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r.v),this.eventHandlers.get(t).add(e)}notifyListeners(t,...e){let i=this.eventHandlers.get(t);i&&i.notify(...e)}hasListeners(t){return this.eventHandlers.has(t)}mount(e){if(this.instance)return;this.isSVG=(0,C.x)(e)&&!(0,m.h)(e),this.instance=e;let{layoutId:i,layout:r,visualElement:n}=this.options;if(n&&!n.current&&n.mount(e),this.root.nodes.add(this),this.parent&&this.parent.children.add(this),this.root.hasTreeAnimated&&(r||i)&&(this.isLayoutDirty=!0),t){let i,r=0,n=()=>this.root.updateBlockedByResize=!1;p.Gt.read(()=>{r=window.innerWidth}),t(e,()=>{let t=window.innerWidth;t!==r&&(r=t,this.root.updateBlockedByResize=!0,i&&i(),i=function(t,e){let i=h.k.now(),r=({timestamp:e})=>{let n=e-i;n>=250&&((0,p.WG)(r),t(n-250))};return p.Gt.setup(r,!0),()=>(0,p.WG)(r)}(n,250),te.w.hasAnimatedSinceResize&&(te.w.hasAnimatedSinceResize=!1,this.nodes.forEach(tg)))})}i&&this.root.registerSharedNode(i,this),!1!==this.options.animate&&n&&(i||r)&&this.addEventListener("didUpdate",({delta:t,hasLayoutChanged:e,hasRelativeLayoutChanged:i,layout:r})=>{if(this.isTreeAnimationBlocked()){this.target=void 0,this.relativeTarget=void 0;return}let s=this.options.transition||n.getDefaultTransition()||tb,{onLayoutAnimationStart:o,onLayoutAnimationComplete:a}=n.getProps(),u=!this.targetLayout||!Y(this.targetLayout,r),h=!e&&i;if(this.options.layoutRoot||this.resumeFrom||h||e&&(u||!this.currentAnimation)){this.resumeFrom&&(this.resumingFrom=this.resumeFrom,this.resumingFrom.resumingFrom=void 0);let e={...(0,l.r)(s,"layout"),onPlay:o,onComplete:a};(n.shouldReduceMotion||this.options.layoutRoot)&&(e.delay=0,e.type=!1),this.startAnimation(e),this.setAnimationOrigin(t,h)}else e||tg(this),this.isLead()&&this.options.onExitComplete&&this.options.onExitComplete();this.targetLayout=r})}unmount(){this.options.layoutId&&this.willUpdate(),this.root.nodes.remove(this);let t=this.getStack();t&&t.remove(this),this.parent&&this.parent.children.delete(this),this.instance=void 0,this.eventHandlers.clear(),(0,p.WG)(this.updateProjection)}blockUpdate(){this.updateManuallyBlocked=!0}unblockUpdate(){this.updateManuallyBlocked=!1}isUpdateBlocked(){return this.updateManuallyBlocked||this.updateBlockedByResize}isTreeAnimationBlocked(){return this.isAnimationBlocked||this.parent&&this.parent.isTreeAnimationBlocked()||!1}startUpdate(){!this.isUpdateBlocked()&&(this.isUpdating=!0,this.nodes&&this.nodes.forEac
1h(tx),this.animationId++)}getTransformTemplate(){let{visualElement:t}=this.options;return t&&t.getProps().transformTemplate}willUpdate(t=!0){if(this.root.hasTreeAnimated=!0,this.root.isUpdateBlocked()){this.options.onExitComplete&&this.options.onExitComplete();return}if(window.MotionCancelOptimisedAnimation&&!this.hasCheckedOptimisedAppear&&function t(e){if(e.hasCheckedOptimisedAppear=!0,e.root===e)return;let{visualElement:i}=e.options;if(!i)return;let r=(0,a.P)(i);if(window.MotionHasOptimisedAnimation(r,"transform")){let{layout:t,layoutId:i}=e.options;window.MotionCancelOptimisedAnimation(r,"transform",p.Gt,!(t||i))}let{parent:n}=e;n&&!n.hasCheckedOptimisedAppear&&t(n)}(this),this.root.isUpdating||this.root.startUpdate(),this.isLayoutDirty)return;this.isLayoutDirty=!0;for(let t=0;t<this.path.length;t++){let e=this.path[t];e.shouldResetTransform=!0,("string"==typeof e.latestValues.x||"string"==typeof e.latestValues.y)&&(e.isLayoutDirty=!0),e.updateScroll("snapshot"),e.options.layoutRoot&&e.willUpdate(!1)}let{layoutId:e,layout:i}=this.options;if(void 0===e&&!i)return;let r=this.getTransformTemplate();this.prevTransformTemplateValue=r?r(this.latestValues,""):void 0,this.updateSnapshot(),t&&this.notifyListeners("willUpdate")}update(){if(this.updateScheduled=!1,this.isUpdateBlocked()){let t=this.updateBlockedByResize;this.unblockUpdate(),this.updateBlockedByResize=!1,this.clearAllSnapshots(),t&&this.nodes.forEach(tf),this.nodes.forEach(tc);return}if(this.animationId<=this.animationCommitId)return void this.nodes.forEach(tp);this.animationCommitId=this.animationId,this.isUpdating?(this.isUpdating=!1,this.nodes.forEach(tC),this.nodes.forEach(tm),this.nodes.forEach(ta),this.nodes.forEach(tl)):this.nodes.forEach(tp),this.clearAllSnapshots();let t=h.k.now();p.uv.delta=(0,n.q)(0,1e3/60,t-p.uv.timestamp),p.uv.timestamp=t,p.uv.isProcessing=!0,p.PP.update.process(p.uv),p.PP.preRender.process(p.uv),p.PP.render.process(p.uv),p.uv.isProcessing=!1}didUpdate(){this.updateScheduled||(this.updateScheduled=!0,u.k.read(this.scheduleUpdate))}clearAllSnapshots(){this.nodes.forEach(td),this.sharedNodes.forEach(tw)}scheduleUpdateProjection(){this.projectionUpdateScheduled||(this.projectionUpdateScheduled=!0,p.Gt.preRender(this.updateProjection,!1,!0))}scheduleCheckAfterUnmount(){p.Gt.postRender(()=>{this.isLayoutDirty?this.root.didUpdate():this.root.checkUpdateFailed()})}updateSnapshot(){!this.snapshot&&this.instance&&(this.snapshot=this.measure(),!this.snapshot||(0,I.CQ)(this.snapshot.measuredBox.x)||(0,I.CQ)(this.snapshot.measuredBox.y)||(this.snapshot=void 0))}updateLayout(){if(!this.instance||(this.updateScroll(),!(this.options.alwaysMeasureLayout&&this.isLead())&&!this.isLayoutDirty))return;if(this.resumeFrom&&!this.resumeFrom.instance)for(let t=0;t<this.path.length;t++)this.path[t].updateScroll();let t=this.layout;this.layout=this.measure(!1),this.layoutVersion++,this.layoutCorrected||(this.layoutCorrected=(0,R.ge)()),this.isLayoutDirty=!1,this.projectionDelta=void 0,this.notifyListeners("measure",this.layout.layoutBox);let{visualElement:e}=this.options;e&&e.notify("LayoutMeasure",this.layout.layoutBox,t?t.layoutBox:void 0)}updateScroll(t="measure"){let e=!!(this.options.layoutScroll&&this.instance);if(this.scroll&&this.scroll.animationId===this.root.animationId&&this.scroll.phase===t&&(e=!1),e&&this.instance){let e=s(this.instance);this.scroll={animationId:this.root.animationId,phase:t,isRoot:e,offset:i(this.instance),wasRoot:this.scroll?this.scroll.isRoot:e}}}resetTransform(){if(!w)return;let t=this.isLayoutDirty||this.shouldResetTransform||this.options.alwaysMeasureLayout,e=this.projectionDelta&&!N(this.projectionDelta),i=this.getTransformTemplate(),r=i?i(this.latestValues,""):void 0,n=r!==this.prevTransformTemplateValue;t&&this.instance&&(e||(0,tt.HD)(this.latestValues)||n)&&(w(this.instance,r),this.shouldResetTransform=!1,this.scheduleRender())}measure(t=!0){var e;let i=this.measurePageBox(),r=this.removeElementScroll(i);return t&&(r=this.removeTransform(r)),tB((e=r).x),tB(e.y),{animationId:this.root.animationId,measuredBox:i,layoutBox:r,latestValues:{},source:this.id}}measurePageBox(){let{visualElement:t}=this.options;if(!t)return(0,R.ge)();let e=t.measureViewportBox();if(!(this.scroll?.wasRoot||this.path.some(tP))){let{scroll:t}=this.root;t&&((0,D.Ql)(e.x,t.offset.x),(0,D.Ql)(e.y,t.offset.y))}return e}removeElementScroll(t){let e=(0,R.ge)();if(S(e,t),this.scroll?.wasRoot)return e;for(let i=0;i<this.path.length;i++){let r=this.path[i],{scroll:n,options:s}=r;r!==this.root&&n&&s.layoutScroll&&(n.wasRoot&&S(e,t),(0,D.Ql)(e.x,n.offset.x),(0,D.Ql)(e.y,n.offset.y))}return e}applyTransform(t,e=!1,i){let r=i||(0,R.ge)();S(r,t);for(let t=0;t<this.path.length;t++){let i=this.path[t];!e&&i.options.layoutScroll&&i.scroll&&i!==i.root&&((0,D.Ql)(r.x,-i.scroll.offset.x),(0,D.Ql)(r.y,-i.scroll.offset.y)),(0,tt.HD)(i.latestValues)&&(0,D.Ww)(r,i.latestValues,i.layout?.layoutBox)}return(0,tt.HD)(this.latestValues)&&(0,D.Ww)(r,this.latestValues,this.layout?.layoutBox),r}removeTransform(t){let e=(0,R.ge)();S(e,t);for(let t=0;t<this.path.length;t++){let i,r=this.path[t];(0,tt.HD)(r.latestValues)&&(r.instance&&((0,tt.vk)(r.latestValues)&&r.updateSnapshot(),S(i=(0,R.ge)(),r.measurePageBox())),Z(e,r.latestValues,r.snapshot?.layoutBox,i))}return(0,tt.HD)(this.latestValues)&&Z(e,this.latestValues),e}setTargetDelta(t){this.targetDelta=t,this.root.scheduleUpdateProjection(),this.isProjectionDirty=!0}setOptions(t){this.options={...this.options,...t,crossfade:void 0===t.crossfade||t.crossfade}}clearMeasurements(){this.scroll=void 0,this.layout=void 0,this.snapshot=void 0,this.prevTransformTemplateValue=void 0,this.targetDelta=void 0,this.target=void 0,this.isLayoutDirty=!1}forceRelativeParentToResolveTarget(){this.relativeParent&&this.relativeParent.resolvedRelativeTargetAt!==p.uv.timestamp&&this.relativeParent.resolveTargetDelta(!0)}resolveTargetDelta(t=!1){let e=this.getLead();this.isProjectionDirty||(this.isProjectionDirty=e.isProjectionDirty),this.isTransformDirty||(this.isTransformDirty=e.isTransformDirty),this.isSharedProjectionDirty||(this.isSharedProjectionDirty=e.isSharedProjectionDirty);let i=!!this.resumingFrom||this!==e;if(!(t||i&&this.isSharedProjectionDirty||this.isProjectionDirty||this.parent?.isProjectionDirty||this.attemptToResolveRelativeTarget||this.root.updateBlockedByResize))return;let{layout:r,layoutId:n}=this.options;if(!this.layout||!(r||n))return;this.resolvedRelativeTargetAt=p.uv.timestamp;let s=this.getClosestProjectingParent();s&&this.linkedParentVersion!==s.layoutVersion&&!s.options.layoutRoot&&this.removeRelativeTarget(),this.targetDelta||this.relativeTarget||(!1!==this.options.layoutAnchor&&s&&s.layout?this.createRelativeTarget(s,this.layout.layoutBox,s.layout.layoutBox):this.removeRelativeTarget()),(this.relativeTarget||this.targetDelta)&&(this.target||(this.target=(0,R.ge)(),this.targetWithTransforms=(0,R.ge)()),this.relativeTarget&&this.relativeTargetOrigin&&this.relativeParent&&this.relativeParent.target?(this.forceRelativeParentToResolveTarget(),(0,I.N)(this.target,this.relativeTarget,this.relativeParent.target,this.options.layoutAnchor||void 0)):this.targetDelta?(this.resumingFrom?this.applyTransform(this.layout.layoutBox,!1,this.target):S(this.target,this.layout.layoutBox),(0,D.o4)(this.target,this.targetDelta)):S(this.target,this.layout.layoutBox),this.attemptToResolveRelativeTarget&&(this.attemptToResolveRelativeTarget=!1,!1!==this.options.layoutAnchor&&s&&!!s.resumingFrom==!!this.resumingFrom&&!s.options.layoutScroll&&s.target&&1!==this.animationProgress?this.createRelativeTarget(s,this.target,s.target):this.relativeParent=this.relativeTarget=void 0),f.Q.value&&ti.calculatedTargetDeltas++)}getClosestProjectingParent(){if(!(!this.parent||(0,tt.vk)(this.parent.latestValues)||(0,tt.vF)(this.parent.latestValues)))if(this.parent.isProjecting())return this.parent;else return this.parent.getClosestProjectingParent()}isProjecting(){return!!((this.relativeTarget||this.targetDelta||this.options.layoutRoot)&&this.layout)}createRelativeTarget(t,e,i){this.relativeParent=t,this.linkedParentVersion=t.layoutVersion,this.forceRelativeParentToResolveTarget(),this.relativeTarget=(0,R.ge)(),this.relativeTargetOrigin=(0,R.ge)(),(0,I.jA)(this.relativeTargetOrigin,e,i,this.options.layoutAnchor||void 0),S(this.relativeTarget,this.relativeTargetOrigin)}removeRelativeTarget(){this.relativeParent=this.relativeTarget=void 0}calcProjection(){let t=this.getLead(),e=!!this.resumingFrom||this!==t,i=!0;
1if((this.isProjectionDirty||this.parent?.isProjectionDirty)&&(i=!1),e&&(this.isSharedProjectionDirty||this.isTransformDirty)&&(i=!1),this.resolvedRelativeTargetAt===p.uv.timestamp&&(i=!1),i)return;let{layout:r,layoutId:n}=this.options;if(this.isTreeAnimating=!!(this.parent&&this.parent.isTreeAnimating||this.currentAnimation||this.pendingAnimation),this.isTreeAnimating||(this.targetDelta=this.relativeTarget=void 0),!this.layout||!(r||n))return;S(this.layoutCorrected,this.layout.layoutBox);let s=this.treeScale.x,o=this.treeScale.y;(0,D.OU)(this.layoutCorrected,this.treeScale,this.path,e),t.layout&&!t.target&&(1!==this.treeScale.x||1!==this.treeScale.y)&&(t.target=t.layout.layoutBox,t.targetWithTransforms=(0,R.ge)());let{target:a}=t;if(!a){this.prevProjectionDelta&&(this.createProjectionDeltas(),this.scheduleRender());return}this.projectionDelta&&this.prevProjectionDelta?(H(this.prevProjectionDelta.x,this.projectionDelta.x),H(this.prevProjectionDelta.y,this.projectionDelta.y)):this.createProjectionDeltas(),(0,I.vb)(this.projectionDelta,this.layoutCorrected,a,this.latestValues),this.treeScale.x===s&&this.treeScale.y===o&&W(this.projectionDelta.x,this.prevProjectionDelta.x)&&W(this.projectionDelta.y,this.prevProjectionDelta.y)||(this.hasProjected=!0,this.scheduleRender(),this.notifyListeners("projectionUpdate",a)),f.Q.value&&ti.calculatedProjections++}hide(){this.isVisible=!1}show(){this.isVisible=!0}scheduleRender(t=!0){if(this.options.visualElement?.scheduleRender(),t){let t=this.getStack();t&&t.scheduleRender()}this.resumingFrom&&!this.resumingFrom.instance&&(this.resumingFrom=void 0)}createProjectionDeltas(){this.prevProjectionDelta=(0,R.xU)(),this.projectionDelta=(0,R.xU)(),this.projectionDeltaWithTransform=(0,R.xU)()}setAnimationOrigin(t,e=!1){let i,r=this.snapshot,n=r?r.latestValues:{},s={...this.latestValues},o=(0,R.xU)();this.relativeParent&&this.relativeParent.options.layoutRoot||(this.relativeTarget=this.relativeTargetOrigin=void 0),this.attemptToResolveRelativeTarget=!e;let a=(0,R.ge)(),l=(r?r.source:void 0)!==(this.layout?this.layout.source:void 0),u=this.getStack(),h=!u||u.members.length<=1,d=!!(l&&!h&&!0===this.options.crossfade&&!this.path.some(tM));this.animationProgress=0,this.mixTargetDelta=e=>{let r=e/1e3;if(tA(o.x,t.x,r),tA(o.y,t.y,r),this.setTargetDelta(o),this.relativeTarget&&this.relativeTargetOrigin&&this.layout&&this.relativeParent&&this.relativeParent.layout){var u,c,f,p,C,m;(0,I.jA)(a,this.layout.layoutBox,this.relativeParent.layout.layoutBox,this.options.layoutAnchor||void 0),f=this.relativeTarget,p=this.relativeTargetOrigin,C=a,m=r,tL(f.x,p.x,C.x,m),tL(f.y,p.y,C.y,m),i&&(u=this.relativeTarget,c=i,U(u.x,c.x)&&U(u.y,c.y))&&(this.isProjectionDirty=!1),i||(i=(0,R.ge)()),S(i,this.relativeTarget)}l&&(this.animationValues=s,function(t,e,i,r,n,s){n?(t.opacity=(0,g.k)(0,i.opacity??1,B(r)),t.opacityExit=(0,g.k)(e.opacity??1,0,E(r))):s&&(t.opacity=(0,g.k)(e.opacity??1,i.opacity??1,r));for(let n=0;n<M;n++){let s=L[n],o=V(e,s),a=V(i,s);(void 0!==o||void 0!==a)&&(o||(o=0),a||(a=0),0===o||0===a||j(o)===j(a)?(t[s]=Math.max((0,g.k)(b(o),b(a),r),0),(x.KN.test(a)||x.KN.test(o))&&(t[s]+="%")):t[s]=a)}(e.rotate||i.rotate)&&(t.rotate=(0,g.k)(e.rotate||0,i.rotate||0,r))}(s,n,this.latestValues,r,d,h)),this.root.scheduleUpdateProjection(),this.scheduleRender(),this.animationProgress=r},this.mixTargetDelta(1e3*!!this.options.layoutRoot)}startAnimation(t){this.notifyListeners("animationStart"),this.currentAnimation?.stop(),this.resumingFrom?.currentAnimation?.stop(),this.pendingAnimation&&((0,p.WG)(this.pendingAnimation),this.pendingAnimation=void 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