN",R[R.BRUSH_UP=2]="BRUSH_UP",R[R.ROLL_DOWN=3]="ROLL_DOWN",R[R.ROLL_UP=4]="ROLL_UP",R[R.RASQUEDO_DOWN=5]="RASQUEDO_DOWN",R[R.RASQUEDO_UP=6]="RASQUEDO_UP",R[R.ARPEGGIO_DIRECTIONLESS=7]="ARPEGGIO_DIRECTIONLESS",R))(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,F){super(B,D),this.master=F}get Master(){return this.master}}class Notehead{constructor(B,D,F=void 0){this.sourceNote=B,this.setShapeFromXml(D,F)}setShapeFromXml(B,D=void 0){this.shape=Notehead.ShapeTypeXmlToShape(B);let F=D;F===void 0&&(this.sourceNote?F=this.sourceNote.Length.Denominator>2:(log$2.warn("notehead: sourceNote and filledXmlAttribute undefined."),F=!0)),this.filled=F}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=(R=>(R[R.CIRCLEX=0]="CIRCLEX",R[R.DIAMOND=1]="DIAMOND",R[R.NORMAL=2]="NORMAL",R[R.RECTANGLE=3]="RECTANGLE",R[R.SLASH=4]="SLASH",R[R.SQUARE=5]="SQUARE",R[R.TRIANGLE=6]="TRIANGLE",R[R.X=7]="X",R))(NoteHeadShape||{});class ITextTranslation{static translateText(B,D){if(!this.defaultTextTranslation)return D}}var NoteType=(R=>(R[R.UNDEFINED=0]="UNDEFINED",R[R._1024th=1]="_1024th",R[R._512th=2]="_512th",R[R._256th=3]="_256th",R[R._128th=4]="_128th",R[R._64th=5]="_64th",R[R._32nd=6]="_32nd",R[R._16th=7]="_16th",R[R.EIGTH=8]="EIGTH",R[R.QUARTER=9]="QUARTER",R[R.HALF=10]="HALF",R[R.WHOLE=11]="WHOLE",R[R.BREVE=12]="BREVE",R[R.LONG=13]="LONG",R[R.MAXIMA=14]="MAXIMA",R))(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$1(8,1);default:{const D=ITextTranslation.translateText("ReaderErrorMessages/NoteDurationError","Invalid note duration.");throw new MusicSheetReadingException(D)}}}}NoteTypeHandler.NoteTypeXmlValues=["","1024th","512th","256th","128th","64th","32nd","16th","eigth","quarter","half","whole","breve","long","maxima"];class OrnamentContainer{constructor(B){this.placement=PlacementEnum.Above,this.accidentalAbove=AccidentalEnum.NONE,this.accidentalBelow=AccidentalEnum.NONE,this.ornament=B}get GetOrnament(){return this.ornament}get AccidentalAbove(){return this.accidentalAbove}set AccidentalAbove(B){this.accidentalAbove=B}get AccidentalBelow(){return this.accidentalBelow}set AccidentalBelow(B){this.accidentalBelow=B}}var OrnamentEnum=(R=>(R[R.Trill=0]="Trill",R[R.Turn=1]="Turn",R[R.InvertedTurn=2]="InvertedTurn",R[R.DelayedTurn=3]="DelayedTurn",R[R.DelayedInvertedTurn=4]="DelayedInvertedTurn",R[R.Mordent=5]="Mordent",R[R.InvertedMordent=6]="InvertedMordent",R))(OrnamentEnum||{});class VerticalSourceStaffEntryContainer{constructor(B,D,F){this.staffEntries=[],this.comments=[],this.timestamp=D,this.staffEntries=new Array(F),this.parentMeasure=B}$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,F=this.VoiceEntries.length;D<F;++D){const G=this.VoiceEntries[D];for(let W=0,q=G.Notes.length;W<q;++W){const U=G.Notes[W];U.Length.lt(B)&&(B=U.Length)}}return B}calculateMaxNoteLength(){let B=new Fraction$1(0,1);for(let D=0,F=this.VoiceEntries.length;D<F;++D){const G=this.VoiceEntries[D];for(let W=0,q=G.Notes.length;W<q;++W){const U=G.Notes[W];if(U.NoteTie){const Y=Fraction$1.createFromFraction(U.Length);let Q=!1;for(const K of U.NoteTie.Notes){if(K===U){Q=!0;continue}Q&&Y.Add(K.Length)}B.lt(Y)&&(B=Y)}else B.lt(U.Length)&&(B=U.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,F=this.voiceEntries.length;D<F;++D){const G=this.voiceEntries[D];for(let W=0,q=G.Notes.length;W<q;++W){const U=G.Notes[W];U.ParentStaffEntry===this&&B.push(U)}}}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,F=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=F,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=(R=>(R[R.StartLine=0]="StartLine",R[R.ForwardJump=1]="ForwardJump",R[R.BackJumpLine=2]="BackJumpLine",R[R.Ending=3]="Ending",R[R.DaCapo=4]="DaCapo",R[R.DalSegno=5]="DalSegno",R[R.Fine=6]="Fine",R[R.ToCoda=7]="ToCoda",R[R.DalSegnoAlFine=8]="DalSegnoAlFine",R[R.DaCapoAlFine=9]="DaCapoAlFine",R[R.DalSegnoAlCoda=10]="DalSegnoAlCoda",R[R.DaCapoAlCoda=11]="DaCapoAlCoda",R[R.Coda=12]="Coda",R[R.Segno=13]="Segno",R[R.None=14]="None",R))(RepetitionInstructionEnum||{}),AlignmentType=(R=>(R[R.Begin=0]="Begin",R[R.End=1]="End",R))(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 F=0;F<B;F++)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,F){let G,W;for(const U of this.verticalSourceStaffEntryContainers)if(U.Timestamp.Equals(B)){W=U;break}if(W)return W.StaffEntries[D]?G=W.StaffEntries[D]:(G=new SourceStaffEntry(W,F),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 U=new VerticalSourceStaffEntryContainer(this,B.clone(),this.completeNumberOfStaves);this.verticalSourceStaffEntryContainers.push(U),G=new SourceStaffEntry(U,F),U.StaffEntries[D]=G}else for(let U=this.verticalSourceStaffEntryContainers.length-1;U>=0;U--){if(this.verticalSourceStaffEntryContainers[U].Timestamp.lt(B)){const Y=new VerticalSourceStaffEntryContainer(this,B.clone(),this.completeNumberOfStaves);this.verticalSourceStaffEntryContainers.splice(U+1,0,Y),G=new SourceStaffEntry(Y,F),Y.StaffEntries[D]=G;break}if(U===0){const Y=new VerticalSourceStaffEntryContainer(this,B.clone(),this.completeNumberOfStaves);this.verticalSourceStaffEntryContainers.splice(U,0,Y),G=new SourceStaffEntry(Y,F),Y.StaffEntries[D]=G;break}}return{createdNewContainer:!0,staffEntry:G}}findOrCreateVoiceEntry(B,D){let F,G=!1;for(const W of B.VoiceEntries)if(W.ParentVoice===D){F=W;break}return F||(F=new VoiceEntry(B.Timestamp,D,B),G=!0),{createdVoiceEntry:G,voiceEntry:F}}getPreviousSourceStaffEntryFromIndex(B,D){for(let F=D-1;F>=0;F--)if(this.verticalSourceStaffEntryContainers[F][B])return this.verticalSourceStaffEntryContainers[F][B]}getVerticalContainerIndexByTimestamp(B){for(let D=0,F=this.VerticalSourceStaffEntryContainers.length;D<F;++D)if(this.VerticalSourceStaffEntryContainers[D].Timestamp.Equals(B))return D;return-1}getVerticalContainerByTimestamp(B){for(let D=0,F=this.VerticalSourceStaffEntryContainers.length;D<F;++D){const G=this.VerticalSourceStaffEntryContainers[D];if(G.Timestamp.Equals(B))return G}}checkForEmptyVerticalContainer(B){let D=0;for(let F=0;F<this.completeNumberOfStaves;F++)this.verticalSourceStaffEntryContainers[B][F]||D++;D===this.completeNumberOfStaves&&this.verticalSourceStaffEntryContainers.splice(B,1)}reverseCheck(B,D){let F=new Fraction$1(0,1);const G=[];for(let W=0;W<B.Instruments.length;W++){let q=new Fraction$1(0,1);const U=B.getGlobalStaffIndexOfFirstStaff(B.Instruments[W]);for(let Y=0;Y<B.Instruments[W].Staves.length;Y++){const Q=this.getLastSourceStaffEntryForInstrument(U+Y);if(Q!==void 0&&!Q.hasTie()){const K=this.verticalSourceStaffEntryContainers.indexOf(Q.VerticalContainerParent);for(let Z=K-1;Z>=0;Z--){const J=this.verticalSourceStaffEntryContainers[Z][U+Y];if(J!==void 0&&J.hasTie()&&q.lt(Fraction$1.plus(J.Timestamp,J.calculateMaxNoteLength()))){q=Fraction$1.plus(J.Timestamp,J.calculateMaxNoteLength());break}}}}G.push(q)}for(let W=0,q=G.length;W<q;++W){const U=G[W];F.lt(U)&&(F=U)}return Fraction$1.max(F,D)}calculateInstrumentsDuration(B,D){const F=[];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 U=0;U<B.Instruments[G].Staves.length;U++){const Y=this.getLastSourceStaffEntryForInstrument(q+U);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]),F.push(W)}return F}getEntriesPerStaff(B){const D=[];for(const F of this.VerticalSourceStaffEntryContainers){const G=F.StaffEntries[B];G&&D.push(G)}return D}hasBeginInstructions(){for(let B=0,D=this.FirstInstructionsStaffEntries.length;B<D;B++){const F=this.FirstInstructionsStaffEntries[B];if(F!==void 0&&F.Instructions.length>0)return!0}return!1}beginsWithLineRepetition(){for(let B=0,D=this.FirstRepetitionInstructions.length;B<D;++B){const F=this.FirstRepetitionInstructions[B];if(F.type===RepetitionInstructionEnum.StartLine||F.parentRepetition!==void 0&&F===F.parentRepetition.startMarker&&!F.parentRepetition.FromWords)return!0}return!1}endsWithLineRepetition(){for(let B=0,D=this.LastRepetitionInstructions.length;B<D;++B){const F=this.LastRepetitionInstructions[B];if(F.type===RepetitionInstructionEnum.BackJumpLine)return!0;const G=F.parentRepetition;if(!!G&&!G.FromWords)for(let W=0,q=G.BackwardJumpInstructions.length;W<q;++W){const U=G.BackwardJumpInstructions[W];if(F===U)return!0}}return!1}beginsWithWordRepetition(){for(let B=0,D=this.FirstRepetitionInstructions.length;B<D;++B){const F=this.FirstRepetitionInstructions[B];if(F.parentRepetition!==void 0&&F===F.parentRepetition.startMarker&&F.parentRepetition.FromWords)return!0}return!1}endsWithWordRepetition(){for(let B=0,D=this.LastRepetitionInstructions.length;B<D;++B){const F=this.LastRepetitionInstructions[B],G=F.parentRepetition;if(!!G&&!!G.FromWords){for(let W=0,q=G.BackwardJumpInstructions.length;W<q;++W){const U=G.BackwardJumpInstructions[W];if(F===U)return!0}if(F===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 F=0,G=D.Instructions.length;F<G;++F){const W=D.Instructions[F];if(W instanceof KeyInstruction)return W}}}getLastSourceStaffEntryForInstrument(B){let D;for(let F=this.verticalSourceStaffEntryContainers.length-1;F>=0&&(D=this.verticalSourceStaffEntryContainers[F].StaffEntries[B],!D);F--);return D}canBeReducedToMultiRest(){var F,G,W,q,U,Y;let B=!0,D=!1;for(const Q of this.verticalSourceStaffEntryContainers)if(!!Q){for(const K of Q.StaffEntries)if(!(!K||!K.ParentStaff.ParentInstrument.Visible)){if(K.ChordContainers.length>0||(K.ParentStaff.hasLyrics&&(D=!0),this.firstRepetitionInstructions.length>0||this.lastRepetitionInstructions.length>0))return!1;for(const Z of K.VoiceEntries){for(const J of Z.Notes)if(!J.isRest()){B=!1;break}if(!B)break}}}if(!B||D||this.hasMoodExpressions||this.tempoExpressions.length>0)return!1;for(const Q of this.staffLinkedExpressions)if(Q.length>0)return!1;for(const Q of this.lastInstructionsStaffEntries)for(let K=0,Z=Q==null?void 0:Q.Instructions.length;K<Z;++K)if(Q.Instructions[K]instanceof ClefInstruction)return!1;return prevSourceMeasure&&(((F=prevSourceMeasure==null?void 0:prevSourceMeasure.ActiveTimeSignature)==null?void 0:F.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,((U=this.Duration)==null?void 0:U.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 F=0;F<this.notes[D].length;F++)if(B===this.notes[D][F])return D;return 0}}var TechnicalInstructionType=(R=>(R[R.Fingering=0]="Fingering",R[R.String=1]="String",R))(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,F=(G=B.Notehead)==null?void 0:G.Shape;switch(B.Pitch.Octave){case 1:switch(B.Pitch.FundamentalNote){case NoteEnum.D:switch(F){default:return 44}case NoteEnum.E:switch(F){default:return 35}case NoteEnum.F:switch(F){default:return 36}case NoteEnum.G:switch(F){default:return 41}case NoteEnum.A:switch(F){default:return 43}case NoteEnum.B:switch(F){case NoteHeadShape.TRIANGLE:return 54;default:return 47}default:return D}case 2:switch(B.Pitch.FundamentalNote){case NoteEnum.C:switch(F){case NoteHeadShape.X:return 37;default:return 38}case NoteEnum.D:switch(F){case NoteHeadShape.X:return 59;default:return 48}case NoteEnum.E:switch(F){case NoteHeadShape.X:return 42;case NoteHeadShape.CIRCLEX:return 46;case NoteHeadShape.TRIANGLE:return 56;default:return 50}case NoteEnum.F:switch(F){case NoteHeadShape.DIAMOND:return 53;default:return 51}case NoteEnum.G:switch(F){case NoteHeadShape.CIRCLEX:case NoteHeadShape.DIAMOND:return 46;default:return 42}case NoteEnum.A:switch(F){default:return 49}case NoteEnum.B:switch(F){default:return 57}default:return D}case 3:switch(B.Pitch.FundamentalNote){case NoteEnum.C:switch(F){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,F,G=!0,W=!1,q=!1,U=!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=F,this.isGrace=W,this.graceAfterMainNote=!1,this.graceNoteSlash=q,this.graceSlur=U,W||D.VoiceEntries.push(this),G&&F!==void 0){const Y=F.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((F,G)=>{B===G&&(D=F)}),D}}var ArticulationEnum=(R=>(R[R.accent=0]="accent",R[R.strongaccent=1]="strongaccent",R[R.marcatoup=2]="marcatoup",R[R.marcatodown=3]="marcatodown",R[R.invertedstrongaccent=4]="invertedstrongaccent",R[R.staccato=5]="staccato",R[R.staccatissimo=6]="staccatissimo",R[R.spiccato=7]="spiccato",R[R.tenuto=8]="tenuto",R[R.fermata=9]="fermata",R[R.invertedfermata=10]="invertedfermata",R[R.breathmark=11]="breathmark",R[R.caesura=12]="caesura",R[R.lefthandpizzicato=13]="lefthandpizzicato",R[R.naturalharmonic=14]="naturalharmonic",R[R.snappizzicato=15]="snappizzicato",R[R.upbow=16]="upbow",R[R.downbow=17]="downbow",R[R.scoop=18]="scoop",R[R.plop=19]="plop",R[R.doit=20]="doit",R[R.falloff=21]="falloff",R[R.stress=22]="stress",R[R.unstress=23]="unstress",R[R.detachedlegato=24]="detachedlegato",R[R.otherarticulation=25]="otherarticulation",R[R.bend=26]="bend",R))(ArticulationEnum||{}),StemDirectionType=(R=>(R[R.Undefined=-1]="Undefined",R[R.Up=0]="Up",R[R.Down=1]="Down",R[R.None=2]="None",R[R.Double=3]="Double",R))(StemDirectionType||{}),SystemLinePosition=(R=>(R[R.MeasureBegin=0]="MeasureBegin",R[R.MeasureEnd=1]="MeasureEnd",R))(SystemLinePosition||{});class GraphicalLabel extends Clickable{constructor(B,D,F,G,W=void 0){super(),this.label=B,this.boundingBox=new BoundingBox$1(this,W),this.label.fontHeight=D,this.label.textAlignment=F,this.rules=G,this.rules.MpatMode&&this.label.text==="TRIO"&&(this.label.fontFamily="Arial")}get Label(){return this.label}toString(){return`${this.label.text} (${this.boundingBox.RelativePosition.x},${this.boundingBox.RelativePosition.y})`}setLabelPositionAndShapeBorders(){var U,Y;if(this.Label.text.trim()==="")return;this.TextLines=[];const B=(Y=(U=this.rules)==null?void 0:U.LabelMarginBorderFactor)!=null?Y:.1,D=this.Label.text.split(/[\n\r]+/g),F=D.length;let G=0;for(let Q=0;Q<F;Q++){const K=D[Q].trim();if(!K||K==="")continue;const Z=MusicSheetCalculator.TextMeasurer.computeTextWidthToHeightRatio(K,this.Label.font,this.Label.fontStyle,this.label.fontFamily),J=this.Label.fontHeight*Z;G=Math.max(G,J),this.TextLines.push({text:K,xOffset:0,width:J})}for(const Q of this.TextLines){let K=0;switch(this.Label.textAlignment){case TextAlignmentEnum.RightBottom:case TextAlignmentEnum.RightCenter:case TextAlignmentEnum.RightTop:K=G-Q.width;break;case TextAlignmentEnum.CenterBottom:case TextAlignmentEnum.CenterCenter:case TextAlignmentEnum.CenterTop:K=(G-Q.width)/2;break}Q.xOffset=K}let W=this.Label.fontHeight*F;this.rules.SpacingBetweenTextLines>0&&this.TextLines.length>1&&(W+=this.rules.SpacingBetweenTextLines*F/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,F=void 0,G=!0){this.IsCreditLabel=!1,this.text=B,this.print=G,this.textAlignment=D,this.font=F,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(R){return R.indexOf(SpeedKeyword)===0}function isSpeedHiddenKeyword(R){return R.indexOf(SpeedHiddenKeyword)===0}function formatSpeedKeyword(R){return R.replace(SpeedHiddenKeyword,"").replace(SpeedKeyword,"")}function isGradientWords(R){return GradientWords.includes(R)}function isSpecialMark(R){return[...Object.keys(SpeedTag),...SpecialMarks,...SpecialWords,...HideWords].map(B=>B.trim().toLocaleUpperCase()).includes(R.toLocaleUpperCase().trim())}function isTopFont(R){return[TextAlignmentEnum.CenterTop,TextAlignmentEnum.RightTop].includes(R)}var MusicSymbol=(R=>(R[R.Unused_first_Symbol=0]="Unused_first_Symbol",R[R.BLACK_HEAD=1]="BLACK_HEAD",R[R.UPWARDS_TAIL=2]="UPWARDS_TAIL",R[R.DOWNWARDS_TAIL=3]="DOWNWARDS_TAIL",R[R.UPWARDS_DOUBLE_TAIL=4]="UPWARDS_DOUBLE_TAIL",R[R.DOWNWARDS_DOUBLE_TAIL=5]="DOWNWARDS_DOUBLE_TAIL",R[R.UPWARDS_TRIPLE_TAIL=6]="UPWARDS_TRIPLE_TAIL",R[R.DOWNWARDS_TRIPLE_TAIL=7]="DOWNWARDS_TRIPLE_TAIL",R[R.UPWARDS_QUAD_TAIL=8]="UPWARDS_QUAD_TAIL",R[R.DOWNWARDS_QUAD_TAIL=9]="DOWNWARDS_QUAD_TAIL",R[R.ROUND_HEAD=10]="ROUND_HEAD",R[R.WHITE_HEAD=11]="WHITE_HEAD",R[R.G_CLEF=12]="G_CLEF",R[R.F_CLEF=13]="F_CLEF",R[R.C_CLEF=14]="C_CLEF",R[R.BREVE=15]="BREVE",R[R.BREVE_REST=16]="BREVE_REST",R[R.COMMON_TIME=17]="COMMON_TIME",R[R.CUT_TIME=18]="CUT_TIME",R[R.WHOLE_REST=19]="WHOLE_REST",R[R.HALF_REST=20]="HALF_REST",R[R.QUARTER_REST=21]="QUARTER_REST",R[R.EIGHTH_REST=22]="EIGHTH_REST",R[R.SIXTEENTH_REST=23]="SIXTEENTH_REST",R[R.THIRTYSECOND_REST=24]="THIRTYSECOND_REST",R[R.SIXTYFOURTH_REST=25]="SIXTYFOURTH_REST",R[R.FLAT=26]="FLAT",R[R.SHARP=27]="SHARP",R[R.NATURAL=28]="NATURAL",R[R.DOUBLE_FLAT=29]="DOUBLE_FLAT",R[R.DOUBLE_SHARP=30]="DOUBLE_SHARP",R[R.ZERO=31]="ZERO",R[R.ONE=32]="ONE",R[R.TWO=33]="TWO",R[R.THREE=34]="THREE",R[R.FOUR=35]="FOUR",R[R.FIVE=36]="FIVE",R[R.SIX=37]="SIX",R[R.SEVEN=38]="SEVEN",R[R.EIGHT=39]="EIGHT",R[R.NINE=40]="NINE",R[R.DOT=41]="DOT",R[R.FERMATA=42]="FERMATA",R[R.INVERTED_FERMATA=43]="INVERTED_FERMATA",R[R.SPICCATO=44]="SPICCATO",R[R.TENUTO=45]="TENUTO",R[R.MARCATO=46]="MARCATO",R[R.MARCATISSIMO=47]="MARCATISSIMO",R[R.INVERTED_MARCATISSIMO=48]="INVERTED_MARCATISSIMO",R[R.P=49]="P",R[R.F=50]="F",R[R.S=51]="S",R[R.Z=52]="Z",R[R.M=53]="M",R[R.R=54]="R",R[R.SEGNO=55]="SEGNO",R[R.CODA=56]="CODA",R[R.DRUM_CLEF=57]="DRUM_CLEF",R[R.G_CLEF_SUB8=58]="G_CLEF_SUB8",R[R.G_CLEF_SUPER8=59]="G_CLEF_SUPER8",R[R.G_CLEF_SUB15=60]="G_CLEF_SUB15",R[R.G_CLEF_SUPER15=61]="G_CLEF_SUPER15",R[R.F_CLEF_SUB8=62]="F_CLEF_SUB8",R[R.F_CLEF_SUPER8=63]="F_CLEF_SUPER8",R[R.F_CLEF_SUB15=64]="F_CLEF_SUB15",R[R.F_CLEF_SUPER15=65]="F_CLEF_SUPER15",R[R.DOWN_BOW=66]="DOWN_BOW",R[R.MORDENT=67]="MORDENT",R[R.INVERTED_MORDENT=68]="INVERTED_MORDENT",R[R.TURN=69]="TURN",R[R.INVERTED_TURN=70]="INVERTED_TURN",R[R.LEFTHAND_PIZZICATO=71]="LEFTHAND_PIZZICATO",R[R.RELEASE_PED=72]="RELEASE_PED",R[R.ENGAGE_PED=73]="ENGAGE_PED",R[R.VA8=74]="VA8",R[R.VB8=75]="VB8",R[R.TRILL=76]="TRILL",R[R.MA15=77]="MA15",R[R.MB15=78]="MB15",R[R.HIGH=79]="HIGH",R[R.PLAY=80]="PLAY",R[R.MIC=81]="MIC",R[R.SNAP_PIZZICATO=82]="SNAP_PIZZICATO",R[R.NATURAL_HARMONIC=83]="NATURAL_HARMONIC",R[R.EditPen=84]="EditPen",R[R.PEDAL_BRACKET=85]="PEDAL_BRACKET",R[R.PEDAL_MIXED=86]="PEDAL_MIXED",R[R.PEDAL_SYMBOL=87]="PEDAL_SYMBOL",R))(MusicSymbol||{}),MusicSymbolDrawingStyle=(R=>(R[R.Normal=0]="Normal",R[R.Disabled=1]="Disabled",R[R.Selected=2]="Selected",R[R.Clickable=3]="Clickable",R[R.PlaybackSymbols=4]="PlaybackSymbols",R[R.FollowSymbols=5]="FollowSymbols",R[R.QFeedbackNotFound=6]="QFeedbackNotFound",R[R.QFeedbackOk=7]="QFeedbackOk",R[R.QFeedbackPerfect=8]="QFeedbackPerfect",R[R.Debug1=9]="Debug1",R[R.Debug2=10]="Debug2",R[R.Debug3=11]="Debug3",R))(MusicSymbolDrawingStyle||{}),PhonicScoreModes=(R=>(R[R.Following=0]="Following",R[R.Midi=1]="Midi",R[R.Manual=2]="Manual",R))(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 F of B.Cursors){if(!F)continue;const G=new BoundingBox$1(F);G.AbsolutePosition=F.Start,G.BorderBottom=F.End.y-F.Start.y,G.BorderRight=F.Width/2,G.BorderLeft=-F.Width/2,this.isVisible(G)&&this.drawLineAsVerticalRectangle(F,GraphicalLayers.Cursor)}this.drawingParameters.drawScrollIndicator&&this.drawScrollIndicator();const D=Math.min(this.graphicalMusicSheet.MusicPages.length,this.rules.MaxPageToDrawNumber);for(let F=0;F<D;F++){const G=this.graphicalMusicSheet.MusicPages[F];this.drawPage(G)}}drawLineAsHorizontalRectangle(B,D){let F=new RectangleF2D(B.Start.x,B.End.y-B.Width/2,B.End.x-B.Start.x,B.Width);F=this.applyScreenTransformationForRect(F),this.renderRectangle(F,D,B.styleId,B.colorHex)}drawLineAsVerticalRectangle(B,D){const F=B.Start,G=B.Width;let W=new RectangleF2D(F.x-G/2,F.y,G,B.End.y-F.y);W=this.applyScreenTransformationForRect(W),this.renderRectangle(W,D,B.styleId)}drawLineAsHorizontalRectangleWithOffset(B,D,F){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 U=new RectangleF2D(G.x,W.y-q/2,W.x-G.x,q);U=this.applyScreenTransformationForRect(U),this.renderRectangle(U,F,B.styleId)}drawLineAsVerticalRectangleWithOffset(B,D,F){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 U=new RectangleF2D(G.x,G.y,q,W.y-G.y);U=this.applyScreenTransformationForRect(U),this.renderRectangle(U,F,B.styleId)}drawRectangle(B,D){const F=B.PositionAndShape;let G=new RectangleF2D(F.AbsolutePosition.x,F.AbsolutePosition.y,F.BorderRight,F.BorderBottom);G=this.applyScreenTransformationForRect(G),this.renderRectangle(G,D,B.style)}drawLabel(B,D){var J,te,ie,se,re,ae,le,ce,fe,de,me,he,pe,be,Se;const F=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),U=B.PositionAndShape.Parent.DataObject;if(this.rules.MetronomeMarksDrawn&&((te=(J=U==null?void 0:U.measures)==null?void 0:J[0])==null?void 0:te.MeasureNumber)===1&&((ie=U==null?void 0:U.ParentMusicSystem)==null?void 0:ie.Id)===0&&isTopFont(B.Label.textAlignment)&&(W.ScreenPosition.y-=1*10),G.text==="\uFF0C"){let ve=0;const xe=((ae=(re=(se=this.graphicalMusicSheet)==null?void 0:se.MusicPages)==null?void 0:re[0])==null?void 0:ae.MusicSystems)||[];let Ee;try{for(let Le=0;Le<xe.length;Le++){const Me=xe[Le];if(B.PositionAndShape.AbsolutePosition.x<10){console.log(B.PositionAndShape.AbsolutePosition.x);const Pe=this.graphicalMusicSheet.MeasureList[F.sourceNote.SourceMeasure.MeasureNumber-2];Pe&&Pe[0]&&(Ee=Pe[0],ve=Ee.PositionAndShape.AbsolutePosition.y-Ee.PositionAndShape.Size.height/2);break}if(Me.PositionAndShape.AbsolutePosition.y-10<B.PositionAndShape.AbsolutePosition.y&&B.PositionAndShape.AbsolutePosition.y<Me.PositionAndShape.AbsolutePosition.y+10){const Pe=(Me==null?void 0:Me.GraphicalMeasures.map(Ne=>Ne[0]).filter(Boolean))||[],Ce=[];let De=!1;for(let Ne=0;Ne<Pe.length;Ne++){const Ie=Pe[Ne];if(((fe=(ce=(le=Ie.vfVoices)==null?void 0:le["1"])==null?void 0:ce.tickables)==null?void 0:fe.length)===1&&Ie.PositionAndShape.AbsolutePosition.x<B.PositionAndShape.AbsolutePosition.x&&B.PositionAndShape.AbsolutePosition.x<Ie.PositionAndShape.AbsolutePosition.x+Ie.PositionAndShape.Size.width){Ee=Ie,De=!0;break}const Ge=Ie.PositionAndShape.AbsolutePosition.x+Ie.PositionAndShape.Size.width,ze=B.PositionAndShape.AbsolutePosition.x;Ge-15<ze&&ze<Ge+15&&Ce.push({measure:Ie,x:Math.abs(ze-Ge)})}if(De)break;Ee=(me=(de=Ce.sort((Ne,Ie)=>Ne.x-Ie.x))==null?void 0:de[0])==null?void 0:me.measure;break}}}catch(Le){console.log("\u{1F680} ~ error",Le)}let ge=0;Ee?ge=((he=Ee.stave)==null?void 0:he.end_x)||0:ge=((pe=F.sourceNote.SourceMeasure.VerticalMeasureList[0])==null?void 0:pe.getVFStave()).end_x;const we=0;W.ScreenPosition.x=ge,W.ScreenPosition.y=ve===0?(B.PositionAndShape.Parent.AbsolutePosition.y-3-we)*10:ve*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 Q=["ffp","p-f","sfzp","szf","sffzp"];for(let ve=0;ve<Q.length;ve++){const xe=Q[ve].replace(/ /g,""),Ee=G.text.replace(/ /g,"");if(Ee.toLocaleLowerCase()===xe.toLocaleLowerCase()||Ee.includes(xe)){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 K=B.PositionAndShape.Size.width/2*10;if(q.x-K<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 ve=-1,xe=!1;for(const Ee of(U==null?void 0:U.AbstractExpressions)||[])if(Ee.Label===B?ve=(be=Ee==null?void 0:Ee.parentMeasure)==null?void 0:be.measureListIndex:(Se=Ee.expression)!=null&&Se.TempoInBpm&&(xe=Ee.expression.TempoInBpm>0),xe&&ve>-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,F=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(F.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,F.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 F of B)D.push(this.applyScreenTransformation(F));return D}drawSplitScreenLine(){}renderRectangle(B,D,F,G=void 0,W=1){throw new Error("not implemented")}drawScrollIndicator(){}drawSelectionStartSymbol(B){}drawSelectionEndSymbol(B){}renderLabel(B,D,F){throw new Error("not implemented")}renderSystemToScreen(B,D,F){}drawSkyLine(B){}drawBottomLine(B){}drawInstrumentBrace(B,D){}drawGroupBracket(B,D){}isVisible(B){return!0}drawMusicSystem(B){const D=this.getSystemAbsBoundingRect(B),F=this.getSytemBoundingBoxInPixels(D);this.drawMusicSystemComponents(B,F,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,F){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,U=q.filter(Y=>Y.Visible).length;for(const Y of B.InstrumentBrackets)this.drawInstrumentBrace(Y,B);if(q.length>0)if(U>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,F,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(F=>{F.Start.y+=D.PositionAndShape.AbsolutePosition.y,F.End.y+=D.PositionAndShape.AbsolutePosition.y,F.Start.x+=D.PositionAndShape.AbsolutePosition.x,F.End.x+=D.PositionAndShape.AbsolutePosition.x,this.drawGraphicalLine(F,this.rules.LyricUnderscoreLineWidth)})}drawExpressions(B){}drawGraphicalLine(B,D,F="black"){return this.drawLine(B.Start,B.End,F,D)}drawLine(B,D,F="#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 F=0;F<5;F++)this.drawLineAsHorizontalRectangleWithOffset(B.StaffLines[F],D,GraphicalLayers.Notes)}}drawSymbol(B,D,F,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,F="all"){const G=B.DataObject.constructor.name;let W=!1;F==="all"&&(W=!0),(W||G===F)&&this.drawBoundingBox(B,void 0,!0,G,D),D++,B.ChildElements.forEach(q=>this.drawBoundingBoxes(q,D,F))}drawBoundingBox(B,D=void 0,F=!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);F&&(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 U=this.renderRectangle(q,GraphicalLayers.Background,W,D,.5);if(G){const Y=new Label(G),Q=new LabelRenderSpecs;Q.BitmapWidth=q.width,Q.BitmapHeight=q.height,Q.FontHeightInPixel=q.height,Q.ScreenPosition=new PointF2D(q.x,q.y+12),this.renderLabel(new GraphicalLabel(Y,.8,TextAlignmentEnum.CenterCenter,this.rules),W,Q)}return U}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,F=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(F,G),new PointF2D(F+W,G),4,OutlineAndFillStyleEnum.Highlighted),GraphicalLayers.Highlight);let q=MusicSymbolDrawingStyle.Disabled,U=MusicSymbol.PLAY,Y=this.drawingParameters.drawActivitySymbols;switch(this.phonicScoreMode){case PhonicScoreModes.Midi:U=MusicSymbol.PLAY,this.midiPlaybackAvailable&&B.ParentStaff.audible&&(q=MusicSymbolDrawingStyle.PlaybackSymbols);break;case PhonicScoreModes.Following:U=MusicSymbol.MIC,B.ParentStaff.following&&(q=MusicSymbolDrawingStyle.FollowSymbols);break;default:Y=!1;break}if(Y){const Q=new PointF2D(F+W+2,G);this.drawSymbol(U,q,Q)}if(this.drawingParameters.drawErrors)for(const Q of B.Measures){const K=Q.PositionAndShape,Z=K.AbsolutePosition.x,J=K.AbsolutePosition.y+2;Q.hasError&&this.graphicalMusicSheet.ParentMusicSheet.DrawErroneousMeasures&&this.drawLineAsHorizontalRectangle(new GraphicalLine(new PointF2D(Z,J),new PointF2D(Z+K.BorderRight,J),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,F,G=void 0,W=this.fontSize){return this.context.font=VexFlowConverter.font(W,F,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,F){super(),this.expression=D,this.parentMeasure=F,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,F){super(D,B,F.parentSourceMeasure),this.mInstantaneousDynamicExpression=B,this.mMeasure=F}updateSkyBottomLine(){const B=this.parentStaffLine.SkyBottomLineCalculator,D=this.PositionAndShape.RelativePosition.x+this.PositionAndShape.BorderMarginLeft,F=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,F,G);break;case PlacementEnum.Below:G=this.PositionAndShape.RelativePosition.y+this.PositionAndShape.BorderMarginBottom,B.updateBottomLineInRange(D,F,G);break;default:log$2.error("Placement for GraphicalInstantaneousDynamicExpression is unknown")}}}class GraphicalContinuousDynamicExpression extends AbstractGraphicalExpression{constructor(B,D,F){super(D,B,F),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,F=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,F,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,F,W)}break;default:log$2.error("Placement for GraphicalContinuousDynamicExpression is unknown")}}createCrescendoLines(B,D,F,G=this.rules.WedgeOpeningLength,W=this.rules.WedgeLineWidth){const q=new PointF2D(B,F),U=new PointF2D(D,F-G/2),Y=new PointF2D(D,F+G/2);this.addWedgeLines(q,U,Y,W)}createFirstHalfCrescendoLines(B,D,F,G=this.rules.WedgeMeasureEndOpeningLength,W=this.rules.WedgeLineWidth){const q=new PointF2D(B,F),U=new PointF2D(D,F-G/2),Y=new PointF2D(D,F+G/2);this.addWedgeLines(q,U,Y,W)}createSecondHalfCrescendoLines(B,D,F,G=this.rules.WedgeMeasureBeginOpeningLength,W=this.rules.WedgeOpeningLength,q=this.rules.WedgeLineWidth){const U=new PointF2D(B,F-G/2),Y=new PointF2D(B,F+G/2),Q=new PointF2D(D,F-W/2),K=new PointF2D(D,F+W/2);this.addDoubleLines(U,Q,Y,K,q)}recalculateCrescendoLines(B,D,F){const G=Math.abs(this.lines[0].Start.y-this.lines[1].Start.y)>1e-4;this.lines.clear(),G?this.createSecondHalfCrescendoLines(B,D,F):this.isSplittedPart?this.createFirstHalfCrescendoLines(B,D,F):this.createCrescendoLines(B,D,F)}createDiminuendoLines(B,D,F,G=this.rules.WedgeOpeningLength,W=this.rules.WedgeLineWidth){const q=new PointF2D(B,F-G/2),U=new PointF2D(B,F+G/2),Y=new PointF2D(D,F);this.addWedgeLines(Y,q,U,W)}createFirstHalfDiminuendoLines(B,D,F,G=this.rules.WedgeOpeningLength,W=this.rules.WedgeMeasureEndOpeningLength,q=this.rules.WedgeLineWidth){const U=new PointF2D(B,F-G/2),Y=new PointF2D(B,F+G/2),Q=new PointF2D(D,F-W/2),K=new PointF2D(D,F+W/2);this.addDoubleLines(U,Q,Y,K,q)}createSecondHalfDiminuendoLines(B,D,F,G=this.rules.WedgeMeasureBeginOpeningLength,W=this.rules.WedgeLineWidth){const q=new PointF2D(B,F-G/2),U=new PointF2D(B,F+G/2),Y=new PointF2D(D,F);this.addWedgeLines(Y,q,U,W)}recalculateDiminuendoLines(B,D,F){const G=Math.abs(this.lines[0].End.y-this.lines[1].End.y)>1e-4;this.lines.clear(),G?this.createFirstHalfDiminuendoLines(B,D,F):this.isSplittedPart?this.createSecondHalfDiminuendoLines(B,D,F):this.createDiminuendoLines(B,D,F)}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,F,G){const W=new GraphicalLine(B,D,G),q=new GraphicalLine(B,F,G);this.lines.push(W),this.lines.push(q)}addDoubleLines(B,D,F,G,W){const q=new GraphicalLine(B,D,W),U=new GraphicalLine(F,G,W);this.lines.push(q),this.lines.push(U)}}class GraphicalUnknownExpression extends AbstractGraphicalExpression{constructor(B,D,F,G,W=void 0){super(B,new AbstractExpression(F),G),this.label=D,this.sourceMultiExpression=W}updateSkyBottomLine(){const B=this.parentStaffLine.SkyBottomLineCalculator,D=this.label.PositionAndShape.RelativePosition.x+this.label.PositionAndShape.BorderMarginLeft,F=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,F,G);break;case PlacementEnum.Below:const W=this.label.PositionAndShape.BorderMarginBottom+this.label.PositionAndShape.RelativePosition.y;B.updateBottomLineInRange(D,F,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,F)=>F?String(D.Label.PositionAndShape.RelativePosition[F]):String(D.Label.PositionAndShape.RelativePosition.x)+String(D.Label.PositionAndShape.RelativePosition.y),this.hasDot=(D,F,G,W)=>{const q=F||Object.values(W);for(const U of q){if(G)return D.x===U.x&&D.y===U.y;if(D.x===U.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,F,G;this.rules.DefaultVexFlowNoteFont==="gonville"&&(Vex.Flow.DEFAULT_FONT_STACK=[(D=Vex.Flow.Fonts)==null?void 0:D.Gonville,(F=Vex.Flow.Fonts)==null?void 0:F.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 F=B.PositionAndShape.AbsolutePosition;this.rules.RenderSlurs&&this.drawSlurs(B,F),this.backend.getContext().closeGroup()}drawSlurs(B,D){var G,W,q,U;const F=(G=window.GYM)==null?void 0:G.vfcurveItem;for(let Y=0;Y<B.GraphicalSlurs.length;Y++){const Q=B.GraphicalSlurs[Y];if(!Q.slur.isCrossed()){if(F&&F.length)try{const K=F.find((Z,J)=>(Z.index?Z.index===Y:!0)&&Z.MeasureNumberXML==Q.staffEntries[Q.staffEntries.length-1].parentMeasure.MeasureNumber);K&&(Q.bezierEndControlPt.y+=(W=K==null?void 0:K.bezierEndControlPt)!=null&&W.y?K.bezierEndControlPt.y:0,Q.bezierEndPt.y+=(q=K==null?void 0:K.bezierEndPt)!=null&&q.y?K.bezierEndPt.y:0,Q.bezierStartControlPt.y+=(U=K==null?void 0:K.bezierStartControlPt)!=null&&U.y?K.bezierStartControlPt.y:0)}catch(K){console.log(K)}this.drawSlur(Q,D)}}}drawSlur(B,D){const F=[];let G,W,q,U;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),U=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),U=new PointF2D(B.bezierEndPt.x+D.x,B.bezierEndPt.y+D.y)),F.push(this.applyScreenTransformation(G)),F.push(this.applyScreenTransformation(W)),F.push(this.applyScreenTransformation(q)),F.push(this.applyScreenTransformation(U)),B.placement===PlacementEnum.Above?(G.y-=.05,W.y-=.3,q.y-=.3,U.y-=.05):(G.y+=.05,W.y+=.3,q.y+=.3,U.y+=.05),F.push(this.applyScreenTransformation(G)),F.push(this.applyScreenTransformation(W)),F.push(this.applyScreenTransformation(q)),F.push(this.applyScreenTransformation(U)),B.SVGElement=this.backend.renderCurve(F)}drawMeasure(B){B.setAbsoluteCoordinates(B.PositionAndShape.AbsolutePosition.x*unitInPixels,B.PositionAndShape.AbsolutePosition.y*unitInPixels);const D=this.backend.getContext();try{B.draw(D)}catch(F){log$2.warn("VexFlowMusicSheetDrawer.drawMeasure",F)}for(const F of B.staffEntries)this.drawStaffEntry(F)}drawLine(B,D,F="#FF0000FF",G=.2){return B=this.applyScreenTransformation(B),D=this.applyScreenTransformation(D),this.backend.renderLine(B,D,F,G*unitInPixels)}DrawOverlayLine(B,D,F,G="#FF0000FF",W=.2){if(!F.PageNumber||F.PageNumber>this.backends.length||F.PageNumber<1){console.log("VexFlowMusicSheetDrawer.drawOverlayLine: invalid page number / music page number doesn't correspond to an existing backend.");return}const q=F.PageNumber-1,U=this.backends[q];return B=this.applyScreenTransformation(B),D=this.applyScreenTransformation(D),U.renderLine(B,D,G,W*unitInPixels)}drawSkyLine(B){const D=B.PositionAndShape.AbsolutePosition,F=B.PositionAndShape.Size.width;this.drawSampledLine(B.SkyLine,D,F)}drawBottomLine(B){const D=new PointF2D(B.PositionAndShape.AbsolutePosition.x,B.PositionAndShape.AbsolutePosition.y),F=B.PositionAndShape.Size.width;this.drawSampledLine(B.BottomLine,D,F,"#0000FFFF")}drawSampledLine(B,D,F,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 U=D;if(W.length>0){const Y=this.rules.SamplingUnit;let Q=new PointF2D(U.x,U.y),K=new PointF2D(W[0]/Y+U.x,U.y);this.drawLine(Q,K,G);let Z,J;B[0]>=0&&(Z=new PointF2D(W[0]/Y+U.x,U.y),J=new PointF2D(W[0]/Y+U.x,U.y+B[W[0]]),this.drawLine(Z,J,G));for(let te=1;te<W.length;te++)Q=new PointF2D(W[te-1]/Y+U.x,U.y+B[W[te-1]]),K=new PointF2D(W[te]/Y+U.x,U.y+B[W[te-1]]),this.drawLine(Q,K,G),Z=new PointF2D(W[te]/Y+U.x,U.y+B[W[te-1]]),J=new PointF2D(W[te]/Y+U.x,U.y+B[W[te]]),this.drawLine(Z,J,G);W[W.length-1]<B.length?(Q=new PointF2D(W[W.length-1]/Y+U.x,U.y+B[W[W.length-1]]),K=new PointF2D(U.x+F,U.y+B[W[W.length-1]]),this.drawLine(Q,K,G)):(Q=new PointF2D(W[W.length-1]/Y+U.x,U.y),K=new PointF2D(U.x+F,U.y),this.drawLine(Q,K,G))}else{const Y=new PointF2D(U.x,U.y),Q=new PointF2D(U.x+F,U.y);this.drawLine(Y,Q,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 F=D.GraphicalLabel;F.SVGNode=this.drawLabel(F,GraphicalLayers.Notes)}this.rules.RenderLyrics&&B.LyricsEntries.length>0&&this.drawLyrics(B.LyricsEntries,GraphicalLayers.Notes)}drawLyrics(B,D){B.forEach(F=>{const G=F.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 F=D,G=this.backend.getContext(),W=F.getTextBracket();W.setContext(G);try{W.draw()}catch(q){log$2.warn(q)}}}drawPedals(B){for(const D of B.Pedals)if(D){const F=D,G=this.backend.getContext(),W=F.getPedalMarking();W.setContext(G),W.draw()}}drawWavyLines(B){for(const D of B.WavyLines)if(D){const F=D,G=this.backend.getContext(),W=F.getVibratoBracket();W.setContext(G),W.draw()}}getMaxExpressionsYAndDots(B){var Y,Q;const D=[];let F=0;for(const K of B.measures)D.push(K.measureNumber);const G={},W={},q={};for(const K of B.AbstractExpressions)if(K instanceof GraphicalUnknownExpression&&D.includes(K.parentMeasure.MeasureNumber)){const Z=this.getDotId(K),J=this.getDotId(K,"x");W[Z]||(W[Z]=[]),q[J]||(q[J]=[]),this.hasDot(K.Label.PositionAndShape.RelativePosition,W[Z],!0)||(W[Z].push(K.Label.PositionAndShape.RelativePosition),q[J].push(K.Label.PositionAndShape.RelativePosition)),G[Z]=K.Label.PositionAndShape.RelativePosition}let U=0;for(const K of B.AbstractExpressions){const Z=(Y=K.parentMeasure)==null?void 0:Y.MeasureNumber;if(K instanceof GraphicalUnknownExpression&&D.includes(Z)){const J=(Q=K.parentMeasure.verticalMeasureList[0])==null?void 0:Q.stave,te=(J==null?void 0:J.end_x)-(J==null?void 0:J.x),ie=this.getDotId(K,"x");if((q[ie]||[]).length===1&&U!==Z){const se=K.Label.PositionAndShape.AbsolutePosition.y;F=F===0?se:Math.min(F,se)}(q[ie]||[]).length!==1&&te/10<K.Label.PositionAndShape.MarginSize.width&&(U=Z+1)}}return{maxY:F,dots:G,dotsPoint:W,dotsPointByX:q}}drawExpressions(B){const D={},F=[],{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 U=q.GraphicalLabel;U.SVGNode=this.drawLabel(U,GraphicalLayers.Notes)}else if(q instanceof GraphicalContinuousDynamicExpression)this.drawContinuousDynamic(q);else if(q instanceof GraphicalUnknownExpression){const U=this.getDotId(q),Y=this.getDotId(q,"x");if((W[Y]||[]).length!==1){const K=q.Label.PositionAndShape.AbsolutePosition.y;D[Y]?!F.includes(U)&&D[Y]!==0&&(q.Label.PositionAndShape.AbsolutePosition.y=K-1):(D[Y]=-Math.abs(G-K),q.Label.PositionAndShape.AbsolutePosition.y=K+D[Y]),F.push(U)}const Q=q.Label;Q.SVGNode=this.drawLabel(Q,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 F=Math.min(...B.Lines.map(W=>W.Start.x)),G=Math.min(...B.Lines.map(W=>W.Start.y));B.Lines[0].Start.x=F,B.Lines[1].Start.x=F,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 F of B.Lines){const G=new PointF2D(B.ParentStaffLine.PositionAndShape.AbsolutePosition.x+F.Start.x,B.ParentStaffLine.PositionAndShape.AbsolutePosition.y+F.Start.y),W=new PointF2D(B.ParentStaffLine.PositionAndShape.AbsolutePosition.x+F.End.x,B.ParentStaffLine.PositionAndShape.AbsolutePosition.y+F.End.y);this.drawLine(G,W,"black",F.Width)}D.closeGroup()}}renderLabel(B,D,F){return this._renderLabel(B,F)}_renderLabel(B,D){var Q;if(!B.Label.print)return;const F=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:U}=B.Label;q||(q=this.rules.DefaultFontStyle),U||(U=this.rules.DefaultFontFamily);let Y;for(let K=0;K<((Q=B.TextLines)==null?void 0:Q.length);K++){const Z=B.TextLines[K],J=this.calculatePixelDistance(Z.xOffset),te=new PointF2D(D.ScreenPosition.x+J,D.ScreenPosition.y),ie=this.backend.renderText(F,q,G,Z.text,D.FontHeightInPixel,te,W,B.Label.fontFamily);Y?Y.appendChild(ie):Y=ie,D.ScreenPosition.y=D.ScreenPosition.y+D.FontHeightInPixel,B.TextLines.length>1&&(D.ScreenPosition.y+=this.rules.SpacingBetweenTextLines)}return Y}renderRectangle(B,D,F,G,W){return this.backend.renderRectangle(B,F,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(R,B){const D=[],F=R.clone();for(;F.RealValue>0;){const G=F.RealValue;if(G>=2)D.push("1/2"),F.Sub(new Fraction$1(2,1));else if(G>=1)D.push("w"),F.Sub(new Fraction$1(1,1));else if(G<1&&G>=.5){if(B&&G>.5)return["w"];D.push("h"),F.Sub(new Fraction$1(1,2))}else if(G<.5&&G>=.25){if(B&&G>.25)return["h"];D.push("q"),F.Sub(new Fraction$1(1,4))}else if(G<.25&&G>=.125){if(B&&G>.125)return["q"];D.push("8"),F.Sub(new Fraction$1(1,8))}else if(G<.125&&G>=.0625){if(B&&G>.0625)return["8"];D.push("16"),F.Sub(new Fraction$1(1,16))}else if(G<.0625&&G>=.03125){if(B&&G>.03125)return["16"];D.push("32"),F.Sub(new Fraction$1(1,32))}else if(G<.03125&&G>=.015625){if(B&&G>.015625)return["32"];D.push("64"),F.Sub(new Fraction$1(1,64))}else{if(B)return["64"];D.push("128"),F.Sub(new Fraction$1(1,128))}}return D}static pitch(R,B,D,F=void 0,G=void 0){let W=G;G===void 0&&(W=3),B&&G===void 0&&(W=0,D.ClefType===ClefEnum.F&&(W=2),D.ClefType===ClefEnum.C&&(W=2));const q=NoteEnum[R.FundamentalNote].toLowerCase(),U=Pitch.accidentalVexflow(R.Accidental),Y=R.Octave-D.OctaveOffset+W;let Q="";return F&&(Q=this.NoteHeadCode(F)),[q+"n/"+Y+Q,U,D]}static restToNotePitch(R,B){let D=R.Octave;switch(B){case ClefEnum.C:case ClefEnum.F:{D+=2;break}case ClefEnum.G:}return new Pitch(R.FundamentalNote,D,AccidentalEnum.NONE)}static NoteHeadCode(R){const B="/",D=R.Filled?"2":"1";switch(R.Shape){case NoteHeadShape.NORMAL:return"";case NoteHeadShape.DIAMOND:return B+"D"+D;case NoteHeadShape.TRIANGLE:return B+"T"+D;case NoteHeadShape.X:return B+"X"+D;case NoteHeadShape.CIRCLEX:return B+"X3";case NoteHeadShape.RECTANGLE:return B+"R"+D;case NoteHeadShape.SQUARE:return B+"S"+D;case NoteHeadShape.SLASH:return"";default:return""}}static GhostNotes(R){const B=[],D=_VexFlowConverter.durations(R,!1);for(const F of D)B.push(new VF$c.GhostNote({duration:F}));return B}static StaveNote(R){var he,pe,be,Se,ve,xe,Ee,ge,we,Le,Me,Pe,Ce,De,Ne,Ie,Ge;R.sortForVexflow();const B=R.notes,D=R.parentStaffEntry.parentMeasure.parentSourceMeasure.Rules,F=B[0];let G=[],W;const q=[],U=F.graphicalNoteLength,Y=F.sourceNote.NoteTuplet!==void 0;let Q=_VexFlowConverter.durations(U,Y)[0];F.sourceNote.TypeLength!==void 0&&F.sourceNote.TypeLength!==U&&F.sourceNote.TypeLength.RealValue!==0&&(Q=_VexFlowConverter.durations(F.sourceNote.TypeLength,Y)[0],F.numberOfDots=F.sourceNote.DotsXml);let K,Z=F.numberOfDots,J=!1,te=0,ie=!1,se=!1,re;for(const ze of B){if(Z<ze.numberOfDots&&(Z=ze.numberOfDots),ze.sourceNote.isRest()){if(se=!0,ze.sourceNote.Pitch){G=[ze.vfpitch[0]];break}else{G=["b/4"];const Ke=(he=ze.parentVoiceEntry)==null?void 0:he.parentVoiceEntry;if(Ke){const rt=(pe=ze.parentVoiceEntry)==null?void 0:pe.parentStaffEntry.parentMeasure.staffEntries;let pt,ht,gt=-1;for(let ke=0;ke<rt.length;ke++)if(((be=rt[ke])==null?void 0:be.graphicalVoiceEntries[0].parentVoiceEntry)===Ke){gt=ke;break}if(gt>=1&&rt.length-1>=gt+1&&(pt=(ve=(Se=rt[gt-1])==null?void 0:Se.graphicalVoiceEntries[0])==null?void 0:ve.parentVoiceEntry,ht=(Ee=(xe=rt[gt+1])==null?void 0:xe.graphicalVoiceEntries[0])==null?void 0:Ee.parentVoiceEntry,pt&&ht)){const ke=pt.Notes[0],Be=ht.Notes[0];if(((ge=ke.NoteBeam)==null?void 0:ge.Notes.includes(Be))&&Be.ParentStaffEntry.ParentStaff.StafflineCount!==1){const Ze=pt.Notes.last().Pitch,_e=ze.Clef(),Fe=_VexFlowConverter.pitch(_VexFlowConverter.restToNotePitch(Ze.getTransposedPitch(-2),_e.ClefType),!1,_e);Ze.FundamentalNote===4&&(G=[Fe[0]])}}}}if(U.RealValue===ze.sourceNote.SourceMeasure.ActiveTimeSignature.RealValue&&(G=D.DYMusicScoreType==="staff"?["d/5"]:["R/5"],Q="w",Z=0,J=!0,te=D.WholeRestXShiftVexflow*unitInPixels),[...ze.sourceNote.ParentStaff.Voices].filter(Ke=>(Ke==null?void 0:Ke.VoiceId)!=1).length){const Ke=ze.parentVoiceEntry.parentStaffEntry.graphicalVoiceEntries,rt=ze.parentVoiceEntry.parentVoiceEntry.ParentVoice.VoiceId;let pt,ht;for(const gt of Ke)for(const ke of gt.notes){if(ke===ze||ke.sourceNote.isRest()||!ke.sourceNote.PrintObject){ze.lineShift=-2;continue}const Be=ke.parentVoiceEntry.parentVoiceEntry.WantedStemDirection,Ze=rt===1||rt===5,_e=Ze?1:-1,Xe=ke.sourceNote.Pitch.getHalfTone(),$e=_e===1&&Xe>pt,Qe=_e===-1&&Xe<pt;(!pt||$e||Qe)&&(pt=Xe,ht=0,Ze&&Be===StemDirectionType.Up||!Ze&&Be===StemDirectionType.Down?ht+=7:Ze?ht+=1:ht+=2,Q.includes("8")||Be===StemDirectionType.Up&&_e===-1&&(ht+=1),ke.sourceNote.NoteBeam&&(ht+=1),Q.includes("w")&&(ht=3.5),ht+=Math.ceil(D.RestCollisionYPadding)*.5,ht*=_e,ze.lineShift=ht)}if(pt>0){let gt=3;const ke=ze.Clef();switch(ke.ClefType){case ClefEnum.F:gt=5;break;case ClefEnum.C:gt=4;break}re=Pitch.fromHalftone(pt),G=[_VexFlowConverter.pitch(re,!0,ke,void 0,gt)[0]]}}break}ze.sourceNote.Notehead&&ze.sourceNote.Notehead.Shape===NoteHeadShape.SLASH&&(ie=!0);const Ve=ze.vfpitch;if((Le=(we=Ve[2])==null?void 0:we.Parent)!=null&&Le.Instructions)for(let Ue=0,tt=Ve[2].Parent.Instructions.length;Ue<tt;++Ue){const Ke=Ve[2].Parent.Instructions[Ue];Ke instanceof KeyInstruction&&(W=Ke)}G.push(Ve[0]),q.push(Ve[1]),K||(K=_VexFlowConverter.Clef(Ve[2]).type),K==="percussion"&&ze.sourceNote.ParentStaff.StafflineCount===1&&(G=["b/4"])}if(!K)try{const ze=_VexFlowConverter.Clef(R.notes[0].clef);(ze==null?void 0:ze.type)==="percussion"&&R.notes[0].sourceNote.ParentStaff.StafflineCount===1&&(G=["b/4"])}catch{}for(let ze=0,Ve=Z;ze<Ve;++ze)Q+="d";ie&&(Q+="s"),se&&(Q+="r");let ae;const le={align_center:J,auto_stem:!1,clef:K,duration:Q,keys:G,stem_direction:1,slash:R.GraceSlash,note_size:20,DYMusicScoreType:D.DYMusicScoreType,keyString:_VexFlowConverter.keySignature(W)},ce=R.notes[0].sourceNote;ce.IsCueNote&&(le.glyph_font_scale=VF$c.DEFAULT_NOTATION_FONT_SCALE*VF$c.GraceNote.SCALE,le.stroke_px=VF$c.GraceNote.LEDGER_LINE_OFFSET),R.parentVoiceEntry.IsGrace||R.notes[0].sourceNote.IsCueNote?D.DYMusicScoreType==="jianpu"?(le.ornament=!0,ae=new NumberedNote(le)):ae=new VF$c.GraceNote(le):(D.DYMusicScoreType==="jianpu"?ae=new NumberedNote(le):ae=new VF$c.StaveNote(le),ae.stagger_same_whole_notes=D.StaggerSameWholeNotes);const fe=R.notes[0].lineShift;fe!==0&&(ae.getKeyProps()[0].line+=fe),((Me=window.GYM)==null?void 0:Me.isDrumset)&&R.notes[0].sourceNote.isRest()&&((Ce=(Pe=R.notes[0].sourceNote.ParentStaffEntry)==null?void 0:Pe.VoiceEntries)==null?void 0:Ce.length)>1&&R.notes[0].sourceNote.ParentVoiceEntry.ParentVoice.VoiceId==1&&(ae.getKeyProps()[0].line=4.5);const me=(De=window.GYM)==null?void 0:De.customBassDrum;if(me&&ae.isRest()&&(ae.getDuration()==="q"&&(ae.getKeyProps()[0].line=me),ae.getDuration()==="h"&&(ae.getKeyProps()[0].line=me-1)),ae.getKeyProps().forEach(({line:ze},Ve)=>R.notes[Ve].staffLine=ze),(D.LedgerLineWidth||D.LedgerLineStrokeStyle)&&(ae.ledgerLineStyle||(ae.ledgerLineStyle={}),D.LedgerLineWidth&&(ae.ledgerLineStyle.lineWidth=D.LedgerLineWidth),D.LedgerLineStrokeStyle&&(ae.ledgerLineStyle.strokeStyle=D.LedgerLineStrokeStyle)),D.ColoringEnabled){const ze=D.DefaultColorStem;let Ve=R.parentVoiceEntry.StemColor;!Ve&&ze&&(Ve=ze);const Ue={fillStyle:Ve,strokeStyle:Ve};Ve&&(ae.setStemStyle(Ue),ae.flag&&D.ColorFlags&&ae.setFlagStyle(Ue))}if(ae.x_shift=te,R.parentVoiceEntry.IsGrace&&R.notes[0].sourceNote.NoteBeam&&(R.parentVoiceEntry.WantedStemDirection=R.notes[0].sourceNote.NoteBeam.Notes[0].ParentVoiceEntry.WantedStemDirection),R.parentVoiceEntry){let ze=R.parentVoiceEntry.WantedStemDirection;const Ve=((Ne=window.GYM)==null?void 0:Ne.stemDirectionNote)||[],Ue=Ve==null?void 0:Ve.find(Ke=>Ke.id===R.notes[0].sourceNote.NoteToGraphicalNoteObjectId);Ue&&typeof(Ue==null?void 0:Ue.direction)=="number"&&(ze=Ue.direction);const tt=window.DYMusicalOrientation;switch(ze=tt!==void 0?tt:ze,ze){case StemDirectionType.Up:ae.setStemDirection(VF$c.Stem.UP),R.parentVoiceEntry.StemDirection=StemDirectionType.Up;break;case StemDirectionType.Down:ae.setStemDirection(VF$c.Stem.DOWN),R.parentVoiceEntry.StemDirection=StemDirectionType.Down;break}}for(let ze=0,Ve=B.length;ze<Ve;ze+=1){if(B[ze].setIndex(ae,ze),q[ze]){if(q[ze]==="###"){ae.addAccidental(ze,new VF$c.Accidental("##")),ae.addAccidental(ze,new VF$c.Accidental("#"));continue}else if(q[ze]==="bbs"){ae.addAccidental(ze,new VF$c.Accidental("bb")),ae.addAccidental(ze,new VF$c.Accidental("b"));continue}ae.addAccidental(ze,new VF$c.Accidental(q[ze]))}const Ue=B[ze].sourceNote.TremoloStrokes,tt=B[ze].sourceNote.TremoloType;if(Ue>0&&tt==="single"){const Ke=new VF$c.Tremolo(Ue);Ke.extra_stroke_scale=D.TremoloStrokeScale,Ke.y_spacing_scale=D.TremoloYSpacingScale,ae&&ae.duration==="w"&&ae.stem.setExtension(-9),ae.addModifier(ze,Ke)}if(Ue>0&&tt==="start"&&this.noteTremoloList.push(ae),Ue>0&&tt==="stop"){if(this.noteTremoloList.push(ae),this.noteTremoloList.filter(pt=>pt.duration==="w").length===this.noteTremoloList.length)try{this.noteTremoloList[0].keyProps&&this.noteTremoloList[1].keyProps&&((Ie=(this.noteTremoloList[0].keyProps[0].line>this.noteTremoloList[1].keyProps[0].line?this.noteTremoloList[1]:this.noteTremoloList[0]).stem)==null||Ie.setResetHeight(30))}catch{console.error("\u8BBE\u7F6E\u90FD\u662F\u5168\u97F3\u7B26,stem\u7684\u9AD8\u5EA6\u5931\u8D25")}const rt=new VF$c.Tremolo(Ue,[...this.noteTremoloList]);rt.extra_stroke_scale=1.2,rt.y_spacing_scale=1.2,rt.x_shift=-30,ae.addModifier(ze,rt),this.noteTremoloList=[]}this.glissandoList.length&&(ae.setVibrato(this.glissandoList[0].vfnote[0]),this.glissandoList=[]),B[ze].sourceNote.glissandoType==="start"&&this.glissandoList.push(B[ze])}if(this.slideNote){try{ae.setSlideNote(this.slideNote)}catch(ze){console.error(ze)}this.slideNote=null}if(R.notes[0].sourceNote.slideType==="start"&&(this.slideNote=ae),ce.Length.RealValue===.25&&ce.Notehead&&ce.Notehead.Filled===!1){const ze=ae.getKeyProps();for(let Ve=0;Ve<ze.length;Ve++)ze[Ve].code="v81"}for(let ze=0,Ve=Z;ze<Ve;++ze)ae.addDotToAll();if(G.length>1){let ze=ae.getKeyProps().filter(Ue=>!Ue.code&&Ue.line>3);!((Ge=window.GYM)==null?void 0:Ge.stemDirectionNote)&&ze.length===G.length&&ae.setStemDirection(-1)}D.DYMusicScoreType==="jianpu"&&window&&window.sett&&window.sett.keySignature&&ae.addAccidental(0,new VF$c.Accidental("#"));try{const ze=["b","#","\xA7","\xBA","X"],Ve={b:"b","#":"#","\xA7":"n",\u00BA:"bb",X:"##"};for(const Ue of B){const tt=Ue.sourceNote.voiceEntry.Timestamp;for(const Ke of Ue.sourceNote.SourceMeasure.StaffLinkedExpressions)for(const rt of Ke){const pt=Fraction$1.Equal(tt,rt.Timestamp),gt=rt.EntriesList.map(ke=>ke.label).filter(ke=>ze.includes(ke)).map(ke=>Ve[ke]);if(pt){for(const ke of gt)ke&&ae.addAnnotation(0,new VF$c.Annotation(ke));break}}}}catch{}return ae}static generateArticulations(R,B,D){var F,G,W,q,U,Y;if(!(!R||R.getAttribute("type")==="GhostNote"))for(const Q of B){let K=VF$c.Modifier.Position.ABOVE;R.getStemDirection()===VF$c.Stem.UP&&(K=VF$c.Modifier.Position.BELOW);let Z;const J=Q.articulationEnum;switch(D.ArticulationPlacementFromXML&&(Q.placement===PlacementEnum.Above?K=VF$c.Modifier.Position.ABOVE:Q.placement===PlacementEnum.Below&&(K=VF$c.Modifier.Position.BELOW)),J){case ArticulationEnum.accent:{Z=new VF$c.Articulation("a>");break}case ArticulationEnum.downbow:{Z=new VF$c.Articulation("am"),Q.placement===void 0&&(K=VF$c.Modifier.Position.ABOVE);break}case ArticulationEnum.fermata:{Z=new VF$c.Articulation("a@a"),K=VF$c.Modifier.Position.ABOVE;break}case ArticulationEnum.marcatodown:{Z=new VF$c.Articulation("a|");break}case ArticulationEnum.marcatoup:{Z=new VF$c.Articulation("a^");break}case ArticulationEnum.invertedfermata:{Z=new VF$c.Articulation("a@u"),K=VF$c.Modifier.Position.BELOW;break}case ArticulationEnum.lefthandpizzicato:{Z=new VF$c.Articulation("a+");break}case ArticulationEnum.naturalharmonic:{Z=new VF$c.Articulation("ah");break}case ArticulationEnum.snappizzicato:{Z=new VF$c.Articulation("ao");break}case ArticulationEnum.staccatissimo:{Z=new VF$c.Articulation("av");break}case ArticulationEnum.staccato:{Z=new VF$c.Articulation("a.");break}case ArticulationEnum.tenuto:{Z=new VF$c.Articulation("a-");break}case ArticulationEnum.upbow:{Z=new VF$c.Articulation("a|"),Q.placement===void 0&&(K=VF$c.Modifier.Position.ABOVE);break}case ArticulationEnum.strongaccent:{Z=new VF$c.Articulation("a^");break}}Z&&(!R.hasStem()&&!R.isRest()&&J==ArticulationEnum.accent&&R.getLineNumber()>=3&&(K=VF$c.Modifier.Position.ABOVE,(G=(F=R==null?void 0:R.modifiers)==null?void 0:F.filter(se=>["TREMOLO"].includes(se.getCategory().toLocaleUpperCase())))!=null&&G.length&&Z.setYShift(-16)),J===ArticulationEnum.strongaccent&&(K=VF$c.Modifier.Position.ABOVE,(W=window.GYM)!=null&&W.customArtPosition&&(R.getStemDirection()===1?K=VF$c.Modifier.Position.ABOVE:(K=VF$c.Modifier.Position.BELOW,Z=new VF$c.Articulation("a|")))),((q=window.GYM)==null?void 0:q.customAccentItem)&&J===ArticulationEnum.accent&&(K=VF$c.Modifier.Position.ABOVE),((U=window.GYM)==null?void 0:U.customLefthandpizzicatoItem)&&(J===ArticulationEnum.lefthandpizzicato||J===ArticulationEnum.naturalharmonic)&&(K=VF$c.Modifier.Position.ABOVE),J===ArticulationEnum.tenuto&&R.getDuration()==="w"&&((Y=window.GYM)==null?void 0:Y.customTenutoItem)&&(K=VF$c.Modifier.Position.ABOVE),Z.setPosition(K),R.addModifier(0,Z))}}static generateOrnaments(R,B){let D=VF$c.Modifier.Position.ABOVE;B.placement===PlacementEnum.Below&&(D=VF$c.Modifier.Position.BELOW);let F;switch(B.GetOrnament){case OrnamentEnum.DelayedInvertedTurn:{F=new VF$c.Ornament("turn_inverted"),F.setDelayed(!0);break}case OrnamentEnum.DelayedTurn:{F=new VF$c.Ornament("turn"),F.setDelayed(!0);break}case OrnamentEnum.InvertedMordent:{F=new VF$c.Ornament("mordent"),F.setDelayed(!1);break}case OrnamentEnum.InvertedTurn:{F=new VF$c.Ornament("turn_inverted"),F.setDelayed(!1);break}case OrnamentEnum.Mordent:{F=new VF$c.Ornament("mordent_inverted"),F.setDelayed(!1);break}case OrnamentEnum.Trill:{F=new VF$c.Ornament("tr"),F.setDelayed(!1);break}case OrnamentEnum.Turn:{F=new VF$c.Ornament("turn"),F.setDelayed(!1);break}default:{log$2.warn("unhandled OrnamentEnum type: "+B.GetOrnament);return}}F&&(B.AccidentalBelow!==AccidentalEnum.NONE&&F.setLowerAccidental(Pitch.accidentalVexflow(B.AccidentalBelow)),B.AccidentalAbove!==AccidentalEnum.NONE&&F.setUpperAccidental(Pitch.accidentalVexflow(B.AccidentalAbove)),F.setPosition(D),R.addModifier(0,F))}static StrokeTypeFromArpeggioType(R){switch(R){case ArpeggioType.ARPEGGIO_DIRECTIONLESS:return VF$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$c.Stroke.Type.ARPEGGIO_DIRECTIONLESS}}static CreateTabNote(R){const B=[],D=R.notes.reverse(),F=[],G=R.notes[0].graphicalNoteLength,W=R.notes[0].sourceNote.NoteTuplet!==void 0;let q=_VexFlowConverter.durations(G,W)[0],U=0;for(const Q of R.notes){const K=Q.sourceNote,Z={str:K.StringNumberTab,fret:K.FretNumber};B.push(Z),K.BendArray&&K.BendArray.forEach(function(J){let te;const ie=J.bendalter-Z.fret;ie>1?te="Full":ie===1?te="1/2":te="1/4",J.direction==="up"?F.push({type:VF$c.Bend.UP,text:te,width:10}):F.push({type:VF$c.Bend.DOWN,text:te,width:10})}),U<Q.numberOfDots&&(U=Q.numberOfDots)}for(let Q=0,K=U;Q<K;++Q)q+="d";const Y=new VF$c.TabNote({duration:q,positions:B});for(let Q=0,K=D.length;Q<K;Q+=1)D[Q].setIndex(Y,Q);return F.forEach(function(Q){Q.type===VF$c.Bend.UP?Y.addModifier(new VF$c.Bend(Q.text,!1)):Y.addModifier(new VF$c.Bend(Q.text,!0))}),Y}static Clef(R,B="default"){let D,F;switch(B!=="default"&&B!=="small"&&(log$2.warn(`Invalid VexFlow clef size "${B}" specified. Using "default".`),B="default"),R.ClefType){case ClefEnum.G:switch(R.Line){case 1:D="french";break;case 2:D="treble";break;default:D="treble",log$2.error(`Clef ${ClefEnum[R.ClefType]} on line ${R.Line} not supported by VexFlow. Using default value "${D}".`)}break;case ClefEnum.F:switch(R.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[R.ClefType]} on line ${R.Line} not supported by VexFlow. Using default value "${D}".`)}break;case ClefEnum.C:switch(R.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[R.ClefType]} on line ${R.Line} not supported by VexFlow. Using default value "${D}".`)}break;case ClefEnum.percussion:D="percussion";break;case ClefEnum.TAB:D="treble";break;default:log$2.info("bad clef type: "+R.ClefType),D="treble"}return R.OctaveOffset===1&&D!=="bass"?F="8va":R.OctaveOffset===-1&&(F="8vb"),{type:D,size:B,annotation:F}}static TimeSignature(R){let B;switch(R.SymbolEnum){case RhythmSymbolEnum.NONE:B=R.Rhythm.Numerator+"/"+R.Rhythm.Denominator;break;case RhythmSymbolEnum.COMMON:B="C";break;case RhythmSymbolEnum.CUT:B="C|";break}return new VF$c.TimeSignature(B)}static keySignature(R){if(!R)return;let B;switch(R.Mode){case KeyEnum.minor:B=_VexFlowConverter.minorMap[R.Key]+"m";break;case KeyEnum.major:B=_VexFlowConverter.majorMap[R.Key];break;case KeyEnum.none:B=_VexFlowConverter.majorMap[R.Key];break;default:B="C"}return B}static line(R,B){switch(R){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(R,B=FontStyles.Regular,D=Fonts.TimesNewRoman,F,G=void 0){let W="normal",q="normal",U=`'${F.DefaultFontFamily}'`;switch(B){case FontStyles.Bold:q="bold";break;case FontStyles.Italic:W="italic";break;case FontStyles.BoldItalic:W="italic",q="bold";break;case FontStyles.Underlined:break}switch(D){case Fonts.Kokila:break}return G&&G!=="default"&&(U=`'${G}'`),W+" "+q+" "+Math.floor(R)+"px "+U}static fontStyle(R){switch(R){case FontStyles.Bold:return"bold";case FontStyles.Italic:return"italic";case FontStyles.BoldItalic:return"italic bold";default:return"normal"}}static style(R){return OUTLINE_AND_FILL_STYLE_DICT.getValue(R)}};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 F=B.Octave;switch(D){case OctaveEnum.VA8:F-=1;break;case OctaveEnum.VB8:F+=1;break;case OctaveEnum.MA15:F-=2;break;case OctaveEnum.MB15:F+=2;break;case OctaveEnum.NONE:default:F+=0}return new Pitch(B.FundamentalNote,F,B.Accidental)}}var OctaveEnum=(R=>(R[R.VA8=0]="VA8",R[R.VB8=1]="VB8",R[R.MA15=2]="MA15",R[R.MB15=3]="MB15",R[R.NONE=4]="NONE",R))(OctaveEnum||{});class AbstractTempoExpression extends AbstractExpression{constructor(B,D,F,G){super(D),this.label=B,this.staffNumber=F,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 F of B)if(AbstractTempoExpression.stringContainsSeparatedWord(D.toLowerCase().trim(),F.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(R,B,D,F,G,W=!1){super(R,B,D,G),this.setTempoAndTempoType(F)}static getDefaultValueForTempoType(R){switch(R){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(R){return R?_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLarghissimo,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoGrave,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLento,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLargo,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLarghetto,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAdagio,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAdagietto,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAndanteModerato,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAndante,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAndantino,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoModerato,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegretto,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegroModerato,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegro,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoVivace,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoVivacissimo,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegrissimo,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoPresto,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoPrestissimo,R)||_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoChangesGeneral,R):!1}get Label(){return this.label}set Label(R){this.label=R}get Placement(){return this.placement}set Placement(R){this.placement=R}get StaffNumber(){return this.staffNumber}set StaffNumber(R){this.staffNumber=R}get Enum(){return this.tempoEnum}get TempoInBpm(){return this.tempoInBpm}set TempoInBpm(R){this.tempoInBpm=R}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(R){if(!this.label){this.tempoInBpm=R,this.tempoEnum=TempoEnum.metronomeMark;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLarghissimo,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.larghissimo)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.larghissimo;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoGrave,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.grave)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.grave;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLento,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.lento)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.lento;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLargo,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.largo)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.largo;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoLarghetto,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.larghetto)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.larghetto;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAdagio,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.adagio)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.adagio;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAdagietto,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.adagietto)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.adagietto;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAndanteModerato,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.andanteModerato)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.andanteModerato;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAndante,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.andante)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.andante;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAndantino,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.andantino)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.andantino;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoModerato,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.moderato)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.moderato;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegretto,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.allegretto)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.allegretto;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegroModerato,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.allegroModerato)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.allegroModerato;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegro,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.allegro)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.allegro;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoVivace,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.vivace)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.vivace;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoVivacissimo,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.vivacissimo)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.vivacissimo;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoAllegrissimo,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.allegrissimo)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.allegrissimo;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoPresto,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.presto)),this.tempoInBpm=R,this.tempoEnum=TempoEnum.presto;return}if(_InstantaneousTempoExpression.isStringInStringList(_InstantaneousTempoExpression.listInstantaneousTempoPrestissimo,this.label)){R===0&&(R=_InstantaneousTempoExpression.getDefaultValueForTempoType(TempoEnum.prestissimo)),this.tempoInBpm=R,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=(R=>(R[R.none=0]="none",R[R.larghissimo=1]="larghissimo",R[R.grave=2]="grave",R[R.lento=3]="lento",R[R.largo=4]="largo",R[R.larghetto=5]="larghetto",R[R.adagio=6]="adagio",R[R.adagietto=7]="adagietto",R[R.andanteModerato=8]="andanteModerato",R[R.andante=9]="andante",R[R.andantino=10]="andantino",R[R.moderato=11]="moderato",R[R.allegretto=12]="allegretto",R[R.allegroModerato=13]="allegroModerato",R[R.allegro=14]="allegro",R[R.vivace=15]="vivace",R[R.vivacissimo=16]="vivacissimo",R[R.allegrissimo=17]="allegrissimo",R[R.presto=18]="presto",R[R.prestissimo=19]="prestissimo",R[R.lastRealTempo=20]="lastRealTempo",R[R.addon=21]="addon",R[R.changes=22]="changes",R[R.metronomeMark=23]="metronomeMark",R))(TempoEnum||{});const _MoodExpression=class extends AbstractExpression{constructor(R,B,D){super(B),this.label=R,this.staffNumber=D,this.setMoodType()}static isInputStringMood(R){return R?_MoodExpression.isStringInStringList(_MoodExpression.listMoodAffettuoso,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodAgitato,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodAnimato,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodAppassionato,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodBrillante,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodCantabile,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodDolce,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodEnergico,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodEroico,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodEspressivo,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodFurioso,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodGiocoso,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodGioioso,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodGrandioso,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodGrazioso,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodLacrimoso,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodLeggiero,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodMaestoso,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodMalinconico,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodMarcato,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodMarziale,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodMesto,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodMorendo,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodNobilmente,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodPatetico,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodPesante,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodSaltando,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodSautille,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodScherzando,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodSostenuto,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodSpiccato,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodTenerezza,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodTranquillamente,R)||_MoodExpression.isStringInStringList(_MoodExpression.listMoodTrionfante,R):!1}get Label(){return this.label}set Label(R){this.label=R}get Mood(){return this.moodType}set Mood(R){this.moodType=R}get StaffNumber(){return this.staffNumber}set StaffNumber(R){this.staffNumber=R}get Placement(){return this.placement}set Placement(R){this.placement=R}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=(R=>(R[R.Affettuoso=0]="Affettuoso",R[R.Agitato=1]="Agitato",R[R.Appassionato=2]="Appassionato",R[R.Animato=3]="Animato",R[R.Brillante=4]="Brillante",R[R.Cantabile=5]="Cantabile",R[R.Dolce=6]="Dolce",R[R.Energico=7]="Energico",R[R.Eroico=8]="Eroico",R[R.Espressivo=9]="Espressivo",R[R.Furioso=10]="Furioso",R[R.Giocoso=11]="Giocoso",R[R.Gioioso=12]="Gioioso",R[R.Lacrimoso=13]="Lacrimoso",R[R.Grandioso=14]="Grandioso",R[R.Grazioso=15]="Grazioso",R[R.Leggiero=16]="Leggiero",R[R.Maestoso=17]="Maestoso",R[R.Malinconico=18]="Malinconico",R[R.Marcato=19]="Marcato",R[R.Marziale=20]="Marziale",R[R.Mesto=21]="Mesto",R[R.Morendo=22]="Morendo",R[R.Nobilmente=23]="Nobilmente",R[R.Patetico=24]="Patetico",R[R.Pesante=25]="Pesante",R[R.Sautille=26]="Sautille",R[R.Saltando=27]="Saltando",R[R.Scherzando=28]="Scherzando",R[R.Sostenuto=29]="Sostenuto",R[R.Spiccato=30]="Spiccato",R[R.Tenerezza=31]="Tenerezza",R[R.Tranquillamente=32]="Tranquillamente",R[R.Trionfante=33]="Trionfante",R[R.Vivace=34]="Vivace",R))(MoodEnum||{});class UnknownExpression extends AbstractExpression{constructor(B,D,F,G){super(D),this.label=B,this.staffNumber=G,F===void 0&&(F=TextAlignmentEnum.LeftBottom),this.textAlignment=F}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 F=new MultiExpressionEntry;F.prefix=D,F.expression=B,B instanceof ContinuousDynamicExpression||B instanceof MoodExpression||B instanceof UnknownExpression?F.label=B.Label:F.label="",this.expressions.push(F)}removeExpressionFromEntryList(B){for(let D=0,F=this.expressions.length;D<F;++D)if(this.expressions[D].expression===B){this.expressions.splice(D,1);break}}}class MultiExpressionEntry{}const _ContinuousTempoExpression=class extends AbstractTempoExpression{constructor(R,B,D,F){super(R,B,D,F),this.setTempoType()}static isInputStringContinuousTempo(R){return R?_ContinuousTempoExpression.isStringInStringList(_ContinuousTempoExpression.listContinuousTempoFaster,R)||_ContinuousTempoExpression.isStringInStringList(_ContinuousTempoExpression.listContinuousTempoSlower,R):!1}static isIncreasingTempo(R){return R<=ContinuousTempoType.piuMosso}static isDecreasingTempo(R){return R>=ContinuousTempoType.allargando&&R<=ContinuousTempoType.ritenuto}get TempoType(){return this.tempoType}set TempoType(R){this.tempoType=R}get StartTempo(){return this.startTempo}set StartTempo(R){this.startTempo=R}get EndTempo(){return this.endTempo}set EndTempo(R){this.endTempo=R}get AbsoluteEndTimestamp(){return this.absoluteEndTimestamp}set AbsoluteEndTimestamp(R){this.absoluteEndTimestamp=R}get AbsoluteTimestamp(){return this.ParentMultiTempoExpression.AbsoluteTimestamp}getAbsoluteFloatTimestamp(){return this.ParentMultiTempoExpression.AbsoluteTimestamp.RealValue}getInterpolatedTempo(R){const B=Fraction$1.plus(this.parentMultiTempoExpression.SourceMeasureParent.AbsoluteTimestamp,this.parentMultiTempoExpression.Timestamp);if(R.lt(B))return-1;if(this.absoluteEndTimestamp.lt(R))return-2;const D=Fraction$1.minus(R,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=(R=>(R[R.accelerando=0]="accelerando",R[R.stretto=1]="stretto",R[R.stringendo=2]="stringendo",R[R.mosso=3]="mosso",R[R.piuMosso=4]="piuMosso",R[R.allargando=5]="allargando",R[R.calando=6]="calando",R[R.menoMosso=7]="menoMosso",R[R.rallentando=8]="rallentando",R[R.ritardando=9]="ritardando",R[R.ritard=10]="ritard",R[R.rit=11]="rit",R[R.ritenuto=12]="ritenuto",R[R.rubato=13]="rubato",R[R.precipitando=14]="precipitando",R))(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 F=new TempoExpressionEntry;F.prefix=D,F.Expression=B,F.label=B.Label,this.expressions.push(F)}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,F){this.leadSheet=B.LeadSheet,this.graphicalMusicSheet=B,this.rules=this.graphicalMusicSheet.ParentMusicSheet.Rules,this.measureList=D,this.numberOfVisibleStaffLines=F,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,U;const B=this.getFullPageSystemWidth();let D=!1;this.measureListIndex=0,this.currentSystemParams=new SystemBuildParameters,this.currentSystemParams.currentSystem=this.initMusicSystem();let F=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,Se=Y.length;be<Se;++be)Y[be].resetLayout();const Q=Y[0].parentSourceMeasure,K=Q.HasEndLine,Z=K&&this.rules.NewPartAndSystemAfterFinalBarline,J=this.currentSystemParams.IsSystemStartMeasure();Q.IsSystemStartMeasure=J;const te=Q===this.graphicalMusicSheet.ParentMusicSheet.getFirstSourceMeasure();let ie=this.rules.MeasureLeftMargin,se=0;const re=this.getMeasureStartLine();if(ie+=this.getLineWidth(Y[0],re,J),!this.leadSheet){let be=!1;D&&this.rules.ShowRhythmAgainAfterPartEndOrFinalBarline&&(be=!0),ie+=this.addBeginInstructions(Y,J,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,J);let ce=this.rules.MeasureLeftMargin,fe;if(this.measureListIndex+1<this.measureList.length){const be=this.measureList[this.measureListIndex+1];fe=(W=be[0])==null?void 0:W.parentSourceMeasure,fe!=null&&fe.hasBeginInstructions()&&(ce+=this.addBeginInstructions(be,!1,!1))}let de=ie+se+ae;(U=(q=Y[0])==null?void 0:q.parentSourceMeasure)!=null&&U.multipleRestMeasures&&(de=this.rules.MultipleRestMeasureDefaultWidth);const me=this.currentSystemParams.currentWidth+de+ce<B;F===0&&(F=Math.abs(Math.floor((B-ie-se-ce)/(de-ie))),F=F%2===0?F:F-1,F<1&&(F=1));const he=this.rules.NewPageAtXMLNewPageAttribute&&Q.printNewPageXml,pe=he||this.rules.NewSystemAtXMLNewSystemAttribute&&Q.printNewSystemXml;if((J||me&&!pe)&&(this.rules.DYWorkSpecial||G<F)){if(this.addMeasureToSystem(Y,re,le,de,ie,ae,se),this.updateActiveClefs(Q,Y),this.measureListIndex++,Z){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=K}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,F,G){for(let W=0,q=B.length;W<q;++W){const U=B[W];U.setWidth(D),F>0&&(U.beginInstructionsWidth=F),G>0&&(U.endInstructionsWidth=G)}}finalizeCurrentAndCreateNewSystem(B,D=!1,F=!0,G=!1){this.finalizeCurrentSystem(B,D,F,G),this.currentSystemParams=new SystemBuildParameters,B!==void 0&&this.measureListIndex<this.measureList.length&&(this.currentSystemParams.currentSystem=this.initMusicSystem())}finalizeCurrentSystem(B,D=!1,F=!0,G=!1){this.currentSystemParams.currentSystem.breaksPage=G,this.adaptRepetitionLineWithIfNeeded(),B!==void 0&&F&&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 F=0;const G=B[B.length-1];G.endLine===SystemLinesEnum.DotsBoldBoldDots&&(G.endLine=SystemLinesEnum.DotsThinBold,F=D[0].getLineWidth(SystemLinesEnum.DotsBoldBoldDots)/2-D[0].getLineWidth(SystemLinesEnum.DotsThinBold)),this.currentSystemParams.currentSystemFixWidth-=F;for(let W=0,q=D.length;W<q;++W){const U=D[W];U.endInstructionsWidth-=F}}}addMeasureToSystem(B,D,F,G,W,q,U){this.currentSystemParams.systemMeasures.push({beginLine:D,endLine:F}),this.setMeasureWidth(B,G,W,U),this.addStaveMeasuresToSystem(B),this.currentSystemParams.currentWidth+=G,this.currentSystemParams.currentSystemFixWidth+=W+U,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(),F=B.PositionAndShape;F.BorderLeft=0,F.BorderRight=D,F.BorderTop=0;const G=[],W=this.graphicalMusicSheet.ParentMusicSheet.Instruments;for(let Y=0,Q=W.length;Y<Q;++Y){const K=W[Y];if(!(!K.Visible||K.Voices.length===0))for(let Z=0,J=K.Staves.length;Z<J;++Z){const te=K.Staves[Z];G.push(te)}}let q=!1;if(this.leadSheet){for(let Y=0,Q=G.length;Y<Q;++Y)if(G[Y].ParentInstrument.LyricVersesNumbers.length>1){q=!0;break}}let U=0;for(let Y=0;Y<G.length;Y++)if(this.addStaffLineToMusicSystem(B,U,G[Y]),U+=this.rules.StaffHeight,Y+1<G.length){let Q=0;this.leadSheet&&!q?Q=2.5:G[Y].ParentInstrument===G[Y+1].ParentInstrument?Q=this.rules.BetweenStaffDistance:Q=this.rules.StaffDistance,U+=Q}F.BorderBottom=U}addStaffLineToMusicSystem(B,D,F){if(B){const G=MusicSheetCalculator.symbolFactory.createStaffLine(B,F);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 U=0;U<5;U++){const Y=new PointF2D;Y.x=0,Y.y=U*this.rules.StaffHeight/4;const Q=new PointF2D;Q.x=G.PositionAndShape.Size.width,Q.y=U*this.rules.StaffHeight/4,this.leadSheet&&(Y.y=Q.y=0),G.StaffLines[U]=new GraphicalLine(Y,Q,this.rules.StaffLineWidth)}}}initializeActiveInstructions(B){const D=this.graphicalMusicSheet.ParentMusicSheet.getFirstSourceMeasure();if(D){this.visibleStaffIndices=this.graphicalMusicSheet.getVisibleStavesIndicesFromSourceMeasure(B);for(let F=0,G=this.visibleStaffIndices.length;F<G;F++){const W=this.visibleStaffIndices[F],q=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(D,W);this.activeClefs[F]=D.FirstInstructionsStaffEntries[W].Instructions[0];const U=D.FirstInstructionsStaffEntries[W].Instructions[1];if(U){let Q=KeyInstruction.copy(U);Q=this.transposeKeyInstruction(Q,q),this.activeKeys[F]=Q}const Y=D.FirstInstructionsStaffEntries[W].Instructions[2];this.activeRhythm[F]=Y}}}transposeKeyInstruction(B,D){const F=D.getTransposedHalftones();return F!==B.isTransposedBy&&D.ParentStaff.ParentInstrument.MidiInstrumentId!==MidiInstrument.Percussion&&MusicSheetCalculator.transposeCalculator!==void 0&&MusicSheetCalculator.transposeCalculator.transposeKey(B,F),B}addBeginInstructions(B,D,F){const G=B.length;if(G===0)return 0;let W=0;const q=B[0].parentSourceMeasure;for(let U=0;U<G;++U){const Y=B[U],Q=this.visibleStaffIndices[U],K=q.FirstInstructionsStaffEntries[Q],Z=this.AddInstructionsAtMeasureBegin(K,Y,U,F,D);W=Math.max(W,Z)}return W}addEndInstructions(B){const D=B.length;if(D===0)return 0;let F=.5;const G=B[0].parentSourceMeasure;for(let W=0;W<D;W++){const q=B[W],U=this.visibleStaffIndices[W],Y=G.LastInstructionsStaffEntries[U],Q=this.addInstructionsAtMeasureEnd(Y,q,B);F=Math.max(F,Q)}return F}AddInstructionsAtMeasureBegin(B,D,F,G,W){var ie,se,re,ae,le,ce;let q=0,U,Y,Q;if(B)for(let fe=0,de=B.Instructions.length;fe<de;++fe){const me=B.Instructions[fe];me instanceof ClefInstruction?U=me:me instanceof KeyInstruction?Y=me:me instanceof RhythmInstruction&&(Q=me)}const K=(ie=window.GYM)==null?void 0:ie.multitrack;W&&(U||(U=this.activeClefs[F]),Y||(Y=KeyInstruction.copy(this.activeKeys[F])),K&&Y&&!((se=Y.AlteratedNotes)!=null&&se.length)&&(Y=KeyInstruction.copy(this.activeKeys[0]),Y.PrintObject=!1),G&&!Q&&(Q=this.activeRhythm[F]));let Z=!1,J=!1,te=!1;if(U?(D.addClefAtBegin(U),Z=!0):U=this.activeClefs[F],Y){Y=this.transposeKeyInstruction(Y,D);const fe=W?void 0:this.activeKeys[F];if(D.addKeyAtBegin(Y,fe,U),K&&!Y.PrintObject)try{(le=(ae=(re=D.stave)==null?void 0:re.getModifiers(void 0,"keysignatures"))==null?void 0:ae[0])==null||le.setDrawState(!1)}catch{}J=!0}if(Q!==void 0&&Q.PrintObject&&this.rules.RenderTimeSignatures){let fe=!0;const me=D.MeasureNumber-1-this.rules.MinMeasureToDrawIndex;if(D.MeasureNumber-1>=0&&this.measureList[me]){const pe=(ce=this.measureList[me][0])==null?void 0:ce.parentSourceMeasure;(pe==null?void 0:pe.ImplicitMeasure)&&(pe==null?void 0:pe.RhythmPrinted)&&(fe=!1)}fe&&(D.addRhythmAtBegin(Q),D.parentSourceMeasure.RhythmPrinted=Q,te=!0)}return(Z||J||te)&&(q+=D.beginInstructionsWidth,te&&(q+=this.rules.RhythmRightMargin)),q}addInstructionsAtMeasureEnd(B,D,F){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 U=q;D.addClefAtEnd(U);for(const Y of F)Y!==D&&Y.addClefAtEnd(U,!1)}}return this.rules.MeasureRightMargin+D.endInstructionsWidth}updateActiveClefs(B,D){for(let F=0,G=D.length;F<G;F++){const W=this.visibleStaffIndices[F],q=B.FirstInstructionsStaffEntries[W];if(q)for(let Q=0,K=q.Instructions.length;Q<K;++Q){const Z=q.Instructions[Q];Z instanceof ClefInstruction?this.activeClefs[F]=Z:Z instanceof KeyInstruction?this.activeKeys[F]=Z:Z instanceof RhythmInstruction&&(this.activeRhythm[F]=Z)}const U=B.getEntriesPerStaff(W);for(let Q=0,K=U.length;Q<K;++Q){const Z=U[Q];if(Z.Instructions)for(let J=0,te=Z.Instructions.length;J<te;++J){const ie=Z.Instructions[J];ie instanceof ClefInstruction&&(this.activeClefs[F]=ie)}}const Y=B.LastInstructionsStaffEntries[W];if(Y){const Q=Y.Instructions;for(let K=0,Z=Q.length;K<Z;++K){const J=Q[K];J instanceof ClefInstruction&&(this.activeClefs[F]=J)}}}}checkAndCreateExtraInstructionMeasure(B){const D=B[0].parentSourceMeasure.FirstInstructionsStaffEntries,F=[];for(let W=0,q=B.length;W<q;++W){const U=B[W];F.push(D[U.ParentStaff.idInMusicSheet])}let G=0;for(let W=0,q=F.length;W<q;++W){const U=F[W];if(!U)continue;const Y=U.Instructions;let Q,K;for(let Z=0,J=Y.length;Z<J;++Z){const te=Y[Z];te instanceof KeyInstruction&&te.Key!==this.activeKeys[W].Key&&(Q=te),te instanceof RhythmInstruction&&te!==this.activeRhythm[W]&&(K=te)}if(Q!==void 0||K){const Z=this.addExtraInstructionMeasure(W,Q,K);G=Math.max(G,Z)}}G>0&&(this.currentSystemParams.systemMeasures.push({beginLine:SystemLinesEnum.None,endLine:SystemLinesEnum.None}),this.currentSystemParams.currentWidth+=G,this.currentSystemParams.currentSystemFixWidth+=G)}addExtraInstructionMeasure(B,D,F){const G=this.currentSystemParams.currentSystem,W=MusicSheetCalculator.symbolFactory.createExtraGraphicalMeasure(G.StaffLines[B]);D&&W.addKeyAtBegin(D,this.activeKeys[B],this.activeClefs[B]),F!==void 0&&F.PrintObject&&W.addRhythmAtBegin(F),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 F=this.currentSystemParams.currentSystem;for(let G=0;G<this.numberOfVisibleStaffLines;G++){const W=D[G];F.StaffLines[G].Measures.push(W),W.ParentStaffLine=F.StaffLines[G]}F.AddGraphicalMeasures(D)}}getMeasureStartLine(){if(this.thisMeasureBeginsLineRepetition()){const D=this.currentSystemParams.IsSystemStartMeasure(),F=this.measureListIndex===0;if(this.previousMeasureEndsLineRepetition()&&!D)return SystemLinesEnum.DotsBoldBoldDots;if(!F)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 U=Math.min(this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length-1,B.measureListIndex+B.multipleRestMeasures-1);B=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[U]}}finally{}const D=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures,F=D[this.measureListIndex];let G=!1;return F.allRests&&(G=(q=(W=D[this.measureListIndex+F.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,F){let G=B.getLineWidth(D);return D===SystemLinesEnum.DotsBoldBoldDots&&(G/=2),F&&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,F=this.measureList[B].length;D<F;++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,F=this.measureList[B].length;D<F;++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 F=(B=this.measureList[this.measureListIndex+1][D])==null?void 0:B.parentSourceMeasure;return F?F.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 F=this.currentSystemParams.currentSystem;for(let G=0,W=F.StaffLines.length;G<W;++G){const q=F.StaffLines[G];let U=0;for(let Y=0;Y<q.Measures.length;Y++){const Q=q.Measures[Y];Q.setPositionInStaffline(U);const K=Q.beginInstructionsWidth;if(Q.setWidth(K+Q.minimumStaffEntriesWidth*D+Q.endInstructionsWidth),Y<this.currentSystemParams.systemMeasures.length){const J=this.currentSystemParams.systemMeasures[Y].beginLine,te=Q.getLineWidth(SystemLinesEnum.BoldThinDots);switch(J){case SystemLinesEnum.BoldThinDots:let ie=U;Y===0&&(ie=U+Q.beginInstructionsWidth-te),F.createVerticalLineForMeasure(ie,te,J,SystemLinePosition.MeasureBegin,Y,Q);break}}if(Q.staffEntriesScaleFactor=D,Q.layoutSymbols(),!(Y+1<this.currentSystemParams.systemMeasures.length&&this.currentSystemParams.systemMeasures[Y+1].beginLine===SystemLinesEnum.BoldThinDots)){let J=SystemLinesEnum.SingleThin;Y<this.currentSystemParams.systemMeasures.length&&(J=this.currentSystemParams.systemMeasures[Y].endLine);const te=Q.getLineWidth(J);let ie=Q.PositionAndShape.RelativePosition.x+Q.PositionAndShape.BorderRight-te;J===SystemLinesEnum.DotsBoldBoldDots&&(ie-=te/2),F.createVerticalLineForMeasure(ie,te,J,SystemLinePosition.MeasureEnd,Y,Q)}U=Q.PositionAndShape.RelativePosition.x+Q.PositionAndShape.BorderRight}}B&&this.decreaseMusicSystemBorders()}decreaseMusicSystemBorders(){const B=this.currentSystemParams.currentSystem,D=CollectionUtil.last(B.StaffLines[0].Measures).PositionAndShape,F=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=F;for(let U=0,Y=q.StaffLines.length;U<Y;++U){const Q=q.StaffLines[U];Q.End=new PointF2D(F,Q.End.y)}}B.PositionAndShape.BorderRight=F+this.currentSystemParams.maxLabelLength+this.rules.SystemLabelsRightMargin}updateStaffLinesRelativePosition(B,D,F){for(let G=D;G<B.StaffLines.length;G++)B.StaffLines[G].PositionAndShape.RelativePosition.y=F;B.PositionAndShape.BorderBottom+=F}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 U=0;for(let Q=0;Q<W.length;Q++){const K=W[Q],Z=Math.max(0,Q-6),J=Math.min(q.length-1,Q+6);let te=0;for(let se=Z;se<=J;se++)te=Math.min(te,q[se]);const ie=K-te;U=Math.max(ie,U)}U+=this.rules.MinSkyBottomDistBetweenStaves,U=Math.max(U,this.rules.StaffHeight+this.rules.MinimumStaffLineDistance);const Y=U+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 F=B.StaffLines[B.StaffLines.length-1];B.PositionAndShape.BorderBottom=F.PositionAndShape.RelativePosition.y+F.PositionAndShape.BorderBottom}hasExpressionCounts(B){var G;let D=0,F=!1;for(const W of B.GraphicalMeasures)for(const q of W){for(const U of q.parentSourceMeasure.TempoExpressions)if(((G=U.InstantaneousTempo)==null?void 0:G.Enum)===TempoEnum.metronomeMark){F=!0;break}for(const U of q.parentSourceMeasure.StaffLinkedExpressions)D+=U.length}return{TempoCount:F?1:0,OtherCount:D}}calculateMusicSystemsRelativePositions(){var q;let B=this.createMusicPage(),D=0,F=this.musicSystems[0],G=0,W=0;if(this.musicSystems.length>1)for(let U=1;U<this.musicSystems.length;U++){const Y=this.musicSystems[U-1],Q=this.musicSystems[U];let K=this.findRequiredDistanceWithSkyBottomLine(Y,Q);K>W&&(W=K)}for(let U=0;U<this.musicSystems.length;U++)if(F=this.musicSystems[U],B.MusicSystems.length===0){this.addSystemToPage(B,F),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);F.PositionAndShape.RelativePosition=Y,D+F.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 ${F.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[U-1],Q=Y.StaffLines[Y.StaffLines.length-1],K=Q.PositionAndShape;let Z=this.findRequiredDistanceWithSkyBottomLine(Y,F);Z=Math.max(W,Z),Z+=this.rules.MinSkyBottomDistBetweenSystems,((q=window==null?void 0:window.appName)==null?void 0:q.toLocaleUpperCase())==="GYM"&&(Z=Z<16?16:Z);const J=this.hasExpressionCounts(F);J.TempoCount>0&&this.rules.MetronomeMarksDrawn&&(Z+=2),J.OtherCount>0&&this.rules.MetronomeMarksDrawn&&(Z+=2),Z=Math.max(Z,this.rules.MinimumDistanceBetweenSystems+Q.StaffHeight);const te=D+K.RelativePosition.y+Z,ie=te+F.PositionAndShape.BorderMarginBottom;if(!(this.rules.NewPageAtXMLNewPageAttribute&&Y.breaksPage)&&ie<this.rules.PageHeight-this.rules.PageBottomMargin){this.addSystemToPage(B,F),D=te;const re=new PointF2D(this.rules.PageLeftMargin+this.rules.SystemLeftMargin,D);F.PositionAndShape.RelativePosition=re}else{B=this.createMusicPage(),U-=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 F=B.StaffLines[B.StaffLines.length-1],G=D.StaffLines[0],W=F.BottomLine,q=G.SkyLine,U=F.PositionAndShape,Y=G.PositionAndShape,Q=1/this.rules.SamplingUnit;let K=0;for(let Z=0;Z<W.length;Z++){const J=W[Z],te=Z+Math.round((U.RelativePosition.x-Y.RelativePosition.x)*Q);if(te<0)continue;if(te>=q.length)break;const ie=Math.max(0,te-6),se=Math.min(q.length-1,te+6);let re=0;for(let le=ie;le<=se;le++)re=Math.min(re,q[le]);const ae=J-re;K=Math.max(ae,K)}return K===0&&(K=U.BorderBottom-Y.BorderTop),K}}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,F){this.getOpenOctaveShift=B,this.getAbsoluteStartTimestamp=D,this.getAbsoluteEndTimestamp=F}}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 F=D.FundamentalNote+D.Octave*12,G=this.currentAlterationsComparedToKeyInstructionList.indexOf(F)>=0;if(this.currentInMeasureNoteAlterationsDict.containsKey(F)){if(G&&this.currentAlterationsComparedToKeyInstructionList.splice(this.currentAlterationsComparedToKeyInstructionList.indexOf(F),1),this.currentInMeasureNoteAlterationsDict.getValue(F)!==D.AccidentalHalfTones){this.keySignatureNoteAlterationsDict.containsKey(F)&&this.keySignatureNoteAlterationsDict.getValue(F)!==D.AccidentalHalfTones?(this.currentAlterationsComparedToKeyInstructionList.push(F),this.currentInMeasureNoteAlterationsDict.setValue(F,D.AccidentalHalfTones)):D.Accidental!==AccidentalEnum.NONE&&this.currentInMeasureNoteAlterationsDict.remove(F);const W=this.currentInMeasureNoteAlterationsDict.getValue(F);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(F),this.currentInMeasureNoteAlterationsDict.setValue(F,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(F),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 F=-9;F<9;F++)for(let G=0;G<B.length;G++)this.keySignatureNoteAlterationsDict.setValue(B[G]+F*12,Pitch.HalfTonesFromAccidental(D));this.doCalculationsAtEndOfMeasure()}}class JustifiedMusicSystemBuilder extends MusicSystemBuilder{buildMusicSystems(){var Y,Q;this.currentSystemParams=new SystemBuildParameters;const B=[];let D=0,F=-1;for(let K=0,Z=this.measureList.length;K<Z;++K){this.measureListIndex=K;const J=this.measureList[K];if(!J||!J[0])continue;for(let re=0,ae=J.length;re<ae;++re)J[re].resetLayout();const te=J[0].parentSourceMeasure,ie=this.rules.NewPageAtXMLNewPageAttribute&&te.printNewPageXml;(this.rules.NewSystemAtXMLNewSystemAttribute&&te.printNewSystemXml||ie)&&K>0?(F=K-1,B.push({startIndex:D,endIndex:F}),D=K):te.HasEndLine&&this.rules.NewPartAndSystemAfterFinalBarline&&(F=K,B.push({startIndex:D,endIndex:F}),D=K+1)}D<this.measureList.length&&F<D&&B.push({startIndex:D,endIndex:this.measureList.length-1});const G=[];let W=[];const q=[],U=[];for(const K of B){let Z=0;for(let me=K.startIndex;me<=K.endIndex;++me){this.measureListIndex=me;const he=this.measureList[me];if(!he||!he[0]){q.push(0),U.push(0);continue}for(let Le=0,Me=he.length;Le<Me;++Le)he[Le].resetLayout();const be=he[0].parentSourceMeasure===this.graphicalMusicSheet.ParentMusicSheet.getFirstSourceMeasure();let Se=this.rules.MeasureLeftMargin,ve=0;const xe=this.getMeasureStartLine();Se+=this.getLineWidth(he[0],xe,!1),this.leadSheet||(Se+=this.addBeginInstructions(he,!1,be),ve+=this.addEndInstructions(he));let Ee=0;for(let Le=0;Le<this.numberOfVisibleStaffLines;Le++){const Me=(((Y=he[Le].vfVoices[1])==null?void 0:Y.tickables.length)||1)*this.rules.DYMinNoteWidth;Ee=Math.max(Ee,he[Le].minimumStaffEntriesWidth,Me)}const ge=this.getMeasureEndLine();ve+=this.getLineWidth(he[0],ge,!1);const we=Se+ve+Ee;q.push(we),U.push(Z+we/2),Z+=we}const J=Z,se=this.getFullPageSystemWidth()-8,ae=Math.ceil(J/se)*se/J;let le=1,ce=0,fe=0,de=0;for(let me=K.startIndex;me<=K.endIndex;++me){const he=U[me];if(he===0)continue;const pe=q[me],be=q[me+1]||0;let Se=he*ae/se;fe+=pe;const ve=(window==null?void 0:window.appName)||"";if((ve==null?void 0:ve.toLocaleUpperCase())==="GYM"||(window==null?void 0:window.customSectionAmount)){let xe=(Q=window.GYM)==null?void 0:Q.wrapNum;xe=Number(xe)>0?Number(xe):6,de===xe||fe+be>se&&de%2===0?(W.push(de),fe=pe,de=1):de++}else fe>se?(W.push(de),fe=pe,de=1):de++;pe>se?Se=me+1:Se=Math.ceil(Se),le===Se?ce+=1:(G.push(ce),le=Se,ce=1)}G.push(ce),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 F=0,G=this.measureList.length;F<G;++F){this.measureListIndex=F;const W=this.measureList[F];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 U=W[0].parentSourceMeasure,Y=U.HasEndLine,Q=this.currentSystemParams.IsSystemStartMeasure(),K=U===this.graphicalMusicSheet.ParentMusicSheet.getFirstSourceMeasure();let Z=this.rules.MeasureLeftMargin,J=0;const te=this.getMeasureStartLine();if(Z+=this.getLineWidth(W[0],te,Q),!this.leadSheet){let ae=!1;D&&this.rules.ShowRhythmAgainAfterPartEndOrFinalBarline&&(ae=!0),Z+=this.addBeginInstructions(W,Q,K||ae),J+=this.addEndInstructions(W)}let ie=0;for(let ae=0;ae<this.numberOfVisibleStaffLines;ae++)ie=Math.max(ie,W[ae].minimumStaffEntriesWidth);const se=this.getMeasureEndLine();J+=this.getLineWidth(W[0],se,Q);const re=Z+J+ie;this.addMeasureToSystem(W,te,se,re,Z,ie,J),this.updateActiveClefs(U,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 F=0,G=B.length;F<G;++F){const W=B[F];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,F=this.createAccidentalCalculators(),G=this.graphicalMusicSheet.initializeActiveClefs(),W=[],q=B.getCompleteNumberOfStaves(),U=[];for(let Q=0;Q<q;Q++)U.push(void 0);for(let Q=0,K=B.SourceMeasures.length;Q<K;++Q){const Z=B.SourceMeasures[Q],J=this.createGraphicalMeasuresForSourceMeasure(Z,F,W,U,G);if(D.push(J),Z.multipleRestMeasures>0&&this.rules.RenderMultipleRestMeasures){Z.isReducedToMultiRest=!0,Z.multipleRestMeasureNumber=1;const te=Z.multipleRestMeasures-1;Q+=te;for(let ie=1;ie<=te;ie++){const se=B.SourceMeasures[Z.MeasureNumber-1+ie];se.multipleRestMeasureNumber=ie+1,se.isReducedToMultiRest=!0,D.push([void 0])}}}if(this.rules.AutoGenerateMutipleRestMeasuresFromRestMeasures&&this.rules.RenderMultipleRestMeasures){let Q,K=0;for(let Z=0,J=B.SourceMeasures.length;Z<J;++Z){const te=B.SourceMeasures[Z];if(!te.isReducedToMultiRest&&te.canBeReducedToMultiRest())if(K>0){Q.isReducedToMultiRest=!0,Q.multipleRestMeasureNumber=1,K++,te.multipleRestMeasureNumber=K,te.isReducedToMultiRest=!0;for(let ie=0;ie<D[Z].length;ie++)D[Z][ie]=void 0}else Q=te,K=1;else if(K>1){Q.multipleRestMeasures=K;const ie=this.createGraphicalMeasuresForSourceMeasure(Q,F,W,U,G);D[Q.measureListIndex]=ie,K=0,Q=void 0}else K=0,Q=void 0}if(K>1){Q.multipleRestMeasures=K,Q.isReducedToMultiRest=!0;const Z=this.createGraphicalMeasuresForSourceMeasure(Q,F,W,U,G);D[Q.measureListIndex]=Z,K=0,Q=void 0}}const Y=G.map(Q=>Q.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 F=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),F=q*1.2+D+G;for(let U=1;U<this.graphicalMusicSheet.MeasureList.length;U++)W=this.graphicalMusicSheet.MeasureList[U],q=this.calculateMeasureXLayout(W),q=this.calculateMeasureWidthFromStaffEntries(W,q),MusicSheetCalculator.setMeasuresMinStaffEntriesWidth(W,q),F=Math.max(F,q*1.2+G)}this.graphicalMusicSheet.MinAllowedSystemWidth=F}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,F){throw new Error(this.abstractNotImplementedErrorMessage)}handleTiedGraphicalNote(B,D,F,G,W,q,U,Y){throw new Error(this.abstractNotImplementedErrorMessage)}handleVoiceEntryLyrics(B,D,F){throw new Error(this.abstractNotImplementedErrorMessage)}handleVoiceEntryOrnaments(B,D,F){throw new Error(this.abstractNotImplementedErrorMessage)}handleVoiceEntryArticulations(B,D,F){throw new Error(this.abstractNotImplementedErrorMessage)}handleVoiceEntryTechnicalInstructions(B,D,F){throw new Error(this.abstractNotImplementedErrorMessage)}handleTuplet(B,D,F){throw new Error(this.abstractNotImplementedErrorMessage)}layoutVoiceEntry(B,D,F,G){throw new Error(this.abstractNotImplementedErrorMessage)}layoutStaffEntry(B){throw new Error(this.abstractNotImplementedErrorMessage)}createGraphicalTie(B,D,F,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 F=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)&&(F=q.MeasureNumber),q!==D.Measures[0]&&this.rules.MeasureNumberLabelXOffset?G=this.rules.MeasureNumberLabelXOffset:G=0;const U=this.rules.UseXMLMeasureNumbers&&q.MeasureNumber===1&&q.parentSourceMeasure.getPrintedMeasureNumber()!==1;((q.MeasureNumber===F||q.MeasureNumber>=F+this.rules.MeasureNumberLabelOffset)&&!q.parentSourceMeasure.ImplicitMeasure||U)&&((q.MeasureNumber!==1||q.MeasureNumber===1&&q!==D.Measures[0]||U)&&this.calculateSingleMeasureNumberPlacement(q,D,B,G),F=q.MeasureNumber)}}calculateSingleMeasureNumberPlacement(B,D,F,G=0){const W=B.parentSourceMeasure.getPrintedMeasureNumber().toString(),q=new Label(W),U=new GraphicalLabel(q,this.rules.MeasureNumberLabelHeight,TextAlignmentEnum.LeftBottom,this.rules),Y=D.SkyBottomLineCalculator;U.setLabelPositionAndShapeBorders(),U.PositionAndShape.Parent=F.PositionAndShape;const Q=D.PositionAndShape.RelativePosition.x+B.PositionAndShape.RelativePosition.x-U.PositionAndShape.BorderMarginLeft+G;let K,Z=Q,J=Q-U.PositionAndShape.BorderLeft+U.PositionAndShape.BorderRight;Z-=D.PositionAndShape.RelativePosition.x,J-=D.PositionAndShape.RelativePosition.x;const te=Z+.5,ie=J-.5,se=Y.getSkyLineMinInRange(te,ie);if(B===D.Measures[0]){let re=0;if(F.GroupBrackets.length>0)for(const ae of F.GroupBrackets)re=Math.min(re,ae.PositionAndShape.BorderTop);K=Math.min(se,re)}else K=se;K=Math.min(0,K),U.PositionAndShape.RelativePosition=new PointF2D(Q,K),F.MeasureNumberLabels.push(U)}calculateMeasureNumberSkyline(B){const D=B.StaffLines[0];for(const F of B.MeasureNumberLabels){let G=F.PositionAndShape.RelativePosition.x,W=G-F.PositionAndShape.BorderLeft+F.PositionAndShape.BorderRight;G-=D.PositionAndShape.RelativePosition.x,W-=D.PositionAndShape.RelativePosition.x,D.SkyBottomLineCalculator.updateSkyLineInRange(G,W,F.PositionAndShape.RelativePosition.y+F.PositionAndShape.BorderMarginTop)}}layoutGraphicalTie(B,D,F){throw new Error(this.abstractNotImplementedErrorMessage)}calculateSingleStaffLineLyricsPosition(B,D){let F=0,G=this.rules.StaffHeight;const W=[],q=B.SkyBottomLineCalculator;let U=B.Measures.length;for(let Q=0;Q<U;++Q){const K=B.Measures[Q],Z=K.PositionAndShape.RelativePosition,J=K.staffEntries.length;for(let te=0;te<J;++te){const ie=K.staffEntries[te];if(ie.LyricsEntries.length>0){W.push(ie),F=Math.max(F,ie.LyricsEntries.length);const se=ie.PositionAndShape.RelativePosition.x+Z.x;let re=Number.MAX_VALUE,ae=Number.MIN_VALUE;for(let ce=0;ce<ie.LyricsEntries.length;ce++){const fe=ie.LyricsEntries[ce].GraphicalLabel;re=Math.min(re,se+fe.PositionAndShape.BorderMarginLeft),ae=Math.max(ae,se+fe.PositionAndShape.BorderMarginRight)}const le=q.getBottomLineMaxInRange(re,ae);G=Math.max(G,le)}}}let Y=0;U=W.length;for(const Q of W)for(let K=0;K<Q.LyricsEntries.length;K++){const Z=Q.LyricsEntries[K],J=Z.GraphicalLabel,te=Z.LyricsEntry.VerseNumber,ie=D.indexOf(te);let re=G+this.rules.LyricsHeight+this.rules.VerticalBetweenLyricsDistance+this.rules.LyricsYOffsetToStaffHeight+(this.rules.VerticalBetweenLyricsDistance+this.rules.LyricsHeight)*ie;this.leadSheet&&(re=3.4+(this.rules.VerticalBetweenLyricsDistance+this.rules.LyricsHeight)*ie);const ae=J.PositionAndShape.RelativePosition.x;J.PositionAndShape.RelativePosition=new PointF2D(ae,re),Y=Math.max(Y,re)}if(W.length>0){const Q=B.PositionAndShape.Size.width;let K=W[0].PositionAndShape.RelativePosition.x+W[0].PositionAndShape.BorderMarginLeft+W[0].parentMeasure.PositionAndShape.RelativePosition.x;K=K>Q?Q:K,q.updateBottomLineInRange(K,Q,Y)}return W}calculateLyricsExtendsAndDashes(B){for(let D=0,F=B.length;D<F;++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,F,G){throw new Error(this.abstractNotImplementedErrorMessage)}calculateWordRepetitionInstruction(B,D){throw new Error(this.abstractNotImplementedErrorMessage)}calculateMoodAndUnknownExpression(B,D,F){var U;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,ie=B.EntriesList.length;te<ie;++te){const se=B.EntriesList[te];se.prefix!==""&&(Y===""?Y+=se.prefix:Y+=" "+se.prefix),Y===""?Y+=se.label:Y+=" "+se.label}const Q=W[F].ParentStaffLine;if(!Q){log$2.debug("MusicSheetCalculator.calculateMoodAndUnknownExpression: staffLine undefined. Returning.");return}q=this.getRelativePositionInStaffLineFromTimestamp(G,F,Q,Q==null?void 0:Q.isPartOfMultiStaffInstrument()),Math.abs(q.x-0)<1e-4&&(q.x=W[F].beginInstructionsWidth+this.rules.RhythmRightMargin);const K=this.rules.UnknownTextHeight,Z=B.getPlacementOfFirstEntry(),J=this.calculateLabel(Q,q,Y,B.getFontstyleOfFirstEntry(),Z,K);new GraphicalUnknownExpression(Q,J,Z,(U=W[F])==null?void 0:U.parentSourceMeasure,B)}}clearRecreatedObjects(){for(let B=0,D=this.staffEntriesWithGraphicalTies.length;B<D;++B){const F=this.staffEntriesWithGraphicalTies[B];F.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,U=B.length;q<U&&q<=this.rules.MaxMeasureToDrawIndex;++q){const Y=B[q],Q=[];for(let K=0,Z=Y.length;K<Z;++K){const J=B[q][K];if(J!=null&&J.isVisible()&&(Q.push(J),this.rules.ColoringEnabled))for(const te of J.staffEntries)for(const ie of te.graphicalVoiceEntries)ie.color()}D.push(Q)}let F=0;for(let q=0,U=D.length;q<U;++q){const Y=D[q];F=Math.max(Y.length,F);break}if(F===0)return;let G;if(B.length===1||this.rules.RenderSingleHorizontalStaffline?G=new MusicSystemBuilder:G=new JustifiedMusicSystemBuilder,G.initialize(this.graphicalMusicSheet,D,F),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,U=this.musicSystems.length;q<U;++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,U=this.musicSystems.length;q<U;++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,U=this.musicSystems.length;q<U;++q){const Y=this.musicSystems[q];for(let Q=0,K=Y.StaffLines.length;Q<K;++Q){const Z=Y.StaffLines[Q];this.updateStaffLineBorders(Z)}}G.calculateSystemYLayout(),this.calculateMarkedAreas();for(let q=0,U=this.graphicalMusicSheet.MusicPages.length;q<U;++q){const Y=this.graphicalMusicSheet.MusicPages[q];for(let K=0,Z=Y.MusicSystems.length;K<Z;++K){const J=q===0&&K===0,te=Y.MusicSystems[K];te.setMusicSystemLabelsYPosition(),this.leadSheet?te===te.Parent.MusicSystems[0]&&te.createSystemLeftLine(this.rules.SystemThinLineWidth,this.rules.SystemLabelsRightMargin,J):(te.setYPositionsToVerticalLineObjectsAndCreateLines(this.rules),te.createSystemLeftLine(this.rules.SystemThinLineWidth,this.rules.SystemLabelsRightMargin,J),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 Q=Y.MusicSystems[0].PositionAndShape.BorderTop;for(let K=0,Z=Y.MusicSystems.length;K<Z;++K){const J=Y.MusicSystems[K];J.PositionAndShape.RelativePosition=new PointF2D(J.PositionAndShape.RelativePosition.x,J.PositionAndShape.RelativePosition.y-Q)}for(let K=0,Z=Y.MusicSystems.length;K<Z;++K){const J=Y.MusicSystems[K];for(let te=0,ie=J.StaffLines.length;te<ie;++te)J.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 F=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,F)}for(const W of D.Measures){this.rules.ChordSymbolYAlignment&&this.rules.ChordSymbolYAlignmentScope==="measure"&&(G=this.calculateAlignedChordSymbolsOffset(W.staffEntries,F));for(const q of W.staffEntries)if(!(!q.graphicalChordContainers||q.graphicalChordContainers.length===0))for(let U=0;U<q.graphicalChordContainers.length;U++){const Y=q.graphicalChordContainers[U],Q=q.PositionAndShape,K=Y.PositionAndShape,Z=K.BorderMarginLeft+Q.AbsolutePosition.x,J=K.BorderMarginRight+Q.AbsolutePosition.x;(!this.rules.ChordSymbolYAlignment||G>0)&&(G=F.getSkyLineMinInRange(Z,J));let te=0;U===0?(te+=this.rules.ChordSymbolYOffset,te+=.1):te+=this.rules.ChordSymbolYPadding,te*=-1;const ie=Y.GraphicalLabel;ie.PositionAndShape.RelativePosition.y=G+te,ie.setLabelPositionAndShapeBorders(),ie.PositionAndShape.calculateBoundingBox(),F.updateSkyLineInRange(Z,J,G+ie.PositionAndShape.BorderMarginTop)}}}}calculateAlignedChordSymbolsOffset(B,D){let F=Number.MAX_SAFE_INTEGER;for(const G of B)for(const W of G.graphicalChordContainers){const q=G.PositionAndShape,U=W.PositionAndShape,Y=U.BorderMarginLeft+q.AbsolutePosition.x,Q=U.BorderMarginRight+q.AbsolutePosition.x;F=Math.min(F,D.getSkyLineMinInRange(Y,Q))}return F}layoutMeasureWithWholeRest(B,D,F){}layoutBeams(B){}layoutArticulationMarks(B,D,F){}layoutOrnament(B,D,F){}calculateRestNotePlacementWithinGraphicalBeam(B,D,F,G,W){}calculateTupletNumbers(){}calculateSlurs(){}calculateDynamicExpressionsForMultiExpression(B,D,F){}calculateGraphicalVerbalContinuousDynamic(B,D){const F=B.Label,G=D.x+F.PositionAndShape.BorderMarginLeft,W=D.x+F.PositionAndShape.BorderMarginRight,q=B.ContinuousDynamic.Placement,Y=B.ParentStaffLine.SkyBottomLineCalculator;let Q;q===PlacementEnum.Below?(Q=Y.getBottomLineMaxInRange(G,W),F.PositionAndShape.RelativePosition=new PointF2D(D.x,Q-F.PositionAndShape.BorderMarginTop)):(Q=Y.getSkyLineMinInRange(G,W),F.PositionAndShape.RelativePosition=new PointF2D(D.x,Q-F.PositionAndShape.BorderMarginBottom))}calculateGraphicalContinuousDynamic(B,D){var ge,we,Le;const F=B.ParentStaffLine.ParentStaff.idInMusicSheet,G=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(B.ContinuousDynamic.EndMultiExpression.SourceMeasureParent,F);if(!G){log$2.warn("MusicSheetCalculator.calculateGraphicalContinuousDynamic: No endMeasure found");return}B.EndMeasure=G;const W=B.ParentStaffLine,q=G.ParentStaffLine,U=q&&W===q;let Y=!1;q?Y=q==null?void 0:q.isPartOfMultiStaffInstrument():W&&(Y=W==null?void 0:W.isPartOfMultiStaffInstrument());const Q=Fraction$1.createFromFraction(B.ContinuousDynamic.EndMultiExpression.AbsoluteTimestamp),K=this.graphicalMusicSheet.GetVerticalContainerFromTimestamp(Q),Z=K.getFirstNonNullStaffEntry().parentMeasure,J=Z.PositionAndShape.AbsolutePosition.x+Z.PositionAndShape.BorderRight;let te=new Fraction$1(0,0,0);for(const Me of K.StaffEntries){const Pe=(ge=Me==null?void 0:Me.sourceStaffEntry)==null?void 0:ge.calculateMaxNoteLength();Pe!=null&&Pe.gt(te)&&(te=Pe)}const ie=this.getRelativePositionInStaffLineFromTimestamp(Q,F,q,Y,0),se=Fraction$1.plus(Q,te),re=this.getRelativePositionInStaffLineFromTimestamp(se,F,q,Y,0);re.x>ie.x&&re.x<J?ie.x+=(re.x-ie.x)/this.rules.WedgeEndDistanceBetweenTimestampsFactor:ie.x=J-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,ce=le.StaffLines.indexOf(W),fe=W.SkyBottomLineCalculator;let de=B.ContinuousDynamic.Placement;const me=B.ContinuousDynamic.DynamicType;(me===0||me===1)&&(de=1);let he;U&&ie.x-D.x<this.rules.WedgeMinLength&&(ie.x=D.x+this.rules.WedgeMinLength);const pe=D.x,be=q.Measures[0].beginInstructionsWidth-this.rules.WedgeHorizontalMargin-2;let Se=0,ve=0;U?Se=ie.x:(Se=W.PositionAndShape.Size.width,ve=ie.x,he=new GraphicalContinuousDynamicExpression(B.ContinuousDynamic,q,G.parentSourceMeasure),he.IsSplittedPart=!0,B.IsSplittedPart=!0);let xe=0,Ee=0;if(de===PlacementEnum.Below){let Me=0;if(ce<le.StaffLines.length-1&&(Me=ce+1),Me>ce){const De=le.StaffLines[Me].PositionAndShape.RelativePosition.y-W.PositionAndShape.RelativePosition.y-this.rules.StaffHeight;xe=this.rules.StaffHeight+De/2}else xe=this.rules.WedgePlacementBelowY;xe-=this.rules.WedgeOpeningLength/2,U||(Ee=xe);let Pe=fe.getBottomLineMaxInRange(pe,Se);if(Pe>xe&&(xe=Pe),ce<le.StaffLines.length-1){const Ce=W.findClosestStaffEntry(Se),De=W.findClosestStaffEntry(pe);De&&Ce&&De.parentVerticalContainer}U||(Pe=q.SkyBottomLineCalculator.getBottomLineMaxInRange(be,ve),Pe>Ee&&(Ee=Pe),Ee+=this.rules.WedgeOpeningLength/2,Ee+=this.rules.WedgeVerticalMargin),xe+=this.rules.WedgeOpeningLength/2,xe+=this.rules.WedgeVerticalMargin}else if(de===PlacementEnum.Above){if(W.ParentStaff.ParentInstrument.Staves.length===1)xe=this.rules.WedgePlacementAboveY;else{let Pe=0;ce>0&&(Pe=ce-1);const Ce=le.StaffLines[Pe];xe=-(W.PositionAndShape.RelativePosition.y-Ce.PositionAndShape.RelativePosition.y-this.rules.StaffHeight)/2}xe+=this.rules.WedgeOpeningLength/2,U||(Ee=xe);let Me=fe.getSkyLineMinInRange(pe,Se);if(Me<xe&&(xe=Me),W.ParentStaff.ParentInstrument.Staves.length>1&&ce>0){const Pe=W.findClosestStaffEntry(pe),Ce=W.findClosestStaffEntry(Se);Pe&&Ce&&Pe.parentVerticalContainer}U||(Me=q.SkyBottomLineCalculator.getSkyLineMinInRange(be,ve),Me<Ee&&(Ee=Me),Ee-=this.rules.WedgeOpeningLength/2),xe-=this.rules.WedgeOpeningLength/2,xe-=this.rules.WedgeVerticalMargin,U||(Ee-=this.rules.WedgeVerticalMargin)}B.Lines.clear(),((Le=(we=B==null?void 0:B.ParentStaffLine)==null?void 0:we.ParentStaff)==null?void 0:Le.StafflineCount)===2&&(xe+=1,Ee+=3),B.ContinuousDynamic.DynamicType===ContDynamicEnum.crescendo?U?(B.createCrescendoLines(pe,Se,xe),B.calcPsi()):(B.createFirstHalfCrescendoLines(pe,Se,xe),B.calcPsi(),he.createSecondHalfCrescendoLines(be,ve,Ee),he.calcPsi()):B.ContinuousDynamic.DynamicType===ContDynamicEnum.diminuendo&&(U?(B.createDiminuendoLines(pe,Se,xe),B.calcPsi()):(B.createFirstHalfDiminuendoLines(pe,Se,xe),B.calcPsi(),he.createSecondHalfDiminuendoLines(be,ve,Ee),he.calcPsi())),this.dynamicExpressionMap.set(Q.RealValue,B.PositionAndShape)}calculateGraphicalInstantaneousDynamicExpression(B,D,F){const G=B.ParentStaffLine;if(!G)return;const W=D.x+B.PositionAndShape.BorderMarginLeft,q=D.x+B.PositionAndShape.BorderMarginRight,U=G.SkyBottomLineCalculator;let Y=0;if(B.Placement===PlacementEnum.Above){const Q=U.getSkyLineMinInRange(W,q);if(G.isPartOfMultiStaffInstrument()&&G.ParentStaff!==G.ParentStaff.ParentInstrument.Staves[0]){const K=G.ParentMusicSystem.StaffLines[G.ParentMusicSystem.StaffLines.indexOf(G)-1],Z=G.PositionAndShape.RelativePosition.y-K.PositionAndShape.RelativePosition.y-this.rules.StaffHeight;Q>-Z/2?Y=-Z/2:Y=Q-B.PositionAndShape.BorderMarginBottom}else Y=Q-B.PositionAndShape.BorderMarginBottom;B.PositionAndShape.RelativePosition=new PointF2D(D.x,Y)}else if(B.Placement===PlacementEnum.Below){const Q=U.getBottomLineMaxInRange(W,q),K=G.ParentStaff.ParentInstrument.Staves[G.ParentStaff.ParentInstrument.Staves.length-1];if(G.isPartOfMultiStaffInstrument()&&G.ParentStaff!==K){const J=G.ParentMusicSystem.StaffLines[G.ParentMusicSystem.StaffLines.indexOf(G)+1].PositionAndShape.RelativePosition.y-G.PositionAndShape.RelativePosition.y-this.rules.StaffHeight,te=B.PositionAndShape.BorderMarginBottom;Q+te<this.rules.StaffHeight+J/2?Y=this.rules.StaffHeight+J/2:Y=Q-B.PositionAndShape.BorderMarginTop}else Y=Q-B.PositionAndShape.BorderMarginTop;B.PositionAndShape.RelativePosition=new PointF2D(D.x,Y)}B.updateSkyBottomLine()}calcGraphicalRepetitionEndingsRecursively(B){}layoutSingleRepetitionEnding(B,D,F,G,W,q){}calculateLabel(B,D,F,G,W,q,U=TextAlignmentEnum.CenterBottom){const Y=new Label(F,U);Y.fontStyle=G,Y.fontHeight=q;const Q=new GraphicalLabel(Y,q,Y.textAlignment,this.rules,B.PositionAndShape),K=1.1;W===PlacementEnum.Below&&(Q.Label.textAlignment=TextAlignmentEnum.LeftTop),Q.setLabelPositionAndShapeBorders(),Q.PositionAndShape.BorderMarginBottom*=K,Q.PositionAndShape.BorderMarginTop*=K,Q.PositionAndShape.BorderMarginLeft*=K,Q.PositionAndShape.BorderMarginRight*=K;let Z=D.x+Q.PositionAndShape.BorderMarginLeft,J=D.x+Q.PositionAndShape.BorderMarginRight;J>B.PositionAndShape.Size.width&&(J=B.PositionAndShape.Size.width-this.rules.MeasureRightMargin,Z=J-Q.PositionAndShape.MarginSize.width,D.x=Z-Q.PositionAndShape.BorderMarginLeft);let te;const ie=B.SkyBottomLineCalculator;return W===PlacementEnum.Below?te=ie.getBottomLineMaxInRange(Z,J):te=ie.getSkyLineMinInRange(Z,J),Q.PositionAndShape.RelativePosition=new PointF2D(D.x,te),W===PlacementEnum.Below?ie.updateBottomLineInRange(Z,J,Q.PositionAndShape.BorderMarginBottom+te):ie.updateSkyLineInRange(Z,J,Q.PositionAndShape.BorderMarginTop+te),Q}calculateTempoExpressionsForMultiTempoExpression(B,D,F,G){metronomeMarks={};const W=Fraction$1.plus(B.AbsoluteTimestamp,D.Timestamp),q=this.graphicalMusicSheet.MeasureList[F];let U=new PointF2D;if(D.ContinuousTempo||D.InstantaneousTempo){if(this.rules.MinMeasureToDrawIndex>0||!q[0])return;let Y=q[0].ParentStaffLine,Q=q[0].PositionAndShape.RelativePosition.x,K=0;for(let Z=0;Z<q.length;Z++)if(!(!q[Z].ParentStaffLine||q[Z].ParentStaffLine.Measures.length===0)&&q[Z].ParentStaffLine.Measures.length>0){Y=q[Z].ParentStaffLine,Q=q[Z].PositionAndShape.RelativePosition.x,K=Z;break}if(U=this.getRelativePositionInStaffLineFromTimestamp(W,K,Y,Y.isPartOfMultiStaffInstrument(),Q),D.EntriesList.length>0&&D.EntriesList[0].Expression instanceof InstantaneousTempoExpression){const Z=D.EntriesList[0].Expression;if(Z.Placement=PlacementEnum.Above,Y.Measures[0].staffEntries.length>0&&Math.abs(U.x-Y.Measures[0].staffEntries[0].PositionAndShape.RelativePosition.x)===0&&Y.ParentMusicSystem===this.musicSystems[0]){const J=Y.Measures[0].FirstInstructionStaffEntry;if(J){const te=J.GraphicalInstructions.last();U.x=te.PositionAndShape.RelativePosition.x}this.rules.CompactMode&&(U.x=Y.PositionAndShape.RelativePosition.x+Y.Measures[0].PositionAndShape.RelativePosition.x)}}for(const Z of D.EntriesList){let J=TextAlignmentEnum.CenterBottom;this.rules.CompactMode&&(J=TextAlignmentEnum.LeftBottom);const te=this.calculateLabel(Y,U,Z.label,D.getFontstyleOfFirstEntry(),Z.Expression.Placement,this.rules.UnknownTextHeight,J);if(Z.Expression instanceof InstantaneousTempoExpression){for(const se of Y.AbstractExpressions)se instanceof GraphicalInstantaneousTempoExpression&&(se.SourceExpression.Label,Z.Expression.Label);new GraphicalInstantaneousTempoExpression(Z.Expression,te).ParentStaffLine||log$2.warn("Adding staffline didn't work"),Z.Expression.Enum===TempoEnum.metronomeMark&&(metronomeMarks[F]=Z.Expression)}else Z.Expression instanceof ContinuousTempoExpression;if(G===B.TempoExpressions.length-1)for(const ie of Object.values(metronomeMarks))this.createMetronomeMark(ie,F)}}}createMetronomeMark(B,D){throw new Error(this.abstractNotImplementedErrorMessage)}graphicalMeasureCreatedCalculations(B){}clearSystemsAndMeasures(){for(let B=0,D=this.graphicalMusicSheet.MusicPages.length;B<D;++B){const F=this.graphicalMusicSheet.MusicPages[B];for(let G=0,W=F.MusicSystems.length;G<W;++G){const q=F.MusicSystems[G];for(let U=0,Y=q.StaffLines.length;U<Y;++U){const Q=q.StaffLines[U];for(let K=0,Z=Q.Measures.length;K<Z;++K){const J=Q.Measures[K];if(J.FirstInstructionStaffEntry){const te=J.PositionAndShape.ChildElements.indexOf(J.FirstInstructionStaffEntry.PositionAndShape);te>-1&&J.PositionAndShape.ChildElements.splice(te,1),J.FirstInstructionStaffEntry=void 0,J.beginInstructionsWidth=0}if(J.LastInstructionStaffEntry){const te=J.PositionAndShape.ChildElements.indexOf(J.LastInstructionStaffEntry.PositionAndShape);te>-1&&J.PositionAndShape.ChildElements.splice(te,1),J.LastInstructionStaffEntry=void 0,J.endInstructionsWidth=0}}Q.Measures=[],Q.PositionAndShape.ChildElements=[]}q.StaffLines.length=0,q.PositionAndShape.ChildElements=[]}F.MusicSystems=[],F.PositionAndShape.ChildElements=[]}this.graphicalMusicSheet.MusicPages=[]}handleVoiceEntry(B,D,F,G,W,q,U,Y,Q,K=void 0,Z=void 0){B.StemDirectionXml!==StemDirectionType.Undefined&&this.rules.SetWantedStemDirectionByXml&&B.StemDirectionXml!==void 0?B.WantedStemDirection=B.StemDirectionXml:this.calculateStemDirectionFromVoices(B);const J=D.findOrCreateGraphicalVoiceEntry(B);J.octaveShiftValue=Y;const te=D.tabStaffEntry;let ie;te&&(ie=te.findOrCreateGraphicalVoiceEntry(B));for(let se=0,re=B.Notes.length;se<re;++se){const ae=B.Notes[se];if(!ae||Z!==void 0&&Z.Link!==void 0&&K!==void 0&&K.indexOf(ae)>-1)continue;let le;if(B.IsGrace?le=MusicSheetCalculator.symbolFactory.createGraceNote(ae,J,W,this.rules,Y):(le=MusicSheetCalculator.symbolFactory.createNote(ae,J,W,Y,this.rules,void 0),MusicSheetCalculator.stafflineNoteCalculator.trackNote(le)),ae.Pitch&&this.checkNoteForAccidental(le,F,W,Y),this.resetYPositionForLeadSheet(le.PositionAndShape),D.addGraphicalNoteToListAtCorrectYPosition(J,le),le.PositionAndShape.calculateBoundingBox(),this.leadSheet||(ae.NoteBeam!==void 0&&ae.PrintObject&&this.handleBeam(le,ae.NoteBeam,U),ae.NoteTuplet!==void 0&&ae.PrintObject&&this.handleTuplet(le,ae.NoteTuplet,q)),ie){const ce=MusicSheetCalculator.symbolFactory.createNote(ae,ie,W,Y,this.rules,void 0);te.addGraphicalNoteToListAtCorrectYPosition(ie,ce),ce.PositionAndShape.calculateBoundingBox(),this.leadSheet||ae.NoteTuplet&&this.handleTuplet(ce,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 F of B.graphicalVoiceEntries){const G=F.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 F of this.graphicalMusicSheet.ParentMusicSheet.Instruments)if(((D=F.NameLabel)==null?void 0:D.print)&&F.Voices.length>0&&F.Voices[0].Visible){let G=F.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 F=(G=this.graphicalMusicSheet.musicSheet.sourceMeasures)==null?void 0:G[0];if(F&&F.FirstInstructionsStaffEntries.length>0){const W=F.FirstInstructionsStaffEntries[0];let q,U;for(let Y=0,Q=W.Instructions.length;Y<Q;++Y){const K=W.Instructions[Y];K instanceof ClefInstruction||(K instanceof KeyInstruction?q=K:K instanceof RhythmInstruction&&(U=K))}if(q){B.CurrentKeyInstruction=q;const Y=VexFlowConverter.keySignature(q),Q=new Label("1="+Y),K=new Label(`${U.Rhythm.Numerator}

${U.Rhythm.Denominator}`),Z=new GraphicalLabel(Q,this.rules.SheetAuthorHeight,TextAlignmentEnum.LeftCenter,this.rules),J=new GraphicalLabel(K,this.rules.SheetAuthorHeight,TextAlignmentEnum.LeftCenter,this.rules),te=new Label("\u1173"),ie=new GraphicalLabel(te,this.rules.SheetAuthorHeight,TextAlignmentEnum.LeftCenter,this.rules);Q.fontFamily="Arial",Q.IsCreditLabel=!0,Q.colorDefault=D,K.fontFamily="Arial",K.IsCreditLabel=!0,K.colorDefault=D,te.fontFamily="Arial",te.IsCreditLabel=!0,te.colorDefault=D,this.graphicalMusicSheet.JianpuKeySignature=Z,this.graphicalMusicSheet.jianpuTimeSignature=J,this.graphicalMusicSheet.jianpuLine=ie,Z.setLabelPositionAndShapeBorders(),J.setLabelPositionAndShapeBorders(),ie.setLabelPositionAndShapeBorders()}}}checkMeasuresForWholeRestNotes(){for(let B=0,D=this.musicSystems.length;B<D;++B){const F=this.musicSystems[B];for(let G=0,W=F.StaffLines.length;G<W;++G){const q=F.StaffLines[G];for(let U=0,Y=q.Measures.length;U<Y;++U){const Q=q.Measures[U];if(Q.staffEntries.length===1){const K=Q.staffEntries[0];if(K.graphicalVoiceEntries.length>0&&K.graphicalVoiceEntries[0].notes.length===1){const Z=K.graphicalVoiceEntries[0].notes[0];!Z.sourceNote.Pitch&&new Fraction$1(1,2).lt(Z.sourceNote.Length)&&this.layoutMeasureWithWholeRest(Z,K,Q)}}}}}}optimizeRestNotePlacement(B,D){if(B.graphicalVoiceEntries.length===0)return;const F=B.graphicalVoiceEntries[0].notes;if(F.length===0)return;const G=F[0],W=G.sourceNote.isRest();if(B.graphicalVoiceEntries.length===2){let q=!1;const U=B.graphicalVoiceEntries[1].notes;U.length>0&&(q=U[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),U=D.staffEntries[q-1],Y=D.staffEntries[q+1];if(U.graphicalVoiceEntries.length===1){const Q=U.graphicalVoiceEntries[0].notes[0];if(Q.sourceNote.NoteBeam!==void 0&&Y.graphicalVoiceEntries.length===1){const K=Y.graphicalVoiceEntries[0].notes[0];K.sourceNote.NoteBeam!==void 0&&Q.sourceNote.NoteBeam===K.sourceNote.NoteBeam&&(this.calculateRestNotePlacementWithinGraphicalBeam(B,G,Q,Y,K),B.PositionAndShape.calculateBoundingBox())}}}}getRelativePositionInStaffLineFromTimestamp(B,D,F,G,W=0){let q=new PointF2D,U,Y;const Q=this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers.length,K=this.graphicalMusicSheet.GetInterpolatedIndexInVerticalContainers(B),Z=Math.min(Math.floor(K),Q-1),J=Math.min(Math.ceil(K),Q-1);if(Z<0||D<0)return q;if(U=this.getFirstLeftNotNullStaffEntryFromContainer(Z,D,G),Y=this.getFirstRightNotNullStaffEntryFromContainer(J,D,G),U&&Y){let te=U.parentMeasure.PositionAndShape.RelativePosition.x;W>0&&(te=W);let ie=U.PositionAndShape.RelativePosition.x+te,se=Y.PositionAndShape.RelativePosition.x+Y.parentMeasure.PositionAndShape.RelativePosition.x;W>0&&(se=Y.PositionAndShape.RelativePosition.x+te);let re=0;if(U!==Y){const ae=U.getAbsoluteTimestamp(),le=Y.getAbsoluteTimestamp();re=Fraction$1.minus(B,ae).RealValue/Fraction$1.minus(le,ae).RealValue}U.parentMeasure.ParentStaffLine!==Y.parentMeasure.ParentStaffLine&&(U.parentMeasure.ParentStaffLine===F?se=F.PositionAndShape.Size.width:ie=F.PositionAndShape.RelativePosition.x),q=new PointF2D(ie+(se-ie)*re,0)}return q}getRelativeXPositionFromTimestamp(B){const D=this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers.length,F=this.graphicalMusicSheet.GetInterpolatedIndexInVerticalContainers(B),G=Math.max(0,Math.min(Math.round(F),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 U=B.MusicSystems[0];D=U.PositionAndShape.RelativePosition.y+U.PositionAndShape.BorderTop}if(this.graphicalMusicSheet.Title){const U=this.graphicalMusicSheet.Title;U.PositionAndShape.Parent=B.PositionAndShape;const Y=new PointF2D;Y.x=this.graphicalMusicSheet.ParentMusicSheet.pageWidth/2,Y.y=this.rules.TitleTopDistance+this.rules.SheetTitleHeight,U.PositionAndShape.RelativePosition=Y,B.Labels.push(U)}if(this.graphicalMusicSheet.Subtitle){const U=this.graphicalMusicSheet.Subtitle;U.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,U.PositionAndShape.RelativePosition=Y,B.Labels.push(U)}const F=this.graphicalMusicSheet.Composer;let G;if(F){F.PositionAndShape.Parent=B.PositionAndShape,F.setLabelPositionAndShapeBorders();const U=new PointF2D;U.x=this.graphicalMusicSheet.ParentMusicSheet.pageWidth-this.rules.PageRightMargin,U.y=D,U.y-=this.rules.SystemComposerDistance;const Y=(q=F.TextLines)==null?void 0:q.length;Y>1&&(U.y-=F.PositionAndShape.BorderBottom*(Y-1)/Y),G=U.y,F.PositionAndShape.RelativePosition=U,B.Labels.push(F)}const W=this.graphicalMusicSheet.Lyricist;if(W){W.PositionAndShape.Parent=B.PositionAndShape,W.setLabelPositionAndShapeBorders();const U=new PointF2D;U.x=this.rules.PageLeftMargin,U.y=D,U.y+=W.PositionAndShape.BorderBottom,U.y=Math.min(U.y,G!=null?G:Number.MAX_SAFE_INTEGER),W.PositionAndShape.RelativePosition=U,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 F=0;F<D.CompleteNumberOfStaves;F++)for(let G=0;G<D.VerticalSourceStaffEntryContainers.length;G++){const W=D.VerticalSourceStaffEntryContainers[G].StaffEntries[F];if(W){const q=this.graphicalMusicSheet.findGraphicalStaffEntryFromMeasureList(F,B,W);q&&(q.GraphicalTies.clear(),q.ties.clear());for(let U=0,Y=W.VoiceEntries.length;U<Y;++U){const Q=W.VoiceEntries[U];for(let K=0,Z=Q.Notes.length;K<Z;++K){const J=Q.Notes[K];if(J.NoteTie){const te=J.NoteTie;if(J===J.NoteTie.Notes.last())continue;for(const ie of q.GraphicalTies)ie.Tie;this.handleTie(te,q,F,B)}}}this.setTieDirections(q)}}}}handleTie(B,D,F,G){if(!D)return;D.ties.push(B);let W=D,q,U,Y;for(let Q=1;Q<B.Notes.length;Q++)if(q=W.findTieGraphicalNoteFromNote(B.Notes[Q-1]),U=this.graphicalMusicSheet.GetGraphicalFromSourceStaffEntry(B.Notes[Q].ParentStaffEntry),!!U){if(Y=U.findTieGraphicalNoteFromNote(B.Notes[Q]),q!==void 0&&Y!==void 0&&U){if(!q.sourceNote.PrintObject||!Y.sourceNote.PrintObject)continue;const K=this.createGraphicalTie(B,W,U,q,Y);W.GraphicalTies.push(K),this.staffEntriesWithGraphicalTies.indexOf(W)>=0&&this.staffEntriesWithGraphicalTies.push(W)}W=U}}setTieDirections(B){if(!B)return;const D=B.ties;if(D.length>1){let F;for(const G of D){const W=G.Notes[0];(!F||W.Pitch.getHalfTone()>F.Pitch.getHalfTone())&&(F=W)}for(const G of D)G.TieDirection===PlacementEnum.NotYetDefined&&(G.Notes[0]===F?G.TieDirection=PlacementEnum.Above:G.TieDirection=PlacementEnum.Below)}}createAccidentalCalculators(){const B=[],D=this.graphicalMusicSheet.ParentMusicSheet.getFirstSourceMeasure();if(D)for(let F=0;F<D.CompleteNumberOfStaves;F++){const G=new AccidentalCalculator;if(B.push(G),D.FirstInstructionsStaffEntries[F])for(let W=0,q=D.FirstInstructionsStaffEntries[F].Instructions.length;W<q;++W){const U=D.FirstInstructionsStaffEntries[F].Instructions[W];if(U instanceof KeyInstruction){const Y=U;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 F=0;F<B;F++){const G=this.graphicalMusicSheet.MeasureList[D][F];if(!!G)for(let W=0,q=G.staffEntries.length;W<q;++W){const U=G.staffEntries[W],Y=this.graphicalMusicSheet.getOrCreateVerticalContainer(U.getAbsoluteTimestamp());Y&&(Y.StaffEntries[F]=U,U.parentVerticalContainer=Y)}}}setIndicesToVerticalGraphicalContainers(){for(let B=0;B<this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers.length;B++)this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[B].Index=B}createGraphicalMeasuresForSourceMeasure(B,D,F,G,W){this.initGraphicalMeasuresCreation();const q=[],U=[],Y=[],Q=[];let K=!0;for(let Z=0;Z<B.CompleteNumberOfStaves;Z++){const J=this.createGraphicalMeasure(B,Y,U,D[Z],W,G,F,Z,Q);K=K&&J.hasOnlyRests,q.push(J)}return B.allRests=K,B.VerticalMeasureList=q,q}createGraphicalMeasure(B,D,F,G,W,q,U,Y,Q){var te,ie,se,re,ae,le;const K=this.graphicalMusicSheet.ParentMusicSheet.getStaffFromIndex(Y);let Z;if(W[Y].ClefType===ClefEnum.TAB)K.isTab=!0,Z=MusicSheetCalculator.symbolFactory.createTabStaffMeasure(B,K);else if(B.multipleRestMeasures&&this.rules.RenderMultipleRestMeasures)Z=MusicSheetCalculator.symbolFactory.createMultiRestMeasure(B,K);else{if(B.multipleRestMeasureNumber>1)return;Z=MusicSheetCalculator.symbolFactory.createGraphicalMeasure(B,K)}if(Z.hasError=B.getErrorInMeasure(Y),B.FirstInstructionsStaffEntries[Y])for(let ce=0,fe=B.FirstInstructionsStaffEntries[Y].Instructions.length;ce<fe;++ce){const de=B.FirstInstructionsStaffEntries[Y].Instructions[ce];if(de instanceof KeyInstruction){const me=KeyInstruction.copy(de),he=Z.getTransposedHalftones();he!==0&&Z.ParentStaff.ParentInstrument.MidiInstrumentId!==MidiInstrument.Percussion&&MusicSheetCalculator.transposeCalculator&&MusicSheetCalculator.transposeCalculator.transposeKey(me,he),G.ActiveKeyInstruction=me}}const J=[];for(let ce=0,fe=B.StaffLinkedExpressions[Y].length;ce<fe;++ce){const de=B.StaffLinkedExpressions[Y][ce];if(de.OctaveShiftStart){J.push(de);const me=de.OctaveShiftStart;let he=(te=me==null?void 0:me.ParentEndMultiExpression)==null?void 0:te.AbsoluteTimestamp;me!=null&&me.ParentEndMultiExpression||(he=Fraction$1.plus(B.AbsoluteTimestamp,B.Duration)),q[Y]=new OctaveShiftParams(me,de==null?void 0:de.AbsoluteTimestamp,he)}}for(let ce=0;ce<B.VerticalSourceStaffEntryContainers.length;ce++){const fe=B.VerticalSourceStaffEntryContainers[ce].StaffEntries[Y];if(fe){for(let pe=0,be=fe.Instructions.length;pe<be;++pe){const Se=fe.Instructions[pe];Se instanceof ClefInstruction&&(W[Y]=Se)}const de=MusicSheetCalculator.symbolFactory.createStaffEntry(fe,Z);ce<Z.staffEntries.length?Z.addGraphicalStaffEntryAtTimestamp(de):Z.addGraphicalStaffEntry(de);const me=[];fe.Link&&(fe.findLinkedNotes(me),this.handleStaffEntryLink(de,Q));let he=OctaveEnum.NONE;if(q[Y]&&q[Y].getAbsoluteStartTimestamp.lte(fe.AbsoluteTimestamp)&&fe.AbsoluteTimestamp.lte(q[Y].getAbsoluteEndTimestamp)&&(he=q[Y].getOpenOctaveShift.Type),he===OctaveEnum.NONE){for(const pe of J)if(((se=(ie=pe.OctaveShiftStart)==null?void 0:ie.ParentStartMultiExpression)==null?void 0:se.AbsoluteTimestamp.lte(fe.AbsoluteTimestamp))&&!((ae=(re=pe.OctaveShiftStart)==null?void 0:re.ParentEndMultiExpression)!=null&&ae.AbsoluteTimestamp.lt(fe.AbsoluteTimestamp))){he=pe.OctaveShiftStart.Type;break}}for(let pe=0,be=fe.VoiceEntries.length;pe<be;++pe){const Se=fe.VoiceEntries[pe];he=this.handleVoiceEntry(Se,de,G,U,W[Y],D,F,he,Y,me,fe)}if(fe.Instructions.length>0){const pe=fe.Instructions[0];MusicSheetCalculator.symbolFactory.createInStaffClef(de,pe)}this.rules.RenderChordSymbols&&((le=fe.ChordContainers)==null?void 0:le.length)>0&&(fe.ParentStaff.ParentInstrument.HasChordSymbols=!0,MusicSheetCalculator.symbolFactory.createChordSymbols(fe,de,G.ActiveKeyInstruction,this.graphicalMusicSheet.ParentMusicSheet.Transpose))}}if(G.doCalculationsAtEndOfMeasure(),B.LastInstructionsStaffEntries[Y]){const ce=B.LastInstructionsStaffEntries[Y];for(let fe=0,de=ce.Instructions.length;fe<de;++fe){const me=ce.Instructions[fe];me instanceof ClefInstruction&&(W[Y]=me)}}for(let ce=0,fe=B.StaffLinkedExpressions[Y].length;ce<fe;++ce){const de=B.StaffLinkedExpressions[Y][ce];de.OctaveShiftEnd!==void 0&&q[Y]!==void 0&&de.OctaveShiftEnd===q[Y].getOpenOctaveShift&&(q[Y]=void 0)}for(const ce of Z.staffEntries)for(const fe of ce.graphicalVoiceEntries)this.setBeamNotesWantedStemDirections(fe.parentVoiceEntry);if(this.rules.FillEmptyMeasuresWithWholeRest>=1&&Z.staffEntries.length===0){const ce=new SourceStaffEntry(new VerticalSourceStaffEntryContainer(Z.parentSourceMeasure,Z.parentSourceMeasure.AbsoluteTimestamp,Z.parentSourceMeasure.CompleteNumberOfStaves),K),fe=new VoiceEntry(new Fraction$1(0,1),K.Voices[0],ce),de=new Note$1(fe,ce,Fraction$1.createFromFraction(B.Duration),void 0,B);de.PrintObject=this.rules.FillEmptyMeasuresWithWholeRest===FillEmptyMeasuresWithWholeRests.YesVisible,fe.addNote(de);const me=MusicSheetCalculator.symbolFactory.createStaffEntry(ce,Z);Z.addGraphicalStaffEntry(me),me.relInMeasureTimestamp=fe.Timestamp;const he=MusicSheetCalculator.symbolFactory.createVoiceEntry(fe,me);me.graphicalVoiceEntries.push(he);const pe=MusicSheetCalculator.symbolFactory.createNote(de,he,new ClefInstruction,OctaveEnum.NONE,void 0);MusicSheetCalculator.stafflineNoteCalculator.trackNote(pe),he.notes.push(pe)}Z.hasOnlyRests=!0;for(const ce of Z.staffEntries)if(Z.hasOnlyRests=ce.hasOnlyRests(),!Z.hasOnlyRests)break;return Z}checkNoteForAccidental(B,D,F,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,F,q,G),B.sourceNote.TransposedPitch=W),B.sourceNote.halfTone=W.getHalfTone(),D.checkAccidental(B,W)}handleStaffEntries(B){for(let D=0,F=this.graphicalMusicSheet.MeasureList.length;D<F;++D){const G=this.graphicalMusicSheet.MeasureList[D];for(let W=0,q=G.length;W<q;++W){const U=G[W];if(!!U){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 U.staffEntries)Y.parentMeasure!==void 0&&Y.graphicalVoiceEntries.length>0&&Y.graphicalVoiceEntries[0].notes.length>0&&(this.layoutVoiceEntries(Y,W),this.layoutStaffEntry(Y));this.graphicalMeasureCreatedCalculations(U)}}}}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 F=this.musicSystems[B];for(let G=0,W=F.StaffLines.length;G<W;++G){const q=F.StaffLines[G];for(let U=0,Y=q.Measures.length;U<Y;++U){const Q=q.Measures[U];for(let K=0,Z=Q.staffEntries.length;K<Z;++K){const J=Q.staffEntries[K];for(let te=0,ie=J.sourceStaffEntry.VoiceEntries.length;te<ie;++te){const se=J.sourceStaffEntry.VoiceEntries[te];se.Articulations.length>0&&this.layoutArticulationMarks(se.Articulations,se,J)}}}}}}calculateOrnaments(){for(let B=0,D=this.musicSystems.length;B<D;++B){const F=this.musicSystems[B];for(let G=0,W=F.StaffLines.length;G<W;++G){const q=F.StaffLines[G];for(let U=0,Y=q.Measures.length;U<Y;++U){const Q=q.Measures[U];for(let K=0,Z=Q.staffEntries.length;K<Z;++K){const J=Q.staffEntries[K];for(let te=0,ie=J.sourceStaffEntry.VoiceEntries.length;te<ie;++te){const se=J.sourceStaffEntry.VoiceEntries[te];if(se.OrnamentContainer){if(se.hasTie()&&!J.relInMeasureTimestamp.Equals(se.Timestamp))continue;this.layoutOrnament(se.OrnamentContainer,se,J),this.staffEntriesWithOrnaments.indexOf(J)===-1&&this.staffEntriesWithOrnaments.push(J)}}}}}}}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 F of D.Measures){const G=F.isUpperStaffOfInstrument()?PlacementEnum.Above:PlacementEnum.Below;for(const W of F.staffEntries){W.FingeringEntries=[];const q=D.SkyBottomLineCalculator,U=W.PositionAndShape.RelativePosition.x+F.PositionAndShape.RelativePosition.x,Y=[];for(const Q of W.graphicalVoiceEntries)for(const K of Q.notes){const Z=K.sourceNote;Z.Fingering&&!Z.IsGraceNote&&Y.push(Z.Fingering)}G===PlacementEnum.Below&&Y.reverse();for(let Q=0;Q<Y.length;Q++){const K=Y[Q],Z=G===PlacementEnum.Above?TextAlignmentEnum.CenterBottom:TextAlignmentEnum.CenterTop,J=new Label(K.value,Z),te=new GraphicalLabel(J,this.rules.FingeringTextSize,J.textAlignment,this.rules,D.PositionAndShape),ie=U+te.PositionAndShape.BorderMarginLeft,se=U+te.PositionAndShape.BorderMarginRight;let re;G===PlacementEnum.Above?re=q.getSkyLineMinInRange(ie,se):re=q.getBottomLineMaxInRange(ie,se);let ae=0;Q===0?(ae+=this.rules.FingeringOffsetY,G===PlacementEnum.Above&&(ae+=.1)):ae+=this.rules.FingeringPaddingY,G===PlacementEnum.Above&&(ae*=-1),te.PositionAndShape.RelativePosition.y+=re+ae,te.PositionAndShape.RelativePosition.x=U,te.setLabelPositionAndShapeBorders(),te.PositionAndShape.calculateBoundingBox(),W.FingeringEntries.push(te);const le=te.PositionAndShape.RelativePosition.x+te.PositionAndShape.BorderLeft,ce=le-te.PositionAndShape.BorderLeft+te.PositionAndShape.BorderRight;G===PlacementEnum.Above?q.updateSkyLineInRange(le,ce,te.PositionAndShape.RelativePosition.y+te.PositionAndShape.BorderTop):G===PlacementEnum.Below&&q.updateBottomLineInRange(le,ce,te.PositionAndShape.RelativePosition.y+te.PositionAndShape.BorderBottom)}}}}optimizeRestPlacement(){for(let B=0,D=this.musicSystems.length;B<D;++B){const F=this.musicSystems[B];for(let G=0,W=F.StaffLines.length;G<W;++G){const q=F.StaffLines[G];for(let U=0,Y=q.Measures.length;U<Y;++U){const Q=q.Measures[U];for(let K=0,Z=Q.staffEntries.length;K<Z;++K){const J=Q.staffEntries[K];this.optimizeRestNotePlacement(J,Q)}}}}}calculateTwoRestNotesPlacementWithCollisionDetection(B){const D=B.graphicalVoiceEntries[0].notes[0],F=B.graphicalVoiceEntries[1].notes[0];F.PositionAndShape.RelativePosition=new PointF2D(0,2.5),B.PositionAndShape.calculateAbsolutePositionsRecursiveWithoutTopelement(),D.PositionAndShape.computeNonOverlappingPositionWithMargin(B.PositionAndShape,ColDirEnum.Up,new PointF2D(0,F.PositionAndShape.RelativePosition.y));const G=D.PositionAndShape.RelativePosition;G.y-=1,D.PositionAndShape.RelativePosition=G,B.PositionAndShape.calculateBoundingBox()}calculateRestNotePlacementWithCollisionDetectionFromGraphicalNote(B){let D,F;B.graphicalVoiceEntries[0].notes[0].sourceNote.isRest()?(D=B.graphicalVoiceEntries[0].notes[0],F=B.graphicalVoiceEntries[1].notes):(F=B.graphicalVoiceEntries[0].notes,D=B.graphicalVoiceEntries[1].notes[0]);let G=!1;B.PositionAndShape.calculateAbsolutePositionsRecursiveWithoutTopelement();for(let W=0,q=F.length;W<q;++W){const U=F[W];if(D.PositionAndShape.marginCollisionDetection(U.PositionAndShape)){G=!0;break}}if(G)if(D.sourceNote.ParentVoiceEntry.ParentVoice instanceof LinkedVoice){const W=F[0].PositionAndShape.BorderMarginBottom+F[0].PositionAndShape.RelativePosition.y;D.PositionAndShape.RelativePosition=new PointF2D(0,W-D.PositionAndShape.BorderMarginTop+.5)}else{const W=F[F.length-1],q=W.PositionAndShape.BorderMarginTop+W.PositionAndShape.RelativePosition.y;if(F[0].sourceNote.ParentVoiceEntry.ParentVoice instanceof LinkedVoice)D.PositionAndShape.RelativePosition=new PointF2D(0,q-D.PositionAndShape.BorderMarginBottom-.5);else{const U=F[0].PositionAndShape.BorderMarginBottom+F[0].PositionAndShape.RelativePosition.y;U<2?D.PositionAndShape.RelativePosition=new PointF2D(0,U-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 F of D.Measures)for(const G of F.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,F.ParentStaff.isTab)}}calculateLyricsPosition(){const B=new Dictionary;for(let D=0,F=this.graphicalMusicSheet.ParentMusicSheet.Instruments.length;D<F;++D){const G=this.graphicalMusicSheet.ParentMusicSheet.Instruments[D];G.HasLyrics&&G.LyricVersesNumbers.length>0&&G.LyricVersesNumbers.sort()}for(let D=0,F=this.musicSystems.length;D<F;++D){const G=this.musicSystems[D];for(let W=0,q=G.StaffLines.length;W<q;++W){const U=G.StaffLines[W],Y=this.calculateSingleStaffLineLyricsPosition(U,U.ParentStaff.ParentInstrument.LyricVersesNumbers);B.setValue(U,Y),this.calculateLyricsExtendsAndDashes(B.getValue(U))}}for(let D=0,F=this.musicSystems.length;D<F;++D){const G=this.musicSystems[D];for(let W=0,q=G.StaffLines.length;W<q;++W){const U=G.StaffLines[W];this.calculateLyricsExtendsAndDashes(B.getValue(U))}}}calculateSingleLyricWord(B){const D=B.ParentLyricWord,F=D.GraphicalLyricsEntries.indexOf(B);let G;if(F>=0&&(G=D.GraphicalLyricsEntries[F+1]),!G)return;const W=B.StaffEntryParent.parentMeasure.ParentStaffLine,q=G.StaffEntryParent.parentMeasure.ParentStaffLine,U=B.StaffEntryParent,Y=G.StaffEntryParent;if(B.StaffEntryParent.parentMeasure.ParentStaffLine===G.StaffEntryParent.parentMeasure.ParentStaffLine){const Q=U.parentMeasure.PositionAndShape.RelativePosition.x+U.PositionAndShape.RelativePosition.x+B.GraphicalLabel.PositionAndShape.RelativePosition.x+B.GraphicalLabel.PositionAndShape.BorderMarginRight,K=Y.parentMeasure.PositionAndShape.RelativePosition.x+Y.PositionAndShape.RelativePosition.x+B.GraphicalLabel.PositionAndShape.RelativePosition.x+G.GraphicalLabel.PositionAndShape.BorderMarginLeft,Z=B.GraphicalLabel.PositionAndShape.RelativePosition.y;let J=1;K-Q>this.rules.MinimumDistanceBetweenDashes*3&&(J=Math.floor((K-Q)/this.rules.MinimumDistanceBetweenDashes)-1),J===1?this.calculateSingleDashForLyricWord(W,Q,K,Z):this.calculateDashes(W,Q,K,Z)}else{const Q=U.parentMeasure.PositionAndShape.RelativePosition.x+U.PositionAndShape.RelativePosition.x+B.GraphicalLabel.PositionAndShape.BorderMarginRight,K=W.Measures[W.Measures.length-1],Z=K.PositionAndShape.RelativePosition.x+K.PositionAndShape.Size.width;let J=B.GraphicalLabel.PositionAndShape.RelativePosition.y;if(this.calculateDashes(W,Q,Z,J),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,ie=Y.parentMeasure.PositionAndShape.RelativePosition.x+Y.PositionAndShape.RelativePosition.x+G.GraphicalLabel.PositionAndShape.BorderMarginLeft;J=G.GraphicalLabel.PositionAndShape.RelativePosition.y,this.calculateDashes(q,te,ie,J)}}}calculateDashes(B,D,F,G){let W=F-D;if(W<this.rules.MinimumDistanceBetweenDashes*3)this.calculateSingleDashForLyricWord(B,D,F,G);else{const q=Math.floor(W/this.rules.MinimumDistanceBetweenDashes)-1,U=W/(q+1);let Y=0;for(D+=U,F-=U;Y<=Math.floor(q/2)&&F>D;)W=this.calculateRightAndLeftDashesForLyricWord(B,D,F,G),D+=U,F-=U,Y++;W>U*2&&this.calculateSingleDashForLyricWord(B,D,F,G)}}calculateSingleDashForLyricWord(B,D,F,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 U=new PointF2D(D+(F-D)/2,G);q.PositionAndShape.RelativePosition=U}calculateLyricExtend(B){let D=B.GraphicalLabel.PositionAndShape.RelativePosition.y;const F=B.StaffEntryParent,G=F.parentMeasure.ParentStaffLine;let W,q;const U=F.parentMeasure.ParentStaff.idInMusicSheet;for(let Y=F.parentVerticalContainer.Index+1;Y<this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers.length;++Y){const Q=this.graphicalMusicSheet.VerticalGraphicalStaffEntryContainers[Y].StaffEntries[U];if(!!Q){if(Q.hasOnlyRests()||Q.LyricsEntries.length>0)break;W=Q,q=W.parentMeasure.ParentStaffLine,q||(q=F.parentMeasure.ParentStaffLine)}}if(!(!W||!q))if(G===q&&W.parentMeasure.ParentStaffLine){const Y=F.parentMeasure.PositionAndShape.RelativePosition.x+F.PositionAndShape.RelativePosition.x+B.GraphicalLabel.PositionAndShape.BorderMarginRight,Q=W.parentMeasure.PositionAndShape.RelativePosition.x+W.PositionAndShape.RelativePosition.x+W.PositionAndShape.BorderMarginRight;D-=B.GraphicalLabel.PositionAndShape.Size.height/4,this.calculateSingleLyricWordWithUnderscore(G,Y,Q,D)}else{const Y=G.Measures[G.Measures.length-1].PositionAndShape,Q=F.parentMeasure.PositionAndShape.RelativePosition.x+F.PositionAndShape.RelativePosition.x+B.GraphicalLabel.PositionAndShape.BorderMarginRight,K=Y.RelativePosition.x+Y.Size.width;if(D-=B.GraphicalLabel.PositionAndShape.Size.height/4,this.calculateSingleLyricWordWithUnderscore(G,Q,K,D),!W)return;if(W.parentMeasure.ParentStaffLine&&W.parentMeasure.staffEntries&&!(W===W.parentMeasure.staffEntries[0]&&W.parentMeasure===W.parentMeasure.ParentStaffLine.Measures[0])){const Z=q.Measures[0].staffEntries[0].PositionAndShape.RelativePosition.x,J=W.parentMeasure.PositionAndShape.RelativePosition.x+W.PositionAndShape.RelativePosition.x+W.PositionAndShape.BorderMarginRight;this.calculateSingleLyricWordWithUnderscore(q,Z,J,D)}}}calculateSingleLyricWordWithUnderscore(B,D,F,G){const W=new PointF2D(D,G),q=new PointF2D(F,G),U=new GraphicalLine(W,q,this.rules.LyricUnderscoreLineWidth);B.LyricLines.push(U),this.staffLinesWithLyricWords.indexOf(B)===-1&&this.staffLinesWithLyricWords.push(B)}calculateRightAndLeftDashesForLyricWord(B,D,F,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 U=new PointF2D(D,G);q.PositionAndShape.RelativePosition=U;const Y=new Label("-"),Q=new GraphicalLabel(Y,this.rules.LyricsHeight,TextAlignmentEnum.CenterBottom,this.rules);Q.setLabelPositionAndShapeBorders(),B.LyricsDashes.push(Q),Q.PositionAndShape.Parent=B.PositionAndShape;const K=new PointF2D(F,G);return Q.PositionAndShape.RelativePosition=K,Q.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 F=D;F<=B;F++){const G=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[F];this.dynamicExpressionMap.clear();for(let W=0;W<G.StaffLinkedExpressions.length;W++)if(!(!this.graphicalMusicSheet.MeasureList[F]||!this.graphicalMusicSheet.MeasureList[F][W])&&this.graphicalMusicSheet.MeasureList[F][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],F,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 F=0;F<D.StaffLinkedExpressions.length;F++)if(!(!this.graphicalMusicSheet.MeasureList[B]||!this.graphicalMusicSheet.MeasureList[B][F])&&this.graphicalMusicSheet.MeasureList[B][F].ParentStaff.ParentInstrument.Visible)for(let G=0;G<D.StaffLinkedExpressions[F].length;G++)D.StaffLinkedExpressions[F][G].OctaveShiftStart&&this.calculateSingleOctaveShift(D,D.StaffLinkedExpressions[F][G],B,F)}}calculatePedals(){for(let B=0;B<this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length;B++){const D=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[B];for(let F=0;F<D.StaffLinkedExpressions.length;F++)if(!(!this.graphicalMusicSheet.MeasureList[B]||!this.graphicalMusicSheet.MeasureList[B][F])&&this.graphicalMusicSheet.MeasureList[B][F].ParentStaff.ParentInstrument.Visible)for(let G=0;G<D.StaffLinkedExpressions[F].length;G++)D.StaffLinkedExpressions[F][G].PedalStart&&this.calculateSinglePedal(D,D.StaffLinkedExpressions[F][G],B,F)}}calculateWavyLines(){for(let B=0;B<this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures.length;B++){const D=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[B];for(let F=0;F<D.StaffLinkedExpressions.length;F++)if(!(!this.graphicalMusicSheet.MeasureList[B]||!this.graphicalMusicSheet.MeasureList[B][F])&&this.graphicalMusicSheet.MeasureList[B][F].ParentStaff.ParentInstrument.Visible)for(let G=0;G<D.StaffLinkedExpressions[F].length;G++)D.StaffLinkedExpressions[F][G].WavyLineStart&&this.calculateSingleWavyLine(D,D.StaffLinkedExpressions[F][G],B,F)}}getFirstLeftNotNullStaffEntryFromContainer(B,D,F){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,F){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 F=0,G=D.FirstRepetitionInstructions.length;F<G;++F){const W=D.FirstRepetitionInstructions[F];this.calculateWordRepetitionInstruction(W,B)}for(let F=0,G=D.LastRepetitionInstructions.length;F<G;++F){const W=D.LastRepetitionInstructions[F];this.calculateWordRepetitionInstruction(W,B)}}}calculateRepetitionEndings(){const B=this.graphicalMusicSheet.ParentMusicSheet;for(let D=0,F=B.Repetitions.length;D<F;++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 F=D;F<=B;F++){const G=this.graphicalMusicSheet.ParentMusicSheet.SourceMeasures[F];for(let W=0;W<G.TempoExpressions.length;W++)this.calculateTempoExpressionsForMultiTempoExpression(G,G.TempoExpressions[W],F,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 F=0;F<D.StaffLinkedExpressions.length;F++)if(!(!this.graphicalMusicSheet.MeasureList[B]||!this.graphicalMusicSheet.MeasureList[B][F])&&this.graphicalMusicSheet.MeasureList[B][F].ParentStaff.ParentInstrument.Visible)for(let G=0;G<D.StaffLinkedExpressions[F].length;G++)(D.StaffLinkedExpressions[F][G].MoodList.length>0||D.StaffLinkedExpressions[F][G].UnknownList.length>0)&&this.calculateMoodAndUnknownExpression(D.StaffLinkedExpressions[F][G],B,F)}}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 F of D.Notes)if(F.ParentVoiceEntry.WantedStemDirection!==StemDirectionType.Undefined&&F.ParentVoiceEntry.ParentSourceStaffEntry.ParentStaff.Id===B.ParentSourceStaffEntry.ParentStaff.Id){B.WantedStemDirection=F.ParentVoiceEntry.WantedStemDirection;break}}}}class ChordSymbolContainer{constructor(B,D,F,G,W){this.rootPitch=B,this.chordKind=D,this.bassPitch=F,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,F){let G=B.RootPitch;if(MusicSheetCalculator.transposeCalculator&&(G=MusicSheetCalculator.transposeCalculator.transposePitch(B.RootPitch,F,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 K of B.ChordDegrees)if(K){let Z="";switch(K.alteration!==AccidentalEnum.NONE&&(Z+=this.getTextForAccidental(K.alteration)),Z+=K.value,K.text){case ChordDegreeText.add:q.adds.push(Z);break;case ChordDegreeText.alter:q.alts.push(Z);break;case ChordDegreeText.subtract:q.subs.push(Z);break}}let U=B.getTextFromChordKindEnum(B.ChordKind);const Y=["adds","alts","subs"],Q=B.rules.CustomChords;for(const K of Q){if(K.chordKind!==B.chordKind)continue;let Z=!0;for(const J of Y){for(const te of K.degrees[J]||[])if(q[J].indexOf(te)<0){Z=!1;break}if(!Z)break}if(Z){for(const J of Y)for(const te of K.degrees[J]||[])q[J].splice(q[J].indexOf(te),1);U=K.alternateName}}if(W+=U,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 K=B.BassPitch;MusicSheetCalculator.transposeCalculator&&(K=MusicSheetCalculator.transposeCalculator.transposePitch(B.BassPitch,F,D)),W+="/",W+=Pitch.getNoteEnumString(K.FundamentalNote),W+=this.getTextForAccidental(K.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,F){this.value=B,this.alteration=D,this.text=F}}class CustomChord{constructor(B,D,F){this.alternateName=B,this.chordKind=D,this.degrees=F}static createCustomChord(B,D,F){return new CustomChord(B,D,F)}static renameCustomChord(B,D,F){for(const G of F)G.alternateName===B&&(G.alternateName=D)}}var ChordDegreeText=(R=>(R[R.add=0]="add",R[R.alter=1]="alter",R[R.subtract=2]="subtract",R))(ChordDegreeText||{}),ChordSymbolEnum=(R=>(R[R.major=0]="major",R[R.minor=1]="minor",R[R.augmented=2]="augmented",R[R.diminished=3]="diminished",R[R.dominant=4]="dominant",R[R.majorseventh=5]="majorseventh",R[R.minorseventh=6]="minorseventh",R[R.diminishedseventh=7]="diminishedseventh",R[R.augmentedseventh=8]="augmentedseventh",R[R.halfdiminished=9]="halfdiminished",R[R.majorminor=10]="majorminor",R[R.majorsixth=11]="majorsixth",R[R.minorsixth=12]="minorsixth",R[R.dominantninth=13]="dominantninth",R[R.majorninth=14]="majorninth",R[R.minorninth=15]="minorninth",R[R.dominant11th=16]="dominant11th",R[R.major11th=17]="major11th",R[R.minor11th=18]="minor11th",R[R.dominant13th=19]="dominant13th",R[R.major13th=20]="major13th",R[R.minor13th=21]="minor13th",R[R.suspendedsecond=22]="suspendedsecond",R[R.suspendedfourth=23]="suspendedfourth",R[R.Neapolitan=24]="Neapolitan",R[R.Italian=25]="Italian",R[R.French=26]="French",R[R.German=27]="German",R[R.pedal=28]="pedal",R[R.power=29]="power",R[R.Tristan=30]="Tristan",R[R.none=31]="none",R))(ChordSymbolEnum||{});class GraphicalNote extends GraphicalObject{constructor(B,D,F,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=F,this.rules.addGraphicalNoteToNoteMap(B,this)}Transpose(B,D,F,G){let W=this.sourceNote.Pitch;return MusicSheetCalculator.transposeCalculator&&(W=MusicSheetCalculator.transposeCalculator.transposePitch(this.sourceNote.Pitch,B,F)),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.DYMusicClientType="",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(R){log$2.info("EngravingRules()",R)}this.MpatMode&&(this.NewPartAndSystemAfterFinalBarline=!0)}applyDefaultColorMusic(R){this.DefaultColorMusic=R,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(R,B){R.NoteToGraphicalNoteObjectId=this.NoteToGraphicalNoteMapObjectCount,this.NoteToGraphicalNoteMap.setValue(R.NoteToGraphicalNoteObjectId,B),this.NoteToGraphicalNoteMapObjectCount++}GNote(R){return GraphicalNote.FromNote(R,this)}clearMusicSheetObjects(){this.NoteToGraphicalNoteMap=new Dictionary,this.NoteToGraphicalNoteMapObjectCount=0}setChordSymbolLabelText(R,B){this.ChordSymbolLabelTexts.setValue(R,B)}resetChordSymbolLabelTexts(R){return R.setValue(ChordSymbolEnum.minor,"m"),R.setValue(ChordSymbolEnum.augmented,"aug"),R.setValue(ChordSymbolEnum.diminished,"dim"),R.setValue(ChordSymbolEnum.dominant,"7"),R.setValue(ChordSymbolEnum.majorseventh,"maj7"),R.setValue(ChordSymbolEnum.minorseventh,"m7"),R.setValue(ChordSymbolEnum.diminishedseventh,"dim7"),R.setValue(ChordSymbolEnum.augmentedseventh,"aug7"),R.setValue(ChordSymbolEnum.halfdiminished,"m7b5"),R.setValue(ChordSymbolEnum.majorminor,"m(maj7)"),R.setValue(ChordSymbolEnum.majorsixth,"maj6"),R.setValue(ChordSymbolEnum.minorsixth,"m6"),R.setValue(ChordSymbolEnum.dominantninth,"9"),R.setValue(ChordSymbolEnum.majorninth,"maj9"),R.setValue(ChordSymbolEnum.minorninth,"m9"),R.setValue(ChordSymbolEnum.dominant11th,"11"),R.setValue(ChordSymbolEnum.major11th,"maj11"),R.setValue(ChordSymbolEnum.minor11th,"m11"),R.setValue(ChordSymbolEnum.dominant13th,"13"),R.setValue(ChordSymbolEnum.major13th,"maj13"),R.setValue(ChordSymbolEnum.minor13th,"m13"),R.setValue(ChordSymbolEnum.suspendedsecond,"sus2"),R.setValue(ChordSymbolEnum.suspendedfourth,"sus4"),R.setValue(ChordSymbolEnum.power,"5"),R.setValue(ChordSymbolEnum.none,"N.C."),R}addChordName(R,B,D,F,G){if(ChordSymbolEnum[B]!==void 0){const W={adds:D,alts:F,subs:G};this.CustomChords.push(CustomChord.createCustomChord(R,ChordSymbolEnum[B],W))}}renameChord(R,B){CustomChord.renameCustomChord(R,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 R=0;R<this.BezierCurveStepSize;R++){const B=R/this.BezierCurveStepSize;this.TPower3[R]=Math.pow(B,3),this.OneMinusTPower3[R]=Math.pow(1-B,3),this.FactorOne[R]=3*Math.pow(1-B,2)*B,this.FactorTwo[R]=3*(1-B)*Math.pow(B,2)}}};let EngravingRules=_EngravingRules;EngravingRules.unit=1;class PageFormat{constructor(B,D,F="noIdStringGiven"){this.width=B,this.height=D,this.idString=F}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=(R=>(R[R.XML=0]="XML",R[R.AutoColoring=1]="AutoColoring",R[R.CustomColorSet=2]="CustomColorSet",R))(ColoringModes||{}),DrawingParametersEnum=(R=>(R.allon="allon",R.compact="compact",R.compacttight="compacttight",R.default="default",R.leadsheet="leadsheet",R.preview="preview",R.thumbnail="thumbnail",R))(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=(R=>(R[R.Never=0]="Never",R[R.Always=1]="Always",R[R.Auto=2]="Auto",R))(AlignRestOption||{}),FillEmptyMeasuresWithWholeRests=(R=>(R[R.No=0]="No",R[R.YesVisible=1]="YesVisible",R[R.YesInvisible=2]="YesInvisible",R))(FillEmptyMeasuresWithWholeRests||{}),BackendType=(R=>(R[R.SVG=0]="SVG",R[R.Canvas=1]="Canvas",R))(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 F=0;F<B.length;F+=1)D.push(B[F]);this.attrs=D}return this.attrs}element(B){const D=this.elem.childNodes;for(let F=0,G=D.length;F<G;F+=1){const W=D[F];if(W.nodeType===Node.ELEMENT_NODE&&W.nodeName.toLowerCase()===B)return new IXmlElement(W)}}elements(B){const D=this.elem.childNodes,F=[],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)&&F.push(new IXmlElement(q))}return F}}class InstrumentalGroup{constructor(B,D,F){this.instrumentalGroups=[],this.name=B,this.musicSheet=D,this.parent=F}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,F,G){super(void 0,F,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,F=this.subInstruments.length;D<F;++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,F=this.subInstruments.length;D<F;++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,F=this.Voices.length;D<F;++D){const G=this.Voices[D];G.Visible=B}}get Audible(){let B=!1;for(let D=0,F=this.Voices.length;D<F;++D){const G=this.Voices[D];B=B||G.Audible}return B}set Audible(B){for(let D=0,F=this.Voices.length;D<F;++D){const G=this.Voices[D];G.Audible=B}for(let D=0,F=this.staves.length;D<F;++D){const G=this.staves[D];G.audible=B}}get Solo(){let B=!1;for(let D=0,F=this.Voices.length;D<F;++D){const G=this.Voices[D];B=B||G.Solo}return B}set Solo(B){for(let D=0,F=this.Voices.length;D<F;++D){const G=this.Voices[D];G.Solo=B}for(let D=0,F=this.Staves.length;D<F;++D){const G=this.Staves[D];G.Solo=B}}get Following(){let B=!1;for(let D=0,F=this.Voices.length;D<F;++D){const G=this.Voices[D];B=B||G.Following}return B}set Following(B){for(let D=0,F=this.Voices.length;D<F;++D){const G=this.Voices[D];G.Following=B}for(let D=0,F=this.staves.length;D<F;++D){const G=this.staves[D];G.following=B}}SetVoiceAudible(B,D){for(let F=0,G=this.Voices.length;F<G;++F){const W=this.Voices[F];if(W.VoiceId===B){W.Audible=D;break}}}SetVoiceFollowing(B,D){for(let F=0,G=this.Voices.length;F<G;++F){const W=this.Voices[F];if(W.VoiceId===B){W.Following=D;break}}}SetStaffAudible(B,D){const F=this.staves[B-1];if(F.audible=D,D)for(let G=0,W=F.Voices.length;G<W;++G){const q=F.Voices[G];q.Audible=!0}else for(let G=0,W=F.Voices.length;G<W;++G){const q=F.Voices[G];let U=!1;for(let Y=0,Q=this.Staves.length;Y<Q;++Y){const K=this.Staves[Y];if(!(K.Id===B||!K.audible))for(let Z=0,J=K.Voices.length;Z<J;++Z)K.Voices[Z]===q&&(U=!0)}U||(q.Audible=!1)}}SetStaffFollow(B,D){const F=this.staves[B-1];if(F.following=D,D)for(let G=0,W=F.Voices.length;G<W;++G){const q=F.Voices[G];q.Following=!0}else for(let G=0,W=F.Voices.length;G<W;++G){const q=F.Voices[G];let U=!1;for(let Y=0,Q=this.Staves.length;Y<Q;++Y){const K=this.Staves[Y];if(!(K.Id===B||!K.following))for(let Z=0,J=K.Voices.length;Z<J;++Z)K.Voices[Z]===q&&(U=!0)}U||(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,F){let G=-B/2;F&&(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 U=this.createSystemLine(G,B,SystemLinesEnum.SingleThin,SystemLinePosition.MeasureBegin,this,W,q);this.SystemLines.push(U),U.PositionAndShape.RelativePosition=new PointF2D(G,0),U.PositionAndShape.BorderLeft=0,U.PositionAndShape.BorderRight=B,U.PositionAndShape.BorderTop=0,U.PositionAndShape.BorderBottom=this.boundingBox.Size.height,this.createLinesForSystemLine(U)}createVerticalLineForMeasure(B,D,F,G,W,q){const U=q.ParentStaffLine,Y=new PointF2D(U.PositionAndShape.RelativePosition.x,U.PositionAndShape.RelativePosition.y),Q=U.ParentStaff.ParentInstrument.Staves;if(U.ParentStaff===Q[0]){let K;Q.length>1&&(K=this.getBottomStaffLine(U).Measures[W]);const Z=this.createSystemLine(B,D,F,G,this,q,K),J=Y.x+B;Z.PositionAndShape.RelativePosition=new PointF2D(J,0),Z.PositionAndShape.BorderLeft=0,Z.PositionAndShape.BorderRight=D,this.SystemLines.push(Z)}}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,F=B.length;D<F;++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 F=0,G=B.length;F<G;++F){const W=B[F];if(W.Staves.length>1){let q,U;for(let Y=0,Q=this.staffLines.length;Y<Q;++Y){const K=this.staffLines[Y];K.ParentStaff===W.Staves[0]&&(q=K),K.ParentStaff===W.Staves[W.Staves.length-1]&&(U=K)}q&&U&&this.createInstrumentBracket(q,U)}}}createGroupBrackets(B,D,F){for(let G=0,W=B.length;G<W;++G){const q=B[G];if(q.InstrumentalGroups.length<1)continue;const U=this.findFirstVisibleInstrumentInInstrumentalGroup(q),Y=this.findLastVisibleInstrumentInInstrumentalGroup(q);if(!U||!Y)continue;let Q,K;for(let Z=0,J=this.staffLines.length;Z<J;++Z){const te=this.staffLines[Z];te.ParentStaff===U.Staves[0]&&(Q=te),te.ParentStaff===Y.Staves[0]&&(K=te)}Q&&K&&this.createGroupBracket(Q,K,F),!(q.InstrumentalGroups.length<1)&&this.createGroupBrackets(q.InstrumentalGroups,D,F+1)}}createMusicSystemLabel(B,D,F,G=!1){var U;const W=D;for(let Y=0,Q=this.staffLines.length;Y<Q;++Y){const K=this.staffLines[Y].ParentStaff.ParentInstrument;let Z;if(G)Z=K.NameLabel,(!this.rules.RenderPartNames||!(Z!=null&&Z.print))&&(Z=new Label("",K.NameLabel.textAlignment,K.NameLabel.font),D=0);else{if(!this.rules.RenderPartAbbreviations||!this.rules.RenderPartNames||this.staffLines.length===1||!K.PartAbbreviation||K.PartAbbreviation==="")return;const J=K.PartAbbreviation;Z=new Label(J,K.NameLabel.textAlignment,K.NameLabel.font)}if((U=K==null?void 0:K.NameLabel)!=null&&U.print){const J=new GraphicalLabel(Z,B,TextAlignmentEnum.LeftCenter,this.rules,this.boundingBox);J.setLabelPositionAndShapeBorders(),this.labels.setValue(K,J)}else D=0}this.maxLabelLength=0;const q=this.labels.values();for(let Y=0,Q=q.length;Y<Q;++Y){const K=q[Y];!K.Label.print||K.PositionAndShape.Size.width>this.maxLabelLength&&(this.maxLabelLength=K.PositionAndShape.Size.width,D=W)}this.updateMusicSystemStaffLineXPosition(D)}setMusicSystemLabelsYPosition(){this.labels.forEach((B,D)=>{let F=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 U=this.staffLines[q];if(U.ParentStaff.ParentInstrument!==B)break;F+=U.PositionAndShape.RelativePosition.y,G++}break}G>0&&(D.PositionAndShape.RelativePosition=new PointF2D(0,F/G+2))})}checkStaffEntriesForStaffEntryLink(){let B=!1,D=!1;for(let F=0;F<this.staffLines.length-1;F++){for(let G=0,W=this.staffLines[F].Measures.length;G<W;++G){const q=this.staffLines[F].Measures[G];for(let U=0,Y=q.staffEntries.length;U<Y;++U)q.staffEntries[U].sourceStaffEntry.Link&&(B=!0)}for(let G=0,W=this.staffLines[F+1].Measures.length;G<W;++G){const q=this.staffLines[F+1].Measures[G];for(let U=0,Y=q.staffEntries.length;U<Y;++U)q.staffEntries[U].sourceStaffEntry.Link&&(D=!0)}}return!!(B&&D)}getBottomStaffLine(B){const D=B.ParentStaff.ParentInstrument.Staves,F=D[D.length-1];for(const G of B.ParentMusicSystem.staffLines)if(G.ParentStaff===F)return G}createSystemLine(B,D,F,G,W,q,U=void 0){throw new Error("not implemented")}createLinesForSystemLine(B){}calcBracketsWidth(){let B=0;for(let D=0,F=this.GroupBrackets.length;D<F;++D){const G=this.GroupBrackets[D];B=Math.max(B,G.PositionAndShape.Size.width)}for(let D=0,F=this.InstrumentBrackets.length;D<F;++D){const G=this.InstrumentBrackets[D];B=Math.max(B,G.PositionAndShape.Size.width)}return B}createInstrumentBracket(B,D){}createGroupBracket(B,D,F){}findFirstVisibleInstrumentInInstrumentalGroup(B){for(let D=0,F=B.InstrumentalGroups.length;D<F;++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 F=B.InstrumentalGroups.length-1;F>=0;F--){if(D=B.InstrumentalGroups[F],D instanceof Instrument){if(D.Visible===!0)return D;continue}return this.findLastVisibleInstrumentInInstrumentalGroup(D)}}updateMusicSystemStaffLineXPosition(B){for(let D=0,F=this.StaffLines.length;D<F;++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 U=new PointF2D(G.PositionAndShape.Size.width,G.StaffLines[q].End.y);G.StaffLines[q].End=U}}}}class SystemLine extends GraphicalObject{constructor(B,D,F,G,W=void 0){super(),this.lineType=B,this.linePosition=D,this.parentMusicSystem=F,this.topMeasure=G,this.bottomMeasure=W,this.parentTopStaffLine=G==null?void 0:G.ParentStaffLine,this.boundingBox=new BoundingBox$1(this,F.PositionAndShape)}static getObjectWidthForLineType(B,D){switch(D){case SystemLinesEnum.SingleThin:return B.SystemThinLineWidth;case SystemLinesEnum.DoubleThin:return B.SystemThinLineWidth*2+B.DistanceBetweenVerticalSystemLines;case SystemLinesEnum.ThinBold:return B.SystemThinLineWidth+B.SystemBoldLineWidth+B.DistanceBetweenVerticalSystemLines;case SystemLinesEnum.BoldThinDots:return B.SystemThinLineWidth+B.SystemBoldLineWidth+B.DistanceBetweenVerticalSystemLines+B.SystemDotWidth+B.DistanceBetweenDotAndLine;case SystemLinesEnum.DotsThinBold:return B.SystemThinLineWidth+B.SystemBoldLineWidth+B.DistanceBetweenVerticalSystemLines+B.SystemDotWidth+B.DistanceBetweenDotAndLine;case SystemLinesEnum.DotsBoldBoldDots:return 2*B.SystemBoldLineWidth+2*B.SystemDotWidth+2*B.DistanceBetweenDotAndLine+B.DistanceBetweenVerticalSystemLines;default:return 0}}}const VF$b=Vex.Flow;class VexFlowInstrumentBracket extends GraphicalObject{constructor(B,D,F=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,F)}draw(B){this.Visible&&this.vexflowConnector.setContext(B).draw();const D=this.vexflowConnector,F=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=F/unitInPixels,this.PositionAndShape.Size.height=(G-F)/unitInPixels,this.PositionAndShape.Size.width=12/unitInPixels}addConnector(B,D,F,G){this.vexflowConnector=new VF$b.StaveConnector(B,D).setType(F).setXShift(G*-5)}}const VF$a=Vex.Flow;class VexFlowInstrumentBrace extends VexFlowInstrumentBracket{constructor(B,D,F=0){super(B,D,F),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],U=W.SkyBottomLineCalculator.getBottomLineMax()+W.PositionAndShape.RelativePosition.y;this.boundingBox.BorderBottom=U,this.boundingBox.BorderMarginBottom=U,this.boundingBox.XBordersHaveBeenSet=!0,this.boundingBox.YBordersHaveBeenSet=!0}createSystemLine(B,D,F,G,W,q,U=void 0){const Y=q;let Q=!1;if(U&&(Q=!0,U.lineTo(q,VexFlowConverter.line(F,G)),U.addMeasureLine(F,G),F===SystemLinesEnum.DotsBoldBoldDots)){const K=U.ParentStaffLine.Measures.indexOf(U)+1,Z=U.ParentStaffLine.Measures[K],J=q.ParentStaffLine.Measures[K];Z&&J&&(Z.lineTo(J,VexFlowConverter.line(SystemLinesEnum.BoldThinDots,G)),Z.addMeasureLine(SystemLinesEnum.BoldThinDots,G))}return Y&&Y.addMeasureLine(F,G,Q),new SystemLine(F,G,this,q,U)}createInstrumentBracket(B,D){const F=B,G=D,W=new VexFlowInstrumentBrace(F,G);this.InstrumentBrackets.push(W)}createGroupBracket(B,D,F){const G=B,W=D;if(F===0){const q=new VexFlowInstrumentBracket(G,W,F);this.GroupBrackets.push(q)}else{const q=new VexFlowInstrumentBrace(G,W,F);this.GroupBrackets.push(q)}}}class GraphicalMeasure extends GraphicalObject{constructor(B=void 0,D=void 0,F=void 0){super(),this.hasOnlyRests=!1,this.measureNumber=-1,this.ShowTimeSignature=!0,this.parentStaff=B,this.parentSourceMeasure=D,this.parentStaffLine=F,F?(this.parentStaff=F.ParentStaff,this.PositionAndShape=new BoundingBox$1(this,F.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,F){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 F=0,G=this.staffEntries.length;F<G;++F){const W=this.staffEntries[F];if((D=W.relInMeasureTimestamp)!=null&&D.Equals(B))return W}}findGraphicalStaffEntryFromVerticalContainerTimestamp(B){for(let D=0,F=this.staffEntries.length;D<F;++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,F=this.staffEntries.length;D<F;++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,F=this.staffEntries.length;D<F;++D){const G=this.staffEntries[D];for(let W=0,q=G.sourceStaffEntry.VoiceEntries.length;W<q;++W){const U=G.sourceStaffEntry.VoiceEntries[W];B.indexOf(U.ParentVoice)<0&&B.push(U.ParentVoice)}}return B.length>1}isVisible(){return this.ParentStaff.ParentInstrument.Visible}getGraphicalMeasureDurationFromStaffEntries(){let B=new Fraction$1(0,1);const D=[];for(let F=0,G=this.staffEntries.length;F<G;++F){const W=this.staffEntries[F];for(let q=0,U=W.sourceStaffEntry.VoiceEntries.length;q<U;++q){const Y=W.sourceStaffEntry.VoiceEntries[q];D.indexOf(Y.ParentVoice)<0&&D.push(Y.ParentVoice)}}for(let F=0,G=D.length;F<G;++F){const W=D[F],q=new Fraction$1(0,1);for(const U of this.staffEntries)for(const Y of U.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(),F=B.getNoteHeadBeginX()-D.x;this.PositionAndShape.RelativePosition.y=D.y/unitInPixels,this.PositionAndShape.BorderTop=0,this.PositionAndShape.BorderBottom=D.h/unitInPixels,this.PositionAndShape.BorderLeft=-(F+B.width/2)/unitInPixels,this.PositionAndShape.BorderRight=(D.w-F)/unitInPixels}set vfStaveNote(B){this.mVexFlowStaveNote=B}get vfStaveNote(){return this.mVexFlowStaveNote}color(){var J;const B=this.rules.DefaultColorNotehead,D=this.rules.DefaultColorRest,F=this.rules.DefaultColorStem,G="#00000000";let W,q;const U=this.vfStaveNote;for(let te=0;te<this.notes.length;te++){const ie=this.notes[te];if(q=ie.sourceNote.NoteheadColor,W=q,this.rules.ColoringMode===ColoringModes.AutoColoring||this.rules.ColoringMode===ColoringModes.CustomColorSet)if(ie.sourceNote.isRest())W=this.rules.ColoringSetCurrent.getValue(-1);else{const se=ie.sourceNote.Pitch.FundamentalNote;W=this.rules.ColoringSetCurrent.getValue(se)}if(ie.sourceNote.PrintObject?(!W||W==="#000000")&&(W=this.rules.DefaultColorNotehead):W=G,!q&&this.rules.ColoringMode===ColoringModes.XML&&ie.sourceNote.PrintObject&&(!ie.sourceNote.isRest()&&B?W=B:ie.sourceNote.isRest()&&D&&(W=D)),W&&ie.sourceNote.PrintObject)ie.sourceNote.NoteheadColorCurrentlyRendered=W;else if(!W)continue;if(this.rules.ColoringEnabled&&ie.sourceNote.NoteBeam&&this.rules.ColorBeams){const se=ie.sourceNote.NoteBeam.Notes;let re=!0;for(let ae=0;ae<se.length;ae++)se[ae].NoteheadColorCurrentlyRendered!==W&&(re=!1);re&&(J=U==null?void 0:U.beam)!=null&&J.setStyle&&U.beam.setStyle({fillStyle:W,strokeStyle:W})}if(U){if(U.note_heads){const se=U.note_heads[te];se&&se.setStyle({fillStyle:W,strokeStyle:W})}U.setLedgerLineStyle&&(W===G?U.setLedgerLineStyle({fillStyle:W,strokeStyle:W,lineWidth:this.rules.LedgerLineWidth}):U.setLedgerLineStyle({fillStyle:this.rules.LedgerLineColorDefault,lineWidth:this.rules.LedgerLineWidth,strokeStyle:this.rules.LedgerLineColorDefault}))}}let Y=F,Q=!1;this.rules.ColoringEnabled&&(Y=this.parentVoiceEntry.StemColor,(!Y||Y==="#000000")&&(Y=F),this.rules.ColorStemsLikeNoteheads&&W&&(Y=W,Q=!0));let K=!0;for(const te of this.parentVoiceEntry.Notes)if(te.PrintObject){K=!1;break}K&&(Y=G);const Z={fillStyle:Y,strokeStyle:Y};U&&U.setStemStyle&&(!K&&Q&&(this.parentVoiceEntry.StemColor=Y),U.setStemStyle(Z),U.flag&&U.setFlagStyle&&this.rules.ColorFlags&&U.setFlagStyle(Z))}}const VF$9=Vex.Flow,NoteSubGroup=VF$9.NoteSubGroup;class VexFlowMeasure extends GraphicalMeasure{constructor(B,D=void 0,F=void 0){super(B,D,F),this.isTabMeasure=!1,this.octaveOffset=3,this.vfVoices={},this.vfTies=[],this.vfRepetitionWords=[],this.connectors=[],this.beams={},this.tuplets={},this.vftuplets={},this.minimumStaffEntriesWidth=-1,F?this.rules=F.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,F){!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 F=VexFlowConverter.Clef(B,"small");if(!(!D&&this.stave.endClef)){this.stave.setEndClef(F.type,F.size,F.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===F.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,F=!0){switch(D){case SystemLinePosition.MeasureBegin:switch(B){case SystemLinesEnum.BoldThinDots:F||(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,F={justification:1,shift_x:0,shift_y:0};this.stave.setText(B,D,F)}addWordRepetition(B){let D,F=VF$9.StaveModifier.Position.END;const G=this.beginInstructionsWidth;switch(B.type){case RepetitionInstructionEnum.Segno:D=VF$9.Repetition.type.SEGNO_LEFT,F=VF$9.StaveModifier.Position.LEFT;break;case RepetitionInstructionEnum.Coda:D=VF$9.Repetition.type.CODA_LEFT,F=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 U=new VF$9.Repetition(D,G,-this.rules.RepetitionSymbolsYOffset);this.stave.addModifier(U,F);return}this.addVolta(B)}addVolta(B){var F;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),U=G.getSkyLineMinInRange(W,q)-2;let Y=-6.1+this.rules.VoltaOffset,Q=this.rules.VoltaOffset;U<Y&&(Q+=U-Y,Y=U);let K;const Z=this.parentSourceMeasure.MeasureNumber;for(let J=0;J<this.ParentStaffLine.Measures.length;J++){const te=this.ParentStaffLine.Measures[J];te instanceof VexFlowMeasure&&(te.MeasureNumber===Z-1||te.MeasureNumber+((F=te.parentSourceMeasure)==null?void 0:F.multipleRestMeasures)===Z)&&(K=te)}if(K){const J=K.stave.getModifiers();for(let te=0;te<J.length;te++){const ie=J[te];if(ie.hasOwnProperty("volta")){const se=K.ParentStaffLine.SkyBottomLineCalculator,re=K.PositionAndShape.AbsolutePosition.x+K.PositionAndShape.BorderMarginLeft+.4,ae=Math.max(K.PositionAndShape.AbsolutePosition.x+K.PositionAndShape.BorderMarginRight,re+.4),le=se.getSkyLineMinInRange(re,ae);le<=Y?(Q+=le-Y,Y=le):(ie.y_shift=Q*unitInPixels,K.ParentStaffLine.SkyBottomLineCalculator.updateSkyLineInRange(re,ae,Y))}}}Q*=10,this.stave.setVoltaType(D,B.endingIndices[0],Q),G.updateSkyLineInRange(W,q,Y)}}setWidth(B){super.setWidth(B),this.stave.setWidth(B*unitInPixels)}layoutSymbols(){}draw(B){var U,Y,Q,K,Z,J,te;const D=B.openGroup();(U=D==null?void 0:D.classList)==null||U.add("vf-measure");const F=B.openGroup();(Y=F==null?void 0:F.classList)==null||Y.add("vf-stave"),F==null||F.setAttribute("id",(K=(Q=this.stave)==null?void 0:Q.attrs)==null?void 0:K.id),this.stave.setContext(B).draw(),B.closeGroup();const G=B.openGroup();(Z=G==null?void 0:G.classList)==null||Z.add("vf-voices");for(const ie in this.vfVoices)this.vfVoices.hasOwnProperty(ie)&&(B.save(),this.vfVoices[ie].draw(B,this.stave),B.restore());B.closeGroup();const W=B.openGroup();if((J=W==null?void 0:W.classList)==null||J.add("vf-beams"),this.rules.DYMusicScoreType!=="jianpu"){for(const ie in this.vfbeams)if(this.vfbeams.hasOwnProperty(ie))for(const se of this.vfbeams[ie])se.setContext(B).draw()}if(this.autoVfBeams)for(const ie of this.autoVfBeams)ie.setContext(B).draw();if(!this.isTabMeasure||this.rules.TupletNumbersInTabs){if(this.autoTupletVfBeams)for(const ie of this.autoTupletVfBeams)ie.setContext(B).draw();for(const ie in this.vftuplets)if(this.vftuplets.hasOwnProperty(ie))for(const se of this.vftuplets[ie])if(this.rules.DYMusicScoreType==="jianpu"){let re=se.getNotes();const ae=new VF$9.StaveTie({first_note:re[0],last_note:re[re.length-1]},re.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 ie of this.vfTies)ie.setContext(B).draw();B.closeGroup();for(const ie of this.connectors)ie.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 F of D.Notes){const G=this.rules.GNote(F);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 F of D.graphicalVoiceEntries)B.indexOf(F.parentVoiceEntry.ParentVoice)===-1&&B.push(F.parentVoiceEntry.ParentVoice);return B}getGraphicalVoiceEntriesPerVoice(B){const D=[];for(const F of this.staffEntries)for(const G of F.graphicalVoiceEntries)G.parentVoiceEntry.ParentVoice===B&&D.push(G);return D}getRestFilledVexFlowStaveNotesPerVoice(B){let D,F=this.getGraphicalVoiceEntriesPerVoice(B);for(let q=0;q<F.length;q++){const U=F[q],Y=U.notes[0].sourceNote.getAbsoluteTimestamp();let Q=new Fraction$1;for(const K of U.notes){const Z=Fraction$1.plus(K.sourceNote.getAbsoluteTimestamp(),K.sourceNote.Length);Q.lt(Z)&&(Q=Z)}if(D){const K=Fraction$1.minus(Y,D);if(K.RealValue>0){log$2.trace(`Ghost Found in between (measure ${this.MeasureNumber})`);const Z=this.createGhostGves(K);F.splice(q,0,...Z),q+=Z.length}}else{const K=Fraction$1.minus(Y,this.parentSourceMeasure.AbsoluteTimestamp);if(K.RealValue>0){log$2.trace(`Ghost Found at start (measure ${this.MeasureNumber})`);const Z=this.createGhostGves(K);F.splice(0,0,...Z),q+=Z.length}}D=Q}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);F=F.concat(q)}return F}createGhostGves(B){const D=VexFlowConverter.GhostNotes(B),F=[];for(const G of D){const W=new VexFlowVoiceEntry(void 0,void 0);W.vfStaveNote=G,F.push(W)}return F}handleBeam(B,D){const F=B.sourceNote.ParentVoiceEntry.ParentVoice.VoiceId;let G=this.beams[F];G||(G=this.beams[F]=[]);let W;for(const U of G)U[0]===D&&(W=U);W||(W=[D,[]],G.push(W));const q=B.parentVoiceEntry;W[1].indexOf(q)<0&&W[1].push(q)}handleTuplet(B,D){const F=B.sourceNote.ParentVoiceEntry.ParentVoice.VoiceId;D=B.sourceNote.NoteTuplet;let G=this.tuplets[F];G||(G=this.tuplets[F]=[]);let W;for(const U of G)U[0]===D&&(W=U);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 F=this.vfbeams[D];F||(F=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=[],U=G[0],Y=G[1];let Q=!0;for(const te of Y)te.parentVoiceEntry.ParentVoice===U.Notes[0].ParentVoiceEntry.ParentVoice&&(Q=te.parentVoiceEntry.WantedStemDirection===StemDirectionType.Undefined);let K=!1,Z;const J=[];for(const te of Y){const ie=te.vfStaveNote;ie&&(q.push(ie),B.push(ie)),te.parentVoiceEntry.IsGrace&&(K=!0),te.parentVoiceEntry.StemColor&&this.rules.ColoringEnabled&&J.push(te.parentVoiceEntry.StemColor)}if(q.length>1){const te=new VF$9.Beam(q,Q);if(K&&(te.render_options.beam_width=3,te.render_options.partial_beam_length=4),J.length>=2&&this.rules.ColorBeams){Z=J[0];for(const ie of J)if(ie!==Z){Z=void 0;break}te.setStyle({fillStyle:Z,strokeStyle:Z})}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),F.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=[],F=[],G,W=[];this.autoTupletVfBeams=[];const q=[];this.autoVfBeams=[];let U=this.parentSourceMeasure.ActiveTimeSignature;U||(U=this.parentSourceMeasure.Duration);for(const K of this.staffEntries)for(const Z of K.graphicalVoiceEntries){const J=Z.vfStaveNote,te=Z.notes[0],ie=K.relInMeasureTimestamp.isOnBeat(U),se=F.length>=2,re=te.sourceNote.Length.RealValue-new Fraction$1(1,4).RealValue>-Fraction$1.FloatInaccuracyTolerance,ae=Z.parentVoiceEntry.IsGrace||re||B.contains(J);if(ae||ie){if(se){for(const ce of F)D.push(ce);q.push(D.slice()),D=[]}if(F=[],ae)continue}const le=Z.notes[0].sourceNote.NoteTuplet;if(le){let ce=!1;for(const fe of le.Notes){for(const de of fe)if(de.NoteTypeXml>=NoteType.QUARTER||de.ParentVoiceEntry.IsGrace||de.isRest()&&!this.rules.AutoBeamOptions.beam_rests){ce=!0;break}if(ce)break}if(!G)G=le;else if(G!==le){if(W.length>1){const fe=new VF$9.Beam(W,!0);this.rules.FlatBeams&&(fe.render_options.flat_beams=!0,fe.render_options.flat_beam_offset=this.rules.FlatBeamOffset,fe.render_options.flat_beam_offset_per_beam=this.rules.FlatBeamOffsetPerBeam),this.autoTupletVfBeams.push(fe)}W=[],G=le}ce||W.push(J);continue}else G=void 0;F.push(J)}if(W.length>=2){const K=new VF$9.Beam(W,!0);this.rules.FlatBeams&&(K.render_options.flat_beams=!0,K.render_options.flat_beam_offset=this.rules.FlatBeamOffset,K.render_options.flat_beam_offset_per_beam=this.rules.FlatBeamOffsetPerBeam),this.autoTupletVfBeams.push(K)}if(F.length>=2){for(const K of F)D.push(K);q.push(D)}const Y=this.rules.AutoBeamOptions,Q={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 K=[];for(const Z of Y.groups)K.push(new VF$9.Fraction(Z[0],Z[1]));Q.groups=K}for(const K of q){const Z=VF$9.Beam.generateBeams(K,Q);for(const J of Z)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.autoVfBeams.push(J)}}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 F of this.tuplets[B]){const G=[],W=F[1];for(const q of W)G.push(q.vfStaveNote);if(G.length>1){const q=F[0],U=q.Notes[0][0].NormalNotes,Y=q.Bracket||q.TupletLabelNumber===3&&this.rules.TripletsBracketed||q.TupletLabelNumber!==3&&this.rules.TupletsBracketed;let Q=VF$9.Tuplet.LOCATION_TOP;q.tupletLabelNumberPlacement===PlacementEnum.Below&&(Q=VF$9.Tuplet.LOCATION_BOTTOM),D.push(new VF$9.Tuplet(G,{bracketed:Y,location:Q,notes_occupied:U,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 F=[];for(const W of this.staffEntries){B=!1,D=[];for(const q of W.graphicalVoiceEntries){if(q.parentVoiceEntry.IsGrace){D.push(q),F.push(q),B||(B=q.parentVoiceEntry.GraceSlur);continue}if(q.vfStaveNote=VexFlowConverter.StaveNote(q),D.length>0){const U=[];for(let Q=0;Q<D.length;Q++){const K=D[Q];K.GraceSlash=K.parentVoiceEntry.GraceNoteSlash,Q>0&&(K.GraceSlash=!1);const Z=VexFlowConverter.StaveNote(K);K.vfStaveNote=Z,U.push(Z)}const Y=new VF$9.GraceNoteGroup(U,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 U of q){if(U.parentVoiceEntry&&U.parentVoiceEntry.IsGrace&&!U.parentVoiceEntry.GraceAfterMainNote)continue;const Y=U;if(Y.vfStaveNote.ticks.denominator===0)continue;if(U.notes.length===0||!U.notes[0]||!U.notes[0].sourceNote.PrintObject){this.vfVoices[W.VoiceId].addTickable(Y.vfStaveNote);continue}const Q=Y.parentStaffEntry;if(Q&&Q.vfClefBefore){const K=new NoteSubGroup([Q.vfClefBefore]);Y.vfStaveNote.getCategory&&Y.vfStaveNote.getCategory()==="stavenotes"&&Y.vfStaveNote.addModifier(0,K)}U.parentVoiceEntry&&this.rules.RenderFingerings&&((this.rules.FingeringPosition===PlacementEnum.Left||this.rules.FingeringPosition===PlacementEnum.Right)&&this.createFingerings(U),this.createStringNumber(U)),this.createArpeggio(U),this.vfVoices[W.VoiceId].addTickable(Y.vfStaveNote)}}this.setStemDirectionFromVexFlow();for(const W of F)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 F=VexFlowConverter.StrokeTypeFromArpeggioType(D.type),G=new VF$9.Stroke(F,{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 F of D.notes){const G=F.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,U=G[W].notes[0].sourceNote.ParentVoiceEntry.OrnamentContainer;U&&VexFlowConverter.generateOrnaments(q,U)}}}createFingerings(B){const D=B;let F=0;for(const W of B.notes)W.sourceNote.Fingering&&F++;let G=-1;for(const W of B.notes){const q=W.sourceNote.Fingering;if(!q){G++;continue}G++;let U=this.rules.FingeringPosition;this.rules.FingeringPositionGrace===PlacementEnum.AboveOrBelow&&(this.isUpperStaffOfInstrument()?U=PlacementEnum.Above:this.isLowerStaffOfInstrument()&&(U=PlacementEnum.Below)),q.placement!==PlacementEnum.NotYetDefined&&(U=q.placement);let Y=this.rules.FingeringOffsetX,Q;switch(U){default:case PlacementEnum.Left:Q=VF$9.StaveModifier.Position.LEFT,Y-=W.baseFingeringXOffset*unitInPixels;break;case PlacementEnum.Right:Q=VF$9.StaveModifier.Position.RIGHT,Y+=W.baseFingeringXOffset*unitInPixels;break;case PlacementEnum.Above:Q=VF$9.StaveModifier.Position.ABOVE;break;case PlacementEnum.Below:Q=VF$9.StaveModifier.Position.BELOW;break;case PlacementEnum.NotYetDefined:const Z=B.parentStaffEntry.sourceStaffEntry.ParentStaff;B.notes.length>1||B.parentStaffEntry.graphicalVoiceEntries.length>1?Q=VF$9.StaveModifier.Position.LEFT:Z.idInMusicSheet===0?(Q=VF$9.StaveModifier.Position.ABOVE,U=PlacementEnum.Above):(Q=VF$9.StaveModifier.Position.BELOW,U=PlacementEnum.Below)}const K=new VF$9.FretHandFinger(q.value);if(K.setPosition(Q),K.setOffsetX(Y),U===PlacementEnum.Above||U===PlacementEnum.Below){const Z=U===PlacementEnum.Above?-1:1,J=U===PlacementEnum.Above?G:F-1-G;if(this.rules.FingeringInsideStafflines&&F>1){const te=K.getWidth()/2,ie=F*2.5;K.setOffsetY(Z*(J+ie)*te)}else if(!this.rules.FingeringInsideStafflines){const te=new VF$9.StringNumber(q.value);te.radius=0,te.setPosition(Q),te.setOffsetY(Z*J*te.getWidth()*2/3),D.vfStaveNote.addModifier(G,te);continue}}D.vfStaveNote.addModifier(G,K)}}createStringNumber(B){if(!this.rules.RenderStringNumbersClassical)return;const D=B;B.notes.forEach((F,G)=>{const W=F.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 U=new VF$9.StringNumber(q);U.radius=0;const Y=-this.rules.StringNumberOffsetY;B.notes.length>1||B.parentStaffEntry.graphicalVoiceEntries.length>1?(U.setOffsetX(F.baseStringNumberXOffset*13),U.setPosition(VF$9.Modifier.Position.RIGHT)):U.setPosition(VF$9.Modifier.Position.ABOVE),U.setOffsetY(Y),D.vfStaveNote.addModifier(G,U)}})}lineTo(B,D){const F=new VF$9.StaveConnector(B.getVFStave(),this.stave);F.setType(D),this.connectors.push(F)}getVFStave(){return this.stave}updateInstructionWidth(){let B=0,D=0;const F=this.stave.getModifiers();for(const G of F)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=(R=>(R[R.LEFT=1]="LEFT",R[R.RIGHT=2]="RIGHT",R[R.ABOVE=3]="ABOVE",R[R.BELOW=4]="BELOW",R[R.BEGIN=5]="BEGIN",R[R.END=6]="END",R))(StavePositionEnum||{});class GraphicalStaffEntry extends GraphicalObject{constructor(B,D=void 0,F=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,F?(this.staffEntryParent=F,this.parentVerticalContainer=F.parentVerticalContainer,this.PositionAndShape=new BoundingBox$1(this,F.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 F;const D=((F=window.GYM)==null?void 0:F.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 F of this.graphicalVoiceEntries)if(F.parentVoiceEntry===B.ParentVoiceEntry)for(const G of F.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 F of D.notes)if(F.sourceNote===B)return F}}}findGraphicalNoteFromNote(B){if(!!B){for(const D of this.graphicalVoiceEntries)if(D.parentVoiceEntry===B.ParentVoiceEntry){for(const F of D.notes)if(F.sourceNote===B&&this.getAbsoluteTimestamp().Equals(B.getAbsoluteTimestamp()))return F}}}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,F=this.sourceStaffEntry.Link.LinkStaffEntries.length;D<F;++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 F of D.notes){const G=F.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 F of D.notes){const G=F.graphicalNoteLength;B.lt(G)&&G.GetExpandedNumerator()>0&&(B=G)}return B}findOrCreateGraphicalVoiceEntry(B){for(const F of this.graphicalVoiceEntries)if(F.parentVoiceEntry===B)return F;const D=MusicSheetCalculator.symbolFactory.createVoiceEntry(B,this);return this.graphicalVoiceEntries.push(D),D}findOrCreateGraphicalVoiceEntryFromGraphicalNote(B){for(const F of this.graphicalVoiceEntries)if(F===B.parentVoiceEntry)return F;const D=MusicSheetCalculator.symbolFactory.createVoiceEntry(B.sourceNote.ParentVoiceEntry,this);return this.graphicalVoiceEntries.push(D),D}addGraphicalNoteToListAtCorrectYPosition(B,D){const F=B.notes;if(F.length===0||D.PositionAndShape.RelativePosition.y<CollectionUtil.last(F).PositionAndShape.RelativePosition.y)F.push(D);else for(let G=F.length-1;G>=0;G--){if(F[G].PositionAndShape.RelativePosition.y>D.PositionAndShape.RelativePosition.y){F.splice(G+1,0,D);break}if(G===0){F.splice(0,0,D);break}}}hasOnlyRests(){for(const D of this.graphicalVoiceEntries)for(const F of D.notes)if(!F.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,F]=this.getAbsoluteStartAndEnd();return B.getSkyLineMinInRange(D,F)}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,F]=this.getAbsoluteStartAndEnd();return B.getBottomLineMaxInRange(D,F)}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,F){super(B,D,F)}calculateXPosition(){const B=this.parentMeasure.getVFStave();let D=0;for(const F of this.graphicalVoiceEntries)if(F.vfStaveNote){if(F.vfStaveNote.setStave(B),B&&B.getLines&&B.getLines()===1&&F.vfStaveNote.getStemDirection()<0&&(F.vfStaveNote.setStemDirection(VF$8.Stem.UP),F.parentVoiceEntry.StemDirection=StemDirectionType.Up),B&&B.getLines&&B.getLines()===1&&(window.DYMusicalOrientation=0),!F.vfStaveNote.preFormatted)continue;F.applyBordersFromVexflow(),this.parentMeasure.ParentStaff.isTab?this.PositionAndShape.RelativePosition.x=(F.vfStaveNote.getAbsoluteX()+F.vfStaveNote.glyph.getWidth())/unitInPixels:this.PositionAndShape.RelativePosition.x=F.vfStaveNote.getBoundingBox().getX()/unitInPixels;const G=F.notes[0].sourceNote;G.isRest()&&G.Length.RealValue===this.parentMeasure.parentSourceMeasure.ActiveTimeSignature.RealValue&&(this.PositionAndShape.RelativePosition.x+=this.parentMeasure.parentSourceMeasure.Rules.WholeRestXShiftVexflow-.1,F.PositionAndShape.BorderLeft=-.7,F.PositionAndShape.BorderRight=.7),F.PositionAndShape.BorderLeft<D&&(D=F.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),F=this.calculateModifierXOffsets(D,1),G=this.calculateModifierXOffsets(D,.5);B.forEach((W,q)=>{W.baseFingeringXOffset=G[q],W.baseStringNumberXOffset=F[q]})}calculateModifierXOffsets(B,D){const F=[];for(let G=0;G<B.length;G++){let W=0,q=!0;for(;q;)for(let U=G;U>=0;U--){if(Math.abs(B[G]-B[U])<=D&&W===F[U]){W++,q=!0;break}q=!1}F.push(W)}return F}}Vex.Flow;class VexFlowGraphicalNote extends GraphicalNote{constructor(B,D,F,G=OctaveEnum.NONE,W,q=void 0){if(super(B,D,W,q),this.clef=F,this.octaveShift=G,B.Pitch){const U=B.isRest()?B.Pitch:OctaveShift.getPitchFromOctaveShift(B.Pitch,G);this.vfpitch=VexFlowConverter.pitch(U,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,F,G){const W=super.Transpose(B,D,F,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 F=D.note_heads;return F&&F.length>this.vfnoteIndex&&F[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 F=document.getElementById(`vf-${this.getSVGId()}-beam${D}`);if(!F)break;B.push(F)}return B}}class GraphicalChordSymbolContainer extends GraphicalObject{constructor(B,D,F,G,W,q){super(),this.chordSymbolContainer=B,this.boundingBox=new BoundingBox$1(this,D),this.rules=q,this.calculateLabel(F,W,G)}get GetChordSymbolContainer(){return this.chordSymbolContainer}get GraphicalLabel(){return this.graphicalLabel}calculateLabel(B,D,F){const G=ChordSymbolContainer.calculateChordText(this.chordSymbolContainer,D,F);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,F=void 0){super(B,D,F),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,F=this.staffEntries.length;D<F;++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 F=this.getRestFilledVexFlowStaveNotesPerVoice(D);for(const G of F){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 U=VexFlowConverter.StrokeTypeFromArpeggioType(q.type),Y=new VF$7.Stroke(U,{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 F=0,G=this.Measures.length;F<G;++F){const W=this.Measures[F];for(let q=0,U=W.staffEntries.length;q<U;++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,F,G){if(super(B,D,F),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 F,G,W,q;const B=[];let D=new Array;for(let U=0;U<this.parentStaffline.AbstractExpressions.length-1;U++){const Y=this.parentStaffline.AbstractExpressions[U],Q=this.parentStaffline.AbstractExpressions[U+1],K=(F=Y==null?void 0:Y.SourceExpression)==null?void 0:F.Placement,Z=(G=Q==null?void 0:Q.SourceExpression)==null?void 0:G.Placement;if(K===Z){const J=this.getDistance(Y.PositionAndShape,Q.PositionAndShape);Math.abs(J.x)<this.rules.DynamicExpressionMaxDistance?(D.indexOf(Y)===-1&&D.push(Y),D.push(Q)):(B.push(D),D=new Array)}}B.push(D);for(const U of B)if(U.length>0){const Y=U.map(J=>J.PositionAndShape.Center.y),Q=Math.max(...Y),K=((W=window.GYM)==null?void 0:W.noNeedContinuousDynamic)||!1,Z=((q=window.GYM)==null?void 0:q.noNeedGraphicalContinuousDynamic)||!1;for(let J=0;J<U.length;J++){const te=U[J],ie=Y[J]-Q;if(te instanceof VexFlowContinuousDynamicExpression?K||(te.shiftYPosition(-ie),te.calcPsi()):(Z||(te.PositionAndShape.RelativePosition.y-=ie*.8),te.PositionAndShape.calculateBoundingBox()),!K&&te.squeeze){const se=J<U.length-1?U[J+1]:void 0,re=J>0?U[J-1]:void 0;if(se){const ae=this.getOverlap(te.PositionAndShape,se.PositionAndShape);te.squeeze(-(ae.x+this.rules.DynamicExpressionSpacer))}if(re){const ae=this.getOverlap(re.PositionAndShape,te.PositionAndShape);te.squeeze(ae.x+this.rules.DynamicExpressionSpacer)}}}}}getDistance(B,D){const F=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-F,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,F=void 0){super(B,D,F),this.minimumStaffEntriesWidth=-1,F?this.rules=F.ParentMusicSystem.rules:D&&(this.rules=D.Rules),this.resetLayout(),this.multiRestElement=new VF$6.MultiMeasureRest(D.multipleRestMeasures,{})}draw(B){var W,q,U,Y,Q;const D=B.openGroup();(W=D==null?void 0:D.classList)==null||W.add("vf-measure");const F=B.openGroup();(q=F==null?void 0:F.classList)==null||q.add("vf-stave"),F==null||F.setAttribute("id",(Y=(U=this.stave)==null?void 0:U.attrs)==null?void 0:Y.id),this.stave.setContext(B).draw(),B.closeGroup();const G=B.openGroup();(Q=G==null?void 0:G.classList)==null||Q.add("vf-voices"),this.multiRestElement.setStave(this.stave),this.multiRestElement.setContext(B),this.multiRestElement.draw(),B.closeGroup();for(const K of this.connectors)K.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 F=0;F<B.children.length;F++)if(B.children.item(F)===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,F,G,W,q,U=void 0,Y=void 0){const Q=this.CanvasRenderingCtx.font;this.CanvasRenderingCtx.save(),this.CanvasRenderingCtx.font=VexFlowConverter.font(B,D,F,this.rules,Y),this.CanvasRenderingCtx.fillStyle=U,this.CanvasRenderingCtx.strokeStyle=U,this.CanvasRenderingCtx.fillText(G,q.x,q.y+W),this.CanvasRenderingCtx.restore(),this.CanvasRenderingCtx.font=Q}renderRectangle(B,D,F,G=1){const W=this.CanvasRenderingCtx.fillStyle;F?this.CanvasRenderingCtx.fillStyle=F: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,F="#FF0000FF",G=2){const W=this.CanvasRenderingCtx.strokeStyle;this.CanvasRenderingCtx.strokeStyle=F,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,F=void 0){this.zoom=D,this.canvas=document.createElement("div"),F||(F=this.graphicalMusicPage?this.graphicalMusicPage.PageNumber.toString():"1"),this.canvas.id=this.rules.DYContainerId+F,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+F}getContext(){return this.ctx}getSvgElement(){return this.ctx.svg}removeNode(B){var F;const D=(F=this.ctx)==null?void 0:F.svg;if(!D)return!1;try{D.removeChild(B)}catch(G){return log$2.error(G),!1}return!0}clear(){if(!this.ctx)return;const B=this.ctx.svg;for(;B.lastChild;)B.removeChild(B.lastChild);this.rules.PageBackgroundColor&&(this.ctx.svg.style["background-color"]=this.rules.PageBackgroundColor)}scale(B){this.ctx.scale(B,B)}translate(B,D){}renderText(B,D,F,G,W,q,U=void 0,Y=void 0){this.ctx.save();const Q=this.ctx.openGroup("text");U&&(this.ctx.attributes.fill=U,this.ctx.attributes.stroke=U);let K=Y;(!Y||Y==="default")&&(K=this.rules.DefaultFontFamily),this.ctx.setFont(K,B,VexFlowConverter.fontStyle(D)),this.ctx.attributes["font-size"]=`${B}px`,this.ctx.state["font-size"]=`${B}px`;let Z="normal",J="normal";switch(D){case FontStyles.Bold:Z="bold";break;case FontStyles.Italic:J="italic";break;case FontStyles.BoldItalic:Z="bold",J="italic";break;default:Z="normal"}return this.ctx.attributes["font-weight"]=Z,this.ctx.state["font-weight"]=Z,this.ctx.attributes["font-style"]=J,this.ctx.state["font-style"]=J,this.ctx.fillText(G,q.x,q.y+W),this.ctx.closeGroup(),this.ctx.restore(),Q}renderRectangle(B,D,F,G=1){this.ctx.save();const W=this.ctx.openGroup("rect");return F?this.ctx.attributes.fill=F: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,F="#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=F,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"),F=document.implementation.createDocument("http://www.w3.org/2000/svg","svg",D);F.replaceChild(B,F.documentElement);const G=new XMLSerializer().serializeToString(F),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,F){super(B,D,F);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 F=D;if(F!=null&&F.vfStaveNote)return this.startNote=F.vfStaveNote,!0}return!1}setEndNote(B){for(const D of B.graphicalVoiceEntries){const F=D;if(F!=null&&F.vfStaveNote)return this.endNote=F.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 F;this.staffPitchListMapping.containsKey(D)||this.staffPitchListMapping.setValue(D,new Array),F=this.staffPitchListMapping.getValue(D);const G=B.sourceNote.Pitch;VexflowStafflineNoteCalculator.findOrInsert(F,G)}static PitchIndexOf(B,D,F=0){if(F>B.length-1)return-1;for(let G=F;G<B.length;G++){const W=B[G];if(D.OperatorEquals(W))return G}return-1}static findOrInsert(B,D){for(let F=0;F<B.length;F++){const G=B[F];if(D.OperatorEquals(G))return F;if(D.OperatorFundamentalLessThan(G))return B.splice(F,0,D),F}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 F=this.staffPitchListMapping.getValue(D),G=this.rules.PercussionUseXMLDisplayStep&&B.sourceNote.displayStepUnpitched!==void 0;if(F.length>this.rules.PercussionOneLineCutoff&&!G)return B;const W=B,q=B.sourceNote.Pitch;let U=this.baseLineNote,Y=this.baseLineOctave;if(this.rules.PercussionUseXMLDisplayStep&&B.sourceNote.displayStepUnpitched!==void 0&&(U=B.sourceNote.displayStepUnpitched,Y=B.sourceNote.displayOctaveUnpitched+this.rules.PercussionOneLineXMLDisplayStepOctaveOffset),F.length<=this.rules.PercussionForceVoicesOneLineCutoff)W.setAccidental(new Pitch(U,Y,q.Accidental));else{const Q=VexflowStafflineNoteCalculator.PitchIndexOf(F,q);if(Q>-1){const K=Math.ceil(F.length/2);if(!this.rules.PercussionUseXMLDisplayStep)if(Q>=K)switch(Y=2,(Q-K)%5){case 1:U=NoteEnum.E;break;case 2:U=NoteEnum.G;break;case 3:U=NoteEnum.B;break;case 4:U=NoteEnum.D,Y=3;break;default:U=NoteEnum.C;break}else switch(Q%5){case 1:U=NoteEnum.F;break;case 2:U=NoteEnum.D;break;case 3:U=NoteEnum.B,Y=0;break;case 4:U=NoteEnum.G,Y=0;break;default:U=NoteEnum.A;break}const Z=new Pitch(U,Y,q.Accidental);W.setAccidental(Z);const J=W.parentVoiceEntry.parentVoiceEntry;!this.rules.SetWantedStemDirectionByXml&&J.Notes.length<2&&(Z.Octave>this.baseLineOctave||Z.FundamentalNote===this.baseLineNote&&Z.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 U=q.getVFStave();let Y=U.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 Q=D.getContext(),K=D.getCanvas();Y=K.width;const Z=K.height;this.mRules.DYMusicScoreType==="jianpu"?U.setY(U.y-50):U.setY(U.y+100);const J=U.getWidth();U.setWidth(Y),q.format(),U.setWidth(J);try{q.draw(Q)}catch(le){log$2.warn("SkyBottomLineCalculator.calculateLines.draw",le)}const te=Q.getImageData(0,0,Y,Z),ie=4,se=Math.max(Math.ceil(q.PositionAndShape.Size.width*this.mRules.SamplingUnit),1),re=new Array(se),ae=new Array(se);for(let le=0;le<Y;le++){for(let ce=0;ce<Z;ce++){const de=ce*Y*ie+le*ie;if(te.data[de+3]>0){re[le]=ce;break}}for(let ce=Z;ce>0;ce--){const de=ce*Y*ie+le*ie;if(te.data[de+3]>0){ae[le]=ce;break}}}for(let le=0;le<re.length;le++)re[le]===void 0&&(re[le]=Math.max(this.findPreviousValidNumber(le,re),this.findNextValidNumber(le,re)));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(...re),this.mBottomLine.push(...ae),D.clear()}const F=this.mSkyLine.length/B,G=[],W=[];for(let q=0;q<this.mSkyLine.length&&G.length!==B;q+=F){const U=Math.min(this.mSkyLine.length,q+F);let Y=this.mSkyLine.slice(q,U+1);G.push(Math.min(...Y)),Y=this.mBottomLine.slice(q,U+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 F=B;F>=0;F--)if(!isNaN(D[F]))return D[F];return 0}findNextValidNumber(B,D){if(B>=D.length)return D[B-1];for(let F=B;F<D.length;F++)if(!isNaN(D[F]))return D[F];return 0}drawPixel(B,D,F="#FF0000FF"){const G=D.getContext(),W=G.fillStyle;G.fillStyle=F,G.fillRect(B.x,B.y,2,2),G.fillStyle=W}updateSkyLineWithWedge(B,D){let F=Math.floor(B.x*this.SamplingUnit),G=Math.ceil(D.x*this.SamplingUnit),W=(D.y-B.y)/(D.x-B.x);G-F<=1&&(G++,W=0),F<0&&(F=0),F>=this.BottomLine.length&&(F=this.BottomLine.length-1),G<0&&(G=0),G>=this.BottomLine.length&&(G=this.BottomLine.length),this.SkyLine[F]=B.y;for(let q=F+1;q<Math.min(G,this.SkyLine.length);q++)this.SkyLine[q]=this.SkyLine[q-1]+W/this.SamplingUnit}updateBottomLineWithWedge(B,D){let F=Math.floor(B.x*this.SamplingUnit),G=Math.ceil(D.x*this.SamplingUnit),W=(D.y-B.y)/(D.x-B.x);G-F<=1&&(G++,W=0),F<0&&(F=0),F>=this.BottomLine.length&&(F=this.BottomLine.length-1),G<0&&(G=0),G>=this.BottomLine.length&&(G=this.BottomLine.length),this.BottomLine[F]=B.y;for(let q=F+1;q<G;q++)this.BottomLine[q]=this.BottomLine[q-1]+W/this.SamplingUnit}updateSkyLineInRange(B,D,F){this.updateInRange(this.mSkyLine,B,D,F)}updateBottomLineInRange(B,D,F){this.updateInRange(this.BottomLine,B,D,F)}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 F=Math.floor(B*this.SamplingUnit);return F<0?0:F>=D?D-1:F}getRightIndexForPointX(B,D){const F=Math.ceil(B*this.SamplingUnit);return F<0?0:F>=D?D-1:F}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),F=Math.ceil(B.AbsolutePosition.x+B.BorderRight);return this.getMaxInRange(this.mBottomLine,D,F)}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,F=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(F>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,F)}}}updateInRange(B,D=0,F=B.length,G=0){if(D=Math.floor(D*this.SamplingUnit),F=Math.ceil(F*this.SamplingUnit),F<D)throw new Error("start index of line is greater than the end index");D<0&&(D=0),F>B.length&&(F=B.length);for(let W=D;W<F;W++)B[W]=Math.abs(G)>Math.abs(B[W])?G:B[W]}setInRange(B,D=0,F=B.length,G=0){if(D=Math.floor(D*this.SamplingUnit),F=Math.ceil(F*this.SamplingUnit),F<D)throw new Error("start index of line is greater then the end index");D<0&&(D=0),F>B.length&&(F=B.length);for(let W=D;W<F;W++)B[W]=G}getMinInRange(B,D,F){if(D=Math.floor(D*this.SamplingUnit),F=Math.ceil(F*this.SamplingUnit),!B)return Number.MAX_VALUE;if(D<0&&(D=0),D>=B.length&&(D=B.length-1),F<0&&(F=0),F>=B.length&&(F=B.length),D>=0&&F<=B.length)return Math.min(...B.slice(D,F+1))}getMaxInRange(B,D,F){if(D=Math.floor(D*this.SamplingUnit),F=Math.ceil(F*this.SamplingUnit),!B)return Number.MIN_VALUE;if(D<0&&(D=0),D>=B.length&&(D=B.length-1),F<0&&(F=0),F>=B.length&&(F=B.length),D>=0&&F<=B.length)return Math.max(...B.slice(D,F+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(R,B){(function(D,F){R.exports=F()})(commonjsGlobal$2,function(){return function(F){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 re=te("number",se);if(re===null&&!se)return null;te("comma");var ae=te("number",!0);return{x:+re,y:+ae}},"arc definition":function(se){var re=W["coordinate pair"](se);if(!re&&!se)return null;te("comma");var ae=+te("number",!0);te("comma",!0);var le=!!+te("flag",!0);te("comma");var ce=!!+te("flag",!0);te("comma");var fe=W["coordinate pair"](!0);return{radii:re,rotation:ae,large:le,clockwise:ce,end:fe}}},q=0,U=[];q<F.length;){var Y=te("command"),Q=Y.toUpperCase(),K=Y!==Q,Z;switch(Q){case"M":Z=ie("coordinate pair").map(function(se,re){return re===1&&(Y=K?"l":"L"),J({end:se})});break;case"L":case"T":Z=ie("coordinate pair").map(function(se){return J({end:se})});break;case"C":if(Z=ie("coordinate pair"),Z.length%3)throw Error("Expected coordinate pair triplet at position "+q);Z=Z.reduce(function(se,re,ae){var le=ae%3;if(!le)se.push(J({cp1:re}));else{var ce=se[se.length-1];ce[le===1?"cp2":"end"]=re}return se},[]);break;case"Q":case"S":if(Z=ie("coordinate pair"),Z.length&1)throw Error("Expected coordinate pair couple at position "+q);Z=Z.reduce(function(se,re,ae){var le=ae&1;if(!le)se.push(J({cp:re}));else{var ce=se[se.length-1];ce.end=re}return se},[]);break;case"H":case"V":Z=ie("number").map(function(se){return J({value:se})});break;case"A":Z=ie("arc definition").map(J);break;case"Z":Z=[{code:"Z"}];break}U.push.apply(U,Z)}return U;function J(se){return se.code=Y,se.relative=K,se}function te(se,re){G[se].lastIndex=q;var ae=G[se].exec(F);if(!ae||ae.index!==q){if(!re)return null;throw Error("Expected "+se+" at position "+q)}return q=G[se].lastIndex,ae[1]}function ie(se){for(var re=[],ae,le=!0;ae=W[se](le);)re.push(ae),le=!!te("comma");return re}}})})(parser$3);var parse$3=parser$3.exports;class SkyBottomLineCalculatorSVG extends SkyBottomLineCalculator{recursiveUpdate(B,D,F,G){const W=B.getBBox(),q=W.y/unitInPixels,U=W.height/unitInPixels+q,[Y,Q]=G;if(q<D.top||U>D.bottom)switch(B.tagName.toLowerCase()){case"g":for(const J of B.children)this.recursiveUpdate(J,D,F,G);break;case"circle":case"rect":case"line":case"path":let K=Math.floor((W.x-F.x)/unitInPixels*this.mRules.SamplingUnit);const Z=K+Math.ceil(W.width/unitInPixels*this.mRules.SamplingUnit);if(B.parentElement.classList.contains("vf-beams")&&B.hasAttribute("d")){const J=parse$3(B.getAttribute("d"));if(J.length===5){const te=J[0],ie=J[3],se=(ie.end.y-te.end.y)/(ie.end.x-te.end.x);let re=te.end.y/unitInPixels;for(K;K<=Z;K++)re<Y[K]&&(Y[K]=re),re>Q[K]&&(Q[K]=re),re+=se/this.mRules.SamplingUnit}}else for(K;K<=Z;K++)q<Y[K]&&(Y[K]=q),U>Q[K]&&(Q[K]=U);break}}calculateLinesForMeasure(B,D){var me,he,pe;const F=D.getBBox(),G=Math.max(Math.round(B.PositionAndShape.Size.width*this.mRules.SamplingUnit),1),W=F.height/unitInPixels,U=D.getElementsByClassName("vf-stave")[0].getBBox();let Y=(U==null?void 0:U.height)/unitInPixels,Q=(U==null?void 0:U.y)/unitInPixels;const K=B.getVFStave();let Z=((me=K.options)!=null&&me.num_lines?K.options.num_lines:5)-1,J=-1,te=0;const ie=[Z];for(const be of(he=K.options)==null?void 0:he.line_config)be.visible?(J===-1&&(J=te),ie.push(te)):Z--,te++;const se=ie.pop();J===-1&&(J=0),Z=se-J;const re=(pe=K.options)==null?void 0:pe.spacing_between_lines_px,ae=Z*re/unitInPixels;Y-ae>.2&&(Y=ae,Q=J*re/unitInPixels);const le=Q+Y,ce=new Array(G).fill(Q),fe=new Array(G).fill(le),de=[ce,fe];if(W>Y)for(const be of D.children)this.recursiveUpdate(be,{top:Q,bottom:le},F,[ce,fe]);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 F=D.getContext(),G=F.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(F),[U,Y]=this.calculateLinesForMeasure(W,q);this.mSkyLine.push(...U),this.mBottomLine.push(...Y)}F.closeGroup();for(const W of G.getElementsByClassName("vf-ties"))for(const q of W.childNodes)if(q.nodeName.toLowerCase()==="path"){const U=q.getBBox();let Y=Math.floor(U.x/unitInPixels*this.mRules.SamplingUnit);const Q=Y+Math.ceil(U.width/unitInPixels*this.mRules.SamplingUnit),K=U.y/unitInPixels,Z=U.height/unitInPixels+K;for(Y;Y<=Q;Y++)K<this.mSkyLine[Y]&&(this.mSkyLine[Y]=K),Z>this.mBottomLine[Y]&&(this.mBottomLine[Y]=Z)}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,F=!1){return new VexFlowMeasure(D,B,void 0)}createMultiRestMeasure(B,D,F){return new VexFlowMultiRestMeasure(D,B,F)}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,F,G=OctaveEnum.NONE,W,q=void 0){return new VexFlowGraphicalNote(B,D,F,G,W,q)}createGraceNote(B,D,F,G,W=OctaveEnum.NONE){return new VexFlowGraphicalNote(B,D,F,W,G)}addGraphicalAccidental(B,D){B.setAccidental(D)}addFermataAtTiedEndNote(B,D){}createInStaffClef(B,D){const F=B,G=VexFlowConverter.Clef(D,"small");F.vfClefBefore=new VF$1.ClefNote(G.type,G.size,G.annotation)}createChordSymbols(B,D,F,G){const W=D.parentMeasure.parentSourceMeasure.Rules;let q=0;const U=W.ChordSymbolXSpacing;for(const Y of B.ChordContainers){const Q=new GraphicalChordSymbolContainer(Y,D.PositionAndShape,W.ChordSymbolTextHeight,F,G,D.parentMeasure.parentSourceMeasure.Rules),K=Q.GraphicalLabel;K.PositionAndShape.RelativePosition.y-=W.ChordSymbolYOffset,K.PositionAndShape.RelativePosition.x+=q,K.setLabelPositionAndShapeBorders(),Q.PositionAndShape.calculateBoundingBox(),D.graphicalChordContainers.push(Q),q+=K.PositionAndShape.Size.width+U}}createGraphicalTechnicalInstruction(B,D){}}Vex.Flow;class GraphicalTie{constructor(B,D=void 0,F=void 0){this.tie=B,this.startNote=D,this.endNote=F}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,F,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,F,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 R=0;R<_GraphicalCurve.bezierCurveStepSize;R++){const B=R/_GraphicalCurve.bezierCurveStepSize;_GraphicalCurve.tPow3[R]=Math.pow(B,3),_GraphicalCurve.oneMinusTPow3[R]=Math.pow(1-B,3),_GraphicalCurve.bezierFactorOne[R]=3*Math.pow(1-B,2)*B,_GraphicalCurve.bezierFactorTwo[R]=3*(1-B)*Math.pow(B,2)}}calculateCurvePointAtIndex(R){const B=Math.round(R*_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(R,B){super(),this.staffEntries=[],this.slur=R,this.rules=B}static Compare(R,B){if(R.staffEntries.length<1)return-1;if(B.staffEntries.length<1)return 1;const D=Fraction$1.minus(R.staffEntries[R.staffEntries.length-1].getAbsoluteTimestamp(),R.staffEntries[0].getAbsoluteTimestamp()),F=Fraction$1.minus(B.staffEntries[B.staffEntries.length-1].getAbsoluteTimestamp(),B.staffEntries[0].getAbsoluteTimestamp());return D.RealValue>F.RealValue?1:F.RealValue>D.RealValue?-1:0}calculateCurve(R){const B=this.staffEntries[0],D=this.staffEntries[this.staffEntries.length-1];let F=B.findGraphicalNoteFromNote(this.slur.StartNote);!F&&this.graceStart&&(F=B.findGraphicalNoteFromGraceNote(this.slur.StartNote)),F||(F=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 U=this.calculateStartAndEnd(F,G,W,R,q),Y=U.startX,Q=U.endX;let K=U.startY,Z=U.endY;const J=R.SlurTangentMinAngle,te=R.SlurTangentMaxAngle;let ie;if(this.placement===PlacementEnum.Above){K-=R.SlurNoteHeadYOffset,Z-=R.SlurNoteHeadYOffset;const se=new PointF2D(this.staffEntries[0].parentMeasure.PositionAndShape.RelativePosition.x+this.staffEntries[0].PositionAndShape.RelativePosition.x,K);F?se.x+=this.staffEntries[0].PositionAndShape.BorderRight:se.x=this.staffEntries[0].parentMeasure.beginInstructionsWidth,this.graceStart&&(se.x+=D.PositionAndShape.RelativePosition.x);const re=new PointF2D(this.staffEntries[this.staffEntries.length-1].parentMeasure.PositionAndShape.RelativePosition.x+this.staffEntries[this.staffEntries.length-1].PositionAndShape.RelativePosition.x,Z);if(G?re.x+=this.staffEntries[this.staffEntries.length-1].PositionAndShape.BorderLeft:re.x=this.staffEntries[this.staffEntries.length-1].parentMeasure.PositionAndShape.RelativePosition.x+this.staffEntries[this.staffEntries.length-1].parentMeasure.PositionAndShape.Size.width,this.graceEnd&&(re.x+=D.staffEntryParent.PositionAndShape.RelativePosition.x),ie=this.calculateTopPoints(se,re,W,q),ie.length===0){const Ue=new PointF2D((re.x-se.x)/2+se.x,(re.y-se.y)/2+se.y);ie.push(Ue)}const ae=Math.atan((Z-K)/(Q-Y)),le=new PointF2D(0,0);let ce=new PointF2D(Q-Y,-(Z-K));const fe=Matrix2D.getRotationMatrix(ae),de=fe.getTransposeMatrix();ce=fe.vectorMultiplication(ce);const me=this.calculateTranslatedAndRotatedPointListAbove(ie,Y,K,fe);let he=this.calculateMaxLeftSlope(me,le,ce),pe=this.calculateMaxRightSlope(me,le,ce);const be=le.y-le.x*he,Se=ce.y-ce.x*pe,ve=new PointF2D;let xe=!1;Math.abs(Math.abs(he)-Math.abs(pe))<1e-4?(ve.x=ce.x/2,ve.y=0,xe=!0):(ve.x=(Se-be)/(he-pe),ve.y=he*ve.x+be);const Ee=this.calculateHeightWidthRatio(ce.x,me);let ge=0,we=0;if(Math.abs(Ee)>.001){const Ue=Math.abs(he/(Ee*2)),tt=Math.abs(he);ge=Math.max(0,tt*(Math.min(10,Ue-1)/10)),he-=ge;const Ke=Math.abs(pe/(Ee*2)),rt=Math.abs(pe);we=Math.max(0,rt*(Math.min(10,Ke-1)/10)),pe+=we}let Le=J,Me=-J;if(!xe){const Ue=this.calculateAngles(J,he,pe,te);Le=Ue.startAngle,Me=Ue.endAngle}const Pe=this.calculateControlPoints(ce.x,Le,Me,me,Ee,K,Z);let Ce=Pe.startControlPoint,De=Pe.endControlPoint;Ce=de.vectorMultiplication(Ce),Ce.x+=Y,Ce.y=-Ce.y+K,De=de.vectorMultiplication(De),De.x+=Y,De.y=-De.y+K,this.bezierStartPt=new PointF2D(Y,K-ge),this.bezierStartControlPt=new PointF2D(Ce.x,Ce.y-ge),this.bezierEndControlPt=new PointF2D(De.x,De.y-we),this.bezierEndPt=new PointF2D(Q,Z-we);const Ne=W.SkyLine.length,Ie=q.getLeftIndexForPointX(this.bezierStartPt.x,Ne),Ge=q.getLeftIndexForPointX(this.bezierEndPt.x,Ne),ze=this.bezierEndPt.x-this.bezierStartPt.x,Ve=q.SamplingUnit;for(let Ue=Ie;Ue<Ge;Ue++){const tt=Ue/Ve-this.bezierStartPt.x,Ke=this.calculateCurvePointAtIndex(Math.abs(tt)/ze);let rt=q.getLeftIndexForPointX(Ke.x,Ne);rt>=Ie&&(W.SkyLine[rt]=Math.min(W.SkyLine[rt],Ke.y)),rt++,rt<Ne&&(W.SkyLine[rt]=Math.min(W.SkyLine[rt],Ke.y))}}else{K+=R.SlurNoteHeadYOffset,Z+=R.SlurNoteHeadYOffset;const se=new PointF2D(this.staffEntries[0].parentMeasure.PositionAndShape.RelativePosition.x+this.staffEntries[0].PositionAndShape.RelativePosition.x,K);F?se.x+=this.staffEntries[0].PositionAndShape.BorderRight:se.x=this.staffEntries[0].parentMeasure.beginInstructionsWidth,this.graceStart&&(se.x+=D.PositionAndShape.RelativePosition.x);const re=new PointF2D(this.staffEntries[this.staffEntries.length-1].parentMeasure.PositionAndShape.RelativePosition.x+this.staffEntries[this.staffEntries.length-1].PositionAndShape.RelativePosition.x,Z);if(G?re.x+=this.staffEntries[this.staffEntries.length-1].PositionAndShape.BorderLeft:re.x=this.staffEntries[this.staffEntries.length-1].parentMeasure.PositionAndShape.RelativePosition.x+this.staffEntries[this.staffEntries.length-1].parentMeasure.PositionAndShape.Size.width,this.graceEnd&&(re.x+=D.staffEntryParent.PositionAndShape.RelativePosition.x),ie=this.calculateBottomPoints(se,re,W,q),ie.length===0){const Ue=new PointF2D((re.x-se.x)/2+se.x,(re.y-se.y)/2+se.y);ie.push(Ue)}const ae=Math.atan((Z-K)/(Q-Y)),le=new PointF2D(0,0);let ce=new PointF2D(Q-Y,Z-K);const fe=Matrix2D.getRotationMatrix(-ae),de=fe.getTransposeMatrix();ce=fe.vectorMultiplication(ce);const me=this.calculateTranslatedAndRotatedPointListBelow(ie,Y,K,fe);let he=this.calculateMaxLeftSlope(me,le,ce),pe=this.calculateMaxRightSlope(me,le,ce);const be=le.y-le.x*he,Se=ce.y-ce.x*pe,ve=new PointF2D;let xe=!1;Math.abs(Math.abs(he)-Math.abs(pe))<1e-4?(ve.x=ce.x/2,ve.y=0,xe=!0):(ve.x=(Se-be)/(he-pe),ve.y=he*ve.x+be);const Ee=this.calculateHeightWidthRatio(ce.x,me);let ge=0,we=0;if(Math.abs(Ee)>.001){const Ue=Math.abs(he/(Ee*2)),tt=Math.abs(he);ge=Math.max(0,tt*(Math.min(10,Ue-1)/10)),he-=ge;const Ke=Math.abs(pe/(Ee*2)),rt=Math.abs(pe);we=Math.max(0,rt*(Math.min(10,Ke-1)/10)),pe+=we}let Le=J,Me=-J;if(!xe){const Ue=this.calculateAngles(J,he,pe,te);Le=Ue.startAngle,Me=Ue.endAngle}const Pe=this.calculateControlPoints(ce.x,Le,Me,me,Ee,K,Z);let Ce=Pe.startControlPoint,De=Pe.endControlPoint;Ce=de.vectorMultiplication(Ce),Ce.x+=Y,Ce.y+=K,De=de.vectorMultiplication(De),De.x+=Y,De.y+=K,this.bezierStartPt=new PointF2D(Y,K+ge),this.bezierStartControlPt=new PointF2D(Ce.x,Ce.y+ge),this.bezierEndControlPt=new PointF2D(De.x,De.y+we),this.bezierEndPt=new PointF2D(Q,Z+we);const Ne=W.BottomLine.length,Ie=q.getLeftIndexForPointX(this.bezierStartPt.x,Ne),Ge=q.getLeftIndexForPointX(this.bezierEndPt.x,Ne),ze=this.bezierEndPt.x-this.bezierStartPt.x,Ve=q.SamplingUnit;for(let Ue=Ie;Ue<Ge;Ue++){const tt=Ue/Ve-this.bezierStartPt.x,Ke=this.calculateCurvePointAtIndex(Math.abs(tt)/ze);let rt=q.getLeftIndexForPointX(Ke.x,Ne);rt>=Ie&&(W.BottomLine[rt]=Math.max(W.BottomLine[rt],Ke.y)),rt++,rt<Ne&&(W.BottomLine[rt]=Math.max(W.BottomLine[rt],Ke.y))}}}calculateStartAndEnd(R,B,D,F,G){let W=0,q=0,U=0,Y=0;if(R){W=R.PositionAndShape.RelativePosition.x+R.parentVoiceEntry.parentStaffEntry.PositionAndShape.RelativePosition.x+R.parentVoiceEntry.parentStaffEntry.parentMeasure.PositionAndShape.RelativePosition.x,this.graceStart&&(W+=R.parentVoiceEntry.parentStaffEntry.staffEntryParent.PositionAndShape.RelativePosition.x);const Q=R.parentVoiceEntry;this.placement===PlacementEnum.Above?q=Q.PositionAndShape.RelativePosition.y+Q.PositionAndShape.BorderTop:q=Q.PositionAndShape.RelativePosition.y+Q.PositionAndShape.BorderBottom,Q.parentVoiceEntry.StemDirection===StemDirectionType.Down&&this.placement===PlacementEnum.Below&&(W-=.5),Q.parentVoiceEntry.StemDirection===StemDirectionType.Up&&this.placement===PlacementEnum.Above&&(W+=.5)}else W=0;if(B){U=B.PositionAndShape.RelativePosition.x+B.parentVoiceEntry.parentStaffEntry.PositionAndShape.RelativePosition.x+B.parentVoiceEntry.parentStaffEntry.parentMeasure.PositionAndShape.RelativePosition.x,this.graceEnd&&(U+=B.parentVoiceEntry.parentStaffEntry.staffEntryParent.PositionAndShape.RelativePosition.x);const Q=B.parentVoiceEntry;this.placement===PlacementEnum.Above?Y=Q.PositionAndShape.RelativePosition.y+Q.PositionAndShape.BorderTop:Y=Q.PositionAndShape.RelativePosition.y+Q.PositionAndShape.BorderBottom,Q.parentVoiceEntry.StemDirection===StemDirectionType.Down&&this.placement===PlacementEnum.Below&&(U-=.5),Q.parentVoiceEntry.StemDirection===StemDirectionType.Up&&this.placement===PlacementEnum.Above&&(U+=.5)}else U=D.PositionAndShape.Size.width;return!R&&!B&&(q=-1.5,Y=-1.5),R||(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-=F.SlursStartingAtSameStaffEntryYOffset:q+=F.SlursStartingAtSameStaffEntryYOffset),this.slur.endNoteHasMoreEndingSlurs()&&this.slur.isSlurLonger()&&(this.placement===PlacementEnum.Above?Y-=F.SlursStartingAtSameStaffEntryYOffset:Y+=F.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:U,endY:Y}}calculatePlacement(R,B){if(this.rules.SlurPlacementFromXML){this.placement=this.slur.PlacementXml;return}for(let q=0,U=this.staffEntries.length;q<U;++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,U=this.staffEntries.length;q<U;++q)if(this.staffEntries[q].LyricsEntries.length>0){this.placement=PlacementEnum.Above;return}const D=this.staffEntries[0],F=this.staffEntries[this.staffEntries.length-1],G=D.graphicalVoiceEntries[0].parentVoiceEntry.StemDirection,W=F.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,U=F.PositionAndShape.BorderRight+F.PositionAndShape.RelativePosition.x+F.parentMeasure.PositionAndShape.RelativePosition.x;this.graceStart&&(q+=F.PositionAndShape.RelativePosition.x),this.graceEnd&&(U+=F.staffEntryParent.PositionAndShape.RelativePosition.x);const Y=R.getSkyLineMinInRange(q,U)*-1;R.getBottomLineMaxInRange(q,U)-B.StaffHeight>Y?this.placement=PlacementEnum.Above:this.placement=PlacementEnum.Below}}calculateTopPoints(R,B,D,F){const G=[];let W=F.getRightIndexForPointX(R.x,D.SkyLine.length),q=F.getLeftIndexForPointX(B.x,D.SkyLine.length);W<0&&(W=0),q>=D.SkyLine.length&&(q=D.SkyLine.length-1);for(let U=W;U<q;U++){const Y=D.SkyLine[U];if(Y!==0){const Q=new PointF2D((.5+U)/F.SamplingUnit,Y);G.push(Q)}}return G}calculateBottomPoints(R,B,D,F){const G=[];let W=F.getRightIndexForPointX(R.x,D.BottomLine.length),q=F.getLeftIndexForPointX(B.x,D.BottomLine.length);W<0&&(W=0),q>=D.BottomLine.length&&(q=D.BottomLine.length-1);for(let U=W;U<q;U++){const Y=D.BottomLine[U];if(Y!==0){const Q=new PointF2D((.5+U)/F.SamplingUnit,Y);G.push(Q)}}return G}calculateMaxLeftSlope(R,B,D){let F=-Number.MAX_VALUE;const G=B.x,W=B.y;for(let q=0;q<R.length;q++)Math.abs(R[q].y-Number.MAX_VALUE)<1e-4||Math.abs(R[q].y- -Number.MAX_VALUE)<1e-4||(F=Math.max(F,(R[q].y-W)/(R[q].x-G)));return F=Math.max(F,Math.abs(D.y-W)/(D.x-G)),F=Math.min(F,5.6713),F}calculateMaxRightSlope(R,B,D){let F=Number.MAX_VALUE;const G=D.x,W=D.y;for(let q=0;q<R.length;q++)Math.abs(R[q].y-Number.MAX_VALUE)<1e-4||Math.abs(R[q].y- -Number.MAX_VALUE)<1e-4||(F=Math.min(F,(W-R[q].y)/(G-R[q].x)));return F=Math.min(F,(W-B.y)/(G-B.x)),F=Math.max(F,-5.6713),F}getPointListMaxY(R){let B=-Number.MAX_VALUE;for(let D=0,F=R.length;D<F;++D){const G=R[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(R,B,D,F){const G=[];for(let W=0;W<R.length;W++){if(Math.abs(R[W].y-Number.MAX_VALUE)<1e-4||Math.abs(R[W].y- -Number.MAX_VALUE)<1e-4)continue;let q=new PointF2D(R[W].x-B,-(R[W].y-D));q=F.vectorMultiplication(q),G.push(q)}return G}calculateTranslatedAndRotatedPointListBelow(R,B,D,F){const G=[];for(let W=0;W<R.length;W++){if(Math.abs(R[W].y-Number.MAX_VALUE)<1e-4||Math.abs(R[W].y- -Number.MAX_VALUE)<1e-4)continue;let q=new PointF2D(R[W].x-B,R[W].y-D);q=F.vectorMultiplication(q),G.push(q)}return G}calculateHeightWidthRatio(R,B){return B.length===0?0:Math.max(0,this.getPointListMaxY(B))/R}calculateControlPoints(R,B,D,F,G,W,q){let U=this.rules.SlurHeightFactor,Y=1;const Q=this.rules.SlurHeightFlattenLongSlursCutoffAngle,K=this.rules.SlurHeightFlattenLongSlursCutoffWidth;B>Q&&R>K&&(Y+=R/70*this.rules.SlurHeightFlattenLongSlursFactorByWidth,Y*=1+B/30*this.rules.SlurHeightFlattenLongSlursFactorByAngle,U/=Y);const Z=Math.min(.5,Math.max(.1,1.7*B/80*U*Math.pow(Math.max(G,.05),.4))),J=Math.min(.5,Math.max(.1,1.7*-D/80*U*Math.pow(Math.max(G,.05),.4))),te=new PointF2D;te.x=R*Z*Math.cos(B*_GraphicalSlur.degreesToRadiansFactor),te.y=R*Z*Math.sin(B*_GraphicalSlur.degreesToRadiansFactor);const ie=new PointF2D;ie.x=R-R*J*Math.cos(D*_GraphicalSlur.degreesToRadiansFactor),ie.y=-(R*J*Math.sin(D*_GraphicalSlur.degreesToRadiansFactor));let se=te.y-ie.y;for(;this.rules.SlurMaximumYControlPointDistance&&Math.abs(se)>this.rules.SlurMaximumYControlPointDistance;)se<0?(te.y+=1,ie.y-=1):(te.y-=1,ie.y+=1),se=te.y-ie.y;return{startControlPoint:te,endControlPoint:ie}}calculateAngles(R,B,D,F){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 U=Math.min(Math.max(R,W),F),Y=Math.max(Math.min(-R,q),-F);return{startAngle:U,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,F=!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:F&&G?this.vfStyle=Vex.Flow.PedalMarking.Styles.BRACKET_OPEN_BOTH:F?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:F&&G?this.vfStyle=Vex.Flow.PedalMarking.Styles.BRACKET_OPEN_BOTH:F?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 F=D;if(F!=null&&F.vfStaveNote)return this.startNote=F.vfStaveNote,this.startVfVoiceEntry=F,!0}return!1}setEndNote(B){if(!B)return!1;for(const D of B.graphicalVoiceEntries){const F=D;if(F!=null&&F.vfStaveNote)return this.endNote=F.vfStaveNote,this.endVfVoiceEntry=F,!0}return!1}setEndMeasure(B){this.endMeasure=B}CalculateBoundingBox(){}setLine(B){this.line=B}getPedalMarking(){var D,F,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=(F=this.endVfVoiceEntry)==null?void 0:F.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,F=!1){super(B,D),this.line=1,this.isVibrato=!1,this.toEndOfStopStave=!1,this.isVibrato=F}get ToEndOfStopStave(){return this.toEndOfStopStave}setStartNote(B){for(const D of B.graphicalVoiceEntries){const F=D;if(F!=null&&F.vfStaveNote)return this.startNote=F.vfStaveNote,this.startVfVoiceEntry=F,!0}return!1}setEndNote(B){for(const D of B.graphicalVoiceEntries){const F=D;if(F!=null&&F.vfStaveNote){this.endNote=F.vfStaveNote,this.endVfVoiceEntry=F;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,F,G,W,q,U,Y,Q;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=[(F=Vex.Flow.Fonts)==null?void 0:F.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=[(U=Vex.Flow.Fonts)==null?void 0:U.Petaluma,(Y=Vex.Flow.Fonts)==null?void 0:Y.Gonville,(Q=Vex.Flow.Fonts)==null?void 0:Q.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 F of B){for(const G of F.staffEntries)G.calculateXPosition();F.finalizeBeams()}}this.beamsNeedUpdate=!1}calculateMeasureXLayout(B){const D=[];for(const K of B)K&&D.push(K);if(D.length===0)return 0;B=D;const F=[],G=new VF.Formatter({softmaxFactor:this.rules.SoftmaxFactorVexFlow});let W=B[0].staffEntries.length,q=1;for(const K of B){if(!K)continue;let Z=0;for(const ie of K.staffEntries)Z+=ie.setMaxAccidentals();K.parentSourceMeasure.ImplicitMeasure&&(W=Math.max(K.staffEntries.length,W),q=Math.max(K.staffEntries.length+Z,q));const J=K.vfVoices,te=[];for(const ie in J)J.hasOwnProperty(ie)&&(te.push(J[ie]),F.push(J[ie]));if(te.length===0){log$2.debug("Found a measure with no voices. Continuing anyway.",J);continue}G.joinVoices(te)}let U=12;const Y=B[0].parentSourceMeasure,Q=.3;if(F.length>0){U=G.preCalculateMinTotalWidth(F)/unitInPixels*this.rules.VoiceSpacingMultiplierVexflow+this.rules.VoiceSpacingAddendVexflow+W*Q,Y!=null&&Y.ImplicitMeasure&&(U=Y.Duration.RealValue/Y.ActiveTimeSignature.RealValue*U,W>1&&(U+=q*Q*1.5),U*=this.rules.PickupMeasureWidthMultiplier),MusicSheetCalculator.setMeasuresMinStaffEntriesWidth(B,U);const K=(J,te)=>{G.formatToStave(F,te.getVFStave())},Z=(J,te)=>{G.formatToStave(F,te.getVFStave(),{align_rests:!0,context:void 0})};for(const J of B){if(this.rules.AlignRests===AlignRestOption.Never)J.formatVoices=K;else if(this.rules.AlignRests===AlignRestOption.Always)J.formatVoices=Z;else if(this.rules.AlignRests===AlignRestOption.Auto){let te=!1;for(const ie of J.staffEntries){let se=0,re=0;for(const ae of ie.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&&re++,se>1&&re>=1){te=!0;break}if(te)break}te?J.formatVoices=Z:J.formatVoices=K}if(J===B[0]){const te=J;te.formatVoices(U*unitInPixels,te)}}}for(const K of B)if(!!K)for(const Z of K.staffEntries)Z.calculateXPosition();for(const K of B){if(!K)continue;const Z=K.vfVoices,J=[];for(const te in Z)Z.hasOwnProperty(te)&&J.push(Z[te]);if(J.length===0){log$2.debug("Found a measure with no voices. Continuing anyway.",Z);continue}G.joinVoices(J)}return U}calculateElongationFactor(B,D,F,G,W,q,U,Y){let Q=W,K=0;for(const Z of B){const J=Z.GraphicalLabel.Label.textAlignment;let te=U,ie=Y;if(Z instanceof GraphicalLyricEntry&&Z.ParentLyricWord){Z.LyricsEntry.SyllableIndex>0&&(te=this.rules.BetweenSyllableMinimumDistance,TextAlignment.IsCenterAligned(J)&&(te+=1));const xe=Z.ParentLyricWord.GetLyricWord.Syllables;xe.length>1&&Z.LyricsEntry.SyllableIndex<xe.length-1&&(this.dashSpace===void 0&&(this.dashSpace=1.5),ie-=this.dashSpace)}const se=Z instanceof GraphicalLyricEntry?Z.GraphicalLabel.PositionAndShape:Z.PositionAndShape,re=se.Size.width,le=D.PositionAndShape.RelativePosition.x+se.BorderMarginLeft;F[K]!==void 0&&F[K].extend;let ce,fe;F[K]&&(fe=le-F[K].xPosition);let de,me;const he=G*W;TextAlignment.IsCenterAligned(J)?(ie/=4,de=he-le,me=re/2-ie,F[K]&&(ce=F[K].labelWidth/2+re/2+te)):TextAlignment.IsLeft(J)&&(de=he-le,me=re-ie,F[K]&&(ce=F[K].labelWidth+te));let pe=1;const be=me/de;let Se=1;if(Z instanceof GraphicalLyricEntry&&Z.LyricsEntry){if(F[K]){const xe=F[K].sourceNoteDuration;Se=ce/fe,xe.Denominator>4&&(Se*=1.1)}}else F[K]&&(Se=ce/fe);pe=Math.max(be,Se),Q=Math.max(Q,pe);let ve=Math.max(ce-fe||0,0);F[K]&&(ve+=F[K].cumulativeOverlap),F[K]={cumulativeOverlap:ve,extend:Z instanceof GraphicalLyricEntry?Z.LyricsEntry.extend:!1,labelWidth:re,measureNumber:q,sourceNoteDuration:Z instanceof GraphicalLyricEntry?Z.LyricsEntry&&Z.LyricsEntry.Parent.Notes[0].Length:!1,text:Z instanceof GraphicalLyricEntry?Z.LyricsEntry.Text:Z.GraphicalLabel.Label.text,xPosition:le},K++}return Q}calculateElongationFactorFromStaffEntries(B,D,F,G){let W=F;const q={},U={};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,U,D,W,G,this.rules.ChordSymbolXSpacing,this.rules.ChordOverlapAllowedIntoNextMeasure));return W}calculateMeasureWidthFromStaffEntries(B,D){var q;let F=1;if(!((q=window.GYM)==null?void 0:q.multitrack))for(const U of B)!U||U.staffEntries.length===0||(F=this.calculateElongationFactorFromStaffEntries(U.staffEntries,D,F,U.MeasureNumber),F=1);return F=Math.min(F,this.rules.MaximumLyricsElongationFactor),D*F}createGraphicalTie(B,D,F,G,W){return new GraphicalTie(B,G,W)}updateStaffLineBorders(B){B.SkyBottomLineCalculator.updateStaffLineBorders()}graphicalMeasureCreatedCalculations(B){B.rules=this.rules,B.graphicalMeasureCreatedCalculations()}layoutVoiceEntry(B,D,F,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,F){}layoutGraphicalTie(B,D,F){var K,Z,J,te,ie,se;const G=B.StartNote,W=B.EndNote;let q,U=0;G&&G.vfnote&&G.vfnote.length>=2&&(q=G.vfnote[0],U=G.vfnote[1]);let Y,Q=0;if(W&&W.vfnote&&W.vfnote.length>=2&&(Y=W.vfnote[0],Q=W.vfnote[1]),D){if(q){const re=new VF.StaveTie({first_indices:[U],first_note:q}),ae=G.parentVoiceEntry.parentStaffEntry.parentMeasure;if(Y){Y.getDuration()==="w"&&((Z=(K=Y.keyProps)==null?void 0:K[0])==null?void 0:Z.line)>=3&&Y.setStemDirection(-1);let le=((J=window.GYM)==null?void 0:J.tieDirection)||0;Math.abs(le)===1&&(((ie=(te=Y.keyProps)==null?void 0:te[0])==null?void 0:ie.line)>=3?Y.setStemDirection(-le):Y.setStemDirection(le)),re==null||re.setDirection(Y.getStemDirection())}if(ae.vfTies.length>0){const le=ae.vfTies[0].direction;re==null||re.setDirection(le?-le:1)}ae.addStaveTie(re,B)}if(Y){const re=new VF.StaveTie({last_indices:[Q],last_note:Y}),ae=W.parentVoiceEntry.parentStaffEntry.parentMeasure;if(ae.vfTies.length>0){const le=ae.vfTies[0].direction;re==null||re.setDirection(le?-le:1)}ae.addStaveTie(re,B)}}else if(q||Y){let re;if(F)if(B.Tie.Type==="S"){const ce=B.StartNote.sourceNote,fe=B.EndNote.sourceNote;let de=1;ce.FretNumber>fe.FretNumber&&(de=-1),re=new VF.TabSlide({first_indices:[U],first_note:q,last_indices:[Q],last_note:Y},de)}else re=new VF.TabTie({first_indices:[U],first_note:q,last_indices:[Q],last_note:Y},B.Tie.Type);else{re=new VF.StaveTie({first_indices:[U],first_note:q,last_indices:[Q],last_note:Y});const ce=B.Tie.getTieDirection(G.sourceNote);ce===PlacementEnum.Below?re.setDirection(1):ce===PlacementEnum.Above&&re.setDirection(-1);try{Math.abs((q==null?void 0:q.getTieRightX())-(Y==null?void 0:Y.getTieLeftX()))<10&&(re.render_options.first_x_shift=-3,re.render_options.last_x_shift=3)}catch(fe){console.log(fe)}}const ae=W.parentVoiceEntry.parentStaffEntry.parentMeasure,le=((se=window.GYM)==null?void 0:se.graceCustom)||!1;le&&re.setDirection(le.direction),ae.addStaveTie(re,B)}}calculateDynamicExpressionsForMultiExpression(B,D,F){if(D<this.rules.MinMeasureToDrawIndex||D>this.rules.MaxMeasureToDrawIndex)return;const G=B.AbsoluteTimestamp,W=this.graphicalMusicSheet.MeasureList[D],q=W[F].ParentStaffLine,U=W[F];if(!q)return;const Y=this.getRelativePositionInStaffLineFromTimestamp(G,F,q,q==null?void 0:q.isPartOfMultiStaffInstrument());if(Y.x<=0&&(Y.x=U.beginInstructionsWidth+this.rules.RhythmRightMargin),B.InstantaneousDynamic){const Q=new VexFlowInstantaneousDynamicExpression(B.InstantaneousDynamic,q,U);this.calculateGraphicalInstantaneousDynamicExpression(Q,Y,G),this.dynamicExpressionMap.set(G.RealValue,Q.PositionAndShape)}if(B.StartingContinuousDynamic){const Q=B.StartingContinuousDynamic,K=new VexFlowContinuousDynamicExpression(B.StartingContinuousDynamic,q,U.parentSourceMeasure);if(K.StartMeasure=U,!K.IsVerbal&&Q.EndMultiExpression)try{this.calculateGraphicalContinuousDynamic(K,Y),K.updateSkyBottomLine()}catch{}else K.IsVerbal?this.calculateGraphicalVerbalContinuousDynamic(K,Y):log$2.warn("This continuous dynamic is not covered. measure"+B.SourceMeasureParent.MeasureNumber)}}createMetronomeMark(B,D){var le,ce,fe,de,me,he,pe,be,Se;const F=Math.max(B.ParentMultiTempoExpression.SourceMeasureParent.MeasureNumber-1,0),G=D||F,W=Math.max(B.StaffNumber-1,0),q=this.graphicalMusicSheet.MeasureList[G][W].getVFStave();let U="q";if(B.beatUnit){const ve=NoteTypeHandler.getNoteDurationFromType(B.beatUnit);U=VexFlowConverter.durations(ve,!1)[0]}let Y=this.rules.MetronomeMarkYShift,Q=!1;const K=[];if(B.parentMeasure){for(const ve of B.parentMeasure.StaffLinkedExpressions)for(const xe of ve)xe&&xe instanceof UnknownExpression&&K.push(xe);for(const ve of B.parentMeasure.TempoExpressions){const xe=((le=ve.InstantaneousTempo)==null?void 0:le.Enum)===TempoEnum.metronomeMark;if(!B.beatUnit&&ve.InstantaneousTempo.beatUnit){const Ee=NoteTypeHandler.getNoteDurationFromType(B.beatUnit);U=VexFlowConverter.durations(Ee,!1)[0]}if(ve.getPlacementOfFirstEntry()===PlacementEnum.Above&&!xe){Q=!0;break}}}Q&&(Y-=1.4);const Z=(ce=this.graphicalMusicSheet.MeasureList[0][0].ParentStaffLine)==null?void 0:ce.SkyLine;let J=B.TempoInBpm,te="",ie="",se="";for(const ve of this.graphicalMusicSheet.MeasureList[G][W].parentSourceMeasure.TempoExpressions){if(ie=ve.CombinedExpressionsText,isSpecialMark(ve.CombinedExpressionsText)){te=ve.CombinedExpressionsText;break}if(isSpeedKeyword(ve.CombinedExpressionsText)||isSpeedHiddenKeyword(ve.CombinedExpressionsText)){te=formatSpeedKeyword(ve.CombinedExpressionsText),J=ve.sourceMeasure.TempoInBPM,isSpeedKeyword(ve.CombinedExpressionsText)&&(se=U);break}}const re={bpm:B.TempoInBpm,dots:B.dotted,duration:U,name:te};te&&(re.bpm=J/(re.dots?1.5:1),isSpeedKeyword(ie)?re.duration=se:(J===SpeedTag[te]||!SpeedTag[te])&&(re.duration=""));const ae=((de=(fe=this.graphicalMusicSheet.MeasureList[G][W].vfVoices)==null?void 0:fe[1])==null?void 0:de.boundingBox.y)||0;if(this.rules.MetronomeMarksDrawn){if(Z){const ge=((he=(me=this.graphicalMusicSheet.MeasureList[0])==null?void 0:me[W])==null?void 0:he.ParentStaffLine).Measures.map(we=>we.MeasureNumber-1);if(ae&&ge.includes(G)&&(isSpeedKeyword(ie)||isSpeedHiddenKeyword(ie))){const we=Z.slice(0,9);let Le=Math.min(...we);Le=Le<0?Le-1:Le,Y+=Le}ge.includes(G)&&K.length?Z[0]=Math.min(Z[0],-4.5+Y-4):Z[0]=Math.min(Z[0],-4.5+Y)}q.options.line_config.reduce((Ee,ge)=>(ge.visible&&Ee++,Ee),0)<5&&(Y-=2),q.setTempo(re,Y*unitInPixels);let xe=0;try{xe+=((Se=(be=(pe=this.graphicalMusicSheet.MeasureList[G][W])==null?void 0:pe.vfVoices)==null?void 0:be[1])==null?void 0:Se.getTickables())[B.parentMeasure.metronomeNoteIndex].getBoundingBox().getX()-q.getNoteStartX()}catch{}q.getModifiers()[q.getModifiers().length-1].setShiftX(xe)}}calculateRehearsalMark(B){var Q,K,Z,J,te,ie,se,re;const D=B.rehearsalExpression;if(!D)return;const F=(Z=(K=(Q=B.VerticalMeasureList)==null?void 0:Q[0])==null?void 0:K.getVFStave)==null?void 0:Z.call(K);if(!F)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,U=F.getModifiers(),Y=U.find(ae=>ae.getCategory().toLocaleLowerCase()==="repetitions");if(Y&&Y.setShiftY(Y.y_shift-10),F.setSection(D.label,G,W,q),(te=(J=B.VerticalMeasureList)==null?void 0:J[0])!=null&&te.ParentStaffLine.AbstractExpressions){const ae=U.find(le=>le.getCategory().toLocaleLowerCase()==="stavesection");for(let le of((re=(se=(ie=B==null?void 0:B.VerticalMeasureList)==null?void 0:ie[0])==null?void 0:se.ParentStaffLine)==null?void 0:re.AbstractExpressions)||[])le instanceof GraphicalUnknownExpression&&(ae&&(le.Label.PositionAndShape.RelativePosition.y-=.5),Y&&(le.Label.PositionAndShape.RelativePosition.y-=1.7))}}calculateSingleOctaveShift(B,D,F,G){var ie;const W=D.OctaveShiftStart,q=W.ParentStartMultiExpression.Timestamp,U=(ie=W.ParentEndMultiExpression)==null?void 0:ie.Timestamp,Y=this.rules.MinMeasureToDrawIndex,Q=this.rules.MaxMeasureToDrawIndex;let K=this.graphicalMusicSheet.MeasureList[F][G].ParentStaffLine;K||(K=this.graphicalMusicSheet.MeasureList[Y][G].ParentStaffLine);let Z;W.ParentEndMultiExpression?Z=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentEndMultiExpression.SourceMeasureParent,G):Z=this.graphicalMusicSheet.getLastGraphicalMeasureFromIndex(G,!0),Z.MeasureNumber>Q+1&&(Z=this.graphicalMusicSheet.getLastGraphicalMeasureFromIndex(G,!0));let J;if(W.ParentEndMultiExpression?J=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentStartMultiExpression.SourceMeasureParent,G):J=this.graphicalMusicSheet.MeasureList[Y][G],J.MeasureNumber<Y+1&&(J=this.graphicalMusicSheet.MeasureList[Y][G]),J.parentSourceMeasure.measureListIndex<Y||J.parentSourceMeasure.measureListIndex>Q||Z.parentSourceMeasure.measureListIndex<Y||Z.parentSourceMeasure.measureListIndex>Q)return;let te=Z.ParentStaffLine;if(te||(te=K),Z&&K&&te){const se=new VexFlowOctaveShift(W,K.PositionAndShape);if(!se.startNote){let le;for(const ce of J.staffEntries)if(ce){le=ce;break}if(!le||(se.setStartNote(le),!se.startNote))return}if(!se.endNote){let le;for(let ce=Z.staffEntries.length-1;ce>=0;ce++)if(Z.staffEntries[ce]){le=Z.staffEntries[ce];break}if(se.setEndNote(le),!se.endNote)return}let re=J.findGraphicalStaffEntryFromTimestamp(q);re||(re=J.staffEntries[0]);let ae=Z.findGraphicalStaffEntryFromTimestamp(U);if(ae||(ae=Z.staffEntries[Z.staffEntries.length-1]),se.setStartNote(re),te!==K){se.endsOnDifferentStaffLine=!0;let le=K.Measures[K.Measures.length-1];le===void 0&&(le=Z);const ce=le.staffEntries[le.staffEntries.length-1];se.setEndNote(ce);const fe=te.ParentMusicSystem.Id-K.ParentMusicSystem.Id;if(fe>0)for(let de=K.ParentMusicSystem.Id;de<te.ParentMusicSystem.Id;de++){const me=de+1,pe=this.musicSystems[me].StaffLines[G],be=pe.Measures[0],Se=new VexFlowOctaveShift(W,be.PositionAndShape);de<fe&&(Se.endsOnDifferentStaffLine=!0);let ve=pe.Measures[pe.Measures.length-1];ve.IsExtraGraphicalMeasure&&(ve=pe.Measures[pe.Measures.length-2]);const xe=be.staffEntries[0];let Ee=ve.staffEntries[ve.staffEntries.length-1];Z.ParentStaffLine===pe&&(ve=Z,Ee=ae);const ge="VexFlowMusicSheetCalculator.calculateSingleOctaveShift: ";xe||log$2.warn(ge+"no firstNote found"),Ee||log$2.warn(ge+"no lastNote found"),Se.setStartNote(xe),Se.setEndNote(Ee),pe.OctaveShifts.push(Se),this.calculateOctaveShiftSkyBottomLine(xe,Ee,Se,pe)}this.calculateOctaveShiftSkyBottomLine(re,ce,se,K)}else se.setEndNote(ae),this.calculateOctaveShiftSkyBottomLine(re,ae,se,K);K.OctaveShifts.push(se)}else log$2.warn("End measure or staffLines for octave shift are undefined! This should not happen!")}calculateSinglePedal(B,D,F,G){var ie;const W=D.PedalStart,q=W.ParentStartMultiExpression.Timestamp,U=(ie=W.ParentEndMultiExpression)==null?void 0:ie.Timestamp,Y=this.rules.MinMeasureToDrawIndex,Q=this.rules.MaxMeasureToDrawIndex;let K=this.graphicalMusicSheet.MeasureList[F][G].ParentStaffLine;K||(K=this.graphicalMusicSheet.MeasureList[Y][G].ParentStaffLine);let Z;W.ParentEndMultiExpression?Z=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentEndMultiExpression.SourceMeasureParent,G):Z=this.graphicalMusicSheet.getLastGraphicalMeasureFromIndex(G,!0),Z||(Z=W.ParentStartMultiExpression.SourceMeasureParent.VerticalMeasureList[G]),Z.MeasureNumber>Q+1&&(Z=this.graphicalMusicSheet.getLastGraphicalMeasureFromIndex(G,!0));let J;if(W.ParentEndMultiExpression?J=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentStartMultiExpression.SourceMeasureParent,G):(J=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentStartMultiExpression.SourceMeasureParent,G),J||(J=this.graphicalMusicSheet.MeasureList[Y][G])),J.MeasureNumber<Y+1&&(J=this.graphicalMusicSheet.MeasureList[Y][G]),J.parentSourceMeasure.measureListIndex<Y||J.parentSourceMeasure.measureListIndex>Q||Z.parentSourceMeasure.measureListIndex<Y||Z.parentSourceMeasure.measureListIndex>Q)return;let te=Z.ParentStaffLine;if(te||(te=K),Z&&K&&te){let se=!1;K!==te&&(se=!0);const re=new VexFlowPedal(W,K.PositionAndShape,!1,se);let ae=J.findGraphicalStaffEntryFromTimestamp(q);ae||(ae=J.staffEntries[0]);let le=Z.findGraphicalStaffEntryFromTimestamp(U);if(le||(le=Z.staffEntries[Z.staffEntries.length-1]),!re.setStartNote(ae))return;if(te!==K)if(re.pedalSymbol===MusicSymbol.PEDAL_SYMBOL){re.setEndNote(le),re.setEndMeasure(Z),re.ReleaseText=" ",re.CalculateBoundingBox(),this.calculatePedalSkyBottomLine(re.startVfVoiceEntry,re.endVfVoiceEntry,re,K);const ce=te.Measures[0],fe=new VexFlowPedal(W,ce.PositionAndShape),de=ce.staffEntries[0];if(!fe.setStartNote(de))return;fe.setEndNote(le),re.setEndMeasure(Z),te.Pedals.push(fe),fe.CalculateBoundingBox(),fe.DepressText=" ",this.calculatePedalSkyBottomLine(fe.startVfVoiceEntry,fe.endVfVoiceEntry,fe,te)}else{let ce=K.Measures[K.Measures.length-1];ce===void 0&&(ce=Z);const fe=ce.staffEntries[ce.staffEntries.length-1];re.setEndNote(fe),re.setEndMeasure(Z),re.ChangeEnd=!1;const de=te.ParentMusicSystem.Id-K.ParentMusicSystem.Id;if(de>0){let me=1;for(let he=K.ParentMusicSystem.Id;he<te.ParentMusicSystem.Id;he++){const be=this.musicSystems[he+1].StaffLines[G],Se=be.Measures[0];let ve=!1,xe=!1;me<de?ve=!0:xe=!0,me++;const Ee=new VexFlowPedal(W,Se.PositionAndShape,!0,ve);Ee.ChangeBegin=!1,xe?Ee.ChangeEnd=W.ChangeEnd:Ee.ChangeEnd=!1;let ge=be.Measures[be.Measures.length-1];const we=Se.staffEntries[0];let Le=ge.staffEntries[ge.staffEntries.length-1];if(Z.ParentStaffLine===be&&(ge=Z,Le=le),!Ee.setStartNote(we))break;Ee.setEndNote(Le),re.setEndMeasure(Z),be.Pedals.push(Ee),Ee.CalculateBoundingBox(),this.calculatePedalSkyBottomLine(Ee.startVfVoiceEntry,Ee.endVfVoiceEntry,Ee,be)}}re.CalculateBoundingBox(),this.calculatePedalSkyBottomLine(re.startVfVoiceEntry,re.endVfVoiceEntry,re,K)}else re.setEndNote(le),re.setEndMeasure(Z),re.CalculateBoundingBox(),this.calculatePedalSkyBottomLine(re.startVfVoiceEntry,re.endVfVoiceEntry,re,K);K.Pedals.push(re)}else log$2.warn("End measure or staffLines for pedal are undefined! This should not happen!")}calculateSingleWavyLine(B,D,F,G){var ie,se;const W=D.WavyLineStart,q=W.ParentStartMultiExpression.Timestamp,U=(ie=W.ParentEndMultiExpression)==null?void 0:ie.Timestamp,Y=this.rules.MinMeasureToDrawIndex,Q=this.rules.MaxMeasureToDrawIndex;let K=this.graphicalMusicSheet.MeasureList[F][G].ParentStaffLine;K||(K=this.graphicalMusicSheet.MeasureList[Y][G].ParentStaffLine);let Z;W.ParentEndMultiExpression?Z=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentEndMultiExpression.SourceMeasureParent,G):Z=this.graphicalMusicSheet.getLastGraphicalMeasureFromIndex(G,!0),Z.MeasureNumber>Q+1&&(Z=this.graphicalMusicSheet.getLastGraphicalMeasureFromIndex(G,!0));let J;if(W.ParentEndMultiExpression?J=this.graphicalMusicSheet.getGraphicalMeasureFromSourceMeasureAndIndex(W.ParentStartMultiExpression.SourceMeasureParent,G):J=this.graphicalMusicSheet.MeasureList[Y][G],J.MeasureNumber<Y+1&&(J=this.graphicalMusicSheet.MeasureList[Y][G]),J.parentSourceMeasure.measureListIndex<Y||J.parentSourceMeasure.measureListIndex>Q||Z.parentSourceMeasure.measureListIndex<Y||Z.parentSourceMeasure.measureListIndex>Q)return;let te=Z.ParentStaffLine;if(te||(te=K),Z&&K&&te){const re=new VexflowVibratoBracket(W,K.PositionAndShape,J.ParentStaff.isTab);let ae=J.findGraphicalStaffEntryFromTimestamp(q);ae||(ae=J.staffEntries[0]);let le=Z.findGraphicalStaffEntryFromTimestamp(U);if(le||(le=Z.staffEntries[Z.staffEntries.length-1]),re.setStartNote(ae),te!==K){let ce=K.Measures[K.Measures.length-1];ce===void 0&&(ce=Z);const fe=ce.staffEntries[ce.staffEntries.length-1];if(re.setEndNote(fe),te.ParentMusicSystem.Id-K.ParentMusicSystem.Id>0)for(let me=K.ParentMusicSystem.Id;me<te.ParentMusicSystem.Id;me++){const pe=this.musicSystems[me+1].StaffLines[G],be=(se=pe==null?void 0:pe.Measures)==null?void 0:se[0];if(!be)return;const Se=new VexflowVibratoBracket(W,be.PositionAndShape,pe.ParentStaff.isTab);let ve=pe.Measures[pe.Measures.length-1];const xe=be.staffEntries[0];let Ee=ve.staffEntries[ve.staffEntries.length-1];Z.ParentStaffLine===pe&&(ve=Z,Ee=le),Se.setStartNote(xe),Se.setEndNote(Ee),pe.WavyLines.push(Se),Se.CalculateBoundingBox(),this.calculateWavyLineSkyBottomLine(Se.startVfVoiceEntry,Se.endVfVoiceEntry,Se,pe)}re.CalculateBoundingBox(),this.calculateWavyLineSkyBottomLine(re.startVfVoiceEntry,re.endVfVoiceEntry,re,K)}else re.setEndNote(le),re.CalculateBoundingBox(),this.calculateWavyLineSkyBottomLine(re.startVfVoiceEntry,re.endVfVoiceEntry,re,K);K.WavyLines.push(re)}else log$2.warn("End measure or staffLines for wavy line are undefined! This should not happen!")}calculateWavyLineSkyBottomLine(B,D,F,G){var re,ae;const W=F.startNote.getStave(),q=F.endNote.getStave(),U=Math.max(W.options.top_text_position,q.options.top_text_position);W.options.top_text_position=U,q.options.top_text_position=U;let Y=-U,Q=0,K=0,Z=1/0,J=1/0;const te=1.85;let ie=B.PositionAndShape.AbsolutePosition.x+B.PositionAndShape.BorderLeft;((ae=(re=B.parentVoiceEntry)==null?void 0:re.OrnamentContainer)==null?void 0:ae.GetOrnament)===OrnamentEnum.Trill&&(Q=ie,ie+=2,K=ie,Z=G.SkyBottomLineCalculator.getSkyLineMinInRange(Q,K),J=Z+te);let se;if(F.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(ie,se),Y!==1/0&&(Y<Z?(W.options.top_text_position=-Y,q.options.top_text_position=-Y,G.SkyBottomLineCalculator.updateSkyLineInRange(Q,K,Y-te)):(F.line=-J,Y=J),Y-=F.PositionAndShape.Size.height,G.SkyBottomLineCalculator.updateSkyLineInRange(ie,se,Y))}calculatePedalSkyBottomLine(B,D,F,G){var te,ie,se,re;let W=D==null?void 0:D.PositionAndShape;W||(W=F.endMeasure.PositionAndShape);const q=Vex.Flow.PedalMarking.Styles,U=F.getPedalMarking(),Y=U.line+3+(G.StaffLines.length-1),Q=U.render_options.text_margin_right/10;let K=B.PositionAndShape.AbsolutePosition.x-Q;(U.style===q.MIXED||U.style===q.MIXED_OPEN_END||U.style===q.TEXT)&&(K-=1);let Z,J=G.StaffLines.length-1;for(const ae of G.Pedals){const fe=ae.getPedalMarking().line+3+(G.StaffLines.length-1);J=Math.max(fe,J)}if(F.EndSymbolPositionAndShape){const ae=U.render_options.glyph_point_size/20;Z=K+3.4;const le=W.AbsolutePosition.x-Q,ce=le+1.5;J=Math.max(G.SkyBottomLineCalculator.getBottomLineMaxInRange(K,Z),J),J=Math.max(Y+ae*2,J);const fe=G.SkyBottomLineCalculator.getBottomLineMaxInRange(le,ce);F.DepressText||(J=Math.max(J,fe)),F.setLine(J-3-(G.StaffLines.length-1)),G.SkyBottomLineCalculator.updateBottomLineInRange(K,Z,J+ae),G.SkyBottomLineCalculator.updateBottomLineInRange(le,ce,J+ae)}else{const ae=U.render_options.bracket_height/10;if(U.EndsStave)D?Z=D.parentStaffEntry.parentMeasure.PositionAndShape.AbsolutePosition.x+D.parentStaffEntry.parentMeasure.PositionAndShape.Size.width-Q:Z=W.AbsolutePosition.x+W.Size.width;else switch(U.style){case q.BRACKET_OPEN_END:case q.BRACKET_OPEN_BOTH:case q.MIXED_OPEN_END:Z=W.AbsolutePosition.x+W.BorderRight-Q;break;default:Z=W.AbsolutePosition.x+W.BorderLeft-Q;break}const le=(te=D==null?void 0:D.parentStaffEntry)==null?void 0:te.vfClefBefore;if(le&&(Z+=le.getWidth()/10),J=Math.max(G.SkyBottomLineCalculator.getBottomLineMaxInRange(K,Z),J),J===1/0)return;if(J=Math.max(J,Y+ae),F.setLine(J-3-(G.StaffLines.length-1)),K>Z){const ce=Z;Z=K,K=ce}G.SkyBottomLineCalculator.updateBottomLineInRange(K,Z,J+ae)}for(const ae of G.Pedals){const le=ae,ce=le.getPedalMarking(),fe=ce.line+3+(G.StaffLines.length-1);if(J>fe){const de=ce.render_options.text_margin_right/10;let me=le.startVfVoiceEntry.PositionAndShape.AbsolutePosition.x-de,he;le.setLine(J-3-(G.StaffLines.length-1));let pe=(ie=le.endVfVoiceEntry)==null?void 0:ie.PositionAndShape;if(pe||(pe=le.endMeasure.PositionAndShape),le.EndSymbolPositionAndShape){const be=U.render_options.glyph_point_size/20;he=me+3.4;const Se=pe.AbsolutePosition.x-de,ve=Se+1.5;G.SkyBottomLineCalculator.updateBottomLineInRange(me,he,J+be),G.SkyBottomLineCalculator.updateBottomLineInRange(Se,ve,J+be)}else{const be=ce.render_options.bracket_height/10;if(ce.EndsStave)he=pe.AbsolutePosition.x+pe.Size.width-de;else switch(U.style){case q.BRACKET_OPEN_END:case q.BRACKET_OPEN_BOTH:case q.MIXED_OPEN_END:he=pe.AbsolutePosition.x+pe.BorderRight-de;break;default:he=pe.AbsolutePosition.x+pe.BorderLeft-de;break}const Se=(re=(se=le.endVfVoiceEntry)==null?void 0:se.parentStaffEntry)==null?void 0:re.vfClefBefore;if(Se&&(he+=Se.getWidth()/10),me>he){const ve=me;me=he,he=ve}G.SkyBottomLineCalculator.updateBottomLineInRange(me,he,J+be)}}}}calculateOctaveShiftSkyBottomLine(B,D,F,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 U=B.PositionAndShape.AbsolutePosition.x-W,Y=D.PositionAndShape.AbsolutePosition.x+q;F.PositionAndShape.Size.width=U-Y;const Q=F.getTextBracket(),K=Q.font.size/10;if(Q.position===VF.TextBracket.Positions.TOP){const Z=Math.ceil(G.SkyBottomLineCalculator.getSkyLineMinInRange(U,Y));if(Z===1/0)return;Q.start.getStave().options.top_text_position=Math.abs(Z),G.SkyBottomLineCalculator.updateSkyLineInRange(U,Y,Z-K*2)}else{const Z=G.SkyBottomLineCalculator.getBottomLineMaxInRange(U,Y);if(Z===1/0)return;Q.start.getStave().options.bottom_text_position=Z,B.parentMeasure!==D.parentMeasure&&(Q.stop.getStave().options.bottom_text_position=Z),G.SkyBottomLineCalculator.updateBottomLineInRange(U,Y,Z+K*1.5)}}calculateWordRepetitionInstruction(B,D){let F;const G=this.graphicalMusicSheet.MeasureList[D];for(let W=0,q=G.length;W<q;++W){const U=G[W];if(U&&U.ParentStaffLine&&U.ParentStaff.ParentInstrument.Visible){F=U;break}}F&&F.addWordRepetition(B)}calculateExpressionAlignements(){for(const B of this.musicSystems)for(const D of B.StaffLines)try{D.AlignmentManager.alignDynamicExpressions(),D.AbstractExpressions.forEach(F=>{F.updateSkyBottomLine()})}catch{}}handleTiedGraphicalNote(B,D,F,G,W,q,U,Y){}handleBeam(B,D,F){B.parentVoiceEntry.parentStaffEntry.parentMeasure.handleBeam(B,D)}handleVoiceEntryLyrics(B,D,F){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 Q=F.indexOf(W.Word);if(Q===-1&&(F.push(W.Word),Q=F.indexOf(W.Word)),this.graphicalLyricWords.length===0||Q>this.graphicalLyricWords.length-1){const K=new GraphicalLyricWord(W.Word);q.ParentLyricWord=K,K.GraphicalLyricsEntries[Y]=q,this.graphicalLyricWords.push(K)}else{const K=this.graphicalLyricWords[Q];q.ParentLyricWord=K,K.GraphicalLyricsEntries[Y]=q,K.isFilled()&&(F.splice(Q,1),this.graphicalLyricWords.splice(this.graphicalLyricWords.indexOf(K),1))}}})}handleVoiceEntryOrnaments(B,D,F){}handleVoiceEntryArticulations(B,D,F){}handleVoiceEntryTechnicalInstructions(B,D,F){}handleTuplet(B,D,F){B.parentVoiceEntry.parentStaffEntry.parentMeasure.handleTuplet(B,D)}findIndexGraphicalSlurFromSlur(B,D){for(let F=0;F<B.length;F++)if(B[F].slur===D)return F;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 F of D.StaffLines){const G=B[F.ParentStaff.idInMusicSheet];for(let W=0;W<G.length;W++){const q=G[W],U=new GraphicalSlur(q.slur,this.rules);F.addSlurToStaffline(U),G[W]=U}for(const W of F.Measures)for(const q of W.staffEntries){for(const U of q.graphicalVoiceEntries)for(const Y of U.notes)for(const Q of Y.sourceNote.NoteSlurs)if(!(!Q.EndNote||!Q.StartNote)){if(Q.StartNote===Y.sourceNote){const K=new GraphicalSlur(Q,this.rules);G.push(K),F.addSlurToStaffline(K)}if(Q.EndNote===Y.sourceNote){const K=this.findIndexGraphicalSlurFromSlur(G,Q);if(K>=0){const Z=G[K];Z.staffEntries.indexOf(q)===-1&&Z.staffEntries.push(q),G.splice(K,1)}}}for(const U of G)U.staffEntries.indexOf(q)===-1&&U.staffEntries.push(q)}}for(const D of this.musicSystems)for(const F of D.StaffLines){const G=F.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 F=this.timestamps.length-1;F>=0;F--)if(D=this.timestamps[F],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,F=new TimestampTransform(B.CurrentEnrolledTimestamp.clone(),B.CurrentSourceTimestamp.clone(),void 0,0);for(this.timestamps.push(F);!B.EndReached;){if(B.JumpOccurred||D!==B.CurrentRepetition){if(D=B.CurrentRepetition,B.backJumpOccurred){const G=B.JumpResponsibleRepetition;F.nextBackJump=B.CurrentEnrolledTimestamp,F.curRepetition=G,F.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=F.nextBackJump,this.timestamps[W].curRepetition=G,this.timestamps[W].curRepetitionIteration=F.curRepetitionIteration}F=new TimestampTransform(B.CurrentEnrolledTimestamp.clone(),B.CurrentSourceTimestamp.clone(),void 0,0),this.timestamps.push(F)}B.moveToNext()}}}class TimestampTransform{constructor(B,D,F,G){this.from=B,this.to=D,this.curRepetition=F,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,F){super(B),this.musicSheet=B,this.startIndex=D,this.endIndex=F}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 F=1;F<=this.userNumberOfRepetitions;F++)F<=D?this.repetitonIterationOrder.push(1):this.repetitonIterationOrder.push(F-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 F=new RepetitionEndingPart(new SourceMusicPart(this.musicSheet2,D,D));this.endingParts.push(F);for(const G of B)try{this.endingIndexDict[G]=F,F.endingIndices.push(G),this.numberOfEndings<G&&(this.numberOfEndings=G)}catch(W){log$2.error("Repetition: Exception.",W)}}setEndingStartIndex(B,D){const F=new RepetitionEndingPart(new SourceMusicPart(this.musicSheet2,D,D));this.EndingIndexDict[B]=F,this.endingParts.push(F),F.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,F=this.EndIndex;for(let G=D;G<=F;G++){const W=this.musicSheet2.SourceMeasures[G];for(let q=0;q<W.CompleteNumberOfStaves;q++)if(W.VerticalSourceStaffEntryContainers[q]){for(const U of W.VerticalSourceStaffEntryContainers[q].StaffEntries)if(U){let Y=0;for(const Q of U.VoiceEntries)Y+=Q.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 F=B/this.BeatLengthInMilliseconds;let G=Math.floor(F);const W=new Fraction$1(G,4),q=F-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 F=this.instruments[B];if(F.Voices.length===0){const G=new Voice(F,1);F.Voices.push(G)}}}getStaffFromIndex(B){return this.staves[B]}fillStaffList(){let B=0;for(let D=0,F=this.instruments.length;D<F;++D){const G=this.instruments[D];for(let W=0,q=G.Staves.length;W<q;++W){const U=G.Staves[W];U.idInMusicSheet=B,this.staves.push(U),B++}}}get MusicPartManager(){return this.musicPartManager}set MusicPartManager(B){this.musicPartManager=B}getCompleteNumberOfStaves(){let B=0;for(let D=0,F=this.instruments.length;D<F;++D)B+=this.instruments[D].Staves.length;return B}getListOfMeasuresFromIndeces(B,D){const F=[];for(let G=B;G<=D;G++)F.push(this.sourceMeasures[G]);return F}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,F=B.CurrentVoiceEntries.length;D<F;++D){const G=B.CurrentVoiceEntries[D];for(let W=0,q=G.Notes.length;W<q;++W){const U=G.Notes[W];U.state=NoteState.Normal}}B.moveToNext()}}getMusicSheetInstrumentIndex(B){return this.Instruments.indexOf(B)}getGlobalStaffIndexOfFirstStaff(B){const D=this.getMusicSheetInstrumentIndex(B);let F=0;for(let G=0;G<D;G++)F+=this.Instruments[G].Staves.length;return F}setRepetitionNewUserNumberOfRepetitions(B,D){let F=0;for(let G=0;G<this.repetitions.length;G++)if(this.repetitions[G]instanceof Repetition)if(B===F){this.repetitions[G].UserNumberOfRepetitions=D;break}else F++}getRepetitionByIndex(B){let D=0;for(let F=0;F<this.repetitions.length;F++)if(this.repetitions[F]instanceof Repetition){if(B===D)return this.repetitions[F];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,F=this.sourceMeasures.length;D<F;++D){const G=this.sourceMeasures[D];for(let W=0,q=G.VerticalSourceStaffEntryContainers.length;W<q;++W){const U=G.VerticalSourceStaffEntryContainers[W];if(B.Equals(U.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,F=this.Instruments.length;D<F;++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,F=this.Syllables.length;D<F;++D)if(this.Syllables[D].Parent===B)return!0;return!1}findLyricEntryInVoiceEntry(B){for(let D=0,F=this.Syllables.length;D<F;++D){const G=this.Syllables[D];if(G.Parent===B)return G}}}class LyricsEntry{constructor(B,D,F,G,W=-1){this.text=B,this.word=F,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 F,G;if(B){const W=B;for(let q=0,U=W.length;q<U;++q){const Y=W[q];try{let Q="single";if(Y.element("text")){let K=Y.element("text");if(Y.element("syllabic")&&(Q=Y.element("syllabic").value),K){let Z="";const J=Y.elements();for(const re of J)(re.name==="text"||re.name==="elision")&&(Z+=re.value);if(Z=Z.replace("  "," "),Y.element("elision")!==void 0&&Z==="-"){const re=Y.elements();let ae=0;for(let fe=0;fe<re.length;fe++)if(re[fe].name==="elision"){ae=fe;break}let le,ce;if(ae>0)for(let fe=ae;fe<re.length;fe++){const de=re[fe];de.name==="text"&&(le=de),de.name==="syllabic"&&(ce=de)}le!==void 0&&ce&&(K=le,Q="middle")}let te=1,ie=!1;if(Y.attributes()!==void 0&&Y.attribute("number")){try{te=parseInt(Y.attribute("number").value,10)}catch{ie=!0}if(ie=ie||isNaN(te),ie)try{const re=Y.attribute("number").value.toLowerCase().split("verse");re.length>1&&(te=parseInt(re[1],10))}catch{const ae=ITextTranslation.translateText("ReaderErrorMessages/LyricVerseNumberError","Invalid lyric verse number");this.musicSheet.SheetErrors.pushMeasureError(ae);continue}}let se;if(Q==="single"||Q==="end"){if(this.openLyricWords[te]){this.currentLyricWord=this.openLyricWords[te];const re=this.currentLyricWord.Syllables.length;se=new LyricsEntry(Z,te,this.currentLyricWord,D,re),this.currentLyricWord.Syllables.push(se),delete this.openLyricWords[te],this.currentLyricWord=void 0}else se=new LyricsEntry(Z,te,void 0,D);se.extend=Y.element("extend")!==void 0}else if(Q==="begin")this.openLyricWords[te]&&(delete this.openLyricWords[te],this.currentLyricWord=void 0),this.currentLyricWord=new LyricWord,this.openLyricWords[te]=this.currentLyricWord,se=new LyricsEntry(Z,te,this.currentLyricWord,D,0),this.currentLyricWord.Syllables.push(se);else if(Q==="middle")if(this.openLyricWords[te]){this.currentLyricWord=this.openLyricWords[te];const re=this.currentLyricWord.Syllables.length;se=new LyricsEntry(Z,te,this.currentLyricWord,D,re),this.currentLyricWord.Syllables.push(se)}else se=new LyricsEntry(Z,te,void 0,D);se&&(D.LyricsEntries[te]||(D.LyricsEntries.setValue(te,se),(G=(F=D.ParentSourceStaffEntry)==null?void 0:F.VerticalContainerParent)!=null&&G.ParentMeasure&&(D.ParentSourceStaffEntry.VerticalContainerParent.ParentMeasure.hasLyrics=!0)),D.ParentVoice.Parent.LyricVersesNumbers[te]||D.ParentVoice.Parent.LyricVersesNumbers.push(te))}}}catch{const K=ITextTranslation.translateText("ReaderErrorMessages/LyricError","Error while reading lyric entry.");this.musicSheet.SheetErrors.pushMeasureError(K);continue}}D.ParentVoice.Parent.LyricVersesNumbers=D.ParentVoice.Parent.LyricVersesNumbers.filter((q,U,Y)=>Y.indexOf(q)===U)}}}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 F,G;if(B!==void 0&&B.elements().length>0){const W=B.elements();for(let q=0,U=W.length;q<U;++q){const Y=W[q];let Q=Y.name;try{Q=Q.replace("-","");const K=ArticulationEnum[Q];if(VoiceEntry.isSupportedArticulation(K)){let Z=PlacementEnum.NotYetDefined;const J=(F=Y.attribute("placement"))==null?void 0:F.value;J==="above"?Z=PlacementEnum.Above:J==="below"&&(Z=PlacementEnum.Below);const te=new Articulation(K,Z);if(Q==="staccato"&&D.Articulations.length>0&&D.Articulations[0].articulationEnum!==ArticulationEnum.staccato&&D.Articulations.splice(0,0,te),Q==="strongaccent"){const ie=(G=Y==null?void 0:Y.attribute("type"))==null?void 0:G.value;ie==="up"?te.articulationEnum=ArticulationEnum.marcatoup:ie==="down"&&(te.articulationEnum=ArticulationEnum.marcatodown)}if(Q==="detachedlegato"){const ie=new Articulation(ArticulationEnum.staccato,Z),se=new Articulation(ArticulationEnum.tenuto,Z);D.Articulations.push(ie,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(K){const Z="Invalid note articulation.";log$2.debug("addArticulationExpression",Z,K);return}}}}addFermata(B,D){var W;let F=ArticulationEnum.fermata;B.attributes().length>0&&B.attribute("type")&&B.attribute("type").value==="inverted"&&(F=ArticulationEnum.invertedfermata);let G=PlacementEnum.Above;((W=B.attribute("placement"))==null?void 0:W.value)==="below"&&(G=PlacementEnum.Below),D.Articulations.push(new Articulation(F,G))}addTechnicalArticulations(B,D,F){var U,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 Q in G){if(!G.hasOwnProperty(Q))continue;const K=G[Q],Z=B.element(Q);if(Z){let J;((U=Z.attribute("placement"))==null?void 0:U.value)==="above"&&(J=PlacementEnum.Above),((Y=Z.attribute("placement"))==null?void 0:Y.value)==="below"&&(J=PlacementEnum.Below);const te=new Articulation(K,J);D.hasArticulation(te)||D.Articulations.push(te)}}const W=B.element("fingering");if(W){const Q=this.createTechnicalInstruction(W,F);Q.type=TechnicalInstructionType.Fingering,F.Fingering=Q,D.TechnicalInstructions.push(Q)}const q=B.element("string");if(q){const Q=this.createTechnicalInstruction(q,F);Q.type=TechnicalInstructionType.String,F.StringInstruction=Q,D.TechnicalInstructions.push(Q)}}createTechnicalInstruction(B,D){const F=new TechnicalInstruction;F.sourceNote=D,F.value=B.value;const G=B.attribute("placement");return this.rules.FingeringPositionFromXML&&(F.placement=this.getPlacement(G)),F}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 F;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){F=new OrnamentContainer(G[W]);const U=q.attribute("placement");U&&U.value==="below"&&(F.placement=PlacementEnum.Below)}}if(F){const W=B.elements("accidental-mark");if(W){let q=PlacementEnum.Below,U=AccidentalEnum.NONE;const Y=W;for(let Q=0,K=Y.length;Q<K;++Q){const Z=Y[Q];let J=Z.value;U=this.getAccEnumFromString(J);const te=Z.attribute("placement");Z.hasAttributes&&te&&(J=te.value,J==="above"?q=PlacementEnum.Above:J==="below"&&(q=PlacementEnum.Below)),q===PlacementEnum.Above?F.AccidentalAbove=U:q===PlacementEnum.Below&&(F.AccidentalBelow=U)}}D.OrnamentContainer=F}}}}class TabNote extends Note$1{constructor(B,D,F,G,W,q,U,Y){super(B,D,F,G,W),this.stringNumberTab=q,this.fretNumber=U,this.bendArray=Y}get StringNumberTab(){return this.stringNumberTab}get FretNumber(){return this.fretNumber}get BendArray(){return this.bendArray}}class VoiceGenerator{constructor(B,D,F,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,F,W):this.voice=new Voice(this.instrument,F),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,F,G,W=!1,q=!1,U=!1){this.activeKey=F,this.activeRhythm=G,this.currentVoiceEntry=new VoiceEntry(Fraction$1.createFromFraction(B),this.voice,D,!0,W,q,U),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,F,G,W,q,U,Y,Q,K,Z,J,te,ie,se,re,ae,le,ce,fe,de,me,he){this.currentStaffEntry=U,this.currentMeasure=Y;try{this.currentNote=q?this.addRestNote(B.element("rest"),D,G,W,te,ie,ce):this.addSingleNote(B,D,G,F,W,Z,J,te,ie,se,re,ae,le,ce,de,me,he),this.currentNote.DotsXml=fe;const pe=B.elements("lyric");this.lyricsReader!==void 0&&pe&&(this.lyricsReader.addLyricEntry(pe,this.currentVoiceEntry),this.voice.Parent.HasLyrics=!0);let be=!1;const Se=B.element("notations");if(Se){this.articulationReader&&this.readArticulations(Se,this.currentVoiceEntry,this.currentNote);const ve=Se.elements("slur");this.slurReader!==void 0&&ve.length>0&&!this.currentNote.ParentVoiceEntry.IsGrace&&this.slurReader.addSlur(ve,this.currentNote);const xe=Se.elements("tuplet");xe.length>0&&(this.openTupletNumber=this.addTuplet(B,xe),be=!0);const Ee=Se.element("arpeggiate");if(Ee!==void 0){let Me;if(this.currentVoiceEntry.Arpeggio)Me=this.currentVoiceEntry.Arpeggio;else{let Pe=!1;for(const Ce of this.currentStaffEntry.VoiceEntries)if(Ce.Arpeggio){Pe=!0,Me=Ce.Arpeggio;break}if(!Pe){let Ce=ArpeggioType.ARPEGGIO_DIRECTIONLESS;const De=Ee.attribute("direction");if(De)switch(De.value){case"up":Ce=ArpeggioType.ROLL_UP;break;case"down":Ce=ArpeggioType.ROLL_DOWN;break;default:Ce=ArpeggioType.ARPEGGIO_DIRECTIONLESS}Me=new Arpeggio(this.currentVoiceEntry,Ce),this.currentVoiceEntry.Arpeggio=Me}}Me.addNote(this.currentNote)}const ge=Se.elements("tied");ge.length>0&&this.addTie(ge,Q,K,TieTypes.SIMPLE);const we=Se.elements("slide");we.length>0&&this.addTie(we,Q,K,TieTypes.SLIDE);const Le=Se.element("technical");if(Le){const Me=Le.elements("hammer-on");Me.length>0&&this.addTie(Me,Q,K,TieTypes.HAMMERON);const Pe=Le.elements("pull-off");Pe.length>0&&this.addTie(Pe,Q,K,TieTypes.PULLOFF)}}B.element("time-modification")!==void 0&&!be&&this.handleTimeModificationNode(B)}catch(pe){log$2.warn(pe);const be=ITextTranslation.translateText("ReaderErrorMessages/NoteError","Ignored erroneous Note.");this.musicSheet.SheetErrors.pushMeasureError(be),this.musicSheet.SheetErrors.pushMeasureError(pe)}return this.currentNote}checkForStaffEntryLink(B,D,F,G){const W=new StaffEntryLink(this.currentVoiceEntry);W.LinkStaffEntries.push(F),F.Link=W;const q=this.currentVoiceEntry.Timestamp.clone(),U=G.getVerticalContainerByTimestamp(q);return F=U.StaffEntries[B],F||(F=new SourceStaffEntry(U,D),U.StaffEntries[B]=F),F.VoiceEntries.push(this.currentVoiceEntry),W.LinkStaffEntries.push(F),F.Link=W,F}checkForOpenBeam(){this.openBeams.length>0&&this.currentNote&&this.handleOpenBeam()}checkOpenTies(){const B=this.openTieDict;for(const D in B)if(B.hasOwnProperty(D)){const F=B[D];Fraction$1.plus(F.StartNote.ParentStaffEntry.Timestamp,F.Duration).lt(F.StartNote.SourceMeasure.Duration)&&delete B[D]}}hasVoiceEntry(){return this.currentVoiceEntry!==void 0}readArticulations(B,D,F){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,F);const U=B.element("ornaments");U&&this.articulationReader.addOrnament(U,D)}addSingleNote(B,D,F,G,W,q,U,Y,Q,K,Z,J,te,ie,se,re,ae){let le=0,ce,fe=AccidentalEnum.NONE,de=NoteEnum.C,me=NoteEnum.C,he=0,pe=0,be,Se,ve;const xe=B.elements();for(let Ie=0,Ge=xe.length;Ie<Ge;++Ie){const ze=xe[Ie];try{if(ze.name==="pitch"){const Ve=ze.elements();for(let Ue=0,tt=Ve.length;Ue<tt;++Ue){const Ke=Ve[Ue];Se=void 0,ve=void 0;try{if(Ke.name==="step"){if(de=NoteEnum[Ke.value],de===void 0){const rt=ITextTranslation.translateText("ReaderErrorMessages/NotePitchError","Invalid pitch while reading note.");throw this.musicSheet.SheetErrors.pushMeasureError(rt),new MusicSheetReadingException(rt,void 0)}}else if(Ke.name==="alter"){if(le=parseFloat(Ke.value),isNaN(le)){const rt=ITextTranslation.translateText("ReaderErrorMessages/NoteAlterationError","Invalid alteration while reading note.");throw this.musicSheet.SheetErrors.pushMeasureError(rt),new MusicSheetReadingException(rt,void 0)}fe=Pitch.AccidentalFromHalfTones(le)}else if(Ke.name==="octave"&&(he=parseInt(Ke.value,10),isNaN(he))){const rt=ITextTranslation.translateText("ReaderErrorMessages/NoteOctaveError","Invalid octave value while reading note.");throw this.musicSheet.SheetErrors.pushMeasureError(rt),new MusicSheetReadingException(rt,void 0)}}catch(rt){log$2.info("VoiceGenerator.addSingleNote read Step: ",rt.message)}}}else if(ze.name==="accidental")ce=ze.value,ce==="natural"?fe=AccidentalEnum.NATURAL:ce==="slash-flat"?fe=AccidentalEnum.SLASHFLAT:ce==="slash-quarter-sharp"?fe=AccidentalEnum.SLASHQUARTERSHARP:ce==="slash-sharp"?fe=AccidentalEnum.SLASHSHARP:ce==="double-slash-flat"?fe=AccidentalEnum.DOUBLESLASHFLAT:ce==="sori"?fe=AccidentalEnum.SORI:ce==="koron"&&(fe=AccidentalEnum.KORON);else if(ze.name==="unpitched"){const Ve=ze.element("display-step"),Ue=ze.element("display-octave");if(Ue&&(he=parseInt(Ue.value,10),pe=he-3,U&&(he+=1),this.instrument.Staves[0].StafflineCount===1&&(pe+=1)),Ve){de=NoteEnum[Ve.value.toUpperCase()];let tt=0,Ke=this.musicSheet.Rules.PercussionXMLDisplayStepNoteValueShift;this.instrument.Staves[0].StafflineCount===1&&(Ke-=3),[me,tt]=Pitch.lineShiftFromNoteEnum(de,Ke),pe+=tt}}else ze.name==="instrument"?ze.firstAttribute&&(be=ze.firstAttribute.value):ze.name==="notehead"&&(Se=ze.value,ze.attribute("filled")&&(ve=ze.attribute("filled").value==="yes"))}catch(Ve){log$2.info("VoiceGenerator.addSingleNote: ",Ve)}}he-=Pitch.OctaveXmlDifference;const Ee=new Pitch(de,he,fe,ce),ge=Fraction$1.createFromFraction(D);let we,Le=-1,Me=-1;const Pe=[],Ce=B.element("notations");if(Ce){const Ie=Ce.element("technical");if(Ie){const Ge=Ie.element("string");Ge&&(Le=parseInt(Ge.value,10));const ze=Ie.element("fret");ze&&(Me=parseInt(ze.value,10)),Ie.elements("bend").forEach(function(Ue){const tt=Ue.element("bend-alter");Ue.element("release")!==void 0?Pe.push({bendalter:parseInt(tt.value,10),direction:"down"}):Pe.push({bendalter:parseInt(tt.value,10),direction:"up"})})}}Le<0||Me<0?we=new Note$1(this.currentVoiceEntry,this.currentStaffEntry,ge,Ee,this.currentMeasure):we=new TabNote(this.currentVoiceEntry,this.currentStaffEntry,ge,Ee,this.currentMeasure,Le,Me,Pe);let De=!1;return(B==null?void 0:B.element("dot"))&&(De=!0),this.addNoteInfo(we,F,Y,Q,W,me,pe,ie,ie,De),we.TypeLength=G,we.IsGraceNote=K,we.StemDirectionXml=Z,we.TremoloStrokes=J,we.PlaybackInstrumentId=be,(Se!==void 0&&Se!=="normal"||ve!==void 0)&&(we.Notehead=new Notehead(we,Se,ve)),we.NoteheadColorXml=ie,we.NoteheadColor=ie,we.PlaybackInstrumentId=be,we.TremoloType=se,we.glissandoType=re,we.slideType=ae,this.currentVoiceEntry.addNote(we),Z===StemDirectionType.None&&(te="#00000000"),this.currentVoiceEntry.StemDirectionXml=Z,te&&(this.currentVoiceEntry.StemColorXml=te,this.currentVoiceEntry.StemColor=te,we.StemColorXml=te),B.elements("beam")&&!q&&this.createBeam(B,we),we}addRestNote(B,D,F,G,W,q,U){const Y=Fraction$1.createFromFraction(D),Q=B.element("display-step"),K=B.element("display-octave");let Z,J,te;Q&&K&&(Z=NoteEnum[Q.value.toUpperCase()],J=parseInt(K.value,10),te=new Pitch(Z,J,AccidentalEnum.NONE));const ie=new Note$1(this.currentVoiceEntry,this.currentStaffEntry,Y,te,this.currentMeasure,!0);return this.addNoteInfo(ie,F,W,q,G,Z,J,U,U),this.currentVoiceEntry.Notes.push(ie),this.openBeams.length>0&&this.openBeams.last().ExtendedNoteList.push(ie),ie}addNoteInfo(B,D,F,G,W,q,U,Y,Q,K){B.NoteTypeXml=D,B.PrintObject=F,B.IsCueNote=G,B.NormalNotes=W,B.displayStepUnpitched=q,B.displayOctaveUnpitched=U,B.NoteheadColorXml=Y,B.NoteheadColor=Y,K&&(B.isDotNote=K)}createBeam(B,D){var F;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 U=B.elements("beam"),Y=U[0].value;U&&(Y==="begin"?(q===((F=this.openBeams.last())==null?void 0:F.BeamNumber)?(this.beamNumberOffset++,q+=this.beamNumberOffset):this.openBeams.last()&&this.handleOpenBeam(),this.openBeams.push(new Beam(q,this.beamNumberOffset))):q+=this.beamNumberOffset);let Q=!1;if(!(q>0&&q<=this.openBeams.length)||!this.openBeams[q-1]){log$2.debug("[OSMD] invalid beamnumber");return}for(let K=0,Z=this.openBeams[q-1].Notes.length;K<Z;++K){const J=this.openBeams[q-1].Notes[K];this.currentVoiceEntry===J.ParentVoiceEntry&&(Q=!0)}Q||(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 F=CollectionUtil.last(B.Notes).ParentStaffEntry,G=this.currentMeasure.getVerticalContainerIndexByTimestamp(F.Timestamp),W=F.VerticalContainerParent.StaffEntries.indexOf(F);if(G<this.currentMeasure.VerticalSourceStaffEntryContainers.length-1){const q=this.currentMeasure.VerticalSourceStaffEntryContainers[G+1].StaffEntries[W];if(q)for(let U=0,Y=q.VoiceEntries.length;U<Y;++U){const Q=q.VoiceEntries[U];if(Q.ParentVoice===this.voice){const K=Q.Notes[0];K.Length.lte(new Fraction$1(1,8))?(this.openBeams.last().addNoteToBeam(K),this.endBeam()):this.endBeam()}}}else this.endBeam()}}addTuplet(B,D){let F=!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,U=W.length;q<U;++q){const Y=W[q];if(Y!==void 0&&Y.attributes()){const Q=Y.attribute("bracket");Q&&Q.value==="yes"&&(F=!0);const K=Y.attribute("type");if(K&&K.value==="start"){let Z=1;Y.attribute("number")&&(Z=parseInt(Y.attribute("number").value,10));let J=0;if(G&&(J=parseInt(G.value,10),isNaN(J))){const re=ITextTranslation.translateText("ReaderErrorMessages/TupletNoteDurationError","Invalid tuplet note duration.");throw this.musicSheet.SheetErrors.pushMeasureError(re),new MusicSheetReadingException(re,void 0)}const te=new Tuplet(J,F);te.tupletLabelNumberPlacement=PlacementEnum.Above;const ie=Y.attribute("placement");ie&&(ie.value==="below"&&(te.tupletLabelNumberPlacement=PlacementEnum.Below),te.PlacementFromXml=!0),this.tupletDict[Z]&&(delete this.tupletDict[Z],Object.keys(this.tupletDict).length===0?this.openTupletNumber=0:Object.keys(this.tupletDict).length>1&&this.openTupletNumber--),this.tupletDict[Z]=te;const se=[];se.push(this.currentNote),te.Notes.push(se),te.Fractions.push(this.getTupletNoteDurationFromType(B)),this.currentNote.NoteTuplet=te,this.openTupletNumber=Z}else if(K.value==="stop"){let Z=1;Y.attribute("number")&&(Z=parseInt(Y.attribute("number").value,10));const J=this.tupletDict[Z];if(J){const te=Y.attribute("placement");te&&(te.value==="below"?J.tupletLabelNumberPlacement=PlacementEnum.Below:J.tupletLabelNumberPlacement=PlacementEnum.Above,J.PlacementFromXml=!0);const ie=[];if(ie.push(this.currentNote),J.Notes.push(ie),!J.PlacementFromXml){let se=!1;for(const re of J.Notes){for(const ae of re)if(!ae.isRest()){ae.StemDirectionXml===StemDirectionType.Down?J.tupletLabelNumberPlacement=PlacementEnum.Below:J.tupletLabelNumberPlacement=PlacementEnum.Above,se=!0;break}if(se)break}}J.Fractions.push(this.getTupletNoteDurationFromType(B)),this.currentNote.NoteTuplet=J,delete this.tupletDict[Z],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 U=isNaN(q),Y=G.attribute("bracket");if(Y&&Y.value==="yes"&&(F=!0),W==="start"){let Q=0,K=B.element("time-modification");if(K&&(K=K.element("actual-notes")),K&&(Q=parseInt(K.value,10),isNaN(Q))){const ie=ITextTranslation.translateText("ReaderErrorMessages/TupletNoteDurationError","Invalid tuplet note duration.");throw this.musicSheet.SheetErrors.pushMeasureError(ie),new MusicSheetReadingException(ie)}U&&(this.openTupletNumber++,q=this.openTupletNumber);let Z=this.tupletDict[q];Z||(Z=this.tupletDict[q]=new Tuplet(Q,F),Z.tupletLabelNumberPlacement=PlacementEnum.Above);const J=G.attribute("placement");J&&(J.value==="below"?Z.tupletLabelNumberPlacement=PlacementEnum.Below:Z.tupletLabelNumberPlacement=PlacementEnum.Above,Z.PlacementFromXml=!0);const te=[];te.push(this.currentNote),Z.Notes.push(te),Z.Fractions.push(this.getTupletNoteDurationFromType(B)),this.currentNote.NoteTuplet=Z,this.openTupletNumber=q}else if(W==="stop"){U&&(q=this.openTupletNumber);const Q=this.tupletDict[this.openTupletNumber];if(Q){const K=G.attribute("placement");K&&(K.value==="below"?Q.tupletLabelNumberPlacement=PlacementEnum.Below:Q.tupletLabelNumberPlacement=PlacementEnum.Above,Q.PlacementFromXml=!0);const Z=[];if(Z.push(this.currentNote),Q.Notes.push(Z),!Q.PlacementFromXml){let J=!1;for(const te of Q.Notes){for(const ie of te)if(!ie.isRest()){ie.StemDirectionXml===StemDirectionType.Down?Q.tupletLabelNumberPlacement=PlacementEnum.Below:Q.tupletLabelNumberPlacement=PlacementEnum.Above,J=!0;break}if(J)break}}Q.Fractions.push(this.getTupletNoteDurationFromType(B)),this.currentNote.NoteTuplet=Q,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],F=CollectionUtil.last(D.Notes),G=F[0].ParentVoiceEntry;let W;G.Timestamp.Equals(this.currentVoiceEntry.Timestamp)?W=F:(W=[],D.Notes.push(W),D.Fractions.push(this.getTupletNoteDurationFromType(B))),W.push(this.currentNote),this.currentNote.NoteTuplet=D}catch(D){const F=ITextTranslation.translateText("ReaderErrorMessages/TupletNumberError","Invalid tuplet number.");throw this.musicSheet.SheetErrors.pushMeasureError(F),D}else if(this.currentVoiceEntry.Notes.length>0){const D=this.currentVoiceEntry.Notes[0];if(D.NoteTuplet){const F=D.NoteTuplet;CollectionUtil.last(F.Notes).push(this.currentNote),this.currentNote.NoteTuplet=F}}}addTie(B,D,F,G){if(B){if(B.length===1){const W=B[0];if(W!==void 0&&W.attributes()){const q=this.getTieDirection(W),U=W.attribute("type").value;try{if(U==="start"){const Y=this.findCurrentNoteInTieDict(this.currentNote);Y<0&&delete this.openTieDict[Y];const Q=this.getNextAvailableNumberForTie(),K=new Tie(this.currentNote,G);this.openTieDict[Q]=K,K.TieNumber=Q,K.TieDirection=q}else if(U==="stop"){const Y=this.findCurrentNoteInTieDict(this.currentNote),Q=this.openTieDict[Y];Q&&(Q.AddNote(this.currentNote),delete this.openTieDict[Y])}}catch{const Q=ITextTranslation.translateText("ReaderErrorMessages/TieError","Error while reading tie.");this.musicSheet.SheetErrors.pushMeasureError(Q)}}}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 U of B)if(U.attribute("type").value==="start"){const Q=this.getTieDirection(U);q.NoteIndexToTieDirection[q.Notes.length-1]=Q}}}}}getTieDirection(B){let D=PlacementEnum.NotYetDefined;const F=B.attribute("placement");F&&(F.value==="above"?D=PlacementEnum.Above:F.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,F)=>+D-+F);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 F in D)if(D.hasOwnProperty(F)){const G=D[F],W=G.Notes[0],q=B;if(G.Pitch.FundamentalNote===B.Pitch.FundamentalNote&&G.Pitch.Octave===B.Pitch.Octave)return parseInt(F,10);if(W.StringNumberTab!==void 0&&W.StringNumberTab===q.StringNumberTab)return parseInt(F,10)}return-1}getTupletNoteDurationFromType(B){if(B.element("type")){const D=B.element("type");if(D){const F=D.value;try{return NoteTypeHandler.getNoteDurationFromType(F)}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,F){const G=B.element("root"),W=B.element("kind"),q=W.attribute("text");if(!G||!W)return;const U=G.element("root-step"),Y=G.element("root-alter");if(!U)return;let Q;try{Q=NoteEnum[U.value.trim()]}catch(le){const ce=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(ce),log$2.debug("InstrumentReader.readChordSymbol",ce,le);return}let K=AccidentalEnum.NONE;if(Y)try{K=Pitch.AccidentalFromHalfTones(parseInt(Y.value,10))}catch(le){const ce=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(ce),log$2.debug("InstrumentReader.readChordSymbol",ce,le)}const Z=new Pitch(Q,1,K);let J=W.value.trim().replace("-","");if(q)switch(q.value){case"aug":J="augmented";break;case"dim":J="diminished";break}let te;try{te=ChordSymbolEnum[J]}catch(le){const ce=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(ce),log$2.debug("InstrumentReader.readChordSymbol",ce,le);return}let ie;const se=B.element("bass");if(se){const le=se.element("bass-step"),ce=se.element("bass-alter");let fe=NoteEnum.C;if(le)try{fe=NoteEnum[le.value.trim()]}catch(me){const he=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(he),log$2.debug("InstrumentReader.readChordSymbol",he,me);return}let de=AccidentalEnum.NONE;if(ce)try{de=Pitch.AccidentalFromHalfTones(parseInt(ce.value,10))}catch(me){const he=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(he),log$2.debug("InstrumentReader.readChordSymbol",he,me)}ie=new Pitch(fe,1,de)}const re=[],ae=B.elements("degree");for(const le of ae)if(le){const ce=le.element("degree-value"),fe=le.element("degree-alter"),de=le.element("degree-type");if(!ce||!fe||!de)return;let me;try{me=parseInt(ce.value.trim(),10)}catch(be){const Se=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(Se),log$2.debug("InstrumentReader.readChordSymbol",Se,be);return}let he;try{he=Pitch.AccidentalFromHalfTones(parseInt(fe.value,10))}catch(be){const Se=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(Se),log$2.debug("InstrumentReader.readChordSymbol",Se,be);return}let pe;try{pe=ChordDegreeText[de.value.trim().toLowerCase()]}catch(be){const Se=ITextTranslation.translateText("ReaderErrorMessages/ChordSymbolError","Invalid chord symbol");D.SheetErrors.pushMeasureError(Se),log$2.debug("InstrumentReader.readChordSymbol",Se,be);return}re.push(new Degree(me,he,pe))}return new ChordSymbolContainer(Z,te,ie,re,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,F){this.openContinuousDynamicExpressions=[],this.musicSheet=B,this.staffNumber=F,this.globalStaffIndex=B.getGlobalStaffIndexOfFirstStaff(D)+(F-1),this.initialize()}readExpressionParameters(B,D,F,G,W,q,U){this.initialize();const Y=B.element("offset");if(Y!==void 0&&!U)try{this.offsetDivisions=parseInt(Y.value,10)}catch(Z){const J="ReaderErrorMessages/ExpressionOffsetError, Invalid expression offset -> set to default.";log$2.debug("ExpressionReader.readExpressionParameters",J,Z),this.musicSheet.SheetErrors.pushMeasureError(J),this.offsetDivisions=0}this.directionTimestamp=Fraction$1.createFromFraction(G);let Q=new Fraction$1(Math.abs(this.offsetDivisions),F*4);this.offsetDivisions>0?G.RealValue>0?(Q=Fraction$1.multiply(Fraction$1.minus(G,W),Q),this.directionTimestamp=Fraction$1.plus(Q,G)):this.directionTimestamp=Fraction$1.createFromFraction(Q):this.offsetDivisions<0&&(G.RealValue>0?(Q=Fraction$1.multiply(Fraction$1.minus(G,W),Q),this.directionTimestamp=Fraction$1.minus(G,Q)):this.directionTimestamp=Fraction$1.createFromFraction(Q));const K=B.attribute("placement");if(K)try{const Z=K.value;Z==="below"?this.placement=PlacementEnum.Below:Z==="above"&&(this.placement=PlacementEnum.Above)}catch(Z){const J=ITextTranslation.translateText("ReaderErrorMessages/ExpressionPlacementError","Invalid expression placement -> set to default.");log$2.debug("ExpressionReader.readExpressionParameters",J,Z),this.musicSheet.SheetErrors.pushMeasureError(J),this.placement=PlacementEnum.Below}if(this.placement===PlacementEnum.NotYetDefined)try{const Z=B.element("direction-type");if(Z){const J=Z.element("dynamics");if(J){const re=J.attribute("default-y");re&&this.readExpressionPlacement(re,"read dynamics y pos")}const te=Z.element("wedge");if(te){const re=te.attribute("default-y");re&&this.readExpressionPlacement(re,"read wedge y pos")}const ie=Z.element("words");if(ie){const re=ie.attribute("default-y");re&&this.readExpressionPlacement(re,"read words y pos")}const se=Z.element("rehearsal");if(se){const re=se.attribute("default-y");re&&this.readExpressionPlacement(re,"read rehearsal pos")}}}catch(Z){const J=ITextTranslation.translateText("ReaderErrorMessages/ExpressionPlacementError","Invalid expression placement -> set to default.");log$2.debug("ExpressionReader.readExpressionParameters",J,Z),this.musicSheet.SheetErrors.pushMeasureError(J),this.placement=PlacementEnum.Below}this.placement===PlacementEnum.NotYetDefined&&(D.Staves.length>1?this.placement=PlacementEnum.Below:D.HasLyrics?this.placement=PlacementEnum.Above:this.placement=PlacementEnum.Below)}read(B,D,F,G=void 0,W=0,q){let U=!1,Y=!1;const Q=B.element("sound");if(Q){const J=Q.attribute("tempo"),te=Q.attribute("dynamics");if(J){const ie=J.value.match(/^(\d+)(\.\d+)?$/);(ie==null?void 0:ie.length)>0?this.soundTempo=Math.round(Number.parseFloat(J.value)):(log$2.info("invalid xml tempo: "+J.value),this.soundTempo=100),D.TempoInBPM=this.soundTempo,this.musicSheet.DefaultStartTempoInBpm===0&&(this.musicSheet.DefaultStartTempoInBpm=this.soundTempo),this.musicSheet.HasBPMInfo=!0,U=!0}if(te){const ie=te.value.match(/\d+/);this.soundDynamic=ie!==void 0?parseInt(ie[0],10):100,Y=!0}}const K=B.element("direction-type");if(!K)return;let Z=K.element("metronome");if(Z){D.metronomeNoteIndex=0;const J=Z.element("beat-unit"),te=Z.element("beat-unit-dot")!==void 0,ie=Z.element("per-minute");if(J!==void 0&&ie){Z.hasAttributes&&Z.attribute("default-x")!==void 0&&(this.directionTimestamp=Fraction$1.createFromFraction(F));const re=parseFloat(ie.value);!q&&this.createNewTempoExpressionIfNeeded(D);const ae=new InstantaneousTempoExpression(void 0,this.placement,this.staffNumber,re,this.currentMultiTempoExpression,!0);ae.parentMeasure=D,this.soundTempo=re,D.TempoInBPM=this.soundTempo*(te?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,ae.dotted=te,ae.beatUnit=J.value,this.currentMultiTempoExpression.addExpression(ae,""),this.currentMultiTempoExpression.CombinedExpressionsText="test"}return}if(Z=K.element("dynamics"),Z){const J=B.element("notations")!==void 0;this.interpretInstantaneousDynamics(Z,D,F,J);return}if(Z=K.element("words"),Z){const J=K.elements("words");let te="";for(const ie of J)te+=ie.value;if(Z.value=te,U||isSpeedKeyword(Z.value)||isSpeedHiddenKeyword(Z.value)){this.createNewTempoExpressionIfNeeded(D),this.currentMultiTempoExpression.CombinedExpressionsText=Z.value,(isSpeedKeyword(Z.value)||isSpeedHiddenKeyword(Z.value))&&(Z.value=void 0);const ie=new InstantaneousTempoExpression(Z.value,this.placement,this.staffNumber,this.soundTempo,this.currentMultiTempoExpression);this.currentMultiTempoExpression.addExpression(ie,"")}else Y||this.interpretWords(Z,D,F);return}if(Z=K.element("wedge"),Z){this.interpretWedge(Z,D,G,D.MeasureNumber);return}if(Z=K.element("rehearsal"),Z){this.interpretRehearsalMark(Z,D,F,D.MeasureNumber);return}}closeOpenExpressions(B,D){for(const F of this.openContinuousDynamicExpressions)this.createNewMultiExpressionIfNeeded(B,F.NumberXml,D),this.closeOpenContinuousDynamic(F,B,D);this.openContinuousTempoExpression&&this.closeOpenContinuousTempo(Fraction$1.plus(B.AbsoluteTimestamp,D))}addOctaveShift(B,D,F){var U;let G=1;const W=B.element("staff");if(W)try{G=parseInt(W.value,10)}catch(Y){const Q=ITextTranslation.translateText("ReaderErrorMessages/OctaveShiftStaffError","Invalid octave shift staff number -> set to default");this.musicSheet.SheetErrors.pushMeasureError(Q),G=1,log$2.debug("ExpressionReader.addOctaveShift",Q,Y)}const q=B.element("direction-type");if(q){const Y=q.element("octave-shift"),Q=this.readPlacement(B);if(Y!==void 0&&Y.hasAttributes)try{const K=this.readNumber(Y);if(Y.attribute("size")){const Z=parseInt(Y.attribute("size").value,10);let J=0;Z===8?J=1:Z===15&&(J=2);let te=(U=Y.attribute("type"))==null?void 0:U.value;if(te||(Q===PlacementEnum.Above?te="down":Q===PlacementEnum.Below&&(te="up")),te==="up"||te==="down"){const ie=new OctaveShift(te,J);ie.StaffNumber=G,this.getMultiExpression=this.createNewMultiExpressionIfNeeded(D,K),this.getMultiExpression.OctaveShiftStart=ie,ie.ParentStartMultiExpression=this.getMultiExpression,this.openOctaveShift=ie}else if(te==="stop"){if(this.openOctaveShift){this.getMultiExpression=this.createNewMultiExpressionIfNeeded(D,this.openOctaveShift.numberXml,F);const ie=this.getMultiExpression;ie.OctaveShiftEnd=this.openOctaveShift,this.openOctaveShift.ParentEndMultiExpression=this.getMultiExpression,this.openOctaveShift=void 0}}else te||log$2.debug("octave-shift missing type in xml")}}catch(K){const Z=ITextTranslation.translateText("ReaderErrorMessages/OctaveShiftError","Error while reading octave shift.");this.musicSheet.SheetErrors.pushMeasureError(Z),log$2.debug("ExpressionReader.addOctaveShift",Z,K)}}}addPedalMarking(B,D,F){var W,q,U,Y;const G=B.element("direction-type");if(G){const Q=G.element("pedal");if(Q!==void 0&&Q.hasAttributes){let K=!1,Z=!1;try{switch(((W=Q.attribute("line"))==null?void 0:W.value)==="yes"?Z=!0:((q=Q.attribute("line"))==null?void 0:q.value)==="no"&&(Z=!1,K=!0),((U=Q.attribute("sign"))==null?void 0:U.value)==="yes"?K=!0:((Y=Q.attribute("sign"))==null?void 0:Y.value)==="no"&&(K=!1,Z=!0),Q.attribute("type").value){case"start":this.openPedal&&this.openPedal.IsLine&&this.endOpenPedal(D),this.createNewMultiExpressionIfNeeded(D,-1),this.openPedal=new Pedal(Z,K),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(Z,K),this.openPedal.ChangeBegin=!0,this.getMultiExpression.PedalStart=this.openPedal,this.openPedal.ParentStartMultiExpression=this.getMultiExpression);break;case"continue":break;default:break}}catch(J){const te=ITextTranslation.translateText("ReaderErrorMessages/PedalError","Error while reading pedal.");this.musicSheet.SheetErrors.pushMeasureError(te),log$2.debug("ExpressionReader.addPedalMarking",te,J)}}}}endOpenPedal(B){this.createNewMultiExpressionIfNeeded(B,-1),this.getMultiExpression.PedalEnd=this.openPedal,this.openPedal.ParentEndMultiExpression=this.getMultiExpression,this.openPedal=void 0}addWavyLine(B,D,F,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,F),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 F;const D=(F=B.attribute("placement"))==null?void 0:F.value;return D==="above"?PlacementEnum.Above:D==="below"?PlacementEnum.Below:PlacementEnum.NotYetDefined}readExpressionPlacement(B,D){try{const F=parseInt(B.value,10);F<0?this.placement=PlacementEnum.Below:F>0&&(this.placement=PlacementEnum.Above)}catch(F){log$2.debug("ExpressionReader.readExpressionParameters",D,F)}}interpretInstantaneousDynamics(B,D,F,G){if(B.hasElements){B.hasAttributes&&B.attribute("default-x")&&(this.directionTimestamp=Fraction$1.createFromFraction(F));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(F)):this.createNewMultiExpressionIfNeeded(D,W);const U=new InstantaneousDynamicExpression(q,this.soundDynamic,this.placement,this.staffNumber,D);U.InMeasureTimestamp=F.clone(),this.getMultiExpression.addExpression(U,""),this.initialize(),this.activeInstantaneousDynamic?this.activeInstantaneousDynamic.DynEnum=U.DynEnum:this.activeInstantaneousDynamic=new InstantaneousDynamicExpression(q,0,PlacementEnum.NotYetDefined,1,D)}}}interpretWords(B,D,F){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(F)),this.checkIfWordsNodeIsRepetitionInstruction(G))return;this.fillMultiOrTempoExpression(G,D,F,W),this.initialize()}}readNumber(B){var G;let D=1;const F=(G=B.attribute("number"))==null?void 0:G.value;return F&&(D=Number.parseInt(F,10)),D}interpretWedge(B,D,F,G){var q,U;B!==void 0&&B.hasAttributes&&B.attribute("default-x")&&(this.directionTimestamp=Fraction$1.createFromFraction(F));const W=this.readNumber(B);((U=(q=B.attribute("type"))==null?void 0:q.value)==null?void 0:U.toLowerCase())==="stop"?this.createNewMultiExpressionIfNeeded(D,W,F):this.createNewMultiExpressionIfNeeded(D,W),this.addWedge(B,D,F),this.initialize()}interpretRehearsalMark(B,D,F,G){D.rehearsalExpression=new RehearsalExpression(B.value,this.placement)}createNewMultiExpressionIfNeeded(B,D,F=void 0){F||(F=this.directionTimestamp);let G=this.getMultiExpression;return(!G||G&&(G.SourceMeasureParent!==B||G.numberXml!==D||G.SourceMeasureParent===B&&G.Timestamp!==F))&&(this.getMultiExpression=G=new MultiExpression(B,Fraction$1.createFromFraction(F)),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,F){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 U=this.getMultiExpression;U||(U=this.createNewMultiExpressionIfNeeded(D,G)),U.StartingContinuousDynamic=q,q.StartMultiExpression=U,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,F)}catch(q){const U="ReaderErrorMessages/WedgeError, Error while reading Crescendo / Diminuendo.";this.musicSheet.SheetErrors.pushMeasureError(U),log$2.debug("ExpressionReader.addWedge",U,q)}}}fillMultiOrTempoExpression(B,D,F,G){if(!B)return;const W=B.trim();this.createExpressionFromString("",W,D,F,B,G)}createExpressionFromString(B,D,F,G,W,q){if(InstantaneousTempoExpression.isInputStringInstantaneousTempo(D)||ContinuousTempoExpression.isInputStringContinuousTempo(D)){if(F.TempoExpressions.length>0)for(let K=0,Z=F.TempoExpressions.length;K<Z;++K){const J=F.TempoExpressions[K];if(J.Timestamp===this.directionTimestamp&&J.InstantaneousTempo!==void 0&&J.InstantaneousTempo.Label.indexOf(D)!==-1)return!1}if(this.createNewTempoExpressionIfNeeded(F),this.currentMultiTempoExpression.CombinedExpressionsText=W,InstantaneousTempoExpression.isInputStringInstantaneousTempo(D)){const K=new InstantaneousTempoExpression(D,this.placement,this.staffNumber,this.soundTempo,this.currentMultiTempoExpression);return this.currentMultiTempoExpression.addExpression(K,B),!0}if(ContinuousTempoExpression.isInputStringContinuousTempo(D)){const K=new ContinuousTempoExpression(D,this.placement,this.staffNumber,this.currentMultiTempoExpression);return this.currentMultiTempoExpression.addExpression(K,B),!0}}if(ContinuousDynamicExpression.isInputStringContinuousDynamic(D)){const K=new ContinuousDynamicExpression(void 0,this.placement,this.staffNumber,F,this.activeInstantaneousDynamic,-1,D),Z=this.getMultiExpression;return Z&&this.closeOpenContinuousDynamic(Z.StartingContinuousDynamic,F,G),this.createNewMultiExpressionIfNeeded(F,-1),this.activeInstantaneousDynamic!==void 0&&this.activeInstantaneousDynamic.StaffNumber===K.StaffNumber&&(this.activeInstantaneousDynamic=void 0),this.openContinuousDynamicExpressions.push(K),K.StartMultiExpression=this.getMultiExpression,this.getMultiExpression.addExpression(K,B),!0}if(MoodExpression.isInputStringMood(D)){const K=this.createNewMultiExpressionIfNeeded(F,-1);F.hasMoodExpressions=!0;const Z=new MoodExpression(D,this.placement,this.staffNumber);return Z.fontStyle=q,K.addExpression(Z,B),!0}const U=this.createNewMultiExpressionIfNeeded(F,-1);if(F.TempoExpressions.length>0)for(let K=0,Z=F.TempoExpressions.length;K<Z;++K){const J=F.TempoExpressions[K];if(J.Timestamp===this.directionTimestamp&&J.InstantaneousTempo!==void 0&&J.EntriesList.length>0&&!this.hasDigit(D)&&this.globalStaffIndex>0){if(J.EntriesList[0].label.indexOf(D)>=0)return!1;break}}let Y=TextAlignmentEnum.CenterBottom;this.musicSheet.Rules.CompactMode&&(Y=TextAlignmentEnum.LeftBottom);const Q=new UnknownExpression(D,this.placement,Y,this.staffNumber);return Q.fontStyle=q,U.addExpression(Q,B),!1}closeOpenContinuousDynamic(B,D,F){if(!B)return;const G=B.NumberXml;B.EndMultiExpression=this.createNewMultiExpressionIfNeeded(D,G,F),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 F=this.startNote.NoteSlurs[B];if(F!==this&&F.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 F=this.endNote.NoteSlurs[B];if(F!==this&&F.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,F=this.startNote.NoteSlurs.length;D<F;++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,F=this.endNote.NoteSlurs.length;D<F;++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 F of B)if(F.attributes().length>0){const G=F.attribute("type").value;let W=1;try{F.attribute("number")&&(W=parseInt(F.attribute("number").value,10))}catch(Q){log$2.debug("VoiceGenerator.addSlur number: ",Q)}let q=PlacementEnum.NotYetDefined;const U=F.attribute("placement");U&&U.value&&(U.value==="above"?q=PlacementEnum.Above:U.value==="below"&&(q=PlacementEnum.Below));const Y=F.attribute("orientation");if(Y&&Y.value&&(Y.value==="over"?q=PlacementEnum.Above:Y.value==="under"&&(q=PlacementEnum.Below)),G==="start"){let Q=this.openSlurDict[W];Q||(Q=new Slur,this.openSlurDict[W]=Q),Q.StartNote=D,Q.PlacementXml=q}else if(G==="stop"){const Q=this.openSlurDict[W];Q&&(Q.EndNote=D,D.checkForDoubleSlur(Q)||(D.NoteSlurs.push(Q),Q.StartNote.NoteSlurs.push(Q)),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,F,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=F,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,F){var K,Z,J,te,ie,se,re,ae,le,ce;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 U=!1;const Y=[];let Q=!1;try{const fe=this.xmlMeasureList[this.currentXmlMeasureIndex],de=fe.elements();if(B.Rules.UseXMLMeasureNumbers&&!Number.isInteger(B.MeasureNumberXML)){const he=parseInt((K=fe.attribute("number"))==null?void 0:K.value,10);Number.isInteger(he)&&(B.MeasureNumberXML=he)}let me;for(let he=0;he<de.length;he++){const pe=de[he];if(he>0&&(me=de[he-1]),pe.name==="print"){const be=pe.attribute("new-system");(be==null?void 0:be.value)==="yes"&&(B.printNewSystemXml=!0);const Se=pe.attribute("new-page");(Se==null?void 0:Se.value)==="yes"&&(B.printNewPageXml=!0)}else if(pe.name==="note"){pe.element("grace")||(this.xmlNotes.push(pe),Y.push(pe));let be=!0;((Z=pe.attribute("print-object"))==null?void 0:Z.value)==="no"&&(be=!1);let Se=1;this.instrument.Staves.length>1&&pe.element("staff")&&(Se=parseInt(pe.element("staff").value,10),isNaN(Se)&&(log$2.debug("InstrumentReader.readNextXmlMeasure.get staff number"),Se=1)),this.currentStaff=this.instrument.Staves[Se-1];const ve=pe.element("chord")!==void 0;if(pe.element("voice")){const Qe=parseInt(pe.element("voice").value,10);this.currentVoiceGenerator=this.getOrCreateVoiceGenerator(Qe,Se-1)}else(!ve||!this.currentVoiceGenerator)&&(this.currentVoiceGenerator=this.getOrCreateVoiceGenerator(1,Se-1));let xe=0,Ee=new Fraction$1(0,1),ge=2,we,Le=!1;if(pe.element("duration")){if(xe=parseInt(pe.element("duration").value,10),isNaN(xe)){const Qe=ITextTranslation.translateText("ReaderErrorMessages/NoteDurationError","Invalid Note Duration.");this.musicSheet.SheetErrors.pushMeasureError(Qe),log$2.debug("InstrumentReader.readNextXmlMeasure",Qe);continue}else if(Ee=new Fraction$1(xe,4*this.divisions),xe===0?Ee=this.getNoteDurationFromTypeNode(pe):we=this.getNoteDurationFromTypeNode(pe),pe.element("time-modification")){Ee=this.getNoteDurationForTuplet(pe);const Qe=pe.element("time-modification");Qe!=null&&Qe.element("normal-notes")&&(ge=parseInt(Qe.element("normal-notes").value,10)),Le=!0}}const Me=pe.element("rest")!==void 0,Pe=pe.element("notations"),Ce=pe.element("grace")!==void 0||xe===0||ve&&U;let De=!1,Ne=!1;if(Ce){const Qe=pe.element("duration"),nt=pe.element("grace");nt&&nt.attributes()&&nt.attribute("slash")&&nt.attribute("slash").value==="yes"&&(De=!0),Qe||(Ee=this.getNoteDurationFromTypeNode(pe));const Ye=pe.element("notations");Ye&&Ye.element("slur")&&(Ne=!0)}let Ie=!1;pe.element("cue")&&(Ie=!0);const ze=pe.element("type");let Ve=NoteType.UNDEFINED;if(ze){const Qe=ze.attribute("size");(Qe==null?void 0:Qe.value)==="cue"&&(Ie=!0),Ve=NoteTypeHandler.StringToNoteType(ze.value)}let Ue=StemDirectionType.Undefined,tt;const Ke=pe.element("stem");if(Ke){switch(Ke.value){case"down":Ue=StemDirectionType.Down;break;case"up":Ue=StemDirectionType.Up;break;case"double":Ue=StemDirectionType.Double;break;case"none":Ue=StemDirectionType.None;break;default:Ue=StemDirectionType.Undefined}const Qe=Ke.attribute("color");Qe&&(tt=this.parseXmlColor(Qe.value))}let rt=0,pt="",ht="",gt="";if(Pe){const Qe=Pe.element("ornaments");if(Qe){const ft=Qe.element("tremolo");if(ft){const xt=ft.attribute("type");if(pt=xt.value,xt){const At=parseInt(ft.value,10);At>0&&(rt=At),(xt.value==="start"||xt.value==="stop")&&(Ee=new Fraction$1(parseInt(pe.element("duration").value,10),4*this.divisions))}}const vt=Qe.elements("wavy-line");if(vt!==void 0)for(const xt of vt){const At=this.expressionReaders[this.readExpressionStaffNumber(pe)-1];At&&(At.readExpressionParameters(xt,this.instrument,this.divisions,G,W,this.currentMeasure.MeasureNumber,!1),At.addWavyLine(xt,this.currentMeasure,G,W))}}Pe.elements("glissando").find(ft=>ft.attribute("type").value==="start")&&(ht="start"),Pe.elements("slide").find(ft=>ft.attribute("type").value==="start")&&(gt="start")}let ke;const Be=pe.element("notehead");if(Be){const Qe=Be.attribute("color");Qe&&(ke=this.parseXmlColor(Qe.value))}let Ze;const _e=pe.attribute("color");_e&&(Ze=this.parseXmlColor(_e.value),ke||(ke=Ze),tt||(tt=Ze));let Fe=G.clone();ve&&(Fe=W.clone()),this.currentStaffEntry=this.currentMeasure.findOrCreateStaffEntry(Fe,this.inSourceMeasureInstrumentIndex+Se-1,this.currentStaff).staffEntry,(!this.currentVoiceGenerator.hasVoiceEntry()||!ve&&!Ce&&!U||Ce&&!U||Ce&&!ve||!Ce&&U)&&this.currentVoiceGenerator.createVoiceEntry(Fe,this.currentStaffEntry,this.activeKey,this.ActiveRhythm,Ce,De,Ne),!Ce&&!ve&&(W=G.clone(),G.Add(Ee)),ve&&this.currentStaffEntry!==void 0&&this.currentStaffEntry.ParentStaff!==this.currentStaff&&(this.currentStaffEntry=this.currentVoiceGenerator.checkForStaffEntryLink(this.inSourceMeasureInstrumentIndex+Se-1,this.currentStaff,this.currentStaffEntry,this.currentMeasure));const Xe=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,Xe),this.openChordSymbolContainers.length!==0&&(this.currentStaffEntry.ChordContainers=this.openChordSymbolContainers,this.openChordSymbolContainers=[]),this.activeRhythm,!Le&&!Ce&&(Ee=new Fraction$1(xe,4*this.divisions));const $e=pe.elements("dot").length;if(this.currentVoiceGenerator.read(pe,Ee,we,Ve,ge,Me,this.currentStaffEntry,this.currentMeasure,D,this.maxTieNoteFraction,ve,F,be,Ie,Ce,Ue,rt,tt,ke,$e,pt,ht,gt),Pe!==void 0&&Pe.element("dynamics")){const Qe=this.expressionReaders[this.readExpressionStaffNumber(pe)-1];Qe&&(Qe.readExpressionParameters(pe,this.instrument,this.divisions,G,W,this.currentMeasure.MeasureNumber,!1),Qe.read(pe,this.currentMeasure,W,void 0,Y.length))}U=Ce}else if(pe.name==="attributes"){const be=pe.element("divisions");if(be&&(this.divisions=parseInt(be.value,10),isNaN(this.divisions))){const Ee=ITextTranslation.translateText("ReaderErrorMessages/DivisionError","Invalid divisions value at Instrument: ");if(log$2.debug("InstrumentReader.readNextXmlMeasure",Ee),this.divisions=this.readDivisionsFromNotes(),this.divisions>0)this.musicSheet.SheetErrors.push(Ee+this.instrument.Name);else throw q=!0,new MusicSheetReadingException(Ee+this.instrument.Name)}if(!pe.element("divisions")&&this.divisions===0&&this.currentXmlMeasureIndex===0){const Ee=ITextTranslation.translateText("ReaderErrorMessages/DivisionError","Invalid divisions value at Instrument: ");if(this.divisions=this.readDivisionsFromNotes(),this.divisions>0)this.musicSheet.SheetErrors.push(Ee+this.instrument.Name);else throw q=!0,new MusicSheetReadingException(Ee+this.instrument.Name)}this.addAbstractInstruction(pe,F,me,G.clone()),G.Equals(new Fraction$1(0,1))&&this.isAttributesNodeAtBeginOfMeasure(this.xmlMeasureList[this.currentXmlMeasureIndex],pe)&&this.saveAbstractInstructionList(this.instrument.Staves.length,!0),this.isAttributesNodeAtEndOfMeasure(this.xmlMeasureList[this.currentXmlMeasureIndex],pe)&&this.saveClefInstructionAtEndOfMeasure();const Se=pe.elements("staff-details");for(const Ee of Se){const ge=Ee.element("staff-lines");if(ge){let we=1;const Le=Ee.attribute("number");Le&&(we=parseInt(Le.value,10)),this.instrument.Staves[we-1].StafflineCount=parseInt(ge.value,10)}}const ve=pe.element("measure-style");if(ve){const Ee=ve.element("multiple-rest");if(Ee){const ge=Ee.value;let we=0;try{we=Number.parseInt(ge,10),B.multipleRestMeasures!==void 0&&we!==B.multipleRestMeasures?B.multipleRestMeasures=0:(B.multipleRestMeasures=we,this.currentMultirestStartMeasure=B,this.followingMultirestMeasures=we+1)}catch(Le){console.log("multirest parse error: "+Le)}}}const xe=pe.element("clef");if(xe){const Ee=xe.element("clef-octave-change");(!Ee||Number(Ee==null?void 0:Ee.value)===0)&&(window.needPitchVoice=!0)}}else if(pe.name==="forward"){const be=parseInt(pe.element("duration").value,10);G.Add(new Fraction$1(be,4*this.divisions))}else if(pe.name==="backup"){const be=parseInt(pe.element("duration").value,10);G.Sub(new Fraction$1(be,4*this.divisions)),G.IsNegative()&&(G=new Fraction$1(0,1)),W.Sub(new Fraction$1(be,4*this.divisions)),W.IsNegative()&&(W=new Fraction$1(0,1))}else if(pe.name==="direction"){const be=pe.elements("direction-type"),Se=pe.element("direction-type");let ve=Math.min(1,G.RealValue);this.activeRhythm!==void 0&&this.activeRhythm.Rhythm&&(ve/=this.activeRhythm.Rhythm.RealValue);let xe=!1;if(this.repetitionInstructionReader&&(xe=this.repetitionInstructionReader.handleRepetitionInstructionsFromWordsOrSymbols(Se,ve)),!xe){let Ee=this.expressionReaders[0];const ge=this.readExpressionStaffNumber(pe)-1;if(ge<this.expressionReaders.length&&(Ee=this.expressionReaders[ge]),Ee){Se.element("octave-shift")&&(Ee.readExpressionParameters(pe,this.instrument,this.divisions,G,W,this.currentMeasure.MeasureNumber,!0),Ee.addOctaveShift(pe,this.currentMeasure,W.clone())),Se.element("pedal")&&(Ee.readExpressionParameters(pe,this.instrument,this.divisions,G,W,this.currentMeasure.MeasureNumber,!0),Ee.addPedalMarking(pe,this.currentMeasure,W.clone()));const we=Se.element("words");if(we){if(GradientWords.map(Me=>Me==null?void 0:Me.toLocaleLowerCase()).includes((J=we.value)==null?void 0:J.toLocaleLowerCase())&&(this.currentGradualChangeMeasure=this.currentMeasure,this.currentMeasure.speedInfo={startWord:(te=we.value)==null?void 0:te.toLocaleLowerCase(),startXmlNoteIndex:Y.length,endXmlNoteIndex:0,resetXmlNoteIndex:0,startMeasureListIndex:this.currentXmlMeasureIndex,endMeasureListIndex:0,resetMeasureListIndex:0},this.xmlNotes=[]),we.value.startsWith(GRADIENT_SPEED_CLOSE_TAG)&&((ie=this.currentGradualChangeMeasure)==null?void 0:ie.speedInfo)&&(this.currentGradualChangeMeasure.speedInfo={...this.currentGradualChangeMeasure.speedInfo,endXmlNoteIndex:this.xmlNotes.length,endMeasureListIndex:this.currentXmlMeasureIndex}),((se=we.value)==null?void 0:se.toLocaleLowerCase())==="a tempo".toLocaleLowerCase()&&((re=this.currentGradualChangeMeasure)==null?void 0:re.speedInfo)){const{endXmlNoteIndex:Me,resetXmlNoteIndex:Pe,endMeasureListIndex:Ce}=this.currentGradualChangeMeasure.speedInfo;Pe===0&&(this.currentGradualChangeMeasure.speedInfo={...this.currentGradualChangeMeasure.speedInfo,endXmlNoteIndex:Me||this.xmlNotes.length,endMeasureListIndex:Ce||this.currentXmlMeasureIndex,resetXmlNoteIndex:this.xmlNotes.length,resetMeasureListIndex:this.currentXmlMeasureIndex}),this.xmlNotes=[]}we.value&&we.value.toLocaleLowerCase()==="hiddenspeed"?Q=!0:Q=!1}if(be.find(Le=>Le.element("metronome"))&&((ae=this.currentGradualChangeMeasure)==null?void 0:ae.speedInfo)){const{endXmlNoteIndex:Le,resetXmlNoteIndex:Me,endMeasureListIndex:Pe}=this.currentGradualChangeMeasure.speedInfo;Me===0&&(this.currentGradualChangeMeasure.speedInfo={...this.currentGradualChangeMeasure.speedInfo,endXmlNoteIndex:Le||this.xmlNotes.length,endMeasureListIndex:Pe||this.currentXmlMeasureIndex,resetXmlNoteIndex:this.xmlNotes.length,resetMeasureListIndex:this.currentXmlMeasureIndex}),this.xmlNotes=[]}Ee.readExpressionParameters(pe,this.instrument,this.divisions,G,W,this.currentMeasure.MeasureNumber,!1),Ee.read(pe,this.currentMeasure,G,W.clone(),Y.length,Q)}}}else if(pe.name==="barline"){this.repetitionInstructionReader&&this.repetitionInstructionReader.handleLineRepetitionInstructions(pe)&&(this.currentMeasure.HasEndLine=!0);const be=pe.attribute("location");if(he===de.length-1||be&&be.value==="right"){const ve=(le=pe.element("bar-style"))==null?void 0:le.value;if(ve&&(this.currentMeasure.endingBarStyleXml=ve,this.currentMeasure.endingBarStyleEnum=SystemLinesEnumHelper.xmlBarlineStyleToSystemLinesEnum(ve),(ce=this.currentGradualChangeMeasure)!=null&&ce.speedInfo)){const{endXmlNoteIndex:xe,resetXmlNoteIndex:Ee,endMeasureListIndex:ge}=this.currentGradualChangeMeasure.speedInfo;Ee===0&&(this.currentGradualChangeMeasure.speedInfo={...this.currentGradualChangeMeasure.speedInfo,endXmlNoteIndex:xe||this.xmlNotes.length,endMeasureListIndex:ge||this.currentXmlMeasureIndex,resetXmlNoteIndex:this.xmlNotes.length,resetMeasureListIndex:this.currentXmlMeasureIndex}),this.currentGradualChangeMeasure=void 0,this.xmlNotes=[]}}}else if(pe.name==="sound")try{if(pe.attribute("tempo")){const be=parseFloat(pe.attribute("tempo").value);pe.element("offset")&&(this.soundTempos.has(this.currentXmlMeasureIndex)||this.soundTempos.set(this.currentXmlMeasureIndex,[]),this.soundTempos.get(this.currentXmlMeasureIndex).push(be)),this.currentXmlMeasureIndex===0&&(this.musicSheet.DefaultStartTempoInBpm=be,this.musicSheet.HasBPMInfo=!0)}}catch(be){log$2.debug("InstrumentReader.readTempoInstruction",be)}else pe.name==="harmony"&&this.openChordSymbolContainers.push(ChordSymbolReader.readChordSymbol(pe,this.musicSheet,this.activeKey))}for(const he in this.voiceGeneratorsDict)this.voiceGeneratorsDict.hasOwnProperty(he)&&this.voiceGeneratorsDict[he].checkForOpenBeam();if(this.currentXmlMeasureIndex===this.xmlMeasureList.length-1){for(let he=0;he<this.instrument.Staves.length;he++)this.activeClefsHaveBeenInitialized[he]||this.createDefaultClefInstruction(this.musicSheet.getGlobalStaffIndexOfFirstStaff(this.instrument)+he);this.activeKeyHasBeenInitialized||this.createDefaultKeyInstruction();for(let he=0;he<this.expressionReaders.length;he++){const pe=this.expressionReaders[he];pe&&pe.closeOpenExpressions(this.currentMeasure,G)}}Object.keys(this.voiceGeneratorsDict).forEach(he=>{this.voiceGeneratorsDict[he].finalizeReadingMeasure()}),this.musicSheet.HasBPMInfo?B.TempoInBPM===0&&this.previousMeasure&&(this.currentMeasure.TempoInBPM=this.previousMeasure.TempoInBPM):this.currentMeasure.TempoInBPM=window.baseMeasureSpeed||120,this.currentMeasure.TempoInBPM||(this.currentMeasure.TempoInBPM=this.musicSheet.DefaultStartTempoInBpm)}catch(fe){if(q)throw new MusicSheetReadingException(fe.Message);const de=ITextTranslation.translateText("ReaderErrorMessages/MeasureError","Error while reading Measure.");this.musicSheet.SheetErrors.pushMeasureError(de),log$2.debug("InstrumentReader.readNextXmlMeasure",de,fe)}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 F=this.instrument.Staves[D];let G=this.voiceGeneratorsDict[B];if(G)F.Voices.indexOf(G.GetVoice)===-1&&F.Voices.push(G.GetVoice);else{const W=this.staffMainVoiceGeneratorDict[D];W?(G=new VoiceGenerator(this.pluginManager,F,B,this.slurReader,W.GetVoice),F.Voices.push(G.GetVoice),this.voiceGeneratorsDict[B]=G):(G=new VoiceGenerator(this.pluginManager,F,B,this.slurReader),F.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 F=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),F.Parent=G,G.Instructions.splice(0,0,F)}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 F=this.inSourceMeasureInstrumentIndex;F<this.inSourceMeasureInstrumentIndex+this.instrument.Staves.length;F++)if(B.FirstInstructionsStaffEntries[F]){const G=B.FirstInstructionsStaffEntries[F];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[F]=G,D.Parent=G,G.Instructions.push(D)}}isAttributesNodeAtBeginOfMeasure(B,D){const F=B.elements(),G=F.indexOf(D);if(G>0&&F[G-1].name==="backup")return!0;let W=-1;for(let q=0;q<F.length;q++)if(F[q].name==="note"){W=q;break}return G<W&&W>0||W<0}isAttributesNodeAtEndOfMeasure(B,D){const F=B.elements().slice();let G=0;for(let q=0;q<F.length;q++)if(F[q]===D){G=q;break}let W=0;for(let q=G;q<F.length;q++)if(F[q].name==="note"){W=q;break}return G>W}getNoteDurationFromTypeNode(B){const D=B.element("type");if(D){const F=D.value;return NoteTypeHandler.getNoteDurationFromType(F)}return new Fraction$1(0,4*this.divisions)}addAbstractInstruction(B,D,F,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 U;if(q.length>0)for(let Y=0,Q=q.length;Y<Q;++Y){const K=q[Y];let Z=ClefEnum.G,J=2,te=1,ie=0;const se=K.element("line");if(se)try{J=parseInt(se.value,10)}catch(ce){U=ITextTranslation.translateText("ReaderErrorMessages/ClefLineError","Invalid clef line given -> using default clef line."),this.musicSheet.SheetErrors.pushMeasureError(U),J=2,log$2.debug("InstrumentReader.addAbstractInstruction",U,ce)}const re=K.element("sign");if(re)try{Z=ClefEnum[re.value],ClefInstruction.isSupportedClef(Z)||(U=ITextTranslation.translateText("ReaderErrorMessages/ClefError","Unsupported clef found -> using default clef."),this.musicSheet.SheetErrors.pushMeasureError(U),Z=ClefEnum.G,J=2),Z===ClefEnum.TAB&&(ie=-1)}catch(ce){U=ITextTranslation.translateText("ReaderErrorMessages/ClefError","Invalid clef found -> using default clef."),this.musicSheet.SheetErrors.pushMeasureError(U),Z=ClefEnum.G,J=2,log$2.debug("InstrumentReader.addAbstractInstruction",U,ce)}const ae=K.element("clef-octave-change");if(ae)try{ie=parseInt(ae.value,10)}catch{U=ITextTranslation.translateText("ReaderErrorMessages/ClefOctaveError","Invalid clef octave found -> using default clef octave."),this.musicSheet.SheetErrors.pushMeasureError(U),ie=0}if(K.hasAttributes&&K.attribute("number"))try{te=parseInt(K.attribute("number").value,10),te>this.currentClefNumber&&(te=this.currentClefNumber),this.currentClefNumber=te+1}catch{U=ITextTranslation.translateText("ReaderErrorMessages/ClefError","Invalid clef found -> using default clef."),this.musicSheet.SheetErrors.pushMeasureError(U),te=1,this.currentClefNumber=te+1}const le=new ClefInstruction(Z,ie,J);this.abstractInstructions.push([te,le,G])}if(B.element("key")!==void 0&&this.instrument.MidiInstrumentId!==MidiInstrument.Percussion){let Y=0;const Q=B.element("key").element("fifths");if(Q)try{Y=parseInt(Q.value,10)}catch(te){U=ITextTranslation.translateText("ReaderErrorMessages/KeyError","Invalid key found -> set to default."),this.musicSheet.SheetErrors.pushMeasureError(U),Y=0,log$2.debug("InstrumentReader.addAbstractInstruction",U,te)}let K=KeyEnum.none,Z=B.element("key");if(Z&&(Z=Z.element("mode")),Z)try{K=KeyEnum[Z.value]}catch(te){U=ITextTranslation.translateText("ReaderErrorMessages/KeyError","Invalid key found -> set to default."),this.musicSheet.SheetErrors.pushMeasureError(U),K=KeyEnum.major,log$2.debug("InstrumentReader.addAbstractInstruction",U,te)}const J=new KeyInstruction(void 0,Y,K);this.abstractInstructions.push([1,J,G])}if(B.element("time")){const Y=B.element("time");let Q=RhythmSymbolEnum.NONE,K=!0;if(Y!==void 0&&Y.hasAttributes){const ae=Y.attribute("symbol");ae&&(ae.value==="common"?Q=RhythmSymbolEnum.COMMON:ae.value==="cut"&&(Q=RhythmSymbolEnum.CUT));const le=Y.attribute("print-object");le&&le.value==="no"&&(K=!1)}let Z=0,J=0;const te=Y&&Y.element("senza-misura")!==void 0,ie=B.elements("time"),se=[],re=[];for(let ae=0,le=ie.length;ae<le;++ae){const ce=ie[ae];se.push.apply(se,ce.elements("beats")),re.push.apply(re,ce.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&&re!==void 0&&se.length===re.length){const le=se.length,ce=new Array(le);let fe=0;for(let de=0;de<le;de++){const me=se[de].value;let he=0,pe=0;if(me.indexOf("+")!==-1){const be=me.split("+");for(let Se=0,ve=be.length;Se<ve;++Se)he+=parseInt(be[Se],10)}else he=parseInt(me,10);pe=parseInt(re[de].value,10),fe=Math.max(fe,pe),ce[de]=new Fraction$1(he,pe,0,!1)}for(let de=0;de<le;de++)ce[de].Denominator===fe?Z+=ce[de].Numerator:Z+=fe/ce[de].Denominator*ce[de].Numerator;J=fe}else Z=parseInt(B.element("time").element("beats").value,10),J=parseInt(B.element("time").element("beat-type").value,10)}catch(le){U=ITextTranslation.translateText("ReaderErrorMessages/RhythmError","Invalid rhythm found -> set to default."),this.musicSheet.SheetErrors.pushMeasureError(U),Z=4,J=4,log$2.debug("InstrumentReader.addAbstractInstruction",U,le)}const ae=new RhythmInstruction(new Fraction$1(Z,J,0,!1),Q);ae.PrintObject=K,this.abstractInstructions.push([1,ae,G])}}}saveAbstractInstructionList(B,D){for(let F=this.abstractInstructions.length-1;F>=0;F--){const G=this.abstractInstructions[F],W=G[0],q=G[1],U=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 Q=Y,K=this.currentStaffEntry;if(U&&Math.abs(U.RealValue-K.Timestamp.RealValue)>.01)continue;Q.Parent=K,K.removeFirstInstructionOfTypeClefInstruction(),K.Instructions.push(Q),this.activeClefs[W-1]=Y,this.abstractInstructions.splice(F,1)}else if(D){if(U.RealValue!==0)continue;let Q;if(this.currentMeasure){const K=Y,Z=this.inSourceMeasureInstrumentIndex+W-1,J=this.currentMeasure.FirstInstructionsStaffEntries[Z];if(this.currentXmlMeasureIndex===0)if(!J)Q=new SourceStaffEntry(void 0,void 0),this.currentMeasure.FirstInstructionsStaffEntries[Z]=Q,K.Parent=Q,Q.Instructions.push(K),this.activeClefsHaveBeenInitialized[W-1]=!0;else if(this.currentMeasure.FirstInstructionsStaffEntries[Z]!==void 0&&!(J.Instructions[0]instanceof ClefInstruction))Q=J,K.Parent=Q,Q.removeFirstInstructionOfTypeClefInstruction(),Q.Instructions.splice(0,0,K),this.activeClefsHaveBeenInitialized[W-1]=!0;else{const te=new SourceStaffEntry(void 0,void 0);this.currentMeasure.LastInstructionsStaffEntries[Z]=te,K.Parent=te,te.Instructions.push(K)}else if(this.activeClefsHaveBeenInitialized[W-1]){let te=this.previousMeasure;this.followingMultirestMeasures>0&&this.currentMeasure.Rules.RenderMultipleRestMeasures&&(te=this.currentMultirestStartMeasure);const ie=new SourceStaffEntry(void 0,void 0);te.LastInstructionsStaffEntries[Z]=ie,K.Parent=ie,ie.Instructions.push(K)}else{const te=this.musicSheet.SourceMeasures[0];te.FirstInstructionsStaffEntries[Z]?(Q=te.FirstInstructionsStaffEntries[Z],Q.removeFirstInstructionOfTypeClefInstruction()):Q=new SourceStaffEntry(void 0,void 0),K.Parent=Q,Q.Instructions.splice(0,0,K),this.activeClefsHaveBeenInitialized[W-1]=!0}this.activeClefs[W-1]=Y,this.abstractInstructions.splice(F,1)}}else{let Q;const K=this.activeRhythm.Rhythm;K.RealValue>0&&U.RealValue/K.RealValue>.9&&(this.currentMeasure.LastInstructionsStaffEntries[W-1]||(this.currentMeasure.LastInstructionsStaffEntries[W-1]=new SourceStaffEntry(void 0,this.instrument.Staves[W-1])),Q=this.currentMeasure.LastInstructionsStaffEntries[W-1]),Q&&(Y.Parent=Q,Q.Instructions.push(Y),this.activeClefs[W-1]=Y,this.abstractInstructions.splice(F,1))}else W<=this.activeClefs.length&&Y===this.activeClefs[W-1]&&this.abstractInstructions.splice(F,1)}if(q instanceof KeyInstruction){const Y=q;if(!this.activeKey||this.activeKey.Key!==Y.Key){this.activeKey=Y,this.abstractInstructions.splice(F,1);let Q;if(this.activeKeyHasBeenInitialized?Q=this.currentMeasure:(this.activeKeyHasBeenInitialized=!0,this.currentXmlMeasureIndex>0?Q=this.musicSheet.SourceMeasures[0]:Q=this.currentMeasure),Q)for(let K=this.inSourceMeasureInstrumentIndex;K<this.inSourceMeasureInstrumentIndex+B;K++){const Z=Y;if(Q.FirstInstructionsStaffEntries[K]){const J=Q.FirstInstructionsStaffEntries[K];Z.Parent=J,J.removeFirstInstructionOfTypeKeyInstruction(),J.Instructions.length===0?J.Instructions.push(Z):J.Instructions[0]instanceof ClefInstruction?J.Instructions.splice(1,0,Z):J.Instructions.splice(0,0,Z)}else{const J=new SourceStaffEntry(void 0,void 0);Q.FirstInstructionsStaffEntries[K]=J,Z.Parent=J,J.Instructions.push(Z)}}}else this.abstractInstructions.splice(F,1)}if(q instanceof RhythmInstruction){const Y=q;if(!this.activeRhythm||this.activeRhythm!==Y){if(this.activeRhythm=Y,this.abstractInstructions.splice(F,1),this.currentMeasure)for(let Q=this.inSourceMeasureInstrumentIndex;Q<this.inSourceMeasureInstrumentIndex+B;Q++){const K=Y;let Z;this.currentMeasure.FirstInstructionsStaffEntries[Q]?(Z=this.currentMeasure.FirstInstructionsStaffEntries[Q],Z.removeFirstInstructionOfTypeRhythmInstruction()):(Z=new SourceStaffEntry(void 0,void 0),this.currentMeasure.FirstInstructionsStaffEntries[Q]=Z),K.Parent=Z,Z.Instructions.push(K)}}else this.abstractInstructions.splice(F,1)}}}saveClefInstructionAtEndOfMeasure(){for(let B=this.abstractInstructions.length-1;B>=0;B--){const D=this.abstractInstructions[B][0],F=this.abstractInstructions[B][1];if(F instanceof ClefInstruction){const G=F;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 F=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 U=parseInt(W.value,10),Y=parseInt(q.value,10);D=new Fraction$1(Y*F.Numerator,U*F.Denominator)}}}return D}readExpressionStaffNumber(B){let D=1;if(B.element("staff")){const F=B.element("staff");if(F)try{D=parseInt(F.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,F=!1;for(;!F;){const G=this.xmlMeasureList[D].elements();for(let W=0,q=G.length;W<q;++W){const U=G[W];if(U.name==="note"&&!U.element("time-modification")){const Y=U.element("duration"),Q=U.element("type");if(Y!==void 0&&Q){const K=Q.value;let Z=0;try{Z=parseInt(Y.value,10)}catch(J){log$2.debug("InstrumentReader.readDivisionsFromNotes",J);continue}switch(K){case"1024th":B=Z/4*1024;break;case"512th":B=Z/4*512;break;case"256th":B=Z/4*256;break;case"128th":B=Z/4*128;break;case"64th":B=Z/4*64;break;case"32nd":B=Z/4*32;break;case"16th":B=Z/4*16;break;case"eighth":B=Z/4*8;break;case"quarter":B=Z/4*4;break;case"half":B=Z/4*2;break;case"whole":B=Z/4;break;case"breve":B=Z/4/2;break;case"long":B=Z/4/4;break;case"maxima":B=Z/4/8;break}}}if(B>0){F=!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(R){this.parentInstrument=R,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(R){return R===MidiInstrument.Acoustic_Grand_Piano||R===MidiInstrument.Bright_Acoustic_Piano||R===MidiInstrument.Electric_Grand_Piano||R===MidiInstrument.Electric_Piano_1||R===MidiInstrument.Electric_Piano_2}setMidiInstrument(R){this.midiInstrumentID=_SubInstrument.midiInstrument[this.parseMidiInstrument(R)]}parseMidiInstrument(R){try{if(R){let B=R.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,F=!1){return new RegExp("( |^)"+D+"([ .]|$)",F?"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 F="",G=!1,W="",q="",U="";const Y=[],Q=B.element("bar-style");Q&&(U=Q.value),B.attributes().length>0&&B.attribute("location")?F=B.attribute("location").value:F="right";const K=B.elements();for(let Z=0,J=K.length;Z<J;++Z){const te=K[Z];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 re=0,ae=se.length;re<ae;++re){const le=se[re],ce=le.match("[0-9]");if(le.search("-")!==-1&&ce.length===2){const fe=parseInt(ce[0],10),de=parseInt(ce[1],10);for(let me=fe;me<=de;me++)Y.push(me)}else for(let fe=0,de=ce.length;fe<de;++fe){const me=ce[fe];Y.push(parseInt(me,10))}}}}if(U==="light-heavy"&&Y.length===0&&!G&&(D=!0),G||Y.length>0)if(F==="left"){if(q==="start"){const Z=new RepetitionInstruction(this.currentMeasureIndex,RepetitionInstructionEnum.Ending,AlignmentType.Begin,void 0,Y);this.addInstruction(this.repetitionInstructions,Z)}if(W==="forward"){const Z=new RepetitionInstruction(this.currentMeasureIndex,RepetitionInstructionEnum.StartLine);this.addInstruction(this.repetitionInstructions,Z)}}else{if(q==="stop"){const Z=new RepetitionInstruction(this.currentMeasureIndex,RepetitionInstructionEnum.Ending,AlignmentType.End,void 0,Y);this.addInstruction(this.repetitionInstructions,Z)}if(W==="backward"){const Z=new RepetitionInstruction(this.currentMeasureIndex,RepetitionInstructionEnum.BackJumpLine);this.addInstruction(this.repetitionInstructions,Z)}}}return D}handleRepetitionInstructionsFromWordsOrSymbols(B,D){const F=B.element("words"),G=this.currentMeasureIndex;if(F){const W="d\\s?\\.s\\.",q=F.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 U="d\\.\\s?c\\.";if(StringUtil.StringContainsSeparatedWord(q,U+" al fine",!0)){const Y=new RepetitionInstruction(G,RepetitionInstructionEnum.DaCapoAlFine);return this.addInstruction(this.repetitionInstructions,Y),!0}if(StringUtil.StringContainsSeparatedWord(q,U+" al coda",!0)){const Y=new RepetitionInstruction(G,RepetitionInstructionEnum.DaCapoAlCoda);return this.addInstruction(this.repetitionInstructions,Y),!0}if(StringUtil.StringContainsSeparatedWord(q,U)||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,F=0,G=0;for(let W=0;W<this.repetitionInstructions.length;W++){const q=this.repetitionInstructions[W];switch(q.type){case RepetitionInstructionEnum.Coda:F>0&&this.findInstructionInPreviousMeasure(W,q.measureIndex,RepetitionInstructionEnum.ToCoda)&&(q.type=RepetitionInstructionEnum.None),D===0&&F===0&&(q.type=RepetitionInstructionEnum.ToCoda,q.alignment=AlignmentType.End,q.measureIndex--);break;case RepetitionInstructionEnum.Segno:if(B-G>0){let U=!1;for(let Y=0,Q=this.repetitionInstructions.length;Y<Q;++Y){const K=this.repetitionInstructions[Y];if(q.measureIndex-K.measureIndex===1)switch(K.type){case RepetitionInstructionEnum.BackJumpLine:F-D>0?K.type=RepetitionInstructionEnum.DalSegnoAlCoda:K.type=RepetitionInstructionEnum.DalSegno,q.type=RepetitionInstructionEnum.None,U=!0;break;case RepetitionInstructionEnum.DalSegno:case RepetitionInstructionEnum.DalSegnoAlFine:case RepetitionInstructionEnum.DalSegnoAlCoda:q.type=RepetitionInstructionEnum.None,U=!0;break}if(U)break}if(U)break;F-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:F++;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,F){for(let G=B-1;G>=0;G--){const W=this.repetitionInstructions[G];if(D-W.measureIndex===1&&W.type===F)return!0}return!1}backwardSearchForPreviousIdenticalInstruction(B,D){for(let F=B-1;F>=0;F--)if(this.repetitionInstructions[F].equals(D))return!0;return!1}addInstruction(B,D){let F=!0;for(let G=0,W=B.length;G<W;++G){const q=B[G];if(D.equals(q)){F=!1;break}}F&&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 F=this.musicSheet.SourceMeasures;for(const U of this.repetitionInstructions){this.currentMeasureIndex=U.measureIndex;try{this.currentMeasure=F[this.currentMeasureIndex],this.handleRepetitionInstructions(U)}catch(Y){log$2.error("RepetitionCalculator: calculateRepetitions",Y)}}for(;this.openRepetitions.length>0;)try{const U=this.openRepetitions.last();if(U.RepetitonUnderConstruction.FromWords){if(U.WaitingForCoda){let Y=U.RepetitonUnderConstruction.BackwardJumpInstructions.last().measureIndex+1;Y>=this.musicSheet.SourceMeasures.length&&(Y=-1),U.RepetitonUnderConstruction.setEndingStartIndex(2,Y)}else if(U.RepetitonUnderConstruction.BackwardJumpInstructions.length===0){this.openRepetitions.splice(this.openRepetitions.length-1,1);continue}}else if(U.RepetitonUnderConstruction.BackwardJumpInstructions.length===0){const Y=F.length-1,Q=new RepetitionInstruction(Y,RepetitionInstructionEnum.BackJumpLine,AlignmentType.End,U.RepetitonUnderConstruction);U.RepetitonUnderConstruction.BackwardJumpInstructions.push(Q),F[Y].LastRepetitionInstructions.push(Q)}this.finalizeRepetition(this.openRepetitions.last())}catch{try{const Y=this.openRepetitions.last().RepetitonUnderConstruction;for(const Q of this.repetitionInstructions)Q.parentRepetition===Y&&(Q.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 U of this.musicSheet.Repetitions)if(U.StartIndex===W&&U.EndIndex===q){G=!0;break}if(!G){const U=new Repetition(this.musicSheet,!0);U.FromWords=!0,U.startMarker=new RepetitionInstruction(W,RepetitionInstructionEnum.StartLine),U.startMarker.parentRepetition=U,this.musicSheet.SourceMeasures[W].FirstRepetitionInstructions.push(U.startMarker),U.endMarker=new RepetitionInstruction(q,RepetitionInstructionEnum.BackJumpLine),U.endMarker.parentRepetition=U,U.BackwardJumpInstructions.push(U.endMarker),U.UserNumberOfRepetitions=U.DefaultNumberOfRepetitions,this.musicSheet.Repetitions.push(U)}for(let U=0,Y=this.musicSheet.SourceMeasures.length;U<Y;++U){const Q=this.musicSheet.SourceMeasures[U];Q.FirstRepetitionInstructions.length>1&&Q.FirstRepetitionInstructions.sort(RepetitionInstructionComparer.Compare),Q.LastRepetitionInstructions.length>1&&Q.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 F=this.repetitionInstructions.length-1;F>=0;F--){const G=this.repetitionInstructions[F];if(G.measureIndex<=D&&G.type===B)return G.measureIndex}return-1}finalizeRepetition(B){const D=B.RepetitonUnderConstruction;if(D.BackwardJumpInstructions.length>0){let F=!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)}F=!1,D.removeFromRepetitionInstructions()}else this.musicSheet.Repetitions.push(D);F&&(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 F=this.openRepetitions.length-1;F>=0;F--)if(this.openRepetitions[F].RepetitonUnderConstruction.FromWords===B){for(D=this.openRepetitions[F];F<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 F=this.openRepetitions.last(),G=F.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(F)}}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,F){for(const G of this.voiceMeasureReadPlugins)try{G.measureReadCalculations(B,D,F)}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(F){log$2.error("MusicSheetReader.CreateMusicSheet",F);return}}_removeFromArray(B,D){const F=B.indexOf(D);F!==-1&&B.splice(F,1)}trimString(B){return B.replace(/^\s+|\s+$/g,"")}_lastElement(B){return B[B.length-1]}_createMusicSheet(B,D){var Z;const F=[];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"),U=W.elements();this.initializeReading(U,q,F);let Y=!0;this.currentFraction=new Fraction$1(0,1);let Q=!1,K=B.element("identification");for(K&&(K=K.element("encoding")),K&&(K=K.element("software")),K!==void 0&&K.value==="Guitar Pro 5"&&(Q=!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 J of F)try{Y=Y&&J.readNextXmlMeasure(this.currentMeasure,this.currentFraction,Q)}catch(te){const ie=ITextTranslation.translateText("ReaderErrorMessages/InstrumentError","Error while reading instruments.");throw new MusicSheetReadingException(ie,te)}Y&&(this.musicSheet.addMeasure(this.currentMeasure),this.checkIfRhythmInstructionsAreSetAndEqual(F),this.checkSourceMeasureForNullEntries(),G=this.setSourceMeasureDuration(F,G),MusicSheetReader.doCalculationsAfterDurationHasBeenSet(F),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=(Z=F[0])==null?void 0:Z.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 J=0,te=this.afterSheetReadingModules.length;J<te;++J)this.afterSheetReadingModules[J].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,F){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 U=q.attribute("id");if(U){const Y=G[U.value],Q=q.elements("measure");let K=1;try{K=this.getInstrumentNumberOfStavesFromXml(q)}catch{const J=ITextTranslation.translateText("ReaderErrorMessages/InstrumentStavesNumberError","Invalid number of staves at instrument: ");this.musicSheet.SheetErrors.push(J+Y.Name);continue}Y.createStaves(K),F.push(new InstrumentReader(this.pluginManager,this.repetitionInstructionReader,Q,Y)),this.repetitionInstructionReader&&(this.repetitionInstructionReader.xmlMeasureList[W]=Q),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 F=0,G=-1;for(let W=0,q=D.length;W<q;++W){const U=D[W];if(U.Rhythm.RealValue>F){if(this.areRhythmInstructionsMixed(D)&&U.SymbolEnum!==RhythmSymbolEnum.NONE)continue;F=U.Rhythm.RealValue,G=D.indexOf(U)}}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,U=B.length;q<U;++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,U=B.length;q<U;++q){const Y=B[q];Y.ActiveRhythm=W}}for(let W=0,q=D.length;W<q;++W){const U=D[W];if(U.Rhythm.RealValue<F&&this._lastElement(this.currentMeasure.FirstInstructionsStaffEntries[D.indexOf(U)].Instructions)instanceof RhythmInstruction){const Y=this.currentMeasure.FirstInstructionsStaffEntries[D.indexOf(U)].Instructions;Y[Y.length-1]=D[G].clone()}Math.abs(U.Rhythm.RealValue-F)<1e-6&&U.SymbolEnum!==RhythmSymbolEnum.NONE&&this.areRhythmInstructionsMixed(D)&&(U.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 F=new Fraction$1(0,1);const G=[];for(const U of B){G.push(U.MaxTieNoteFraction);const Y=U.ActiveRhythm.Rhythm;F.lt(Y)&&(F=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 U of W)q.lt(U)&&(q=U);Fraction$1.Equal(q,F)?this.checkFractionsForEquivalence(q,F):q.lt(F)&&(q=this.currentMeasure.reverseCheck(this.musicSheet,q),this.checkFractionsForEquivalence(q,F)),this.currentMeasure.ImplicitMeasure=this.checkIfMeasureIsImplicit(q,F),this.currentMeasure.ImplicitMeasure||D++,this.currentMeasure.Duration=q,this.currentMeasure.ActiveTimeSignature=F,this.currentMeasure.MeasureNumber=D;for(let U=0;U<W.length;U++){const Y=W[U];if(this.currentMeasure.ImplicitMeasure&&Y!==q||!Fraction$1.Equal(Y,F)&&!this.allInstrumentsHaveSameDuration(W,q)){const Q=this.musicSheet.getGlobalStaffIndexOfFirstStaff(this.musicSheet.Instruments[U]);for(let K=0;K<this.musicSheet.Instruments[U].Staves.length;K++)if(!this.graphicalMeasureIsEmpty(Q+K)){this.currentMeasure.setErrorInGraphicalMeasure(Q+K,!0);const Z=ITextTranslation.translateText("ReaderErrorMessages/MissingNotesError","Given Notes don't correspond to measure duration.");this.musicSheet.SheetErrors.pushMeasureError(Z)}}}return D}checkFractionsForEquivalence(B,D){if(D.Denominator>B.Denominator){const F=D.Denominator/B.Denominator;B.expand(F)}}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 F=0;for(let G=0,W=B.length;G<W;++G)B[G].Equals(D)&&F++;return F===B.length&&D!==new Fraction$1(0,1)}graphicalMeasureIsEmpty(B){let D=0;for(let F=0;F<this.currentMeasure.VerticalSourceStaffEntryContainers.length;F++)this.currentMeasure.VerticalSourceStaffEntryContainers[F].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 F=this.currentMeasure.VerticalSourceStaffEntryContainers[B].StaffEntries[D];if(F)for(let G=F.VoiceEntries.length-1;G>=0;G--){const W=F.VoiceEntries[G];W.Notes.length===0&&(this._removeFromArray(W.ParentVoice.VoiceEntries,W),this._removeFromArray(F.VoiceEntries,W))}F!==void 0&&F.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 F=0,G=this.currentMeasure.VerticalSourceStaffEntryContainers[B].StaffEntries.length;F<G;++F)this.currentMeasure.VerticalSourceStaffEntryContainers[B].StaffEntries[F]||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(F){log$2.info("MusicSheetReader.pushSheetLabels","readTitleAndComposerFromCredits",F)}try{if(!this.musicSheet.Title){const F=Math.max(0,D.lastIndexOf("/"),D.lastIndexOf("\\")),W=D.substr(F).split(".",1);this.musicSheet.Title=new Label(W[0])}}catch(F){log$2.info("MusicSheetReader.pushSheetLabels","read title from file name",F)}}presentAttrsWithValue(B,D){for(const F of B.attributes())if(F.value===D)return!0;return!1}readComposer(B){const D=B.element("identification");if(D){const F=D.elements("creator");for(let G=0,W=F.length;G<W;++G){const q=F[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 Q,K;const D=this.computeSystemYCoordinates(B);if(D===0)return;let F=1,G,W=0,q,U;const Y=B.elements("credit");for(let Z=0,J=Y.length;Z<J;++Z){const te=Y[Z];if(!te.attribute("page"))return;if(te.attribute("page").value==="1"){let ie;if(te){if(ie=te.element("credit-words"),!ie.attribute("justify"))break;const se=(Q=ie.attribute("justify"))==null?void 0:Q.value,re=(K=ie.attribute("default-y"))==null?void 0:K.value,ae=re!=null,le=ae?parseFloat(re):Number.MIN_VALUE;if(ae&&le>D){if(!this.musicSheet.Title){const ce=ie.attribute("font-size").value,fe=parseFloat(ce);F<fe&&(F=fe,G=ie.value)}if(this.musicSheet.Subtitle||se!=="right"&&se!=="left"&&W<le&&(W=le,U&&(q=U),U=ie.value),!(this.musicSheet.Composer!==void 0&&this.musicSheet.Lyricist))switch(se){case"right":this.musicSheet.Composer=new Label(this.trimString(ie.value));break;case"left":this.musicSheet.Lyricist=new Label(this.trimString(ie.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,F=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,U=W.length;q<U;++q){const Y=W[q].elements("measure");for(let Q=0,K=Y.length;Q<K;++Q){const Z=Y[Q];if(Z.element("print")){const J=Z.element("print").elements("system-layout");for(let te=0,ie=J.length;te<ie;++te){const se=J[te];if(se.element("top-system-distance")){const re=se.element("top-system-distance").value;F=parseFloat(re),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 U=B.element("defaults").element("system-layout").element("top-system-distance").value;F=parseFloat(U)}return F===0?0:D-F}readTitle(B){const D=B.element("work");let F;D&&(F=D.element("work-title"),F&&F.value&&(this.musicSheet.Title=new Label(this.trimString(F.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 U=q.value;U&&(W===""?W=U:W=W+", "+U)}}W&&(this.musicSheet.Subtitle=new Label(W))}createInstrumentGroups(B){let D=0;const F={};let G;try{const W=B;for(let q=0,U=W.length;q<U;++q){const Y=W[q];if(Y.name==="score-part"){const Q=Y.attribute("id").value,K=new Instrument(D,Q,this.musicSheet,G);D++;const Z=Y.elements();for(let J=0,te=Z.length;J<te;++J){const ie=Z[J];try{if(ie.name==="part-name")K.Name=ie.value,ie.attribute("print-object")&&ie.attribute("print-object").value==="no"&&(K.NameLabel.print=!1);else if(ie.name==="part-abbreviation")K.PartAbbreviation=ie.value;else if(ie.name==="score-instrument"){const se=new SubInstrument(K);se.idString=ie.firstAttribute.value,K.SubInstruments.push(se);const re=ie.element("instrument-name");re&&(se.name=re.value,se.setMidiInstrument(re.value))}else if(ie.name==="midi-instrument"){let se=K.getSubInstrument(ie.firstAttribute.value);for(let ae=0,le=K.SubInstruments.length;ae<le;++ae){const ce=K.SubInstruments[ae];if(ce.idString===ie.value){se=ce;break}}const re=ie.elements();for(let ae=0,le=re.length;ae<le;++ae){const ce=re[ae];try{if(ce.name==="midi-channel")parseInt(ce.value,10)===10&&(K.MidiInstrumentId=MidiInstrument.Percussion);else if(ce.name==="midi-program")K.SubInstruments.length>0&&K.MidiInstrumentId!==MidiInstrument.Percussion&&(se.midiInstrumentID=Math.max(0,parseInt(ce.value,10)-1));else if(ce.name==="midi-unpitched")se.fixedKey=Math.max(0,parseInt(ce.value,10));else if(ce.name==="volume")try{const fe=parseFloat(ce.value);se.volume=fe/127}catch(fe){log$2.debug("ExpressionReader.readExpressionParameters","read volume",fe)}else if(ce.name==="pan")try{const fe=parseFloat(ce.value);se.pan=fe/64}catch(fe){log$2.debug("ExpressionReader.readExpressionParameters","read pan",fe)}}catch(fe){log$2.info("MusicSheetReader.createInstrumentGroups midi settings: ",fe)}}}}catch(se){log$2.info("MusicSheetReader.createInstrumentGroups: ",se)}}if(K.SubInstruments.length===0){const J=new SubInstrument(K);K.SubInstruments.push(J)}F[Q]=K,G?(G.InstrumentalGroups.push(K),this.musicSheet.Instruments.push(K)):(this.musicSheet.InstrumentalGroups.push(K),this.musicSheet.Instruments.push(K))}else if(Y.name==="part-group"&&Y.attribute("type").value==="start"){const Q=new InstrumentalGroup("group",this.musicSheet,G);G?G.InstrumentalGroups.push(Q):this.musicSheet.InstrumentalGroups.push(Q),G=Q}else if(Y.name==="part-group"&&Y.attribute("type").value==="stop"&&G){if(G.InstrumentalGroups.length===1){const Q=G.InstrumentalGroups[0];G.Parent?(G.Parent.InstrumentalGroups.push(Q),this._removeFromArray(G.Parent.InstrumentalGroups,G)):(this.musicSheet.InstrumentalGroups.push(Q),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 U=this.musicSheet.Instruments[W];U.Name||(U.Name="Instr. "+U.IdString)}return F}getCompleteNumberOfStavesFromXml(B){let D=0;for(const F of B){const G=F.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 F=ITextTranslation.translateText("ReaderErrorMessages/StaffError","Invalid number of staves.");throw new MusicSheetReadingException(F)}return D}getInstrumentNumberOfStavesFromXml(B){let D=0;const F=B.element("measure");if(F){const G=F.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(R,B){(function(D){R.exports=D()})(function(){return function D(F,G,W){function q(Q,K){if(!G[Q]){if(!F[Q]){var Z=typeof commonjsRequire$1=="function"&&commonjsRequire$1;if(!K&&Z)return Z(Q,!0);if(U)return U(Q,!0);var J=new Error("Cannot find module '"+Q+"'");throw J.code="MODULE_NOT_FOUND",J}var te=G[Q]={exports:{}};F[Q][0].call(te.exports,function(ie){var se=F[Q][1][ie];return q(se||ie)},te,te.exports,D,F,G,W)}return G[Q].exports}for(var U=typeof commonjsRequire$1=="function"&&commonjsRequire$1,Y=0;Y<W.length;Y++)q(W[Y]);return q}({1:[function(D,F,G){var W=D("./utils"),q=D("./support"),U="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=";G.encode=function(Y){for(var Q,K,Z,J,te,ie,se,re=[],ae=0,le=Y.length,ce=le,fe=W.getTypeOf(Y)!=="string";ae<Y.length;)ce=le-ae,Z=fe?(Q=Y[ae++],K=ae<le?Y[ae++]:0,ae<le?Y[ae++]:0):(Q=Y.charCodeAt(ae++),K=ae<le?Y.charCodeAt(ae++):0,ae<le?Y.charCodeAt(ae++):0),J=Q>>2,te=(3&Q)<<4|K>>4,ie=1<ce?(15&K)<<2|Z>>6:64,se=2<ce?63&Z:64,re.push(U.charAt(J)+U.charAt(te)+U.charAt(ie)+U.charAt(se));return re.join("")},G.decode=function(Y){var Q,K,Z,J,te,ie,se=0,re=0,ae="data:";if(Y.substr(0,ae.length)===ae)throw new Error("Invalid base64 input, it looks like a data url.");var le,ce=3*(Y=Y.replace(/[^A-Za-z0-9\+\/\=]/g,"")).length/4;if(Y.charAt(Y.length-1)===U.charAt(64)&&ce--,Y.charAt(Y.length-2)===U.charAt(64)&&ce--,ce%1!=0)throw new Error("Invalid base64 input, bad content length.");for(le=q.uint8array?new Uint8Array(0|ce):new Array(0|ce);se<Y.length;)Q=U.indexOf(Y.charAt(se++))<<2|(J=U.indexOf(Y.charAt(se++)))>>4,K=(15&J)<<4|(te=U.indexOf(Y.charAt(se++)))>>2,Z=(3&te)<<6|(ie=U.indexOf(Y.charAt(se++))),le[re++]=Q,te!==64&&(le[re++]=K),ie!==64&&(le[re++]=Z);return le}},{"./support":30,"./utils":32}],2:[function(D,F,G){var W=D("./external"),q=D("./stream/DataWorker"),U=D("./stream/Crc32Probe"),Y=D("./stream/DataLengthProbe");function Q(K,Z,J,te,ie){this.compressedSize=K,this.uncompressedSize=Z,this.crc32=J,this.compression=te,this.compressedContent=ie}Q.prototype={getContentWorker:function(){var K=new q(W.Promise.resolve(this.compressedContent)).pipe(this.compression.uncompressWorker()).pipe(new Y("data_length")),Z=this;return K.on("end",function(){if(this.streamInfo.data_length!==Z.uncompressedSize)throw new Error("Bug : uncompressed data size mismatch")}),K},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)}},Q.createWorkerFrom=function(K,Z,J){return K.pipe(new U).pipe(new Y("uncompressedSize")).pipe(Z.compressWorker(J)).pipe(new Y("compressedSize")).withStreamInfo("compression",Z)},F.exports=Q},{"./external":6,"./stream/Crc32Probe":25,"./stream/DataLengthProbe":26,"./stream/DataWorker":27}],3:[function(D,F,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,F,G){var W=D("./utils"),q=function(){for(var U,Y=[],Q=0;Q<256;Q++){U=Q;for(var K=0;K<8;K++)U=1&U?3988292384^U>>>1:U>>>1;Y[Q]=U}return Y}();F.exports=function(U,Y){return U!==void 0&&U.length?W.getTypeOf(U)!=="string"?function(Q,K,Z,J){var te=q,ie=J+Z;Q^=-1;for(var se=J;se<ie;se++)Q=Q>>>8^te[255&(Q^K[se])];return-1^Q}(0|Y,U,U.length,0):function(Q,K,Z,J){var te=q,ie=J+Z;Q^=-1;for(var se=J;se<ie;se++)Q=Q>>>8^te[255&(Q^K.charCodeAt(se))];return-1^Q}(0|Y,U,U.length,0):0}},{"./utils":32}],5:[function(D,F,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,F,G){var W=null;W=typeof Promise!="undefined"?Promise:D("lie"),F.exports={Promise:W}},{lie:37}],7:[function(D,F,G){var W=typeof Uint8Array!="undefined"&&typeof Uint16Array!="undefined"&&typeof Uint32Array!="undefined",q=D("pako"),U=D("./utils"),Y=D("./stream/GenericWorker"),Q=W?"uint8array":"array";function K(Z,J){Y.call(this,"FlateWorker/"+Z),this._pako=null,this._pakoAction=Z,this._pakoOptions=J,this.meta={}}G.magic="\b\0",U.inherits(K,Y),K.prototype.processChunk=function(Z){this.meta=Z.meta,this._pako===null&&this._createPako(),this._pako.push(U.transformTo(Q,Z.data),!1)},K.prototype.flush=function(){Y.prototype.flush.call(this),this._pako===null&&this._createPako(),this._pako.push([],!0)},K.prototype.cleanUp=function(){Y.prototype.cleanUp.call(this),this._pako=null},K.prototype._createPako=function(){this._pako=new q[this._pakoAction]({raw:!0,level:this._pakoOptions.level||-1});var Z=this;this._pako.onData=function(J){Z.push({data:J,meta:Z.meta})}},G.compressWorker=function(Z){return new K("Deflate",Z)},G.uncompressWorker=function(){return new K("Inflate",{})}},{"./stream/GenericWorker":28,"./utils":32,pako:38}],8:[function(D,F,G){function W(te,ie){var se,re="";for(se=0;se<ie;se++)re+=String.fromCharCode(255&te),te>>>=8;return re}function q(te,ie,se,re,ae,le){var ce,fe,de=te.file,me=te.compression,he=le!==Q.utf8encode,pe=U.transformTo("string",le(de.name)),be=U.transformTo("string",Q.utf8encode(de.name)),Se=de.comment,ve=U.transformTo("string",le(Se)),xe=U.transformTo("string",Q.utf8encode(Se)),Ee=be.length!==de.name.length,ge=xe.length!==Se.length,we="",Le="",Me="",Pe=de.dir,Ce=de.date,De={crc32:0,compressedSize:0,uncompressedSize:0};ie&&!se||(De.crc32=te.crc32,De.compressedSize=te.compressedSize,De.uncompressedSize=te.uncompressedSize);var Ne=0;ie&&(Ne|=8),he||!Ee&&!ge||(Ne|=2048);var Ie=0,Ge=0;Pe&&(Ie|=16),ae==="UNIX"?(Ge=798,Ie|=function(Ve,Ue){var tt=Ve;return Ve||(tt=Ue?16893:33204),(65535&tt)<<16}(de.unixPermissions,Pe)):(Ge=20,Ie|=function(Ve){return 63&(Ve||0)}(de.dosPermissions)),ce=Ce.getUTCHours(),ce<<=6,ce|=Ce.getUTCMinutes(),ce<<=5,ce|=Ce.getUTCSeconds()/2,fe=Ce.getUTCFullYear()-1980,fe<<=4,fe|=Ce.getUTCMonth()+1,fe<<=5,fe|=Ce.getUTCDate(),Ee&&(Le=W(1,1)+W(K(pe),4)+be,we+="up"+W(Le.length,2)+Le),ge&&(Me=W(1,1)+W(K(ve),4)+xe,we+="uc"+W(Me.length,2)+Me);var ze="";return ze+=`
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ie=te.meta.percent||0,se=this.entriesCount,re=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?(ie+100*(se-re-1))/se:100}}))},J.prototype.openedSource=function(te){this.currentSourceOffset=this.bytesWritten,this.currentFile=te.file.name;var ie=this.streamFiles&&!te.file.dir;if(ie){var se=q(te,ie,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:se.fileRecord,meta:{percent:0}})}else this.accumulate=!0},J.prototype.closedSource=function(te){this.accumulate=!1;var ie=this.streamFiles&&!te.file.dir,se=q(te,ie,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(se.dirRecord),ie)this.push({data:function(re){return Z.DATA_DESCRIPTOR+W(re.crc32,4)+W(re.compressedSize,4)+W(re.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},J.prototype.flush=function(){for(var te=this.bytesWritten,ie=0;ie<this.dirRecords.length;ie++)this.push({data:this.dirRecords[ie],meta:{percent:100}});var se=this.bytesWritten-te,re=function(ae,le,ce,fe,de){var me=U.transformTo("string",de(fe));return Z.CENTRAL_DIRECTORY_END+"\0\0\0\0"+W(ae,2)+W(ae,2)+W(le,4)+W(ce,4)+W(me.length,2)+me}(this.dirRecords.length,se,te,this.zipComment,this.encodeFileName);this.push({data:re,meta:{percent:100}})},J.prototype.prepareNextSource=function(){this.previous=this._sources.shift(),this.openedSource(this.previous.streamInfo),this.isPaused?this.previous.pause():this.previous.resume()},J.prototype.registerPrevious=function(te){this._sources.push(te);var ie=this;return te.on("data",function(se){ie.processChunk(se)}),te.on("end",function(){ie.closedSource(ie.previous.streamInfo),ie._sources.length?ie.prepareNextSource():ie.end()}),te.on("error",function(se){ie.error(se)}),this},J.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))},J.prototype.error=function(te){var ie=this._sources;if(!Y.prototype.error.call(this,te))return!1;for(var se=0;se<ie.length;se++)try{ie[se].error(te)}catch{}return!0},J.prototype.lock=function(){Y.prototype.lock.call(this);for(var te=this._sources,ie=0;ie<te.length;ie++)te[ie].lock()},F.exports=J},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(D,F,G){var W=D("../compressions"),q=D("./ZipFileWorker");G.generateWorker=function(U,Y,Q){var K=new q(Y.streamFiles,Q,Y.platform,Y.encodeFileName),Z=0;try{U.forEach(function(J,te){Z++;var ie=function(le,ce){var fe=le||ce,de=W[fe];if(!de)throw new Error(fe+" is not a valid compression method !");return de}(te.options.compression,Y.compression),se=te.options.compressionOptions||Y.compressionOptions||{},re=te.dir,ae=te.date;te._compressWorker(ie,se).withStreamInfo("file",{name:J,dir:re,date:ae,comment:te.comment||"",unixPermissions:te.unixPermissions,dosPermissions:te.dosPermissions}).pipe(K)}),K.entriesCount=Z}catch(J){K.error(J)}return K}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(D,F,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 U in this)typeof this[U]!="function"&&(q[U]=this[U]);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,U){return new W().loadAsync(q,U)},W.external=D("./external"),F.exports=W},{"./defaults":5,"./external":6,"./load":11,"./object":15,"./support":30}],11:[function(D,F,G){var W=D("./utils"),q=D("./external"),U=D("./utf8"),Y=D("./zipEntries"),Q=D("./stream/Crc32Probe"),K=D("./nodejsUtils");function Z(J){return new q.Promise(function(te,ie){var se=J.decompressed.getContentWorker().pipe(new Q);se.on("error",function(re){ie(re)}).on("end",function(){se.streamInfo.crc32!==J.decompressed.crc32?ie(new Error("Corrupted zip : CRC32 mismatch")):te()}).resume()})}F.exports=function(J,te){var ie=this;return te=W.extend(te||{},{base64:!1,checkCRC32:!1,optimizedBinaryString:!1,createFolders:!1,decodeFileName:U.utf8decode}),K.isNode&&K.isStream(J)?q.Promise.reject(new Error("JSZip can't accept a stream when loading a zip file.")):W.prepareContent("the loaded 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q=D("./utf8"),U=D("./utils"),Y=D("./stream/GenericWorker"),Q=D("./stream/StreamHelper"),K=D("./defaults"),Z=D("./compressedObject"),J=D("./zipObject"),te=D("./generate"),ie=D("./nodejsUtils"),se=D("./nodejs/NodejsStreamInputAdapter"),re=function(de){de.slice(-1)==="/"&&(de=de.substring(0,de.length-1));var me=de.lastIndexOf("/");return 0<me?de.substring(0,me):""},ae=function(de){return de.slice(-1)!=="/"&&(de+="/"),de},le=function(de,me){return me=me!==void 0?me:K.createFolders,de=ae(de),this.files[de]||W.call(this,de,null,{dir:!0,createFolders:me}),this.files[de]};function ce(de){return Object.prototype.toString.call(de)==="[object RegExp]"}var fe={load:function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},forEach:function(de){var me,he,pe;for(me in this.files)pe=this.files[me],(he=me.slice(this.root.length,me.length))&&me.slice(0,this.root.length)===this.root&&de(he,pe)},filter:function(de){var me=[];return this.forEach(function(he,pe){de(he,pe)&&me.push(pe)}),me},file:function(de,me,he){if(arguments.length!==1)return de=this.root+de,W.call(this,de,me,he),this;if(ce(de)){var pe=de;return this.filter(function(Se,ve){return!ve.dir&&pe.test(Se)})}var be=this.files[this.root+de];return be&&!be.dir?be:null},folder:function(de){if(!de)return this;if(ce(de))return this.filter(function(be,Se){return Se.dir&&de.test(be)});var me=this.root+de,he=le.call(this,me),pe=this.clone();return pe.root=he.name,pe},remove:function(de){de=this.root+de;var me=this.files[de];if(me||(de.slice(-1)!=="/"&&(de+="/"),me=this.files[de]),me&&!me.dir)delete this.files[de];else for(var he=this.filter(function(be,Se){return Se.name.slice(0,de.length)===de}),pe=0;pe<he.length;pe++)delete this.files[he[pe].name];return this},generate:function(de){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},generateInternalStream:function(de){var me,he={};try{if((he=U.extend(de||{},{streamFiles:!1,compression:"STORE",compressionOptions:null,type:"",platform:"DOS",comment:null,mimeType:"application/zip",encodeFileName:q.utf8encode})).type=he.type.toLowerCase(),he.compression=he.compression.toUpperCase(),he.type==="binarystring"&&(he.type="string"),!he.type)throw new Error("No output type specified.");U.checkSupport(he.type),he.platform!=="darwin"&&he.platform!=="freebsd"&&he.platform!=="linux"&&he.platform!=="sunos"||(he.platform="UNIX"),he.platform==="win32"&&(he.platform="DOS");var pe=he.comment||this.comment||"";me=te.generateWorker(this,he,pe)}catch(be){(me=new Y("error")).error(be)}return new Q(me,he.type||"string",he.mimeType)},generateAsync:function(de,me){return 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Y=U.charCodeAt(0),Q=U.charCodeAt(1),K=U.charCodeAt(2),Z=U.charCodeAt(3),J=this.readData(4);return Y===J[0]&&Q===J[1]&&K===J[2]&&Z===J[3]},q.prototype.readData=function(U){if(this.checkOffset(U),U===0)return[];var Y=this.data.slice(this.zero+this.index,this.zero+this.index+U);return this.index+=U,Y},F.exports=q},{"../utils":32,"./DataReader":18}],18:[function(D,F,G){var W=D("../utils");function q(U){this.data=U,this.length=U.length,this.index=0,this.zero=0}q.prototype={checkOffset:function(U){this.checkIndex(this.index+U)},checkIndex:function(U){if(this.length<this.zero+U||U<0)throw new Error("End of data reached (data length = "+this.length+", asked index = "+U+"). 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Z(this,{objectMode:this._outputType!=="nodebuffer"},ie)}},F.exports=te},{"../base64":1,"../external":6,"../nodejs/NodejsStreamOutputAdapter":13,"../support":30,"../utils":32,"./ConvertWorker":24,"./GenericWorker":28}],30:[function(D,F,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,F,G){for(var W=D("./utils"),q=D("./support"),U=D("./nodejsUtils"),Y=D("./stream/GenericWorker"),Q=new 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q.nodebuffer?W.transformTo("nodebuffer",te).toString("utf-8"):function(ie){var se,re,ae,le,ce=ie.length,fe=new Array(2*ce);for(se=re=0;se<ce;)if((ae=ie[se++])<128)fe[re++]=ae;else if(4<(le=Q[ae]))fe[re++]=65533,se+=le-1;else{for(ae&=le===2?31:le===3?15:7;1<le&&se<ce;)ae=ae<<6|63&ie[se++],le--;1<le?fe[re++]=65533:ae<65536?fe[re++]=ae:(ae-=65536,fe[re++]=55296|ae>>10&1023,fe[re++]=56320|1023&ae)}return fe.length!==re&&(fe.subarray?fe=fe.subarray(0,re):fe.length=re),W.applyFromCharCode(fe)}(te=W.transformTo(q.uint8array?"uint8array":"array",te))},W.inherits(Z,Y),Z.prototype.processChunk=function(te){var ie=W.transformTo(q.uint8array?"uint8array":"array",te.data);if(this.leftOver&&this.leftOver.length){if(q.uint8array){var se=ie;(ie=new Uint8Array(se.length+this.leftOver.length)).set(this.leftOver,0),ie.set(se,this.leftOver.length)}else ie=this.leftOver.concat(ie);this.leftOver=null}var re=function(le,ce){var fe;for((ce=ce||le.length)>le.length&&(ce=le.length),fe=ce-1;0<=fe&&(192&le[fe])==128;)fe--;return fe<0||fe===0?ce:fe+Q[le[fe]]>ce?fe:ce}(ie),ae=ie;re!==ie.length&&(q.uint8array?(ae=ie.subarray(0,re),this.leftOver=ie.subarray(re,ie.length)):(ae=ie.slice(0,re),this.leftOver=ie.slice(re,ie.length))),this.push({data:G.utf8decode(ae),meta:te.meta})},Z.prototype.flush=function(){this.leftOver&&this.leftOver.length&&(this.push({data:G.utf8decode(this.leftOver),meta:{}}),this.leftOver=null)},G.Utf8DecodeWorker=Z,W.inherits(J,Y),J.prototype.processChunk=function(te){this.push({data:G.utf8encode(te.data),meta:te.meta})},G.Utf8EncodeWorker=J},{"./nodejsUtils":14,"./stream/GenericWorker":28,"./support":30,"./utils":32}],32:[function(D,F,G){var W=D("./support"),q=D("./base64"),U=D("./nodejsUtils"),Y=D("set-immediate-shim"),Q=D("./external");function K(re){return re}function Z(re,ae){for(var le=0;le<re.length;++le)ae[le]=255&re.charCodeAt(le);return 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in K)if(K.hasOwnProperty(ae)&&K[ae].magic===re)return K[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 U(this.compressedSize,this.uncompressedSize,this.crc32,ie,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 ie=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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ie,se,re,ae=te.index+this.extraFieldsLength;for(this.extraFields||(this.extraFields={});te.index+4<ae;)ie=te.readInt(2),se=te.readInt(2),re=te.readData(se),this.extraFields[ie]={id:ie,length:se,value:re};te.setIndex(ae)},handleUTF8:function(){var te=Z.uint8array?"uint8array":"array";if(this.useUTF8())this.fileNameStr=Q.utf8decode(this.fileName),this.fileCommentStr=Q.utf8decode(this.fileComment);else{var ie=this.findExtraFieldUnicodePath();if(ie!==null)this.fileNameStr=ie;else{var se=q.transformTo(te,this.fileName);this.fileNameStr=this.loadOptions.decodeFileName(se)}var re=this.findExtraFieldUnicodeComment();if(re!==null)this.fileCommentStr=re;else{var ae=q.transformTo(te,this.fileComment);this.fileCommentStr=this.loadOptions.decodeFileName(ae)}}},findExtraFieldUnicodePath:function(){var te=this.extraFields[28789];if(te){var ie=W(te.value);return ie.readInt(1)!==1||Y(this.fileName)!==ie.readInt(4)?null:Q.utf8decode(ie.readData(te.length-5))}return null},findExtraFieldUnicodeComment:function(){var te=this.extraFields[25461];if(te){var ie=W(te.value);return ie.readInt(1)!==1||Y(this.fileComment)!==ie.readInt(4)?null:Q.utf8decode(ie.readData(te.length-5))}return null}},F.exports=J},{"./compressedObject":2,"./compressions":3,"./crc32":4,"./reader/readerFor":22,"./support":30,"./utf8":31,"./utils":32}],35:[function(D,F,G){function W(ie,se,re){this.name=ie,this.dir=re.dir,this.date=re.date,this.comment=re.comment,this.unixPermissions=re.unixPermissions,this.dosPermissions=re.dosPermissions,this._data=se,this._dataBinary=re.binary,this.options={compression:re.compression,compressionOptions:re.compressionOptions}}var q=D("./stream/StreamHelper"),U=D("./stream/DataWorker"),Y=D("./utf8"),Q=D("./compressedObject"),K=D("./stream/GenericWorker");W.prototype={internalStream:function(ie){var se=null,re="string";try{if(!ie)throw new Error("No output type specified.");var ae=(re=ie.toLowerCase())==="string"||re==="text";re!=="binarystring"&&re!=="text"||(re="string"),se=this._decompressWorker();var le=!this._dataBinary;le&&!ae&&(se=se.pipe(new Y.Utf8EncodeWorker)),!le&&ae&&(se=se.pipe(new Y.Utf8DecodeWorker))}catch(ce){(se=new K("error")).error(ce)}return new q(se,re,"")},async:function(ie,se){return this.internalStream(ie).accumulate(se)},nodeStream:function(ie,se){return this.internalStream(ie||"nodebuffer").toNodejsStream(se)},_compressWorker:function(ie,se){if(this._data instanceof Q&&this._data.compression.magic===ie.magic)return this._data.getCompressedWorker();var re=this._decompressWorker();return this._dataBinary||(re=re.pipe(new Y.Utf8EncodeWorker)),Q.createWorkerFrom(re,ie,se)},_decompressWorker:function(){return this._data instanceof Q?this._data.getContentWorker():this._data instanceof K?this._data:new U(this._data)}};for(var Z=["asText","asBinary","asNodeBuffer","asUint8Array","asArrayBuffer"],J=function(){throw new Error("This method has 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ge;if(Be.lookahead===0)break}if(_e=0,Be.lookahead>=be&&(Be.ins_h=(Be.ins_h<<Be.hash_shift^Be.window[Be.strstart+be-1])&Be.hash_mask,_e=Be.prev[Be.strstart&Be.w_mask]=Be.head[Be.ins_h],Be.head[Be.ins_h]=Be.strstart),_e!==0&&Be.strstart-_e<=Be.w_size-ve&&(Be.match_length=Ve(Be,_e)),Be.match_length>=be)if(Fe=U._tr_tally(Be,Be.strstart-Be.match_start,Be.match_length-be),Be.lookahead-=Be.match_length,Be.match_length<=Be.max_lazy_match&&Be.lookahead>=be){for(Be.match_length--;Be.strstart++,Be.ins_h=(Be.ins_h<<Be.hash_shift^Be.window[Be.strstart+be-1])&Be.hash_mask,_e=Be.prev[Be.strstart&Be.w_mask]=Be.head[Be.ins_h],Be.head[Be.ins_h]=Be.strstart,--Be.match_length!=0;);Be.strstart++}else Be.strstart+=Be.match_length,Be.match_length=0,Be.ins_h=Be.window[Be.strstart],Be.ins_h=(Be.ins_h<<Be.hash_shift^Be.window[Be.strstart+1])&Be.hash_mask;else Fe=U._tr_tally(Be,0,Be.window[Be.strstart]),Be.lookahead--,Be.strstart++;if(Fe&&(Ie(Be,!1),Be.strm.avail_out===0))return ge}return Be.insert=Be.strstart<be-1?Be.strstart:be-1,Ze===J?(Ie(Be,!0),Be.strm.avail_out===0?Le:Me):Be.last_lit&&(Ie(Be,!1),Be.strm.avail_out===0)?ge:we}function Ke(Be,Ze){for(var _e,Fe,Xe;;){if(Be.lookahead<ve){if(Ue(Be),Be.lookahead<ve&&Ze===Z)return ge;if(Be.lookahead===0)break}if(_e=0,Be.lookahead>=be&&(Be.ins_h=(Be.ins_h<<Be.hash_shift^Be.window[Be.strstart+be-1])&Be.hash_mask,_e=Be.prev[Be.strstart&Be.w_mask]=Be.head[Be.ins_h],Be.head[Be.ins_h]=Be.strstart),Be.prev_length=Be.match_length,Be.prev_match=Be.match_start,Be.match_length=be-1,_e!==0&&Be.prev_length<Be.max_lazy_match&&Be.strstart-_e<=Be.w_size-ve&&(Be.match_length=Ve(Be,_e),Be.match_length<=5&&(Be.strategy===1||Be.match_length===be&&4096<Be.strstart-Be.match_start)&&(Be.match_length=be-1)),Be.prev_length>=be&&Be.match_length<=Be.prev_length){for(Xe=Be.strstart+Be.lookahead-be,Fe=U._tr_tally(Be,Be.strstart-1-Be.prev_match,Be.prev_length-be),Be.lookahead-=Be.prev_length-1,Be.prev_length-=2;++Be.strstart<=Xe&&(Be.ins_h=(Be.ins_h<<Be.hash_shift^Be.window[Be.strstart+be-1])&Be.hash_mask,_e=Be.prev[Be.strstart&Be.w_mask]=Be.head[Be.ins_h],Be.head[Be.ins_h]=Be.strstart),--Be.prev_length!=0;);if(Be.match_available=0,Be.match_length=be-1,Be.strstart++,Fe&&(Ie(Be,!1),Be.strm.avail_out===0))return ge}else if(Be.match_available){if((Fe=U._tr_tally(Be,0,Be.window[Be.strstart-1]))&&Ie(Be,!1),Be.strstart++,Be.lookahead--,Be.strm.avail_out===0)return ge}else Be.match_available=1,Be.strstart++,Be.lookahead--}return Be.match_available&&(Fe=U._tr_tally(Be,0,Be.window[Be.strstart-1]),Be.match_available=0),Be.insert=Be.strstart<be-1?Be.strstart:be-1,Ze===J?(Ie(Be,!0),Be.strm.avail_out===0?Le:Me):Be.last_lit&&(Ie(Be,!1),Be.strm.avail_out===0)?ge:we}function rt(Be,Ze,_e,Fe,Xe){this.good_length=Be,this.max_lazy=Ze,this.nice_length=_e,this.max_chain=Fe,this.func=Xe}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*me+1)),De(this.dyn_ltree),De(this.dyn_dtree),De(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new q.Buf16(pe+1),this.heap=new q.Buf16(2*fe+1),De(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new q.Buf16(2*fe+1),De(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(Be){var Ze;return Be&&Be.state?(Be.total_in=Be.total_out=0,Be.data_type=ae,(Ze=Be.state).pending=0,Ze.pending_out=0,Ze.wrap<0&&(Ze.wrap=-Ze.wrap),Ze.status=Ze.wrap?xe:Ee,Be.adler=Ze.wrap===2?0:1,Ze.last_flush=Z,U._tr_init(Ze),te):Pe(Be,ie)}function gt(Be){var Ze=ht(Be);return Ze===te&&function(_e){_e.window_size=2*_e.w_size,De(_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}(Be.state),Ze}function ke(Be,Ze,_e,Fe,Xe,$e){if(!Be)return ie;var Qe=1;if(Ze===se&&(Ze=6),Fe<0?(Qe=0,Fe=-Fe):15<Fe&&(Qe=2,Fe-=16),Xe<1||ce<Xe||_e!==le||Fe<8||15<Fe||Ze<0||9<Ze||$e<0||re<$e)return Pe(Be,ie);Fe===8&&(Fe=9);var nt=new pt;return(Be.state=nt).strm=Be,nt.wrap=Qe,nt.gzhead=null,nt.w_bits=Fe,nt.w_size=1<<nt.w_bits,nt.w_mask=nt.w_size-1,nt.hash_bits=Xe+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<<Xe+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=Ze,nt.strategy=$e,nt.method=_e,gt(Be)}W=[new rt(0,0,0,0,function(Be,Ze){var _e=65535;for(_e>Be.pending_buf_size-5&&(_e=Be.pending_buf_size-5);;){if(Be.lookahead<=1){if(Ue(Be),Be.lookahead===0&&Ze===Z)return ge;if(Be.lookahead===0)break}Be.strstart+=Be.lookahead,Be.lookahead=0;var Fe=Be.block_start+_e;if((Be.strstart===0||Be.strstart>=Fe)&&(Be.lookahead=Be.strstart-Fe,Be.strstart=Fe,Ie(Be,!1),Be.strm.avail_out===0)||Be.strstart-Be.block_start>=Be.w_size-ve&&(Ie(Be,!1),Be.strm.avail_out===0))return ge}return Be.insert=0,Ze===J?(Ie(Be,!0),Be.strm.avail_out===0?Le:Me):(Be.strstart>Be.block_start&&(Ie(Be,!1),Be.strm.avail_out),ge)}),new rt(4,4,8,4,tt),new rt(4,5,16,8,tt),new rt(4,6,32,32,tt),new rt(4,4,16,16,Ke),new rt(8,16,32,32,Ke),new rt(8,16,128,128,Ke),new rt(8,32,128,256,Ke),new rt(32,128,258,1024,Ke),new rt(32,258,258,4096,Ke)],G.deflateInit=function(Be,Ze){return ke(Be,Ze,le,15,8,0)},G.deflateInit2=ke,G.deflateReset=gt,G.deflateResetKeep=ht,G.deflateSetHeader=function(Be,Ze){return Be&&Be.state?Be.state.wrap!==2?ie:(Be.state.gzhead=Ze,te):ie},G.deflate=function(Be,Ze){var _e,Fe,Xe,$e;if(!Be||!Be.state||5<Ze||Ze<0)return Be?Pe(Be,ie):ie;if(Fe=Be.state,!Be.output||!Be.input&&Be.avail_in!==0||Fe.status===666&&Ze!==J)return Pe(Be,Be.avail_out===0?-5:ie);if(Fe.strm=Be,_e=Fe.last_flush,Fe.last_flush=Ze,Fe.status===xe)if(Fe.wrap===2)Be.adler=0,Ge(Fe,31),Ge(Fe,139),Ge(Fe,8),Fe.gzhead?(Ge(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)),Ge(Fe,255&Fe.gzhead.time),Ge(Fe,Fe.gzhead.time>>8&255),Ge(Fe,Fe.gzhead.time>>16&255),Ge(Fe,Fe.gzhead.time>>24&255),Ge(Fe,Fe.level===9?2:2<=Fe.strategy||Fe.level<2?4:0),Ge(Fe,255&Fe.gzhead.os),Fe.gzhead.extra&&Fe.gzhead.extra.length&&(Ge(Fe,255&Fe.gzhead.extra.length),Ge(Fe,Fe.gzhead.extra.length>>8&255)),Fe.gzhead.hcrc&&(Be.adler=Q(Be.adler,Fe.pending_buf,Fe.pending,0)),Fe.gzindex=0,Fe.status=69):(Ge(Fe,0),Ge(Fe,0),Ge(Fe,0),Ge(Fe,0),Ge(Fe,0),Ge(Fe,Fe.level===9?2:2<=Fe.strategy||Fe.level<2?4:0),Ge(Fe,3),Fe.status=Ee);else{var Qe=le+(Fe.w_bits-8<<4)<<8;Qe|=(2<=Fe.strategy||Fe.level<2?0:Fe.level<6?1:Fe.level===6?2:3)<<6,Fe.strstart!==0&&(Qe|=32),Qe+=31-Qe%31,Fe.status=Ee,ze(Fe,Qe),Fe.strstart!==0&&(ze(Fe,Be.adler>>>16),ze(Fe,65535&Be.adler)),Be.adler=1}if(Fe.status===69)if(Fe.gzhead.extra){for(Xe=Fe.pending;Fe.gzindex<(65535&Fe.gzhead.extra.length)&&(Fe.pending!==Fe.pending_buf_size||(Fe.gzhead.hcrc&&Fe.pending>Xe&&(Be.adler=Q(Be.adler,Fe.pending_buf,Fe.pending-Xe,Xe)),Ne(Be),Xe=Fe.pending,Fe.pending!==Fe.pending_buf_size));)Ge(Fe,255&Fe.gzhead.extra[Fe.gzindex]),Fe.gzindex++;Fe.gzhead.hcrc&&Fe.pending>Xe&&(Be.adler=Q(Be.adler,Fe.pending_buf,Fe.pending-Xe,Xe)),Fe.gzindex===Fe.gzhead.extra.length&&(Fe.gzindex=0,Fe.status=73)}else Fe.status=73;if(Fe.status===73)if(Fe.gzhead.name){Xe=Fe.pending;do{if(Fe.pending===Fe.pending_buf_size&&(Fe.gzhead.hcrc&&Fe.pending>Xe&&(Be.adler=Q(Be.adler,Fe.pending_buf,Fe.pending-Xe,Xe)),Ne(Be),Xe=Fe.pending,Fe.pending===Fe.pending_buf_size)){$e=1;break}$e=Fe.gzindex<Fe.gzhead.name.length?255&Fe.gzhead.name.charCodeAt(Fe.gzindex++):0,Ge(Fe,$e)}while($e!==0);Fe.gzhead.hcrc&&Fe.pending>Xe&&(Be.adler=Q(Be.adler,Fe.pending_buf,Fe.pending-Xe,Xe)),$e===0&&(Fe.gzindex=0,Fe.status=91)}else Fe.status=91;if(Fe.status===91)if(Fe.gzhead.comment){Xe=Fe.pending;do{if(Fe.pending===Fe.pending_buf_size&&(Fe.gzhead.hcrc&&Fe.pending>Xe&&(Be.adler=Q(Be.adler,Fe.pending_buf,Fe.pending-Xe,Xe)),Ne(Be),Xe=Fe.pending,Fe.pending===Fe.pending_buf_size)){$e=1;break}$e=Fe.gzindex<Fe.gzhead.comment.length?255&Fe.gzhead.comment.charCodeAt(Fe.gzindex++):0,Ge(Fe,$e)}while($e!==0);Fe.gzhead.hcrc&&Fe.pending>Xe&&(Be.adler=Q(Be.adler,Fe.pending_buf,Fe.pending-Xe,Xe)),$e===0&&(Fe.status=103)}else Fe.status=103;if(Fe.status===103&&(Fe.gzhead.hcrc?(Fe.pending+2>Fe.pending_buf_size&&Ne(Be),Fe.pending+2<=Fe.pending_buf_size&&(Ge(Fe,255&Be.adler),Ge(Fe,Be.adler>>8&255),Be.adler=0,Fe.status=Ee)):Fe.status=Ee),Fe.pending!==0){if(Ne(Be),Be.avail_out===0)return Fe.last_flush=-1,te}else if(Be.avail_in===0&&Ce(Ze)<=Ce(_e)&&Ze!==J)return Pe(Be,-5);if(Fe.status===666&&Be.avail_in!==0)return Pe(Be,-5);if(Be.avail_in!==0||Fe.lookahead!==0||Ze!==Z&&Fe.status!==666){var nt=Fe.strategy===2?function(Ye,lt){for(var ct;;){if(Ye.lookahead===0&&(Ue(Ye),Ye.lookahead===0)){if(lt===Z)return ge;break}if(Ye.match_length=0,ct=U._tr_tally(Ye,0,Ye.window[Ye.strstart]),Ye.lookahead--,Ye.strstart++,ct&&(Ie(Ye,!1),Ye.strm.avail_out===0))return ge}return Ye.insert=0,lt===J?(Ie(Ye,!0),Ye.strm.avail_out===0?Le:Me):Ye.last_lit&&(Ie(Ye,!1),Ye.strm.avail_out===0)?ge:we}(Fe,Ze):Fe.strategy===3?function(Ye,lt){for(var ct,ft,vt,xt,At=Ye.window;;){if(Ye.lookahead<=Se){if(Ue(Ye),Ye.lookahead<=Se&&lt===Z)return ge;if(Ye.lookahead===0)break}if(Ye.match_length=0,Ye.lookahead>=be&&0<Ye.strstart&&(ft=At[vt=Ye.strstart-1])===At[++vt]&&ft===At[++vt]&&ft===At[++vt]){xt=Ye.strstart+Se;do;while(ft===At[++vt]&&ft===At[++vt]&&ft===At[++vt]&&ft===At[++vt]&&ft===At[++vt]&&ft===At[++vt]&&ft===At[++vt]&&ft===At[++vt]&&vt<xt);Ye.match_length=Se-(xt-vt),Ye.match_length>Ye.lookahead&&(Ye.match_length=Ye.lookahead)}if(Ye.match_length>=be?(ct=U._tr_tally(Ye,1,Ye.match_length-be),Ye.lookahead-=Ye.match_length,Ye.strstart+=Ye.match_length,Ye.match_length=0):(ct=U._tr_tally(Ye,0,Ye.window[Ye.strstart]),Ye.lookahead--,Ye.strstart++),ct&&(Ie(Ye,!1),Ye.strm.avail_out===0))return ge}return Ye.insert=0,lt===J?(Ie(Ye,!0),Ye.strm.avail_out===0?Le:Me):Ye.last_lit&&(Ie(Ye,!1),Ye.strm.avail_out===0)?ge:we}(Fe,Ze):W[Fe.level].func(Fe,Ze);if(nt!==Le&&nt!==Me||(Fe.status=666),nt===ge||nt===Le)return Be.avail_out===0&&(Fe.last_flush=-1),te;if(nt===we&&(Ze===1?U._tr_align(Fe):Ze!==5&&(U._tr_stored_block(Fe,0,0,!1),Ze===3&&(De(Fe.head),Fe.lookahead===0&&(Fe.strstart=0,Fe.block_start=0,Fe.insert=0))),Ne(Be),Be.avail_out===0))return Fe.last_flush=-1,te}return Ze!==J?te:Fe.wrap<=0?1:(Fe.wrap===2?(Ge(Fe,255&Be.adler),Ge(Fe,Be.adler>>8&255),Ge(Fe,Be.adler>>16&255),Ge(Fe,Be.adler>>24&255),Ge(Fe,255&Be.total_in),Ge(Fe,Be.total_in>>8&255),Ge(Fe,Be.total_in>>16&255),Ge(Fe,Be.total_in>>24&255)):(ze(Fe,Be.adler>>>16),ze(Fe,65535&Be.adler)),Ne(Be),0<Fe.wrap&&(Fe.wrap=-Fe.wrap),Fe.pending!==0?te:1)},G.deflateEnd=function(Be){var Ze;return Be&&Be.state?(Ze=Be.state.status)!==xe&&Ze!==69&&Ze!==73&&Ze!==91&&Ze!==103&&Ze!==Ee&&Ze!==666?Pe(Be,ie):(Be.state=null,Ze===Ee?Pe(Be,-3):te):ie},G.deflateSetDictionary=function(Be,Ze){var _e,Fe,Xe,$e,Qe,nt,Ye,lt,ct=Ze.length;if(!Be||!Be.state||($e=(_e=Be.state).wrap)===2||$e===1&&_e.status!==xe||_e.lookahead)return ie;for($e===1&&(Be.adler=Y(Be.adler,Ze,ct,0)),_e.wrap=0,ct>=_e.w_size&&($e===0&&(De(_e.head),_e.strstart=0,_e.block_start=0,_e.insert=0),lt=new q.Buf8(_e.w_size),q.arraySet(lt,Ze,ct-_e.w_size,_e.w_size,0),Ze=lt,ct=_e.w_size),Qe=Be.avail_in,nt=Be.next_in,Ye=Be.input,Be.avail_in=ct,Be.next_in=0,Be.input=Ze,Ue(_e);_e.lookahead>=be;){for(Fe=_e.strstart,Xe=_e.lookahead-(be-1);_e.ins_h=(_e.ins_h<<_e.hash_shift^_e.window[Fe+be-1])&_e.hash_mask,_e.prev[Fe&_e.w_mask]=_e.head[_e.ins_h],_e.head[_e.ins_h]=Fe,Fe++,--Xe;);_e.strstart=Fe,_e.lookahead=be-1,Ue(_e)}return _e.strstart+=_e.lookahead,_e.block_start=_e.strstart,_e.insert=_e.lookahead,_e.lookahead=0,_e.match_length=_e.prev_length=be-1,_e.match_available=0,Be.next_in=nt,Be.input=Ye,Be.avail_in=Qe,_e.wrap=$e,te},G.deflateInfo="pako deflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./messages":51,"./trees":52}],47:[function(D,F,G){F.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,F,G){F.exports=function(W,q){var U,Y,Q,K,Z,J,te,ie,se,re,ae,le,ce,fe,de,me,he,pe,be,Se,ve,xe,Ee,ge,we;U=W.state,Y=W.next_in,ge=W.input,Q=Y+(W.avail_in-5),K=W.next_out,we=W.output,Z=K-(q-W.avail_out),J=K+(W.avail_out-257),te=U.dmax,ie=U.wsize,se=U.whave,re=U.wnext,ae=U.window,le=U.hold,ce=U.bits,fe=U.lencode,de=U.distcode,me=(1<<U.lenbits)-1,he=(1<<U.distbits)-1;e:do{ce<15&&(le+=ge[Y++]<<ce,ce+=8,le+=ge[Y++]<<ce,ce+=8),pe=fe[le&me];t:for(;;){if(le>>>=be=pe>>>24,ce-=be,(be=pe>>>16&255)===0)we[K++]=65535&pe;else{if(!(16&be)){if((64&be)==0){pe=fe[(65535&pe)+(le&(1<<be)-1)];continue t}if(32&be){U.mode=12;break e}W.msg="invalid literal/length code",U.mode=30;break e}Se=65535&pe,(be&=15)&&(ce<be&&(le+=ge[Y++]<<ce,ce+=8),Se+=le&(1<<be)-1,le>>>=be,ce-=be),ce<15&&(le+=ge[Y++]<<ce,ce+=8,le+=ge[Y++]<<ce,ce+=8),pe=de[le&he];n:for(;;){if(le>>>=be=pe>>>24,ce-=be,!(16&(be=pe>>>16&255))){if((64&be)==0){pe=de[(65535&pe)+(le&(1<<be)-1)];continue n}W.msg="invalid distance code",U.mode=30;break e}if(ve=65535&pe,ce<(be&=15)&&(le+=ge[Y++]<<ce,(ce+=8)<be&&(le+=ge[Y++]<<ce,ce+=8)),te<(ve+=le&(1<<be)-1)){W.msg="invalid distance too far back",U.mode=30;break e}if(le>>>=be,ce-=be,(be=K-Z)<ve){if(se<(be=ve-be)&&U.sane){W.msg="invalid distance too far back",U.mode=30;break e}if(Ee=ae,(xe=0)===re){if(xe+=ie-be,be<Se){for(Se-=be;we[K++]=ae[xe++],--be;);xe=K-ve,Ee=we}}else if(re<be){if(xe+=ie+re-be,(be-=re)<Se){for(Se-=be;we[K++]=ae[xe++],--be;);if(xe=0,re<Se){for(Se-=be=re;we[K++]=ae[xe++],--be;);xe=K-ve,Ee=we}}}else if(xe+=re-be,be<Se){for(Se-=be;we[K++]=ae[xe++],--be;);xe=K-ve,Ee=we}for(;2<Se;)we[K++]=Ee[xe++],we[K++]=Ee[xe++],we[K++]=Ee[xe++],Se-=3;Se&&(we[K++]=Ee[xe++],1<Se&&(we[K++]=Ee[xe++]))}else{for(xe=K-ve;we[K++]=we[xe++],we[K++]=we[xe++],we[K++]=we[xe++],2<(Se-=3););Se&&(we[K++]=we[xe++],1<Se&&(we[K++]=we[xe++]))}break}}break}}while(Y<Q&&K<J);Y-=Se=ce>>3,le&=(1<<(ce-=Se<<3))-1,W.next_in=Y,W.next_out=K,W.avail_in=Y<Q?Q-Y+5:5-(Y-Q),W.avail_out=K<J?J-K+257:257-(K-J),U.hold=le,U.bits=ce}},{}],49:[function(D,F,G){var W=D("../utils/common"),q=D("./adler32"),U=D("./crc32"),Y=D("./inffast"),Q=D("./inftrees"),K=1,Z=2,J=0,te=-2,ie=1,se=852,re=592;function ae(xe){return(xe>>>24&255)+(xe>>>8&65280)+((65280&xe)<<8)+((255&xe)<<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 ce(xe){var Ee;return xe&&xe.state?(Ee=xe.state,xe.total_in=xe.total_out=Ee.total=0,xe.msg="",Ee.wrap&&(xe.adler=1&Ee.wrap),Ee.mode=ie,Ee.last=0,Ee.havedict=0,Ee.dmax=32768,Ee.head=null,Ee.hold=0,Ee.bits=0,Ee.lencode=Ee.lendyn=new W.Buf32(se),Ee.distcode=Ee.distdyn=new W.Buf32(re),Ee.sane=1,Ee.back=-1,J):te}function fe(xe){var Ee;return xe&&xe.state?((Ee=xe.state).wsize=0,Ee.whave=0,Ee.wnext=0,ce(xe)):te}function de(xe,Ee){var ge,we;return xe&&xe.state?(we=xe.state,Ee<0?(ge=0,Ee=-Ee):(ge=1+(Ee>>4),Ee<48&&(Ee&=15)),Ee&&(Ee<8||15<Ee)?te:(we.window!==null&&we.wbits!==Ee&&(we.window=null),we.wrap=ge,we.wbits=Ee,fe(xe))):te}function me(xe,Ee){var ge,we;return xe?(we=new le,(xe.state=we).window=null,(ge=de(xe,Ee))!==J&&(xe.state=null),ge):te}var he,pe,be=!0;function Se(xe){if(be){var Ee;for(he=new W.Buf32(512),pe=new W.Buf32(32),Ee=0;Ee<144;)xe.lens[Ee++]=8;for(;Ee<256;)xe.lens[Ee++]=9;for(;Ee<280;)xe.lens[Ee++]=7;for(;Ee<288;)xe.lens[Ee++]=8;for(Q(K,xe.lens,0,288,he,0,xe.work,{bits:9}),Ee=0;Ee<32;)xe.lens[Ee++]=5;Q(Z,xe.lens,0,32,pe,0,xe.work,{bits:5}),be=!1}xe.lencode=he,xe.lenbits=9,xe.distcode=pe,xe.distbits=5}function ve(xe,Ee,ge,we){var Le,Me=xe.state;return Me.window===null&&(Me.wsize=1<<Me.wbits,Me.wnext=0,Me.whave=0,Me.window=new W.Buf8(Me.wsize)),we>=Me.wsize?(W.arraySet(Me.window,Ee,ge-Me.wsize,Me.wsize,0),Me.wnext=0,Me.whave=Me.wsize):(we<(Le=Me.wsize-Me.wnext)&&(Le=we),W.arraySet(Me.window,Ee,ge-we,Le,Me.wnext),(we-=Le)?(W.arraySet(Me.window,Ee,ge-we,we,0),Me.wnext=we,Me.whave=Me.wsize):(Me.wnext+=Le,Me.wnext===Me.wsize&&(Me.wnext=0),Me.whave<Me.wsize&&(Me.whave+=Le))),0}G.inflateReset=fe,G.inflateReset2=de,G.inflateResetKeep=ce,G.inflateInit=function(xe){return me(xe,15)},G.inflateInit2=me,G.inflate=function(xe,Ee){var ge,we,Le,Me,Pe,Ce,De,Ne,Ie,Ge,ze,Ve,Ue,tt,Ke,rt,pt,ht,gt,ke,Be,Ze,_e,Fe,Xe=0,$e=new W.Buf8(4),Qe=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15];if(!xe||!xe.state||!xe.output||!xe.input&&xe.avail_in!==0)return te;(ge=xe.state).mode===12&&(ge.mode=13),Pe=xe.next_out,Le=xe.output,De=xe.avail_out,Me=xe.next_in,we=xe.input,Ce=xe.avail_in,Ne=ge.hold,Ie=ge.bits,Ge=Ce,ze=De,Ze=J;e:for(;;)switch(ge.mode){case ie:if(ge.wrap===0){ge.mode=13;break}for(;Ie<16;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}if(2&ge.wrap&&Ne===35615){$e[ge.check=0]=255&Ne,$e[1]=Ne>>>8&255,ge.check=U(ge.check,$e,2,0),Ie=Ne=0,ge.mode=2;break}if(ge.flags=0,ge.head&&(ge.head.done=!1),!(1&ge.wrap)||(((255&Ne)<<8)+(Ne>>8))%31){xe.msg="incorrect header check",ge.mode=30;break}if((15&Ne)!=8){xe.msg="unknown compression method",ge.mode=30;break}if(Ie-=4,Be=8+(15&(Ne>>>=4)),ge.wbits===0)ge.wbits=Be;else if(Be>ge.wbits){xe.msg="invalid window size",ge.mode=30;break}ge.dmax=1<<Be,xe.adler=ge.check=1,ge.mode=512&Ne?10:12,Ie=Ne=0;break;case 2:for(;Ie<16;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}if(ge.flags=Ne,(255&ge.flags)!=8){xe.msg="unknown compression method",ge.mode=30;break}if(57344&ge.flags){xe.msg="unknown header flags set",ge.mode=30;break}ge.head&&(ge.head.text=Ne>>8&1),512&ge.flags&&($e[0]=255&Ne,$e[1]=Ne>>>8&255,ge.check=U(ge.check,$e,2,0)),Ie=Ne=0,ge.mode=3;case 3:for(;Ie<32;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}ge.head&&(ge.head.time=Ne),512&ge.flags&&($e[0]=255&Ne,$e[1]=Ne>>>8&255,$e[2]=Ne>>>16&255,$e[3]=Ne>>>24&255,ge.check=U(ge.check,$e,4,0)),Ie=Ne=0,ge.mode=4;case 4:for(;Ie<16;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}ge.head&&(ge.head.xflags=255&Ne,ge.head.os=Ne>>8),512&ge.flags&&($e[0]=255&Ne,$e[1]=Ne>>>8&255,ge.check=U(ge.check,$e,2,0)),Ie=Ne=0,ge.mode=5;case 5:if(1024&ge.flags){for(;Ie<16;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}ge.length=Ne,ge.head&&(ge.head.extra_len=Ne),512&ge.flags&&($e[0]=255&Ne,$e[1]=Ne>>>8&255,ge.check=U(ge.check,$e,2,0)),Ie=Ne=0}else ge.head&&(ge.head.extra=null);ge.mode=6;case 6:if(1024&ge.flags&&(Ce<(Ve=ge.length)&&(Ve=Ce),Ve&&(ge.head&&(Be=ge.head.extra_len-ge.length,ge.head.extra||(ge.head.extra=new Array(ge.head.extra_len)),W.arraySet(ge.head.extra,we,Me,Ve,Be)),512&ge.flags&&(ge.check=U(ge.check,we,Ve,Me)),Ce-=Ve,Me+=Ve,ge.length-=Ve),ge.length))break e;ge.length=0,ge.mode=7;case 7:if(2048&ge.flags){if(Ce===0)break e;for(Ve=0;Be=we[Me+Ve++],ge.head&&Be&&ge.length<65536&&(ge.head.name+=String.fromCharCode(Be)),Be&&Ve<Ce;);if(512&ge.flags&&(ge.check=U(ge.check,we,Ve,Me)),Ce-=Ve,Me+=Ve,Be)break e}else ge.head&&(ge.head.name=null);ge.length=0,ge.mode=8;case 8:if(4096&ge.flags){if(Ce===0)break e;for(Ve=0;Be=we[Me+Ve++],ge.head&&Be&&ge.length<65536&&(ge.head.comment+=String.fromCharCode(Be)),Be&&Ve<Ce;);if(512&ge.flags&&(ge.check=U(ge.check,we,Ve,Me)),Ce-=Ve,Me+=Ve,Be)break e}else ge.head&&(ge.head.comment=null);ge.mode=9;case 9:if(512&ge.flags){for(;Ie<16;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}if(Ne!==(65535&ge.check)){xe.msg="header crc mismatch",ge.mode=30;break}Ie=Ne=0}ge.head&&(ge.head.hcrc=ge.flags>>9&1,ge.head.done=!0),xe.adler=ge.check=0,ge.mode=12;break;case 10:for(;Ie<32;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}xe.adler=ge.check=ae(Ne),Ie=Ne=0,ge.mode=11;case 11:if(ge.havedict===0)return xe.next_out=Pe,xe.avail_out=De,xe.next_in=Me,xe.avail_in=Ce,ge.hold=Ne,ge.bits=Ie,2;xe.adler=ge.check=1,ge.mode=12;case 12:if(Ee===5||Ee===6)break e;case 13:if(ge.last){Ne>>>=7&Ie,Ie-=7&Ie,ge.mode=27;break}for(;Ie<3;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}switch(ge.last=1&Ne,Ie-=1,3&(Ne>>>=1)){case 0:ge.mode=14;break;case 1:if(Se(ge),ge.mode=20,Ee!==6)break;Ne>>>=2,Ie-=2;break e;case 2:ge.mode=17;break;case 3:xe.msg="invalid block type",ge.mode=30}Ne>>>=2,Ie-=2;break;case 14:for(Ne>>>=7&Ie,Ie-=7&Ie;Ie<32;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}if((65535&Ne)!=(Ne>>>16^65535)){xe.msg="invalid stored block lengths",ge.mode=30;break}if(ge.length=65535&Ne,Ie=Ne=0,ge.mode=15,Ee===6)break e;case 15:ge.mode=16;case 16:if(Ve=ge.length){if(Ce<Ve&&(Ve=Ce),De<Ve&&(Ve=De),Ve===0)break e;W.arraySet(Le,we,Me,Ve,Pe),Ce-=Ve,Me+=Ve,De-=Ve,Pe+=Ve,ge.length-=Ve;break}ge.mode=12;break;case 17:for(;Ie<14;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}if(ge.nlen=257+(31&Ne),Ne>>>=5,Ie-=5,ge.ndist=1+(31&Ne),Ne>>>=5,Ie-=5,ge.ncode=4+(15&Ne),Ne>>>=4,Ie-=4,286<ge.nlen||30<ge.ndist){xe.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(;Ie<3;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}ge.lens[Qe[ge.have++]]=7&Ne,Ne>>>=3,Ie-=3}for(;ge.have<19;)ge.lens[Qe[ge.have++]]=0;if(ge.lencode=ge.lendyn,ge.lenbits=7,_e={bits:ge.lenbits},Ze=Q(0,ge.lens,0,19,ge.lencode,0,ge.work,_e),ge.lenbits=_e.bits,Ze){xe.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(;rt=(Xe=ge.lencode[Ne&(1<<ge.lenbits)-1])>>>16&255,pt=65535&Xe,!((Ke=Xe>>>24)<=Ie);){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}if(pt<16)Ne>>>=Ke,Ie-=Ke,ge.lens[ge.have++]=pt;else{if(pt===16){for(Fe=Ke+2;Ie<Fe;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}if(Ne>>>=Ke,Ie-=Ke,ge.have===0){xe.msg="invalid bit length repeat",ge.mode=30;break}Be=ge.lens[ge.have-1],Ve=3+(3&Ne),Ne>>>=2,Ie-=2}else if(pt===17){for(Fe=Ke+3;Ie<Fe;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}Ie-=Ke,Be=0,Ve=3+(7&(Ne>>>=Ke)),Ne>>>=3,Ie-=3}else{for(Fe=Ke+7;Ie<Fe;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}Ie-=Ke,Be=0,Ve=11+(127&(Ne>>>=Ke)),Ne>>>=7,Ie-=7}if(ge.have+Ve>ge.nlen+ge.ndist){xe.msg="invalid bit length repeat",ge.mode=30;break}for(;Ve--;)ge.lens[ge.have++]=Be}}if(ge.mode===30)break;if(ge.lens[256]===0){xe.msg="invalid code -- missing end-of-block",ge.mode=30;break}if(ge.lenbits=9,_e={bits:ge.lenbits},Ze=Q(K,ge.lens,0,ge.nlen,ge.lencode,0,ge.work,_e),ge.lenbits=_e.bits,Ze){xe.msg="invalid literal/lengths set",ge.mode=30;break}if(ge.distbits=6,ge.distcode=ge.distdyn,_e={bits:ge.distbits},Ze=Q(Z,ge.lens,ge.nlen,ge.ndist,ge.distcode,0,ge.work,_e),ge.distbits=_e.bits,Ze){xe.msg="invalid distances set",ge.mode=30;break}if(ge.mode=20,Ee===6)break e;case 20:ge.mode=21;case 21:if(6<=Ce&&258<=De){xe.next_out=Pe,xe.avail_out=De,xe.next_in=Me,xe.avail_in=Ce,ge.hold=Ne,ge.bits=Ie,Y(xe,ze),Pe=xe.next_out,Le=xe.output,De=xe.avail_out,Me=xe.next_in,we=xe.input,Ce=xe.avail_in,Ne=ge.hold,Ie=ge.bits,ge.mode===12&&(ge.back=-1);break}for(ge.back=0;rt=(Xe=ge.lencode[Ne&(1<<ge.lenbits)-1])>>>16&255,pt=65535&Xe,!((Ke=Xe>>>24)<=Ie);){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}if(rt&&(240&rt)==0){for(ht=Ke,gt=rt,ke=pt;rt=(Xe=ge.lencode[ke+((Ne&(1<<ht+gt)-1)>>ht)])>>>16&255,pt=65535&Xe,!(ht+(Ke=Xe>>>24)<=Ie);){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}Ne>>>=ht,Ie-=ht,ge.back+=ht}if(Ne>>>=Ke,Ie-=Ke,ge.back+=Ke,ge.length=pt,rt===0){ge.mode=26;break}if(32&rt){ge.back=-1,ge.mode=12;break}if(64&rt){xe.msg="invalid literal/length code",ge.mode=30;break}ge.extra=15&rt,ge.mode=22;case 22:if(ge.extra){for(Fe=ge.extra;Ie<Fe;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}ge.length+=Ne&(1<<ge.extra)-1,Ne>>>=ge.extra,Ie-=ge.extra,ge.back+=ge.extra}ge.was=ge.length,ge.mode=23;case 23:for(;rt=(Xe=ge.distcode[Ne&(1<<ge.distbits)-1])>>>16&255,pt=65535&Xe,!((Ke=Xe>>>24)<=Ie);){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}if((240&rt)==0){for(ht=Ke,gt=rt,ke=pt;rt=(Xe=ge.distcode[ke+((Ne&(1<<ht+gt)-1)>>ht)])>>>16&255,pt=65535&Xe,!(ht+(Ke=Xe>>>24)<=Ie);){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}Ne>>>=ht,Ie-=ht,ge.back+=ht}if(Ne>>>=Ke,Ie-=Ke,ge.back+=Ke,64&rt){xe.msg="invalid distance code",ge.mode=30;break}ge.offset=pt,ge.extra=15&rt,ge.mode=24;case 24:if(ge.extra){for(Fe=ge.extra;Ie<Fe;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}ge.offset+=Ne&(1<<ge.extra)-1,Ne>>>=ge.extra,Ie-=ge.extra,ge.back+=ge.extra}if(ge.offset>ge.dmax){xe.msg="invalid distance too far back",ge.mode=30;break}ge.mode=25;case 25:if(De===0)break e;if(Ve=ze-De,ge.offset>Ve){if((Ve=ge.offset-Ve)>ge.whave&&ge.sane){xe.msg="invalid distance too far back",ge.mode=30;break}Ue=Ve>ge.wnext?(Ve-=ge.wnext,ge.wsize-Ve):ge.wnext-Ve,Ve>ge.length&&(Ve=ge.length),tt=ge.window}else tt=Le,Ue=Pe-ge.offset,Ve=ge.length;for(De<Ve&&(Ve=De),De-=Ve,ge.length-=Ve;Le[Pe++]=tt[Ue++],--Ve;);ge.length===0&&(ge.mode=21);break;case 26:if(De===0)break e;Le[Pe++]=ge.length,De--,ge.mode=21;break;case 27:if(ge.wrap){for(;Ie<32;){if(Ce===0)break e;Ce--,Ne|=we[Me++]<<Ie,Ie+=8}if(ze-=De,xe.total_out+=ze,ge.total+=ze,ze&&(xe.adler=ge.check=ge.flags?U(ge.check,Le,ze,Pe-ze):q(ge.check,Le,ze,Pe-ze)),ze=De,(ge.flags?Ne:ae(Ne))!==ge.check){xe.msg="incorrect data check",ge.mode=30;break}Ie=Ne=0}ge.mode=28;case 28:if(ge.wrap&&ge.flags){for(;Ie<32;){if(Ce===0)break e;Ce--,Ne+=we[Me++]<<Ie,Ie+=8}if(Ne!==(4294967295&ge.total)){xe.msg="incorrect length check",ge.mode=30;break}Ie=Ne=0}ge.mode=29;case 29:Ze=1;break e;case 30:Ze=-3;break e;case 31:return-4;case 32:default:return te}return xe.next_out=Pe,xe.avail_out=De,xe.next_in=Me,xe.avail_in=Ce,ge.hold=Ne,ge.bits=Ie,(ge.wsize||ze!==xe.avail_out&&ge.mode<30&&(ge.mode<27||Ee!==4))&&ve(xe,xe.output,xe.next_out,ze-xe.avail_out)?(ge.mode=31,-4):(Ge-=xe.avail_in,ze-=xe.avail_out,xe.total_in+=Ge,xe.total_out+=ze,ge.total+=ze,ge.wrap&&ze&&(xe.adler=ge.check=ge.flags?U(ge.check,Le,ze,xe.next_out-ze):q(ge.check,Le,ze,xe.next_out-ze)),xe.data_type=ge.bits+(ge.last?64:0)+(ge.mode===12?128:0)+(ge.mode===20||ge.mode===15?256:0),(Ge==0&&ze===0||Ee===4)&&Ze===J&&(Ze=-5),Ze)},G.inflateEnd=function(xe){if(!xe||!xe.state)return te;var Ee=xe.state;return Ee.window&&(Ee.window=null),xe.state=null,J},G.inflateGetHeader=function(xe,Ee){var ge;return xe&&xe.state?(2&(ge=xe.state).wrap)==0?te:((ge.head=Ee).done=!1,J):te},G.inflateSetDictionary=function(xe,Ee){var ge,we=Ee.length;return xe&&xe.state?(ge=xe.state).wrap!==0&&ge.mode!==11?te:ge.mode===11&&q(1,Ee,we,0)!==ge.check?-3:ve(xe,Ee,we,we)?(ge.mode=31,-4):(ge.havedict=1,J):te},G.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./inffast":48,"./inftrees":50}],50:[function(D,F,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],U=[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],Q=[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];F.exports=function(K,Z,J,te,ie,se,re,ae){var le,ce,fe,de,me,he,pe,be,Se,ve=ae.bits,xe=0,Ee=0,ge=0,we=0,Le=0,Me=0,Pe=0,Ce=0,De=0,Ne=0,Ie=null,Ge=0,ze=new W.Buf16(16),Ve=new W.Buf16(16),Ue=null,tt=0;for(xe=0;xe<=15;xe++)ze[xe]=0;for(Ee=0;Ee<te;Ee++)ze[Z[J+Ee]]++;for(Le=ve,we=15;1<=we&&ze[we]===0;we--);if(we<Le&&(Le=we),we===0)return ie[se++]=20971520,ie[se++]=20971520,ae.bits=1,0;for(ge=1;ge<we&&ze[ge]===0;ge++);for(Le<ge&&(Le=ge),xe=Ce=1;xe<=15;xe++)if(Ce<<=1,(Ce-=ze[xe])<0)return-1;if(0<Ce&&(K===0||we!==1))return-1;for(Ve[1]=0,xe=1;xe<15;xe++)Ve[xe+1]=Ve[xe]+ze[xe];for(Ee=0;Ee<te;Ee++)Z[J+Ee]!==0&&(re[Ve[Z[J+Ee]]++]=Ee);if(he=K===0?(Ie=Ue=re,19):K===1?(Ie=q,Ge-=257,Ue=U,tt-=257,256):(Ie=Y,Ue=Q,-1),xe=ge,me=se,Pe=Ee=Ne=0,fe=-1,de=(De=1<<(Me=Le))-1,K===1&&852<De||K===2&&592<De)return 1;for(;;){for(pe=xe-Pe,Se=re[Ee]<he?(be=0,re[Ee]):re[Ee]>he?(be=Ue[tt+re[Ee]],Ie[Ge+re[Ee]]):(be=96,0),le=1<<xe-Pe,ge=ce=1<<Me;ie[me+(Ne>>Pe)+(ce-=le)]=pe<<24|be<<16|Se|0,ce!==0;);for(le=1<<xe-1;Ne&le;)le>>=1;if(le!==0?(Ne&=le-1,Ne+=le):Ne=0,Ee++,--ze[xe]==0){if(xe===we)break;xe=Z[J+re[Ee]]}if(Le<xe&&(Ne&de)!==fe){for(Pe===0&&(Pe=Le),me+=ge,Ce=1<<(Me=xe-Pe);Me+Pe<we&&!((Ce-=ze[Me+Pe])<=0);)Me++,Ce<<=1;if(De+=1<<Me,K===1&&852<De||K===2&&592<De)return 1;ie[fe=Ne&de]=Le<<24|Me<<16|me-se|0}}return Ne!==0&&(ie[me+Ne]=xe-Pe<<24|64<<16|0),ae.bits=Le,0}},{"../utils/common":41}],51:[function(D,F,G){F.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,F,G){var W=D("../utils/common"),q=0,U=1;function Y(Xe){for(var $e=Xe.length;0<=--$e;)Xe[$e]=0}var Q=0,K=29,Z=256,J=Z+1+K,te=30,ie=19,se=2*J+1,re=15,ae=16,le=7,ce=256,fe=16,de=17,me=18,he=[0,0,0,0,0,0,0,0,1,1,1,1,2,2,2,2,3,3,3,3,4,4,4,4,5,5,5,5,0],pe=[0,0,0,0,1,1,2,2,3,3,4,4,5,5,6,6,7,7,8,8,9,9,10,10,11,11,12,12,13,13],be=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,3,7],Se=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15],ve=new Array(2*(J+2));Y(ve);var xe=new Array(2*te);Y(xe);var Ee=new Array(512);Y(Ee);var ge=new Array(256);Y(ge);var we=new Array(K);Y(we);var Le,Me,Pe,Ce=new Array(te);function De(Xe,$e,Qe,nt,Ye){this.static_tree=Xe,this.extra_bits=$e,this.extra_base=Qe,this.elems=nt,this.max_length=Ye,this.has_stree=Xe&&Xe.length}function Ne(Xe,$e){this.dyn_tree=Xe,this.max_code=0,this.stat_desc=$e}function Ie(Xe){return Xe<256?Ee[Xe]:Ee[256+(Xe>>>7)]}function Ge(Xe,$e){Xe.pending_buf[Xe.pending++]=255&$e,Xe.pending_buf[Xe.pending++]=$e>>>8&255}function ze(Xe,$e,Qe){Xe.bi_valid>ae-Qe?(Xe.bi_buf|=$e<<Xe.bi_valid&65535,Ge(Xe,Xe.bi_buf),Xe.bi_buf=$e>>ae-Xe.bi_valid,Xe.bi_valid+=Qe-ae):(Xe.bi_buf|=$e<<Xe.bi_valid&65535,Xe.bi_valid+=Qe)}function Ve(Xe,$e,Qe){ze(Xe,Qe[2*$e],Qe[2*$e+1])}function Ue(Xe,$e){for(var Qe=0;Qe|=1&Xe,Xe>>>=1,Qe<<=1,0<--$e;);return Qe>>>1}function tt(Xe,$e,Qe){var nt,Ye,lt=new Array(re+1),ct=0;for(nt=1;nt<=re;nt++)lt[nt]=ct=ct+Qe[nt-1]<<1;for(Ye=0;Ye<=$e;Ye++){var ft=Xe[2*Ye+1];ft!==0&&(Xe[2*Ye]=Ue(lt[ft]++,ft))}}function Ke(Xe){var $e;for($e=0;$e<J;$e++)Xe.dyn_ltree[2*$e]=0;for($e=0;$e<te;$e++)Xe.dyn_dtree[2*$e]=0;for($e=0;$e<ie;$e++)Xe.bl_tree[2*$e]=0;Xe.dyn_ltree[2*ce]=1,Xe.opt_len=Xe.static_len=0,Xe.last_lit=Xe.matches=0}function rt(Xe){8<Xe.bi_valid?Ge(Xe,Xe.bi_buf):0<Xe.bi_valid&&(Xe.pending_buf[Xe.pending++]=Xe.bi_buf),Xe.bi_buf=0,Xe.bi_valid=0}function pt(Xe,$e,Qe,nt){var Ye=2*$e,lt=2*Qe;return Xe[Ye]<Xe[lt]||Xe[Ye]===Xe[lt]&&nt[$e]<=nt[Qe]}function ht(Xe,$e,Qe){for(var nt=Xe.heap[Qe],Ye=Qe<<1;Ye<=Xe.heap_len&&(Ye<Xe.heap_len&&pt($e,Xe.heap[Ye+1],Xe.heap[Ye],Xe.depth)&&Ye++,!pt($e,nt,Xe.heap[Ye],Xe.depth));)Xe.heap[Qe]=Xe.heap[Ye],Qe=Ye,Ye<<=1;Xe.heap[Qe]=nt}function gt(Xe,$e,Qe){var nt,Ye,lt,ct,ft=0;if(Xe.last_lit!==0)for(;nt=Xe.pending_buf[Xe.d_buf+2*ft]<<8|Xe.pending_buf[Xe.d_buf+2*ft+1],Ye=Xe.pending_buf[Xe.l_buf+ft],ft++,nt===0?Ve(Xe,Ye,$e):(Ve(Xe,(lt=ge[Ye])+Z+1,$e),(ct=he[lt])!==0&&ze(Xe,Ye-=we[lt],ct),Ve(Xe,lt=Ie(--nt),Qe),(ct=pe[lt])!==0&&ze(Xe,nt-=Ce[lt],ct)),ft<Xe.last_lit;);Ve(Xe,ce,$e)}function ke(Xe,$e){var Qe,nt,Ye,lt=$e.dyn_tree,ct=$e.stat_desc.static_tree,ft=$e.stat_desc.has_stree,vt=$e.stat_desc.elems,xt=-1;for(Xe.heap_len=0,Xe.heap_max=se,Qe=0;Qe<vt;Qe++)lt[2*Qe]!==0?(Xe.heap[++Xe.heap_len]=xt=Qe,Xe.depth[Qe]=0):lt[2*Qe+1]=0;for(;Xe.heap_len<2;)lt[2*(Ye=Xe.heap[++Xe.heap_len]=xt<2?++xt:0)]=1,Xe.depth[Ye]=0,Xe.opt_len--,ft&&(Xe.static_len-=ct[2*Ye+1]);for($e.max_code=xt,Qe=Xe.heap_len>>1;1<=Qe;Qe--)ht(Xe,lt,Qe);for(Ye=vt;Qe=Xe.heap[1],Xe.heap[1]=Xe.heap[Xe.heap_len--],ht(Xe,lt,1),nt=Xe.heap[1],Xe.heap[--Xe.heap_max]=Qe,Xe.heap[--Xe.heap_max]=nt,lt[2*Ye]=lt[2*Qe]+lt[2*nt],Xe.depth[Ye]=(Xe.depth[Qe]>=Xe.depth[nt]?Xe.depth[Qe]:Xe.depth[nt])+1,lt[2*Qe+1]=lt[2*nt+1]=Ye,Xe.heap[1]=Ye++,ht(Xe,lt,1),2<=Xe.heap_len;);Xe.heap[--Xe.heap_max]=Xe.heap[1],function(At,wt){var Lt,Ot,tn,Ht,ln,Pn,en=wt.dyn_tree,gn=wt.max_code,ni=wt.stat_desc.static_tree,Ai=wt.stat_desc.has_stree,On=wt.stat_desc.extra_bits,Fn=wt.stat_desc.extra_base,un=wt.stat_desc.max_length,_i=0;for(Ht=0;Ht<=re;Ht++)At.bl_count[Ht]=0;for(en[2*At.heap[At.heap_max]+1]=0,Lt=At.heap_max+1;Lt<se;Lt++)un<(Ht=en[2*en[2*(Ot=At.heap[Lt])+1]+1]+1)&&(Ht=un,_i++),en[2*Ot+1]=Ht,gn<Ot||(At.bl_count[Ht]++,ln=0,Fn<=Ot&&(ln=On[Ot-Fn]),Pn=en[2*Ot],At.opt_len+=Pn*(Ht+ln),Ai&&(At.static_len+=Pn*(ni[2*Ot+1]+ln)));if(_i!==0){do{for(Ht=un-1;At.bl_count[Ht]===0;)Ht--;At.bl_count[Ht]--,At.bl_count[Ht+1]+=2,At.bl_count[un]--,_i-=2}while(0<_i);for(Ht=un;Ht!==0;Ht--)for(Ot=At.bl_count[Ht];Ot!==0;)gn<(tn=At.heap[--Lt])||(en[2*tn+1]!==Ht&&(At.opt_len+=(Ht-en[2*tn+1])*en[2*tn],en[2*tn+1]=Ht),Ot--)}}(Xe,$e),tt(lt,xt,Xe.bl_count)}function Be(Xe,$e,Qe){var nt,Ye,lt=-1,ct=$e[1],ft=0,vt=7,xt=4;for(ct===0&&(vt=138,xt=3),$e[2*(Qe+1)+1]=65535,nt=0;nt<=Qe;nt++)Ye=ct,ct=$e[2*(nt+1)+1],++ft<vt&&Ye===ct||(ft<xt?Xe.bl_tree[2*Ye]+=ft:Ye!==0?(Ye!==lt&&Xe.bl_tree[2*Ye]++,Xe.bl_tree[2*fe]++):ft<=10?Xe.bl_tree[2*de]++:Xe.bl_tree[2*me]++,lt=Ye,xt=(ft=0)===ct?(vt=138,3):Ye===ct?(vt=6,3):(vt=7,4))}function Ze(Xe,$e,Qe){var nt,Ye,lt=-1,ct=$e[1],ft=0,vt=7,xt=4;for(ct===0&&(vt=138,xt=3),nt=0;nt<=Qe;nt++)if(Ye=ct,ct=$e[2*(nt+1)+1],!(++ft<vt&&Ye===ct)){if(ft<xt)for(;Ve(Xe,Ye,Xe.bl_tree),--ft!=0;);else Ye!==0?(Ye!==lt&&(Ve(Xe,Ye,Xe.bl_tree),ft--),Ve(Xe,fe,Xe.bl_tree),ze(Xe,ft-3,2)):ft<=10?(Ve(Xe,de,Xe.bl_tree),ze(Xe,ft-3,3)):(Ve(Xe,me,Xe.bl_tree),ze(Xe,ft-11,7));lt=Ye,xt=(ft=0)===ct?(vt=138,3):Ye===ct?(vt=6,3):(vt=7,4)}}Y(Ce);var _e=!1;function Fe(Xe,$e,Qe,nt){ze(Xe,(Q<<1)+(nt?1:0),3),function(Ye,lt,ct,ft){rt(Ye),ft&&(Ge(Ye,ct),Ge(Ye,~ct)),W.arraySet(Ye.pending_buf,Ye.window,lt,ct,Ye.pending),Ye.pending+=ct}(Xe,$e,Qe,!0)}G._tr_init=function(Xe){_e||(function(){var $e,Qe,nt,Ye,lt,ct=new Array(re+1);for(Ye=nt=0;Ye<K-1;Ye++)for(we[Ye]=nt,$e=0;$e<1<<he[Ye];$e++)ge[nt++]=Ye;for(ge[nt-1]=Ye,Ye=lt=0;Ye<16;Ye++)for(Ce[Ye]=lt,$e=0;$e<1<<pe[Ye];$e++)Ee[lt++]=Ye;for(lt>>=7;Ye<te;Ye++)for(Ce[Ye]=lt<<7,$e=0;$e<1<<pe[Ye]-7;$e++)Ee[256+lt++]=Ye;for(Qe=0;Qe<=re;Qe++)ct[Qe]=0;for($e=0;$e<=143;)ve[2*$e+1]=8,$e++,ct[8]++;for(;$e<=255;)ve[2*$e+1]=9,$e++,ct[9]++;for(;$e<=279;)ve[2*$e+1]=7,$e++,ct[7]++;for(;$e<=287;)ve[2*$e+1]=8,$e++,ct[8]++;for(tt(ve,J+1,ct),$e=0;$e<te;$e++)xe[2*$e+1]=5,xe[2*$e]=Ue($e,5);Le=new De(ve,he,Z+1,J,re),Me=new De(xe,pe,0,te,re),Pe=new De(new Array(0),be,0,ie,le)}(),_e=!0),Xe.l_desc=new Ne(Xe.dyn_ltree,Le),Xe.d_desc=new Ne(Xe.dyn_dtree,Me),Xe.bl_desc=new Ne(Xe.bl_tree,Pe),Xe.bi_buf=0,Xe.bi_valid=0,Ke(Xe)},G._tr_stored_block=Fe,G._tr_flush_block=function(Xe,$e,Qe,nt){var Ye,lt,ct=0;0<Xe.level?(Xe.strm.data_type===2&&(Xe.strm.data_type=function(ft){var vt,xt=4093624447;for(vt=0;vt<=31;vt++,xt>>>=1)if(1&xt&&ft.dyn_ltree[2*vt]!==0)return q;if(ft.dyn_ltree[18]!==0||ft.dyn_ltree[20]!==0||ft.dyn_ltree[26]!==0)return U;for(vt=32;vt<Z;vt++)if(ft.dyn_ltree[2*vt]!==0)return U;return q}(Xe)),ke(Xe,Xe.l_desc),ke(Xe,Xe.d_desc),ct=function(ft){var vt;for(Be(ft,ft.dyn_ltree,ft.l_desc.max_code),Be(ft,ft.dyn_dtree,ft.d_desc.max_code),ke(ft,ft.bl_desc),vt=ie-1;3<=vt&&ft.bl_tree[2*Se[vt]+1]===0;vt--);return ft.opt_len+=3*(vt+1)+5+5+4,vt}(Xe),Ye=Xe.opt_len+3+7>>>3,(lt=Xe.static_len+3+7>>>3)<=Ye&&(Ye=lt)):Ye=lt=Qe+5,Qe+4<=Ye&&$e!==-1?Fe(Xe,$e,Qe,nt):Xe.strategy===4||lt===Ye?(ze(Xe,2+(nt?1:0),3),gt(Xe,ve,xe)):(ze(Xe,4+(nt?1:0),3),function(ft,vt,xt,At){var wt;for(ze(ft,vt-257,5),ze(ft,xt-1,5),ze(ft,At-4,4),wt=0;wt<At;wt++)ze(ft,ft.bl_tree[2*Se[wt]+1],3);Ze(ft,ft.dyn_ltree,vt-1),Ze(ft,ft.dyn_dtree,xt-1)}(Xe,Xe.l_desc.max_code+1,Xe.d_desc.max_code+1,ct+1),gt(Xe,Xe.dyn_ltree,Xe.dyn_dtree)),Ke(Xe),nt&&rt(Xe)},G._tr_tally=function(Xe,$e,Qe){return Xe.pending_buf[Xe.d_buf+2*Xe.last_lit]=$e>>>8&255,Xe.pending_buf[Xe.d_buf+2*Xe.last_lit+1]=255&$e,Xe.pending_buf[Xe.l_buf+Xe.last_lit]=255&Qe,Xe.last_lit++,$e===0?Xe.dyn_ltree[2*Qe]++:(Xe.matches++,$e--,Xe.dyn_ltree[2*(ge[Qe]+Z+1)]++,Xe.dyn_dtree[2*Ie($e)]++),Xe.last_lit===Xe.lit_bufsize-1},G._tr_align=function(Xe){ze(Xe,2,3),Ve(Xe,ce,ve),function($e){$e.bi_valid===16?(Ge($e,$e.bi_buf),$e.bi_buf=0,$e.bi_valid=0):8<=$e.bi_valid&&($e.pending_buf[$e.pending++]=255&$e.bi_buf,$e.bi_buf>>=8,$e.bi_valid-=8)}(Xe)}},{"../utils/common":41}],53:[function(D,F,G){F.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,F,G){F.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 U=new DOMParser().parseFromString(W,"text/xml"),Y=new IXmlElement(U.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(F=>D.file("META-INF/container.xml").async("text"),F=>{throw log$2.error(F),F}).then(F=>{const q=new DOMParser().parseFromString(F,"text/xml").getElementsByTagName("rootfile")[0].getAttribute("full-path");return D.file(q).async("text")},F=>{throw F})}}class PlaybackNoteGenerator{calculate(B){const D=new MusicPartManagerIterator(B);for(;!D.EndReached;){const F=D.CurrentEnrolledTimestamp,G=D.CurrentAudibleVoiceEntries();for(const W of G)this.handleVoiceEntry(B,W,F);D.moveToNext()}}handleVoiceEntry(B,D,F){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 U=Fraction$1.plus(F,q.TimestampShift);PlaybackNoteGenerator.addEntrySorted(W,q,U)}}static addEntrySorted(B,D,F){if(B.length===0)B.push({enrolledTimestamp:F,playbackEntry:D});else for(let G=B.length-1;G>=0;G--){const W=B[G];if(F.RealValue>W.enrolledTimestamp.RealValue)if(G===B.length-1){B.push({enrolledTimestamp:F,playbackEntry:D});break}else{B.splice(G+1,0,{enrolledTimestamp:F,playbackEntry:D});break}}}}class ScreenViewingRegion{constructor(B,D,F,G){this.psi=new BoundingBox$1(void 0),this.displaySizeInPixel=B,this.RelativeDisplaySize=D,this.RelativeDisplayPosition=F,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 F=this.psi.collisionDetection(B);return this.psi.liesInsideBorders(B),F}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 F=this.getPositionInUnits(B,D);this.unitPosTouched(F,B,D)}get TouchActive(){return this.displayInteractionManager.TouchActive}get TouchMoving(){return this.displayInteractionManager.TouchMoving}positionDoubleTouched(B,D){if(!this.convertToUnitsReady())return;const F=this.getPositionInUnits(B,D);this.unitPosDoubleTouched(F,B,D)}get UsesManuallyControlledZoomMode(){return this.usesManuallyControlledZoomMode}set UsesManuallyControlledZoomMode(B){this.usesManuallyControlledZoomMode=B}mouseDown(B,D,F=!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||(F?this.mouseZoomMode=!0:this.mouseZoomMode=!1)}mouseUp(B,D){const F=this.getPositionInUnits(B,D);this.unitPosTouchUp(F,B,D)}mouseMove(B,D,F,G){this.mouseZoomMode?(Math.abs(F-0)>1e-8&&(this.RangeX=Math.abs(this.lastRangeX/(1+F))),!this.lockRanges&&Math.abs(G-0)>1e-8&&(this.RangeY=Math.abs(this.lastRangeY/(1-G)))):(Math.abs(F-0)>1e-8&&(this.OffsetX=this.lastOffsetX-F*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,F,G){this.setVerticalViewport(F,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,F){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=(R=>(R[R.SingleTouch=0]="SingleTouch",R[R.DoubleTouch=1]="DoubleTouch",R[R.TouchUp=2]="TouchUp",R[R.TouchDown=3]="TouchDown",R[R.Move=4]="Move",R))(InteractionType||{});class VoiceEntryInteractionListener{constructor(B){this.renderingManager=B}userDisplayInteraction(B,D,F){var G,W;switch(F){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,F){if(!this.SingleTouchDisabled){const G=new PointF2D(D,F);this.handleUserDisplayInteraction(G,B,InteractionType.SingleTouch)}}unitPosDoubleTouched(B,D,F){if(!this.DoubleTouchDisabled){const G=new PointF2D(D,F);this.handleUserDisplayInteraction(G,B,InteractionType.DoubleTouch)}}unitPosTouchDown(B,D,F){const G=new PointF2D(D,F);this.handleUserDisplayInteraction(G,B,InteractionType.TouchDown),this.yOffsetMouseDown=B.y}unitPosTouchUp(B,D,F){const G=new PointF2D(D,F);this.handleUserDisplayInteraction(G,B,InteractionType.TouchUp),this.displayInteractionManager.WasZoomGestureActive===!1&&this.unlockFromCursorIfNecessary(B),this.yOffsetMouseDown=Number.MIN_VALUE}unitPosMove(B,D,F){const G=new PointF2D(D,F);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,F,G,W,q){const U=this.calcDisplayYPosition(G);this.setYPosition(U,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,F){switch(F){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,U;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),(U=this.PlaybackManager)==null||U.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,F);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,F,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 F of this.listeners)F.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,F){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,!F)}move(B,D){if(this.touchActive&&!this.zoomGestureActive){const F=B/this.displayWidth,G=D/this.displayHeight,W=F-this.lastRelPosX,q=G-this.lastRelPosY;this.touchMoving=!0;for(const U of this.listeners)U.mouseMove(F,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 F=B/this.displayWidth,G=D/this.displayHeight;for(const W of this.listeners)W.mouseUp(F,G)}click(B,D){if(!this.mouseDidMove(this.lastPixelX,B,this.lastPixelY,D)&&!this.ZoomGestureActive){const F=B/this.displayWidth,G=D/this.displayHeight;for(const W of this.listeners)W.positionTouched(F,G)}}doubleClick(B,D){if(!this.mouseDidMove(this.lastPixelX,B,this.lastPixelY,D)&&!this.ZoomGestureActive){const F=B/this.displayWidth,G=D/this.displayHeight;for(const W of this.listeners)W.positionDoubleTouched(F,G)}}mouseDidMove(B,D,F,G){const W=Math.abs(B-D)/this.displayDpi,q=Math.abs(F-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 F=D.osmdSheetMusicContainer;for(;F;)D.fullOffsetLeft+=F.offsetLeft,D.fullOffsetTop+=F.offsetTop,F=F.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 F=function(G){const W=D.parentScrollMap.get(this),q=W[0],U=W[1];D.fullScrollTop=D.fullScrollTop-q+this.scrollTop,D.fullScrollLeft=D.fullScrollLeft-U+this.scrollLeft,D.parentScrollMap.set(this,[this.scrollTop,this.scrollLeft])};this.scrollCallbackMap.set(B,F),B.addEventListener("scroll",F)}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=[],F=this;for(window.ResizeObserver&&(this.resizeObserver=new ResizeObserver(G=>{WebDisplayInteractionManager.resizeCallback(G,F)}));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=()=>{F.resizeObserver.disconnect(),F.resizeObserver=void 0};else{let G=()=>{WebDisplayInteractionManager.resizeCallback(D,F)};window.addEventListener("resize",G),this.disposeResizeListener=()=>{window.removeEventListener("resize",G),G=void 0}}F.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),F=this.moveEventListener.bind(this);this.osmdSheetMusicContainer.addEventListener("mousedown",B),this.osmdSheetMusicContainer.addEventListener("touchend",D),document.addEventListener(this.moveEventName,F),this.EventCallbackMap.setValue("mousedown",[this.osmdSheetMusicContainer,B]),this.EventCallbackMap.setValue("touchend",[this.osmdSheetMusicContainer,D]),this.EventCallbackMap.setValue(this.moveEventName,[document,F])}downEventListener(B){const D=new Date().getTime(),F=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(F<this.DOUBLE_CLICK_WINDOW&&F>0)this.doubleClick(q.x,q.y);else{const U=this;this.clickTimeout=setTimeout(function(){clearTimeout(this.clickTimeout),U.isTouch()?U.touchDown(q.x,q.y,void 0):U.click(q.x,q.y)},this.DOUBLE_CLICK_WINDOW)}this.lastClick=D}moveEventListener(B){let D=0,F=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,F=W==null?void 0:W.clientY}else B instanceof MouseEvent&&(D=B.clientX,F=B.clientY);const G=this.getOffsetCoordinates(D,F);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 F=this.getOffsetCoordinates(D==null?void 0:D.pageX,D==null?void 0:D.pageY);this.touchUp(F.x,F.y)}resizeEventListener(){this.displaySizeChanged(this.osmdSheetMusicContainer.clientWidth,this.osmdSheetMusicContainer.clientHeight)}getOffsetCoordinates(B,D){const F=B-this.fullOffsetLeft+this.fullScrollLeft,G=D-this.fullOffsetTop+this.fullScrollTop;return new PointF2D(F,G)}}class DynamicsCalculator{static fillDynamicsList(B,D,F){for(let G=0;G<D.StaffLinkedExpressions.length;G++)for(let W=0,q=D.StaffLinkedExpressions[G].length;W<q;++W){const U=D.StaffLinkedExpressions[G][W];if(!(U.InstantaneousDynamic===void 0&&U.StartingContinuousDynamic===void 0)){if(U.StaffNumber=G,U.StartingContinuousDynamic!==void 0&&U.StartingContinuousDynamic.isWedge()&&U.StartingContinuousDynamic.EndMultiExpression!==void 0){const Y=U.AbsoluteTimestamp,Q=U.StartingContinuousDynamic.EndMultiExpression.AbsoluteTimestamp;if(Y.Equals(Q))continue}if(U.InstantaneousDynamic!==void 0){F[G].push(new DynamicsContainer(U.InstantaneousDynamic,U.StaffNumber));const Y=this.getOtherStaffIndexIfLinkedStavesAreDetected(B,G,U.InstantaneousDynamic.Placement);Y>=0&&F[Y].push(new DynamicsContainer(U.InstantaneousDynamic,Y))}if(U.StartingContinuousDynamic!==void 0){F[G].push(new DynamicsContainer(U.StartingContinuousDynamic,U.StaffNumber));const Y=this.getOtherStaffIndexIfLinkedStavesAreDetected(B,G,U.StartingContinuousDynamic.Placement);Y>=0&&F[Y].push(new DynamicsContainer(U.StartingContinuousDynamic,Y))}}}}static getOtherStaffIndexIfLinkedStavesAreDetected(B,D,F){const G=B.getStaffFromIndex(D),W=G.ParentInstrument.Staves.indexOf(G),q=G.ParentInstrument.Staves.length;return q>1&&W===0&&F===PlacementEnum.Below?D+1:q>1&&W===1&&F===PlacementEnum.Above?D-1:-1}static fillDynamicExpressions(B){const D=B.DynListStaves,F=B.getCompleteNumberOfStaves(),G=B.TimestampSortedDynamicExpressionsList;for(let W=0;W<F;W++)D.push([]);for(let W=0,q=B.SourceMeasures.length;W<q;++W){const U=B.SourceMeasures[W];DynamicsCalculator.fillDynamicsList(B,U,D)}for(let W=0;W<D.length;W++)for(let q=0,U=D[W].length;q<U;++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(R,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 R=="string"?this.container=document.getElementById(R):R&&"appendChild"in R&&(this.container=R),!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(R){this.renderingManager&&(this.renderingManager.PlaybackManager=R)}get PlaybackManager(){var R;return(R=this.renderingManager)==null?void 0:R.PlaybackManager}isUrl(R){return R.length<2083}isMxl(R){return R.substr(0,4)==="PK"}processMxl(R,B,D){MXLHelper.MXLtoXMLstring(R).then(F=>{B(this.processStringXml(F))},F=>{log$2.error(new Error("[OSMD] Invalid MXL file: "+F)),D(new Error("[OSMD] Invalid MXL file: "+F))})}processStringXml(R){const B=new DOMParser;if(R.substr(0,3)==="\uF7EF\uF7BB\uF7BF")return log$2.debug("[OSMD] UTF with BOM detected, truncate first three bytes and pass along: "+R),B.parseFromString(R.substr(3),"application/xml");if(R.substr(0,6).includes("<?xml")){const D=this.OnXMLRead(R);return log$2.debug("[OSMD] Finally parsing XML content, length: "+D.length),B.parseFromString(D,"application/xml")}}load(R,B){this.reset();const D=this;return new Promise(function(G,W){new Promise(function(U,Y){if(typeof R=="string"){const Q=R.trim();if(D.isMxl(Q))log$2.debug("[OSMD] This is a zip file, unpack it first: "+Q),D.processMxl(Q,U,Y);else{const K=D.processStringXml(Q);if(K)U(K);else if(D.isUrl(Q))AJAX.ajax(Q).then(Z=>{D.isMxl(Z)?D.processMxl(Z,U,Y):U(D.processStringXml(Z))},Z=>{throw Y(Z),Z});else{const Z=new Error("[OSMD] osmd.load(string): Could not process string. Did not find <?xml at beginning.");console.error(Z.message),Y(Z)}}}else if(R instanceof Document)U(R);else{const Q=new Error("[OSMD] osmd.load(): content is not string or Document. Could not load.");console.error(Q.message),Y(Q)}}).then(function(U){(!U||!U.nodeName)&&W(new Error("OpenSheetMusicDisplay: The document which was provided is invalid"));const Y=U.childNodes;log$2.debug("[OSMD] load(), Document url: "+U.URL);let Q;for(let ie=0,se=Y.length;ie<se;ie+=1){const re=Y[ie];if(re.nodeType===Node.ELEMENT_NODE&&re.nodeName.toLowerCase()==="score-partwise"){Q=re;break}}Q||(console.error("Could not parse MusicXML, no valid partwise element found"),W(new Error("OpenSheetMusicDisplay: Document is not a valid 'partwise' MusicXML")));const K=new IXmlElement(Q),Z=new DynamicsCalculator,J=new PlaybackNoteGenerator,te=new MusicSheetReader([Z,J],D.rules);D.sheet=te.createMusicSheet(K,"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(U){log$2.debug("Content XML Promise was rejected"),W(U)})})}updateGraphic(){const R=new VexFlowMusicSheetCalculator(this.rules);this.graphic=new GraphicalMusicSheet(this.sheet,R),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 R=this.container.offsetWidth;this.rules.RenderSingleHorizontalStaffline&&(R=this.rules.SheetMaximumWidth),this.sheet.pageWidth=R/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 R=this.container.offsetWidth;this.rules.RenderSingleHorizontalStaffline&&(R=this.graphic.MusicPages[0].PositionAndShape.Size.width*10*this.zoom);let B;const D=32767;for(const F of this.graphic.MusicPages){if(F.PageNumber>this.rules.MaxPageToDrawNumber)break;const G=this.createBackend(this.backendType,F),W=" exceeds CanvasBackend limit of 32767. Cutting off score.";G.getOSMDBackendType()===BackendType.Canvas&&R>D&&(log$2.warn("[OSMD] Warning: width of "+R+W),R=D),this.rules.PageFormat&&!this.rules.PageFormat.IsUndefined?B=R/this.rules.PageFormat.aspectRatio:(B=F.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(R,B),G.clear(),this.drawer.Backends.push(G),this.graphic.drawer=this.drawer}}exportSVG(){var R;for(const B of(R=this.drawer)==null?void 0:R.Backends)B instanceof SvgVexFlowBackend&&B.export()}IsReadyToRender(){return this.graphic!==void 0}clear(){var R;(R=this.drawer)==null||R.clear(),this.reset()}dispose(){this.disposeResizeListener&&this.disposeResizeListener(),this.InteractionManager&&this.InteractionManager.Dispose()}setOptions(R){if(this.rules||(this.rules=new EngravingRules),this.drawingParameters||(this.drawingParameters=new DrawingParameters,this.drawingParameters.Rules=this.rules),R==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},R.onXMLRead&&(this.OnXMLRead=R.onXMLRead),R.drawingParameters&&(this.drawingParameters.DrawingParametersEnum=DrawingParametersEnum[R.drawingParameters.toLowerCase()]);let D=!this.drawer||!this.drawer.Backends||this.drawer.Backends.length<1;if(R.backend!==void 0){const G=OSMDOptions.BackendTypeFromString(R.backend);D=D||this.backendType!==G,this.backendType=G}this.needBackendUpdate=D,R.autoBeam!==void 0&&(this.rules.AutoBeamNotes=R.autoBeam);const F=R.autoBeamOptions;if(F&&(F.maintain_stem_directions===void 0&&(F.maintain_stem_directions=!1),this.rules.AutoBeamOptions=F,F.groups&&F.groups.length)){for(const G of F.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")}R.percussionOneLineCutoff!==void 0&&(this.rules.PercussionOneLineCutoff=R.percussionOneLineCutoff),this.rules.PercussionOneLineCutoff!==0&&R.percussionForceVoicesOneLineCutoff!==void 0&&(this.rules.PercussionForceVoicesOneLineCutoff=R.percussionForceVoicesOneLineCutoff),R.alignRests!==void 0&&(this.rules.AlignRests=R.alignRests),R.coloringMode!==void 0&&this.setColoringMode(R),R.coloringEnabled!==void 0&&(this.rules.ColoringEnabled=R.coloringEnabled),R.colorStemsLikeNoteheads!==void 0&&(this.rules.ColorStemsLikeNoteheads=R.colorStemsLikeNoteheads),R.disableCursor&&(this.drawingParameters.drawCursors=!1),R.drawHiddenNotes&&(this.drawingParameters.drawHiddenNotes=!0),R.drawCredits!==void 0&&(this.drawingParameters.DrawCredits=R.drawCredits),R.drawComposer!==void 0&&(this.drawingParameters.DrawComposer=R.drawComposer),R.drawTitle!==void 0&&(this.drawingParameters.DrawTitle=R.drawTitle),R.drawSubtitle!==void 0&&(this.drawingParameters.DrawSubtitle=R.drawSubtitle),R.drawLyricist!==void 0&&(this.drawingParameters.DrawLyricist=R.drawLyricist),R.drawMetronomeMarks!==void 0&&(this.rules.MetronomeMarksDrawn=R.drawMetronomeMarks),R.drawPartNames!==void 0&&(this.drawingParameters.DrawPartNames=R.drawPartNames,R.drawPartAbbreviations||(this.rules.RenderPartAbbreviations=R.drawPartNames)),R.drawPartAbbreviations!==void 0&&(this.rules.RenderPartAbbreviations=R.drawPartAbbreviations),R.drawFingerings===!1&&(this.rules.RenderFingerings=!1),R.drawMeasureNumbers!==void 0&&(this.rules.RenderMeasureNumbers=R.drawMeasureNumbers),R.drawMeasureNumbersOnlyAtSystemStart&&(this.rules.RenderMeasureNumbersOnlyAtSystemStart=R.drawMeasureNumbersOnlyAtSystemStart),R.drawLyrics!==void 0&&(this.rules.RenderLyrics=R.drawLyrics),R.drawTimeSignatures!==void 0&&(this.rules.RenderTimeSignatures=R.drawTimeSignatures),R.drawSlurs!==void 0&&(this.rules.RenderSlurs=R.drawSlurs),R.measureNumberInterval!==void 0&&(this.rules.MeasureNumberLabelOffset=R.measureNumberInterval),R.useXMLMeasureNumbers!==void 0&&(this.rules.UseXMLMeasureNumbers=R.useXMLMeasureNumbers),R.fingeringPosition!==void 0&&(this.rules.FingeringPosition=AbstractExpression.PlacementEnumFromString(R.fingeringPosition)),R.fingeringInsideStafflines!==void 0&&(this.rules.FingeringInsideStafflines=R.fingeringInsideStafflines),R.newSystemFromXML!==void 0&&(this.rules.NewSystemAtXMLNewSystemAttribute=R.newSystemFromXML),R.newPageFromXML!==void 0&&(this.rules.NewPageAtXMLNewPageAttribute=R.newPageFromXML),R.fillEmptyMeasuresWithWholeRest!==void 0&&(this.rules.FillEmptyMeasuresWithWholeRest=R.fillEmptyMeasuresWithWholeRest),R.followCursor!==void 0&&(this.FollowCursor=R.followCursor),R.setWantedStemDirectionByXml!==void 0&&(this.rules.SetWantedStemDirectionByXml=R.setWantedStemDirectionByXml),R.darkMode?(this.rules.applyDefaultColorMusic("#FFFFFF"),this.rules.PageBackgroundColor="#000000"):R.darkMode===!1&&(this.rules.applyDefaultColorMusic("#000000"),this.rules.PageBackgroundColor=void 0),R.defaultColorMusic&&this.rules.applyDefaultColorMusic(R.defaultColorMusic),R.defaultColorNotehead&&(this.rules.DefaultColorNotehead=R.defaultColorNotehead),R.defaultColorRest&&(this.rules.DefaultColorRest=R.defaultColorRest),R.defaultColorStem&&(this.rules.DefaultColorStem=R.defaultColorStem),R.defaultColorLabel&&(this.rules.DefaultColorLabel=R.defaultColorLabel),R.defaultColorTitle&&(this.rules.DefaultColorTitle=R.defaultColorTitle),R.defaultFontFamily&&(this.rules.DefaultFontFamily=R.defaultFontFamily),R.defaultFontStyle&&(this.rules.DefaultFontStyle=R.defaultFontStyle),R.drawUpToMeasureNumber&&(this.rules.MaxMeasureToDrawIndex=R.drawUpToMeasureNumber-1),R.drawFromMeasureNumber&&(this.rules.MinMeasureToDrawIndex=R.drawFromMeasureNumber-1),R.drawUpToPageNumber&&(this.rules.MaxPageToDrawNumber=R.drawUpToPageNumber),R.drawUpToSystemNumber&&(this.rules.MaxSystemToDrawNumber=R.drawUpToSystemNumber),R.tupletsRatioed&&(this.rules.TupletsRatioed=!0),R.tupletsBracketed&&(this.rules.TupletsBracketed=!0),R.tripletsBracketed&&(this.rules.TripletsBracketed=!0),R.autoResize?(this.resizeHandlerAttached||this.autoResize(),this.autoResizeEnabled=!0):R.autoResize===!1&&(this.autoResizeEnabled=!1),R.pageFormat!==void 0&&this.setPageFormat(R.pageFormat),R.pageBackgroundColor!==void 0&&(this.rules.PageBackgroundColor=R.pageBackgroundColor),R.performanceMode!==void 0&&(this.rules.PerformanceMode=R.performanceMode),R.renderSingleHorizontalStaffline!==void 0&&(this.rules.RenderSingleHorizontalStaffline=R.renderSingleHorizontalStaffline),R.spacingFactorSoftmax!==void 0&&(this.rules.SoftmaxFactorVexFlow=R.spacingFactorSoftmax),R.spacingBetweenTextLines!==void 0&&(this.rules.SpacingBetweenTextLines=R.spacingBetweenTextLines),R.stretchLastSystemLine!==void 0&&(this.rules.StretchLastSystemLine=R.stretchLastSystemLine),R.autoGenerateMutipleRestMeasuresFromRestMeasures!==void 0&&(this.rules.AutoGenerateMutipleRestMeasuresFromRestMeasures=R.autoGenerateMutipleRestMeasuresFromRestMeasures),R.cursorsOptions!==void 0?this.cursorsOptions=R.cursorsOptions:this.cursorsOptions=[{type:0,color:this.EngravingRules.DefaultColorCursor,alpha:.5,follow:!0}]}setColoringMode(R){if(R.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(R.coloringMode===ColoringModes.CustomColorSet){if(!R.coloringSetCustom||R.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 R.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=R.coloringSetCustom}else if(R.coloringMode===ColoringModes.AutoColoring){D=[];const G=Object.keys(AutoColorSet);for(let W=0;W<G.length;W++)D.push(AutoColorSet[G[W]])}const F=new Dictionary;for(let G=0;G<B.length;G++)F.setValue(B[G],D[G]);F.setValue(-1,D[7]),this.rules.ColoringSetCurrent=F,this.rules.ColoringMode=R.coloringMode}setLogLevel(R){switch(R){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 ${R}. Using warn instead.`),log$2.setLevel(log$2.levels.WARN);break}}getLogLevel(){return log$2.getLevel()}reset(){this.drawingParameters.drawCursors&&this.cursors.forEach(R=>{R.hide()}),this.sheet=void 0,this.graphic=void 0,this.zoom=1}autoResize(){const R=this;this.handleResize(()=>{},()=>{var B;((B=this.graphic)==null?void 0:B.GetCalculator)instanceof VexFlowMusicSheetCalculator&&(this.graphic.GetCalculator.beamsNeedUpdate=!0),R.IsReadyToRender()&&R.render()})}handleResize(R,B){let D,F;const W=this;function q(){!W.AutoResizeEnabled||(D=new Date().getTime(),F||(R(),D=new Date().getTime(),F=window.setTimeout(U,200)))}function U(){F=void 0,window.clearTimeout(F),new Date().getTime()-D<200?F=window.setTimeout(U,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(R,0),window.setTimeout(B,1)}enableOrDisableCursors(R){var B,D,F,G,W,q;if(this.drawingParameters.drawCursors=R,R){for(let U=0;U<this.cursorsOptions.length;U++){const Y=(D=(B=this.cursors[U])==null?void 0:B.Hidden)!=null?D:!1,Q=(F=this.cursors[U])==null?void 0:F.Iterator;(G=this.cursors[U])==null||G.hide();let K=(W=this.drawer)==null?void 0:W.Backends[0];if(K&&this.rules.RestoreCursorAfterRerender&&this.cursors[U]){const Z=this.cursors[U].updateCurrentPage();K=this.drawer.Backends[Z-1]}K&&K.getRenderElement()&&(this.cursors[U]=new Cursor$1(K.getRenderElement(),this,this.cursorsOptions[U])),this.sheet&&this.graphic&&this.cursors[U]&&this.cursors[U].init(this.sheet.MusicPartManager,this.graphic),this.rules.RestoreCursorAfterRerender&&(Q&&(this.cursors[U].iterator=Q),Y?this.cursors[U].hide():this.cursors[U].show())}(q=this.renderingManager.PlaybackManager)==null||q.addListener(this.cursor)}else this.cursors.forEach(U=>{U.hide()})}createBackend(R,B){let D;return R===void 0||R===BackendType.SVG?D=new SvgVexFlowBackend(this.rules):D=new CanvasVexFlowBackend(this.rules),D.graphicalMusicPage=B,D.initialize(this.container,this.zoom),D.getContext().setFillStyle(this.rules.DefaultColorMusic),D.getContext().setStrokeStyle(this.rules.DefaultColorMusic),D}static StringToPageFormat(R){let B=PageFormat.UndefinedPageFormat;if(R.match("^[0-9]+x[0-9]+$")){const D=R.split("x"),F=Number.parseInt(D[0],10),G=Number.parseInt(D[1],10);F>0&&F<32768&&G>0&&G<32768&&(B=new PageFormat(F,G,`customPageFormat${R}`))}return R=R.replace(" ","_"),R=R.replace("Landscape","L"),R=R.replace("Portrait","P"),_OpenSheetMusicDisplay.PageFormatStandards.hasOwnProperty(R)&&(B=_OpenSheetMusicDisplay.PageFormatStandards[R]),B}setPageFormat(R){const B=_OpenSheetMusicDisplay.StringToPageFormat(R);this.needBackendUpdate=!B.Equals(this.rules.PageFormat),this.rules.PageFormat=B}setCustomPageFormat(R,B){if(R>0&&B>0){const D=new PageFormat(R,B);this.rules.PageFormat=D}}set DrawSkyLine(R){this.drawSkyLine=R,this.drawer&&(this.drawer.skyLineVisible=R)}get DrawSkyLine(){return this.drawer.skyLineVisible}set DrawBottomLine(R){this.drawBottomLine=R,this.drawer&&(this.drawer.bottomLineVisible=R)}get DrawBottomLine(){return this.drawer.bottomLineVisible}set DrawBoundingBox(R){this.setDrawBoundingBox(R,!0)}get DrawBoundingBox(){return this.drawBoundingBox}setDrawBoundingBox(R,B=!1){this.drawBoundingBox=R,this.drawer&&(this.drawer.drawableBoundingBoxElement=R),B&&this.render()}get AutoResizeEnabled(){return this.autoResizeEnabled}set AutoResizeEnabled(R){this.autoResizeEnabled=R}get Zoom(){return this.zoom}set Zoom(R){var B;this.zoom=R,this.zoomUpdated=!0,((B=this.graphic)==null?void 0:B.GetCalculator)instanceof VexFlowMusicSheetCalculator&&(this.graphic.GetCalculator.beamsNeedUpdate=this.zoomUpdated)}set FollowCursor(R){this.followCursor=R}get FollowCursor(){return this.followCursor}set TransposeCalculator(R){MusicSheetCalculator.transposeCalculator=R}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(R){return escape$1[R]}function extend(R){for(var B=1;B<arguments.length;B++)for(var D in arguments[B])Object.prototype.hasOwnProperty.call(arguments[B],D)&&(R[D]=arguments[B][D]);return R}var toString=Object.prototype.toString;utils.toString=toString;var isFunction=function R(B){return typeof B=="function"};isFunction(/x/)&&(utils.isFunction=isFunction=function(R){return typeof R=="function"&&toString.call(R)==="[object Function]"});utils.isFunction=isFunction;var isArray=Array.isArray||function(R){return R&&typeof R=="object"?toString.call(R)==="[object Array]":!1};utils.isArray=isArray;function indexOf(R,B){for(var D=0,F=R.length;D<F;D++)if(R[D]===B)return D;return-1}function escapeExpression(R){if(typeof R!="string"){if(R&&R.toHTML)return R.toHTML();if(R==null)return"";if(!R)return R+"";R=""+R}return possible.test(R)?R.replace(badChars,escapeChar):R}function isEmpty(R){return!R&&R!==0?!0:!!(isArray(R)&&R.length===0)}function createFrame(R){var B=extend({},R);return B._parent=R,B}function blockParams(R,B){return R.path=B,R}function appendContextPath(R,B){return(R?R+".":"")+B}var exception={exports:{}};(function(R,B){B.__esModule=!0;var D=["description","fileName","lineNumber","endLineNumber","message","name","number","stack"];function F(G,W){var q=W&&W.loc,U=void 0,Y=void 0,Q=void 0,K=void 0;q&&(U=q.start.line,Y=q.end.line,Q=q.start.column,K=q.end.column,G+=" - "+U+":"+Q);for(var Z=Error.prototype.constructor.call(this,G),J=0;J<D.length;J++)this[D[J]]=Z[D[J]];Error.captureStackTrace&&Error.captureStackTrace(this,F);try{q&&(this.lineNumber=U,this.endLineNumber=Y,Object.defineProperty?(Object.defineProperty(this,"column",{value:Q,enumerable:!0}),Object.defineProperty(this,"endColumn",{value:K,enumerable:!0})):(this.column=Q,this.endColumn=K))}catch{}}F.prototype=new Error,B.default=F,R.exports=B.default})(exception,exception.exports);var helpers$1={},blockHelperMissing={exports:{}};(function(R,B){B.__esModule=!0;var D=utils;B.default=function(F){F.registerHelper("blockHelperMissing",function(G,W){var q=W.inverse,U=W.fn;if(G===!0)return U(this);if(G===!1||G==null)return q(this);if(D.isArray(G))return G.length>0?(W.ids&&(W.ids=[W.name]),F.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 U(G,W)})},R.exports=B.default})(blockHelperMissing,blockHelperMissing.exports);var each={exports:{}};(function(R,B){B.__esModule=!0;function D(q){return q&&q.__esModule?q:{default:q}}var F=utils,G=exception.exports,W=D(G);B.default=function(q){q.registerHelper("each",function(U,Y){if(!Y)throw new W.default("Must pass iterator to #each");var Q=Y.fn,K=Y.inverse,Z=0,J="",te=void 0,ie=void 0;Y.data&&Y.ids&&(ie=F.appendContextPath(Y.data.contextPath,Y.ids[0])+"."),F.isFunction(U)&&(U=U.call(this)),Y.data&&(te=F.createFrame(Y.data));function se(fe,de,me){te&&(te.key=fe,te.index=de,te.first=de===0,te.last=!!me,ie&&(te.contextPath=ie+fe)),J=J+Q(U[fe],{data:te,blockParams:F.blockParams([U[fe],fe],[ie+fe,null])})}if(U&&typeof U=="object")if(F.isArray(U))for(var re=U.length;Z<re;Z++)Z in U&&se(Z,Z,Z===U.length-1);else if(typeof Symbol=="function"&&U[Symbol.iterator]){for(var ae=[],le=U[Symbol.iterator](),ce=le.next();!ce.done;ce=le.next())ae.push(ce.value);U=ae;for(var re=U.length;Z<re;Z++)se(Z,Z,Z===U.length-1)}else(function(){var fe=void 0;Object.keys(U).forEach(function(de){fe!==void 0&&se(fe,Z-1),fe=de,Z++}),fe!==void 0&&se(fe,Z-1,!0)})();return Z===0&&(J=K(this)),J})},R.exports=B.default})(each,each.exports);var helperMissing={exports:{}};(function(R,B){B.__esModule=!0;function D(W){return W&&W.__esModule?W:{default:W}}var F=exception.exports,G=D(F);B.default=function(W){W.registerHelper("helperMissing",function(){if(arguments.length!==1)throw new G.default('Missing helper: "'+arguments[arguments.length-1].name+'"')})},R.exports=B.default})(helperMissing,helperMissing.exports);var _if={exports:{}};(function(R,B){B.__esModule=!0;function D(q){return q&&q.__esModule?q:{default:q}}var F=utils,G=exception.exports,W=D(G);B.default=function(q){q.registerHelper("if",function(U,Y){if(arguments.length!=2)throw new W.default("#if requires exactly one argument");return F.isFunction(U)&&(U=U.call(this)),!Y.hash.includeZero&&!U||F.isEmpty(U)?Y.inverse(this):Y.fn(this)}),q.registerHelper("unless",function(U,Y){if(arguments.length!=2)throw new W.default("#unless requires exactly one argument");return q.helpers.if.call(this,U,{fn:Y.inverse,inverse:Y.fn,hash:Y.hash})})},R.exports=B.default})(_if,_if.exports);var log$1={exports:{}};(function(R,B){B.__esModule=!0,B.default=function(D){D.registerHelper("log",function(){for(var F=[void 0],G=arguments[arguments.length-1],W=0;W<arguments.length-1;W++)F.push(arguments[W]);var q=1;G.hash.level!=null?q=G.hash.level:G.data&&G.data.level!=null&&(q=G.data.level),F[0]=q,D.log.apply(D,F)})},R.exports=B.default})(log$1,log$1.exports);var lookup={exports:{}};(function(R,B){B.__esModule=!0,B.default=function(D){D.registerHelper("lookup",function(F,G,W){return F&&W.lookupProperty(F,G)})},R.exports=B.default})(lookup,lookup.exports);var _with={exports:{}};(function(R,B){B.__esModule=!0;function D(q){return q&&q.__esModule?q:{default:q}}var F=utils,G=exception.exports,W=D(G);B.default=function(q){q.registerHelper("with",function(U,Y){if(arguments.length!=2)throw new W.default("#with requires exactly one argument");F.isFunction(U)&&(U=U.call(this));var Q=Y.fn;if(F.isEmpty(U))return Y.inverse(this);var K=Y.data;return Y.data&&Y.ids&&(K=F.createFrame(Y.data),K.contextPath=F.appendContextPath(Y.data.contextPath,Y.ids[0])),Q(U,{data:K,blockParams:F.blockParams([U],[K&&K.contextPath])})})},R.exports=B.default})(_with,_with.exports);helpers$1.__esModule=!0;helpers$1.registerDefaultHelpers=registerDefaultHelpers;helpers$1.moveHelperToHooks=moveHelperToHooks;function _interopRequireDefault$7(R){return 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U=Utils.extend({},B.helpers,q.helpers);wrapHelpersToPassLookupProperty(U,G),G.helpers=U,R.usePartial&&(G.partials=G.mergeIfNeeded(q.partials,B.partials)),(R.usePartial||R.useDecorators)&&(G.decorators=Utils.extend({},B.decorators,q.decorators)),G.hooks={},G.protoAccessControl=_internalProtoAccess.createProtoAccessControl(q);var Y=q.allowCallsToHelperMissing||D;_helpers$1.moveHelperToHooks(G,"helperMissing",Y),_helpers$1.moveHelperToHooks(G,"blockHelperMissing",Y)}},W._child=function(q,U,Y,Q){if(R.useBlockParams&&!Y)throw new _exception2$2.default("must pass block params");if(R.useDepths&&!Q)throw new _exception2$2.default("must pass parent depths");return wrapProgram(G,q,R[q],U,0,Y,Q)},W}function wrapProgram(R,B,D,F,G,W,q){function U(Y){var Q=arguments.length<=1||arguments[1]===void 0?{}:arguments[1],K=q;return q&&Y!=q[0]&&!(Y===R.nullContext&&q[0]===null)&&(K=[Y].concat(q)),D(R,Y,R.helpers,R.partials,Q.data||F,W&&[Q.blockParams].concat(W),K)}return 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G.parts.length===1&&!D.helpers.scopedId(G)&&!G.depth}}};B.default=D,R.exports=B.default})(ast,ast.exports);var base={},parser$2={exports:{}};(function(R,B){B.__esModule=!0;var D=function(){var F={trace:function(){},yy:{},symbols_:{error:2,root:3,program:4,EOF:5,program_repetition0:6,statement:7,mustache:8,block:9,rawBlock:10,partial:11,partialBlock:12,content:13,COMMENT:14,CONTENT:15,openRawBlock:16,rawBlock_repetition0:17,END_RAW_BLOCK:18,OPEN_RAW_BLOCK:19,helperName:20,openRawBlock_repetition0:21,openRawBlock_option0:22,CLOSE_RAW_BLOCK:23,openBlock:24,block_option0:25,closeBlock:26,openInverse:27,block_option1:28,OPEN_BLOCK:29,openBlock_repetition0:30,openBlock_option0:31,openBlock_option1:32,CLOSE:33,OPEN_INVERSE:34,openInverse_repetition0:35,openInverse_option0:36,openInverse_option1:37,openInverseChain:38,OPEN_INVERSE_CHAIN:39,openInverseChain_repetition0:40,openInverseChain_option0:41,openInverseChain_option1:42,inverseAndProgram:43,INVERSE:44,inverseChain:45,inverseChain_option0:46,OPEN_ENDBLOCK:47,OPEN:48,mustache_repetition0:49,mustache_option0:50,OPEN_UNESCAPED:51,mustache_repetition1:52,mustache_option1:53,CLOSE_UNESCAPED:54,OPEN_PARTIAL:55,partialName:56,partial_repetition0:57,partial_option0:58,openPartialBlock:59,OPEN_PARTIAL_BLOCK:60,openPartialBlock_repetition0:61,openPartialBlock_option0:62,param:63,sexpr:64,OPEN_SEXPR:65,sexpr_repetition0:66,sexpr_option0:67,CLOSE_SEXPR:68,hash:69,hash_repetition_plus0:70,hashSegment:71,ID:72,EQUALS:73,blockParams:74,OPEN_BLOCK_PARAMS:75,blockParams_repetition_plus0:76,CLOSE_BLOCK_PARAMS:77,path:78,dataName:79,STRING:80,NUMBER:81,BOOLEAN:82,UNDEFINED:83,NULL:84,DATA:85,pathSegments:86,SEP:87,$accept:0,$end:1},terminals_:{2:"error",5:"EOF",14:"COMMENT",15:"CONTENT",18:"END_RAW_BLOCK",19:"OPEN_RAW_BLOCK",23:"CLOSE_RAW_BLOCK",29:"OPEN_BLOCK",33:"CLOSE",34:"OPEN_INVERSE",39:"OPEN_INVERSE_CHAIN",44:"INVERSE",47:"OPEN_ENDBLOCK",48:"OPEN",51:"OPEN_UNESCAPED",54:"CLOSE_UNESCAPED",55:"OPEN_PARTIAL",60:"OPEN_PARTIAL_BLOCK",65:"OPEN_SEXPR",68:"CLOSE_SEXPR",72:"ID",73:"EQUALS",75:"OPEN_BLOCK_PARAMS",77:"CLOSE_BLOCK_PARAMS",80:"STRING",81:"NUMBER",82:"BOOLEAN",83:"UNDEFINED",84:"NULL",85:"DATA",87:"SEP"},productions_:[0,[3,2],[4,1],[7,1],[7,1],[7,1],[7,1],[7,1],[7,1],[7,1],[13,1],[10,3],[16,5],[9,4],[9,4],[24,6],[27,6],[38,6],[43,2],[45,3],[45,1],[26,3],[8,5],[8,5],[11,5],[12,3],[59,5],[63,1],[63,1],[64,5],[69,1],[71,3],[74,3],[20,1],[20,1],[20,1],[20,1],[20,1],[20,1],[20,1],[56,1],[56,1],[79,2],[78,1],[86,3],[86,1],[6,0],[6,2],[17,0],[17,2],[21,0],[21,2],[22,0],[22,1],[25,0],[25,1],[28,0],[28,1],[30,0],[30,2],[31,0],[31,1],[32,0],[32,1],[35,0],[35,2],[36,0],[36,1],[37,0],[37,1],[40,0],[40,2],[41,0],[41,1],[42,0],[42,1],[46,0],[46,1],[49,0],[49,2],[50,0],[50,1],[52,0],[52,2],[53,0],[53,1],[57,0],[57,2],[58,0],[58,1],[61,0],[61,2],[62,0],[62,1],[66,0],[66,2],[67,0],[67,1],[70,1],[70,2],[76,1],[76,2]],performAction:function(U,Y,Q,K,Z,J,te){var ie=J.length-1;switch(Z){case 1:return J[ie-1];case 2:this.$=K.prepareProgram(J[ie]);break;case 3:this.$=J[ie];break;case 4:this.$=J[ie];break;case 5:this.$=J[ie];break;case 6:this.$=J[ie];break;case 7:this.$=J[ie];break;case 8:this.$=J[ie];break;case 9:this.$={type:"CommentStatement",value:K.stripComment(J[ie]),strip:K.stripFlags(J[ie],J[ie]),loc:K.locInfo(this._$)};break;case 10:this.$={type:"ContentStatement",original:J[ie],value:J[ie],loc:K.locInfo(this._$)};break;case 11:this.$=K.prepareRawBlock(J[ie-2],J[ie-1],J[ie],this._$);break;case 12:this.$={path:J[ie-3],params:J[ie-2],hash:J[ie-1]};break;case 13:this.$=K.prepareBlock(J[ie-3],J[ie-2],J[ie-1],J[ie],!1,this._$);break;case 14:this.$=K.prepareBlock(J[ie-3],J[ie-2],J[ie-1],J[ie],!0,this._$);break;case 15:this.$={open:J[ie-5],path:J[ie-4],params:J[ie-3],hash:J[ie-2],blockParams:J[ie-1],strip:K.stripFlags(J[ie-5],J[ie])};break;case 16:this.$={path:J[ie-4],params:J[ie-3],hash:J[ie-2],blockParams:J[ie-1],strip:K.stripFlags(J[ie-5],J[ie])};break;case 17:this.$={path:J[ie-4],params:J[ie-3],hash:J[ie-2],blockParams:J[ie-1],strip:K.stripFlags(J[ie-5],J[ie])};break;case 18:this.$={strip:K.stripFlags(J[ie-1],J[ie-1]),program:J[ie]};break;case 19:var se=K.prepareBlock(J[ie-2],J[ie-1],J[ie],J[ie],!1,this._$),re=K.prepareProgram([se],J[ie-1].loc);re.chained=!0,this.$={strip:J[ie-2].strip,program:re,chain:!0};break;case 20:this.$=J[ie];break;case 21:this.$={path:J[ie-1],strip:K.stripFlags(J[ie-2],J[ie])};break;case 22:this.$=K.prepareMustache(J[ie-3],J[ie-2],J[ie-1],J[ie-4],K.stripFlags(J[ie-4],J[ie]),this._$);break;case 23:this.$=K.prepareMustache(J[ie-3],J[ie-2],J[ie-1],J[ie-4],K.stripFlags(J[ie-4],J[ie]),this._$);break;case 24:this.$={type:"PartialStatement",name:J[ie-3],params:J[ie-2],hash:J[ie-1],indent:"",strip:K.stripFlags(J[ie-4],J[ie]),loc:K.locInfo(this._$)};break;case 25:this.$=K.preparePartialBlock(J[ie-2],J[ie-1],J[ie],this._$);break;case 26:this.$={path:J[ie-3],params:J[ie-2],hash:J[ie-1],strip:K.stripFlags(J[ie-4],J[ie])};break;case 27:this.$=J[ie];break;case 28:this.$=J[ie];break;case 29:this.$={type:"SubExpression",path:J[ie-3],params:J[ie-2],hash:J[ie-1],loc:K.locInfo(this._$)};break;case 30:this.$={type:"Hash",pairs:J[ie],loc:K.locInfo(this._$)};break;case 31:this.$={type:"HashPair",key:K.id(J[ie-2]),value:J[ie],loc:K.locInfo(this._$)};break;case 32:this.$=K.id(J[ie-1]);break;case 33:this.$=J[ie];break;case 34:this.$=J[ie];break;case 35:this.$={type:"StringLiteral",value:J[ie],original:J[ie],loc:K.locInfo(this._$)};break;case 36:this.$={type:"NumberLiteral",value:Number(J[ie]),original:Number(J[ie]),loc:K.locInfo(this._$)};break;case 37:this.$={type:"BooleanLiteral",value:J[ie]==="true",original:J[ie]==="true",loc:K.locInfo(this._$)};break;case 38:this.$={type:"UndefinedLiteral",original:void 0,value:void 0,loc:K.locInfo(this._$)};break;case 39:this.$={type:"NullLiteral",original:null,value:null,loc:K.locInfo(this._$)};break;case 40:this.$=J[ie];break;case 41:this.$=J[ie];break;case 42:this.$=K.preparePath(!0,J[ie],this._$);break;case 43:this.$=K.preparePath(!1,J[ie],this._$);break;case 44:J[ie-2].push({part:K.id(J[ie]),original:J[ie],separator:J[ie-1]}),this.$=J[ie-2];break;case 45:this.$=[{part:K.id(J[ie]),original:J[ie]}];break;case 46:this.$=[];break;case 47:J[ie-1].push(J[ie]);break;case 48:this.$=[];break;case 49:J[ie-1].push(J[ie]);break;case 50:this.$=[];break;case 51:J[ie-1].push(J[ie]);break;case 58:this.$=[];break;case 59:J[ie-1].push(J[ie]);break;case 64:this.$=[];break;case 65:J[ie-1].push(J[ie]);break;case 70:this.$=[];break;case 71:J[ie-1].push(J[ie]);break;case 78:this.$=[];break;case 79:J[ie-1].push(J[ie]);break;case 82:this.$=[];break;case 83:J[ie-1].push(J[ie]);break;case 86:this.$=[];break;case 87:J[ie-1].push(J[ie]);break;case 90:this.$=[];break;case 91:J[ie-1].push(J[ie]);break;case 94:this.$=[];break;case 95:J[ie-1].push(J[ie]);break;case 98:this.$=[J[ie]];break;case 99:J[ie-1].push(J[ie]);break;case 100:this.$=[J[ie]];break;case 101:J[ie-1].push(J[ie]);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(U)},parse:function(U){var Y=this,Q=[0],K=[null],Z=[],J=this.table,te="",ie=0,se=0;this.lexer.setInput(U),this.lexer.yy=this.yy,this.yy.lexer=this.lexer,this.yy.parser=this,typeof this.lexer.yylloc=="undefined"&&(this.lexer.yylloc={});var re=this.lexer.yylloc;Z.push(re);var ae=this.lexer.options&&this.lexer.options.ranges;typeof this.yy.parseError=="function"&&(this.parseError=this.yy.parseError);function le(){var Ee;return Ee=Y.lexer.lex()||1,typeof Ee!="number"&&(Ee=Y.symbols_[Ee]||Ee),Ee}for(var ce,fe,de,me,he={},pe,be,Se,ve;;){if(fe=Q[Q.length-1],this.defaultActions[fe]?de=this.defaultActions[fe]:((ce===null||typeof ce=="undefined")&&(ce=le()),de=J[fe]&&J[fe][ce]),typeof de=="undefined"||!de.length||!de[0]){var xe="";{ve=[];for(pe in J[fe])this.terminals_[pe]&&pe>2&&ve.push("'"+this.terminals_[pe]+"'");this.lexer.showPosition?xe="Parse error on line "+(ie+1)+`:
`+this.lexer.showPosition()+`
Expecting `+ve.join(", ")+", got '"+(this.terminals_[ce]||ce)+"'":xe="Parse error on line "+(ie+1)+": Unexpected "+(ce==1?"end of input":"'"+(this.terminals_[ce]||ce)+"'"),this.parseError(xe,{text:this.lexer.match,token:this.terminals_[ce]||ce,line:this.lexer.yylineno,loc:re,expected:ve})}}if(de[0]instanceof Array&&de.length>1)throw new Error("Parse Error: multiple actions possible at state: "+fe+", token: "+ce);switch(de[0]){case 1:Q.push(ce),K.push(this.lexer.yytext),Z.push(this.lexer.yylloc),Q.push(de[1]),ce=null,se=this.lexer.yyleng,te=this.lexer.yytext,ie=this.lexer.yylineno,re=this.lexer.yylloc;break;case 2:if(be=this.productions_[de[1]][1],he.$=K[K.length-be],he._$={first_line:Z[Z.length-(be||1)].first_line,last_line:Z[Z.length-1].last_line,first_column:Z[Z.length-(be||1)].first_column,last_column:Z[Z.length-1].last_column},ae&&(he._$.range=[Z[Z.length-(be||1)].range[0],Z[Z.length-1].range[1]]),me=this.performAction.call(he,te,se,ie,this.yy,de[1],K,Z),typeof me!="undefined")return me;be&&(Q=Q.slice(0,-1*be*2),K=K.slice(0,-1*be),Z=Z.slice(0,-1*be)),Q.push(this.productions_[de[1]][0]),K.push(he.$),Z.push(he._$),Se=J[Q[Q.length-2]][Q[Q.length-1]],Q.push(Se);break;case 3:return!0}}return!0}},G=function(){var q={EOF:1,parseError:function(Y,Q){if(this.yy.parser)this.yy.parser.parseError(Y,Q);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 Q=Y.match(/(?:\r\n?|\n).*/g);return Q?(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 Q=Y.length,K=Y.split(/(?:\r\n?|\n)/g);this._input=Y+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-Q-1),this.offset-=Q;var Z=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),K.length-1&&(this.yylineno-=K.length-1);var J=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:K?(K.length===Z.length?this.yylloc.first_column:0)+Z[Z.length-K.length].length-K[0].length:this.yylloc.first_column-Q},this.options.ranges&&(this.yylloc.range=[J[0],J[0]+this.yyleng-Q]),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(),Q=new Array(Y.length+1).join("-");return Y+this.upcomingInput()+`
`+Q+"^"},next:function(){if(this.done)return this.EOF;this._input||(this.done=!0);var Y,Q,K,Z,J;this._more||(this.yytext="",this.match="");for(var te=this._currentRules(),ie=0;ie<te.length&&(K=this._input.match(this.rules[te[ie]]),!(K&&(!Q||K[0].length>Q[0].length)&&(Q=K,Z=ie,!this.options.flex)));ie++);return Q?(J=Q[0].match(/(?:\r\n?|\n).*/g),J&&(this.yylineno+=J.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:J?J[J.length-1].length-J[J.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+Q[0].length},this.yytext+=Q[0],this.match+=Q[0],this.matches=Q,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(Q[0].length),this.matched+=Q[0],Y=this.performAction.call(this,this.yy,this,te[Z],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,Q,K,Z){function J(te,ie){return Q.yytext=Q.yytext.substring(te,Q.yyleng-ie+te)}switch(K){case 0:if(Q.yytext.slice(-2)==="\\\\"?(J(0,1),this.begin("mu")):Q.yytext.slice(-1)==="\\"?(J(0,1),this.begin("emu")):this.begin("mu"),Q.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:(J(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(Q.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 Q.yytext=J(1,2).replace(/\\"/g,'"'),80;case 32:return Q.yytext=J(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 Q.yytext=Q.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}();F.lexer=G;function W(){this.yy={}}return W.prototype=F,F.Parser=W,new W}();B.default=D,R.exports=B.default})(parser$2,parser$2.exports);var whitespaceControl={exports:{}},visitor={exports:{}};(function(R,B){B.__esModule=!0;function D(Q){return Q&&Q.__esModule?Q:{default:Q}}var F=exception.exports,G=D(F);function W(){this.parents=[]}W.prototype={constructor:W,mutating:!1,acceptKey:function(K,Z){var J=this.accept(K[Z]);if(this.mutating){if(J&&!W.prototype[J.type])throw new G.default('Unexpected node type "'+J.type+'" found when accepting '+Z+" on "+K.type);K[Z]=J}},acceptRequired:function(K,Z){if(this.acceptKey(K,Z),!K[Z])throw new G.default(K.type+" requires "+Z)},acceptArray:function(K){for(var Z=0,J=K.length;Z<J;Z++)this.acceptKey(K,Z),K[Z]||(K.splice(Z,1),Z--,J--)},accept:function(K){if(!!K){if(!this[K.type])throw new G.default("Unknown type: "+K.type,K);this.current&&this.parents.unshift(this.current),this.current=K;var Z=this[K.type](K);if(this.current=this.parents.shift(),!this.mutating||Z)return Z;if(Z!==!1)return K}},Program:function(K){this.acceptArray(K.body)},MustacheStatement:q,Decorator:q,BlockStatement:U,DecoratorBlock:U,PartialStatement:Y,PartialBlockStatement:function(K){Y.call(this,K),this.acceptKey(K,"program")},ContentStatement:function(){},CommentStatement:function(){},SubExpression:q,PathExpression:function(){},StringLiteral:function(){},NumberLiteral:function(){},BooleanLiteral:function(){},UndefinedLiteral:function(){},NullLiteral:function(){},Hash:function(K){this.acceptArray(K.pairs)},HashPair:function(K){this.acceptRequired(K,"value")}};function q(Q){this.acceptRequired(Q,"path"),this.acceptArray(Q.params),this.acceptKey(Q,"hash")}function U(Q){q.call(this,Q),this.acceptKey(Q,"program"),this.acceptKey(Q,"inverse")}function Y(Q){this.acceptRequired(Q,"name"),this.acceptArray(Q.params),this.acceptKey(Q,"hash")}B.default=W,R.exports=B.default})(visitor,visitor.exports);(function(R,B){B.__esModule=!0;function D(K){return K&&K.__esModule?K:{default:K}}var F=visitor.exports,G=D(F);function W(){var K=arguments.length<=0||arguments[0]===void 0?{}:arguments[0];this.options=K}W.prototype=new G.default,W.prototype.Program=function(K){var Z=!this.options.ignoreStandalone,J=!this.isRootSeen;this.isRootSeen=!0;for(var te=K.body,ie=0,se=te.length;ie<se;ie++){var re=te[ie],ae=this.accept(re);if(!!ae){var le=q(te,ie,J),ce=U(te,ie,J),fe=ae.openStandalone&&le,de=ae.closeStandalone&&ce,me=ae.inlineStandalone&&le&&ce;ae.close&&Y(te,ie,!0),ae.open&&Q(te,ie,!0),Z&&me&&(Y(te,ie),Q(te,ie)&&re.type==="PartialStatement"&&(re.indent=/([ \t]+$)/.exec(te[ie-1].original)[1])),Z&&fe&&(Y((re.program||re.inverse).body),Q(te,ie)),Z&&de&&(Y(te,ie),Q((re.inverse||re.program).body))}}return K},W.prototype.BlockStatement=W.prototype.DecoratorBlock=W.prototype.PartialBlockStatement=function(K){this.accept(K.program),this.accept(K.inverse);var Z=K.program||K.inverse,J=K.program&&K.inverse,te=J,ie=J;if(J&&J.chained)for(te=J.body[0].program;ie.chained;)ie=ie.body[ie.body.length-1].program;var se={open:K.openStrip.open,close:K.closeStrip.close,openStandalone:U(Z.body),closeStandalone:q((te||Z).body)};if(K.openStrip.close&&Y(Z.body,null,!0),J){var re=K.inverseStrip;re.open&&Q(Z.body,null,!0),re.close&&Y(te.body,null,!0),K.closeStrip.open&&Q(ie.body,null,!0),!this.options.ignoreStandalone&&q(Z.body)&&U(te.body)&&(Q(Z.body),Y(te.body))}else K.closeStrip.open&&Q(Z.body,null,!0);return se},W.prototype.Decorator=W.prototype.MustacheStatement=function(K){return K.strip},W.prototype.PartialStatement=W.prototype.CommentStatement=function(K){var Z=K.strip||{};return{inlineStandalone:!0,open:Z.open,close:Z.close}};function q(K,Z,J){Z===void 0&&(Z=K.length);var te=K[Z-1],ie=K[Z-2];if(!te)return J;if(te.type==="ContentStatement")return(ie||!J?/\r?\n\s*?$/:/(^|\r?\n)\s*?$/).test(te.original)}function U(K,Z,J){Z===void 0&&(Z=-1);var te=K[Z+1],ie=K[Z+2];if(!te)return J;if(te.type==="ContentStatement")return(ie||!J?/^\s*?\r?\n/:/^\s*?(\r?\n|$)/).test(te.original)}function Y(K,Z,J){var te=K[Z==null?0:Z+1];if(!(!te||te.type!=="ContentStatement"||!J&&te.rightStripped)){var ie=te.value;te.value=te.value.replace(J?/^\s+/:/^[ \t]*\r?\n?/,""),te.rightStripped=te.value!==ie}}function Q(K,Z,J){var te=K[Z==null?K.length-1:Z-1];if(!(!te||te.type!=="ContentStatement"||!J&&te.leftStripped)){var ie=te.value;return te.value=te.value.replace(J?/\s+$/:/[ \t]+$/,""),te.leftStripped=te.value!==ie,te.leftStripped}}B.default=W,R.exports=B.default})(whitespaceControl,whitespaceControl.exports);var helpers={};helpers.__esModule=!0;helpers.SourceLocation=SourceLocation;helpers.id=id$1;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(R){return R&&R.__esModule?R:{default:R}}var _exception$1=exception.exports,_exception2$1=_interopRequireDefault$2(_exception$1);function validateClose(R,B){if(B=B.path?B.path.original:B,R.path.original!==B){var D={loc:R.path.loc};throw new _exception2$1.default(R.path.original+" doesn't match "+B,D)}}function SourceLocation(R,B){this.source=R,this.start={line:B.first_line,column:B.first_column},this.end={line:B.last_line,column:B.last_column}}function id$1(R){return/^\[.*\]$/.test(R)?R.substring(1,R.length-1):R}function stripFlags(R,B){return{open:R.charAt(2)==="~",close:B.charAt(B.length-3)==="~"}}function stripComment(R){return R.replace(/^\{\{~?!-?-?/,"").replace(/-?-?~?\}\}$/,"")}function preparePath(R,B,D){D=this.locInfo(D);for(var F=R?"@":"",G=[],W=0,q=0,U=B.length;q<U;q++){var Y=B[q].part,Q=B[q].original!==Y;if(F+=(B[q].separator||"")+Y,!Q&&(Y===".."||Y==="."||Y==="this")){if(G.length>0)throw new _exception2$1.default("Invalid path: "+F,{loc:D});Y===".."&&W++}else G.push(Y)}return{type:"PathExpression",data:R,depth:W,parts:G,original:F,loc:D}}function prepareMustache(R,B,D,F,G,W){var q=F.charAt(3)||F.charAt(2),U=q!=="{"&&q!=="&",Y=/\*/.test(F);return{type:Y?"Decorator":"MustacheStatement",path:R,params:B,hash:D,escaped:U,strip:G,loc:this.locInfo(W)}}function prepareRawBlock(R,B,D,F){validateClose(R,D),F=this.locInfo(F);var G={type:"Program",body:B,strip:{},loc:F};return{type:"BlockStatement",path:R.path,params:R.params,hash:R.hash,program:G,openStrip:{},inverseStrip:{},closeStrip:{},loc:F}}function prepareBlock(R,B,D,F,G,W){F&&F.path&&validateClose(R,F);var q=/\*/.test(R.open);B.blockParams=R.blockParams;var U=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=F.strip),Y=D.strip,U=D.program}return G&&(G=U,U=B,B=G),{type:q?"DecoratorBlock":"BlockStatement",path:R.path,params:R.params,hash:R.hash,program:B,inverse:U,openStrip:R.strip,inverseStrip:Y,closeStrip:F&&F.strip,loc:this.locInfo(W)}}function prepareProgram(R,B){if(!B&&R.length){var D=R[0].loc,F=R[R.length-1].loc;D&&F&&(B={source:D.source,start:{line:D.start.line,column:D.start.column},end:{line:F.end.line,column:F.end.column}})}return{type:"Program",body:R,strip:{},loc:B}}function preparePartialBlock(R,B,D,F){return validateClose(R,D),{type:"PartialBlockStatement",name:R.path,params:R.params,hash:R.hash,program:B,openStrip:R.strip,closeStrip:D&&D.strip,loc:this.locInfo(F)}}base.__esModule=!0;base.parseWithoutProcessing=parseWithoutProcessing;base.parse=parse$2;function _interopRequireWildcard(R){if(R&&R.__esModule)return R;var B={};if(R!=null)for(var D in R)Object.prototype.hasOwnProperty.call(R,D)&&(B[D]=R[D]);return B.default=R,B}function _interopRequireDefault$1(R){return R&&R.__esModule?R:{default:R}}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(R,B){if(R.type==="Program")return R;_parser2.default.yy=yy,yy.locInfo=function(F){return new yy.SourceLocation(B&&B.srcName,F)};var D=_parser2.default.parse(R);return D}function parse$2(R,B){var D=parseWithoutProcessing(R,B),F=new _whitespaceControl2.default(B);return F.accept(D)}var compiler={};compiler.__esModule=!0;compiler.Compiler=Compiler;compiler.precompile=precompile;compiler.compile=compile;function _interopRequireDefault(R){return R&&R.__esModule?R:{default:R}}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 R(B){var D=this.opcodes.length;if(B.opcodes.length!==D)return!1;for(var F=0;F<D;F++){var G=this.opcodes[F],W=B.opcodes[F];if(G.opcode!==W.opcode||!argEquals(G.args,W.args))return!1}D=this.children.length;for(var F=0;F<D;F++)if(!this.children[F].equals(B.children[F]))return!1;return!0},guid:0,compile:function R(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 R(B){var D=new this.compiler,F=D.compile(B,this.options),G=this.guid++;return this.usePartial=this.usePartial||F.usePartial,this.children[G]=F,this.useDepths=this.useDepths||F.useDepths,G},accept:function R(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 R(B){this.options.blockParams.unshift(B.blockParams);for(var D=B.body,F=D.length,G=0;G<F;G++)this.accept(D[G]);return this.options.blockParams.shift(),this.isSimple=F===1,this.blockParams=B.blockParams?B.blockParams.length:0,this},BlockStatement:function R(B){transformLiteralToPath(B);var D=B.program,F=B.inverse;D=D&&this.compileProgram(D),F=F&&this.compileProgram(F);var G=this.classifySexpr(B);G==="helper"?this.helperSexpr(B,D,F):G==="simple"?(this.simpleSexpr(B),this.opcode("pushProgram",D),this.opcode("pushProgram",F),this.opcode("emptyHash"),this.opcode("blockValue",B.path.original)):(this.ambiguousSexpr(B,D,F),this.opcode("pushProgram",D),this.opcode("pushProgram",F),this.opcode("emptyHash"),this.opcode("ambiguousBlockValue")),this.opcode("append")},DecoratorBlock:function R(B){var D=B.program&&this.compileProgram(B.program),F=this.setupFullMustacheParams(B,D,void 0),G=B.path;this.useDecorators=!0,this.opcode("registerDecorator",F.length,G.original)},PartialStatement:function R(B){this.usePartial=!0;var D=B.program;D&&(D=this.compileProgram(B.program));var F=B.params;if(F.length>1)throw new _exception2.default("Unsupported number of partial arguments: "+F.length,B);F.length||(this.options.explicitPartialContext?this.opcode("pushLiteral","undefined"):F.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 R(B){this.PartialStatement(B)},MustacheStatement:function R(B){this.SubExpression(B),B.escaped&&!this.options.noEscape?this.opcode("appendEscaped"):this.opcode("append")},Decorator:function R(B){this.DecoratorBlock(B)},ContentStatement:function R(B){B.value&&this.opcode("appendContent",B.value)},CommentStatement:function R(){},SubExpression:function R(B){transformLiteralToPath(B);var D=this.classifySexpr(B);D==="simple"?this.simpleSexpr(B):D==="helper"?this.helperSexpr(B):this.ambiguousSexpr(B)},ambiguousSexpr:function R(B,D,F){var G=B.path,W=G.parts[0],q=D!=null||F!=null;this.opcode("getContext",G.depth),this.opcode("pushProgram",D),this.opcode("pushProgram",F),G.strict=!0,this.accept(G),this.opcode("invokeAmbiguous",W,q)},simpleSexpr:function R(B){var D=B.path;D.strict=!0,this.accept(D),this.opcode("resolvePossibleLambda")},helperSexpr:function R(B,D,F){var G=this.setupFullMustacheParams(B,D,F),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 R(B){this.addDepth(B.depth),this.opcode("getContext",B.depth);var D=B.parts[0],F=_ast2.default.helpers.scopedId(B),G=!B.depth&&!F&&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,F):this.opcode("pushContext")},StringLiteral:function R(B){this.opcode("pushString",B.value)},NumberLiteral:function R(B){this.opcode("pushLiteral",B.value)},BooleanLiteral:function R(B){this.opcode("pushLiteral",B.value)},UndefinedLiteral:function R(){this.opcode("pushLiteral","undefined")},NullLiteral:function R(){this.opcode("pushLiteral","null")},Hash:function R(B){var D=B.pairs,F=0,G=D.length;for(this.opcode("pushHash");F<G;F++)this.pushParam(D[F].value);for(;F--;)this.opcode("assignToHash",D[F].key);this.opcode("popHash")},opcode:function R(B){this.opcodes.push({opcode:B,args:slice.call(arguments,1),loc:this.sourceNode[0].loc})},addDepth:function R(B){!B||(this.useDepths=!0)},classifySexpr:function R(B){var D=_ast2.default.helpers.simpleId(B.path),F=D&&!!this.blockParamIndex(B.path.parts[0]),G=!F&&_ast2.default.helpers.helperExpression(B),W=!F&&(G||D);if(W&&!G){var q=B.path.parts[0],U=this.options;U.knownHelpers[q]?G=!0:U.knownHelpersOnly&&(W=!1)}return G?"helper":W?"ambiguous":"simple"},pushParams:function R(B){for(var D=0,F=B.length;D<F;D++)this.pushParam(B[D])},pushParam:function R(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 F=void 0;if(B.parts&&!_ast2.default.helpers.scopedId(B)&&!B.depth&&(F=this.blockParamIndex(B.parts[0])),F){var G=B.parts.slice(1).join(".");this.opcode("pushId","BlockParam",F,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 R(B,D,F,G){var W=B.params;return this.pushParams(W),this.opcode("pushProgram",D),this.opcode("pushProgram",F),B.hash?this.accept(B.hash):this.opcode("emptyHash",G),W},blockParamIndex:function R(B){for(var D=0,F=this.options.blockParams.length;D<F;D++){var G=this.options.blockParams[D],W=G&&_utils.indexOf(G,B);if(G&&W>=0)return[D,W]}}};function precompile(R,B,D){if(R==null||typeof R!="string"&&R.type!=="Program")throw new _exception2.default("You must pass a string or Handlebars AST to Handlebars.precompile. You passed "+R);B=B||{},"data"in B||(B.data=!0),B.compat&&(B.useDepths=!0);var F=D.parse(R,B),G=new D.Compiler().compile(F,B);return new D.JavaScriptCompiler().compile(G,B)}function compile(R,B,D){if(B===void 0&&(B={}),R==null||typeof R!="string"&&R.type!=="Program")throw new _exception2.default("You must pass a string or Handlebars AST to Handlebars.compile. You passed "+R);B=_utils.extend({},B),"data"in B||(B.data=!0),B.compat&&(B.useDepths=!0);var F=void 0;function G(){var q=D.parse(R,B),U=new D.Compiler().compile(q,B),Y=new D.JavaScriptCompiler().compile(U,B,void 0,!0);return D.template(Y)}function W(q,U){return F||(F=G()),F.call(this,q,U)}return W._setup=function(q){return F||(F=G()),F._setup(q)},W._child=function(q,U,Y,Q){return F||(F=G()),F._child(q,U,Y,Q)},W}function argEquals(R,B){if(R===B)return!0;if(_utils.isArray(R)&&_utils.isArray(B)&&R.length===B.length){for(var D=0;D<R.length;D++)if(!argEquals(R[D],B[D]))return!1;return!0}}function transformLiteralToPath(R){if(!R.path.parts){var B=R.path;R.path={type:"PathExpression",data:!1,depth:0,parts:[B.original+""],original:B.original+"",loc:B.loc}}}var javascriptCompiler={exports:{}},codeGen={exports:{}};(function(R,B){B.__esModule=!0;var D=utils,F=void 0;try{var G=require("source-map");F=G.SourceNode}catch{}F||(F=function(U,Y,Q,K){this.src="",K&&this.add(K)},F.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(U,Y,Q){if(D.isArray(U)){for(var K=[],Z=0,J=U.length;Z<J;Z++)K.push(Y.wrap(U[Z],Q));return K}else if(typeof U=="boolean"||typeof U=="number")return U+"";return U}function q(U){this.srcFile=U,this.source=[]}q.prototype={isEmpty:function(){return!this.source.length},prepend:function(Y,Q){this.source.unshift(this.wrap(Y,Q))},push:function(Y,Q){this.source.push(this.wrap(Y,Q))},merge:function(){var Y=this.empty();return this.each(function(Q){Y.add(["  ",Q,`
`])}),Y},each:function(Y){for(var Q=0,K=this.source.length;Q<K;Q++)Y(this.source[Q])},empty:function(){var Y=this.currentLocation||{start:{}};return new F(Y.start.line,Y.start.column,this.srcFile)},wrap:function(Y){var Q=arguments.length<=1||arguments[1]===void 0?this.currentLocation||{start:{}}:arguments[1];return Y instanceof F?Y:(Y=W(Y,this,Q),new F(Q.start.line,Q.start.column,this.srcFile,Y))},functionCall:function(Y,Q,K){return K=this.generateList(K),this.wrap([Y,Q?"."+Q+"(":"(",K,")"])},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 Q=this,K=[];Object.keys(Y).forEach(function(J){var te=W(Y[J],Q);te!=="undefined"&&K.push([Q.quotedString(J),":",te])});var Z=this.generateList(K);return Z.prepend("{"),Z.add("}"),Z},generateList:function(Y){for(var Q=this.empty(),K=0,Z=Y.length;K<Z;K++)K&&Q.add(","),Q.add(W(Y[K],this));return Q},generateArray:function(Y){var Q=this.generateList(Y);return Q.prepend("["),Q.add("]"),Q}},B.default=q,R.exports=B.default})(codeGen,codeGen.exports);(function(R,B){B.__esModule=!0;function D(J){return J&&J.__esModule?J:{default:J}}var F=base$1,G=exception.exports,W=D(G),q=utils,U=codeGen.exports,Y=D(U);function Q(J){this.value=J}function K(){}K.prototype={nameLookup:function(te,ie){return this.internalNameLookup(te,ie)},depthedLookup:function(te){return[this.aliasable("container.lookup"),"(depths, ",JSON.stringify(te),")"]},compilerInfo:function(){var te=F.COMPILER_REVISION,ie=F.REVISION_CHANGES[te];return[te,ie]},appendToBuffer:function(te,ie,se){return q.isArray(te)||(te=[te]),te=this.source.wrap(te,ie),this.environment.isSimple?["return ",te,";"]:se?["buffer += ",te,";"]:(te.appendToBuffer=!0,te)},initializeBuffer:function(){return this.quotedString("")},internalNameLookup:function(te,ie){return this.lookupPropertyFunctionIsUsed=!0,["lookupProperty(",te,",",JSON.stringify(ie),")"]},lookupPropertyFunctionIsUsed:!1,compile:function(te,ie,se,re){this.environment=te,this.options=ie,this.stringParams=this.options.stringParams,this.trackIds=this.options.trackIds,this.precompile=!re,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,ie),this.useDepths=this.useDepths||te.useDepths||te.useDecorators||this.options.compat,this.useBlockParams=this.useBlockParams||te.useBlockParams;var ae=te.opcodes,le=void 0,ce=void 0,fe=void 0,de=void 0;for(fe=0,de=ae.length;fe<de;fe++)le=ae[fe],this.source.currentLocation=le.loc,ce=ce||le.loc,this[le.opcode].apply(this,le.args);if(this.source.currentLocation=ce,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;"),re?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 me=this.createFunctionContext(re);if(this.isChild)return me;var he={compiler:this.compilerInfo(),main:me};this.decorators&&(he.main_d=this.decorators,he.useDecorators=!0);var pe=this.context,be=pe.programs,Se=pe.decorators;for(fe=0,de=be.length;fe<de;fe++)be[fe]&&(he[fe]=be[fe],Se[fe]&&(he[fe+"_d"]=Se[fe],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),re?he.compilerOptions=this.options:(he.compiler=JSON.stringify(he.compiler),this.source.currentLocation={start:{line:1,column:0}},he=this.objectLiteral(he),ie.srcName?(he=he.toStringWithSourceMap({file:ie.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 ie=this,se="",re=this.stackVars.concat(this.registers.list);re.length>0&&(se+=", "+re.join(", "));var ae=0;Object.keys(this.aliases).forEach(function(fe){var de=ie.aliases[fe];de.children&&de.referenceCount>1&&(se+=", alias"+ ++ae+"="+fe,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 ce=this.mergeSource(se);return te?(le.push(ce),Function.apply(this,le)):this.source.wrap(["function(",le.join(","),`) {
  `,ce,"}"])},mergeSource:function(te){var ie=this.environment.isSimple,se=!this.forceBuffer,re=void 0,ae=void 0,le=void 0,ce=void 0;return this.source.each(function(fe){fe.appendToBuffer?(le?fe.prepend("  + "):le=fe,ce=fe):(le&&(ae?le.prepend("buffer += "):re=!0,ce.add(";"),le=ce=void 0),ae=!0,ie||(se=!1))}),se?le?(le.prepend("return "),ce.add(";")):ae||this.source.push('return "";'):(te+=", buffer = "+(re?"":this.initializeBuffer()),le?(le.prepend("return buffer + "),ce.add(";")):this.source.push("return buffer;")),te&&this.source.prepend("var "+te.substring(2)+(re?"":`;
`)),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 ie=this.aliasable("container.hooks.blockHelperMissing"),se=[this.contextName(0)];this.setupHelperArgs(te,0,se);var re=this.popStack();se.splice(1,0,re),this.push(this.source.functionCall(ie,"call",se))},ambiguousBlockValue:function(){var te=this.aliasable("container.hooks.blockHelperMissing"),ie=[this.contextName(0)];this.setupHelperArgs("",0,ie,!0),this.flushInline();var se=this.topStack();ie.splice(1,0,se),this.pushSource(["if (!",this.lastHelper,") { ",se," = ",this.source.functionCall(te,"call",ie),"}"])},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(ie){return[" != null ? 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D=browserInfo$2.huawei?.08:0;const F=[],G=[],W=[],{baseSpeed:q=100}=state$2,U=(Ye,lt)=>{var xt,At,wt,Lt,Ot,tn;return["906"].includes(B)?((xt=lt.measures[0])==null?void 0:xt.realKey)||Ye:["782","784"].includes(B)&&[14,16,30,32].includes((At=lt.firstVerticalMeasure)==null?void 0:At.measureNumber)?((wt=F[F.length-1])==null?void 0:wt.realKey)||Ye:["900","901","640","641","739","740","800","801","773","774","869","872","714","715"].includes(B)&&(((Lt=lt.firstVerticalMeasure)==null?void 0:Lt.measureNumber)===3||((Ot=lt.firstVerticalMeasure)==null?void 0:Ot.measureNumber)===9)&&((tn=lt.measures[0])==null?void 0:tn.realKey)||Ye};if(state$2.gradualTimes&&console.log("\u5408\u594F\u901F\u5EA6",state$2.gradual,state$2.gradualTimes),R!=null&&R.cursor){try{R.cursor.reset()}catch{}const Ye=R.cursor.iterator;let lt=0,ct=0,ft=[],vt=[],xt=0,At=0,wt=0,Lt="quarter",Ot,tn,Ht=0,ln=1,Pn=0,en=0,gn=0,ni=0,Ai=!1;for(;!Ye.endReached;){const On=R.cursor.cursorElement,Fn={move:!1};On&&(Fn.move=!0,Fn.x=On.offsetLeft,Fn.y=On.offsetTop,Fn.w=On.offsetWidth,Fn.h=On.offsetHeight);let un=0,_i=0;if(state$2.isCombineRender)for(let ii=0;ii<Ye.currentVoiceEntries.length;ii++){const Tt=Ye.currentVoiceEntries[ii];if(Tt.isGrace){un==ii&&un==0&&(un=Ye.currentVoiceEntries.length>1?1:0);continue}Tt.notes[0].length.realValue<_i&&(un=ii),_i=Tt.notes[0].length.realValue}let ss=(Q=Ye.currentVoiceEntries)!=null&&Q[0]?[(K=Ye.currentVoiceEntries)==null?void 0:K[0]]:[];const $i=(Z=Ye.currentVoiceEntries)==null?void 0:Z[1];state$2.isCombineRender&&(ss=(J=Ye.currentVoiceEntries)!=null&&J[un]?[(te=Ye.currentVoiceEntries)==null?void 0:te[un]]:[]);let Dr=!1;for(const ii of ss){let Tt=ii.notes[0];if(["Piano"].includes((ie=state$2.activeDetail)==null?void 0:ie.code)||((se=state$2.activeDetail)==null?void 0:se.musicSheetType)=="CONCERT"){let pi=[];try{pi=(re=Ye.currentVoiceEntries)==null?void 0:re.map(Ri=>Ri.notes).flat().sort((Ri,qn)=>Ri.Length.realValue-qn.Length.realValue),Tt=pi[0]}catch{}}if(Tt){if(ct===0&&W.push(Tt.sourceMeasure),ct===0&&state$2.isSpecialBookCategory)for(const _t of(ae=Tt.sourceMeasure)==null?void 0:ae.TempoExpressions)(le=_t==null?void 0:_t.InstantaneousTempo)!=null&&le.beatUnit&&(Lt=_t.InstantaneousTempo.beatUnit);ln=(ce=Tt.sourceMeasure)==null?void 0:ce.MeasureNumberXML,en==((fe=Tt.sourceMeasure)==null?void 0:fe.MeasureNumberXML)?gn++:(en=(de=Tt.sourceMeasure)==null?void 0:de.MeasureNumberXML,gn=0);let pi=Tt.sourceMeasure.tempoInBPM;const{metronomeNoteIndex:Ri}=Ye.currentMeasure;Ri!==0&&Ri>ct&&(pi=((me=F[F.length-1])==null?void 0:me.speed)||100);const qn=[(he=Tt.sourceMeasure.verticalMeasureList)==null?void 0:he[0]],{realValue:Ss}=Ye.currentTimeStamp,{RealValue:mr,Denominator:as}=formatDuration(Ye.currentMeasure.activeTimeSignature,Ye.currentMeasure.duration);let{wholeValue:gr,numerator:vr,denominator:os,realValue:ki}=Tt.length,ls=xt,er=(state$2.isSpecialBookCategory?pi:q)||1,Xi=(state$2.isSpecialBookCategory?pi:q)||1;tn=Ye.currentMeasure.speedInfo||tn,Ot=((pe=R.sheet.soundTempos)==null?void 0:pe.get(Tt.sourceMeasure.measureListIndex))||Ot,(!Ot||Ot.length<2)&&(Ot=createSpeedInfo(tn,Xi));let Rr=0;const tr=Ye.currentMeasure.measureListIndex;if(state$2.gradualTimes&&Object.keys(state$2.gradualTimes).length>0){const _t=state$2.gradual.find((Dn,Un)=>{var gi;const wn=state$2.gradual[Un+1];return Dn[0].measureIndex<=tr&&((gi=Dn[1])==null?void 0:gi.measureIndex)>=tr&&(!wn||(wn==null?void 0:wn[0].measureIndex)!==tr)}),[In,En]=_t||[];if(In&&En){const Dn=En.measureIndex-In.measureIndex,Un=In.closedMeasureIndex==tr&&ct>=In.noteInMeasureIndex,wn=En.closedMeasureIndex===tr&&ct<En.noteInMeasureIndex,gi=In.closedMeasureIndex!==tr&&En.closedMeasureIndex!==tr;if(Un||wn||gi){const Ei=state$2.gradualTimes[In.measureIndex],Oi=state$2.gradualTimes[En.measureIndex];if(Ei&&Oi){const Gi=Dn-In.leftDuration/In.allDuration+En.leftDuration/En.allDuration,us=dayjs(tranTime(Oi)).diff(dayjs(tranTime(Ei)),"millisecond");Rr=ki/mr/Gi*us/1e3}}}}else if(tn&&Ot&&(tn.startXmlNoteIndex===ct||Ht>0)){const _t=Ot[0]-(Ot[1]-Ot[0]),{resetXmlNoteIndex:In,endXmlNoteIndex:En}=tn,Dn=En;let Un=(Ot[Ot.length-1]-_t)/Dn;if(Un=Tt.DotsXml?Un/1.5:Un,Ht<Dn){const gi=Math.ceil(Xi+Un*Ht);let Ei=getTimeByBeatUnit(Lt,gi,Ye.currentMeasure.activeTimeSignature.Denominator);const Oi=(gr+vr/os)*as*(60/Ei);Xi+=Math.ceil(Un*(Ht+1)),Ei=getTimeByBeatUnit(Lt,Xi,Ye.currentMeasure.activeTimeSignature.Denominator);const Gi=(gr+vr/os)*as*(60/Ei);Rr=(Oi+Gi)/2}else In>Ht&&(Xi=(be=F[lt-1])==null?void 0:be.speed);er=(state$2.isSpecialBookCategory?getTimeByBeatUnit(Lt,Xi,Ye.currentMeasure.activeTimeSignature.Denominator):q)||1;const wn=!(Ht<Dn)&&!(In>Ht);Ht++,wn&&(Ht=0,tn=void 0,Ot=void 0,vt=[])}lt===0&&(D+=getFixTime(er));let zn=Rr||Math.min(mr,ki)*formatBeatUnit(Lt)*(60/er);const Ma=mr*as*(60/er);["Piano"].includes((Se=state$2.activeDetail)==null?void 0:Se.code)&&(zn=(Ye.currentTimeStamp.realValue-ni||(vr===0?mr:(gr+vr)/os))*as*(60/er)),Tt.DotsXml&&Tt.isDotNote&&((ve=Tt==null?void 0:Tt.typeLength)==null?void 0:ve.realValue)===((xe=Tt==null?void 0:Tt.length)==null?void 0:xe.realValue)&&(zn=zn*1.5),Ai&&(zn=1e-7,Ai=!1,Dr=!0);const Ca=(Ee=Tt.sourceMeasure.staffLinkedExpressions)==null?void 0:Ee[0];for(const _t of Ca||[])if(_t&&((ge=_t.expressions)==null?void 0:ge.find(En=>En.label==="\u8DF3\u8FC7\u4E0B\u4E00\u4E2A"))&&Fraction$1.Equal((we=Tt.voiceEntry)==null?void 0:we.Timestamp,_t.Timestamp)){Ai=!0;break}ni=Ye.currentTimeStamp.realValue,xt+=zn,At+=zn;let Ys=zn+ls;const kr=Tt.ParentVoiceEntry.ParentVoice.Parent.SubInstruments[0].fixedKey||0,nr=(Me=(Le=qn[0])==null?void 0:Le.vfVoices["1"])==null?void 0:Me.tickables[gn];if(F.length&&F[F.length-1].relativeTime===ls)continue;if(lt===0){const _t=getMeasureDurationDiff(Ye.currentMeasure);let In=0;(((Ce=(Pe=Tt.sourceMeasure.verticalMeasureList)==null?void 0:Pe[0])==null?void 0:Ce.staffEntries)||[]).forEach(Dn=>{var Un,wn,gi,Ei,Oi,Gi;(Gi=(Oi=(Ei=(gi=(wn=(Un=Dn==null?void 0:Dn.sourceStaffEntry)==null?void 0:Un.voiceEntries)==null?void 0:wn[0])==null?void 0:gi.notes)==null?void 0:Ei[0])==null?void 0:Oi.length)!=null&&Gi.realValue&&(In+=Dn.sourceStaffEntry.voiceEntries[0].notes[0].length.realValue)}),_t>0&&(wt=_t*formatBeatUnit(Lt)*(60/er)),((De=state$2.activeDetail)==null?void 0:De.audioType)==="MIDI"&&(wt=0),D+=wt}const ri={_noteLength:ki,fixtime:D,skipMode:Dr,NoteToGraphicalNoteObjectId:Tt.NoteToGraphicalNoteObjectId,cursorBox:Fn,skipNextNote:Ai,measureNumberPrinted:ln,difftime:wt,octaveOffset:(Ne=qn[0])==null?void 0:Ne.octaveOffset,frequency:(Ie=Tt.pitch)==null?void 0:Ie.frequency,speed:Xi,beatSpeed:er,i:lt,si:ct,stepSpeeds:vt,indexOfMeasures:Pn,measureOpenIndex:W.length-1,measures:ft,tempoInBPM:Tt.sourceMeasure.tempoInBPM,measureLength:Ma,relaMeasureLength:At,id:nr==null?void 0:nr.attrs.id,note:Tt.halfTone+12,relativeTime:retain(ls),time:retain(ls+D),endtime:retain(Ys+D),relaEndtime:retain(Ys),realValue:Ss,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:(Ge=Tt.notehead.sourceNote)==null?void 0:Ge.NoteToGraphicalNoteObjectId}:"",noteheadColor:Tt.noteheadColor,isRestFlag:Tt.isRestFlag,sourceMeasure:{...Tt.SourceMeasure,measureListIndex:(ze=Tt==null?void 0:Tt.SourceMeasure)==null?void 0:ze.measureListIndex,MeasureNumberXML:(Ve=Tt==null?void 0:Tt.SourceMeasure)==null?void 0:Ve.MeasureNumberXML,allRests:(Ue=Tt==null?void 0:Tt.SourceMeasure)==null?void 0:Ue.allRests,isRestFlag:(tt=Tt==null?void 0:Tt.SourceMeasure)==null?void 0:tt.isRestFlag,multipleRestMeasures:(Ke=Tt==null?void 0:Tt.SourceMeasure)==null?void 0:Ke.multipleRestMeasures,verticalMeasureList:Array.isArray((rt=Tt==null?void 0:Tt.SourceMeasure)==null?void 0:rt.verticalMeasureList)?Tt.SourceMeasure.verticalMeasureList.map(_t=>{const{x:In,y:En,width:Dn,height:Un,start_x:wn,end_x:gi}=(_t==null?void 0:_t.stave)||{};return _t?{stave:{x:In,y:En,width:Dn,height:Un,start_x:wn,end_x:gi},boundingBox:_t&&_t.boundingBox?{absolutePosition:{..._t.boundingBox.absolutePosition},size:{..._t.boundingBox.size}}:""}:void 0}):[],activeTimeSignature:(pt=Tt.sourceMeasure)==null?void 0:pt.activeTimeSignature,ActiveTimeSignature:(ht=Tt.sourceMeasure)==null?void 0:ht.activeTimeSignature},tie:Tt.tie?{StartNote:{NoteToGraphicalNoteObjectId:Tt.tie.StartNote.NoteToGraphicalNoteObjectId},notes:Array.isArray(Tt.tie.notes)&&((gt=Tt.tie.notes)==null?void 0:gt.map(_t=>({NoteToGraphicalNoteObjectId:_t.NoteToGraphicalNoteObjectId})))||[]}:"",slurs:Array.isArray(Tt.slurs)?Tt.slurs.map(_t=>({startNote:{NoteToGraphicalNoteObjectId:_t.startNote.NoteToGraphicalNoteObjectId},endNote:{NoteToGraphicalNoteObjectId:_t.endNote.NoteToGraphicalNoteObjectId}})):[],pitch:{prevFrequency:(ke=Tt.pitch)==null?void 0:ke.prevFrequency,nextFrequency:(Be=Tt.pitch)==null?void 0:Be.nextFrequency,frequency:(Ze=Tt.pitch)==null?void 0:Ze.frequency},Length:{...Tt.Length}},svgElelent:nr||"",fixedKey:kr,realKey:0,duration:0,measureSpeed:pi,formatLyricsEntries:formatLyricsEntries(Tt),stave:qn[0]&&qn[0].stave?{attrs:qn[0].stave?{...qn[0].stave.attrs}:{}}:"",firstVerticalMeasure:{measureNumber:(_e=qn==null?void 0:qn[0])==null?void 0:_e.measureNumber},noteLength:1,halfTone1:Array.isArray(ii.notes)?ii.notes.map(_t=>_t.halfTone+12).filter(Boolean):[],halfTone2:$i&&Array.isArray($i.notes)?$i.notes.map(_t=>_t.halfTone+12).filter(Boolean):[]};ri.realKey=U(Tt.halfTone-kr*12,ri),ri.duration=ri.endtime-ri.time;const Ta=((Xe=(Fe=qn[0])==null?void 0:Fe.vfVoices["1"])==null?void 0:Xe.tickables)||[],Qs=((nt=(Qe=($e=Tt.sourceMeasure.verticalMeasureList)==null?void 0:$e[0])==null?void 0:Qe.staffEntries)==null?void 0:nt.length)||Ta.length;ri.noteLength=Qs||1,F.push(ri),G.push(ri.id),ft.push(ri),ct<Qs-1?ct++:(ct=0,At=0,ft=[])}}R.cursor.next(),lt++}try{R.cursor.reset()}catch{}}return F.sort((Ye,lt)=>Ye.relativeTime-lt.relativeTime).map((Ye,lt)=>({...Ye,i:lt}))},setStepIndex=(R,B,D)=>{if(R.product){if(B||B===0)if(D&&B-D===1)R.cursor.setPosition({...state$2.times[B].cursorBox});else if(D&&B-D>0)for(;B-D>0;)D++,R.cursor.setPosition({...state$2.times[D].cursorBox});else R.cursor.setPosition({...state$2.times[B].cursorBox})}else if(B||B===0)if(D&&B-D===1)R.cursor.next();else if(D&&B-D>0)for(;B-D>0;)D++,R.cursor.next();else{let F=0;for(R.cursor.reset();F<B;)F++,R.cursor.hidden!==!1?R.cursor.show():R.cursor.next()}},getIndex=(R,B)=>{if(B>state$2.times[state$2.times.length-1].endtime)return state$2.times.length-1;let D=0;B=Number(B)+2e-4;for(let F=0;F<R.length;F++){const G=R[F],W=R[F-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 F=state$2.befireSection||state$2.section[0];D=Math.min(Math.max(D,F.i),state$2.section[1].i)}return D},getSlursNote=(R,B)=>{var G,W;const D=state$2.times.find(q=>q.NoteToGraphicalNoteObjectId==R.NoteToGraphicalNoteObjectId)||{};let F=B==="end"?(G=D.noteElement.slurs[0])==null?void 0:G.endNote:(W=D.noteElement.slurs[0])==null?void 0:W.startNote;if(!!F)return state$2.times.find(q=>q.NoteToGraphicalNoteObjectId==F.NoteToGraphicalNoteObjectId)},getNoteBySlursStart=(R,B,D)=>{let F=R,G=getSlursNote(F,D);if(!G&&B)for(const W of F.measures){const q=state$2.times.find(U=>U.NoteToGraphicalNoteObjectId==W.NoteToGraphicalNoteObjectId);q.noteElement.slurs.length&&(G=getSlursNote(q,D),F=q)}if(F&&G!==F.noteElement){for(const W of state$2.times)if(G===W.noteElement)return W}return F},getParentNote=R=>{let B;if(R){for(const D of state$2.times)if(R.NoteToGraphicalNoteObjectId===D.noteElement.NoteToGraphicalNoteObjectId)return D}return B},getNoteByMeasuresSlursStart=R=>{let B=R,D;if(R.noteElement.tie&&R.noteElement.tie.StartNote&&(D=R.noteElement.tie.StartNote),B&&D&&D!==B.noteElement){for(const F of state$2.times)if(D.NoteToGraphicalNoteObjectId===F.noteElement.NoteToGraphicalNoteObjectId)return F}return B},getActtiveNoteByTimes=R=>{var G;const B=(G=R.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=R=>{const B=Math.max(state$2.times.indexOf(R)-1,0);for(let D=B;D>=0;D--){const F=state$2.times[D];if(F!=null&&F.stave)return F}},getBoundingBoxByverticalNote=R=>{var F,G,W,q,U,Y,Q,K,Z;let B=(G=(F=R==null?void 0:R.noteElement)==null?void 0:F.sourceMeasure)==null?void 0:G.verticalMeasureList;B=!B||!B[0]?((W=R==null?void 0:R.noteElement)==null?void 0:W.isRestFlag)&&((Y=(U=(q=getPrevHasSourceNote(R))==null?void 0:q.noteElement)==null?void 0:U.sourceMeasure)==null?void 0:Y.verticalMeasureList):B;let D=0;if(B){const J=B[state.partIndex];for(let te=0;te<B.length;te++){const ie=B[te];if(ie!=null&&ie.stave){const{height:se}=ie==null?void 0:ie.stave;te>0&&(D+=(Q=B[te-1])==null?void 0:Q.stave.height),D+=se;const{x:re,y:ae,width:le,context:ce,start_x:fe,end_x:de}=J==null?void 0:J.stave;return{measureIndex:((K=R==null?void 0:R.noteElement)==null?void 0:K.sourceMeasure.measureListIndex)||0,MeasureNumberXML:((Z=R==null?void 0:R.noteElement)==null?void 0:Z.sourceMeasure.MeasureNumberXML)||1,start_x:fe,end_x:de,height:D,x:re,y:ae,width:le,context:ce}}}}return{measureIndex:0,height:D,start_x:0,end_x:0,x:0,y:0,width:0,context:{element:null}}},getDuration=R=>{var B;if(R){const D=(B=R==null?void 0:R.graphic)==null?void 0:B.measureList[0][0];if(D){const{duration:F,tempoInBPM:G,activeTimeSignature:W,TempoExpressions:q}=D==null?void 0:D.parentSourceMeasure;if(F){let U="quarter";for(const Y of q)U=Y.InstantaneousTempo.beatUnit||"quarter";return{...formatDuration(W),tempoInBPM:G,beatUnit:U}}}}return{}},formatDuration=(R,B)=>R,getTimeByBeatUnit=(R,B,D)=>{let F=4;switch(R){case"1024th":F=1024;break;case"512th":F=512;break;case"256th":F=256;break;case"128th":F=128;break;case"64th":F=64;break;case"32nd":F=32;break;case"16th":F=16;break;case"eighth":F=8;break;case"quarter":F=4;break;case"half":F=2;break;case"whole":F=1;break;case"breve":F=.5;break;case"long":F=.25;break;case"maxima":F=.125;break}return D/F*B},getEnvHostname=()=>location.hostname==="gym.lexiaoya.cn"?"https://gym.lexiaoya.cn/mdaya":location.hostname==="dev.gym.lexiaoya.cn"?"http://dev.gym.lexiaoya.cn/mdaya":"https://test.gym.lexiaoya.cn/mdaya",getTvIconUrl=()=>location.hostname==="gym.lexiaoya.cn"?"https://gym.lexiaoya.cn/mteacher/#/guide":location.hostname==="dev.gym.lexiaoya.cn"?"http://dev.gym.lexiaoya.cn/mteacher/#/guide":"https://test.gym.lexiaoya.cn/mteacher/#/guide",setPrefix=R=>R?"?"+R:"",formatXML=(R,B)=>{var Q,K;if(!R)return"";const D=new DOMParser().parseFromString(R,"text/xml"),F=D.getElementsByTagName("per-minute");let G=[];for(const Z of F)Z.textContent&&!!Number(Z.textContent)&&G.push(Number(Z.textContent));G=[...new Set(G)];const W=G.length>1;G.length===0&&(window.baseMeasureSpeed=state$2.baseSpeed),console.log("\u662F\u5426\u662F\u53D8\u901F\u7684\u66F2\u5B50\uFF1A",W,G);const q=D.getElementsByTagName("measure");let U=-1,Y=-1;for(const Z of q){U===-1&&Z.getElementsByTagName("beats").length&&(U=parseInt(Z.getElementsByTagName("beats")[0].textContent||"4")),Y===-1&&Z.getElementsByTagName("beat-type").length&&(Y=parseInt(Z.getElementsByTagName("beat-type")[0].textContent||"4"));const J=parseInt(((Q=Z.getElementsByTagName("divisions")[0])==null?void 0:Q.textContent)||"256");if(Z.getElementsByTagName("note").length===0){const te=(K=Z.getElementsByTagName("forward")[0])==null?void 0:K.getElementsByTagName("duration")[0];te&&(te.textContent="0"),Z.innerHTML=Z.innerHTML+`
        <note>
          <rest measure="yes"/>
          <duration>${J*U}</duration>
          <voice>1</voice>
          <type>whole</type>
        </note>`}}if(B){const Z=D.querySelector("work-title");Z&&B.title&&(Z.textContent=B.title)}return new XMLSerializer().serializeToString(D)},getCustomInfo=R=>{var G,W,q;const B={showSpeed:!0,parsedXML:R,code:""},D=new DOMParser().parseFromString(R,"text/xml"),F=D.getElementsByTagName("words");for(const U of F)U&&((G=U.textContent)==null?void 0:G.trim())==="\u9690\u85CF\u901F\u5EA6"&&(B.showSpeed=!1,U.textContent=""),U&&((W=U.textContent)==null?void 0:W.trim())==="@"&&(U.textContent="segno");return B.parsedXML=new XMLSerializer().serializeToString(D),B.code=((q=D.querySelector("part-name"))==null?void 0:q.innerHTML)||"",B},setElementNoteBefore=(R,B,D)=>{let F=0;if(!!B){for(let G=0;G<B.childNodes.length;G++){const W=B.childNodes[G];if(W.nodeName==="note"&&F++,W===R)break}if(F===0&&D){D.insertBefore(R,D.childNodes[0]);return}if(D&&D.childNodes.length>0){let G=0;for(let W=0;W<D.childNodes.length;W++){const 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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:""}:R==5||R==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"}:R==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"}:R==14||R==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"}:R==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 R=B=>{var F;const D=(F=B==null?void 0:B.content)==null?void 0:F.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",R)}),onBeforeUnmount(()=>{removeListenerMessage("sendResult",R)})},soundEffectShow=ref(!1);defineComponent({name:"ColexiuSoundEffect",setup(){const R=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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__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=R=>new Promise((B,D)=>{const F=new Image;F.src=R,F.onload=()=>{B(F)},F.onerror=G=>B(F)}),formatFixedKey$1=(R,B)=>R==="piccolo"&&state$2.times[0]?ref(B+(1-state$2.times[0].octaveOffset)*12):ref(B),formatRelationship$1=(R,B)=>{let D=R[B]||R[0]||[];return typeof D[0]=="number"||typeof D[0]=="string"?[D]:typeof D[0]=="object"?D:[[]]},useFingeringSrc=(R,B,D)=>{const F=ref("");return R&&B==="trombone"&&!R.relationship[D]?(F.value=R.json.full2,F):(F.value=R.json.full,F)};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(R,{expose:B}){const D=toRefs(R),F=ref(null),G=ref(null),W=ref(0),q=ref(0);return B({container:F,containerWidth:W}),()=>{var Z,J,te,ie,se,re,ae,le,ce,fe,de,me,he,pe,be;if(!((Z=D.viewInfo.value)!=null&&Z.activeType))return null;const U=formatFixedKey$1((J=R.fingeringInfo)==null?void 0:J.name,D.fixedKey.value).value,Y=formatRelationship$1((ie=(te=D.viewInfo.value)==null?void 0:te.activeType)==null?void 0:ie.relationship,U||0),Q=()=>{let Se=q.value===Y.length-1?0:q.value+1;q.value=Se},K=Y[q.value]||[];return createVNode("div",{ref:F,class:classnames((se=R.fingeringInfo)==null?void 0:se.name,styles$f.container),style:{width:((re=R.fingeringInfo)==null?void 0:re.direction)==="vertical"?(ae=R.fingeringInfo)==null?void 0:ae.width:"",height:((le=R.fingeringInfo)==null?void 0:le.direction)==="transverse"?((ce=R.fingeringInfo)==null?void 0:ce.height)||"":"100%",display:"flex",paddingLeft:((fe=R.fingeringInfo)==null?void 0:fe.direction)==="vertical"?(de=R.fingeringInfo)==null?void 0:de.paddingLeft:"",paddingRight:((me=R.fingeringInfo)==null?void 0:me.direction)==="vertical"?(he=R.fingeringInfo)==null?void 0:he.paddingRight:""}},[K.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:(pe=D.viewInfo.value)==null?void 0:pe.fullsrc,style:{width:"auto",maxWidth:"100%",maxHeight:((be=R.fingeringInfo)==null?void 0:be.name)=="ukulele"?"110%":"100%"}},null),K.map((Se,ve)=>{var Ee,ge,we,Le,Me,Pe,Ce,De;const xe=typeof Se=="string"?Se.replace("active-",""):String(Se);return createVNode("img",{"data-index":xe,style:{position:"absolute",top:((Ee=G.value)==null?void 0:Ee.offsetTop)+"px",left:((ge=G.value)==null?void 0:ge.offsetLeft)+"px",zIndex:ve,height:((we=G.value)==null?void 0:we.height)+"px",width:((Le=G.value)==null?void 0:Le.width)+"px",maxWidth:"100%",maxHeight:((Me=R.fingeringInfo)==null?void 0:Me.name)=="ukulele"?"110%":"100%"},src:(De=(Ce=(Pe=D.viewInfo.value)==null?void 0:Pe.activeType)==null?void 0:Ce.json)==null?void 0:De[xe]},null)}),Y.length>1?createVNode("div",{role:"button",onClick:Q,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,Euphonium: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=R=>subjectTypes[R]||"";var formatId=R=>formatdata[R]||-1;const fingeringWidth$1=ref(0),fingeringStatus$1=ref("hidden"),fingeringViewInfo$1=async R=>{var D;const B=R;if(B){const F=await getTypes(B.name);if(F){const G=formatFixedKey$1(B.name,state$2.fixedKey),W=useFingeringSrc(F,B.name,G.value),{width:q,height:U}=await getImageSize(W.value),Y=((D=document.getElementById("colexiu-detail-music-sheet"))==null?void 0:D.clientHeight)||0,Q=state.evaluatingStatus?0:q,K=Y/U;return fingeringWidth$1.value=Y?K*Q:Q,q&&(fingeringStatus$1.value="show"),reactive({width:q,height:U,scale:K,usedFixedKey:G.value,fullsrc:W.value,activeType:F,detail:B})}}else fingeringStatus$1.value="hidden"},useFingering=async(R="")=>{const B=ref({}),D=ref({}),F=await fingeringViewInfo$1(typeById[formatId(R)]);return B.value=(F==null?void 0:F.activeType)||{},D.value=(F==null?void 0:F.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 F=new Date().getTime();this.timer=setInterval(()=>{this.currentTime=(new Date().getTime()-F)/1e3+D,this.event.emit("timeupdate",this)},10)},this.clearAccelerateRefreshPlayer=()=>{clearInterval(this.timer),this.timer=null},this.setVolume=(D,F)=>{let G=setInterval(()=>{Object.values(this.audios).map(W=>{D?(W.volume-=.01,W.volume<=.01&&(W.volume=0,clearInterval(G),F&&F())):(W.volume+=.01,W.volume>=1&&(W.volume=1,clearInterval(G),F&&F())),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})),F=await Promise.all(D);for(const G of F){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 F;const D=Object.values(B||this.audios||{});if(D.length){const G=[];for(const q of D){const U=q.duration;U>0&&G.push(U)}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&&((F=this.event)==null||F.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=U=>{var Y;B=!1,this.event.emit("play",U),((Y=U.target)==null?void 0:Y.src)===this.audioList[0]&&(playStartTime=new Date().getTime())},F=async U=>{var Y;if(await this.pause(),this.event.emit("pause",U),((Y=U.target)==null?void 0:Y.src)===this.audioList[0]){const Q=new Date().getTime()-playStartTime;this.event.emit("updatePlayTime",Q/1e3)}},G=U=>{this.status==="play"&&(U.target.dataset.status="waiting"),this.event.emit("allWaiting")},W=U=>{U.target.dataset.status="",this.event.emit("allPlaying")},q=async U=>{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 U of Object.values(this.audios))U.addEventListener("loadedmetadata",()=>this.setDuration(this.audios)),U.addEventListener("play",D),U.addEventListener("pause",F),U.addEventListener("waiting",G),U.addEventListener("playing",W),U.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(F,G)=>{await F.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(F=>F.muted=B))}setSpeed(B,D){D?this.audios[D]&&(this.audios[D].playbackRate=B):(this.speed=B,Object.values(this.audios).map(F=>(F.playbackRate=B,F)))}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=(R,B)=>{var U;let D=0;const F=R.closest(B);let G=F;const W=F==null?void 0:F.closest("measure");let q=null;for(;!q&&D<((W==null?void 0:W.childNodes.length)||50);)D++,((U=G==null?void 0:G.nextElementSibling)==null?void 0:U.tagName)==="note"&&(q=G==null?void 0:G.nextElementSibling),G=G==null?void 0:G.nextElementSibling;return q},getGradualLengthByXml=R=>{var K,Z,J,te;const B=onlyVisible(R,0),D=new DOMParser().parseFromString(B,"text/xml"),F=Array.from(D.querySelectorAll("measure")),G=Array.from(D.querySelectorAll("note")),W=Array.from(D.querySelectorAll("words")),q=Array.from(D.querySelectorAll("metronome")),U=[];for(const ie of[...W,...q]){const se=getNextNote(ie,"direction");if(se){const re=se==null?void 0:se.closest("measure"),ae=Array.from(re.querySelectorAll("note")),le=Array.from(re.childNodes).filter(de=>de.nodeName==="note").findIndex(de=>de===se);let ce=0,fe=0;for(let de=0;de<ae.length;de++)ce+=+(((K=ae[de].querySelector("duration"))==null?void 0:K.textContent)||"0"),de<le&&(fe=ce);U.push({ele:ie,index:G.indexOf(se),noteInMeasureIndex:le,textContent:ie.textContent,measureIndex:F.indexOf(re),type:ie.tagName,allDuration:ce,leftDuration:fe})}}U.push({ele:G[G.length-1],index:G.length,noteInMeasureIndex:0,textContent:"",type:"metronome",allDuration:1,leftDuration:1,measureIndex:F.length});const Y=[];U.sort((ie,se)=>ie.index-se.index);const Q=Object.keys(speedInfo).map(ie=>ie.toLocaleLowerCase());for(const ie of U){let se=!1,re=0;const ae=(Z=ie.textContent)==null?void 0:Z.toLocaleLowerCase().trim();ie===U[U.length-1]&&((J=Y[Y.length-1])==null?void 0:J.length)===1&&(se=!0);const le=Q.find(ce=>{const fe=ce.split(" ");return ae&&fe.includes(ae)});if(ie.type==="metronome"||ie.type==="words"&&(ae.startsWith("a tempo")||le)||se){const ce=Y.findIndex(fe=>fe.length===1);ce>-1&&ie.index>((te=Y[ce])==null?void 0:te[0].start)&&(re=-1,Y[ce][1]={start:ie.index,measureIndex:ie.measureIndex,closedMeasureIndex:ie.measureIndex,noteInMeasureIndex:ie.noteInMeasureIndex,allDuration:ie.allDuration,leftDuration:ie.leftDuration,type:ae})}ie.type==="words"&&le&&Y.push([{start:ie.index,measureIndex:ie.measureIndex,closedMeasureIndex:ie.measureIndex+re,noteInMeasureIndex:ie.noteInMeasureIndex,allDuration:ie.allDuration,leftDuration:ie.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=[1,2,6,7,8,9,3,10,11,12,13,4,14,15,16,17,30,31,35,36,108,179,180,181,182],daYaClassids=[1,2,6,7,8,9,3,10,11,12,13,4,14,15,16,17],useXml=async(R,B)=>{const D=Number(search["part-index"])||0;let F=ref("");try{const G=await request$1$1(R),W=getCustomInfo(G);if(skpList.includes(W.code))F.value=G;else{if(F.value=formatXML(W.parsedXML,{title:B.musicSheetName}),state$2.isCombineRender){const U=(JSON.parse(localStorage.getItem("customNoduleInfo"))||[]).find(Q=>Q.id===id),Y=U?U.customNum:4;setGlobalData("wrapNum",Y)}else F.value=onlyVisible(F.value,D);state$2.partIndex=D}state$2.gradual=getGradualLengthByXml(G)}catch{}return F},useMp3s=async R=>{var K;const D=useOriginSearch()["part-index"]||0,F=(K=R.background)==null?void 0:K[D];if(Object.assign(musicInfo,F),musicInfo.musicSvg)try{musicInfo.musicSvg=typeof musicInfo.musicSvg=="string"&&musicInfo.musicSvg?JSON.parse(musicInfo.musicSvg):""}catch{}const G=isEncoded(R.metronomeUrl||"")?R.metronomeUrl||"":encodeURI(R.metronomeUrl||""),W=isEncoded((F==null?void 0:F.audioFileUrl)||"")?(F==null?void 0:F.audioFileUrl)||"":encodeURI((F==null?void 0:F.audioFileUrl)||"");console.log("\u4F34\u594F:",G,"\u539F\u97F3:",W),state.songs={background:G?G+"?t=background":"",music:W?W+"?t=music":""},state$2.isAppPlay=R.audioType==="MIDI";let q={skipTick:!1,repeatedBeats:!1,scoreSize:"middle"},U={};state$2.activeDetail={...R,examSongId:R.id,originalSpeed:90,isAppPlay:R.audioType==="MIDI",extConfigJson:{...q}},state$2.isPercussion=musicInfo.musicSubject=="1"||isRhythmicExercises();try{U=JSON.parse((R==null?void 0:R.extConfigJson)||"")}catch{}state$2.activeDetail.extConfigJson={...state$2.activeDetail.extConfigJson,...U};const Y=state$2.activeDetail.extConfigJson.scoreSize,Q=store_legacy.get("zooms")||{};Y&&!Q[""+R.id]&&(store_legacy.set("zooms",{...Q,[""+R.id]:Y}),state$3.sett.scoreSize=Y),state$2.needTick=R.audioType==="MP3"&&R.mp3Type==="MP3"&&R.musicSheetType!="CONCERT"||R.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 R=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),R.value=state$2.notchHeight,state$2.isSpecialShapedScreen=B==null?void 0:B.content.isSpecialShapedScreen,document.documentElement.style.setProperty("--popup-loading",state$2.notchHeight/4+"px")}),[R]},useDetail=R=>{const B=getRequestHostname(),D=ref("loading"),F=ref({});return D.value="loading",request.get(`/musicSheet/detail/${R}`,{prefix:B}).then(G=>{var q,U,Y,Q,K,Z,J,te,ie,se;if(useMp3s(G.data),F.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):""},(F.value.notation==0||!sessionStorage.getItem("notation"))&&(state$3.sett.type="staff"),state$2.isSpecialBookCategory=!classids.includes(G.data.musicSheetCategoriesId),state$2.isDaYaCategory=daYaClassids.includes(G.data.musicSheetCategoriesId),state$2.isDaYaCategory){window.customSectionAmount=state$3.sett.openCustomNodule;const ae=(JSON.parse(localStorage.getItem("customNoduleInfo"))||[]).find(ce=>ce.id===R),le=ae?ae.customNum:4;setGlobalData("wrapNum",le)}state$2.subjectId=Number(musicInfo.musicSubject),Number(G.data.musicSubject)===1&&((U=G.data.background)==null?void 0:U.length)>1&&(state$2.isCombineRender=!0,window.customSectionAmount=!0,setGlobalData("multitrack",(Y=G.data.background)==null?void 0:Y.length)),window.DYSubjectId=formatId(F.value.code),R==904&&(window.DYMusicalOrientation=1),R==829&&(window.DYMusicalOrientation=0),D.value="success";let W={gradualTimes:{}};try{(Q=F.value)!=null&&Q.extConfigJson&&(W={...W,...JSON.parse(F.value.extConfigJson)})}catch{}if(state$2.gradualTimes=W.gradualTimes,((K=G==null?void 0:G.data)==null?void 0:K.musicSheetType)=="CONCERT"){const re=((Z=G==null?void 0:G.data)==null?void 0:Z.background)||[],ae=Number(search["part-index"])||0;let le=(J=re[ae])==null?void 0:J.track;((ie=(te=re[0])==null?void 0:te.track)==null?void 0:ie.toLocaleUpperCase())=="COMMON"&&(le=(se=re[ae+1])==null?void 0:se.track);const ce=getInstrumentName(le);console.log("\u{1F680} ~ track:",le),state$2.partName=le+(ce?`(${ce})`:"");const fe=Object.keys(formatdata).filter(de=>de.includes(le)||le.includes(de))[0];F.value.code=fe}}).catch(()=>D.value="error"),[D,F]},useSuspendPlay=()=>{listenerMessage("suspendPlay",()=>{state$2.activeTick>-1&&stopTick(),console.log(state.playState),state.playState==="play"&&(resetPlayStatus(),state.evaluatingStatus&&evaluatStopPlay())})},useActivity=()=>{const R=ref(!0),B=ref(!1),D=ref(!1);try{const G=useOriginSearch().setting||{};G.mode==="EVALUATING"&&(D.value=!0,R.value=!1,B.value=!0),G.difficulty&&(state$3.eva.difficulty=G.difficulty),state$2.setting=G}catch(F){console.error("\u8BBE\u7F6E\u6D3B\u52A8\u914D\u7F6E\u5931\u8D25\uFF0C\u8BF7\u68C0\u67E5\u4F20\u5165\u914D\u7F6E\u662F\u5426\u6B63\u786E"),console.error(F)}return{showFingering:R,frozenMode:B,compulsionEvaluating:D}};var event=new EventEmitter;const setEngravingRules=R=>{var B;R.EngravingRules.CompactMode=!0,R.EngravingRules.DYMinNoteWidth=3,R.EngravingRules.VoiceSpacingMultiplierVexflow=.65,R.EngravingRules.VoiceSpacingAddendVexflow=2,R.EngravingRules.MinSkyBottomDistBetweenStaves=2,R.EngravingRules.MinSkyBottomDistBetweenSystems=2,R.EngravingRules.MinimumStaffLineDistance=4,R.EngravingRules.BetweenStaffDistance=2.5,R.EngravingRules.StaffDistance=3.5,R.EngravingRules.MinimumDistanceBetweenSystems=1,R.EngravingRules.PageBottomMargin=0,R.EngravingRules.PageLeftMargin=2,R.EngravingRules.PageRightMargin=2,R.EngravingRules.PageTopMarginNarrow=3,R.EngravingRules.WedgeEndDistanceBetweenTimestampsFactor=1,R.EngravingRules.RehearsalMarkXOffset=-18,R.EngravingRules.RehearsalMarkYOffset=10,R.EngravingRules.DYWorkId=((B=state$2.activeDetail)==null?void 0:B.parentCategoriesId)||0};queryString.parse(location.search);const useEngravingRules=(R,B)=>{onMounted(()=>{setEngravingRules(R);for(const D in B)if(Object.prototype.hasOwnProperty.call(B,D)){let F=D;const G=B[F];R.EngravingRules[F]=G}})},useOsmd=(R,B,D={})=>{const F=ref();if(R.value){const G=new EngravingRules;for(const[W,q]of Object.entries(D))G[W]=q;F.value=new OpenSheetMusicDisplay(R.value,{followCursor:!1,autoResize:!0,drawSubtitle:!1,drawTitle:!1,autoBeam:!0,drawMetronomeMarks:!1,drawMeasureNumbers:!1,drawComposer:!1,drawLyricist:!1,...B},G)}return F},useOsmdLoader=async(R,B)=>{if(!B)throw"score is required";try{if(B&&R){await R.load(B);let D=formatZoom();R.zoom=D,await R.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=R=>{calculateMergeRest(R)};function calculateMergeRest(R){var W,q,U,Y,Q,K,Z,J,te;const B=[],D=document.querySelector("#osmdSvgPage1"),F=((W=D.getAttribute("viewBox"))==null?void 0:W.split(" "))||[];let G=Number(D.getAttribute("width"))/Number(F[2]);G=isNaN(G)?1:G;for(let ie=0;ie<R.length;ie++){const se=R[ie],re=((U=(q=se==null?void 0:se.noteElement)==null?void 0:q.sourceMeasure)==null?void 0:U.MeasureNumberXML)||-1,ae=((Q=(Y=se==null?void 0:se.noteElement)==null?void 0:Y.sourceMeasure)==null?void 0:Q.multipleRestMeasures)||0,le=((Z=(K=se==null?void 0:se.noteElement)==null?void 0:K.sourceMeasure)==null?void 0:Z.allRests)||!1;if(!B.find(fe=>fe.measureNumberXML===re)&&le&&ae>1){const fe=getStaveBox((te=(J=se==null?void 0:se.stave)==null?void 0:J.attrs)==null?void 0:te.id,G);B.push({measureNumberXML:re,allRests:le,multipleRestMeasures:ae,staveBox:fe})}}restPromptData.list=B}function getStaveBox(R,B){var F;if(!R)return{};const D=document.querySelector("#"+R);if(D){const G=(F=D==null?void 0:D.nextElementSibling)==null?void 0:F.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$1(R){return typeof R=="function"||Object.prototype.toString.call(R)==="[object Object]"&&!isVNode(R)}const sectionRef=ref(null),noteInfoItems=reactive({duration:!1,numerator:!1,denominator:!1,i:!1,time:!1,speed:!1});window.setNoteInfoItems=R=>{for(const B in R)Object.prototype.hasOwnProperty.call(R,B)&&(noteInfoItems[B]=R[B])};const uniqueByPosition=R=>{const B={};for(const D of R)D&&D.start_x&&(B[`${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(R){const B=getActtiveNoteByTimes(R);if(B&&state$2.section.length<2){const D=state$2.section.length;if(D===0){const F=getNoteBySlursStart(B,!0);state$2.section.push(state$2.times[F.i-F.si])}if(D===1){const F=getNoteBySlursStart(B,!0,"end");state$2.section.push(state$2.times[F.i-F.si+F.noteLength-1]),state.basePlayRate=1;const G=state$2.section[0],W=G!=null&&G.measureSpeed?G.measureSpeed:state$2.activeSpeed;changeSpeed(W)}}state$2.section.length===2&&(Toast.clear(),setSettionBackground())},sectionClick(R){if(metronomeData.isClick=!0,state$2.sectionStatus)this.setSection(R);else{if(state$2.mode!=="contact"||state.evaluatingStatus)return;event.emit("section-click",R)}},filterTimes(R){const B=[];return R.filter(D=>{const F=B.includes(D.id);return B.push(D.id),!F})}},mounted(){var R,B;Toast.clear(),state$2.section=[],this.sectionTop=(R=sectionRef.value)==null?void 0:R.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 U,Y,Q;let R;const B=state$3.sett.eyeProtection?"var(--eye-section-border-color)":"var(--section-border-color)",D=K=>state$3.sett.eyeProtection?K.before?"var(--section-background-color)":"var(--eye-section-background-color)":K.before?"var(--eye-section-background-color)":"var(--section-background-color)",F=((Q=(Y=(U=state$2.times[state.activeIndex])==null?void 0:U.noteElement)==null?void 0:Y.sourceMeasure)==null?void 0:Q.MeasureNumberXML)||-2,G=restPromptData.list.find(K=>{const Z=F-K.measureNumberXML;return K.allRests&&Z>=0&&Z<K.multipleRestMeasures}),W=G?F-G.measureNumberXML+1:0,q=document.querySelector("#cursorImg-0");return G?q&&metronomeData.cursorMode===2&&q.classList.remove("lineHide"):q&&metronomeData.cursorMode===2&&q.classList.add("lineHide"),createVNode("div",{class:styles$d.section,ref:sectionRef},[this.filterTimes(state$2.times).map(K=>{var le,ce,fe,de,me,he,pe,be,Se,ve,xe,Ee,ge,we,Le,Me;if(!K.svgElelent)return null;let Z;try{Z=K.svgElelent.bbox||((ce=(le=K.svgElelent).getBoundingBox)==null?void 0:ce.call(le)),!Z&&((de=(fe=K.svgElelent)==null?void 0:fe.attrs)==null?void 0:de.el)&&(Z=K.svgElelent.attrs.el.getBBox(),Z.w=Z.width<15?15:Z.width,Z.h=Z.height<11?11:Z.height)}catch(Pe){console.log(Pe)}if(!Z)return null;state$3.sett.type==="jianpu"&&K.svgElelent&&K.svgElelent.top_y&&K.svgElelent.note_height&&(Z.y=K.svgElelent.top_y-K.svgElelent.note_height);let{x:J,y:te,h:ie,w:se}=Z,re=null;const ae=((he=(me=K==null?void 0:K.noteElement)==null?void 0:me.sourceMeasure)==null?void 0:he.measureNumber)+1||-2;return K.si===0&&(re=getBoundingBoxByNote(K.noteElement)),createVNode(Fragment,null,[K.si===0&&re&&createVNode("div",{"data-id":K.id,"data-num":K.noteElement.sourceMeasure.MeasureNumberXML,style:{position:"absolute",top:formatZoom(re.y)+"px",left:formatZoom(re.x)+"px",height:formatZoom(re.height)+"px",width:formatZoom(re.width)+"px",background:unitTestData.isSelectMeasureMode&&state$2.sectionStatus?`${((be=(pe=K==null?void 0:K.noteElement)==null?void 0:pe.sourceMeasure)==null?void 0:be.MeasureNumberXML)<((xe=(ve=(Se=state$2.section[0])==null?void 0:Se.noteElement)==null?void 0:ve.sourceMeasure)==null?void 0:xe.MeasureNumberXML)||((ge=(Ee=K==null?void 0:K.noteElement)==null?void 0:Ee.sourceMeasure)==null?void 0:ge.MeasureNumberXML)>((Le=(we=state$2.section[1])==null?void 0:we.noteElement)==null?void 0:Le.sourceMeasure.MeasureNumberXML)?"rgba(0, 0, 0,.28)":"var(--section-background-color)"}`:""},onClick:state$2.sectionStatus?this.sectionClick:void 0},[metronomeData.cursorMode===2&&ae===((Me=metronomeData.activeMetro)==null?void 0:Me.measureNumberXML)&&createVNode("div",{class:styles$d.lineTEST,style:{left:metronomeData.activeMetro.left}},null)]),createVNode("div",{"data-id":K.id,"data-vf":"vf"+K.id,class:styles$d.noteWrap,style:{position:"absolute",top:formatZoom(te)+"px",left:formatZoom(J)+"px",height:formatZoom(ie)+"px",width:formatZoom(se)+"px",background:Object.values(noteInfoItems).find(Pe=>Pe===!0)?"rgba(255, 255, 255, 0.8)":""},onClick:this.sectionClick},[noteInfoItems.duration&&createVNode(Fragment,null,[parseInt(K.duration*100+"")/100,createVNode("br",null,null)]),noteInfoItems.time&&createVNode(Fragment,null,[K.time.toFixed(2),createVNode("br",null,null)]),noteInfoItems.numerator&&createVNode(Fragment,null,[K.noteElement.sourceMeasure.activeTimeSignature.numerator,createVNode("br",null,null),createVNode("br",null,null)]),noteInfoItems.denominator&&createVNode(Fragment,null,[K.noteElement.sourceMeasure.activeTimeSignature.denominator,createVNode("br",null,null),createVNode("br",null,null)]),noteInfoItems.i&&createVNode(Fragment,null,[K.i,createVNode("br",null,null),createVNode("br",null,null)]),noteInfoItems.speed&&createVNode(Fragment,null,[K.speed.toFixed(0),createVNode("br",null,null),createVNode("br",null,null)]),createVNode("div",{class:[styles$d.noteBase,styles$d.noteRight]},[createVNode(Icon,{name:"success",size:"16",color:"#2DC7AA"},null)]),createVNode("div",{class:[styles$d.noteBase,styles$d.noteError]},[createVNode(Icon,{name:"cross",size:"16",color:"red"},null)])])])}),state$2.section.map((K,Z)=>{var ie,se,re;const J=getBoundingBoxByverticalNote(K);let te;try{const ae=((ie=K.svgElelent)==null?void 0:ie.bbox)||((se=K.svgElelent)==null?void 0:se.getBoundingBox)&&((re=K.svgElelent)==null?void 0:re.getBoundingBox());te=formatZoom((ae==null?void 0:ae.x)||(Z===0?J.start_x:J.end_x))}catch(ae){console.log(ae)}return te?Z===0&&J?createVNode("div",{style:{position:"absolute",top:formatZoom(J.y)+"px",left:formatZoom(J.x)+"px",height:formatZoom(J.height)+"px",border:`5px solid ${B}`,borderColor:`${B} transparent ${B} ${B}`,borderRight:"none",width:"5px"}},null):Z===1&&J?createVNode("div",{style:{position:"absolute",top:formatZoom(J.y)+"px",left:formatZoom(J.end_x)+"px",height:formatZoom(J.height)+"px",border:`5px solid ${B}`,borderColor:`${B} ${B} ${B} transparent`,borderLeft:"none",width:"5px"}},null):null:null}),state$2.sectionBoundingBoxs.map(K=>{var Z;return createVNode("div",{class:{[styles$d.flash]:K.before&&state$2.sectionFlash&&state.playState==="play"},style:{position:"absolute",top:formatZoom(K.y)+"px",left:formatZoom(K.x)+"px",height:formatZoom((Z=getBoundingBoxByverticalNote(state$2.section[0]))==null?void 0:Z.height)+"px",width:formatZoom(K.width)+"px",backgroundColor:D(K)}},null)}),createVNode(TransitionGroup,{name:"list",duration:800},_isSlot$1(R=Object.values(uniqueByPosition(Object.values(state$2.evaluatings))).map(K=>K?createVNode("div",{key:K.y+K.x+K.text,class:classnames(styles$d[K.text],styles$d.measure,{[styles$d.dontTransition]:K.dontTransition}),style:{position:"absolute",top:formatZoom(K.y)+this.top+"px",left:formatZoom(K.x)+this.left+"px",height:formatZoom(K.height)+"px",width:formatZoom(K.width)+"px"}},[this.type==="evaluating"?createVNode("span",{class:styles$d.after},[createVNode("span",{class:styles$d.img},null),createVNode("span",{class:styles$d.font},[K.score])]):null]):createVNode("span",null,null)))?R:{default:()=>[R]}),G&&createVNode("div",{class:["dotWrap",styles$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,F;const B=(F=(D=state$2.times)==null?void 0:D[0])==null?void 0:F.cursorBox;B&&this.setPosition(B)}show(){this.img.style.display=""}hide(){this.img.style.display="none"}setPosition({x:B,y:D,w:F,h:G}){this.x=B,this.y=D,this.width=F,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(R,{emit:B,expose:D}){const F=async ce=>{var de;event.off("section-click",noteClick),B("startRender");const fe=await request$1$1.get(ce);if(K.value){let me=document.createElement("div");me.innerHTML=fe,(de=K.value)==null||de.appendChild(me.firstElementChild);let he=document.querySelector("#osmdSvgPage1");const pe=document.getElementById("svgContainer");let be=he==null?void 0:he.getAttribute("width"),Se=he==null?void 0:he.getAttribute("height");if(be=isNaN(Number(be))?0:Number(be),Se=isNaN(Number(Se))?0:Number(Se),be&&Se){let ve=Se/be,xe=(pe==null?void 0:pe.offsetWidth)||document.body.clientWidth;state$2.zoom=xe/be,he==null||he.setAttribute("width",xe),he==null||he.setAttribute("height",xe*ve+"")}}},G=ce=>{var fe,de,me,he,pe,be,Se,ve,xe,Ee;for(let ge=0;ge<ce.length;ge++){const we=ce[ge];(fe=we==null?void 0:we.svgElelent)!=null&&fe.bbox&&(we.svgElelent.bbox.x*=state$2.zoom,we.svgElelent.bbox.y*=state$2.zoom,we.svgElelent.bbox.w*=state$2.zoom,we.svgElelent.bbox.h*=state$2.zoom),(pe=(he=(me=(de=we.noteElement)==null?void 0:de.sourceMeasure)==null?void 0:me.verticalMeasureList)==null?void 0:he[0])!=null&&pe.boundingBox&&(we.noteElement.sourceMeasure.verticalMeasureList[0].boundingBox.absolutePosition.x*=state$2.zoom,we.noteElement.sourceMeasure.verticalMeasureList[0].boundingBox.absolutePosition.y*=state$2.zoom,we.noteElement.sourceMeasure.verticalMeasureList[0].boundingBox.size.width*=state$2.zoom,we.noteElement.sourceMeasure.verticalMeasureList[0].boundingBox.size.height*=state$2.zoom),(xe=(ve=(Se=(be=we.noteElement)==null?void 0:be.sourceMeasure)==null?void 0:Se.verticalMeasureList)==null?void 0:ve[0])!=null&&xe.stave&&(we.noteElement.sourceMeasure.verticalMeasureList[0].stave.x*=state$2.zoom,we.noteElement.sourceMeasure.verticalMeasureList[0].stave.y*=state$2.zoom,we.noteElement.sourceMeasure.verticalMeasureList[0].stave.width*=state$2.zoom,we.noteElement.sourceMeasure.verticalMeasureList[0].stave.height*=state$2.zoom,we.noteElement.sourceMeasure.verticalMeasureList[0].stave.start_x*=state$2.zoom,we.noteElement.sourceMeasure.verticalMeasureList[0].stave.end_x*=state$2.zoom),(Ee=we==null?void 0:we.cursorBox)!=null&&Ee.move&&(we.cursorBox.x*=state$2.zoom,we.cursorBox.y=we.cursorBox.y*state$2.zoom+10,we.cursorBox.w*=state$2.zoom,we.cursorBox.h*=state$2.zoom)}return ce},W=async ce=>{var de,me,he,pe,be,Se,ve;const fe=await request$1$1.get(ce);state$3.sett.scoreSize=((de=fe==null?void 0:fe.osmd)==null?void 0:de.scoreSize)||"middle",fe&&Array.isArray(fe.times)&&(state$2.times=G(fe.times),(pe=(he=(me=state$2.times)==null?void 0:me[0])==null?void 0:he.cursorBox)!=null&&pe.move&&(fe.osmd.cursor=new Cursor({...(Se=(be=state$2.times)==null?void 0:be[0])==null?void 0:Se.cursorBox}),fe.osmd.cursor.img.id="cursorImg-0",(ve=K.value)==null||ve.appendChild(fe.osmd.cursor.img)),state$2.renderType="cache",B("rerender",fe.osmd),state.isFirstPlay=!1,event.on("section-click",noteClick))},{EngravingRules:q,opotions:U,showPartNames:Y,score:Q}=toRefs(R),K=ref();let Z=ref();const J=()=>{event.off("section-click",noteClick),B("startRender"),Z.value=useOsmd(K,{...U.value,drawPartNames:Y.value},q.value).value,Z.value&&(useEngravingRules(Z.value,q.value),state.isFirstPlay=!1,event.on("section-click",noteClick))},te=ref(),ie=async ce=>{await F(ce.svg),W(ce.json)};onMounted(async()=>{rendered.value||J()}),onUnmounted(()=>{event.off("section-click",noteClick)}),watch([Q,Z],async()=>{if(Z&&Z.value&&Q.value)try{B("startRender"),await useOsmdLoader(Z.value,Q.value),B("rerender",Z.value),event.emit("loaded"),se()}catch(ce){console.error(ce),B("renderError")}},{immediate:!0});const se=()=>{var de;const ce=Array.from(K.value.querySelectorAll(".staffline")),fe=28;for(let me=0,he=ce.length;me<he;me++){const pe=ce[me],be=pe.getBBox(),Se=be.y+be.height/2,xe=((de=Array.from(pe.querySelectorAll(".vf-measure > .vf-stave path"))[0])==null?void 0:de.getBBox().y)||0;let Ee=Array.from(pe.querySelectorAll(".vf-text > text")).filter(Me=>Me.getBBox().y<Se);const ge=["C","G","D","A","E","B","F#","C#","G#","F","Bb","Eb","Ab","Db","Gb","Cb","Fb","D#","A#","E#"],we=["Bb","Eb","Ab","Db","Gb","Cb","Fb"],Le=["F#","C#","G#","D#","A#","E#","B#"];Ee.forEach(Me=>{const Pe=Me.textContent;if(ge.includes(Pe)){const Ce=Number(Me.getAttribute("y")),De=xe?xe-fe:Ce;Me.setAttribute("y",De)}we.includes(Pe)&&(Me.textContent=Pe.replace("b","\u266D")),Le.includes(Pe)&&(Me.textContent=Pe.replace("#","\u266F"))})}setTimeout(()=>re())},re=()=>{if(!K.value)return;const ce=Array.from(K.value.querySelectorAll(".vf-stavetempo"));state$2.isDaYaCategory&&ce.forEach((fe,de)=>{fe.style.display="none"})};return D({setRender:async({score:ce}={})=>{const fe=ce||Q.value;setTimeout(async()=>{if(Z&&Z.value&&fe){await Z.value.clear(),J();try{state$2.section=[],state$2.sectionStatus=!1,await useOsmdLoader(Z.value,fe),B("rerender",Z.value),event.emit("loaded"),se()}catch(de){console.error(de),B("renderError")}}},100)},reRender:async()=>{var ce;state$2.renderType=="native"?((ce=Z.value)==null||ce.render(),state$2.times=getAllNodes(Z.value)):(K.value&&(K.value.innerHTML=""),ie(te.value))}}),()=>createVNode("div",{id:"svgContainer",class:styles$e.container,style:{position:"relative"}},[createVNode("div",{ref:K},null),R.showSection&&createVNode(Section,{style:{position:"absolute",width:"100%",height:"100%",zIndex:1,top:0,left:0}},null)])}}),ButtonsPlayer=defineComponent({name:"ButtonsPlayer",setup(){useWiredHeadsetCheck();const R=()=>{state$2.activeTick>-1||(setCurrentTime(0),ended(new Event("ended"),"isRePlay"))},B=Math.floor(2*Math.PI*16),D=F=>{var G;((G=F==null?void 0:F.data)==null?void 0:G.api)==="setPlayState"&&(console.log("\u7236\u9875\u9762\u7684\u5207\u6362\u4E8B\u4EF6\u5173\u95ED\u64AD\u653E"),state.playState=="play"&&setPlayState(),stopTick(),setTimeout(()=>{state.playState=="play"&&setPlayState()},300))};return onMounted(()=>{window.addEventListener("message",D)}),onUnmounted(()=>{window.removeEventListener("message",D)}),()=>{const F=state.currentTimeNum/state.durationNum*B;return createVNode(Teleport,{to:"body"},{default:()=>{var G;return[createVNode("div",{class:styles$o.player,id:"globalPlayer"},[!state.evaluatingStatus&&createVNode(Fragment,null,[state.currentTimeNum>0&&!state$2.sectionStatus&&createVNode(Button,{class:[styles$o.button,styles$o.fullbtn],onClick:R},{default:()=>[createVNode(ButtonIcon,{key:"reset",name:"reset"},null)]}),createVNode(Button,{class:[styles$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"),initSetPlayRate(),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":F+",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$1,cancelBtn,confirmBtn,tryoutBtn,discounts,membershipBtn,demandBtn,demandBtnFree,earphoneBtn,closeBtn},iconMicrophone="/orchestra-music-score/assets/microphone.7e50c915.svg",Microphone=defineComponent({name:"ColexiuMicrophone",setup(R,{expose:B}){return()=>createVNode("div",null,[createVNode("img",{class:styles$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$c.confirmBtn)},null)])])])}}),iconCamera="/orchestra-music-score/assets/camera.ad45a2ea.svg",Camera=defineComponent({name:"ColexiuMicrophone",setup(R,{expose:B}){return()=>createVNode("div",null,[createVNode("img",{class:styles$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 R=useOriginSearch(),B=useClientType(),D=()=>{delete R.Authorization,postMessage$1({api:"openWebView",content:{url:location.origin+"/"+B+"/#/memberCenter?"+queryString.stringify({...R}),orientation:1}})},F=()=>{permissionPopup.show=!1,setCurrentTime(0),refreshIndex(0)};return()=>createVNode("div",null,[createVNode("img",{class:styles$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$c.tryoutBtn),onClick:F},null),createVNode(Button,{class:classnames([styles$c.btn,styles$c.membershipBtn,{[styles$c.discounts]:R.discounts==1}]),onClick:D},null)])])])}}),iconDemand="/orchestra-music-score/assets/demand.14944949.svg";ref(!1);var Demand=defineComponent({name:"ColexiuDemand",setup(){const R=useOriginSearch(),B=useClientType(),D=async()=>{delete R.Authorization,postMessage$1({api:"openWebView",content:{url:location.origin+"/"+B+"/#/orderDetail?"+queryString.stringify({orderType:"MUSIC",...R}),orientation:1}})},F=()=>{permissionPopup.show=!1,setCurrentTime(0),refreshIndex(0)};return()=>{var G;return createVNode("div",{style:{position:"relative"}},[createVNode("img",{class:styles$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:F},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\u6709\u7EBF\u8033\u673A")]),createVNode("div",{class:styles$c.sub},[createTextVNode("\u4F69\u6234\u6709\u7EBF\u8033\u673A\u80FD\u4FDD\u8BC1\u8BC4\u6D4B\u51C6\u786E\u7387\u54E6\uFF01")])]),createVNode("div",{class:styles$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 R=useOriginSearch(),B=useClientType(),D=async()=>{delete R.Authorization,postMessage$1({api:"openWebView",content:{url:location.origin+"/"+B+"/#/orderDetail?"+queryString.stringify({orderType:"MUSIC",...R}),orientation:1}})},F=()=>{delete R.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:F},null),createVNode(Button,{class:classnames(styles$c.btn,styles$c.demandBtn),onClick:D},null)])])])}}}),Permission=defineComponent({name:"ColexiuPermission",setup(R,{expose:B}){return B({toggle:()=>{permissionPopup.show=!permissionPopup.show}}),()=>createVNode(Popup,{class:styles$c.popup,show:permissionPopup.show,"onUpdate:show":F=>permissionPopup.show=F,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(R,{slots:B}){const D=()=>postMessage$1({api:"back"}),{image:F,imageSize:G,description:W}=toRefs(R);return()=>createVNode(Empty$1,{image:F.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$1,tag,tabs,list,tab};const chargeType={VIP:"\u4F1A\u5458",CHARGE:"\u70B9\u64AD",FREE:"\u514D\u8D39"},SwitchTag=defineComponent({name:"SwitchTag",props:{type:String},setup(R){return()=>createVNode(Tag,{plain:!0,class:[styles$b.tag,R.type,"van-hairline--surround"]},{default:()=>[chargeType[R.type]]})}});var Item=defineComponent({name:"MusicList-MusicScore-Item",props:{item:{type:Object}},setup(R){const B=useOriginSearch(),D=sessionStorage.getItem("behaviorId")||""+new Date().valueOf(),F=()=>{var G;pause(),postMessage$1({api:"cloudDestroy"}),postMessage$1({api:"cloudLoading",content:{show:!0,type:"fullscreen"}}),location.href=location.origin+location.pathname+"?"+queryString.stringify({...B,behaviorId:D,id:(G=R.item)==null?void 0:G.id,_t:new Date().valueOf()})};return()=>{var G,W,q;return createVNode("div",{class:[styles$b.item,{active:((G=R.item)==null?void 0:G.id)==B.id}],onClick:()=>F()},[createVNode("div",{style:{display:"flex"}},[(((W=R.item)==null?void 0:W.paymentType)||"").split(",").map(U=>createVNode(SwitchTag,{key:U,type:U},null))]),createVNode("p",null,[(q=R.item)==null?void 0:q.musicSheetName])])}}});function _isSlot(R){return typeof R=="function"||Object.prototype.toString.call(R)==="[object Object]"&&!isVNode(R)}var List=defineComponent({name:"MusicList-MusicScore-List",props:{list:{type:Array,default:()=>[]},url:{type:String,default:""},moreSearch:{type:Object,default:()=>({})}},emits:["refresh"],setup(R,{emit:B}){const D=ref(!1),F=ref(!1),G=ref(1),W=ref([]),q=ref(),U=async()=>{if(!!R.url){D.value=!0;try{const Q=await request(R.url,{params:{page:G.value,...R.moreSearch}});W.value=[...W.value,...Q.data.rows],F.value=Q.data.totalPage<G.value}catch{}D.value=!1}};onMounted(U);const Y=()=>{!D.value&&!F.value&&(G.value=G.value+1,U())};return()=>{let Q;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:F.value,onLoad:Y},_isSlot(Q=W.value.map(K=>createVNode(Item,{item:K,key:K.id},null)))?Q:{default:()=>[Q]})])}}}),MusicScore$1=defineComponent({name:"MusicList-MusicScore",setup(){const R=useOriginSearch();return()=>createVNode(List,{url:"/music/sheet/queryRelatedList",moreSearch:{albumId:R.albumId,musicSheetId:R.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(R){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,R,null)]})}});const dot$1="_dot_1cv1i_1",active="_active_1cv1i_9",container$3="_container_1cv1i_12";var styles$a={dot:dot$1,active,container:container$3},Tick=R=>createVNode("div",{class:styles$a.container},[Array(R.dots*(R.repeat||1)).fill(0).map((B,D)=>createVNode("div",{class:classnames(styles$a.dot,{[styles$a.first]:D%R.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 R;return[createVNode(Tick,{dots:((R=state==null?void 0:state.osmd)==null?void 0:R.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=(R,B)=>R==="piccolo"&&state$2.times[0]?ref(B+(1-state$2.times[0].octaveOffset)*12):ref(B),formatRelationship=(R,B)=>{let D=R[B]||R[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(R,{expose:B}){const D=toRefs(R),F=ref(null);ref(null);const G=ref(0),W=ref(0);return B({container:F,containerWidth:G}),()=>{var Z,J,te,ie,se,re,ae,le,ce,fe,de,me,he,pe,be,Se,ve;if(!((Z=D.viewInfo.value)!=null&&Z.activeType))return null;const q=formatFixedKey((J=R.fingeringInfo)==null?void 0:J.name,D.fixedKey.value).value,U=formatRelationship((ie=(te=D.viewInfo.value)==null?void 0:te.activeType)==null?void 0:ie.relationship,q||0),Y=[];state$2.activeNote&&((se=state$2.activeNote)==null||se.halfTone1.forEach(xe=>{var ge,we,Le;let Ee=((Le=(we=(ge=D.viewInfo.value)==null?void 0:ge.activeType)==null?void 0:we.relationship)==null?void 0:Le[xe])||[];Ee=Ee.map(Me=>"right"+Me),Y.push(...Ee)}),(re=state$2.activeNote)==null||re.halfTone2.forEach(xe=>{var ge,we,Le;let Ee=((Le=(we=(ge=D.viewInfo.value)==null?void 0:ge.activeType)==null?void 0:we.relationship)==null?void 0:Le[xe])||[];Ee=Ee.map(Me=>"left"+Me),Y.push(...Ee)}));const Q=()=>{let xe=W.value===U.length-1?0:W.value+1;W.value=xe},K=U[W.value]||[];return createVNode("div",{ref:F,class:classnames((ae=R.fingeringInfo)==null?void 0:ae.name,styles$8.container),style:{width:((le=R.fingeringInfo)==null?void 0:le.direction)==="vertical"?(ce=R.fingeringInfo)==null?void 0:ce.width:"",height:((fe=R.fingeringInfo)==null?void 0:fe.direction)==="transverse"?((de=R.fingeringInfo)==null?void 0:de.height)||"":"100%",display:"flex",paddingLeft:((me=R.fingeringInfo)==null?void 0:me.direction)==="vertical"?(he=R.fingeringInfo)==null?void 0:he.paddingLeft:"",paddingRight:((pe=R.fingeringInfo)==null?void 0:pe.direction)==="vertical"?(be=R.fingeringInfo)==null?void 0:be.paddingRight:""}},[K.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:(ve=(Se=D.viewInfo.value)==null?void 0:Se.activeType)==null?void 0:ve.json.full2},null),U.length>1?createVNode("div",{role:"button",onClick:Q,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 R=>{var D;const B=R;if(B){const F=await getTypes(B.name);if(F){const G=formatFixedKey$1(B.name,state$2.fixedKey),W=useFingeringSrc(F,B.name,G.value),{width:q,height:U}=await getImageSize(W.value),Y=((D=document.getElementById("colexiu-detail-music-sheet"))==null?void 0:D.clientHeight)||0,Q=state.evaluatingStatus?0:q,K=Y/U;return fingeringWidth.value=Y?K*Q:Q,q&&(fingeringStatus.value="show"),reactive({width:q,height:U,scale:K,usedFixedKey:G.value,fullsrc:W.value,activeType:F,detail:B})}}else fingeringStatus.value="hidden"};var Fingering=defineComponent({name:"ColexiuFingering",props:{code:{type:String,default:-1}},setup(R){const{code:B}=toRefs(R),D=ref(null),F=ref(-1);return watch([B],async([G],[W])=>{if(F.value=formatId(B.value),G!==W){const q=await fingeringViewInfo(typeById[F.value]);q&&(D.value=q)}},{immediate:!0,deep:!0}),()=>{if(F.value<0||!D.value)return null;const G=typeById[F.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,F;let R=!1;return state$3.sett.type==="staff"?R=!((B=musicInfo.musicSvg)!=null&&B.staff):R=state$3.sett.keySignature?!((D=musicInfo.musicSvg)!=null&&D.fixedTone):!((F=musicInfo.musicSvg)!=null&&F.firstTone),R};defineComponent({name:"productJson",setup(R,{expose:B}){const D=useOriginSearch();B({autoProduct:Y=>{var Q;D.modeType!=="json"&&(musicJSON.svg||(musicJSON.svg=((Q=document.getElementById("osmdSvgPage1"))==null?void 0:Q.outerHTML)||""),musicJSON.svg&&W(!1))}});const G=async()=>{await q({id:musicInfo.id,musicSvg:""}),Toast("\u6E05\u9664\u6210\u529F"),setTimeout(()=>{history.go(0)},500)},W=async(Y=!0)=>{var ie,se;if(!musicJSON.json){Y&&Toast("\u6CA1\u6709\u751F\u6210json\u6570\u636E,\u8054\u7CFB\u5F00\u53D1\u4EBA\u5458");return}if(!musicJSON.svg){Y&&Toast("\u6CA1\u6709\u751F\u6210svg\u6570\u636E,\u8054\u7CFB\u5F00\u53D1\u4EBA\u5458");return}let Q=null;Y&&(Q=Toast.loading({message:"\u4E0A\u4F20\u6570\u636E\u4E2D 1/2",duration:0}));const K={svg:"",json:""};if(K.json=await U(`${(ie=state$2.activeDetail)==null?void 0:ie.id}.json`,musicJSON.json),Q&&(Q.message="\u4E0A\u4F20\u6570\u636E\u4E2D 2/2"),K.svg=await U(`${(se=state$2.activeDetail)==null?void 0:se.id}.svg`,musicJSON.svg),!K.json||!K.svg){Y&&Toast("\u4E0A\u4F20\u7F13\u5B58\u6570\u636E\u5931\u8D25");return}let Z={id:musicInfo.id,musicSvg:""};const J={};state$3.sett.type==="staff"?J.staff=K:state$3.sett.keySignature?J.fixedTone=K:J.firstTone=K,Z.musicSvg=JSON.stringify(J),Q&&(Q.message="\u4FDD\u5B58\u6570\u636E\u4E2D"),console.log("\u{1F680} ~ body:",Z);const te=await q(Z);(te==null?void 0:te.code)==200?Q&&(Q.message="\u4FDD\u5B58\u6210\u529F"):Q&&(Q.message="\u4FDD\u5B58\u5931\u8D25"),setTimeout(()=>{Q&&Q.close()},300)},q=async Y=>{const Q=await request.post("/musicSheet/updateRenderFile",{requestType:"json",data:Y});return Q.code===200&&Y.musicSvg&&(musicInfo.musicSvg=JSON.parse(Y.musicSvg)),Q},U=async(Y,Q)=>{const K="cloud-coach",Z=`https://${K}.ks3-cn-beijing.ksyuncs.com/`;let J=Date.now()+"_"+Y,te={filename:Y,bucketName:K,postData:{filename:Y,acl:"public-read",key:J}};const ie=await request.post("/open/getUploadSign",{requestType:"json",data:te}),se=new FormData,re={policy:ie.data.policy,signature:ie.data.signature,key:J,KSSAccessKeyId:ie.data.kssAccessKeyId,acl:"public-read",name:Y};for(let ae in re)se.append(ae,re[ae]);return se.append("file",new Blob([Q])),await request$1$1.post(Z,{data:se}),Z+J};return()=>createVNode(Fragment,null,[D.modeType==="json"&&createVNode("div",{class:styles$6.wrap},[createVNode(CellGroup,null,{default:()=>[createVNode(Cell,{center:!0},{title:()=>{var Y,Q,K;return createVNode("div",{class:styles$6.wrapItem},[createVNode("span",null,[createTextVNode("\u7F13\u5B58\u72B6\u6001: ")]),createVNode("span",null,[createTextVNode("\u4E94\u7EBF\u8C31\xA0"),(Y=musicInfo.musicSvg)!=null&&Y.staff?createVNode(Icon,{name:"success",color:"rgba(103,201,176,1)"},null):createVNode(Icon,{name:"cross",color:"#ff6868"},null)]),createVNode("span",null,[createTextVNode("\u9996\u8C03\xA0"),(Q=musicInfo.musicSvg)!=null&&Q.firstTone?createVNode(Icon,{name:"success",color:"rgba(103,201,176,1)"},null):createVNode(Icon,{name:"cross",color:"#ff6868"},null)]),createVNode("span",null,[createTextVNode("\u56FA\u5B9A\u8C03\xA0"),(K=musicInfo.musicSvg)!=null&&K.fixedTone?createVNode(Icon,{name:"checked",color:"rgba(103,201,176,1)"},null):createVNode(Icon,{name:"cross",color:"#ff6868"},null)])])}}),createVNode(Cell,{class:styles$6.clearItem,title:"\u6E05\u9664\u7F13\u5B58\u6570\u636E",clickable:!0,onClick:G},null),createVNode(Cell,{class:styles$6.saveItem,title:"\u4FDD\u5B58\u7F13\u5B58\u6570\u636E",clickable:!0,onClick:W},null)]})])])}});const 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,iVBORw0KGgoAAAANSUhEUgAAAE4AAABqCAMAAAAlSZcPAAAC+lBMVEUAAAD/gFj/gFf/hFX/gVj/akD/f1f/gFf/gVf/+vf/gVv28fD/gFf/flf/gFb/glv/gFf/gFn/fVn/eln/hlX/cVX/kXP/glf/gFr/flfv6ufz7+//gED/dHD/dG/6+fj/emT/f2D28/Hp4uL/cnD28/P+iXb/inH/fWny6eft6Ob7+/r/q5X/d3T39fTr5uT08O/o4d//+Pf9/f3x7Ov/8e3m39z+dW3/pI3/d27v6ujr5eP+dWv+/f3/2s//2c7////s5+X/0MHu6Of/e2jm4N7/l3r/gWjq4+H/imfp4eD8+vr49fX7+/v/fFf//v759/fm4N3/nY3z7+7/g3r38/L/r5jq4+Hn4N7/qJP////n393/qpP/l4f/gXjo4eD/k4L/dG7/7Ob7+vr/f3X9/Pz+i3n/pYv+mIH+em3+o4f9dWrm4d37+vn/m379+fju6ej////59/bx7Or29vbs5eP////+9vT49vX/l4f+joL/i4H////++ff/eXTm39z+1cny7+7+o4/+enP/8/D/qpL/qZH/h3rx7ez28/L/moX/lIL/gXX/4dnx7Ovm3dz/39X9/f3/x7b/pYjk3dr/lXT////n3Nzl29v////+cnDy7+7m393q5OL18vH28/Px7ezt6Obu6eje1dLr5uT6+fjv6+n39fTi2tf9/Pzp4+Dk3dv7+fnn4d/g19T//v7o4d/+iX/59/bj3Nnd1ND+hn3+hHz+g3v+gHn+gXr+h37+fXf+enX+c3Hh2Nb+ioD+jIH+fnj+ppL+j4P+e3b+eHT+koX+d3Pk3Nr+dXL+jYLa0M3l3tz+kITb0c7+lof+lIf08fD+o5D/rJbh2df/qpX+mIn/8vHw7Ov/rZf+n47/qJT59/f+oY/+m4vs5+X+k4bZzsv+no3c0s7az8z+nIz+mYr+pJH/r5n49vX+movc0s//0cb+zcP+lIb8+/ru6un/9PL+vLT+4N3c08/+xL7+o5L+7ev+6uf+6Ob+2NLc09D+qqL+p6DVR254AAAAmXRSTlMAWlgNJgZNPzrsXSFSSUc7OC4rFxUJfjUwJBkMCO/b2X5rKQX356SJhlz7+Pj49vXv6efZ19TMwsG+vbSuq6amo6GWk4qIhn9va05JRBEL+fn49vX08/Lx8ezg39rY2NHKysjGxrSwrqyspKSelYqHfn1uQTU1Lff28vLy7e3s5uDe3NzaysrKycG+vr6zsK+un4xvaGVgXjF2mqawAAAHAklEQVRo3qSWS0sbURTHHROTID6i0SYBIwqiLnRtBZel0o2LIoWClQqitYXuS6GLllIo/QLJNxC6yUKtY8RHbIIBURSVKBER2obSCiraBy30zMyd6T333Jlk2rNM5v445/zPq8LRmkPeSDjg9wfCEW+oueJ/zBMN1CjIagJRz7+xqrx1itTqvFXuHQtWKrZWGfS4g9UrJazeBbCBekY9bCgT1uRTyjJfUzm0RuSao4ONpfX0Ky7MX0LjllrFldW2ONGGfIpL8w05+AY01zxb/6pYpC7jtcsfUsGFHjYVIv24um2grzXW2/vsxfjUYLX0k0Zp9crqra2/I5FYXFzPvk+trS2sDL8ZlNWfrJ4lMnS3JhI87d38/Nxot0QOSZ+Sj9rHErppNMBptLm52Rn1VTv5lPSvh4R6I2bRsgYNcEBTk0+7SLjifCET6RGQuFAXAKfRZtTk0nKuk8wrwTnx/wEnWjo9IX6P3Qs6+JZNpZgMOk3DbWRE/4KoHyqFvCWY6b4ZidNlUBktc9olZI/vDa+gacyirXMyzKrJJKMdbz25hd94OZyws8Zw4tZWWOIMWnoDaJt794X9ZitEN6KlmAyzugzLjLa59/GmnRhR/Ecr8o3VL6PldNoW0I7u4VdRCxfAfZqQd0Myucxk0Gifjz5cQ88CFg5fDv3SbmAlAjiTdvIa3xvWVYMnUoesflVWvyCqSTu4jeeVeQ+FaKxAy+oVh2TIWTJotEIBRxuSVt2AmDjAyWgHhe0H0sqLoF/75DRWv4aogAPa9nX0MMJwYVwmpBtmzG4wZWC01efoYVhaJzGZDMeXP96eXZxrvu2ZtE+rd0ml0A3WoYeKZfh1Ftft+5WVOKCt9tCNRnGLpH5/T8eZ7ReYqBrtkOBkwYo0NQ2+mfbTCBVogCPByqQQZVg6j/+16asTlrjDw90RKgUtFDzNQdSLOGfnkLhtPdTdXVootIynkAxaiXzjcZcgA6PtTNIypk0m9lZun8d9NWiA28mTJpONgF6+GygOEmfQdnrICJAOKKCt8N2AcZA4g5bHqauxGZ+DYm9hnJm4fJGMT/lwH+UTlxZxJi0/Qoe7fPWgMZLJYByTIV8kq8duMY7zoWaOMY4lrviSLEbbtT3M0TKnCPeF0e6Qte1wVJi3zYY2fzHOoBUfk6PC4eTpVLmFT3CQuIfk5HE8yCY0GXSaiNOdm6QHmfO52GnQtGmOcdQ3sPqSx+yfUswlpI0oCqBv0U2bXRcukkXAIBIF/7pQtH6wWD+oLVapFIsidKH1b0tpaQultJT+v+JMYj4mcdKJg5N11gGHkcAsUpCGYrqQLOrCXTe9b4jWMJPMnfQk8y6PwOG+ebzM3Ft+P/vA1+iu39G+zCJetW9lH9G5uu/PrmhftVGFQPnNvT140uToHl/WKQSwZUrJy6s/fuXo2nTLFHwRVXL7roHuorkS7/xZ3SVsiQcFKFb36f3bycanjZOvOj9AAYotj/V1Fzobt/7N6+ZK8cW7VtfWCdMctltXsa0FrW5wTYd2K77xATpDHnxGtGXwOkjQhmwagQ5DvQXX0gIdihsWVMMNdFgfqh34cA3JlAPRrITssCzkk60utE7POs+prdS6bSyD+idkoH1LpX6ZNnrrttC807XZvwG/4arsg2k9ndG5cazU243pzVOoz76JZ05r69vf39nZyV5D/cROI/Kya3Wth0EABpV7/fZgdo6Ih9rNKAu6z1I14sYTXNTohoJuV7G4ZzW6KrAl1ikJCOZi4oVGN+V2we9FUqbRLbppchtFsV6j0dnKXC7QJZMBCoz4mNy4RjQsVbkSoAscec0SSIJOQ/8IrDYZ8HrM4g3UEB2Wa2C1gSNPym+KlCfQQPQoLYPVUh1rBr/nqJnoYnlCV5tiWU5F4DCRTXm7iD7WBpqen+UEgQcE3jgKoHOSPAw8TwY8KVYQGCxUZyX5sDXT9DiBkcIAHQpHhmdTDSQ/jtc0PdDF4yIAY6EYptnNk0J0eOHu8VJcDBkTlwS2wkoK0uVN+TkmLIaUGAXGPFEJxRnO30IMmFeXKyqRE3z6UQmFebZihRjRA+nx4VAs4itERBHh1nUQY5wVLMfEQ6CL5gN0NLlqK0HQW80KkqiALSMfHMj0czZmjqNggzvHOgmKpWqOl8SYL3os71LScJ1G+UC1wVK7CJKVUfBBfr6MvJtOp3+qQASfnMnauGYHwVJaK1BfxBeVQXiiS0Nqf05sLTaCxzIBvjjd32gGjIAsy5mMugkiHC+uw0HM4JgReAaEkCGgbieoIjEqY/jRHmKW3lqeCuGAwFmIxBRFCYXEeFhieKHFSsxj6x7jGfr3kj344TC4QNbUS4rD1jPBABIjqV/qGu/+Sv4Dy8eZptphfnjs0XjTm+4v2tfDvyAovuetBnC5AAAAAElFTkSuQmCC",__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=R=>{var B;return((B=modules[`../images/${R}`])==null?void 0:B.default)||""};var Tip1=defineComponent({name:"tips-tip1",emits:["hanldeStop"],setup(R,{emit:B}){const D=ref(),F=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 U=0;U<F.steps.length;U++){const Y=document.querySelector(`[data-step='step${U}']`);if(Y){const Q=Y.cloneNode(!0),K=Y.getBoundingClientRect(),Z=document.createElement("div");Z.classList.add(styles$4.parent),Z.style.left=(K==null?void 0:K.left)-10+"px",Z.style.top=(K==null?void 0:K.top)-10+"px",Z.style.width=(K==null?void 0:K.width)+20+"px",Z.style.height=(K==null?void 0:K.height)+20+"px",Z.appendChild(Q),F.steps[U].ele=Z.outerHTML,F.steps[U].eleRect=K}}};onMounted(()=>{G()});const W=U=>{if(U!==void 0)F.step=U;else{if(F.step+1>=F.steps.length){q();return}F.step+=1}},q=()=>{B("hanldeStop")};return()=>createVNode("div",{class:styles$4.content,ref:D,onClick:()=>W()},[createVNode("div",{class:styles$4.backBtn,onClick:U=>{U.stopPropagation(),q()}},[createTextVNode("\u8DF3\u8FC7\u5F15\u5BFC")]),F.steps.map((U,Y)=>{var Q,K;return createVNode("div",{style:{display:Y===F.step?"block":"none"},onClick:Z=>Z.stopPropagation()},[createVNode("div",{class:styles$4.item,style:{left:`${(Q=U.eleRect)==null?void 0:Q.left}px`,top:`${(K=U.eleRect)==null?void 0:K.top}px`}},[createVNode("img",{class:styles$4.img,style:U.imgStyle,src:U.img},null),createVNode("img",{class:styles$4.iconHead,style:U.handStyle,src:getImage("icon-header.png")},null),createVNode("div",{class:styles$4.btns,style:U.btnsStyle},[F.step+1==F.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$4.btn,round:!0,type:"primary",onClick:()=>W()},{default:()=>[createTextVNode("\u4E0B\u4E00\u6B65 ("),F.step+1,createTextVNode("/"),F.steps.length,createTextVNode(")")]})])]),createVNode("div",{innerHTML:U.ele},null)])})])}}),Tip2=defineComponent({name:"tips-tip1",emits:["hanldeStop"],setup(R,{emit:B}){const D=ref(),F=reactive({show:!1,step:0,steps:[{ele:"",eleRect:{},img:getImage("m1.png"),btnsStyle:{top:"2.4rem",left:"-0.1rem"},handStyle:{top:"0.6rem",left:"0.1rem"},imgStyle:{top:"0.6rem",left:"-0.2rem"}},{ele:"",eleRect:{},img:getImage("m2.png"),btnsStyle:{top:"2.2rem"},handStyle:{top:"0.6rem",left:"0.1rem"},imgStyle:{width:"2.6rem",top:"0.6rem",left:"-0.2rem"}},{img:getImage("m3.png"),btnsStyle:{top:"2.6rem"},handStyle:{top:"0.6rem",left:"0.1rem"},imgStyle:{width:"2.45333rem",top:"0.6rem",left:"-0.2rem"}},{ele:"",eleRect:{},img:getImage("m4.png"),btnsStyle:{top:"2.5rem",left:"-1.5rem"},handStyle:{top:"0.6rem",left:"0.1rem"},imgStyle:{width:"2.45333rem",top:"0.6rem",left:"-1.7rem"}},{ele:"",eleRect:{},img:getImage("m5.png"),btnsStyle:{top:"2.2rem",left:"-2rem",width:"2.93333rem","justify-content":"space-evenly",padding:0},handStyle:{top:"0.6rem",left:"0.1rem"},imgStyle:{top:"0.4rem",left:"-2rem",width:"2.93333rem"}}]}),G=()=>{for(let U=0;U<F.steps.length;U++){const Y=document.querySelector(`[data-step='m${U}']`);if(Y){const Q=Y.cloneNode(!0),K=Y.getBoundingClientRect(),Z=document.createElement("div");Z.classList.add(styles$4.parent),Z.style.left=(K==null?void 0:K.left)-10+"px",Z.style.top="0",Z.style.borderRadius="0.1rem",Z.appendChild(Q),F.steps[U].ele=Z.outerHTML,F.steps[U].eleRect=K}}};onMounted(()=>{G()});const W=U=>{if(U!==void 0)F.step=U;else{if(F.step+1>=F.steps.length){q();return}F.step+=1}},q=()=>{B("hanldeStop")};return()=>createVNode("div",{class:styles$4.content,ref:D,onClick:()=>W()},[createVNode("div",{class:styles$4.backBtn,onClick:U=>{U.stopPropagation(),q()}},[createTextVNode("\u8DF3\u8FC7\u5F15\u5BFC")]),F.steps.map((U,Y)=>{var Q;return createVNode("div",{style:{display:Y===F.step?"block":"none"},onClick:K=>K.stopPropagation()},[createVNode("div",{onClick:K=>K.stopPropagation(),class:styles$4.item,style:{width:"2.18667rem",left:`${(Q=U.eleRect)==null?void 0:Q.left}px`}},[createVNode("img",{class:styles$4.img,style:U.imgStyle,src:U.img},null),createVNode("img",{class:styles$4.iconHead,style:U.handStyle,src:getImage("icon-hand2.png")},null),createVNode("div",{class:styles$4.btns,style:U.btnsStyle},[F.step+1==F.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 ("),F.step+1,createTextVNode("/"),F.steps.length,createTextVNode(")")]})])]),createVNode("div",{innerHTML:U.ele},null)])})])}}),Tips=defineComponent({name:"tips-step",setup(R,B){const D=ref(!1),F=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 U=localStorage.getItem("isFirstTip"),Y=localStorage.getItem("isFirstModel");modelType.value=="init"&&!U?(D.value=!0,F.tipStep=1):modelType.value=="practice"&&!Y&&(D.value=!0,F.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:()=>[F.tipStep==1&&createVNode(Tip1,{onHanldeStop:()=>{D.value=!1,G("isFirstTip")}},null),F.tipStep==2&&createVNode(Tip2,{onHanldeStop:()=>{D.value=!1,G("isFirstModel")}},null)]})}}),AfterClassTraining=defineComponent({name:"afterClassTraining",setup(){return watch(()=>state$2.initRendered,()=>{var R,B;state$2.initRendered&&window.parent.postMessage({api:"admin-selectMusicMeasure",start:(R=state$2.times[0])==null?void 0:R.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 R,B;state$2.section.length===2&&window.parent.postMessage({api:"admin-selectMusicMeasure",start:(R=state$2.section[0])==null?void 0:R.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(R,B){return()=>createVNode("div",{class:styles$3.modelWraper,onClick:D=>D.stopPropagation()},[createVNode("div",{class:styles$3.wrap},[createVNode("img",{"data-step":"step0",onClick:()=>R.onChangeModelType("practice"),src:model1},null),createVNode("img",{"data-step":"step1",onClick:()=>R.onChangeModelType("follow"),src:model3},null),createVNode("img",{"data-step":"step2",onClick:()=>R.onChangeModelType("evaluation"),src:model2},null)])])}});const follow="_follow_1rnmw_4",title$1="_title_1rnmw_20",endBtns="_endBtns_1rnmw_24",button$1="_button_1rnmw_29",hasText="_hasText_1rnmw_37",bigIcon="_bigIcon_1rnmw_60",start="_start_1rnmw_67",noteState="_noteState_1rnmw_81",dot="_dot_1rnmw_95";var styles$2={follow,title:title$1,endBtns,button:button$1,hasText,bigIcon,start,noteState,dot},iconFollwBtn="/orchestra-music-score/assets/icon-follwBtn.9fb45e5d.png";const togglePlayer=(R=!1)=>{let B=document.querySelector("#globalPlayer");B&&(B.style.display=R?"":"none")},data=reactive({list:[],index:0,start:!1,times:[],endIndex:0});useToggle(!0);const noteFrequency=ref(0),audioFrequency=ref(0),followTime=ref(0),openToggleRecord=(R=!0)=>{if(postMessage$1({api:"cloudToggleFollow",content:{state:R?"start":"end"}}),R)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$2.times.forEach(R=>{const B=document.querySelector(`div[data-vf=vf${R.id}]`);B&&B.classList.remove("follow-up","follow-down","follow-error","follow-success");const D=document.getElementById(`vf-${R.id}`);D&&D.classList.remove("follow-up","follow-down")})},getDefaultIndex=()=>{if(unitTestData.isSelectMeasureMode){data.endIndex=state$2.times.findIndex(B=>B.NoteToGraphicalNoteObjectId==state$2.section[1].NoteToGraphicalNoteObjectId);const R=state$2.times.findIndex(B=>B.NoteToGraphicalNoteObjectId==state$2.section[0].NoteToGraphicalNoteObjectId);return R>-1?R:0}return 0},handleStart=()=>{checking=!1,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,0),getNoteIndex(),refreshView(),setTimeout(()=>{onClear()},0)},autoEndFollow=()=>{var D;if(data.index>=state$2.times.length-1){state$3.sett.loop?(handleEnd(),setTimeout(()=>{handleStart()},0)):handleEnd();return}if(data.index+1,!state$2.times.slice(data.index,state$2.times.length).some(F=>(F==null?void 0:F.frequency)>1)&&((D=state$2.times[data.index])==null?void 0:D.frequency)<1){state$3.sett.loop?(handleEnd(),setTimeout(()=>{handleStart()},0)):handleEnd();return}},next=()=>{state.osmd.product?state.osmd.cursor.setPosition(state$2.times[data.index].cursorBox):state.osmd.cursor.next(),refreshView(),autoEndFollow()},getNoteIndex=()=>{const R=state$2.times[data.index];return R.frequency?(noteFrequency.value=R.frequency,state$2.fixedKey=R.realKey,{id:R.id,min:R.frequency-(R.frequency-R.noteElement.pitch.prevFrequency)*.1,max:R.frequency+(R.noteElement.pitch.nextFrequency-R.frequency)*.1,duration:R.duration,baseFrequency:formatPitch(R.noteElement.pitch.frequency)}):(data.index=data.index+1,next(),getNoteIndex())};let checking=!1;const onFollowTime=R=>{var D;if(unitTestData.isSelectMeasureMode&&data.index>=data.endIndex){handleEnd();return}const B=(D=R==null?void 0:R.content)==null?void 0:D.frequency;audioFrequency.value=B,data.list.push(B),checked()},checked=()=>{if(checking)return;checking=!0;const R=getNoteIndex();for(let B=0;B<data.list.length;B++){const D=data.list[B];if(D>R.min&&D<R.max){next(),data.index+=1,data.list=data.list.slice(B+1),setColor(R,"",!0),checking=!1;return}}setColor(R,audioFrequency.value>R.baseFrequency?"follow-up":"follow-down"),checking=!1},setColor=(R,B,D=!1)=>{const F=document.querySelector(`div[data-vf=vf${R.id}]`);F&&(F.classList.remove("follow-up","follow-down","follow-error","follow-success"),D?F.classList.add("follow-success"):F.classList.add("follow-error",B));const G=document.getElementById(`vf-${R.id}`);G&&(G.classList.remove("follow-up","follow-down"),B&&G.classList.add(B))};var Follow=defineComponent({name:"follow",setup(R,{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)]}),createVNode("div",{style:{display:data.start?"":"none"},class:styles$2.noteState},[createVNode("span",{style:{background:"#977CFF"},class:styles$2.dot},null),createVNode("span",null,[createTextVNode("\u4F4E")]),createVNode("span",{style:{background:"rgb(255, 0, 0)"},class:styles$2.dot},null),createVNode("span",null,[createTextVNode("\u9AD8")])])])]})}}),closeIcon2="/orchestra-music-score/assets/close2.010f11e4.svg",ErjiIcon="/orchestra-music-score/assets/erji.f92f6dc3.png",PopupWraper=defineComponent({name:"PopupWraper",props:["className","overlayClass","rootClassName"],data(){return{show:!1,opened:!1}},methods:{open(){this.show=!0,this.opened=!0},close(){this.show=!1},closed(){this.opened=!1}},render(){var R,B;return createVNode(Fragment,null,[(B=(R=this.$slots).default)==null?void 0:B.call(R),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,F,G,W;return this.opened?createVNode("div",{class:this.rootClassName},[(F=(D=this.$slots).more)==null?void 0:F.call(D),(W=(G=this.$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(R){console.log(R),this.onRerender(null)}event.emit("loaded"),this.loading=!1},noteClickEvent(R){event.emit("container-click",R);const B=R.path||R.composedPath&&R.composedPath();for(const D of B)D.classList&&D.classList.contains("vf-stavenote")&&event.emit("click",R,D)}},beforeUnmount(){container.value.removeEventListener("touchstart",this.noteClickEvent,!1)},async mounted(){var R;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=((R=state$2.activeDetail)==null?void 0:R.parentCategoriesId)||0;for(const B in this.EngravingRules)if(Object.prototype.hasOwnProperty.call(this.EngravingRules,B)){const D=this.EngravingRules[B];osmd.EngravingRules[B]=D}this.loadRender()},render(){return createVNode("div",{class:styles$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(R){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(R){this.checkStatus||this.checking||(this.checking=!0,console.log("frequency",R[0].frequency),postMessage$1({api:"proxyServiceMessage",content:{header:{status:200,commond:"xmlInfo",type:"SOUND_CHECK"},body:{frequency:R[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:R=>{const B=getAllNodes(R);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((R,B)=>createVNode("img",{key:B,src:R},null))])])}}),IconArrowLeft="/orchestra-music-score/assets/arrow-left-background.46b60d75.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 R;(R=popupRef.value)==null||R.open()},methods:{selected(R,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 R;return createVNode(Content,{frequency:this.frequency,close:(R=popupRef.value)==null?void 0:R.close},null)},more:()=>{var R;return createVNode("div",null,[createVNode("div",{class:styles$1.child},null),createVNode(Button,{class:styles$1.back,onClick:(R=popupRef.value)==null?void 0:R.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(R=>{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&&R(!0)}),browserInfo.ios||R(!0)});let player=null,backtime=0,synced=!1;const getMusicMode=()=>{var D,F;const R=[2,4,5,6],B=[12,13,14,15,17];return R.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)&&(((F=state$2.activeDetail)==null?void 0:F.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=(R,B)=>{B?listenerMessage("hideComplexButton",R):removeListenerMessage("hideComplexButton",R)},handleComplexButton=R=>{console.log("\u76D1\u542C\u662F\u5426\u9690\u85CF\u4E0A\u4F20\u4E91\u7AEF\u6309\u94AE",R),R!=null&&R.content&&(R.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 R=Toast({duration:0,message:"\u670D\u52A1\u8FDE\u63A5\u4E2D...",type:"loading"});try{await this.connect(),R.close(),this.startPlay(),setTimeout(()=>{Toast.clear()})}catch{this.clearStartStatus(),Toast.clear()}this.startloading=!1},connect(){const R=sessionStorage.getItem("behaviorId")||void 0;return new Promise((B,D)=>{var q,U,Y;const F=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:(U=state$2.activeDetail)==null?void 0:U.examSongId,xmlUrl:(Y=state$2.activeDetail)==null?void 0:Y.xmlUrl,partIndex:state$2.partIndex,behaviorId:R,platform:"WEB",clientId:"student",speed:state.speed,heardLevel:state$3.eva.difficulty,beatLength:Math.round(getFixTime(state$2.times[0].beatSpeed)*1e3/F)},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},Q=>{var K;(K=Q==null?void 0:Q.content)!=null&&K.reson?(D(Q),this.cancelEvaluating(Q)):(B(Q),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 R,B;console.log("\u5F00\u59CB\u5F55\u97F3\u56DE\u8C03\u65F6\u95F4",new Date().getTime()),backtime=new Date().getTime(),this.evaluating=!0,console.log("midiUrl",(R=state$2.activeDetail)==null?void 0:R.midiUrl),(B=state$2.activeDetail)!=null&&B.midiUrl&&setTimeout(()=>{this.sendOffsetTime(0)},220)})}},sendOffsetTime(R){postMessage$1({api:"proxyServiceMessage",content:{header:{commond:"audioPlayStart",type:"SOUND_COMPARE"},body:{offsetTime:R}}},()=>{backtime=0})},timeupdate(){var R;if(console.log("\u64AD\u653E\u4E8B\u4EF6\u88AB\u89E6\u53D1",this.playUrl,this.evaluating,!synced),this.playUrl&&!synced){const B=new Date().getTime();console.log("\u7B2C\u4E00\u6B21\u64AD\u653E\u65F6\u95F4",B),synced=!0;const D=(R=state.audiosInstance)==null?void 0:R.audios[this.playUrl].currentTime;console.log("\u5DF2\u64AD\u653E\u65F6\u957F: ",D*1e3),console.log("\u4E0D\u51CF\u6389\u5DF2\u64AD\u653E\u65F6\u95F4: ",B-backtime);const F=B-backtime-D*1e3;console.log("\u771F\u6B63\u64AD\u653E\u5EF6\u8FDF",F),setTimeout(()=>{this.sendOffsetTime(F)},220)}},stop(){if(this.endloading)return;this.endloading=!0,this.starting=!1,resetPlayer(),player==null||player.dispose(),player=null,resetPlayStatus(),clearIntervalTimeline(),setCurrentTime(0),Toast({duration:0,message:"\u8BC4\u5206\u4E2D...",type:"loading"});const R=this.$route;postMessage$1({api:"endEvaluating",content:{musicScoreId:R.params.id}},B=>{this.evaluating=!1,setCaptureMode()})},close(){state.evaluatingStatus=!1,this.retest()},cancel(R){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(),R&&Toast(R)}),clearIntervalTimeline()},retest(R){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(),R&&Toast(R)}),clearIntervalTimeline()},clearStartStatus(){console.log("clearStartStatus"),this.starting=!1,this.evaluating=!1},backDetail(){this.close()},formatTimes(){var G,W,q,U,Y,Q,K;let R=!1,B=!1,D=!1;const F=[];for(let Z=0;Z<state$2.times.length;Z++){const J=state$2.times[Z],te=getNoteByMeasuresSlursStart(J),ie=state.speed/state$2.baseSpeed,se=J.sourceRelativeTime||J.relativeTime,re=J.sourceRelaEndtime||J.relaEndtime,le=te.isStaccato?.5:1;(te.formatLyricsEntries.contains("Play")||te.formatLyricsEntries.contains("Play..."))&&(R=!1),te.formatLyricsEntries.contains("Listen")&&(R=!0),te.formatLyricsEntries.contains("\u7EAF\u5F8B\u7ED3\u675F")&&(B=!1),te.formatLyricsEntries.contains("\u7EAF\u5F8B")&&(B=!0);const ce=state$2.times[Z+1];D&&(te.stave||!te.noteElement.isRestFlag||ce&&!ce.noteElement.isRestFlag)&&(D=!1),te.noteElement.isRestFlag&&!!te.stave&&!!ce&&ce.noteElement.isRestFlag&&(D=!0);const fe={timeStamp:se*1e3/ie,duration:(re*1e3/ie-se*1e3/ie)*le,frequency:((W=(G=J.noteElement)==null?void 0:G.pitch)==null?void 0:W.frequency)||-1,nextFrequency:((U=(q=J.noteElement)==null?void 0:q.pitch)==null?void 0:U.nextFrequency)||-1,prevFrequency:((Q=(Y=J.noteElement)==null?void 0:Y.pitch)==null?void 0:Q.prevFrequency)||-1,measureIndex:te.measureOpenIndex,measureRenderIndex:te.noteElement.sourceMeasure.measureListIndex,dontEvaluating:R||B,musicalNotesIndex:J.i,denominator:(K=te.noteElement)==null?void 0:K.Length.denominator};F.push(fe)}return F},cancelEvaluating(R){this.starting=!1,R!=null&&R.content.reson&&this.cancel(R==null?void 0:R.content.reson)},sendResult(R){var B,D,F;if(console.log("sendResult",R),R!=null&&R.content){const G=(B=R==null?void 0:R.content)==null?void 0:B.body;if((R==null?void 0:R.content.header.commond)==="overall")state$2.isHideEvaluatReportSaveBtn=!1,Toast.clear(),this.res=G,this.endloading=!1,event$1.emit("onEvaluationResult",G);else if((R==null?void 0:R.content.header.commond)==="checkDone")this.checkStatus=!0;else if((R==null?void 0:R.content.header.commond)==="checking")this.frequency=(F=(D=R==null?void 0:R.content)==null?void 0:D.body)==null?void 0:F.frequency;else if((R==null?void 0:R.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=U=>{for(;U>=0;){const Y=state$2.times[U];if(Y.stave)return Y;U--}},q=(U,Y,Q=!1)=>{const K=getBoundingBoxByverticalNote(U);state$2.evaluatings={...state$2.evaluatings,[K.measureIndex]:{...K,...getLeveByScoreMeasure(Y.score),score:Y.score,dontTransition:Q}}};for(let U=0;U<state$2.times.length;U++){let Y=state$2.times[U];if(G.measureRenderIndex==Y.noteElement.sourceMeasure.measureListIndex){if(!Y.stave){const Q=W(U);Q&&(Y=Q)}if(!Y.noteElement.tie)q(Y,G);else for(const Q of Y.noteElement.tie.notes){const K=getParentNote(Q);!K||q(K,G,Q!==Y.noteElement.tie.StartNote)}break}}}}},setWiredStatus(R){this.erjiShow=!(R!=null&&R.content.checkIsWired),this.tuningStatus=!0,this.erjiShow||(this.erjiClicked=!0,this.tuningStatus=!0)},endevent(R){var B,D;console.log((B=R.target)==null?void 0:B.src,this.playUrl),((D=R.target)==null?void 0:D.src)===this.playUrl&&this.stop()},viewReport(){var R;postMessage$1({api:"openWebView",content:{url:location.origin+"/accompany/#/report/"+((R=this.res)==null?void 0:R.recordId)||"",orientation:0,isHideTitle:!0,statusBarTextColor:!1,isOpenLight:!0}})},closeErji(){this.erjiShow=!1,this.erjiClicked=!0},sendUploadMessage(R){var B,D;postMessage$1({api:"proxyServiceMessage",content:{header:{commond:"videoUpload",status:200,type:"SOUND_COMPARE"},body:{filePath:(B=R==null?void 0:R.content)==null?void 0:B.filePath,recordId:(D=this.res)==null?void 0:D.recordId}}})},videoUpdate(){this.isSaveVideo?postMessage$1({api:"videoUpdate"},R=>{if(this.alertStatus=!1,R!=null&&R.content){if(R.content.type==="error"){Toast(R.content.message);return}this.sendUploadMessage(R)}}):(this.alertStatus=!1,this.sendUploadMessage(),Toast("\u4E0A\u4F20\u6210\u529F"))},shareLoaded(R){const B=R.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\u7EC3\u4E60\u201D\u4E0A\u548C\u6211PK\u4E00\u4E0B\u5427\uFF01",image:this.shareLoadedPngData,video:"",type:"image"}},R=>{var B,D,F,G;(B=R==null?void 0:R.content)!=null&&B.status&&(this.shareStatus=!1),!((D=R==null?void 0:R.content)!=null&&D.status)&&((F=R==null?void 0:R.content)==null?void 0:F.message)&&Toast((G=R==null?void 0:R.content)==null?void 0:G.message)})},getShareUrl(){var R,B,D,F,G,W,q,U,Y,Q,K;return(B=(R=state$4.user)==null?void 0:R.student)!=null&&B.username,(((F=(D=state$4.user)==null?void 0:D.student)==null?void 0:F.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,(U=state$2.activeDetail)!=null&&U.examSongName,state$2.isPercussion||((Y=this.res)==null||Y.intonation,(Q=this.res)==null||Q.cadence,(K=this.res)==null||K.integrity),""},async checkEvaluating(){if(this.delayData.erji=await this.getWiredStatus(),this.delayData.time=await this.getDeviceDelay(),!this.delayData.time||this.delayData.isForce){this.delayData.open=!(state.delayCheckFirst&&this.$route.query.evaluatingRecord),this.delayData.count=0,state.delayCheckFirst&&this.$route.query.evaluatingRecord&&this.closeErji();return}this.handleCheckDelayEnd()},getDeviceDelay(){return new Promise(R=>{const B=setTimeout(()=>{R(0)},1e3);postMessage$1({api:"getDeviceDelay"},D=>{var G,W;const F=((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),R(F)})})},getWiredStatus(){return new Promise(R=>{const B=setTimeout(()=>{R(!1)},1e3);postMessage$1({api:"isWiredHeadsetOn"},D=>{var G;const F=!!((G=D==null?void 0:D.content)!=null&&G.checkIsWired);F?this.delayData.step<=5&&(this.delayData.step=3):(this.delayData.step===2||this.delayData.step===3)&&(this.delayData.step=4),clearTimeout(B),R(F)})})},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(R){R==="start"?(this.delayData.step=5,postMessage$1({api:"startTune",content:{count:this.delayData.count+""}})):R==="stop"?postMessage$1({api:"endTune"}):R==="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 R,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=(R=state.audiosInstance)==null?void 0:R.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 R,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=(R=state.audiosInstance)==null?void 0:R.audios[this.playUrl])==null||B.removeEventListener("play",this.timeupdate),state.evaluatingTips=!1,state$2.evaluatings={}},render(){var B;const R=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,F,G,W,q,U,Y,Q;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:R.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),R.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:R.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:(F=this.res)==null?void 0:F.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:(U=this.res)==null?void 0:U.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,[(Q=this.res)==null?void 0:Q.score]),createTextVNode("\u5206 "),R.mome]):null,createVNode("div",{class:styles.tips},[R.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 R=useOriginSearch(),B=browser(),D=ref(!1);state$2.midiPlayIniting=!0,state$2.isLessonTrain=!!R.lessonTrainingId;const F=ref(!0),G=ref(!1),W=ref(""),q=ref("init"),U=ref(""),Y=ref({}),Q=ref({}),[K,Z]=useDetail(R.id);watch(K,async()=>{if(K.value==="success"&&Z.value.xmlFileUrl){Q.value=typeById[formatId(Z.value.code||"")]||{};const{showFingering:ce,frozenMode:fe,compulsionEvaluating:de}=useActivity(),[me,he,pe]=await useFingering(ce.value?Z.value.code:void 0);q.value=me.value,U.value=he.value,Y.value=pe.value,state$2.frozenMode=fe.value,state$2.baseSpeed=Z.value.playSpeed?Number(Z.value.playSpeed):state$2.baseSpeed,G.value=de.value;const be=await useXml(Z.value.xmlFileUrl,Z.value);if(be.value)W.value=be.value;else{F.value=!1,renderError.value=!0;return}}K.value==="error"&&(renderError.value=!0)}),onMounted(()=>{window.appName="colexiu",event$1.on("settingFingeringChange",te),postMessage$1({api:"setEventTracking",content:{type:"klx_xiaokuAI"}}),R.chenkuang&&(state$2.chenkuang=!0)}),onUnmounted(()=>{var ce,fe;event$1.off("settingFingeringChange",te),typeof((ce=state==null?void 0:state.audiosInstance)==null?void 0:ce.destroy)=="function"&&((fe=state.audiosInstance)==null||fe.destroy())});function J(ce,fe){let de=!0;return function(){if(!de)return!1;de=!1,setTimeout(()=>{ce(),de=!0},fe)}}const te=J(()=>{const{direction:ce}=Q.value;ce==="vertical"&&(Toast("\u52A0\u8F7D\u4E2D\uFF0C\u8BF7\u7A0D\u540E..."),setTimeout(()=>{MusicSheetRef.value.reRender(),state$2.isNeedRefreshSection=!0},16))},300);useSpecialShapedScreen(),useSuspendPlay();const ie=()=>{window.isLoading=!1,postMessage$1({api:"cloudLoading",content:{show:!1,type:"fullscreen"}})},se=async ce=>new Promise(fe=>{let de=[];request.get(`/musicSheetCategories/queryTree?page=1&rows=999&parentId=${ce}`).then(me=>{(me==null?void 0:me.code)==200?(de=me.data.map(he=>he.id),fe(de)):fe([])}).catch(me=>{fe([])})});ref();const re=async ce=>{var ve,xe,Ee,ge;ie(),console.time("\u83B7\u53D6\u6570\u636E"),state.osmd=ce,(store_legacy.get("speeds")||{})[R.id];const fe=ce.bpm||ce.Sheet.userStartTempoInBPM;state$2.activeSpeed=Z.value.playSpeed||fe||100,state$2.baseSpeed=Z.value.playSpeed||fe||100,state$2.code=((ve=Z.value)==null?void 0:ve.code)||"",state$2.activeDetail.originalSpeed=state$2.baseSpeed;const de=await se(26),{musicSheetCategoriesId:me}=state$2.activeDetail;state$2.skipTick=de.includes(me),console.log("\u{1F62F}\uFF5E",ce,state$2),state$2.renderType==="native"&&(state$2.times=getAllNodes(ce)),R.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 he=((xe=state$2.times[state$2.times.length-1||0])==null?void 0:xe.endtime)||0;state$2.isAppPlay&&useMidi(he,Z.value.midiUrl),state.durationNum||(state.durationNum=he);try{metronomeData.metro=new Metronome({speed:state$2.activeSpeed}),metronomeData.metro.init(state$2.times)}catch{}useCamera();const pe=state$2.times[state.activeIndex],be=pe!=null&&pe.measureSpeed?pe.measureSpeed:state$2.activeSpeed;changeSpeed(be),(((Ee=state$2.setting)==null?void 0:Ee.resets)||[]).includes("SPEED")&&state$2.activeDetail&&changeSpeed((ge=state$2.activeDetail)==null?void 0:ge.originalSpeed),setAudioInit();const Se=R.modelType;Se&&(modelType.value=Se),F.value=!1;try{restPromptMain(state$2.times)}catch{}Se&&Se=="evaluation"&&(state.evaluatingStatus=!0,nextTick(()=>{onChangeModelType(Se)})),nextTick(()=>{useFee(),postMessage$1({api:"cloudAccompanyMessage",content:{accompanyUrl:state.songs.background}}),R.chenkuang&&refreshView()}),evaluatCreateMusicPlayer()},ae=async()=>{F.value=!0},le=()=>{ie(),renderError.value=!0,F.value=!1};return watch(()=>state.evaluatingStatus,()=>{var ce;state$3.sett.fingering&&((ce=Q.value)==null?void 0:ce.direction)==="vertical"&&nextTick(()=>{MusicSheetRef.value.reRender()})}),()=>{F.value||K.value;const ce=renderError.value||K.value==="error",{width:fe,paddingRight:de,paddingLeft:me,direction:he}=Q.value,pe=q.value!=="init",be=fe||"0px",Se=de||"0px",ve=me||"0px",xe=he==="vertical",Ee=he==="vertical"?"20px":"0px",ge=q.value==="show"&&state$3.sett.fingering&&!state.evaluatingStatus,we=he==="vertical"&&ge,Le={...xe&&{margin:"auto",marginRight:0},width:Q.value&&we?`calc(100% - ${be} - ${Se} - ${ve} - ${Ee})`:""};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:()=>[!F.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&&Q.value.height?Q.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`:""}},[!!Z.value.musicSheetName&&createVNode("div",{style:{width:F.value?"":Le.width},class:styles$5.headTitle},[Z.value.musicSheetName]),state$2.partName?createVNode("div",{style:{width:F.value?"":Le.width},class:styles$5.partName},[state$2.partName]):null,createVNode(Skeleton,{class:styles$5.skeleton,rowWidth:"80%",title:!0,loading:K.value==="loading"},null),createVNode(Skeleton,{class:styles$5.skeleton,row:6,loading:F.value},null),W.value&&pe&&createVNode(Fragment,null,[createVNode(MusicSheet,{ref:MusicSheetRef,style:Le,score:W.value,isSoundEffect:!0,showPartNames:state$2.isCombineRender,EngravingRules:{DYMusicScoreType:state$3.sett.type,SystemComposerDistance:6},opotions:{drawTitle:!1,drawComposer:!0,drawLyricist:!1,drawMetronomeMarks:!0,drawMeasureNumbers:!0,autoResize:!1},onStartRender:ae,onRenderError:le,onRerender:re},null),ge&&state$2.initRendered&&createVNode(Fingering,{code:Z.value.code},null)]),modelType.value==="follow"&&createVNode(Follow,{ref:followRef},null),state$2.chenkuang&&createVNode("div",{style:{height:"100px"}},null)]),!F.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:()=>[!F.value&&modelType.value=="init"&&!state$2.isLessonTrain&&createVNode(ModelWraper,{onChangeModelType},null)]}),D.value&&!ce&&createVNode(Tips,null,null)]),!F.value&&createVNode(UnitTest,null,null),!R.lessonTrainingId&&!R.questionId&&Z.value.musicSheetType=="CONCERT"&&createVNode(ToggleMusicSheet,null,null)])}}});let startTime=Date.now(),timer=null;const initBehaviorId=""+Date.now();let expireTimeFlag=!1;const recordTotalTime=()=>{const R=useClientType();if(R=="web")return;const B=useOriginSearch(),D=getRequestHostname(),F=(Date.now()-startTime)/1e3;if(startTime=Date.now(),!(F<0))if(B.lessonTrainingId){const G=browser();if(expireTimeFlag){request.post("/musicPracticeRecord/save",{prefix:D,requestType:"json",data:{clientType:R==null?void 0:R.toLocaleUpperCase(),practiceSource:"LESSON_TRAINING",feature:"PRACTICE",deviceType:G.android?"ANDROID":G.isApp?"IOS":"WEB",behaviorId:initBehaviorId,playTime:F,musicSheetId:B.id}});return}request.post("/studentLessonTraining/lessonTrainingRecord",{prefix:D,requestType:"json",data:{materialType:"SONG",record:{clientType:R==null?void 0:R.toLocaleUpperCase(),practiceSource:"LESSON_TRAINING",feature:"PRACTICE",deviceType:G.android?"ANDROID":G.isApp?"IOS":"WEB",behaviorId:initBehaviorId,playTime:F,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:B.resourceType&&B.resourceType==="practice"?"UNIT_TEST_PRACTICE":B.unitId?"UNIT_TEST":"PRACTICE",playTime:F,deviceType:getPlatform(),behaviorId:initBehaviorId}})},sendBackRecordTotalTime=()=>{clearInterval(timer),recordTotalTime()},userInfo=reactive({id:"",membershipDays:0,purchaseMemberRecord:!1,vipMember:!1,phone:null}),renderError=ref(!1);var App=defineComponent({setup(){const R=async()=>{var D,F;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)||{}),(F=G.data)!=null&&F.clientType&&(storeData.platformType=G.data.clientType);const W=useOriginSearch();if(W.lessonTrainingId)try{const{data:q}=await request.post(`/studentLessonTraining/trainingRecord/${W.courseScheduleId}?userId=${userInfo.id}`);expireTimeFlag=q.expireTimeFlag||!1}catch(q){console.error(q)}}catch(G){console.log(G),renderError.value=!0,window.isLoading=!1,postMessage$1({api:"cloudLoading",content:{show:!1,type:"fullscreen"}})}};return onMounted(()=>{location.href.includes("isYjt")&&(window.document.title="\u4E50\u6559\u901A",document.addEventListener("contextmenu",function(B){B.preventDefault()})),postMessage$1({api:"keepScreenLongLight",content:{isOpenLight:!0}}),R(),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};