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c=s.pendingProps,h=!1,v=(s.flags&128)!==0,D;if((D=v)||(D=t!==null&&t.memoizedState===null?!1:(lt.current&2)!==0),D&&(h=!0,s.flags&=-129),D=(s.flags&32)!==0,s.flags&=-33,t===null){if(qe){if(h?Or(s):Br(),(t=tt)?(t=Hd(t,Jt),t=t!==null&&t.data!=="&"?t:null,t!==null&&(s.memoizedState={dehydrated:t,treeContext:Ir!==null?{id:ir,overflow:nr}:null,retryLane:536870912,hydrationErrors:null},n=mc(t),n.return=s,s.child=n,yt=s,tt=null)):t=null,t===null)throw Dr(s);return cl(t)?s.lanes=32:s.lanes=536870912,null}var V=c.children;return c=c.fallback,h?(Br(),h=s.mode,V=Di({mode:"hidden",children:V},h),c=as(c,h,n,null),V.return=s,c.return=s,V.sibling=c,s.child=V,c=s.child,c.memoizedState=Co(n),c.childLanes=Ao(t,D,n),s.memoizedState=So,Pa(null,c)):(Or(s),To(s,V))}var K=t.memoizedState;if(K!==null&&(V=K.dehydrated,V!==null)){if(v)s.flags&256?(Or(s),s.flags&=-257,s=Po(t,s,n)):s.memoizedState!==null?(Br(),s.child=t.child,s.flags|=128,s=null):(Br(),V=c.fallback,h=s.mode,c=Di({mode:"visible",children:c.children},h),V=as(V,h,n,null),V.flags|=2,c.return=s,V.return=s,c.sibling=V,s.child=c,ds(s,t.child,null,n),c=s.child,c.memoizedState=Co(n),c.childLanes=Ao(t,D,n),s.memoizedState=So,s=Pa(null,c));else if(Or(s),cl(V)){if(D=V.nextSibling&&V.nextSibling.dataset,D)var re=D.dgst;D=re,c=Error(i(419)),c.stack="",c.digest=D,ga({value:c,source:null,stack:null}),s=Po(t,s,n)}else if(mt||Ms(t,s,n,!1),D=(n&t.childLanes)!==0,mt||D){if(D=Je,D!==null&&(c=tr(D,n),c!==0&&c!==K.retryLane))throw K.retryLane=c,ss(t,c),Ot(D,t,c),jo;ll(V)||Hi(),s=Po(t,s,n)}else ll(V)?(s.flags|=192,s.child=t.child,s=null):(t=K.treeContext,tt=$t(V.nextSibling),yt=s,qe=!0,kr=null,Jt=!1,t!==null&&fc(s,t),s=To(s,c.children),s.flags|=4096);return s}return 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c=t.alternate;c!==null&&(c.lanes|=s),Gn(t.return,s,n)}function Io(t,s,n,c,h,v){var D=t.memoizedState;D===null?t.memoizedState={isBackwards:s,rendering:null,renderingStartTime:0,last:c,tail:n,tailMode:h,treeForkCount:v}:(D.isBackwards=s,D.rendering=null,D.renderingStartTime=0,D.last=c,D.tail=n,D.tailMode=h,D.treeForkCount=v)}function Mu(t,s,n){var c=s.pendingProps,h=c.revealOrder,v=c.tail;c=c.children;var D=lt.current,V=(D&2)!==0;if(V?(D=D&1|2,s.flags|=128):D&=1,q(lt,D),bt(t,s,c,n),c=qe?xa:0,!V&&t!==null&&(t.flags&128)!==0)e:for(t=s.child;t!==null;){if(t.tag===13)t.memoizedState!==null&&Nu(t,n,s);else if(t.tag===19)Nu(t,n,s);else if(t.child!==null){t.child.return=t,t=t.child;continue}if(t===s)break e;for(;t.sibling===null;){if(t.return===null||t.return===s)break 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ve(),t===null&&el(s.stateNode.containerInfo),rt(s),null;case 10:return fr(s.type),rt(s),null;case 19:if(F(lt),c=s.memoizedState,c===null)return rt(s),null;if(h=(s.flags&128)!==0,v=c.rendering,v===null)if(h)Ia(c,!1);else{if(nt!==0||t!==null&&(t.flags&128)!==0)for(t=s.child;t!==null;){if(v=Ei(t),v!==null){for(s.flags|=128,Ia(c,!1),t=v.updateQueue,s.updateQueue=t,Li(s,t),s.subtreeFlags=0,t=n,n=s.child;n!==null;)dc(n,t),n=n.sibling;return q(lt,lt.current&1|2),qe&&pr(s,c.treeForkCount),s.child}t=t.sibling}c.tail!==null&&Re()>Bi&&(s.flags|=128,h=!0,Ia(c,!1),s.lanes=4194304)}else{if(!h)if(t=Ei(v),t!==null){if(s.flags|=128,h=!0,t=t.updateQueue,s.updateQueue=t,Li(s,t),Ia(c,!0),c.tail===null&&c.tailMode==="hidden"&&!v.alternate&&!qe)return rt(s),null}else 2*Re()-c.renderingStartTime>Bi&&n!==536870912&&(s.flags|=128,h=!0,Ia(c,!1),s.lanes=4194304);c.isBackwards?(v.sibling=s.child,s.child=v):(t=c.last,t!==null?t.sibling=v:s.child=v,c.last=v)}return 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The current pathname base is "${m}" but pathname "${A.pathname}" was given in the \`location\` prop.`),R=A}else R=f;let x=R.pathname||"/",S=x;if(m!=="/"){let A=m.replace(/^\//,"").split("/");S="/"+x.replace(/^\//,"").split("/").slice(A.length).join("/")}let E=matchRoutes(e,{pathname:S});warning(p||E!=null,`No routes matched location "${R.pathname}${R.search}${R.hash}" `),warning(E==null||E[E.length-1].route.element!==void 0||E[E.length-1].route.Component!==void 0||E[E.length-1].route.lazy!==void 0,`Matched leaf route at location "${R.pathname}${R.search}${R.hash}" does not have an element or Component. 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11function RenderedRoute({routeContext:e,match:r,children:a}){let i=reactExports.useContext(DataRouterContext);return i&&i.static&&i.staticContext&&(r.route.errorElement||r.route.ErrorBoundary)&&(i.staticContext._deepestRenderedBoundaryId=r.route.id),reactExports.createElement(RouteContext.Provider,{value:e},a)}function _renderMatches(e,r=[],a){let i=a?.state;if(e==null){if(!i)return null;if(i.errors)e=i.matches;else if(r.length===0&&!i.initialized&&i.matches.length>0)e=i.matches;else return null}let o=e,l=i?.errors;if(l!=null){let f=o.findIndex(R=>R.route.id&&l?.[R.route.id]!==void 0);invariant$1(f>=0,`Could not find a matching route for errors on route IDs: ${Object.keys(l).join(",")}`),o=o.slice(0,Math.min(o.length,f+1))}let u=!1,d=-1;if(a&&i){u=i.renderFallback;for(let f=0;f<o.length;f++){let R=o[f];if((R.route.HydrateFallback||R.route.hydrateFallbackElement)&&(d=f),R.route.id){let{loaderData:x,errors:S}=i,E=R.route.loader&&!x.hasOwnProperty(R.route.id)&&(!S||S[R.route.id]===void 0);if(R.route.lazy||E){a.isStatic&&(u=!0),d>=0?o=o.slice(0,d+1):o=[o[0]];break}}}}let m=a?.onError,p=i&&m?(f,R)=>{m(f,{location:i.location,params:i.matches?.[0]?.params??{},unstable_pattern:getRoutePattern(i.matches),errorInfo:R})}:void 0;return o.reduceRight((f,R,x)=>{let S,E=!1,j=null,A=null;i&&(S=l&&R.route.id?l[R.route.id]:void 0,j=R.route.errorElement||defaultErrorElement,u&&(d<0&&x===0?(warningOnce("route-fallback",!1,"No `HydrateFallback` element provided to render during initial hydration"),E=!0,A=null):d===x&&(E=!0,A=R.route.hydrateFallbackElement||null)));let b=r.concat(o.slice(0,x+1)),y=()=>{let g;return S?g=j:E?g=A:R.route.Component?g=reactExports.createElement(R.route.Component,null):R.route.element?g=R.route.element:g=f,reactExports.createElement(RenderedRoute,{match:R,routeContext:{outlet:f,matches:b,isDataRoute:i!=null},children:g})};return i&&(R.route.ErrorBoundary||R.route.errorElement||x===0)?reactExports.createElement(RenderErrorBoundary,{location:i.location,revalidation:i.revalidation,component:j,error:S,children:y(),routeC
11ontext:{outlet:null,matches:b,isDataRoute:!0},onError:p}):y()},null)}function getDataRouterConsoleError(e){return`${e} must be used within a data router. See https://reactrouter.com/en/main/routers/picking-a-router.`}function useDataRouterContext(e){let r=reactExports.useContext(DataRouterContext);return invariant$1(r,getDataRouterConsoleError(e)),r}function useDataRouterState(e){let r=reactExports.useContext(DataRouterStateContext);return invariant$1(r,getDataRouterConsoleError(e)),r}function useRouteContext(e){let r=reactExports.useContext(RouteContext);return invariant$1(r,getDataRouterConsoleError(e)),r}function useCurrentRouteId(e){let r=useRouteContext(e),a=r.matches[r.matches.length-1];return invariant$1(a.route.id,`${e} can only be used on routes that contain a unique "id"`),a.route.id}function useRouteId(){return useCurrentRouteId("useRouteId")}function useRouteError(){let e=reactExports.useContext(RouteErrorContext),r=useDataRouterState("useRouteError"),a=useCurrentRouteId("useRouteError");return e!==void 0?e:r.errors?.[a]}function useNavigateStable(){let{router:e}=useDataRouterContext("useNavigate"),r=useCurrentRouteId("useNavigate"),a=reactExports.useRef(!1);return useIsomorphicLayoutEffect(()=>{a.current=!0}),reactExports.useCallback(async(o,l={})=>{warning(a.current,navigateEffectWarning),a.current&&(typeof o=="number"?await e.navigate(o):await e.navigate(o,{fromRouteId:r,...l}))},[e,r])}var alreadyWarned={};function warningOnce(e,r,a){!r&&!alreadyWarned[e]&&(alreadyWarned[e]=!0,warning(!1,a))}reactExports.memo(DataRoutes);function DataRoutes({routes:e,future:r,state:a,isStatic:i,onError:o}){return useRoutesImpl(e,void 0,{state:a,isStatic:i,onError:o})}function Route(e){invariant$1(!1,"A <Route> is only ever to be used as the child of <Routes> element, never rendered directly. Please wrap your <Route> in a <Routes>.")}function Router({basename:e="/",children:r=null,location:a,navigationType:i="POP",navigator:o,static:l=!1,unstable_useTransitions:u}){invariant$1(!useInRouterContext(),"You cannot render a <Router> inside another <Router>. You should never have more than one in your app.");let d=e.replace(/^\/*/,"/"),m=reactExports.useMemo(()=>({basename:d,navigator:o,static:l,unstable_useTransitions:u,future:{}}),[d,o,l,u]);typeof a=="string"&&(a=parsePath(a));let{pathname:p="/",search:f="",hash:R="",state:x=null,key:S="default",unstable_mask:E}=a,j=reactExports.useMemo(()=>{let A=stripBasename(p,d);return A==null?null:{location:{pathname:A,search:f,hash:R,state:x,key:S,unstable_mask:E},navigationType:i}},[d,p,f,R,x,S,i,E]);return warning(j!=null,`<Router basename="${d}"> is not able to match the URL "${p}${f}${R}" because it does not start with the basename, so the <Router> won't render anything.`),j==null?null:reactExports.createElement(NavigationContext.Provider,{value:m},reactExports.createElement(LocationContext.Provider,{children:r,value:j}))}function Routes({children:e,location:r}){return useRoutes(createRoutesFromChildren(e),r)}function createRoutesFromChildren(e,r=[]){let a=[];return reactExports.Children.forEach(e,(i,o)=>{if(!reactExports.isValidElement(i))return;let l=[...r,o];if(i.type===reactExports.Fragment){a.push.apply(a,createRoutesFromChildren(i.props.children,l));return}invariant$1(i.type===Route,`[${typeof i.type=="string"?i.type:i.type.name}] is not a <Route> component. All component children of <Routes> must be a <Route> or <React.Fragment>`),invariant$1(!i.props.index||!i.props.children,"An index route cannot have child routes.");let u={id:i.props.id||l.join("-"),caseSensitive:i.props.caseSensitive,element:i.props.element,Component:i.props.Component,index:i.props.index,path:i.props.path,middleware:i.props.middleware,loader:i.props.loader,action:i.props.action,hydrateFallbackElement:i.props.hydrateFallbackElement,HydrateFallback:i.props.HydrateFallback,errorElement:i.props.errorElement,ErrorBoundary:i.props.ErrorBoundary,hasErrorBoundary:i.props.hasErrorBoundary===!0||i.props.ErrorBoundary!=null||i.props.errorElement!=null,shouldRevalidate:i.props.shouldRevalidate,handle:i.props.handle,lazy:i.props.lazy};i.props.children&&(u.children=createRoutesFromChildren(i.props.children,l)),a.push(u)}),a}var defaultMethod="get",defaultEncType="application/x-www-form-urlencoded";function isHtmlElement(e){return typeof HTMLElement<"u"&&e instanceof HTMLElement}function isButtonElement(e){return isHtmlElement(e)&&e.tagName.toLowerCase()==="button"}function isFormElement(e){return isHtmlElement(e)&&e.tagName.toLowerCase()==="form"}function isInputElement(e){return isHtmlElement(e)&&e.tagName.toLowerCase()==="input"}function isModifiedEvent(e){return!!(e.metaKey||e.altKey||e.ctrlKey||e.shiftKey)}function shouldProcessLinkClick(e,r){return e.button===0&&(!r||r==="_self")&&!isModifiedEvent(e)}function createSearchParams(e=""){return new URLSearchParams(typeof e=="string"||Array.isArray(e)||e instanceof URLSearchParams?e:Object.keys(e).reduce((r,a)=>{let i=e[a];return r.concat(Array.isArray(i)?i.map(o=>[a,o]):[[a,i]])},[]))}function getSearchParamsForLocation(e,r){let a=createSearchParams(e);return r&&r.forEach((i,o)=>
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new Error('Cannot submit a <button> or <input type="submit"> without a <form>');let m=e.getAttribute("formaction")||d.getAttribute("action");if(i=m?stripBasename(m,r):null,a=e.getAttribute("formmethod")||d.getAttribute("method")||defaultMethod,o=getFormEncType(e.getAttribute("formenctype"))||getFormEncType(d.getAttribute("enctype"))||defaultEncType,l=new FormData(d,e),!isFormDataSubmitterSupported()){let{name:p,type:f,value:R}=e;if(f==="image"){let x=p?`${p}.`:"";l.append(`${x}x`,"0"),l.append(`${x}y`,"0")}else p&&l.append(p,R)}}else{if(isHtmlElement(e))throw new Error('Cannot submit element that is not <form>, <button>, or <input type="submit|image">');a=defaultMethod,i=null,o=defaultEncType,u=e}return l&&o==="text/plain"&&(u=l,l=void 0),{action:i,method:a.toLowerCase(),encType:o,formData:l,body:u}}Object.getOwnPropertyNames(Object.prototype).sort().join("\0");function invariant2(e,r){if(e===!1||e===null||typeof e>"u")throw new Error(r)}function singleFetchUrl(e,r,a,i){let o=typeof e=="string"?new URL(e,typeof window>"u"?"server://singlefetch/":window.location.origin):e;return a?o.pathname.endsWith("/")?o.pathname=`${o.pathname}_.${i}`:o.pathname=`${o.pathname}.${i}`:o.pathname==="/"?o.pathname=`_root.${i}`:r&&stripBasename(o.pathname,r)==="/"?o.pathname=`${r.replace(/\/$/,"")}/_root.${i}`:o.pathname=`${o.pathname.replace(/\/$/,"")}.${i}`,o}async function loadRouteModule(e,r){if(e.id in r)return r[e.id];try{let a=await import(e.module);return r[e.id]=a,a}catch(a){return console.error(`Error loading route module \`${e.module}\`, reloading page...`),console.error(a),window.__reactRouterContext&&window.__reactRouterContext.isSpaMode,window.location.reload(),new Promise(()=>{})}}function isHtmlLinkDescriptor(e){return e==null?!1:e.href==null?e.rel==="preload"&&typeof e.imageSrcSet=="string"&&typeof e.imageSizes=="string":typeof e.rel=="string"&&typeof e.href=="string"}async function getKeyedPrefetchLinks(e,r,a){let i=await Promise.all(e.map(async o=>{let l=r.routes[o.route.id];if(l){let u=await loadRouteModule(l,a);return u.links?u.links():[]}return[]}));return dedupeLinkDescriptors(i.flat(1).filter(isHtmlLinkDescriptor).filter(o=>o.rel==="stylesheet"||o.rel==="preload").map(o=>o.rel==="stylesheet"?{...o,rel:"prefetch",as:"style"}:{...o,rel:"prefetch"}))}function getNewMatchesForLinks(e,r,a,i,o,l){let u=(m,p)=>a[p]?m.route.id!==a[p].route.id:!0,d=(m,p)=>a[p].pathname!==m.pathname||a[p].route.path?.endsWith("*")&&a[p].params["*"]!==m.params["*"];return l==="assets"?r.filter((m,p)=>u(m,p)||d(m,p)):l==="data"?r.filter((m,p)=>{let f=i.routes[m.route.id];if(!f||!f.hasLoader)return!1;if(u(m,p)||d(m,p))return!0;if(m.route.shouldRevalidate){let R=m.route.shouldRevalidate({currentUrl:new URL(o.pathname+o.search+o.hash,window.origin),currentParams:a[0]?.params||{},nextUrl:new URL(e,window.origin),nextParams:m.params,defaultShouldRevalidate:!0});if(typeof R=="boolean")return R}return!0}):[]}function getModuleLinkHrefs(e,r,{includeHydrateFallback:a}={}){return dedupeHrefs(e.map(i=>{let o=r.routes[i.route.id];if(!o)return[];let l=[o.module];return o.clientActionModule&&(l=l.concat(o.clientActionModule)),o.clientLoaderModule&&(l=l.concat(o.clientLoaderModule)),a&&o.hydrateFallbackModule&&(l=l.concat(o.hydrateFallbackModule)),o.imports&&(l=l.concat(o.imports)),l}).flat(1))}function dedupeHrefs(e){return[...new Set(e)]}function sortKeys(e){let r={},a=Object.keys(e).sort();for(let i of a)r[i]=e[i];return r}function dedupeLinkDescriptors(e,r){let a=new Set;return new Set(r),e.reduce((i,o)=>{let l=JSON.stringify(sortKeys(o));return a.has(l)||(a.add(l),i.push({key:l,link:o})),i},[])}function useDataRouterContext2(){let e=reactExports.useContext(DataRouterContext);return invariant2(e,"You must render this element inside a <DataRouterContext.Provider> element"),e}function useDataRouterStateContext(){let e=reactExports.useContext(DataRouterStateContext);return invariant2(e,"You must render 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That is our privacy policy in a nutshell. This Privacy Policy describes Our policies and procedures on the collection, use and disclosure of Your information when You use the Application and tells You about Your privacy rights and how the law protects You. By using the Application, You agree to the collection and use of information in accordance with this Privacy Policy."]})]}),jsxRuntimeExports.jsxs("section",{children:[jsxRuntimeExports.jsx("h2",{className:"text-2xl font-bold text-gray-900 mt-12",children:"Interpretation and Definitions"}),jsxRuntimeExports.jsx("p",{className:"text-gray-600 leading-relaxed mt-2 whitespace-pre-line",children:`The words of which the initial letter is capitalized have meanings defined under the following conditions. The following definitions shall have the same meaning regardless of whether they appear in singular or in plural. 12 13Account means a unique account created for You to access our Service or parts of our Service. 14 15Affiliate means an entity that controls, is controlled by or is under common control with a party, where "control" means ownership of 50% or more of the shares, equity interest or other securities entitled to vote for election of directors or other managing authority. 16 17Application means the software program provided by AppWorld, downloaded by You on any electronic device, named K53 Learners and License. 18 19Business, for the purpose of the CCPA (California Consumer Privacy Act), refers to the Company as the legal entity that collects Consumers' personal information and determines the purposes and means of the processing of Consumers' personal information, or on behalf of which such information is collected and that alone, or jointly with others, determines the purposes and means of the processing of consumers' personal information, that does business in the State of California. 20 21Company (referred to as either "the Company", "We", "Us" or "Our" in this Agreement) refers to AppWorld. For the purpose of the GDPR, the Company is the Data Controller. 22 23Consumer, for the purpose of the CCPA (California Consumer Privacy Act), means a natural person who is a California resident. A resident, as defined in the law, includes (1) every individual who is in the USA for other than a temporary or transitory purpose, and (2) every individual who is domiciled in the USA who is outside the USA for a temporary or transitory purpose. 24 25Cookies are small files that are placed on Your computer, mobile device or any other device by a website, containing the details of Your browsing history on that website among its many uses. 26 27Country refers to: Switzerland. 28 29Data Controller, for the purposes of the GDPR (General Data Protection Regulation), refers to the Company as the legal person which alone or jointly with others determines the purposes and means of the processing of Personal Data. 30 31Device means any device that can access the Service such as a computer, a cellphone or a digital tablet. 32 33Do Not Track (DNT) is a concept that has been promoted by US regulatory authorities, in particular the U.S. Federal Trade Commission (FTC), for the Internet industry to develop and implement a mechanism for allowing internet users to control the tracking of their online activities across websites. 34 35Personal Data is any information that relates to an identified or identifiable individual. For the purposes for GDPR, Personal Data means any information relating to You such as a name, an identification number, location data, online identifier or to one or more factors specific to the physical, physiological, genetic, mental, economic, cultural or social identity. For the purposes of the CCPA, Personal Data means any information that identifies, relates to, describes or is capable of being associated with, or could reasonably be linked, directly or indirectly, with You. 36 37Sale, for the purpose of the CCPA (California Consumer Privacy Act), means
37selling, renting, releasing, disclosing, disseminating, making available, transferring, or otherwise communicating orally, in writing, or by electronic or other means, a Consumer's Personal information to another business or a third party for monetary or other valuable consideration. 38 39Service refers to the Application or the Website or both. 40 41Service Provider means any natural or legal person who processes the data on behalf of the Company. It refers to third-party companies or individuals employed by the Company to facilitate the Service, to provide the Service on behalf of the Company, to perform services related to the Service or to assist the Company in analyzing how the Service is used. For the purpose of the GDPR, Service Providers are considered Data Processors. 42 43Third-party Social Media Service refers to any website or any social network website through which a User can log in or create an account to use the Service. 44 45Usage Data refers to data collected automatically, either generated by the use of the Service or from the Service infrastructure itself (for example, the duration of a page visit). 46 47Website refers to the AppWorld website, accessible from https://learnersandlicense.com or http://35.185.196.218 48 49You means the individual accessing or using the Service, or the company, or other legal entity on behalf of which such individual is accessing or using the Service, as applicable. Under GDPR (General Data Protection Regulation), You can be referred to as the Data Subject or as the User as you are the individual using the Service.`})]}),jsxRuntimeExports.jsxs("section",{children:[jsxRuntimeExports.jsx("h2",{className:"text-2xl font-bold text-gray-900 mt-12",children:"Types of Data Collected"}),jsxRuntimeExports.jsxs("p",{className:"text-gray-600 leading-relaxed mt-2",children:["While using the Application, ",jsxRuntimeExports.jsx("strong",{children:"we do not collect personally identifiable information"}),"."," ",jsxRuntimeExports.jsx("strong",{children:"We do not access nor collect any information from the keyboard itself. Everything you type remains fully on your device."})]})]}),jsxRuntimeExports.jsxs("section",{children:[jsxRuntimeExports.jsx("h2",{className:"text-2xl font-bold text-gray-900 mt-12",children:"Legal Basis for Processing Personal Data under GDPR"}),jsxRuntimeExports.jsx("p",{className:"text-gray-600 leading-relaxed mt-2",children:"We do not process Personal Data."})]}),jsxRuntimeExports.jsxs("section",{children:[jsxRuntimeExports.jsx("h2",{className:"text-2xl font-bold text-gray-900 mt-12",children:"Your Rights under the GDPR"}),jsxRuntimeExports.jsx("p",{className:"text-gray-600 leading-relaxed mt-2",children:"The Company undertakes to respect the confidentiality of Your Personal Data and to guarantee You can exercise Your rights. You have the right under this Privacy Policy, and by law if You are within the EU, to:"}),jsxRuntimeExports.jsxs("ul",{className:"list-disc pl-6 mt-4 space-y-2 text-gray-600",children:[jsxRuntimeExports.jsxs("li",{children:[jsxRuntimeExports.jsx("strong",{children:"Request access to Your Personal Data."})," The right to access, update or delete the information We have on You. Whenever made possible, you can access, update or request deletion of Your Personal Data directly within Your account settings section. If you are unable to perform these actions yourself, please contact Us to assist You. This also enables You to receive a copy of the Personal Data We hold about You."]}),jsxRuntimeExports.jsxs("li",{children:[jsxRuntimeExports.jsx("strong",{children:"Request correction of the Personal Data"})," that We hold about You. You have the right to have any incomplete or inaccurate information We hold about You corrected."]}),jsxRuntimeExports.jsxs("li",{children:[jsxRuntimeExports.jsx("strong",{children:"Object to processing of Your Personal Data."})," This right exists where We are relying on a legitimate interest as the legal basis for Our processing and there is something about Your particular situation, which makes You want to object to our processing of Your Personal Data on this ground. You also have the right to object where We are processing Your Personal Data for direct marketing purposes."]}),jsxRuntimeExports.jsxs("li",{children:[jsxRuntimeExports.jsx("strong",{children:"Request erasure of Your Personal Data."})," You have the right to ask Us to delete or remove Personal Data when there is no good reason for Us to continue processing it."]}),jsxRuntimeExports.jsxs("li",{children:[jsxRuntimeExports.jsx("strong",{children:"Request the transfer of Your Personal Data."})," We will provide to You, or to a third-party You have chosen, Your Personal Data in a structured, commonly used, machine-readable format. Please note that this right only applies to automated information which You initially provided consent for Us to use or where We used the information to perform a contract with You."]}),jsxRuntimeExports.jsxs("li",{children:[jsxRuntimeExports.jsx("strong",{children:"Withdraw Your consent."})," You have the right to withdraw Your consent on using your Personal Data. If You withdraw Your consent, We may not be able to provide You with access to certain specific functionalities of the Website."]})]})]}),jsxRuntimeExports.jsxs("section",{children:[jsxRuntimeExports.jsx("h2",{className:"text-2xl font-bold text-gray-900 mt-12",children:"Exercising of Your GDPR Data Protection Rights"}),jsxRuntimeExports.jsx("p",{className:"text-gray-600 leading-relaxed mt-2",children:"You may exercise Your rights of access, rectification, cancellation and opposition by contacting Us. Please note that we may ask You to verify Your identity before responding to such requests. If You make a request, We will try our best to respond to You as soon as possible. You have the right to complain to a Data Protection Authority about Our collection and use of Your Personal Data. 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Check back soon."})]}):jsxRuntimeExports.jsx("div",{className:"space-y-14",children:DOWNLOAD_SECTIONS.filter(r=>r.items.length>0).map(r=>jsxRuntimeExports.jsxs("section",{"aria-labelledby":`downloads-${r.id}`,children:[jsxRuntimeExports.jsx("h2",{id:`downloads-${r.id}`,className:"text-xl font-bold text-gray-900 border-b border-gray-200 pb-3 mb-6",children:r.title}),jsxRuntimeExports.jsx("ul",{className:"space-y-4",role:"list",children:r.items.map(a=>jsxRuntimeExports.jsx(PdfCard,{item:a},a.id))})]},r.id))})})]})}const articles=JSON.parse(`[{"slug":"k53-tunnels-headlights-and-safe-speed","title":"Tunnels: warning signs, dipped headlights, and safe speed","description":"W319 tunnel warningsâdimming lights, slowing down, and space in confined road space.","publishedAt":"2026-06-07","html":"<p><strong>Tunnels</strong> narrow your margin for error: fixed walls, sudden light changes, and slower traffic ahead. The learner theory sign <strong>Tunnel (W319)</strong> tells you a tunnel is comingâyour manual pairs it with slowing down and using headlights in the <strong>dim (dipped)</strong> position so you can see and be seen without dazzling others.</p><p>Study the warning tables in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a> and lighting rules in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules book</a>. Cross-read <a href='/articles/k53-night-driving-headlights-visibility' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>night driving and headlights</a> on this site, then practise in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> and <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a>.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. The diagram uses the Book collection path <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>/assets/book-pages/Images/</code>. Samples are illustrativeânot copied from the encrypted question bank.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Signs (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/329.png' alt='Warning: tunnel ahead (W319)' class='mx-auto block max-h-52 w-full rounded-lg border border-gray-200 bg-white object-contain p-4 shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>329.png</code> â tunnel (W319). Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>You see the warning sign above on a mountain road. What is the most appropriate immediate preparation?</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Switch off all lights to save battery</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Slow down and use dipped headlights as your theory material describes for entering a tunnel</li><li>Accelerate to clear the tunnel quickly</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Matches the official action for tunnel warnings (reduce speed; appropriate lighting).</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Inside the tunnel</p><p class='mb-3 font-medium text-gray-900'>While driving through a long tunnel, you should generally:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Follow the vehicle ahead very closely to stay in its light beam</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Keep a safe following distance and a speed suited to visibility and traffic</li><li>Change lanes repeatedly without signalling</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Confined space still requires a space cushion and predictable driving.</p></aside><h2>Next steps</h2><p><a href='/learners/cheat-sheet/road-signs' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road signs cheat sheet</a> · <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a> · <a href='/learners' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Learners hub</a></p>"},{"slug":"k53-collision-warning-scene-ahead","title":"Collision ahead: warning signs and how to drive through safely","description":"TW353-style warningsâslowing down, avoiding ârubberneckingâ, and obeying controllers at crash scenes.","publishedAt":"2026-06-06","html":"<p>A <strong>collision warning</strong> tells you the road ahead may be obstructed, with debris, people, or traffic control. The correct response is defensive: slow early, watch for officers or flagmen, and keep your eyes on your pathânot the wreckage.</p><p>Study temporary warning signs in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a> and collision procedures in <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules</a> / Safety chapters. Practise in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. Sample wording is illustrativeânot copied from the encrypted exam bank.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Signs (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/782.png' alt='Temporary warning: collision or obstruction ahead (TW353)' class='mx-auto block max-h-52 w-full rounded-lg border border-gray-200 bg-white object-contain p-4 shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>782.png</code> â collision / obstruction warning family. Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>You see the warning shown above. What should you do first?</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Accelerate to pass the area quickly</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Slow down immediately and be ready to stop; watch for someone controlling traffic</li><li>Stop in the lane to take photographs</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Matches the official action: reduce speed and prepare to follow control.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Behaviour</p><p class='mb-3 font-medium text-gray-900'>If emergency services are already on scene and the road is passable, you should typically:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Stare at the scene while crawling past</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Concentrate on your path and pass without stopping out of curiosity</li><li>Weave unpredictably between lanes</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Avoid distraction that causes secondary crashes.</p></aside><h2>Next steps</h2><p><a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> · <a href='/learners/cheat-sheet/road-signs' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road signs cheat sheet</a></p>"},{"slug":"k53-traffic-officer-signals-take-precedence","title":"Traffic officers: hand signals override lights and signs","description":"SS1 control signalsâwhy officer directions beat robots, and how to respond under congestion.","publishedAt":"2026-06-05","html":"<p>When a uniformed <strong>traffic officer</strong> gives a lawful signal, that signal usually <strong>takes precedence</strong> over traffic lights and ordinary signs at the same place. You must watch the officer continuously and obey the signal meant for your approach.</p><p>Open the regulatory signals section in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a> and cross-read <a href='/learners/cheat-sheet/road-rules' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>road rules cheat sheet</a>. Drill scenarios in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. Sample wording is illustrativeânot copied from the encrypted exam bank.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide
49text-[#1f6cc7]'>Sample A â Road Signs (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/traffic4.png' alt='Diagram: traffic officer control hand signals (SS1)' class='mx-auto block w-full max-w-md rounded-lg border border-gray-200 object-contain shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>traffic4.png</code> â control hand signals for officers. Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>An officer is directing traffic at an intersection where the traffic lights are working. Generally you must:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Follow only the traffic lights</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Obey the officerâs signalsâthey take precedence</li><li>Follow whichever other drivers do</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Officer control overrides conflicting signals.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B</p><p class='mb-3 font-medium text-gray-900'>The safest attitude when approaching an officer in heavy traffic is to:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Accelerate past before they signal you</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Reduce speed early and be ready to stop or proceed as directed</li><li>Ignore gestures if you think you know the route</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Calm compliance reduces risk for everyone.</p></aside><h2>Practise</h2><p><a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a> · <a href='/learners' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Learners hub</a></p>"},{"slug":"k53-agricultural-slow-vehicles-on-rural-roads","title":"Agricultural and slow vehicles: crossing and entering traffic","description":"W352 warningsâtractors and slow machinery; patience, sight lines, and safe overtaking.","publishedAt":"2026-06-04","html":"<p><strong>Agricultural vehicles</strong> are often slow and wide; they may turn into fields or cross lanes with little warning. Warning signs tell you to look ahead and adjust speed so you can stop or pass safely.</p><p>Use <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs</a> for W352 and <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules</a> for overtaking and passing. Practise on <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. Sample wording is illustrativeânot copied from the encrypted exam bank.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Signs (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/352.png' alt='Warning: agricultural vehicles may cross or enter (W352)' class='mx-auto block max-h-52 w-full rounded-lg border border-gray-200 bg-white object-contain p-4 shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>352.png</code> â agricultural vehicles W352. Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>The sign above warns that slow agricultural vehicles might:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Only appear on freeways</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Cross or enter the road aheadâlook out and slow down</li><li>Never use public roads</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Matches the stated purpose and action in your signs guide.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Overtaking</p><p class='mb-3 font-medium text-gray-900'>You are behind a slow tractor on a narrow rural road with poor visibility ahead. You should:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Overtake immediately on the blind bend</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Wait for a clear view and a legal, safe place to pass</li><li>Flash lights continuously from centimetres behind</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Patience and sight distance beat risky passes.</p></aside><h2>Next steps</h2><p><a href='/learners/cheat-sheet/road-signs' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road signs cheat sheet</a> · <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a></p>"},{"slug":"k53-road-works-and-temporary-traffic-control","title":"Road works: temporary signs, flagmen, and slower speeds","description":"TW336 road worksâexpect changing layouts, people on the road, and extra temporary signs.","publishedAt":"2026-06-03","html":"<p><strong>Road works</strong> compress lanes, move lines, and put people near moving traffic. Temporary signs warn you before the zone; inside the zone you obey cones, portable signals, and flagmen.</p><p>Study <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs</a> sections on temporary warnings and <a href='/learners/cheat-sheet/road-rules' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>road rules</a> on speed and following distance. Use <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. Sample wording is illustrativeânot copied from the encrypted exam bank.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Signs (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/768.png' alt='Temporary warning: road works ahead (TW336)' class='mx-auto block max-h-52 w-full rounded-lg border border-gray-200 bg-white object-contain p-4 shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>768.png</code> â road works TW336. Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>You see the temporary road-works warning above. You should:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Maintain speed until you see cones</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Slow down and watch for more temporary signs, workers, or controllers</li><li>Use the opposite lane without checking</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Aligns with the official âactionâ for road-works warnings.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B</p><p class='mb-3 font-medium text-gray-900'>A flagman signals you to stop at road works. You should:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Ignore them if your light is green</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Stop as directedâthey are controlling traffic at the works</li><li>Sound the horn until traffic moves</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Temporary control must be obeyed.</p></aside><h2>Practise</h2><p><a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a> · <a href='/downloads' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Downloads</a></p>"},{"slug":"k53-fog-smoke-and-reduced-visibility-driving","title":"Fog and smoke: reduced visibility warnings and lamp use","description":"W354 / TW354 themesâslowing down, fog lamps only when rules allow, and main-beam glare.","publishedAt":"2026-06-02","html":"<p><strong>Fog, smoke, and heavy spray</strong> shorten how far you can see. Warning signs tell you to expect poor visibility; your speed and following distance must match what you can actually see.</p><p>Pair <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs</a> (reduced visibility warnings) with <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules</a> / vehicle lighting chapters. See also <a href='/articles/k53-night-driving-headlights-visibility' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>night driving and headlights</a> on this site.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. Sample wording is illustrativeânot copied from the encrypted exam bank.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Signs (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/353.png' alt='Warning: reduced visibility ahead (W354, TW354)' class='mx-auto block max-h-52 w-full rounded-lg border border-gray-200 bg-white object-contain p-4 shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>353.png</code> â reduced visibility W354. Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>The sign above warns of reduced visibility ahead. The best general response is to:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Drive closer to the vehicle ahead so you can follow its lights</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Slow down and increase following distance; watch for slow traffic</li><li>Rely on speed limit signs regardless of what you see</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Visibility dictates safe speed and space.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Lighting</p><p class='mb-3 font-medium text-gray-900'>Front fog lamps may generally be used when:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>You want brighter lights on a clear night</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Visibility is poor due to fog, mist, rain, or similar conditions as your theory material specifies</li><li>You are parked with the engine off</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Confirm exact legal wording in your manual.</p></aside><h2>Next steps</h2><p><a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> · <a href='/learners/exam-readiness' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam Readiness</a></p>"}
49,{"slug":"k53-slippery-roads-skidding-and-smooth-braking","title":"Slippery roads: skidding risk and smooth control","description":"W333 warningârain, oil, and ice; gentle steering and braking to keep grip.","publishedAt":"2026-06-01","html":"<p>A <strong>slippery road</strong> warning means loss of grip can happen sooner than you expect. Harsh braking or sudden steering on a poor surface is a classic recipe for a skid.</p><p>Read the sign tables in <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs</a> and defensive-driving themes in <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Safety</a>. Practise <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. Sample wording is illustrativeânot copied from the encrypted exam bank.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Signs (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/343.png' alt='Warning: slippery road (W333, TW333)' class='mx-auto block max-h-52 w-full rounded-lg border border-gray-200 bg-white object-contain p-4 shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>343.png</code> â slippery road W333. Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>After this warning, you should expect:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Better braking than on dry tar</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Higher skid riskâsmooth inputs and lower speed for the warned distance</li><li>No change if your tyres are new</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Matches the official action for slippery-road warnings.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Control</p><p class='mb-3 font-medium text-gray-900'>If the rear of the vehicle begins to slide on a wet road, the best general advice in theory exams is usually to:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Brake as hard as possible immediately</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Ease off the accelerator and steer smoothly in the direction you want to goâavoid panic inputs</li><li>Accelerate hard to pull straight</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Smooth recovery; confirm skid detail in your official material.</p></aside><h2>Practise</h2><p><a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> · <a href='/learners/cheat-sheet/road-rules' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road rules cheat sheet</a></p>"},{"slug":"k53-mobile-phones-distraction-and-hands-free-rules","title":"Mobile phones and distraction: what counts as an offence","description":"Hand-held use, hands-free mounting, and emergency exceptionsâRoad Rules themes with the book illustration.","publishedAt":"2026-05-31","html":"<p>Using a <strong>hand-held phone</strong> while driving diverts eyes, hands, and mind from the road. South African learner theory summarises when use is prohibited and narrow exceptions (such as genuine emergencie
49s where stopping is unsafe).</p><p>Study <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules</a> sections on communication devices and distractions, then drill <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. Sample wording is illustrativeânot copied from the encrypted exam bank.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Safety (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/3d43c5ef5e77.jpg' alt='Common driver distractions (theory illustration)' class='mx-auto block w-full max-w-md rounded-lg border border-gray-200 object-contain shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>3d43c5ef5e77.jpg</code> â distractions overview. Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>In normal driving, holding a phone to read messages is generally:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Allowed if traffic is light</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Prohibited unless your theory material specifies a lawful exception</li><li>Allowed with one hand only</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Follow the exact wording of offences and exceptions in your manual.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Focus</p><p class='mb-3 font-medium text-gray-900'>The safest default if you need a long phone conversation while travelling is to:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Dictate while looking at the screen</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Stop in a safe place and call, or use lawful hands-free arrangements as your rules describe</li><li>Hold the phone below the window so nobody sees</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Remove distraction from the driving task.</p></aside><h2>Next steps</h2><p><a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a> · <a href='/learners/exam-readiness' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam Readiness</a></p>"},{"slug":"k53-breakdown-warning-triangles-and-stopping-safely","title":"Breakdowns and warning triangles: staying visible and legal","description":"When to display a triangle, approximate placement, and moving off the roadway safely.","publishedAt":"2026-05-30","html":"<p>If your vehicle becomes <strong>immobile on a public road</strong>, you must make it visible and avoid endangering others. Many learner manuals require certain vehicle classes to carry a <strong>red warning triangle</strong> and describe how far behind the vehicle to place it.</p><p>Read <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules</a> / Safety material on triangles and stationary vehicles, then practise <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. Sample wording is illustrativeânot copied from the encrypted exam bank.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Safety (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/3b8394334787.jpg' alt='Red warning triangle for breakdowns' class='mx-auto block w-full max-w-md rounded-lg border border-gray-200 object-contain shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>3b8394334787.jpg</code> â emergency triangles chapter. Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>A warning triangle behind a broken-down vehicle primarily helps:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Speed up passing traffic</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Alert approaching drivers early so they can slow or change path</li><li>Replace the need for hazard lights</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Visibility and early warning.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Placement</p><p class='mb-3 font-medium text-gray-900'>Your theory book states a minimum distance behind the vehicle for displaying the triangle when stationary on the road (for classes that must carry one).
49Choosing a position:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Immediately touching the rear bumper</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Far enough behind to give oncoming traffic meaningful warningâas specified in your manual</li><li>Only on the pavement, never on the roadside</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Memorise the figure from your official text (e.g. 45 m where stated).</p></aside><h2>Practise</h2><p><a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> · <a href='/learners/bookmarks' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Question Bookmarks</a></p>"},{"slug":"k53-following-distance-and-tailgating-risk","title":"Following distance: why tailgating fails the K53 mindset","description":"Space cushions, reaction time, and avoiding rear-end collisionsâRoad Rules and Safety reasoning.","publishedAt":"2026-05-29","html":"<p><strong>Following too closely</strong> removes your margin: if the vehicle ahead brakes suddenly, you need both thinking time and braking distance. Exams often test the <em>concept</em> that safe gap grows with speed and worsens in rain.</p><p>Revise <a href='/articles/k53-speed-stopping-distance-examples' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>speed and stopping distance</a> on this site, then <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules</a> and <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. Sample wording is illustrativeânot copied from the encrypted exam bank.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A</p><p class='mb-3 font-medium text-gray-900'>Compared with dry conditions, in heavy rain your safe following gap should generally:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Shrink so others cannot merge</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Increaseâyou need more time and distance to stop</li><li>Stay identical if the speed limit is unchanged</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Conditions dictate gap, not only the posted limit.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B</p><p class='mb-3 font-medium text-gray-900'>The vehicle ahead is slower than you in free-flowing traffic. Before changing lane or passing, you should:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Drive within a few metres of its bumper to âpressureâ it</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Keep a safe following distance until you can pass legally and with enough sight distance</li><li>Weave without signalling</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Tailgating is unsafe and unprofessional.</p></aside><h2>Next steps</h2><p><a href='/learners/cheat-sheet/road-rules' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Cheat sheet â road rules</a> · <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a></p>"},{"slug":"k53-after-a-collision-stop-report-and-assist","title":"After a collision: stop, help, report, and preserve evidence","description":"Legal duties at crash scenesâinjuries, moving vehicles, and when traffic officers must be involved.","publishedAt":"2026-05-28","html":"<p>A collision on a public road triggers <strong>legal and moral duties</strong>: stop safely, check for injuries, summon help, and in serious cases avoid disturbing evidence until authorised. Theory exams test calm prioritiesânot panic or hit-and-run.</p><p>Study the accident chapters in <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules</a> / Safety and use <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>. Emergency numbers appear in your manual (e.g. <strong>10111</strong> / <strong>112</strong> themes).</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. Sample wording is illustrativeânot copied from the encrypted exam bank.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A</p><p class='mb-3 font-medium text-gray-900'>You are involved in a collision on a public road with possible injuries. The soundest general approach is to:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Leave immediately if your car still drives</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Stop, secure the scene if you can, call emergency services, and exchange details as the law requires</li><li>Move all vehicles before checking anyone is hurt</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Align with official priorities; confirm fine detail in your book.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Scene safety</p><p class='mb-3 font-medium text-gray-900'>If someone is injured and vehicles block the road dangerously, you should typically:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Drag injured people without training</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Follow your manualâs guidanceâwarn traffic, get help, and move vehicles only when rules and safety allow</li><li>Abandon the scene to avoid traffic</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Balance rescue, evidence, and flow as your theory teaches.</p></aside><h2>Practise</h2><p><a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> · <a href='/learners/exam-history' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam History</a></p>"},{"slug":"k53-cyclists-sharing-the-road-examples","title":"Cyclists on the road: warning signs and safe passing","description":"W309 warnings, side clearance, and observationâRoad Signs and Road Rules themes with a book diagram.","publishedAt":"2026-05-27","html":"<p><strong>Pedal cyclists</strong> are vulnerable: narrow profile, easy to miss in mirrors, and easily unsettled by close passes. Theory exams often link the <strong>Pedal cyclists (W309, TW309)</strong> warning to the correct actionâslow down and stay alert over the distance the sign describes.</p><p>Read the cyclist and animal warning chapters in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a>, then reinforce behaviour in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules book</a> (overtaking, lane position, intersections). Practise with <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> and the <a href='/learners/cheat-sheet/road-signs' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>road signs cheat sheet</a>.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. Diagrams use Book collection paths under <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>/assets/book-pages/Images/</code>.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Signs (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/319.png' alt='Warning: pedal cyclists may be present (W309, TW309)' class='mx-auto block max-h-52 w-full rounded-lg border border-gray-200 bg-white object-contain p-4 shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>319.png</code> â pedal cyclists ahead. Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>You see the warning sign shown above. For the next stretch of road you should generally:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Assume cyclists are not on the roadway</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Slow down and look out for cyclists on or crossing the road over the warned distance</li><li>Overtake every slower vehicle immediately without extra checks</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong>
49 â Matches the official âactionâ for W309-style warnings.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Road Rules</p><p class='mb-3 font-medium text-gray-900'>When passing a cyclist on a narrow road, the safest general approach is to:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Pass as close as possible to save space</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Leave adequate side clearance and pass only when you can do so safely without forcing the cyclist off the road</li><li>Sound the horn continuously from behind</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Safe separation and patience; confirm detail in your manual.</p></aside><h2>Next steps</h2><p>Timed practice: <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> or <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a> on the <a href='/learners' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>learners hub</a>.</p>"},{"slug":"k53-animals-on-the-road-warning-signs","title":"Animals on the road: domestic and wild warning signs","description":"W310âW313 style warningsâslowing down and scanning in rural and open areas.","publishedAt":"2026-05-26","html":"<p>In farming and game areas, <strong>animals on the road</strong> are a serious hazardâoften worse at dawn and dusk. Warning signs group <strong>domestic</strong> and <strong>wild</strong> animals; the exam tests whether you know to reduce speed and maintain observation for the stated distance ahead.</p><p>Use the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a> tables for W310âW313 and practise recognition in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>. Link behaviour to <a href='/learners/cheat-sheet/road-rules' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>road rules</a> on speed appropriate to conditions.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Signs (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/320.png' alt='Warning: domestic animals may be on the road (W310 series)' class='mx-auto block max-h-52 w-full rounded-lg border border-gray-200 bg-white object-contain p-4 shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>320.png</code> â domestic animals warning family (see Traffic Signs book for full set). Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>After seeing the warning illustrated above, you should expect:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>No change in hazard level if the road looks empty</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Possible livestock or other domestic animals on or beside the roadâslow down and scan ahead</li><li>A dedicated animal lane only</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Aligns with the stated purpose and action for domestic-animal warnings.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Wild animals</p><p class='mb-3 font-medium text-gray-900'>A wild-animal warning (for example on a rural route) primarily tells you to:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Increase speed to leave the area quickly</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Slow down and stay alert for animals crossing for the warned distance</li><li>Use main beam regardless of other traffic</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Same defensive pattern as in your Traffic Signs guide for W313-style themes.</p></aside><h2>Keep going</h2><p>Mix signs with rules using <a href='/learners/exam-readiness' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam Readiness</a> and full mocks via <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a>.</p>"},{"slug":"k53-seat-belts-passengers-child-restraints","title":"Seat belts, passengers, and child restraints: legal duties","description":"Who must wear belts, driver responsibility, and childrenâSafety themes with the book illustration.","publishedAt":"2026-05-25","html":"<p><strong>Seat belts</strong> save lives; the learner exam tests legal duties, not only habits. The driver is generally responsible for ensuring passengers comply where the rules require it. <strong>Child restraints</strong> follow separate but related rulesâuse an appropriate restraint when available.</p><p>Study the <strong>Seat belts</strong> section in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules book</a> (and Safety material in the collection), then practise <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>. Exceptions (such as certain manoeuvres) are spelled out in your manualâlearn the exact wording there.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. The photo matches the seat-belt illustration path from the Book collection.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Safety (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'>
49<img src='/assets/book-pages/Images/10ee903fcf07.jpg' alt='Seat belts in a vehicle (theory illustration)' class='mx-auto block w-full max-w-md rounded-lg border border-gray-200 object-contain shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>10ee903fcf07.jpg</code> (Road Rules â seat belts). Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>In normal forward driving on a public road, seat belts fitted to a seat must be worn by:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Only the driver</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Occupants as required by lawâincluding rear passengers where belts are fitted and the rules apply</li><li>Nobody if the trip is short</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Drivers must ensure compliance as your theory material describes; confirm exceptions in the manual.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Children</p><p class='mb-3 font-medium text-gray-900'>For a young child, the preferred option when an appropriate restraint is available is generally:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Hold the child on an adultâs lap</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Use the correct child restraint for the childâs size and weight</li><li>Let the child stand between seats</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Follow your official child-restraint rules and age provisions.</p></aside><h2>Next steps</h2><p>Review mistakes in <a href='/learners/exam-history' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam History</a> and bookmark weak items in <a href='/learners/bookmarks' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Question Bookmarks</a>. PDFs: <a href='/downloads' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Downloads</a>.</p>"},{"slug":"k53-scholar-patrol-traffic-control-examples","title":"Scholar patrols and traffic control ahead: signs and safe behaviour","description":"TW305 and traffic-officer warningsâslowing down, stop signs, and children near schools.","publishedAt":"2026-05-24","html":"<p>Near schools, <strong>scholar patrols</strong> and warning signs tell you to expect supervised crossings and unpredictable movement. The theory material in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a> pairs <strong>Scholar patrol ahead (TW305)</strong> with a clear action: slow down, watch for the patrolâs stop sign, and scan for children.</p><p>Traffic officers and other authorised controllers can override lights and signsâwhen in doubt, follow their directions. Practise related prompts in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> and recap wording on the <a href='/learners/cheat-sheet/road-signs' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>road signs cheat sheet</a>.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. <strong>Where a diagram appears</strong>, use the same interpretation as the Book collection (<code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>/assets/book-pages/Images/</code>).</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Signs (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/747.png' alt='Temporary sign: scholar patrol ahead (TW305)' class='mx-auto block max-h-52 w-full rounded-lg border border-gray-200 bg-white object-contain p-4 shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>747.png</code> â scholar patrol ahead (TW305). Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>The warning sign shown above appears on a road near a school. What should you do?</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Maintain speed if you can see the crossing</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Slow down, look for a scholar patrol stop sign, and watch for children who may cross
49suddenly</li><li>Sound the horn continuously to clear the area</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Match the official âactionâ for scholar patrol ahead: reduce speed and increase vigilance.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Road Rules</p><p class='mb-3 font-medium text-gray-900'>At a scholar patrol crossing, you should generally proceed only when:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>The patrol waves casually from the pavement</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>The stop sign has been withdrawn and it is safe to continue</li><li>Traffic behind you pressures you to move</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Align with practical and theory guidance: do not go until the patrol indicates it is safe.</p></aside><h2>Next steps</h2><p>Run a timed <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> or <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a> on the <a href='/learners' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>learners hub</a>, and cross-read <strong>Traffic control signals</strong> in your <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules book</a>.</p>"},{"slug":"k53-alcohol-drugs-driver-fitness-examples","title":"Alcohol, drugs, and driver fitness: responsibility on the road","description":"Impairment and fatigue themesâconfirm current legal limits from official sources; sample reasoning questions.","publishedAt":"2026-05-23","html":"<p>Learner theory treats <strong>impairment</strong> and <strong>fatigue</strong> as safety risks: slower reactions, poor judgement, and higher crash likelihood. Legal blood and breath limits for alcohol can changeâyour booking letter, official notices, and the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules</a> / <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Safety</a> books in the collection explain the framework; always verify <em>current</em> figures with authoritative sources before relying on numbers.</p><p>Illegal drugs and certain medicines can also make driving unsafe. When unsure, do not driveâuse alternative transport. Pair reading with <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> and <a href='/learners/cheat-sheet/road-rules' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>road rules cheat sheet</a> topics on fitness to drive.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. The image below is the book illustration used with alcohol-and-driving material.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Safety (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/b25653c519b9.jpg' alt='Theory illustration: drinking and driving risk' class='mx-auto block w-full max-w-md rounded-lg border border-gray-200 object-contain shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>b25653c519b9.jpg</code> (Road Rules / alcohol section). Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>From a safety and legal perspective, the soundest approach if you have consumed alcohol and might be over the limit is to:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Drive slowly home on quiet streets</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Not driveâuse a sober driver or other transport until you are sure you are fit and lawful</li><li>Rely on coffee or fresh air to âcancel outâ alcohol</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Never gamble on impairment; confirm limits and fitness with official guidance.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Fatigue</p><p class='mb-3 font-medium text-gray-900'>On a long journey you become severely tired but the road is quiet. The safest general choice is to:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Open the window and continue at the same speed</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Stop in a safe place and rest before continuing</li><li>Increase speed to finish sooner</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Fatigue impairs driving like other risks; break the trip.</p></aside><h2>Keep practising</h2><p>Use <a href='/learners/exam-readiness' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam Readiness</a> to see whether misses cluster in Safety, and download PDFs from <a href='/downloads' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Downloads</a> for offline revision.</p>"},{"slug":"k53-freeways-merging-stopping-rules","title":"Freeways: merging, lane use, and when you may stop","description":"High-speed roadsâhelping traffic join, restrictions on certain vehicles, and stopping only where allowed.","publishedAt":"2026-05-22","html":"<p><strong>Freeways</strong> (motorways) demand higher concentration: faster closing speeds, longer merges, and stricter rules about stopping and vehicle types. Your <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules book</a> and practical chapters on <em>freewaysâentering</em> and <em>passing on- and off-ramps</em> spell out observation, speed matching, and courtesy to merging traffic.</p><p>Typical theory themes: which vehicles may not use freeways, that you must not stop except in defined circumstances, and that drivers already on the freeway should <strong>facilitate safe merging</strong> where the rules expect it. Drill these ideas in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> and timed <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> sessions.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. The scene image is from the same freeway material as the Book collection.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Rules (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/HighwaytrafficcarsXXXroadstransport.jpg' alt='Freeway traffic scene from learner theory material' class='mx-auto block w-full max-w-md rounded-lg border border-gray-200 object-cover shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book asset <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>HighwaytrafficcarsXXXroadstransport.jpg</code> (freeway / exiting chapter). Requires the book image pack.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>You are travelling on a freeway and notice a vehicle preparing to merge from an on-ramp. In line with common K53 theory emphasis, you should:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Accelerate to close the gap so they cannot merge</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Adjust speed and position where safe to allow the vehicle to merge ahead of or behind you</li><li>Ignore merging trafficâpriority is always with the freeway lane</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Cooperative merging matches official guidance stressed in freeway sections.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Stopping</p><p class='mb-3 font-medium text-gray-900'>Stopping on a freeway is generally:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Allowed whenever you need to send a text message</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>
49Restrictedâonly in lawful situations such as emergencies, breakdowns handled safely, or compliance with a traffic officer</li><li>Encouraged to let passengers out</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Freeways are not for arbitrary stops; follow your manualâs exceptions.</p></aside><h2>Next steps</h2><p>Open <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a> for focused Road Rules sets, and revisit freeway headings in <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Book collection</a> alongside <a href='/learners/cheat-sheet/road-rules' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>cheat sheet â road rules</a>.</p>"},{"slug":"k53-railway-level-crossings-examples","title":"Railway level crossings: warning signs and safe behaviour (with sample questions)","description":"Approach speeds, barriers, and flashing lightsâRoad Signs and Road Rules themes with a diagram-based sample.","publishedAt":"2026-05-21","html":"<p>Level crossing theory combines <strong>Road Signs</strong> recognition with <strong>Road Rules</strong> behaviour: reduce speed on approach, obey flashing signals and barriers, and never enter a crossing unless you can clear it completely.</p><p>Use the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a> and <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules book</a> from the learner collection, then practise mixed questions in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> and timed exams on the <a href='/learners' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>learners hub</a>.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. <strong>Where a diagram appears</strong>, read it before choosingâimages use the same <code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>/assets/book-pages/Images/</code> paths as the Book collection.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Signs (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/328.png' alt='Traffic sign: railway crossing ahead (W318, TW318)' class='mx-auto block max-h-52 w-full rounded-lg border border-gray-200 bg-white object-contain p-4 shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book collection asset (same path as Traffic Signs theoryâ<code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>328.png</code> / W318). Requires the book image pack deployed with the app.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>You see the warning sign shown above on approach. What does it primarily indicate?</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>A pedestrian zebra crossing only</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>A railway crossing aheadâslow down and be prepared to stop if required</li><li>A sharp bend with no railway line</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Warning layout indicates railway crossing ahead; combine with observation and any crossing controls.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Road Rules</p><p class='mb-3 font-medium text-gray-900'>At a level crossing, barriers are lowering and warning lights flash. You should:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Accelerate to clear before they close</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Stop clear of the tracks and waitânever enter under closing barr
49iers or flashing red</li><li>Drive around the barriers if you cannot see a train</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Obey active protection equipment; do not enter or cross unsafely.</p></aside><h2>Next steps</h2><p>Filter <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> by Road Rules and Road Signs, then run <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> or <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a>. Cross-check behaviour with <a href='/learners/cheat-sheet/road-rules' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>road rules cheat sheet</a> and <a href='/learners/cheat-sheet/road-signs' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>road signs cheat sheet</a>.</p>"},{"slug":"k53-parking-stopping-regulatory-examples","title":"Parking and stopping: regulatory signs and how to read them (with diagram)","description":"No-stopping style controls and loading logicâRoad Signs themes with a prohibitory sign sample.","publishedAt":"2026-05-20","html":"<p>Parking and stopping questions often hinge on <strong>regulatory signs</strong> and road markings: whether you may stop briefly, load, or not stop at all. Learn the official diagrams in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a> so wording in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> maps to a clear obligation.</p><p>Remember that prohibitory signs tell you what <strong>not</strong> to do in the area or times they cover; always read supplementary plates when the scenario includes them.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. The first sample includes a <strong>diagram</strong>âinterpret the sign before selecting an option.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Signs (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/71.png' alt='Regulatory sign: stopping prohibited (R217, TR217)' class='mx-auto block max-h-52 w-full max-w-[200px] rounded-lg border border-gray-200 bg-white object-contain p-4 shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book collection asset (prohibition signsâ<code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>71.png</code> / R217). Requires the book image pack deployed with the app.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>Where this sign applies, stopping your vehicle is generally:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Allowed for quick passenger pickups</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Not permittedâyou must not stop where this prohibition applies</li><li>Allowed if your hazard lights are on</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â A âno stoppingâ class sign prohibits stopping in the indicated scope.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Reasoning</p><p class='mb-3 font-medium text-gray-900'>A marked loading bay is primarily intended for:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Personal parking while you shop</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Vehicles loading or unloading as permitted by signs and local rules</li><li>Any vehicle stopped with the engine running</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Use loading bays only for their authorised purpose.</p></aside><h2>Practise</h2><p>Mix sign revision with <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a> sessions, and use <a href='/learners/exam-readiness' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam Readiness</a> to track weak categories. PDF materials are listed under <a href='/downloads' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Downloads</a>.</p>"},{"slug":"k53-night-driving-headlights-visibility","title":"Night driving: headlights, glare, and visibility (with beam diagram)","description":"Dipped versus main beam, fog and sprayâSafety and Road Rules themes with a lighting diagram sample.","publishedAt":"2026-05-19","html":"<p>Night and poor-visibility questions test whether you balance <strong>seeing ahead</strong> with <strong>not dazzling</strong> others. Study Road Rules and Safety chapters in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Learners â Book collection</a>; pair reading with <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> on the <a href='/learners' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>learners hub</a>.</p><p>Speed should match how far you can see within your lightsâposted limits remain ceilings, not targets, when visibility drops.</p><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. The image is the <strong>dipped-beam</strong> illustration from your Book collection (same file the Vehicle Controls theory uses).</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Safety (diagram)</p><figure class='article-sample-figure mx-auto mb-4 max-w-md'><img src='/assets/book-pages/Images/833a344e387a.jpg' alt='Dipped-beam headlamps (theory illustration)' class='mx-auto block w-full max-w-md rounded-lg border border-gray-200 object-contain shadow-sm' loading='lazy' decoding='async' /><figcaption class='mt-2 text-center text-xs leading-snug text-gray-600'>Book collection asset (<code class='rounded bg-gray-100 px-1 py-0.5 text-[11px] text-gray-700'>833a344e387a.jpg</code>). Requires the book image pack deployed with the app.</figcaption></figure><p class='mb-3 font-medium text-gray-900'>When approaching oncoming traffic at night on an ordinary road, you should normally use:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Main beam for maximum forward vision at all times</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Dipped headlights to avoid dazzling other road users</li><li>Side lights only because the road is lit</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Dip when meeting traffic unless your theory material specifies another lawful exception.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Poor visibility</p><p class='mb-3 font-medium text-gray-900'>In thick fog or heavy spray, relying on main beam alone often:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Improves visibility in every situation</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Worsens glareâyou should reduce speed and use dipped or fog lamps as your theory material describes</li><li>Is required regardless of conditions</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Match lights and speed to conditions; confirm detail in your official guides.</p></aside><h2>Keep going</h2><p>Sit <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> under time pressure, then review mistakes in <a href='/learners/exam-history' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam History</a>. For quick theory grouping, open <a href='/learners/cheat-sheet/road-rules' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>cheat sheet â road rules</a>.</p>"},{"slug":"k53-overtaking-lane-markings-examples","title":"Overtaking and lane markings: safe passing on South African roads","description":"When overtaking is appropriate, sight distance, and markingsâRoad Rules themes with sample questions.","publishedAt":"2026-05-18","html":"<p>Overtaking questions test whether you understand <strong>when passing is legal and safe</strong>, not only whether you can accelerate past slower traffic. Lane markings, sight distance, and courtesy to other road users all matter. Combine this article with the <a href='/learners/cheat-sheet/road-rules' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>cheat sheet (road rules)</a> and deeper chapters in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules book</a>.</p><p>In general: overtake only where permitted by signs and markings, when you can see far enough to complete the manoeuvre without forcing others to brake or swerve, and after checking mirrors and blind spots. Where barrier lines or regulatory signs prohibit crossing for passing, remain in your lane until the restriction ends.</p><h2>Core ideas the exam favours</h2><ul><li><strong>Visibility:</strong> Blind crests, bends, and intersections are high-riskâwait for a clear view.</li><li><strong>Markings:</strong> Road surface lines reinforce regulatory signs; treat them as part of the legal layout.</li><li><strong>Completion:</strong> You must be able to rejoin your lane safelyâavoid cutting in.</li></ul><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>. These illustrate typical phrasingâthey are not copied verbatim from the encrypted question bank.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Rules</p><p class='mb-3 font-medium text-gray-900'>You are following slower traffic on a rural road. The road rises to a <strong>blind crest</strong> ahead and oncoming traffic cannot be seen. What is the safest approach before overtaking?</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Overtake quickly before traffic appears</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Wait until you can see far enough ahead to complete the overtake safely</li><li>Drive on the shoulder to pass</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Do not overtake until sufficient sight distance is available.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Completing safely</p><p class='mb-3 font-medium text-gray-900'>Before moving out to overtake, you should primarily ensure that:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>The vehicle ahead has switched on its hazard lights</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>You can complete the manoeuvre without endangering or obstructing other road users</li><li>Your vehicle has more power than the one ahead</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Safe completion without forcing evasive action from others.</p></aside><h2>Practise</h2><p>Drill overtaking and lane-related prompts in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>, then sit a timed <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a> or <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> on the <a href='/learners' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>learners hub</a>.</p>"},{"slug":"k53-pedestrians-crossings-school-zones","title":"Pedestrians, crossings, and school zones: what the K53 theory expects","description":"Yielding at crossings, vulnerable road users, and slower speeds where children may be present.","publishedAt":"2026-05-17","html":"<p>Road Rules and Safety themes often address <strong>pedestrians</strong>âmarked crossings, intersections where people may step off kerbs, and areas near schools. The exam checks whether you would slow down, scan, and
49yield in line with your theory manuals.</p><p>Use the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules book</a> for narrative detail and pair it with <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>. Where signs warn of children or pedestrians, treat posted limits as <em>ceilings</em> and adjust downward when activity or visibility warrants it.</p><h2>Practical habits</h2><ul><li><strong>Crossings:</strong> Be prepared to stop for pedestrians lawfully on or approaching a crossing where rules require you to yield.</li><li><strong>Intersections:</strong> Check for pedestrians before turningâeven with a green phase, turning paths can cross walkways.</li><li><strong>Schools:</strong> Expect unpredictable movement; reduce speed early.</li></ul><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A</p><p class='mb-3 font-medium text-gray-900'>You approach a <strong>pedestrian crossing</strong> and people are already crossing your path. What should you do?</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Yield and allow them to cross safelyâstop if necessary</li><li>Sound your horn repeatedly to clear the crossing</li><li>Pass slowly between pedestrians</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>A</strong> â Yield and stop if necessary for pedestrians on the crossing.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B</p><p class='mb-3 font-medium text-gray-900'>Near a school during busy times, the safest general attitude is to:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Maintain speed if you are already below the posted limit</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Reduce speed further and expect sudden pedestrian movement</li><li>Rely on the horn instead of slowing down</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Expect children and reduce speed.</p></aside><h2>Next steps</h2><p>Consolidate with mixed practice via <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> and topic revision on the <a href='/learners/cheat-sheet/road-rules' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>road rules cheat sheet</a>. For signs near schools and crossings, cross-reference the <a href='/learners/cheat-sheet/road-signs' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>road signs cheat sheet</a> and <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a>.</p>"},{"slug":"k53-emergency-vehicles-yielding-blue-lights","title":"Emergency vehicles: yielding safely to sirens and blue lights","description":"Giving way without panicâRoad Rules scenarios aligned with learner theory and everyday driving.","publishedAt":"2026-05-16","html":"<p>When fire, ambulance, or police services approach with <strong>siren and blue lights</strong>, you must give way in a controlled wayâclearing a path without sudden moves that endanger others. Questions often probe <em>where</em> to move, when to stop, and what not to doâfor example blocking intersections or tailgating an emergency vehicle.</p><p>Study the relevant Road Rules chapters in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>book collection</a>, then reinforce with <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>. South Africans drive on the <strong>left</strong>; where safe and lawful, moving <strong>left</strong> to allow passage is the usual expectationâalways check mirrors and blind spots first.</p><h2>What exam-style reasoning tests</h2><ul><li><strong>Yield:</strong> Give priority to the emergency vehicle and facilitate its passage.</li><li><strong>Position:</strong> Change lane or pull off where permitted without forcing others into danger.</li><li><strong>Intersections:</strong> Avoid entering or stopping where you would obstruct responding vehicles.</li></ul><h2>Sample questions (exam-style wording)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A</p><p class='mb-3 font-medium text-gray-900'>An ambulance approaches from behind with <strong>siren and blue lights</strong> while you are driving on a multi-lane road. What is generally the safest response?</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Accelerate to stay ahead of it</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>When safe, move left and allow it to passâdo not block its path</li><li>Stop abruptly in your lane without checking mirrors</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong>
49 â Yield by moving clear safely (typically left in South Africa).</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B</p><p class='mb-3 font-medium text-gray-900'>Which behaviour should you avoid?</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Following closely behind an emergency vehicle using priority to gain advantage through traffic</li><li>Checking mirrors before you change position</li><li>Pulling over where safe to let it pass</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>A</strong> â Do not tailgate or abuse emergency priority.</p></aside><h2>Keep practising</h2><p>Use <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a> for focused sessions and <a href='/learners/exam-readiness' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam Readiness</a> to see whether yield-related mistakes recur. Offline PDFs are listed under <a href='/downloads' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Downloads</a>.</p>"},{"slug":"k53-traffic-lights-and-arrows-examples","title":"Traffic lights and arrows: how to read signals (with sample questions)","description":"Exam-style examples tied to the Traffic Signs theory guideâthen practise the real bank in Review Questions.","publishedAt":"2026-05-15","html":"<p>Traffic signal questions appear across <strong>Road Rules</strong> and sign-related theoryâdrill them in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> or a timed <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> on the <a href='/learners' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>learners hub</a>.</p><p>Open the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a> in the learner book collectionâit groups official diagrams under traffic signalsâlearn the <strong>colour sequence</strong> first, then refine behaviour for arrows and flashing phases. For a quicker recap, see <strong>Road signs</strong> on the <a href='/learners/cheat-sheet/road-signs' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>cheat sheet (road signs)</a>.</p><p>In brief: steady red means stop; steady amber means stop unless it is unsafe to stop before the intersection; steady green means go if safeâalways confirm arrows and supplementary plates for your lane.</p><h2>Sample questions (exam-style wording)</h2><p>These illustrate how scenarios are phrasedâthey are not copied verbatim from the encrypted question bank. In each question, the <strong>correct option</strong> is highlighted in the list and repeated in the green <strong>Correct answer</strong> line below it. Always confirm reasoning against your manual and official guidance.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A â Road Rules</p><p class='mb-3 font-medium text-gray-900'>You approach an intersection. The traffic light facing you shows a <strong>steady red</strong> and there is a clear stop line. What should you do?</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Slow down and cross if no vehicles are coming</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Stop before the stop line</li><li>Flash your headlights and proceed</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Stop before the stop line.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B â Signal meaning</p><p class='mb-3 font-medium text-gray-900'>A steady <strong>amber</strong> light shows as you approach the intersection. Which statement is most correct in normal circumstances?</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Accelerate to clear the junction quickly</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Stop unless it is unsafe to stop before the intersection</li><li>Treat amber exactly like a green light</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Stop unless it is unsafe to stop before the intersection.</p></aside><h2>Where to practise real questions</h2><p>Open <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> and filter by Road Rules or browse sign-related entries. Pair that with the <strong>Traffic Signals</strong> chapter pages in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a> for diagrams from your curriculum.</p>"},{"slug":"k53-speed-stopping-distance-examples","title":"Speed, reaction distance, and stopping: concepts the exam tests","description":"Why higher speed lengthens stopping distanceâsample reasoning questions aligned with Safety and Road Rules themes.","publishedAt":"2026-05-14","html":"<p>Theory exams often check whether you understand that <strong>stopping distance</strong> grows with speed and worsens in poor conditionsânot only whether you can quote a number. The <strong>Safety</strong> and <strong>Road Rules</strong> theory books in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>learner book collection</a> cover speed limits and defensive attitudes;
49 combine that mindset with clear reasoning under pressure.</p><p>Think of total stopping distance as two main parts: the distance you travel while you perceive and react, plus the distance needed to brake. Higher speed increases bothâespecially braking distance. Stay within posted limits and adjust for traffic, weather, and visibilityâspeed limits are ceilings, not targets.</p><h2>Sample questions (reasoning)</h2><p>The correct choice is <strong>highlighted</strong> in each list and spelled out under <strong>Correct answer</strong>.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A</p><p class='mb-3 font-medium text-gray-900'>Compared with dry tar, a wet road surface typically:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Shortens braking distance</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Increases braking distance</li><li>Has no effect on braking distance</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Wet roads increase braking distance.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B</p><p class='mb-3 font-medium text-gray-900'>If travelling speed doubles, braking distance (all else equal) typically:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Stays the same</li><li>Doubles</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Increases roughly fourfold (square relationship)</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>C</strong> â Braking distance rises sharply when speed increases (often modelled
49with a square relationship).</p></aside><p class='text-sm text-gray-600'>Exact figures depend on vehicle and conditions; the exam tests understanding of the relationship, not laboratory measurement.</p><h2>Next step</h2><p>Use <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> or <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a> for timed practice, then review mistakes in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>. The <strong>Speed Limits</strong> and <strong>Driving on the Road</strong> sections in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules book</a> reinforce vocabulary used in questions.</p>"},{"slug":"k53-vehicle-controls-warning-lights-examples","title":"Vehicle controls and warning lights: sample dashboard scenarios","description":"Recognising tell-tales and controlsâVehicle Controls-style prompts similar to the learner theory bank.","publishedAt":"2026-05-13","html":"<p>The <strong>Vehicle Controls</strong> section checks that you can link controls and warning indicators to safe behaviour: when to stop, when to seek assistance, and how instruments support smooth driving.</p><p>Use vehicle-related chapters in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>learner book collection</a> and <a href='/license/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>licence book collection</a> alongside <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>. Exam questions often pair dashboard symbols with the correct actionâidentify the tell-tale, then decide whether to stop immediately, monitor, or seek assistance.</p><h2>Sample questions (Vehicle Controls)</h2><p>The correct choice is <strong>highlighted</strong> in each list and repeated under <strong>Correct answer</strong>.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample A</p><p class='mb-3 font-medium text-gray-900'>The <strong>engine oil pressure</strong> warning illuminates while driving. The safest general approach is to:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Ignore it until the next service</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Stop as soon as it is safe and investigateâlow oil pressure can severely damage the engine</li><li>Drive faster to circulate oil faster</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Stop as soon as it is safe and investigate.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample B</p><p class='mb-3 font-medium text-gray-900'>The <strong>coolant temperature</strong> warning indicates overheating. You should typically:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li>Continue if the vehicle still moves</li><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>Stop safely, switch off if appropriate, and seek assistanceâoverheating can cause serious damage</li><li>Open the radiator cap immediately while hot</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>B</strong> â Stop safely, switch off if appropriate, and seek assistance.</p></aside><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-2 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Sample C</p><p class='mb-3 font-medium text-gray-900'>The <strong>battery charge</strong> warning stays on while the engine is running. This may indicate:</p><ol class='list-[upper-alpha] space-y-2 pl-6 text-gray-800'><li class='rounded bg-emerald-50/90 px-2 -mx-2 py-0.5 ring-1 ring-emerald-200/80'>The alternator/charging system may not be charging correctly</li><li>The fuel tank is empty</li><li>The handbrake is applied</li></ol><p class='mt-4 rounded-md border border-emerald-200 bg-emerald-50 px-3 py-2 text-sm text-gray-900'><strong class='text-emerald-900'>Correct answer:</strong> <strong>A</strong> â The charging system may not be charging the battery correctly.</p></aside><h2>Study resources</h2><p>Walk through the pre-trip and control sections in the <strong>Light Motor Vehicle</strong>
49 (or your code) practical guide via <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Learners â Book collection</a> or <a href='/license/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>License â Book collection</a>, then complete Vehicle Controls questions in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> until tell-tales feel familiar.</p>"},{"slug":"k53-official-exam-three-sections","title":"How the official K53 learner exam works: three sections, three pass marks","description":"Why Road Rules, Road Signs, and Vehicle Controls are scored separatelyâand what pass percentages mean for your electronic learner test.","publishedAt":"2026-05-12","html":"<p>The national learner licence theory exam is not one blended score. It is split into <strong>three sections</strong>, and you must reach the required pass mark <strong>in each section</strong>. Doing very well in road signs cannot make up for failing road rules.</p><h2>The three sections (electronic learner exam)</h2><p>In line with how this app structures official practice, the sections break down roughly as follows:</p><ul><li><strong>Road Rules</strong> â up to 30 questions; required pass <strong>74%</strong>.</li><li><strong>Road Signs</strong> â up to 30 questions; required pass <strong>77%</strong>.</li><li><strong>Vehicle Controls</strong> â up to 8 questions; required pass <strong>75%</strong>.</li></ul><p>Treat these percentages as targets when you review mock-test scores by categoryânot as a substitute for your booking letter or testing centre instructions, which remain authoritative.</p><h2>Why per-section passes matter</h2><p>Exam logic treats each section independently. That mirrors real driving: you cannot safely compensate weak knowledge of junction rules by memorising extra signs. When you practise on the <a href='/learners' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>learners hub</a>, use <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> or <a href='/learners/exam-readiness' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam Readiness</a> by category so weak areas show up before test day.</p><h2>How to prepare</h2><p>Use <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a> or <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a> for timed practice, then review mistakes by topic. Pair question practice with the Road Rules and Traffic Signs material in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>book collection</a> for depth, and revisit vehicle controls until the answers feel automaticânot guessed.</p>"},{"slug":"k53-road-signs-regulatory-vs-warning","title":"Road signs for the K53 theory test: regulatory, warning, and how to study them","description":"A clearer way to group traffic signsâaligned with the Traffic Signs bookâso revision matches what examiners expect.","publishedAt":"2026-05-11","html":"<p>Road sign questions reward pattern recognition. The theory material in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a> organises signs into familiesâsuch as <strong>regulatory</strong> (what you must or must not do), <strong>warning</strong> (hazards ahead), <strong>guidance</strong> (direction and location), and more. Learning those families beats memorising isolated pictures.</p><h2>Regulatory signs</h2><p>These tell you legal obligations: speed limits, no entry, stop, yield, lane use, and parking restrictions. Exam questions often test whether you know the <strong>exact obligation</strong>, not just the rough ideaâsimilar versus opposite meanings catch people out.</p><h2>Warning signs</h2><p>Warning signs alert you to conditions aheadâcurves, crossings, narrowing lanes, animals, and temporary work zones. Many share familiar shapes and colours; pairing the symbol with the correct defensive response is what the test checks.</p><h2>A practical study path</h2><ol><li>Skim <strong>Sign Interpretation</strong> and <strong>Signs in General</strong> in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>
49Traffic Signs theory guide</a> so vocabulary is consistent. Cross-check patterns on the <a href='/learners/cheat-sheet/road-signs' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>cheat sheet (road signs)</a>.</li><li>Study one category at a timeâregulatory, then warning, then guidance and informationâusing the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>book collection</a> headings as your outline.</li><li>Finish with mixed <strong>Road Signs</strong> practice in <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> or a <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>custom exam</a> so categories are mixed like the real test.</li></ol><p>Consistent naming and grouping in your theory books exist precisely so exam preparation stays structuredâuse them as the backbone of sign revision.</p>"},{"slug":"k53-intersections-stops-yields-roundabouts","title":"Intersections and priority: stops, yields, lights, and roundabouts","description":"Study themes drawn from Road Rules and practical guidesâhow priority works at junctions so theory and on-road behaviour line up.","publishedAt":"2026-05-10","html":"<p>Intersection questions dominate Road Rules revision because almost every trip crosses one. The theory exam expects you to combine <strong>traffic control</strong> (lights, signs, road markings) with <strong>priority rules</strong> when no signal tells you exactly what to doâthen practise with <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> and <a href='/learners/cheat-sheet/road-rules' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>cheat sheet (road rules)</a>.</p><h2>Controlled intersections</h2><p>Where traffic lights or authorised directions apply, follow the phase shown and any supplementary plates. Flashing signals have specific meanings; steady red means stop before the stop line where one is provided. When lights fail or an officer directs traffic, follow the officer. See also traffic signals in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a>.</p><h2>Stop and yield</h2><p>A <strong>stop sign</strong> means stopâcomplete cessationâbefore entering the intersection unless law or a traffic officer indicates otherwise. A <strong>yield sign</strong> means give way: be prepared to stop for traffic you must yield to, without assuming others will yield to you.</p><h2>Uncontrolled intersections</h2><p>When no sign or signal assigns priority, general priority rules apply (yielding to traffic from the right at an uncontrolled crossing is the classic learner exam theme). Read each question carefully for context: vehicle types, visibility, and who arrived first can change the scenario.</p><h2>Roundabouts</h2><p>At roundabouts, yield to vehicles <strong>already circulating</strong> in the roundabout and enter when safe. Signal and lane choice should match your exitâpractical chapters on intersections and roundabouts in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>learner</a> and <a href='/license/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>licence</a> driver guides expand on observation and positioning.</p><h2>Closing tip</h2><p>Bundle intersection revision with the <strong>Intersections</strong> sections in the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Road Rules book</a> and practical books, then reinforce with category-filtered <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>. That connects book narrative to exam-style phrasing.</p>"},{"slug":"k53-study-tips-basics","title":"K53 study tips: building a routine","description":"Build a sustainable study plan for the learner theory testâweekly structure, the three exam sections, spaced review, and how to use official exams, Review Questions, cheat sheets, and books together.","publishedAt":"2026-05-09","html":"<p>The K53 learner theory exam rewards <strong>consistent</strong> preparation more than occasional marathon sessions. When revision fits into your normal weekâpredictable times, clear goals, and short burstsâyou retain road rules and signs better and avoid burnout before test day. Most tools below live on the <a href='/learners' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>learners hub</a>; licence practical theory sits under <a href='/license' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>License</a>.</p><p><strong>Rotate between three modes:</strong> reading theory (<a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>books</a>, <a href='/learners/cheat-sheet' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>cheat sheet</a>), timed practice (<a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a>, <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a>, <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>), and revisiting mistakes (<a href='/learners/bookmarks' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>bookmarks</a>, <a href='/learners/exam-history' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>exam history</a>). Each loop strengthens memory more than rereading alone.</p><h2>Why short sessions beat cramming</h2><p>Cognitive research consistently supports <strong>distributed practice</strong>: many shorter sessions spread over days outperform one long night-before grind. Aim for <strong>25â45 minutes</strong> when you can focus, plus a five-minute break if you go longer. Two focu
49sed blocks on a weekday often beat a single exhausted hour.</p><h2>Mirror the three exam sections</h2><p>Your electronic learner exam is scored in separate sectionsâ<strong>Road Rules</strong>, <strong>Road Signs</strong>, and <strong>Vehicle Controls</strong>. Build your week so each section gets attention; weak categories cannot be papered over by strong ones on the real test. If one area consistently scores lower in mocks, give it an extra mini-session before you add more volume elsewhere. Use <a href='/learners/exam-readiness' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam Readiness</a> to spot weak sections.</p><h2>A sample weekly rhythm</h2><p>Adapt days and times to your life; the pattern matters more than copying this grid exactly.</p><div class='not-prose my-6 overflow-x-auto rounded-xl border border-gray-200 bg-white shadow-sm'><table class='min-w-full text-left text-sm text-gray-800'><thead class='bg-gray-50 text-xs font-semibold uppercase tracking-wide text-gray-600'><tr><th class='px-4 py-3'>When</th><th class='px-4 py-3'>Focus</th><th class='px-4 py-3'>Tools on this site</th></tr></thead><tbody class='divide-y divide-gray-100'><tr><td class='px-4 py-3 whitespace-nowrap'>Mon / Wed</td><td class='px-4 py-3'>Road Rules depthâintersections, priorities, speed concepts</td><td class='px-4 py-3'><a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>, <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Books</a></td></tr><tr><td class='px-4 py-3'>Tue / Thu</td><td class='px-4 py-3'>Road Signsâfamilies of signs, signals</td><td class='px-4 py-3'><a href='/learners/cheat-sheet' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Cheat sheet</a>, <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Traffic Signs book</a></td></tr><tr><td class='px-4 py-3'>Fri</td><td class='px-4 py-3'>Vehicle Controls + mixed recap</td><td class='px-4 py-3'><a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a>, <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>books</a></td></tr><tr><td class='px-4 py-3'>Weekend</td><td class='px-4 py-3'><strong>Timed</strong> official-style exam or custom exam</td><td class='px-4 py-3'><a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a>, <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Custom exam</a></td></tr></tbody></table></div><h2>Layer your tools deliberately</h2><ul><li><strong>Theory first when stuck:</strong> Use the <a href='/learners/books' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>book collection</a> to understand <em>why</em> a rule exists, then return to questions.</li><li><strong>Fast recall:</strong> The <a href='/learners/cheat-sheet' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>cheat sheet</a> groups material by topicâideal for a ten-minute warm-up.</li><li><strong>Exam conditions:</strong> <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official</a> and <a href='/learners/custom-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>custom</a> exams build pacing and pressure tolerance.</li><li><strong>Breadth:</strong> <a href='/learners/review-questions' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Review Questions</a> lets you drill weak categories and bookmark tricky items.</li><li><strong>Trends:</strong> Check <a href='/learners/exam-readiness' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam Readiness</a> and <a href='/learners/exam-history' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Exam History</a> to see whether scores are stabilising across sections.</li><li><strong>Offline PDFs:</strong> Grab study PDFs from <a href='/downloads' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Downloads</a> when you need material away from the screen.</li></ul><h2>Track mistakes like a coach</h2><p>After each session, capture <strong>three to five</strong> misses: topic (e.g. yield at roundabout), why you think you chose wrong, and the rule that applies. Revisit those notes after <strong>one day</strong> and again after <strong>three days</strong>âsimple spaced review cements correction far better than rereading the whole manual. Save repeats in <a href='/learners/bookmarks' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Question Bookmarks</a> for quick review.</p><aside class='not-prose my-6 rounded-xl border border-[#1f6cc7]/25 bg-[#f7f8fc] p-5'><p class='mb-3 text-xs font-semibold uppercase tracking-wide text-[#1f6cc7]'>Session checklist</p><ul class='list-none space-y-2 text-sm text-gray-800'><li class='flex gap-2'><span class='text-[#49ace5]' aria-hidden='true'>â</span><span>Set one outcome before you start (e.g. â30 signs + 20 rulesâ).</span></li><li class='flex gap-2'><span class='text-[#49ace5]' aria-hidden='true'>â</span><span>Put your phone on silent; theory needs uninterrupted attention.</span></li><li class='flex gap-2'><span class='text-[#49ace5]' aria-hidden='true'>â</span><span>End with two minutes noting errorsânot scrolling social feeds.<
49/span></li><li class='flex gap-2'><span class='text-[#49ace5]' aria-hidden='true'>â</span><span>Schedule the next session within 48 hours.</span></li></ul></aside><h2>The week before your booking</h2><p>Shift emphasis from <em>new</em> topics to <strong>accuracy under time</strong>: one or two full mocks via <a href='/learners/official-exam' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>Official K53 Exam</a>, light refreshers from the <a href='/learners/cheat-sheet' class='font-semibold text-[#1f6cc7] hover:text-[#49ace5]'>cheat sheet</a>, and sleep. Avoid pulling all-nightersâfatigue destroys sign recognition and fine judgement on rules.</p>"}]`),articlesData={articles},raw=articlesData;function sortNewestFirst(e,r){return new Date(r.publishedAt).getTime()-new Date(e.publishedAt).getTime()}const ARTICLES=[...raw.articles].sort(sortNewestFirst);function getArticleBySlug(e){if(e)return raw.articles.find(r=>r.slug===e)}const TITLE$a="Articles | K53 Learners and License",DESCRIPTION$a="Articles and study tips for South African K53 learner and driver theoryârevision ideas, exam preparation, and updates from K53 Learners and License.";function formatPublishedDate$1(e){try{return new Date(e).toLocaleDateString("en-ZA",{year:"numeric",month:"long",day:"numeric"})}catch{return e}}function ArticlesPage(){return jsxRuntimeExports.jsxs(jsxRuntimeExports.Fragment,{children:[jsxRuntimeExports.jsxs(Helmet,{children:[jsxRuntimeExports.jsx("title",{children:TITLE$a}),jsxRuntimeExports.jsx("meta",{name:"description",content:DESCRIPTION$a}),jsxRuntimeExports.jsx("link",{rel:"canonical",href:`${SITE_URL}/articles`}),jsxRuntimeExports.jsx("meta",{property:"og:url",content:`${SITE_URL}/articles`}),jsxRuntimeExports.jsx("meta",{property:"og:title",content:TITLE$a}),jsxRuntimeExports.jsx("meta",{property:"og:description",content:DESCRIPTION$a}),jsxRuntimeExports.jsx("meta",{property:"og:type",content:"website"})]}),jsxRuntimeExports.jsx("header",{className:"bg-cover bg-center bg-no-repeat py-6 md:py-8 px-4 sm:px-6 lg:px-8",style:{backgroundImage:`url(${WP_CONTENT}/uploads/2018/12/jagged-min-scaled.jpg)`},children:jsxRuntimeExports.jsxs("div",{className:"max-w-7xl mx-auto",children:[jsxRuntimeExports.jsx("h1",{className:"text-2xl md:text-3xl font-bold text-white",children:"Articles"}),jsxRuntimeExports.jsx("p",{className:"mt-2 text-white/90 text-sm md:text-base max-w-2xl",children:"Study tips, updates, and ideas to support your K53 theory preparation."})]})}),jsxRuntimeExports.jsxs("div",{className:"max-w-7xl mx-auto px-4 sm:px-6 lg:px-8 py-8 md:py-12",children:[jsxRuntimeExports.jsx("nav",{className:"mb-6","aria-label":"Breadcrumb",children:jsxRuntimeExports.jsxs("ol",{className:"flex items-center gap-2 text-sm text-gray-600",children:[jsxRuntimeExports.jsx("li",{children:jsxRuntimeExports.jsx(Link,{to:"/",className:"hover:text-[#49ace5] transition-colors",children:"Home"})}),jsxRuntimeExports.jsx("li",{"aria-hidden":"true",children:"/"}),jsxRuntimeExports.jsx("li",{className:"font-medium text-gray-900","aria-current":"page",children:"Articles"})]})}),ARTICLES.length===0?jsxRuntimeExports.jsxs("div",{className:"rounded-xl border border-dashed border-gray-300 bg-gray-50/80 px-6 py-12 text-center",children:[jsxRuntimeExports.jsx("p",{className:"text-gray-700 font-medium",children:"No articles yet"}),jsxRuntimeExports.jsx("p",{className:"text-gray-600 text-sm mt-2 max-w-md mx-auto leading-relaxed",children:"New posts will appear here. 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49ontrols:e.vehicleControls,ExamType:e.examType,VehicleClass:e.vehicleClass}}function fromTestRecord(e){return{id:e.Id??0,isComplete:e.IsComplete===1,passed:e.Passed===1,percentage:e.Percentage??0,duration:e.Duration??0,timeLapsed:e.TimeLapsed??0,roadRules:e.RoadRules??0,roadSigns:e.RoadSigns??0,vehicleControls:e.VehicleControls??0,examType:e.ExamType??"",vehicleClass:e.VehicleClass??""}}function toTestQuestionRecord(e){return{Id:e.id??0,TestId:e.testId,QuestionId:e.questionId,IsCorrect:boolToNum(e.isCorrect),IsAnswered:boolToNum(e.isAnswered),Category:e.category,SelectedOption:e.selectedOption}}function fromTestQuestionRecord(e){return{id:e.Id??0,testId:e.TestId??0,questionId:e.QuestionId??0,isCorrect:e.IsCorrect===1,isAnswered:e.IsAnswered===1,category:e.Category??"",selectedOption:e.SelectedOption??0}}function toTestOptionRecord(e){return{Id:e.id??0,TestQuestionId:e.testQuestionId,OptionId:e.optionId,UserSelected:boolToNum(e.userSelected),TestId:e.testId}}function toDriverTestRecord(e){return{Id:e.id??0,IsComplete:boolToNum(e.isComplete),Passed:boolToNum(e.passed),YardPenalty:e.yardPenalty,RoadPenalty:e.roadPenalty,PracticalExamId:e.practicalExamId,VehicleClass:e.vehicleClass,ImmediateCount:e.immediateCount,Duration:e.duration??0,TimeLapsed:e.timeLapsed??0,VisitedExerciseIds:JSON.stringify(e.visitedExerciseIds??[])}}function fromDriverTestRecord(e){let r=[];try{const a=e.VisitedExerciseIds;typeof a=="string"?r=JSON.parse(a):Array.isArray(a)&&(r=a)}catch{}return{id:e.Id??0,isComplete:e.IsComplete===1,passed:e.Passed===1,yardPenalty:e.YardPenalty??0,roadPenalty:e.RoadPenalty??0,practicalExamId:e.PracticalExamId??0,vehicleClass:e.VehicleClass??"",immediateCount:e.ImmediateCount??0,duration:e.Duration??0,timeLapsed:e.TimeLapsed??0,visitedExerciseIds:r}}function toDriverPenaltyRecord(e){return{Id:e.id??0,PracticalTestId:e.practicalTestId,PracticalExerciseId:e.practicalExerciseId,PracticalSectionId:e.practicalSectionId,PenalisedCount:e.penalisedCount,CausedImmediateFail:boolToNum(e.causedImmediateFail),Remarks:e.remarks}}function fromDriverPenaltyRecord(e){return{id:e.Id??0,practicalTestId:e.PracticalTestId??0,practicalExerciseId:e.PracticalExerciseId??0,practicalSectionId:e.PracticalSectionId??0,penalisedCount:e.PenalisedCount??0,causedImmediateFail:e.CausedImmediateFail===1,remarks:e.Remarks??""}}function toQuestionBookmarkRecord(e){return{Id:e.id??0,QuestionId:e.questionId}}function fromQuestionBookmarkRecord(e){return{id:e.Id??0,questionId:e.QuestionId??0}}async function nextId(e){const o=await(await getDB()).transaction(e,"readonly").objectStore(e).getAll();return(o.length===0?0:Math.max(...o.map(u=>u.Id??0)))+1}async function newLearnerExam(e){const r=await getDB(),a=await nextId("Tests"),i=toTestRecord({...e,id:a});i.Id=a;const o=r.transaction("Tests","readwrite");return o.objectStore("Tests").put(i),await o.done,{...e,id:a}}async function getLearnerExam(e){const a=await(await getDB()).get("Tests",e);return a?fromTestRecord(a):null}async function getLearnerExams(){return(await(await getDB()).getAll("Tests")).sort((a,i)=>(i.Id??0)-(a.Id??0)).map(fromTestRecord)}async function updateLearnerExam(e){const r=await getDB(),a=toTestRecord(e);(a.Id===void 0||a.Id===0)&&(a.Id=e.id);const i=r.transaction("Tests","readwrite");i.objectStore("Tests").put(a),await i.done}async function newLearnerExamQuestion(e){const r=await getDB(),a=await nextId("TestQuestions"),i=toTestQuestionRecord({...e,id:a});return i.Id=a,await r.put("TestQuestions",i),{...e,id:a}}async function updateLearnerExamQuestion(e){await(await getDB()).put("TestQuestions",toTestQuestionRecord(e))}async function getTestQuestions(e){return(await(await getDB()).getAll("TestQuestions")).filter(i=>i.TestId===e).sort((i,o)=>(i.Id??0)-(o.Id??0)).map(fromTestQuestionRecord)}async function createTestQuestionPlaceholders(e,r){if(r.length===0)return;const a=await getDB(),i=await a.getAll("TestQuestions"),o=i.length===0?0:Math.max(...i.map(m=>m.Id??0)),l=a.transaction("TestQuestions","readwrite"),u=l.objectStore("TestQuestions");let d=o+1;for(const m of r){const p=toTestQuestionRecord({testId:e,questionId:m.id,isCorrect:!1,isAnswered:!1,category:m.categories[0]??"",selectedOption:0,id:d});p.Id=d,u.put(p),d+=1}await l.done}async function newLearnerExamOption(e){const r=await getDB(),a=await nextId("TestOptions"),i=toTestOptionRecord({...e,id:a});return i.Id=a,await r.put("TestOptions",i),{...e,id:a}}async function newDriverExam(e){const r=await getDB(),a=await nextId("PracticalTests"),i=toDriverTestRecord({...e,id:a});return i.Id=a,await r.put("PracticalTests",i),{...e,id:a}}async function updateDriverExam(e){await(await getDB()).put("PracticalTests",toDriverTestRecord(e))}async function getDriverExam(e){const a=await(await getDB()).get("PracticalTests",e);return a?fromDriverTestRecord(a):null}async function getDriverExams(){return(await(await getDB()).getAll("PracticalTests")).sort((a,i)=>(i.Id??0)-(a.Id??0)).map(fromDriverTestRecord)}async function newDriverPenalty(e){const r=await getDB(),a=await nextId("PenaltyLog"),i=toDriverPenaltyRecord({...e,id:a});return i.Id=a,await r.put("PenaltyLog",i),{...e,id:a}}async function getDriverPenalties(e){return(await(await getDB()).getAll("PenaltyLog")).filter(i=>i.PracticalTestId===e).map(fromDriverPenaltyRecord)}async function getDriverPenalty(e,r){return(await getDriverPenalties(e)).find(i=>i.practicalSectionId===r)??null}async function updateDriverPenalty(e){await(await getDB()).put("PenaltyLog",toDriverPenaltyRecord(e))}async function deleteDriverPenalty(e){await(await getDB()).delete("PenaltyLog",e)}
49async function newQuestionBookmark(e){const r=await getDB(),a=await nextId("QuestionBookmarks"),i=toQuestionBookmarkRecord({...e,id:a});return i.Id=a,await r.put("QuestionBookmarks",i),{...e,id:a}}async function getQuestionBookmarks(){return(await(await getDB()).getAll("QuestionBookmarks")).sort((a,i)=>(i.Id??0)-(a.Id??0)).map(fromQuestionBookmarkRecord)}async function deleteQuestionBookmark(e){const r=await getDB(),i=(await r.getAll("QuestionBookmarks")).find(o=>o.QuestionId===e);i!=null&&await r.delete("QuestionBookmarks",i.Id)}async function computeCategoryPercentages(e){const r=await getTestQuestions(e),a=o=>r.filter(l=>l.category===o),i=o=>{const l=a(o);if(l.length===0)return 0;const u=l.filter(d=>d.isCorrect).length;return Math.round(u/l.length*1e4)/100};return{roadRules:i("Road Rules"),roadSigns:i("Road Signs"),vehicleControls:i("Vehicle Controls")}}async function getCategoryStatsForExam(e,r){const a=await getTestQuestions(e),i=d=>a.filter(m=>m.category===d&&m.isAnswered),o=d=>i(d).filter(m=>m.isCorrect).length,l=d=>r.filter(m=>m.categories.includes(d)).length,u=d=>{const m=i(d).length,p=o(d);return{correct:p,wrong:m-p,answered:m,total:l(d)}};return{roadRules:u("Road Rules"),roadSigns:u("Road Signs"),vehicleControls:u("Vehicle Controls")}}async function getExamChartData(){const r=(await getLearnerExams()).filter(i=>i.isComplete).slice(0,10),a=Array.from({length:10},(i,o)=>({expanseCategory:String(o+1),roadRules:0,roadSigns:0,vehicleControls:0}));for(let i=0;i<r.length&&i<10;i++)a[9-i].roadRules=r[i].roadRules,a[9-i].roadSigns=r[i].roadSigns,a[9-i].vehicleControls=r[i].vehicleControls;return a}async function getIncorrectTestQuestionData(){const a=(await getLearnerExams()).filter(l=>l.isComplete).slice(0,10).map(l=>l.id);if(a.length===0)return[];const i=[];for(const l of a){const u=await getTestQuestions(l);i.push(...u.filter(d=>!d.isCorrect))}const o=new Map;for(const l of i)o.set(l.questionId,l);return Array.from(o.values())}async function getAnsweredTestQuestionData(e){const i=(await getLearnerExams()).filter(l=>l.isComplete&&l.examType===e).slice(0,25).map(l=>l.id),o=new Map;for(const l of i){const u=await getTestQuestions(l);for(const d of u)o.set(d.questionId,d)}return Array.from(o.values())}async function getLast10TestQuestionData(e,r){const o=(await getLearnerExams()).filter(u=>u.isComplete&&u.vehicleClass===e&&u.examType===r).slice(0,10).map(u=>u.id),l=[];for(const u of o)l.push(...await getTestQuestions(u));return l}async function clearLearnerData(){const r=(await getDB()).transaction(["QuestionBookmarks","TestOptions","TestQuestions","Tests"],"readwrite");await r.objectStore("QuestionBookmarks").clear(),await r.objectStore("TestOptions").clear(),await r.objectStore("TestQuestions").clear(),await r.objectStore("Tests").clear(),await r.done}async function clearLicenseData(){const r=(await getDB()).transaction(["PenaltyLog","PracticalTests"],"readwrite");await r.objectStore("PenaltyLog").clear(),await r.objectStore("PracticalTests").clear(),await r.done}const TITLE$9="Learner's License | K53 Practice & Study",DESCRIPTION$9="Study for your K53 learner's license with practice exams, review questions, cheat sheets, and theory books.";function LearnersHubPage(){const[e,r]=reactExports.useState(!1),[a,i]=reactExports.useState(!1),[o,l]=reactExports.useState(!1),u=async d=>{i(!0),l(!1);try{await clearLearnerData(),l(!0),d()}catch(m){console.error(m),window.alert("Failed to clear data. 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49r(!1),"aria-labelledby":"clear-learner-data-dialog-title","aria-describedby":"clear-learner-data-dialog-desc",children:d=>jsxRuntimeExports.jsxs("div",{className:"bg-white rounded-xl shadow-xl max-w-md w-full p-6",children:[jsxRuntimeExports.jsx("h2",{id:"clear-learner-data-dialog-title",className:"text-xl font-bold text-gray-900 mb-2",children:"Clear learner data?"}),jsxRuntimeExports.jsx("p",{id:"clear-learner-data-dialog-desc",className:"text-gray-600 mb-6",children:"This will remove your exam history, bookmarks, and any saved progress. This cannot be undone."}),jsxRuntimeExports.jsxs("div",{className:"flex justify-end gap-3",children:[jsxRuntimeExports.jsx("button",{type:"button",onClick:d,disabled:a,className:"px-4 py-2 text-sm font-medium text-gray-700 bg-gray-100 hover:bg-gray-200 rounded-md transition-colors disabled:opacity-50",children:"Cancel"}),jsxRuntimeExports.jsx("button",{type:"button",onClick:()=>u(d),disabled:a,className:"px-4 py-2 text-sm font-medium text-white bg-red-600 hover:bg-red-700 rounded-md transition-colors disabled:opacity-50",children:a?"Clearingâ¦":"Clear data"})]})]})}),jsxRuntimeExports.jsx("ul",{className:"grid w-full grid-cols-1 sm:grid-cols-2 lg:grid-cols-3 gap-3 md:gap-4 list-none p-0 m-0 items-stretch",children:learnersMenuItems.map(d=>jsxRuntimeExports.jsx("li",{className:"flex min-w-0",children:jsxRuntimeExports.jsx(MenuCard,{item:d})},d.name))})]})]})}const TITLE$8="Driver's License | K53 Practical Exam & Study",DESCRIPTION$8="Prepare for your K53 driver's license with practical exam practice, review exercises, and theory books.";function LicenseHubPage(){const[e,r]=reactExports.useState(!1),[a,i]=reactExports.useState(!1),[o,l]=reactExports.useState(!1),u=async d=>{i(!0),l(!1);try{await clearLicenseData(),l(!0),d()}catch(m){console.error(m),window.alert("Failed to clear data. Please try again.")}finally{i(!1)}};return jsxRuntimeExports.jsxs("div",{className:"bg-[#F7F8FC]",children:[jsxRuntimeExports.jsxs(Helmet,{children:[jsxRuntimeExports.jsx("title",{children:TITLE$8}),jsxRuntimeExports.jsx("meta",{name:"description",content:DESCRIPTION$8}),jsxRuntimeExports.jsx("link",{rel:"canonical",href:`${SITE_URL}/license`}),jsxRuntimeExports.jsx("meta",{property:"og:url",content:`${SITE_URL}/license`}),jsxRuntimeExports.jsx("meta",{property:"og:title",content:TITLE$8}),jsxRuntimeExports.jsx("meta",{property:"og:description",content:DESCRIPTION$8}),jsxRuntimeExports.jsx("meta",{property:"og:type",content:"website"})]}),jsxRuntimeExports.jsxs("section",{className:"max-w-7xl mx-auto px-4 sm:px-6 lg:px-8 pt-6 md:pt-8 pb-4 md:pb-6",children:[jsxRuntimeExports.jsx("nav",{className:"mb-4","aria-label":"Breadcrumb",children:jsxRuntimeExports.jsxs("ol",{className:"flex items-center gap-2 text-sm text-gray-600",children:[jsxRuntimeExports.jsx("li",{children:jsxRuntimeExports.jsx(Link,{to:"/",className:"hover:text-[#49ace5] transition-colors",children:"Home"})}),jsxRuntimeExports.jsx("li",{"aria-hidden":"true",children:"/"}),jsxRuntimeExports.jsx("li",{className:"font-medium text-gray-900","aria-current":"page",children:"License"})]})}),jsxRuntimeExports.jsxs("div",{className:"flex flex-wrap items-start justify-between gap-4 mb-6",children:[jsxRuntimeExports.jsxs("div",{children:[jsxRuntimeExports.jsx("h1",{className:"text-2xl md:text-3xl font-bold text-gray-900 mb-1.5",children:"Driver's License"}),jsxRuntimeExports.jsx("p",{className:"text-sm text-gray-600",children:"Prepare for your practical driver's exam with self-assessment and exercises."})]}),jsxRuntimeExports.jsx("button",{type:"button",onClick:()=>r(!0),disabled:a,className:"shrink-0 px-3 py-1.5 text-sm font-medium text-gray-600 hover:text-red-600 hover:bg-red-50 border border-gray-300 hover:border-red-200 rounded-md transition-colors disabled:opacity-50 disabled:pointer-events-none",title:"Delete all driver exam history and penalty logs",children:a?"Clearingâ¦":o?"Data cleared":"Clear license data"})]}),jsxRuntimeExports.jsx(AnimatedModal,{open:e,onClose:()=>r(!1),"aria-labelledby":"clear-license-data-dialog-title","aria-describedby":"
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vendor: 4,749 bytes, line 49
49(function(e,r){(function(a,i){e.exports=i()})(core,function(){var a=a||(function(i,o){var l;if(typeof window<"u"&&window.crypto&&(l=window.crypto),typeof self<"u"&&self.crypto&&(l=self.crypto),typeof globalThis<"u"&&globalThis.crypto&&(l=globalThis.crypto),!l&&typeof window<"u"&&window.msCrypto&&(l=window.msCrypto),!l&&typeof commonjsGlobal<"u"&&commonjsGlobal.crypto&&(l=commonjsGlobal.crypto),!l&&typeof commonjsRequire=="function")try{l=require$$0}catch{}var u=function(){if(l){if(typeof l.getRandomValues=="function")try{return l.getRandomValues(new Uint32Array(1))[0]}catch{}if(typeof l.randomBytes=="function")try{return l.randomBytes(4).readInt32LE()}catch{}}throw new Error("Native crypto module could not be used to get secure random number.")},d=Object.create||(function(){function y(){}return function(g){var w;return y.prototype=g,w=new y,y.prototype=null,w}})(),m={},p=m.lib={},f=p.Base=(function(){return{extend:function(y){var g=d(this);return y&&g.mixIn(y),(!g.hasOwnProperty("init")||this.init===g.init)&&(g.init=function(){g.$super.init.apply(this,arguments)}),g.init.prototype=g,g.$super=this,g},create:function(){var y=this.extend();return y.init.apply(y,arguments),y},init:function(){},mixIn:function(y){for(var g in y)y.hasOwnProperty(g)&&(this[g]=y[g]);y.hasOwnProperty("toString")&&(this.toString=y.toString)},clone:function(){return this.init.prototype.extend(this)}}})(),R=p.WordArray=f.extend({init:function(y,g){y=this.words=y||[],g!=o?this.sigBytes=g:this.sigBytes=y.length*4},toString:function(y){return(y||S).stringify(this)},concat:function(y){var g=this.words,w=y.words,T=this.sigBytes,I=y.sigBytes;if(this.clamp(),T%4)for(var k=0;k<I;k++){var M=w[k>>>2]>>>24-k%4*8&255;g[T+k>>>2]|=M<<24-(T+k)%4*8}else for(var U=0;U<I;U+=4)g[T+U>>>2]=w[U>>>2];return this.sigBytes+=I,this},clamp:function(){var y=this.words,g=this.sigBytes;y[g>>>2]&=4294967295<<32-g%4*8,y.length=i.ceil(g/4)},clone:function(){var y=f.clone.call(this);return y.words=this.words.slice(0),y},random:function(y){for(var g=[],w=0;w<y;w+=4)g.push(u());return new R.init(g,y)}}),x=m.enc={},S=x.Hex={stringify:function(y){for(var g=y.words,w=y.sigBytes,T=[],I=0;I<w;I++){var k=g[I>>>2]>>>24-I%4*8&255;T.push((k>>>4).toString(16)),T.push((k&15).toString(16))}return T.join("")},parse:function(y){for(var g=y.length,w=[],T=0;T<g;T+=2)w[T>>>3]|=parseInt(y.substr(T,2),16)<<24-T%8*4;return new R.init(w,g/2)}},E=x.Latin1={stringify:function(y){for(var g=y.words,w=y.sigBytes,T=[],I=0;I<w;I++){var k=g[I>>>2]>>>24-I%4*8&255;T.push(String.fromCharCode(k))}return T.join("")},parse:function(y){for(var g=y.length,w=[],T=0;T<g;T++)w[T>>>2]|=(y.charCodeAt(T)&255)<<24-T%4*8;return new R.init(w,g)}},j=x.Utf8={stringify:function(y){try{return decodeURIComponent(escape(E.stringify(y)))}catch{throw new Error("Malformed UTF-8 data")}},parse:function(y){return E.parse(unescape(encodeURIComponent(y)))}},A=p.BufferedBlockAlgorithm=f.extend({reset:function(){this._data=new R.init,this._nDataBytes=0},_append:function(y){typeof y=="string"&&(y=j.parse(y)),this._data.concat(y),this._nDataBytes+=y.sigBytes},_process:function(y){var g,w=this._data,T=w.words,I=w.sigBytes,k=this.blockSize,M=k*4,U=I/M;y?U=i.ceil(U):U=i.max((U|0)-this._minBufferSize,0);var z=U*k,Q=i.min(z*4,I);if(z){for(var G=0;G<z;G+=k)this._doProcessBlock(T,G);g=T.splice(0,z),w.sigBytes-=Q}return new R.init(g,Q)},clone:function(){var y=f.clone.call(this);return y._data=this._data.clone(),y},_minBufferSize:0});p.Hasher=A.extend({cfg:f.extend(),init:function(y){this.cfg=this.cfg.extend(y),this.reset()},reset:function(){A.reset.call(this),this._doReset()},update:function(y){return this._append(y),this._process(),this},finalize:function(y){y&&this._append(y);var g=this._doFinalize();return g},blockSize:16,_createHelper:function(y){return function(g,w){return new y.init(w).finalize(g)}},_createHmacHelper:function(y){return function(g,w){return new b.HMAC.init(y,w).finalize(g)}}});var b=m.algo={};return m})(Math);return a})})(core$1)),core$1.exports}var x64Core$1={exports:{}},x64Core=x64Core$1.exports,hasRequiredX64Core;function requireX64Core(){return hasRequiredX64Core||(hasRequiredX64Core=1,(function(e,r){(function(a,i){e.exports=i(requireCore())})(x64Core,function(a){return(function(i){var o=a,l=o.lib,u=l.Base,d=l.WordArray,m=o.x64={};m.Word=u.extend({init:function(p,f){this.high=p,this.low=f}}),m.WordArray=u.extend({init:function(p,f){p=this.words=p||[],f!=i?this.sigBytes=f:this.sigBytes=p.length*8},toX32:function(){for(var p=this.words,f=p.length,R=[],x=0;x<f;x++){var S=p[x];R.push(S.high),R.push(S.low)}return d.create(R,this.sigBytes)},clone:function(){for(var p=u.clone.call(this),f=p.words=this.words.slice(0),R=f.length,x=0;x<R;x++)f[x]=f[x].clone();return p}})})(),a})}
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49)(x64Core$1)),x64Core$1.exports}var libTypedarrays$1={exports:{}},libTypedarrays=libTypedarrays$1.exports,hasRequiredLibTypedarrays;function requireLibTypedarrays(){return hasRequiredLibTypedarrays||(hasRequiredLibTypedarrays=1,(function(e,r){(function(a,i){e.exports=i(requireCore())})(libTypedarrays,function(a){return(function(){if(typeof ArrayBuffer=="function"){var i=a,o=i.lib,l=o.WordArray,u=l.init,d=l.init=function(m){if(m instanceof ArrayBuffer&&(m=new Uint8Array(m)),(m instanceof Int8Array||typeof Uint8ClampedArray<"u"&&m instanceof Uint8ClampedArray||m instanceof Int16Array||m instanceof Uint16Array||m instanceof Int32Array||m instanceof Uint32Array||m instanceof Float32Array||m instanceof Float64Array)&&(m=new Uint8Array(m.buffer,m.byteOffset,m.byteLength)),m instanceof Uint8Array){for(var p=m.byteLength,f=[],R=0;R<p;R++)f[R>>>2]|=m[R]<<24-R%4*8;u.call(this,f,p)}else 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m<<8&4278255360|m>>>8&16711935}})(),a.enc.Utf16})})(encUtf16$1)),encUtf16$1.exports}var encBase64$1={exports:{}},encBase64=encBase64$1.exports,hasRequiredEncBase64;function requireEncBase64(){return hasRequiredEncBase64||(hasRequiredEncBase64=1,(function(e,r){(function(a,i){e.exports=i(requireCore())})(encBase64,function(a){return(function(){var i=a,o=i.lib,l=o.WordArray,u=i.enc;u.Base64={stringify:function(m){var p=m.words,f=m.sigBytes,R=this._map;m.clamp();for(var x=[],S=0;S<f;S+=3)for(var E=p[S>>>2]>>>24-S%4*8&255,j=p[S+1>>>2]>>>24-(S+1)%4*8&255,A=p[S+2>>>2]>>>24-(S+2)%4*8&255,b=E<<16|j<<8|A,y=0;y<4&&S+y*.75<f;y++)x.push(R.charAt(b>>>6*(3-y)&63));var g=R.charAt(64);if(g)for(;x.length%4;)x.push(g);return x.join("")},parse:function(m){var p=m.length,f=this._map,R=this._reverseMap;if(!R){R=this._reverseMap=[];for(var x=0;x<f.length;x++)R[f.charCodeAt(x)]=x}var S=f.charAt(64);if(S){var E=m.indexOf(S);E!==-1&&(p=E)}return d(m,p,R)},_map:"ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/="};function d(m,p,f){for(var R=[],x=0,S=0;S<p;S++)if(S%4){var E=f[m.charCodeAt(S-1)]<<S%4*2,j=f[m.charCodeAt(S)]>>>6-S%4*2,A=E|j;R[x>>>2]|=A<<24-x%4*8,x++}return l.create(R,x)}})(),a.enc.Base64})})(encBase64$1)),encBase64$1.exports}var encBase64url$1={exports:{}},encBase64url=encBase64url$1.exports,hasRequiredEncBase64url;function requireEncBase64url(){return hasRequiredEncBase64url||(hasRequiredEncBase64url=1,(function(e,r){(function(a,i){e.exports=i(requireCore())})(encBase64url,function(a){return(function(){var i=a,o=i.lib,l=o.WordArray,u=i.enc;u.Base64url={stringify:function(m,p){p===void 0&&(p=!0);var f=m.words,R=m.sigBytes,x=p?this._safe_map:this._map;m.clamp();for(var S=[],E=0;E<R;E+=3)for(var j=f[E>>>2]>>>24-E%4*8&255,A=f[E+1>>>2]>>>24-(E+1)%4*8&255,b=f[E+2>>>2]>>>24-(E+2)%4*8&255,y=j<<16|A<<8|b,g=0;g<4&&E+g*.75<R;g++)S.push(x.charAt(y>>>6*(3-g)&63));var w=x.charAt(64);if(w)for(;S.length%4;)S.push(w);return S.join("")},parse:function(m,p){p===void 0&&(p=!0);var f=m.length,R=p?this._safe_map:this._map,x=this._reverseMap;if(!x){x=this._reverseMap=[];for(var S=0;S<R.length;S++)x[R.charCodeAt(S)]=S}var E=R.charAt(64);if(E){var j=m.indexOf(E);j!==-1&&(f=j)}return d(m,f,x)},_map:"ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",_safe_map:"ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789-_"};function d(m,p,f){for(var R=[],x=0,S=0;S<p;S++)if(S%4){var E=f[m.charCodeAt(S-1)]<<S%4*2,j=f[m.charCodeAt(S)]>>>6-S%4*2,A=E|j;R[x>>>2]|=A<<24-x%4*8,x++}return l.create(R,x)}})(),a.enc.Base64url})})(encBase64url$1)),encBase64url$1.exports}var md5$1={exports:{}},md5=md5$1.exports,hasRequiredMd5;function requireMd5(){return hasRequiredMd5||(hasRequiredMd5=1,(function(e,r){(function(a,i){e.exports=i(requireCore())})(md5,function(a){return(function(i){var o=a,l=o.lib,u=l.WordArray,d=l.Hasher,m=o.algo,p=[];(function(){for(var j=0;j<64;j++)p[j]=i.abs(i.sin(j+1))*4294967296|0})();var f=m.MD5=d.extend({_doReset:function(){this._hash=new u.init([1732584193,4023233417,2562383102,271733878])},_doProcessBlock:function(j,A){for(var b=0;b<16;b++){var y=A+b,g=j[y];j[y]=(g<<8|g>>>24)&16711935|(g<<24|g>>>8)&4278255360}var w=this._hash.words,T=j[A+0],I=j[A+1],k=j[A+2],M=j[A+3],U=j[A+4],z=j[A+5],Q=j[A+6],G=j[A+7],Y=j[A+8],X=j[A+9],W=j[A+10],L=j[A+11],B=j[A+12],P=j[A+13],N=j[A+14],O=j[A+15],C=w[0],F=w[1],q=w[2],H=w[3];C=R(C,F,q,H,T,7,p[0]),H=R(H,C,F,q,I,12,p[1]),q=R(q,H,C,F,k,17,p[2]),F=R(F,q,H,C,M,22,p[3]),C=R(C,F,q,H,U,7,p[4]),H=R(H,C,F,q,z,12,p[5]),q=R(q,H,C,F,Q,17,p[6]),F=R(F,q,H,C,G,22,p[7]),C=R(C,F,q,H,Y,7,p[8]),H=R(H,C,F,q,X,12,p[9]),q=R(q,H,C,F,W,17,p[10]),F=R(F,q,H,C,L,22,p[11]),C=R(C,F,q,H,B,7,p[12]),H=R(H,C,F,q,P,12,p[13]),q=R(q,H,C,F,N,17,p[14]),F=R(F,q,H,C,O,22,p[15]),C=x(C,F,q,H,I,5,p[16]),H=x(H,C,F,q,Q,9,p[17]),q=x(q,H,C,F,L,14,p[18]),F=x(F,q,H,C,T,20,p[19]),C=x(C,F,q,H,z,5,p[20]),H=x(H,C,F,q,W,9,p[21]),q=x(q,H,C,F,O,14,p[22]),F=x(F,q,H,C,U,20,p[23]),C=x(C,F,q,H,X,5,p[24]),H=x(H,C,F,q,N,9,p[25]),q=x(q,H,C,F,M,14,p[26]),F=x(F,q,H,C,Y,20,p[27]),C=x(C,F,q,H,P,5,p[28]),H=x(H,C,F,q,k,9,p[29]),q=x(q,H,C,F,G,14,p[30]),F=x(F,q,H,C,B,20,p[31]),C=S(C,F,q,H,z,4,p[32]),H=S(H,C,F,q,Y,11,p[33]),q=S(q,H,C,F,L,16,p[34]),F=S(F,q,H,C,N,23,p[35]),C=S(C,F,q,H,I,4,p[36]),H=S(H,C,F,q,U,11,p[37]),q=S(q,H,C,F,G,16,p[38]),F=S(F,q,H,C,W,23,p[39]),C=S(C,F,q,H,P,4,p[40]),H=S(H,C,F,q,T,11,p[41]),q=S(q,H,C,F,M,16,p[42]),F=S(F,q,H,C,Q,23,p[43]),C=S(C,F,q,H,X,4,p[44]),H=S(H,C,F,q,B,11,p[45]),q=S(q,H,C,F,O,16,p[46]),F=S(F,q,H,C,k,23,p[47]),C=E(C,F,q,H,T,6,p[48]),H=E(H,C,F,q,G,10,p[49]),q=E(q,H,C,F,N,15,p[50]),F=E(F,q,H,C,z,21,p[51]),C=E(C,F,q,H,B,6,p[52]),H=E(H,C,F,q,M,10,p[53]),q=E(q,H,C,F,W,15,p[54]),F=E(F,q,H,C,I,21,p[55]),C=E(C,F,q,H,Y,6,p[56]),H=E(H,C,F,q,O,10,p[57]),q=E(q,H,C,F,Q,15,p[58]),F=E(F,q,H,C,P,21,p[59]),C=E(C,F,q,H,U,6,p[60]),H=E(H,C,F,q,L,10,p[61]),q=E(q,H,C,F,k,15,p[62]),F=E(F,q,H,C,X,21,p[63]),w[0]=w[0]+C|0,w[1]=w[1]+F|0,w[2]=w[2]+q|0,w[3]=w[3]+H|0},_doFinalize:function(){var j=this._data,A=j.words,b=this._nDataBytes*8,y=j.sigBytes*8;A[y>>>5]|=128<<24-y%32;var g=i.floor(b/4294967296),w=b;A[(y+64>>>9<<4)+15]=(g<<8|g>>>24)&16711935|(g<<24|g>>>8)&4278255360,A[(y+64>>>9<<4)+14]=(w<<8|w>>>24)&16711935|(w<<24|w>>>8)&4278255360,j.sigBytes=(A.length+1)*4,this._process();for(var T=this._hash,I=T.words,k=0;k<4;k++){var M=I[k];I[k]=(M<<8|M>>>24)&16711935|(M<<24|M>>>8)&4278255360}return T},clone:function(){var j=d.clone.call(this);return j._hash=this._hash.clone(),j}});function R(j,A,b,y,g,w,T){var I=j+(A&b|~A&y)+g+T;return(I<<w|I>>>32-w)+A}function x(j,A,b,y,g,w,T){var I=j+(A&y|b&~y)+g+T;return(I<<w|I>>>32-w)+A}function S(j,A,b,y,g,w,T){var I=j+(A^b^y)+g+T;return(I<<w|I>>>32-w)+A}function E(j,A,b,y,g,w,T){var I=j+(b^(A|~y))+g+T;return(I<<w|I>>>32-w)+A}o.MD5=d._createHelper(f),o.HmacMD5=d._createHmacHelper(f)})(Math),a.MD5})})(md5$1)),md5$1.exports}var sha1$1={exports:{}},sha1=sha1$1.exports,hasRequiredSha1;function requireSha1(){return hasRequiredSha1||(hasRequiredSha1=1,(function(e,r){(function(a,i){e.exports=i(requireCore())})(sha1,function(a){return(function(){var i=a,o=i.lib,l=o.WordArray,u=o.Hasher,d=i.algo,m=[],p=d.SHA1=u.extend({_doReset:function(){this._hash=new l.init([1732584193,4023233417,2562383102,271733878,3285377520])},_doProcessBlock:function(f,R){for(var x=this._hash.words,S=x[0],E=x[1],j=x[2],A=x[3],b=x[4],y=0;y<80;y++){if(y<16)m[y]=f[R+y]|0;else{var g=m[y-3]^m[y-8]^m[y-14]^m[y-16];m[y]=g<<1|g>>>31}var w=(S<<5|S>>>27)+b+m[y];y<20?w+=(E&j|~E&A)+1518500249:y<40?w+=(E^j^A)+1859775393:y<60?w+=(E&j|E&A|j&A)-1894007588:w+=(E^j^A)-899497514,b=A,A=j,j=E<<30|E>>>2,E=S,S=w}x[0]=x[0]+S|0,x[1]=x[1]+E|0,x[2]=x[2]+j|0,x[3]=x[3]+A|0,x[4]=x[4]+b|0},_doFinalize:function(){var f=this._data,R=f.words,x=this._nDataBytes*8,S=f.sigBytes*8;return R[S>>>5]|=128<<24-S%32,R[(S+64>>>9<<4)+14]=Math.floor(x/4294967296),R[(S+64>>>9<<4)+15]=x,f.sigBytes=R.length*4,this._process(),this._hash},clone:function(){var f=u.clone.call(this);return f._hash=this._hash.clone(),f}});i.SHA1=u._createHelper(p),i.HmacSHA1=u._createHmacHelper(p)})(),a.SHA1})})(sha1$1)),sha1$1.exports}var sha256$1={exports:{}},sha256=sha256$1.exports,hasRequiredSha256;function requireSha256(){return hasRequiredSha256||(hasRequiredSha256=1,(function(e,r){(function(a,i){e.exports=i(requireCore())})(sha256,function(a){return(function(i){var o=a,l=o.lib,u=l.WordArray,d=l.Hasher,m=o.algo,p=[],f=[];(function(){function S(b){for(var y=i.sqrt(b),g=2;g<=y;g++)if(!(b%g))return!1;return!0}function E(b){return(b-(b|0))*4294967296|0}for(var j=2,A=0;A<64;)S(j)&&(A<8&&(p[A]=E(i.pow(j,1/2))),f[A]=E(i.pow(j,1/3)),A++),j++})();var R=[],x=m.SHA256=d.extend({_doReset:function(){this._hash=new u.init(p.slice(0))},_doProcessBlock:function(S,E){for(var j=this._hash.words,A=j[0],b=j[1],y=j[2],g=j[3],w=j[4],T=j[5],I=j[6],k=j[7],M=0;M<64;M++){if(M<16)R[M]=S[E+M]|0;else{var U=R[M-15],z=(U<<25|U>>>7)^(U<<14|U>>>18)^U>>>3,Q=R[M-2],G=(Q<<15|Q>>>17)^(Q<<13|Q>>>19)^Q>>>10;R[M]=z+R[M-7]+G+R[M-16]}var Y=w&T^~w&I,X=A&b^A&y^b&y,W=(A<<30|A>>>2)^(A<<19|A>>>13)^(A<<10|A>>>22),L=(w<<26|w>>>6)^(w<<21|w>>>11)^(w<<7|w>>>25),B=k+L+Y+f[M]+R[M],P=W+X;k=I,I=T,T=w,w=g+B|0,g=y,y=b,b=A,A=B+P|0}j[0]=j[0]+A|0,j[1]=j[1]+b|0,j[2]=j[2]+y|0,j[3]=j[3]+g|0,j[4]=j[4]+w|0,j[5]=j[5]+T|0,j[6]=j[6]+I|0,j[7]=j[7]+k|0},_doFinalize:function(){var S=this._data,E=S.words,j=this._nDataBytes*8,A=S.sigBytes*8;return E[A>>>5]|=128<<24-A%32,E[(A+64>>>9<<4)+14]=i.floor(j/4294967296),E[(A+64>>>9<<4)+15]=j,S.sigBytes=E.length*4,this._process(),this._hash},clone:function(){var S=d.clone.call(this);return S._hash=this._hash.clone(),S}});o.SHA256=d._createHelper(x),o.HmacSHA256=d._createHmacHelper(x)})(Math),a.SHA256})})(sha256$1)),sha256$1.exports}var sha224$1={exports:{}},sha224=sha224$1.exports,hasRequiredSha224;function requireSha224(){return hasRequiredSha224||(hasRequiredSha224=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireSha256())})(sha224,function(a){return(function(){var i=a,o=i.lib,l=o.WordArray,u=i.algo,d=u.SHA256,m=u.SHA224=d.extend({_doReset:function(){this._hash=new l.init([3238371032,914150663,812702999,4144912697,4290775857,1750603025,1694076839,3204075428])},_doFinalize:function(){var p=d._doFinalize.call(this);return p.sigBytes-=4,p}});i.SHA224=d._createHelper(m),i.HmacSHA224=d._createHmacHelper(m)})(),a.SHA224})})(sha224$1)),sha224$1.exports}var sha512$1={exports:{}},sha512=sha512$1.exports,hasRequiredSha512;function requireSha512(){return hasRequiredSha512||(hasRequiredSha512=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireX64Core())})(sha512,function(a){return(function(){var i=a,o=i.lib,l=o.Hasher,u=i.x64,d=u.Word,m=u.WordArray,p=i.algo;function f(){return d.create.apply(d,arguments)}var R=[f(1116352408,3609767458),f(1899447441,602891725),f(3049323471,3964484399),f(3921009573,2173295548),f(961987163,4081628472),f(1508970993,3053834265),f(2453635748,2937671579),f(2870763221,3664609560),f(3624381080,2734883394),f(310598401,1164996542),f(607225278,1323610764),f(1426881987,3590304994),f(1925078388,4068182383),f(2162078206,991336113),f(2614888103,633803317),f(3248222580,3479774868),f(3835390401,2666613458),f(4022224774,944711139),f(264347078,2341262773),f(604807628,2007800933),f(770255983,1495990901),f(1249150122,1856431235),f(1555081692,3175218132),f(1996064986,2198950837),f(2554220882,3999719339),f(2821834349,766784016),f(2952996808,2566594879),f(3210313671,3203337956),f(3336571891,1034457026),f(3584528711,2466948901),f(113926993,3758326383),f(338241895,168717936),f(666307205,1188179964),f(773529912,1546045734),f(1294757372,1522805485),f(1396182291,2643833823),f(1695183700,2343527390),f(1986661051,1014477480),f(2177026350,1206759142),f(2456956037,344077627),f(2730485921,1290863460),f(2820302411,3158454273),f(3259730800,3505952657),f(3345764771,106217008),f(3516065817,3606008344),f(3600352804,1432725776),f(4094571909,1467031594),f(275423344,851169720),f(430227734,3100823752),f(506948616,1363258195),f(659060556,3750685593),f(883997877,3785050280),f(958139571,3318307427),f(1322822218,3812723403),f(1537002063,2003034995),f(1747873779,3602036899),f(1955562222,1575990012),f(2024104815,1125592928),f(2227730452,2716904306),f(2361852424,442776044),f(2428436474,593698344),f(2756734187,3733110249),f(3204031479,2999351573),f(3329325298,3815920427),f(3391569614,3928383900),f(3515267271,566280711),f(3940187606,3454069534),f(4118630271,4000239992),f(116418474,1914138554),f(174292421,2731055270),f(289380356,3203993006),f(460393269,320620315),f(685471733,587496836),f(852142971,1086792851),f(1017036298,365543100),f(1126000580,2618297676),f(1288033470,3409855158),f(1501505948,4234509866),f(1607167915,987167468),f(1816402316,1246189591)],x=[];(function(){for(var E=0;E<80;E++)x[E]=f()})();var S=p.SHA512=l.extend({_doReset:function(){this._hash=new m.init([new d.init(1779033703,4089235720),new d.init(3144134277,2227873595),new d.init(1013904242,4271175723),new d.init(2773480762,1595750129),new d.init(1359893119,2917565137),new d.init(2600822924,725511199),new d.init(528734635,4215389547),new d.init(1541459225,327033209)])},_doProcessBlock:function(E,j){for(var A=this._hash.words,b=A[0],y=A[1],g=A[2],w=A[3],T=A[4],I=A[5],k=A[6],M=A[7],U=b.high,z=b.low,Q=y.high,G=y.low,Y=g.high,X=g.low,W=w.high,L=w.low,B=T.high,P=T.low,N=I.high,O=I.low,C=k.high,F=k.low,q=M.high,H=M.low,$=U,se=z,ne=Q,_=G,ve=Y,ye=X,je=W,le=L,me=B,te=P,pe=N,fe=O,he=C,we=F,Te=q,ge=H,be=0;be<80;be++){var Ee,de,Re=x[be];if(be<16)de=Re.high=E[j+be*2]|0,Ee=Re.low=E[j+be*2+1]|0;else{var Pe=x[be-15],Ce=Pe.high,Le=Pe.low,_e=(Ce>>>1|Le<<31)^(Ce>>>8|Le<<24)^Ce>>>7,Ue=(Le>>>1|Ce<<31)^(Le>>>8|Ce<<24)^(Le>>>7|Ce<<25),Xe=x[be-2],jt=Xe.high,At=Xe.low,It=(jt>>>19|At<<13)^(jt<<3|At>>>29)^jt>>>6,ot=(At>>>19|jt<<13)^(At<<3|jt>>>29)^(At>>>6|jt<<26),Tt=x[be-7],xe=Tt.high,$e=Tt.low,et=x[be-16],st=et.high,wt=et.low;Ee=Ue+$e,de=_e+xe+(Ee>>>0<Ue>>>0?1:0),Ee=Ee+ot,de=de+It+(Ee>>>0<ot>>>0?1:0),Ee=Ee+wt,de=de+st+(Ee>>>0<wt>>>0?1:0),Re.high=de,Re.low=Ee}var St=me&pe^~me&he,ht=te&fe^~te&we,De=$&ne^$&ve^ne&ve,xs=se&_^se&ye^_&ye,_r=($>>>28|se<<4)^($<<30|se>>>2)^($<<25|se>>>7),Ka=(se>>>28|$<<4)^(se<<30|$>>>2)^(se<<25|$>>>7),Za=(me>>>14|te<<18)^(me>>>18|te<<14)^(me<<23|te>>>9),ra=(te>>>14|me<<18)^(te>>>18|me<<14)^(te<<23|me>>>9),Ar=R[be],cn=Ar.high,sa=Ar.low,Ct=ge+ra,tr=Te+Za+(Ct>>>0<ge>>>0?1:0),Ct=Ct+ht,tr=tr+St+(Ct>>>0<ht>>>0?1:0),Ct=Ct+sa,tr=tr+cn+(Ct>>>0<sa>>>0?1:0),Ct=Ct+Ee,tr=tr+de+(Ct>>>0<Ee>>>0?1:0),gs=Ka+xs,aa=_r+De+(gs>>>0<Ka>>>0?1:0);Te=he,ge=we,he=pe,we=fe,pe=me,fe=te,te=le+Ct|0,me=je+tr+(te>>>0<le>>>0?1:0)|0,je=ve,le=ye,ve=ne,ye=_,ne=$,_=se,se=Ct+gs|0,$=tr+aa+(se>>>0<Ct>>>0?1:0)|0}z=b.low=z+se,b.high=U+$+(z>>>0<se>>>0?1:0),G=y.low=G+_,y.high=Q+ne+(G>>>0<_>>>0?1:0),X=g.low=X+ye,g.high=Y+ve+(X>>>0<ye>>>0?1:0),L=w.low=L+le,w.high=W+je+(L>>>0<le>>>0?1:0),P=T.low=P+te,T.high=B+me+(P>>>0<te>>>0?1:0),O=I.low=O+fe,I.high=N+pe+(O>>>0<fe>>>0?1:0),F=k.low=F+we,k.high=C+he+(F>>>0<we>>>0?1:0),H=M.low=H+ge,M.high=q+Te+(H>>>0<ge>>>0?1:0)},_doFinalize:function(){var E=this._data,j=E.words,A=this._nDataBytes*8,b=E.sigBytes*8;j[b>>>5]|=128<<24-b%32,j[(b+128>>>10<<5)+30]=Math.floor(A/4294967296),j[(b+128>>>10<<5)+31]=A,E.sigBytes=j.length*4,this._process();var y=this._hash.toX32();return y},clone:function(){var E=l.clone.call(this);return E._hash=this._hash.clone(),E},blockSize:1024/32});i.SHA512=l._createHelper(S),i.HmacSHA512=l._createHmacHelper(S)})(),a.SHA512})})(sha512$1)),sha512$1.exports}var sha384$1={exports:{}},sha384=sha384$1.exports,hasRequiredSha384;function requireSha384(){return hasRequiredSha384||(hasRequiredSha384=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireX64Core(),requireSha512())})(sha384,function(a){return(function(){var i=a,o=i.x64,l=o.Word,u=o.WordArray,d=i.algo,m=d.SHA512,p=d.SHA384=m.extend({_doReset:function(){this._hash=new u.init([new l.init(3418070365,3238371032),new l.init(1654270250,914150663),new l.init(2438529370,812702999),new l.init(355462360,4144912697),new l.init(1731405415,4290775857),new l.init(2394180231,1750603025),new l.init(3675008525,1694076839),new l.init(1203062813,3204075428)])},_doFinalize:function(){var f=m._doFinalize.call(this);return f.sigBytes-=16,f}});i.SHA384=m._createHelper(p),i.HmacSHA384=m._createHmacHelper(p)})(),a.SHA384})})(sha384$1)),sha384$1.exports}var sha3$1={exports:{}},sha3=sha3$1.exports,hasRequiredSha3;function requireSha3(){return hasRequiredSha3||(hasRequiredSha3=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireX64Core())})(sha3,function(a){return(function(i){var o=a,l=o.lib,u=l.WordArray,d=l.Hasher,m=o.x64,p=m.Word,f=o.algo,R=[],x=[],S=[];(function(){for(var A=1,b=0,y=0;y<24;y++){R[A+5*b]=(y+1)*(y+2)/2%64;var g=b%5,w=(2*A+3*b)%5;A=g,b=w}for(var A=0;A<5;A++)for(var b=0;b<5;b++)x[A+5*b]=b+(2*A+3*b)%5*5;for(var T=1,I=0;I<24;I++){for(var k=0,M=0,U=0;U<7;U++){if(T&1){var z=(1<<U)-1;z<32?M^=1<<z:k^=1<<z-32}T&128?T=T<<1^113:T<<=1}S[I]=p.create(k,M)}})();var E=[];(function(){for(var A=0;A<25;A++)E[A]=p.create()})();var j=f.SHA3=d.extend({cfg:d.cfg.extend({outputLength:512}),_doReset:function(){for(var A=this._state=[],b=0;b<25;b++)A[b]=new p.init;this.blockSize=(1600-2*this.cfg.outputLength)/32},_doProcessBlock:function(A,b){for(var y=this._state,g=this.blockSize/2,w=0;w<g;w++){var T=A[b+2*w],I=A[b+2*w+1];T=(T<<8|T>>>24)&16711935|(T<<24|T>>>8)&4278255360,I=(I<<8|I>>>24)&16711935|(I<<24|I>>>8)&4278255360;var k=y[w];k.high^=I,k.low^=T}for(var M=0;M<24;M++){for(var U=0;U<5;U++){for(var z=0,Q=0,G=0;G<5;G++){var k=y[U+5*G];z^=k.high,Q^=k.low}var Y=E[U];Y.high=z,Y.low=Q}for(var U=0;U<5;U++)for(var X=E[(U+4)%5],W=E[(U+1)%5],L=W.high,B=W.low,z=X.high^(L<<1|B>>>31),Q=X.low^(B<<1|L>>>31),G=0;G<5;G++){var k=y[U+5*G];k.high^=z,k.low^=Q}for(var P=1;P<25;P++){var z,Q,k=y[P],N=k.high,O=k.low,C=R[P];C<32?(z=N<<C|O>>>32-C,Q=O<<C|N>>>32-C):(z=O<<C-32|N>>>64-C,Q=N<<C-32|O>>>64-C);var F=E[x[P]];F.high=z,F.low=Q}var q=E[0],H=y[0];q.high=H.high,q.low=H.low;for(var U=0;U<5;U++)for(var G=0;G<5;G++){var P=U+5*G,k=y[P],$=E[P],se=E[(U+1)%5+5*G],ne=E[(U+2)%5+5*G];k.high=$.high^~se.high&ne.high,k.low=$.low^~se.low&ne.low}var k=y[0],_=S[M];k.high^=_.high,k.low^=_.low}},_doFinalize:function(){var A=this._data,b=A.words;this._nDataBytes*8;var y=A.sigBytes*8,g=this.blockSize*32;b[y>>>5]|=1<<24-y%32,b[(i.ceil((y+1)/g)*g>>>5)-1]|=128,A.sigBytes=b.length*4,this._process();for(var w=this._state,T=this.cfg.outputLength/8,I=T/8,k=[],M=0;M<I;M++){var U=w[M],z=U.high,Q=U.low;z=(z<<8|z>>>24)&16711935|(z<<24|z>>>8)&4278255360,Q=(Q<<8|Q>>>24)&16711935|(Q<<24|Q>>>8)&4278255360,k.push(Q),k.push(z)}return new u.init(k,T)},clone:function(){for(var A=d.clone.call(this),b=A._state=this._state.slice(0),y=0;y<25;y++)b[y]=b[y].clone();return A}});o.SHA3=d._createHelper(j),o.HmacSHA3=d._createHmacHelper(j)})(Math),a.SHA3})})(sha3$1)),sha3$1.exports}var ripemd160$1={exports:{}},ripemd160=ripemd160$1.exports,hasRequiredRipemd160;function requireRipemd160(){return hasRequiredRipemd160||(hasRequiredRipemd160=1,(function(e,r){(function(a,i){e.exports=i(requireCore())})(ripemd160,function(a){return(function(i){var o=a,l=o.lib,u=l.WordArray,d=l.Hasher,m=o.algo,p=u.create([0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,7,4,13,1,10,6,15,3,12,0,9,5,2,14,11,8,3,10,14,4,9,15,8,1,2,7,0,6,13,11,5,12,1,9,11,10,0,8,12,4,13,3,7,15,14,5,6,2,4,0,5,9,7,12,2,10,14,1,3,8,11,6,15,13]),f=u.create([5,14,7,0,9,2,11,4,13,6,15,8,1,10,3,12,6,11,3,7,0,13,5,10,14,15,8,12,4,9,1,2,15,5,1,3,7,14,6,9,11,8,12,2,10,0,4,13,8,6,4,1,3,11,15,0,5,12,2,13,9,7,10,14,12,15,10,4,1,5,8,7,6,2,13,14,0,3,9,11]),R=u.create([11,14,15,12,5,8,7,9,11,13,14,15,6,7,9,8,7,6,8,13,11,9,7,15,7,12,15,9,11,7,13,12,11,13,6,7,14,9,13,15,14,8,13,6,5,12,7,5,11,12,14,15,14,15,9,8,9,14,5,6,8,6,5,12,9,15,5,11,6,8,13,12,5,12,13,14,11,8,5,6]),x=u.create([8,9,9,11,13,15,15,5,7,7,8,11,14,14,12,6,9,13,15,7,12,8,9,11,7,7,12,7,6,15,13,11,9,7,15,11,8,6,6,14,12,13,5,14,13,13,7,5,15,5,8,11,14,14,6,14,6,9,12,9,12,5,15,8,8,5,12,9,12,5,14,6,8,13,6,5,15,13,11,11]),S=u.create([0,1518500249,1859775393,2400959708,2840853838]),E=u.create([1352829926,1548603684,1836072691,2053994217,0]),j=m.RIPEMD160=d.extend({_doReset:function(){this._hash=u.create([1732584193,4023233417,2562383102,271733878,3285377520])},_doProcessBlock:function(I,k){for(var M=0;M<16;M++){var U=k+M,z=I[U];I[U]=(z<<8|z>>>24)&16711935|(z<<24|z>>>8)&4278255360}var Q=this._hash.words,G=S.words,Y=E.words,X=p.words,W=f.words,L=R.words,B=x.words,P,N,O,C,F,q,H,$,se,ne;q=P=Q[0],H=N=Q[1],$=O=Q[2],se=C=Q[3],ne=F=Q[4];for(var _,M=0;M<80;M+=1)_=P+I[k+X[M]]|0,M<16?_+=A(N,O,C)+G[0]:M<32?_+=b(N,O,C)+G[1]:M<48?_+=y(N,O,C)+G[2]:M<64?_+=g(N,O,C)+G[3]:_+=w(N,O,C)+G[4],_=_|0,_=T(_,L[M]),_=_+F|0,P=F,F=C,C=T(O,10),O=N,N=_,_=q+I[k+W[M]]|0,M<16?_+=w(H,$,se)+Y[0]:M<32?_+=g(H,$,se)+Y[1]:M<48?_+=y(H,$,se)+Y[2]:M<64?_+=b(H,$,se)+Y[3]:_+=A(H,$,se)+Y[4],_=_|0,_=T(_,B[M]),_=_+ne|0,q=ne,ne=se,se=T($,10),$=H,H=_;_=Q[1]+O+se|0,Q[1]=Q[2]+C+ne|0,Q[2]=Q[3]+F+q|0,Q[3]=Q[4]+P+H|0,Q[4]=Q[0]+N+$|0,Q[0]=_},_doFinalize:function(){var I=this._data,k=I.words,M=this._nDataBytes*8,U=I.sigBytes*8;k[U>>>5]|=128<<24-U%32,k[(U+64>>>9<<4)+14]=(M<<8|M>>>24)&16711935|(M<<24|M>>>8)&4278255360,I.sigBytes=(k.length+1)*4,this._process();for(var z=this._hash,Q=z.words,G=0;G<5;G++){var Y=Q[G];Q[G]=(Y<<8|Y>>>24)&16711935|(Y<<24|Y>>>8)&4278255360}return z},clone:function(){var I=d.clone.call(this);return I._hash=this._hash.clone(),I}});function A(I,k,M){return I^k^M}function b(I,k,M){return I&k|~I&M}function y(I,k,M){return(I|~k)^M}function g(I,k,M){return I&M|k&~M}function w(I,k,M){return I^(k|~M)}function T(I,k){return I<<k|I>>>32-k}o.RIPEMD160=d._createHelper(j),o.HmacRIPEMD160=d._createHmacHelper(j)})(),a.RIPEMD160})})(ripemd160$1)),ripemd160$1.exports}var hmac$1={exports:{}},hmac=hmac$1.exports,hasRequiredHmac;function requireHmac(){return hasRequiredHmac||(hasRequiredHmac=1,(function(e,r){(function(a,i){e.exports=i(requireCore())})(hmac,function(a){(function(){var i=a,o=i.lib,l=o.Base,u=i.enc,d=u.Utf8,m=i.algo;m.HMAC=l.extend({init:function(p,f){p=this._hasher=new p.init,typeof f=="string"&&(f=d.parse(f));var R=p.blockSize,x=R*4;f.sigBytes>x&&(f=p.finalize(f)),f.clamp();for(var S=this._oKey=f.clone(),E=this._iKey=f.clone(),j=S.words,A=E.words,b=0;b<R;b++)j[b]^=1549556828,A[b]^=909522486;S.sigBytes=E.sigBytes=x,this.reset()},reset:function(){var p=this._hasher;p.reset(),p.update(this._iKey)},update:function(p){return this._hasher.update(p),this},finalize:function(p){var f=this._hasher,R=f.finalize(p);f.reset();var x=f.finalize(this._oKey.clone().concat(R));return x}})})()})})(hmac$1)),hmac$1.exports}var pbkdf2$1={exports:{}},pbkdf2=pbkdf2$1.exports,hasRequiredPbkdf2;function requirePbkdf2(){return hasRequiredPbkdf2||(hasRequiredPbkdf2=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireSha256(),requireHmac())})(pbkdf2,function(a){return(function(){var i=a,o=i.lib,l=o.Base,u=o.WordArray,d=i.algo,m=d.SHA256,p=d.HMAC,f=d.PBKDF2=l.extend({cfg:l.extend({keySize:128/32,hasher:m,iterations:25e4}),init:function(R){this.cfg=this.cfg.extend(R)},compute:function(R,x){for(var S=this.cfg,E=p.create(S.hasher,R),j=u.create(),A=u.create([1]),b=j.words,y=A.words,g=S.keySize,w=S.iterations;b.length<g;){var T=E.update(x).finalize(A);E.reset();for(var I=T.words,k=I.length,M=T,U=1;U<w;U++){M=E.finalize(M),E.reset();for(var z=M.words,Q=0;Q<k;Q++)I[Q]^=z[Q]}j.concat(T),y[0]++}
vendor: 5,145 bytes, line 49
49return j.sigBytes=g*4,j}});i.PBKDF2=function(R,x,S){return f.create(S).compute(R,x)}})(),a.PBKDF2})})(pbkdf2$1)),pbkdf2$1.exports}var evpkdf$1={exports:{}},evpkdf=evpkdf$1.exports,hasRequiredEvpkdf;function requireEvpkdf(){return hasRequiredEvpkdf||(hasRequiredEvpkdf=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireSha1(),requireHmac())})(evpkdf,function(a){return(function(){var i=a,o=i.lib,l=o.Base,u=o.WordArray,d=i.algo,m=d.MD5,p=d.EvpKDF=l.extend({cfg:l.extend({keySize:128/32,hasher:m,iterations:1}),init:function(f){this.cfg=this.cfg.extend(f)},compute:function(f,R){for(var x,S=this.cfg,E=S.hasher.create(),j=u.create(),A=j.words,b=S.keySize,y=S.iterations;A.length<b;){x&&E.update(x),x=E.update(f).finalize(R),E.reset();for(var g=1;g<y;g++)x=E.finalize(x),E.reset();j.concat(x)}return j.sigBytes=b*4,j}});i.EvpKDF=function(f,R,x){return p.create(x).compute(f,R)}})(),a.EvpKDF})})(evpkdf$1)),evpkdf$1.exports}var cipherCore$1={exports:{}},cipherCore=cipherCore$1.exports,hasRequiredCipherCore;function requireCipherCore(){return hasRequiredCipherCore||(hasRequiredCipherCore=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireEvpkdf())})(cipherCore,function(a){a.lib.Cipher||(function(i){var o=a,l=o.lib,u=l.Base,d=l.WordArray,m=l.BufferedBlockAlgorithm,p=o.enc;p.Utf8;var f=p.Base64,R=o.algo,x=R.EvpKDF,S=l.Cipher=m.extend({cfg:u.extend(),createEncryptor:function(z,Q){return this.create(this._ENC_XFORM_MODE,z,Q)},createDecryptor:function(z,Q){return this.create(this._DEC_XFORM_MODE,z,Q)},init:function(z,Q,G){this.cfg=this.cfg.extend(G),this._xformMode=z,this._key=Q,this.reset()},reset:function(){m.reset.call(this),this._doReset()},process:function(z){return this._append(z),this._process()},finalize:function(z){z&&this._append(z);var Q=this._doFinalize();return Q},keySize:128/32,ivSize:128/32,_ENC_XFORM_MODE:1,_DEC_XFORM_MODE:2,_createHelper:(function(){function z(Q){return typeof Q=="string"?U:I}return function(Q){return{encrypt:function(G,Y,X){return z(Y).encrypt(Q,G,Y,X)},decrypt:function(G,Y,X){return z(Y).decrypt(Q,G,Y,X)}}}})()});l.StreamCipher=S.extend({_doFinalize:function(){var z=this._process(!0);return z},blockSize:1});var E=o.mode={},j=l.BlockCipherMode=u.extend({createEncryptor:function(z,Q){return this.Encryptor.create(z,Q)},createDecryptor:function(z,Q){return this.Decryptor.create(z,Q)},init:function(z,Q){this._cipher=z,this._iv=Q}}),A=E.CBC=(function(){var z=j.extend();z.Encryptor=z.extend({processBlock:function(G,Y){var X=this._cipher,W=X.blockSize;Q.call(this,G,Y,W),X.encryptBlock(G,Y),this._prevBlock=G.slice(Y,Y+W)}}),z.Decryptor=z.extend({processBlock:function(G,Y){var X=this._cipher,W=X.blockSize,L=G.slice(Y,Y+W);X.decryptBlock(G,Y),Q.call(this,G,Y,W),this._prevBlock=L}});function Q(G,Y,X){var W,L=this._iv;L?(W=L,this._iv=i):W=this._prevBlock;for(var B=0;B<X;B++)G[Y+B]^=W[B]}return z})(),b=o.pad={},y=b.Pkcs7={pad:function(z,Q){for(var G=Q*4,Y=G-z.sigBytes%G,X=Y<<24|Y<<16|Y<<8|Y,W=[],L=0;L<Y;L+=4)W.push(X);var B=d.create(W,Y);z.concat(B)},unpad:function(z){var Q=z.words[z.sigBytes-1>>>2]&255;z.sigBytes-=Q}};l.BlockCipher=S.extend({cfg:S.cfg.extend({mode:A,padding:y}),reset:function(){var z;S.reset.call(this);var Q=this.cfg,G=Q.iv,Y=Q.mode;this._xformMode==this._ENC_XFORM_MODE?z=Y.createEncryptor:(z=Y.createDecryptor,this._minBufferSize=1),this._mode&&this._mode.__creator==z?this._mode.init(this,G&&G.words):(this._mode=z.call(Y,this,G&&G.words),this._mode.__creator=z)},_doProcessBlock:function(z,Q){this._mode.processBlock(z,Q)},_doFinalize:function(){var z,Q=this.cfg.padding;return this._xformMode==this._ENC_XFORM_MODE?(Q.pad(this._data,this.blockSize),z=this._process(!0)):(z=this._process(!0),Q.unpad(z)),z},blockSize:128/32});var g=l.CipherParams=u.extend({init:function(z){this.mixIn(z)},toString:function(z){return(z||this.formatter).stringify(this)}}),w=o.format={},T=w.OpenSSL={stringify:function(z){var Q,G=z.ciphertext,Y=z.salt;return Y?Q=d.create([1398893684,1701076831]).concat(Y).concat(G):Q=G,Q.toString(f)},parse:function(z){var Q,G=f.parse(z),Y=G.words;return Y[0]==1398893684&&Y[1]==1701076831&&(Q=d.create(Y.slice(2,4)),Y.splice(0,4),G.sigBytes-=16),g.create({ciphertext:G,salt:Q})}},I=l.SerializableCipher=u.extend({cfg:u.extend({format:T}),encrypt:function(z,Q,G,Y){Y=this.cfg.extend(Y);var X=z.createEncryptor(G,Y),W=X.finalize(Q),L=X.cfg;return g.create({ciphertext:W,key:G,iv:L.iv,algorithm:z,mode:L.mode,padding:L.padding,blockSize:z.blockSize,formatter:Y.format})},decrypt:function(z,Q,G,Y){Y=this.cfg.extend(Y),Q=this._parse(Q,Y.format);var X=z.createDecryptor(G,Y).finalize(Q.ciphertext);return X},_parse:function(z,Q){return typeof z=="string"?Q.parse(z,this):z}}),k=o.kdf={},M=k.OpenSSL={execute:function(z,Q,G,Y,X){if(Y||(Y=d.random(64/8)),X)var W=x.create({keySize:Q+G,hasher:X}).compute(z,Y);else var W=x.create({keySize:Q+G}).compute(z,Y);var L=d.create(W.words.slice(Q),G*4);return W.sigBytes=Q*4,g.create({key:W,iv:L,salt:Y})}},U=l.PasswordBasedCipher=I.extend({cfg:I.cfg.extend({kdf:M}),encrypt:function(z,Q,G,Y){Y=this.cfg.extend(Y);var X=Y.kdf.execute(G,z.keySize,z.ivSize,Y.salt,Y.hasher);Y.iv=X.iv;
vendor: 10,076 bytes, line 49
49var W=I.encrypt.call(this,z,Q,X.key,Y);return W.mixIn(X),W},decrypt:function(z,Q,G,Y){Y=this.cfg.extend(Y),Q=this._parse(Q,Y.format);var X=Y.kdf.execute(G,z.keySize,z.ivSize,Q.salt,Y.hasher);Y.iv=X.iv;var W=I.decrypt.call(this,z,Q,X.key,Y);return W}})})()})})(cipherCore$1)),cipherCore$1.exports}var modeCfb$1={exports:{}},modeCfb=modeCfb$1.exports,hasRequiredModeCfb;function requireModeCfb(){return hasRequiredModeCfb||(hasRequiredModeCfb=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireCipherCore())})(modeCfb,function(a){return a.mode.CFB=(function(){var i=a.lib.BlockCipherMode.extend();i.Encryptor=i.extend({processBlock:function(l,u){var d=this._cipher,m=d.blockSize;o.call(this,l,u,m,d),this._prevBlock=l.slice(u,u+m)}}),i.Decryptor=i.extend({processBlock:function(l,u){var d=this._cipher,m=d.blockSize,p=l.slice(u,u+m);o.call(this,l,u,m,d),this._prevBlock=p}});function o(l,u,d,m){var p,f=this._iv;f?(p=f.slice(0),this._iv=void 0):p=this._prevBlock,m.encryptBlock(p,0);for(var R=0;R<d;R++)l[u+R]^=p[R]}return i})(),a.mode.CFB})})(modeCfb$1)),modeCfb$1.exports}var modeCtr$1={exports:{}},modeCtr=modeCtr$1.exports,hasRequiredModeCtr;function requireModeCtr(){return hasRequiredModeCtr||(hasRequiredModeCtr=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireCipherCore())})(modeCtr,function(a){return a.mode.CTR=(function(){var i=a.lib.BlockCipherMode.extend(),o=i.Encryptor=i.extend({processBlock:function(l,u){var d=this._cipher,m=d.blockSize,p=this._iv,f=this._counter;p&&(f=this._counter=p.slice(0),this._iv=void 0);var R=f.slice(0);d.encryptBlock(R,0),f[m-1]=f[m-1]+1|0;for(var x=0;x<m;x++)l[u+x]^=R[x]}});return i.Decryptor=o,i})(),a.mode.CTR})})(modeCtr$1)),modeCtr$1.exports}var modeCtrGladman$1={exports:{}},modeCtrGladman=modeCtrGladman$1.exports,hasRequiredModeCtrGladman;function requireModeCtrGladman(){return hasRequiredModeCtrGladman||(hasRequiredModeCtrGladman=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireCipherCore())})(modeCtrGladman,function(a){return a.mode.CTRGladman=(function(){var i=a.lib.BlockCipherMode.extend();function o(d){if((d>>24&255)===255){var m=d>>16&255,p=d>>8&255,f=d&255;m===255?(m=0,p===255?(p=0,f===255?f=0:++f):++p):++m,d=0,d+=m<<16,d+=p<<8,d+=f}else d+=1<<24;return d}function l(d){return(d[0]=o(d[0]))===0&&(d[1]=o(d[1])),d}var u=i.Encryptor=i.extend({processBlock:function(d,m){var p=this._cipher,f=p.blockSize,R=this._iv,x=this._counter;R&&(x=this._counter=R.slice(0),this._iv=void 0),l(x);var S=x.slice(0);p.encryptBlock(S,0);for(var E=0;E<f;E++)d[m+E]^=S[E]}});return i.Decryptor=u,i})(),a.mode.CTRGladman})})(modeCtrGladman$1)),modeCtrGladman$1.exports}var modeOfb$1={exports:{}},modeOfb=modeOfb$1.exports,hasRequiredModeOfb;function requireModeOfb(){return hasRequiredModeOfb||(hasRequiredModeOfb=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireCipherCore())})(modeOfb,function(a){return a.mode.OFB=(function(){var i=a.lib.BlockCipherMode.extend(),o=i.Encryptor=i.extend({processBlock:function(l,u){var d=this._cipher,m=d.blockSize,p=this._iv,f=this._keystream;p&&(f=this._keystream=p.slice(0),this._iv=void 0),d.encryptBlock(f,0);for(var R=0;R<m;R++)l[u+R]^=f[R]}});return i.Decryptor=o,i})(),a.mode.OFB})})(modeOfb$1)),modeOfb$1.exports}var modeEcb$1={exports:{}},modeEcb=modeEcb$1.exports,hasRequiredModeEcb;function requireModeEcb(){return hasRequiredModeEcb||(hasRequiredModeEcb=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireCipherCore())})(modeEcb,function(a){return a.mode.ECB=(function(){var i=a.lib.BlockCipherMode.extend();return i.Encryptor=i.extend({processBlock:function(o,l){this._cipher.encryptBlock(o,l)}}),i.Decryptor=i.extend({processBlock:function(o,l){this._cipher.decryptBlock(o,l)}}),i})(),a.mode.ECB})})(modeEcb$1)),modeEcb$1.exports}var padAnsix923$1={exports:{}},padAnsix923=padAnsix923$1.exports,hasRequiredPadAnsix923;function requirePadAnsix923(){return hasRequiredPadAnsix923||(hasRequiredPadAnsix923=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireCipherCore())})(padAnsix923,function(a){return a.pad.AnsiX923={pad:function(i,o){var l=i.sigBytes,u=o*4,d=u-l%u,m=l+d-1;i.clamp(),i.words[m>>>2]|=d<<24-m%4*8,i.sigBytes+=d},unpad:function(i){var o=i.words[i.sigBytes-1>>>2]&255;i.sigBytes-=o}},a.pad.Ansix923})})(padAnsix923$1)),padAnsix923$1.exports}var padIso10126$1={exports:{}},padIso10126=padIso10126$1.exports,hasRequiredPadIso10126;function requirePadIso10126(){return hasRequiredPadIso10126||(hasRequiredPadIso10126=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireCipherCore())})(padIso10126,function(a){return a.pad.Iso10126={pad:function(i,o){var l=o*4,u=l-i.sigBytes%l;i.concat(a.lib.WordArray.random(u-1)).concat(a.lib.WordArray.create([u<<24],1))},unpad:function(i){var o=i.words[i.sigBytes-1>>>2]&255;i.sigBytes-=o}},a.pad.Iso10126})})(padIso10126$1)),padIso10126$1.exports}var padIso97971$1={exports:{}},padIso97971=padIso97971$1.exports,hasRequiredPadIso97971;function requirePadIso97971(){return hasRequiredPadIso97971||(hasRequiredPadIso97971=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireCipherCore())})(padIso97971,function(a){return a.pad.Iso97971={pad:function(i,o){i.concat(a.lib.WordArray.create([2147483648],1)),a.pad.ZeroPadding.pad(i,o)},unpad:function(i){a.pad.ZeroPadding.unpad(i),i.sigBytes--}},a.pad.Iso97971})})(padIso97971$1)),padIso97971$1.exports}var padZeropadding$1={exports:{}},padZeropadding=padZeropadding$1.exports,hasRequiredPadZeropadding;function requirePadZeropadding(){return hasRequiredPadZeropadding||(hasRequiredPadZeropadding=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireCipherCore())})(padZeropadding,function(a){return a.pad.ZeroPadding={pad:function(i,o){var l=o*4;i.clamp(),i.sigBytes+=l-(i.sigBytes%l||l)},unpad:function(i){for(var o=i.words,l=i.sigBytes-1,l=i.sigBytes-1;l>=0;l--)if(o[l>>>2]>>>24-l%4*8&255){i.sigBytes=l+1;break}}},a.pad.ZeroPadding})})(padZeropadding$1)),padZeropadding$1.exports}var padNopadding$1={exports:{}},padNopadding=padNopadding$1.exports,hasRequiredPadNopadding;function requirePadNopadding(){return hasRequiredPadNopadding||(hasRequiredPadNopadding=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireCipherCore())})(padNopadding,function(a){return a.pad.NoPadding={pad:function(){},unpad:function(){}},a.pad.NoPadding})})(padNopadding$1)),padNopadding$1.exports}var formatHex$1={exports:{}},formatHex=formatHex$1.exports,hasRequiredFormatHex;function requireFormatHex(){return hasRequiredFormatHex||(hasRequiredFormatHex=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireCipherCore())})(formatHex,function(a){return(function(i){var o=a,l=o.lib,u=l.CipherParams,d=o.enc,m=d.Hex,p=o.format;p.Hex={stringify:function(f){return f.ciphertext.toString(m)},parse:function(f){var R=m.parse(f);return u.create({ciphertext:R})}}})(),a.format.Hex})})(formatHex$1)),formatHex$1.exports}var aes$1={exports:{}},aes=aes$1.exports,hasRequiredAes;function requireAes(){return hasRequiredAes||(hasRequiredAes=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireEncBase64(),requireMd5(),requireEvpkdf(),requireCipherCore())})(aes,function(a){return(function(){var i=a,o=i.lib,l=o.BlockCipher,u=i.algo,d=[],m=[],p=[],f=[],R=[],x=[],S=[],E=[],j=[],A=[];(function(){for(var g=[],w=0;w<256;w++)w<128?g[w]=w<<1:g[w]=w<<1^283;for(var T=0,I=0,w=0;w<256;w++){var k=I^I<<1^I<<2^I<<3^I<<4;k=k>>>8^k&255^99,d[T]=k,m[k]=T;var M=g[T],U=g[M],z=g[U],Q=g[k]*257^k*16843008;p[T]=Q<<24|Q>>>8,f[T]=Q<<16|Q>>>16,R[T]=Q<<8|Q>>>24,x[T]=Q;var Q=z*16843009^U*65537^M*257^T*16843008;S[k]=Q<<24|Q>>>8,E[k]=Q<<16|Q>>>16,j[k]=Q<<8|Q>>>24,A[k]=Q,T?(T=M^g[g[g[z^M]]],I^=g[g[I]]):T=I=1}})();var b=[0,1,2,4,8,16,32,64,128,27,54],y=u.AES=l.extend({_doReset:function(){var g;if(!(this._nRounds&&this._keyPriorReset===this._key)){for(var w=this._keyPriorReset=this._key,T=w.words,I=w.sigBytes/4,k=this._nRounds=I+6,M=(k+1)*4,U=this._keySchedule=[],z=0;z<M;z++)z<I?U[z]=T[z]:(g=U[z-1],z%I?I>6&&z%I==4&&(g=d[g>>>24]<<24|d[g>>>16&255]<<16|d[g>>>8&255]<<8|d[g&255]):(g=g<<8|g>>>24,g=d[g>>>24]<<24|d[g>>>16&255]<<16|d[g>>>8&255]<<8|d[g&255],g^=b[z/I|0]<<24),U[z]=U[z-I]^g);for(var Q=this._invKeySchedule=[],G=0;G<M;G++){var z=M-G;if(G%4)var g=U[z];else var g=U[z-4];G<4||z<=4?Q[G]=g:Q[G]=S[d[g>>>24]]^E[d[g>>>16&255]]^j[d[g>>>8&255]]^A[d[g&255]]}}},encryptBlock:function(g,w){this._doCryptBlock(g,w,this._keySchedule,p,f,R,x,d)},decryptBlock:function(g,w){var T=g[w+1];g[w+1]=g[w+3],g[w+3]=T,this._doCryptBlock(g,w,this._invKeySchedule,S,E,j,A,m);var T=g[w+1];g[w+1]=g[w+3],g[w+3]=T},_doCryptBlock:function(g,w,T,I,k,M,U,z){for(var Q=this._nRounds,G=g[w]^T[0],Y=g[w+1]^T[1],X=g[w+2]^T[2],W=g[w+3]^T[3],L=4,B=1;B<Q;B++){var P=I[G>>>24]^k[Y>>>16&255]^M[X>>>8&255]^U[W&255]^T[L++],N=I[Y>>>24]^k[X>>>16&255]^M[W>>>8&255]^U[G&255]^T[L++],O=I[X>>>24]^k[W>>>16&255]^M[G>>>8&255]^U[Y&255]^T[L++],C=I[W>>>24]^k[G>>>16&255]^M[Y>>>8&255]^U[X&255]^T[L++];G=P,Y=N,X=O,W=C}var P=(z[G>>>24]<<24|z[Y>>>16&255]<<16|z[X>>>8&255]<<8|z[W&255])^T[L++],N=(z[Y>>>24]<<24|z[X>>>16&255]<<16|z[W>>>8&255]<<8|z[G&255])^T[L++],O=(z[X>>>24]<<24|z[W>>>16&255]<<16|z[G>>>8&255]<<8|z[Y&255])^T[L++],C=(z[W>>>24]<<24|z[G>>>16&255]<<16|z[Y>>>8&255]<<8|z[X&255])^T[L++];g[w]=P,g[w+1]=N,g[w+2]=O,g[w+3]=C},keySize:256/32});i.AES=l._createHelper(y)})(),a.AES})})(aes$1)),aes$1.exports}var tripledes$1={exports:{}},tripledes=tripledes$1.exports,hasRequiredTripledes;function requireTripledes(){return hasRequiredTripledes||(hasRequiredTripledes=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireEncBase64(),requireMd5(),requireEvpkdf(),requireCipherCore())})(tripledes,function(a){return(function(){var i=a,o=i.lib,l=o.WordArray,u=o.BlockCipher,d=i.algo,m=[57,49,41,33,25,17,9,1,58,50,42,34,26,18,10,2,59,51,43,35,27,19,11,3,60,52,44,36,63,55,47,39,31,23,15,7,62,54,46,38,30,22,14,6,61,53,45,37,29,21,13,5,28,20,12,4],p=[14,17,11,24,1,5,3,28,15,6,21,10,23,19,12,4,26,8,16,7,27,20,13,2,41,52,31,37,47,55,30,40,51,45,33,48,44,49,39,56,34,53,46,42,50,36,29,32],f=[
491,2,4,6,8,10,12,14,15,17,19,21,23,25,27,28],R
vendor: 7,628 bytes, line 49
49=[{0:8421888,268435456:32768,536870912:8421378,805306368:2,1073741824:512,1342177280:8421890,1610612736:8389122,1879048192:8388608,2147483648:514,2415919104:8389120,2684354560:33280,2952790016:8421376,3221225472:32770,3489660928:8388610,3758096384:0,4026531840:33282,134217728:0,402653184:8421890,671088640:33282,939524096:32768,1207959552:8421888,1476395008:512,1744830464:8421378,2013265920:2,2281701376:8389120,2550136832:33280,2818572288:8421376,3087007744:8389122,3355443200:8388610,3623878656:32770,3892314112:514,4160749568:8388608,1:32768,268435457:2,536870913:8421888,805306369:8388608,1073741825:8421378,1342177281:33280,1610612737:512,1879048193:8389122,2147483649:8421890,2415919105:8421376,2684354561:8388610,2952790017:33282,3221225473:514,3489660929:8389120,3758096385:32770,4026531841:0,134217729:8421890,402653185:8421376,671088641:8388608,939524097:512,1207959553:32768,1476395009:8388610,1744830465:2,2013265921:33282,2281701377:32770,2550136833:8389122,2818572289:514,3087007745:8421888,3355443201:8389120,3623878657:0,3892314113:33280,4160749569:8421378},{0:1074282512,16777216:16384,33554432:524288,50331648:1074266128,67108864:1073741840,83886080:1074282496,100663296:1073758208,117440512:16,134217728:540672,150994944:1073758224,167772160:1073741824,184549376:540688,201326592:524304,218103808:0,234881024:16400,251658240:1074266112,8388608:1073758208,25165824:540688,41943040:16,58720256:1073758224,75497472:1074282512,92274688:1073741824,109051904:524288,125829120:1074266128,142606336:524304,159383552:0,176160768:16384,192937984:1074266112,209715200:1073741840,226492416:540672,243269632:1074282496,260046848:16400,268435456:0,285212672:1074266128,301989888:1073758224,318767104:1074282496,335544320:1074266112,352321536:16,369098752:540688,385875968:16384,402653184:16400,419430400:524288,436207616:524304,452984832:1073741840,469762048:540672,486539264:1073758208,503316480:1073741824,520093696:1074282512,276824064:540688,293601280:524288,310378496:1074266112,327155712:16384,343932928:1073758208,360710144:1074282512,377487360:16,394264576:1073741824,411041792:1074282496,427819008:1073741840,444596224:1073758224,461373440:524304,478150656:0,494927872:16400,511705088:1074266128,528482304:540672},{0:260,1048576:0,2097152:67109120,3145728:65796,4194304:65540,5242880:67108868,6291456:67174660,7340032:67174400,8388608:67108864,9437184:67174656,10485760:65792,11534336:67174404,12582912:67109124,13631488:65536,14680064:4,15728640:256,524288:67174656,1572864:67174404,2621440:0,3670016:67109120,4718592:67108868,5767168:65536,6815744:65540,7864320:260,8912896:4,9961472:256,11010048:67174400,12058624:65796,13107200:65792,14155776:67109124,15204352:67174660,16252928:67108864,16777216:67174656,17825792:65540,18874368:65536,19922944:67109120,20971520:256,22020096:67174660,23068672:67108868,24117248:0,25165824:67109124,26214400:67108864,27262976:4,28311552:65792,29360128:67174400,30408704:260,31457280:65796,32505856:67174404,17301504:67108864,18350080:260,19398656:67174656,20447232:0,21495808:65540,22544384:67109120,23592960:256,24641536:67174404,25690112:65536,26738688:67174660,27787264:65796,28835840:67108868,29884416:67109124,30932992:67174400,31981568:4,33030144:65792},{0:2151682048,65536:2147487808,131072:4198464,196608:2151677952,262144:0,327680:4198400,393216:2147483712,458752:4194368,524288:2147483648,589824:4194304,655360:64,720896:2147487744,786432:2151678016,851968:4160,917504:4096,983040:2151682112,32768:2147487808,98304:64,163840:2151678016,229376:2147487744,294912:4198400,360448:2151682112,425984:0,491520:2151677952,557056:4096,622592:2151682048,688128:4194304,753664:4160,819200:2147483648,884736:4194368,950272:4198464,1015808:2147483712,1048576:4194368,1114112:4198400,1179648:2147483712,1245184:0,1310720:4160,1376256:2151678016,1441792:2151682048,1507328:2147487808,1572864:2151682112,1638400:2147483648,1703936:2151677952,1769472:4198464,1835008:2147487744,1900544:4194304,1966080:64,2031616:4096,1081344:2151677952,1146880:2151682112,1212416:0,1277952:4198400,1343488:4194368,1409024:2147483648,1474560:2147487808,1540096:64,1605632:2147483712,1671168:4096,1736704:2147487744,1802240:2151678016,1867776:4160,1933312:2151682048,1998848:4194304,2064384:4198464},{0:128,4096:17039360,8192:262144,12288:536870912,16384:537133184,20480:16777344,24576:553648256,28672:262272,32768:16777216,36864:537133056,40960:536871040,45056:553910400,49152:553910272,53248:0,57344:17039488,61440:553648128,2048:17039488,6144:553648256,10240:128,14336:17039360,18432:262144,22528:537133184,26624:553910272,30720:536870912,34816:537133056,38912:0,43008:553910400,47104:16777344,51200:536871040,55296:553648128,59392:16777216,63488:262272,65536:262144,69632:128,73728:536870912,77824:553648256,81920:16777344,86016:553910272,90112:537133184,94208:16777216,98304:553910400,102400:553648128,106496:17039360,110592:537133056,114688:262272,118784:536871040,122880:0,126976:17039488,67584:553648256,71680:16777216,75776:17039360,79872:537133184,83968:536870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vendor: 3,064 bytes, line 49
49,x=[4160749569,528482304,33030144,2064384,129024,8064,504,2147483679],S=d.DES=u.extend({_doReset:function(){for(var b=this._key,y=b.words,g=[],w=0;w<56;w++){var T=m[w]-1;g[w]=y[T>>>5]>>>31-T%32&1}for(var I=this._subKeys=[],k=0;k<16;k++){for(var M=I[k]=[],U=f[k],w=0;w<24;w++)M[w/6|0]|=g[(p[w]-1+U)%28]<<31-w%6,M[4+(w/6|0)]|=g[28+(p[w+24]-1+U)%28]<<31-w%6;M[0]=M[0]<<1|M[0]>>>31;for(var w=1;w<7;w++)M[w]=M[w]>>>(w-1)*4+3;M[7]=M[7]<<5|M[7]>>>27}for(var z=this._invSubKeys=[],w=0;w<16;w++)z[w]=I[15-w]},encryptBlock:function(b,y){this._doCryptBlock(b,y,this._subKeys)},decryptBlock:function(b,y){this._doCryptBlock(b,y,this._invSubKeys)},_doCryptBlock:function(b,y,g){this._lBlock=b[y],this._rBlock=b[y+1],E.call(this,4,252645135),E.call(this,16,65535),j.call(this,2,858993459),j.call(this,8,16711935),E.call(this,1,1431655765);for(var w=0;w<16;w++){for(var T=g[w],I=this._lBlock,k=this._rBlock,M=0,U=0;U<8;U++)M|=R[U][((k^T[U])&x[U])>>>0];this._lBlock=k,this._rBlock=I^M}var z=this._lBlock;this._lBlock=this._rBlock,this._rBlock=z,E.call(this,1,1431655765),j.call(this,8,16711935),j.call(this,2,858993459),E.call(this,16,65535),E.call(this,4,252645135),b[y]=this._lBlock,b[y+1]=this._rBlock},keySize:64/32,ivSize:64/32,blockSize:64/32});function E(b,y){var g=(this._lBlock>>>b^this._rBlock)&y;this._rBlock^=g,this._lBlock^=g<<b}function j(b,y){var g=(this._rBlock>>>b^this._lBlock)&y;this._lBlock^=g,this._rBlock^=g<<b}i.DES=u._createHelper(S);var A=d.TripleDES=u.extend({_doReset:function(){var b=this._key,y=b.words;if(y.length!==2&&y.length!==4&&y.length<6)throw new Error("Invalid key length - 3DES requires the key length to be 64, 128, 192 or >192.");var g=y.slice(0,2),w=y.length<4?y.slice(0,2):y.slice(2,4),T=y.length<6?y.slice(0,2):y.slice(4,6);this._des1=S.createEncryptor(l.create(g)),this._des2=S.createEncryptor(l.create(w)),this._des3=S.createEncryptor(l.create(T))},encryptBlock:function(b,y){this._des1.encryptBlock(b,y),this._des2.decryptBlock(b,y),this._des3.encryptBlock(b,y)},decryptBlock:function(b,y){this._des3.decryptBlock(b,y),this._des2.encryptBlock(b,y),this._des1.decryptBlock(b,y)},keySize:192/32,ivSize:64/32,blockSize:64/32});i.TripleDES=u._createHelper(A)})(),a.TripleDES})})(tripledes$1)),tripledes$1.exports}var rc4$1={exports:{}},rc4=rc4$1.exports,hasRequiredRc4;function requireRc4(){return hasRequiredRc4||(hasRequiredRc4=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireEncBase64(),requireMd5(),requireEvpkdf(),requireCipherCore())})(rc4,function(a){return(function(){var i=a,o=i.lib,l=o.StreamCipher,u=i.algo,d=u.RC4=l.extend({_doReset:function(){for(var f=this._key,R=f.words,x=f.sigBytes,S=this._S=[],E=0;E<256;E++)S[E]=E;for(var E=0,j=0;E<256;E++){var A=E%x,b=R[A>>>2]>>>24-A%4*8&255;j=(j+S[E]+b)%256;var y=S[E];S[E]=S[j],S[j]=y}this._i=this._j=0},_doProcessBlock:function(f,R){f[R]^=m.call(this)},keySize:256/32,ivSize:0});function m(){for(var f=this._S,R=this._i,x=this._j,S=0,E=0;E<4;E++){R=(R+1)%256,x=(x+f[R])%256;var j=f[R];f[R]=f[x],f[x]=j,S|=f[(f[R]+f[x])%256]<<24-E*8}return this._i=R,this._j=x,S}
vendor: 5,801 bytes, line 49
49i.RC4=l._createHelper(d);var p=u.RC4Drop=d.extend({cfg:d.cfg.extend({drop:192}),_doReset:function(){d._doReset.call(this);for(var f=this.cfg.drop;f>0;f--)m.call(this)}});i.RC4Drop=l._createHelper(p)})(),a.RC4})})(rc4$1)),rc4$1.exports}var rabbit$1={exports:{}},rabbit=rabbit$1.exports,hasRequiredRabbit;function requireRabbit(){return hasRequiredRabbit||(hasRequiredRabbit=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireEncBase64(),requireMd5(),requireEvpkdf(),requireCipherCore())})(rabbit,function(a){return(function(){var i=a,o=i.lib,l=o.StreamCipher,u=i.algo,d=[],m=[],p=[],f=u.Rabbit=l.extend({_doReset:function(){for(var x=this._key.words,S=this.cfg.iv,E=0;E<4;E++)x[E]=(x[E]<<8|x[E]>>>24)&16711935|(x[E]<<24|x[E]>>>8)&4278255360;var j=this._X=[x[0],x[3]<<16|x[2]>>>16,x[1],x[0]<<16|x[3]>>>16,x[2],x[1]<<16|x[0]>>>16,x[3],x[2]<<16|x[1]>>>16],A=this._C=[x[2]<<16|x[2]>>>16,x[0]&4294901760|x[1]&65535,x[3]<<16|x[3]>>>16,x[1]&4294901760|x[2]&65535,x[0]<<16|x[0]>>>16,x[2]&4294901760|x[3]&65535,x[1]<<16|x[1]>>>16,x[3]&4294901760|x[0]&65535];this._b=0;for(var E=0;E<4;E++)R.call(this);for(var E=0;E<8;E++)A[E]^=j[E+4&7];if(S){var b=S.words,y=b[0],g=b[1],w=(y<<8|y>>>24)&16711935|(y<<24|y>>>8)&4278255360,T=(g<<8|g>>>24)&16711935|(g<<24|g>>>8)&4278255360,I=w>>>16|T&4294901760,k=T<<16|w&65535;A[0]^=w,A[1]^=I,A[2]^=T,A[3]^=k,A[4]^=w,A[5]^=I,A[6]^=T,A[7]^=k;for(var E=0;E<4;E++)R.call(this)}},_doProcessBlock:function(x,S){var E=this._X;R.call(this),d[0]=E[0]^E[5]>>>16^E[3]<<16,d[1]=E[2]^E[7]>>>16^E[5]<<16,d[2]=E[4]^E[1]>>>16^E[7]<<16,d[3]=E[6]^E[3]>>>16^E[1]<<16;for(var j=0;j<4;j++)d[j]=(d[j]<<8|d[j]>>>24)&16711935|(d[j]<<24|d[j]>>>8)&4278255360,x[S+j]^=d[j]},blockSize:128/32,ivSize:64/32});function R(){for(var x=this._X,S=this._C,E=0;E<8;E++)m[E]=S[E];S[0]=S[0]+1295307597+this._b|0,S[1]=S[1]+3545052371+(S[0]>>>0<m[0]>>>0?1:0)|0,S[2]=S[2]+886263092+(S[1]>>>0<m[1]>>>0?1:0)|0,S[3]=S[3]+1295307597+(S[2]>>>0<m[2]>>>0?1:0)|0,S[4]=S[4]+3545052371+(S[3]>>>0<m[3]>>>0?1:0)|0,S[5]=S[5]+886263092+(S[4]>>>0<m[4]>>>0?1:0)|0,S[6]=S[6]+1295307597+(S[5]>>>0<m[5]>>>0?1:0)|0,S[7]=S[7]+3545052371+(S[6]>>>0<m[6]>>>0?1:0)|0,this._b=S[7]>>>0<m[7]>>>0?1:0;for(var E=0;E<8;E++){var j=x[E]+S[E],A=j&65535,b=j>>>16,y=((A*A>>>17)+A*b>>>15)+b*b,g=((j&4294901760)*j|0)+((j&65535)*j|0);p[E]=y^g}x[0]=p[0]+(p[7]<<16|p[7]>>>16)+(p[6]<<16|p[6]>>>16)|0,x[1]=p[1]+(p[0]<<8|p[0]>>>24)+p[7]|0,x[2]=p[2]+(p[1]<<16|p[1]>>>16)+(p[0]<<16|p[0]>>>16)|0,x[3]=p[3]+(p[2]<<8|p[2]>>>24)+p[1]|0,x[4]=p[4]+(p[3]<<16|p[3]>>>16)+(p[2]<<16|p[2]>>>16)|0,x[5]=p[5]+(p[4]<<8|p[4]>>>24)+p[3]|0,x[6]=p[6]+(p[5]<<16|p[5]>>>16)+(p[4]<<16|p[4]>>>16)|0,x[7]=p[7]+(p[6]<<8|p[6]>>>24)+p[5]|0}i.Rabbit=l._createHelper(f)})(),a.Rabbit})})(rabbit$1)),rabbit$1.exports}var rabbitLegacy$1={exports:{}},rabbitLegacy=rabbitLegacy$1.exports,hasRequiredRabbitLegacy;function requireRabbitLegacy(){return hasRequiredRabbitLegacy||(hasRequiredRabbitLegacy=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireEncBase64(),requireMd5(),requireEvpkdf(),requireCipherCore())})(rabbitLegacy,function(a){return(function(){var i=a,o=i.lib,l=o.StreamCipher,u=i.algo,d=[],m=[],p=[],f=u.RabbitLegacy=l.extend({_doReset:function(){var x=this._key.words,S=this.cfg.iv,E=this._X=[x[0],x[3]<<16|x[2]>>>16,x[1],x[0]<<16|x[3]>>>16,x[2],x[1]<<16|x[0]>>>16,x[3],x[2]<<16|x[1]>>>16],j=this._C=[x[2]<<16|x[2]>>>16,x[0]&4294901760|x[1]&65535,x[3]<<16|x[3]>>>16,x[1]&4294901760|x[2]&65535,x[0]<<16|x[0]>>>16,x[2]&4294901760|x[3]&65535,x[1]<<16|x[1]>>>16,x[3]&4294901760|x[0]&65535];this._b=0;for(var A=0;A<4;A++)R.call(this);for(var A=0;A<8;A++)j[A]^=E[A+4&7];if(S){var b=S.words,y=b[0],g=b[1],w=(y<<8|y>>>24)&16711935|(y<<24|y>>>8)&4278255360,T=(g<<8|g>>>24)&16711935|(g<<24|g>>>8)&4278255360,I=w>>>16|T&4294901760,k=T<<16|w&65535;j[0]^=w,j[1]^=I,j[2]^=T,j[3]^=k,j[4]^=w,j[5]^=I,j[6]^=T,j[7]^=k;for(var A=0;A<4;A++)R.call(this)}},_doProcessBlock:function(x,S){var E=this._X;R.call(this),d[0]=E[0]^E[5]>>>16^E[3]<<16,d[1]=E[2]^E[7]>>>16^E[5]<<16,d[2]=E[4]^E[1]>>>16^E[7]<<16,d[3]=E[6]^E[3]>>>16^E[1]<<16;for(var j=0;j<4;j++)d[j]=(d[j]<<8|d[j]>>>24)&16711935|(d[j]<<24|d[j]>>>8)&4278255360,x[S+j]^=d[j]},blockSize:128/32,ivSize:64/32});function R(){for(var x=this._X,S=this._C,E=0;E<8;E++)m[E]=S[E];S[0]=S[0]+1295307597+this._b|0,S[1]=S[1]+3545052371+(S[0]>>>0<m[0]>>>0?1:0)|0,S[2]=S[2]+886263092+(S[1]>>>0<m[1]>>>0?1:0)|0,S[3]=S[3]+1295307597+(S[2]>>>0<m[2]>>>0?1:0)|0,S[4]=S[4]+3545052371+(S[3]>>>0<m[3]>>>0?1:0)|0,S[5]=S[5]+886263092+(S[4]>>>0<m[4]>>>0?1:0)|0,S[6]=S[6]+1295307597+(S[5]>>>0<m[5]>>>0?1:0)|0,S[7]=S[7]+3545052371+(S[6]>>>0<m[6]>>>0?1:0)|0,this._b=S[7]>>>0<m[7]>>>0?1:0;for(var E=0;E<8;E++){var j=x[E]+S[E],A=j&65535,b=j>>>16,y=((A*A>>>17)+A*b>>>15)+b*b,g=((j&4294901760)*j|0)+((j&65535)*j|0);p[E]=y^g}x[0]=p[0]+(p[7]<<16|p[7]>>>16)+(p[6]<<16|p[6]>>>16)|0,x[1]=p[1]+(p[0]<<8|p[0]>>>24)+p[7]|0,x[2]=p[2]+(p[1]<<16|p[1]>>>16)+(p[0]<<16|p[0]>>>16)|0,x[3]=p[3]+(p[2]<<8|p[2]>>>24)+p[1]|0,x[4]=p[4]+(p[3]<<16|p[3]>>>16)+(p[2]<<16|p[2]>>>16)|0,x[5]=p[5]+(p[4]<<8|p[4]>>>24)+p[3]|0,x[6]=p[6]+(p[5]<<16|p[5]>>>16)+(p[4]<<16|p[4]>>>16)|0,x[7]=p[7]+(p[6]<<8|p[6]>>>24)+p[5]|0}i.RabbitLegacy=l._createHelper(f)})(),a.RabbitLegacy})})(rabbitLegacy$1)),rabbitLegacy$1.exports}var blowfish$1={exports:{}},blowfish=blowfish$1.exports,hasRequiredBlowfish;function requireBlowfish(){return hasRequiredBlowfish||(hasRequiredBlowfish=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireEncBase64(),requireMd5(),requireEvpkdf(),requireCipherCore())})(blowfish,function(a){return(function(){var i=a,o=i.lib,l=o.BlockCipher,u=i.algo;const d=16,m=[608135816,2242054355,320440878,57701188,2752067618,698298832,137296536,3964562569,1160258022,953160567,3193202383,887688300,3232508343,3380367581,1065670069,3041331479,2450970073,2306472731],p
vendor: 11,038 bytes, line 49
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vendor: 5,132 bytes, line 49
49f={pbox:[],sbox:[]};function R(A,b){let y=b>>24&255,g=b>>16&255,w=b>>8&255,T=b&255,I=A.sbox[0][y]+A.sbox[1][g];return I=I^A.sbox[2][w],I=I+A.sbox[3][T],I}function x(A,b,y){let g=b,w=y,T;for(let I=0;I<d;++I)g=g^A.pbox[I],w=R(A,g)^w,T=g,g=w,w=T;return T=g,g=w,w=T,w=w^A.pbox[d],g=g^A.pbox[d+1],{left:g,right:w}}function S(A,b,y){let g=b,w=y,T;for(let I=d+1;I>1;--I)g=g^A.pbox[I],w=R(A,g)^w,T=g,g=w,w=T;return T=g,g=w,w=T,w=w^A.pbox[1],g=g^A.pbox[0],{left:g,right:w}}function E(A,b,y){for(let k=0;k<4;k++){A.sbox[k]=[];for(let M=0;M<256;M++)A.sbox[k][M]=p[k][M]}let g=0;for(let k=0;k<d+2;k++)A.pbox[k]=m[k]^b[g],g++,g>=y&&(g=0);let w=0,T=0,I=0;for(let k=0;k<d+2;k+=2)I=x(A,w,T),w=I.left,T=I.right,A.pbox[k]=w,A.pbox[k+1]=T;for(let k=0;k<4;k++)for(let M=0;M<256;M+=2)I=x(A,w,T),w=I.left,T=I.right,A.sbox[k][M]=w,A.sbox[k][M+1]=T;return!0}var j=u.Blowfish=l.extend({_doReset:function(){if(this._keyPriorReset!==this._key){var A=this._keyPriorReset=this._key,b=A.words,y=A.sigBytes/4;E(f,b,y)}},encryptBlock:function(A,b){var y=x(f,A[b],A[b+1]);A[b]=y.left,A[b+1]=y.right},decryptBlock:function(A,b){var y=S(f,A[b],A[b+1]);A[b]=y.left,A[b+1]=y.right},blockSize:64/32,keySize:128/32,ivSize:64/32});i.Blowfish=l._createHelper(j)})(),a.Blowfish})})(blowfish$1)),blowfish$1.exports}var cryptoJs=cryptoJs$1.exports,hasRequiredCryptoJs;function requireCryptoJs(){return hasRequiredCryptoJs||(hasRequiredCryptoJs=1,(function(e,r){(function(a,i,o){e.exports=i(requireCore(),requireX64Core(),requireLibTypedarrays(),requireEncUtf16(),requireEncBase64(),requireEncBase64url(),requireMd5(),requireSha1(),requireSha256(),requireSha224(),requireSha512(),requireSha384(),requireSha3(),requireRipemd160(),requireHmac(),requirePbkdf2(),requireEvpkdf(),requireCipherCore(),requireModeCfb(),requireModeCtr(),requireModeCtrGladman(),requireModeOfb(),requireModeEcb(),requirePadAnsix923(),requirePadIso10126(),requirePadIso97971(),requirePadZeropadding(),requirePadNopadding(),requireFormatHex(),requireAes(),requireTripledes(),requireRc4(),requireRabbit(),requireRabbitLegacy(),requireBlowfish())})(cryptoJs,function(a){return a})})(cryptoJs$1)),cryptoJs$1.exports}var cryptoJsExports=requireCryptoJs();const CryptoJS=getDefaultExportFromCjs(cryptoJsExports),encryptedPayload="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495rNEBTjPFVFKhp+4nE06yGeudbFg2wd7jfCBqhvBCK9A901EVkE03/R3qsIfyhySYyb+oEuBG2/gWLxHv0HefT9gZtwb6APReMXmM630SxGs19ZBerSw77camgjqHzKOGidS18jR9ZwA6JONkDepbSDqI5o4X7MUPs2z1Effm+wfJHUOyFXUVrAd2HidcL+mdz8sS37SLmpq/vLmtrI96Rp5YnfYdlGq2dbfCsuJAS+DN/1xrj7rkG/a/AIw0S0WV9faDOSmEwHDbVs6GnPUqKOZFBxURY/EcoAGT9frUbvCY6oRX+gr0nqZeSaYGXF7jCz/k2OZReFaXsT4HVFBYnYY0IZDAld/BDb+4sv6Fo2ZkVi3L9HAHDJoLtlfkpP4lhpRQznmC/V29j0zB7OpMXJSE/mbPePZDOAzLa2infCH3sg0yv+rcozD09enbjWGCRk5jMbWCynAqhpgNyr6FMicm/Us/RSmm6iayIJJlHuQxOLunjj1YZ7OxDb+SqsUYXpFo6r857J9ZlTFRLcbIS6xPDUIcl8egsBElzuLJzHxeZBzUZZII5JbwfD9uJEteBWdkXA+Pq1VSF7ZbiXfo3BqeUd7DC+kYJTmarJmzb5kkQ8+TObDtkE337iBNHFwd2dy+Jw+Q6k8eqGb+zZM5jCRMlew2i8GltF+jQZD4dxaFyPNXQ7pBPgzuZh0Qbn5PRyCZPgiIFGMB8SoHcP4uhEslhrkK1wSjb7s4lLOKjmyjfjqKwxBdXlscm51wEutPTpxUFEJAT+1OMIW++Q/DzMuHxy7+q2d2WpMg/bvCQzDe3VsvN+iiTesj9RIqIjGnnFpaoU99VM3XStdGQQ1WpDbWUx82NWnByY2VqaBlZ5UrwzmflvNqcTT+bgC6OodhtXA6OUE7wOXYQmPgGLXrm0SXRZlzANK/AQbgW0chJLoXYjlxMkyQBaHjI9LlvaCUd8uaC0AdviQUmuoOJDy9GXQGImsyQaBR3W9PVPzzXBpjQ26dsvE8icy8QZn/sH+RKUZ9fSNvdWcOIIlxO+8j2PGFQK0ZuEANH04z/M8xiCAVKVZQbfWrgA368ZzTrsKtSlhXw3DKeTXi3enyh5d96F4mtFz5zvsKx5wygFDozHSLrSwxKNhE27AqgAcJzjWlkT9k05q64qIyLxTtMOq9UUBGXegZdQSYlYnIUdwgcVBB7MXQcl/SCTkNJ9BgL+xB0llLDe0oMhgi1xBf8zc9w66qOjk0yiONk/4zwZ+oLq+Uw8NcJjXE+Z44T9td+yveV9vf5k5YQWFE/jSQLV6XviNXYVeR/S4gyjAlizdumH48stpgLsWwCAfflGBvCkuVeqMslCppxZNkI/FDKo0ndBn/FVa+o9R8UtGTsdTvimojOBlnJ0j37kypGpStG6AX9xNOSMDyFACyhAQV0oKweily1HVY0IAzGmjAFbn2BPGVsRWhiR5hGxoCRYdajo4x706mKrv35h4ZAJqhm+UbsXn0FmsXU8lud5U734AbF9Bco8hFxG0CENUky8tVqwhfRL9rRvE3hYYZvVUg+qh+/yLOhTrfrV6Pt8qqGfyAaBu4GXMeqJBAXf4dln+O7luuv7rkm723LFp0PLICOvqNT6MQcoDxt0zDM9L8yhsnKjmKDaXrqNKRbwpdfuz9ci3Ju4S28Rpy9LQ09Qm69fh1ITpOkjkdX3bZzniDFG4e61f+EwqiPepix5587ya3UN3ctx7obFFXGIPEV3H16EtGeq6wu/m9qCCCrMltl7sIugy+G2Xrkzehsdp14ivRRqutzQhuoiE6rdyZPdzW51wirpHBEy6qUo+/ZRYV3/g3aLJCvdFgOHgajQjMCdSmF0ShWC2oTvmL2p5bMl92c56rCBxJxHi4WZ4kExGOFQyCuL3EDkxc1GUoqsYB1oaxqNABEesfkjb25YGos5VsijZbmeJaMD286rpzoRI4e3/M9T6QSIEO6SXhyprX/MJIP7TR/qP4yGq3GMSGSAaLKMSuLIlwVJDukYFnCDg3W2kX0wdENz1Kjl3JafaziBMExCG0umOAXGh0SDekaeEBc2boo2iwJmh6rc3sQmXEGIsrnfyyoipdd+xQj4i+x8gbBhZpPkRNrJw21o4KfgcWQ+o+AWTbP5iFizPXBjqukFeIy3UvvZqii6TaoZEvaDpw6Hcic7G9Nxo6pAZU5+QPrB/o2LHYwkG0HBToB01cu5thKxtxiil7/IgHe/9oiL84WOQ6+R4az46UWz8WHJCi3MJMEk4Z1/nha11XgjBkrXNE2qBj4TRGPKa5649J3FHsGwGui7dqUAkvH8znQFUIdrsATs6qRJjA+W9m/UbRluCFcJNCI+oLUTC8yXzh80WyeZhUdl5yHKDjIV0XhNMCSDXmNnfSxe+kKGwFjZiCaDxhzbl79lGfICQC3I1clJPEC55cgV5nwbl5NOMMfut01bAdI3e9Dtr0Ajtv6lhHrvPQZIjQtdszo7uFH1G4Wcq6o1tEcz/39PaWn4nl0iULbg85sVmpu6jmU/ltWqXTMGTijmO6+oCuinT5QZxk8VJUu96n3Zw/GKBhWURul4qKaxpVfXJeKA0aRU+jwDMUGDQX+5lZ+vbRpajsDCBn7uDmx1zg2fScIlGDG0K54osHIRhLIkNYYNgg1TeLaQxMrDEO1oOFk4AvYr0UkEqD3WRVCmu6RatTTUAqn8tZcLdFGHge67wHBMjhj1LVysWLDlwDqH5I5zDb1EskFO24sRxuljpiYoMODvqu8XXdDlYRncskNRAhEbFTZenmiXk/s6v3KX+B6BCtReUDsPaXwn+6GaFxgRtSiZJcoZHJQKbVQxmDV+x2kf3jtnwxfXhFmD6uGUMNP14Q7D5CYD7fUJHPWbcUyFV6rwkkPN+NJ69r8decuhmgTeoKGoOkeS14Vi4W+3hC31lvxGyxlNXqL860QHsQRSKGRzfgoXZZpSatKw1DU+/eIESwnrjRzkIvjzbQlghmDXga/6eua1IV4X4xGpMIM+I92I45w8RhvNCokwpnc/0zMEeCn5n7Wa9OHfzBFhrW7lsTgwx27JBYth8820QOIdzQIYRZSUuopUVJLWUMoqpVz+hDjERBd0gDbrzydvW3GSOHnPDmAkYd4eErOrtSk8QKSWYGnhF/85W3V5B0XSyTX5H5Mi88oKjVIlLNT0KZoOMmInWi+dyaoIdjvpAfpDjqMQNJuwJRcAK97MH2oKJq1eBCtJPTFUbtN7mUtpHf869nWALFBd3EEnwjAB3R0f61Urr+cHeXvQAjpibq4O+4ws5NWh6oGCY+zzEVG9P5luS0vg0u3xgBB4So+DW2DFgGvmj3JEsEiUAGGVCfz6H9VjSRXT6P9XTHHcOGKxmTgYB42d0as6LpXKzov/5/xTJgxaK/g2NwjRLvvo1465MjO56wN4r6+5OENVktH0+xV2KKXPsGEBiVn8BvluSz8kws2hsRquROLriZ2O+MgMZvKRBX2NKBB8A78G2pEssI4xRwBIz8Po/QnbaENjXGn+ZikM7kwuNFibtWROUHNw/Mj1XACW4CJ7p0zit0LO2QCkg67aV1tbDe9Xr1NMQ64H6Y9cAaE9WIXSf4avQ8v3W/bWjo8Np7lLXvVwg5tMZtRRLS
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
49VPqk4IxjENLdjnV/+7ky0Hzpcm8pMNK/yQsmEuz8syyUwKkTRBwNDyUlE+LssN7reWAOaZAopuUHotN91HZpMFxYditrSJrU8YVUctiGewy7WUxQAbtgIMSvSK4eLJjLa0IlFpLNb6eFs+eP8H0afMW6FeIhuMG/zyr0uV669iXC7JPHDrJR4zl15bSQkz2tW3FGPvs+oZ7GtFe+yfT9D7hq5pi2ZX4ogkRna+XKlqpWWmQn32KFKeEkI3Wzi0aFNhcuAqENxXUqhBXft/otaw8iiPcbz0VYprqOKI9unxwBc4RZ3Pq1d/jXa/89VMINavkHSW6OCEyOxRPmCODjk5bFbd/8rnR5AGc3PXw1Nm/PBpLWKY5mNHS0x3rGarMCrZ3G0TSemymZNv8SdNuBSesalzULQH3G/Q1hhfcW9AiBSP/UFjGtzXMUzcmlURPeDOQD4yt6u0IyXbFAtdOWNJkjgyV0sNjlyMayIjBkq6IKNbTrtPLUMUuX8mJKbwGVDfdQ8SqewCgAyRqzeszLd+On0r9zdVYq2k9rf+CzsyTlz0TsA4UH+9qnon1wUEOzQvc/krO/Y31X8FttXA3NN17ICrq3rFuBQfD3DvS9RiZAmWzM90dZVM3lZtVt/Iu55RWTawKIwbogPljqeCaQTpG2p6F+hTV8NVat9TNb7XiTvrAMR1qshlzryvur0VJ6ju0SKM3Nx3gZl0NT7snaKnjNrhM1uZAy/XcqYVWWrid7GyPwRId96pfq+EV2tikc8tiVaUIXjwXSoYEdcUqt8/nZN5apAHSnCWyPSNOMe6m/Bkr0z26Rz+ue6Q1mpAJCtjs+tHzlQ1DhhyZLc7uSYU3+qkhpa02d7JqpPkvuZVo1syBYRSOPuc2VOz5VQqnTa+byLIs/R/RuAG/skskNza+XqRIJ4hzJlF4m4Jx1HBbovDyDo+QfkswhqPrE52W5xgvMdx1rb+tI4lahclvGsuKYmxgwBUb2osrW83tNdtSdP5h9dV33iWTSi4lz3FyxL11LMRpB9mNs5uQEzNGhUgTWfoUls+sZUGZzVAQazeFB8EplxTWZOTlYXQeQ3XUJyz3W/BA/1ypU8DbNOmDGH0mEOv0vCMKK+TXwBtdObEMmF10F0+C4x6a3rs+y9WUd35HbVZA3FPpNR/PGqi/j7XdN8osiVZ/7NT2si13F0MUTAAHnC7EF2iHKvp7dC2v9gbbQkU1TNoR+/8bB30/eWr9Kd6zbzh4sDWu3wXEf3ySSvR7MW2fb9DoX3hZ7fBymAij0hGmafHaGSErIghkBr324wr8zk5XnTkR6lXbwAwy3dvYz8Yksl6GfWNclD30i5XTbJKE8EVRGQ5IWV1/jtu+9U+TP+sgi78/ohxWt38O4wLJ5KCFOmQW+s7yBljcuFuYeXZ1VLgND8UD5qFuesalkz2Q0sJDkeCwPjMqOJ01Flj09l5Fz2mE/9tYp+BlenLZg5MtbgMS1q8u6uc4igCl17cqyfqJiqEjm/UzKzkv0azsG0jei+QXMOXR3xYP2YOyAq8UTwho1h2jN9Qxv6gTW8GscxfZwWBPKcSOq6dnETrYwpGPXtLS25aqDlLSxTS4yLhC54scXznNZfLV0Vv+ENuflcg8nl6jQOCZD13NV5Q8oz2oB48VtOMMiw+kS5Rwaev2lh7CejpUcIQVvq9MYof7puG4h8Ogq6tWaorecB7FulvSWL0+SuevwMag3DxQv5vRg85v0hGOLmu2z0gTdmO+y6geJrU5PDLrIYoCXwyTKUarz9SGNK293pJW69zH1qZSIj9qbaHdJtgJt67lc8i3sxYx/KvmrtZWPs3y+HeE43TE7euzaINm0zZukfTrceVWsC+ZBzddPb2DsOTCVfsH1cgMKwC0k4HwRPrheYRBIdBdZNyLRAy020gDv9rM5eoCwlYCXK6fa+2N5hO2YRhW80qGc7M81967gis753YQNv86vCwc25dCe0wEGygwYGVrfMq6UPF0cPHSsCL0a9NC+kz8tK6eeGeK+euU5WL1KAZUbn2j6biapyNb77xiQIOc5P6RiWFEkNCOH6Ar9kFRQcLXKuJwSPsLiMCqPTP47bStn/fU/BIVY+32i0Cr3dZUxfsGCLw96ZUxSMgR+urg+u7xxllUNIrIet9Qxvcz3cElg7MBlFHPGo4JqznZF0clriaSL6akWzRGH8nPQ3n0w7fhU0fbMnx1uECE3O/oabauYu/08mi3MeSqQPfWhZwhPlpyQraGBPSbbIzP3VxMEYFZTZTy+ew75KNevFvkSZjRMu2mkVJLr50x9Wl6tcjuvyTmXwaOHO1tl71SzT2UJLhYgv/CZxxSC9kRx+c2OfvPwYEvfJumUuIJAJlCuBlrGNf5CRe4Iebrmv5RQEUOQDEp3bqYkTJ8yV//We7rDRI2KBY2GNiHmmicnNF8RijKBlEKe07+SaFL885YlUHJqTk9inlj6+ssq6Xvcq2wzfaacX0K2kwseP8eGZJ+08h7kBXiL4evnoVWTnOKq/GAZzDX6h6kD3t215+crmGelyuZXKba/+Ov6CkZYQti0RVlwuDqpr7dBnqoJx0DyaVbNnIiMyV2vUCZBxCRoIGFSvOYc05men5I4uvOR+50TVgKchobhpXnwg0T8Ir+fxK7X5KXzgFPY5bB7JdzSgEGlRsjQEQ6FmfK71lyLDfypg7ZJ26c3Zb6hs7QMjfzJ91SCZFIMKCQy6bU8OdRaoceLN0rcWxGOBjuq8uDNRdpNfV0xvFI2GD9CgUEWG2xdpOhGtmlDyU/pPW5fYJp15RaFVsxpilWwNrEwX9lpbJf2s21CQS9kW9rUupKkhg+Lva16RJnF+GF2ED543ghtPdIku1JxNhs5xNRIhBlDFKPz6UYGhfAYxfqtgV3ZVlg2AS+s+hrCXJS/IQaTlTajNj5cx3cR0I3o9PvbZQQVGWVq1a4Rf7N0zGdICmW1812klbZrNwS1Fe9W1vWbnze2n62br68b7YmwO5rtVZBkwwqOtaOGapXm5KQNiBFUruLe4id7A3eusARUpmlA2tgeZprHk4/jdbZCSBUxqGSWIpwHkd5AtkiOWoczFnbS8IUprGZ7II3kbqfzsVmQjsLPztc8l2nKubpIiQSlkSQKbfaTADlOu1yturabh2AFDJVURwo9asdI3XZg2pveEaCFgWXvZCUCQ4kv0kP5BJ0JFm8/Yc7qIGRnP6TUEOzGM+LUSnHmTX6muYzllN2EVVUwsKuf4RgkeBoU9/6KiF2cqeIcfCS1MLbM7EAwlN+cZA8PUZkX/Ytf/qhSsoTbiiHv1chAd112PjZGjwmrcaggmszDPWNuln0yZ8R5cbqDUcvAhgSlPf+Zcte9xcFac7QuRZ8HqcKdtYy5bDrSigtoUdx9VqwzdpNRqRrchjcIe3z3CfNdjDoPsjIbJYnUE7vqEwcgUbB4y5dWyhWyDJ+6qyB7/LF2HqP7XKcD1/KGMElYMhNGsRU27s0Npsp7sMZi1n/o+bLJFqUkS9/0sa3eIt/0PckdXubCOKaPaDhEnRmqTePTJyJ3JqDOSmOzKdm16UUM5AKwnzyUigmqA5He1hCsGatPTx51UWnNBzxxWdXN4lpIPvi5ABBsTAmMhlK6jx999t3Ch1nW7DjnKUWrfWuzvzKH5XewH1rcHppR4+nGWNpOiyb9PkOFBYpwbvBcWu4oeMdGKjF/H6/YcjKWeBvr7lTVij+pJHt4actD2R/wVyDb+0tLsoECAJViODEQNLZWp54VAHDlTYrtUn79OpzkHSTZ5eOS+8sBFd1aNvhgKHTeo70zJfIoShS5vAS9Ju7BSwAWCifRx0dRQl5JJQJB2k1T1oZchwOO6wl96DYHtI8At5qURvWU1xS7QXCyxBKVkBJJQyeNlz2dWzd25uJbrIMdnMK4MeB+ULxRc2s1r4DvMElKt3A9H/7c1NOq8uiDLpRo4cSwNlkdWhWHCiHw3P53uMk4cRtCubx3fLNXgKONecIq7J+ebjHngMDbGq1f4RF3rBWZEqDeQVaJdoASknUgakDE3aJNTE8ymffhi2vFQ4NnLN7a1f9WMEe+FADr0u1ASaeY8/VjtAb4N1TJZTmKXSmS2WqfWsnFRJ3+G2KLkWcNIYa8b8YHKIvdi6IHdzSBN5JLF13O42TLWE0l/SbfAn+lutpjQX9cH2FeVUNxMW7xc9LfzauSzXtAHC8eDTVTsolGrZFtswZ0jTgs2Y0Jk6mFDCQcyyA3j7RbKIeNPD1YkjScNMS545+hJNZxrZcTok8n46cwWeub+juJ42fqaMAzdz6uRkXKAJGKw8SM7+qr7u9h2ibADHOg1QwkqpckNAzeU/ZlciZZn7x1sBFnE/ChrmPviRTBzs3OV50LtnyVIixa6BqSjYYo8mlIzOT0z8UpKTWQisaVx16V81M8+5J81A5jO7ed4zugJ4q6Qel3Ptmi3Pk59fVh89GS4HIPHSbDk4JLq/UhYbEukrty1VxqG7LCShJJ1+hn/krhGZx/cOt6SDxX/gZUCewJRooVx5PN7pnOjNgMNWo1Y4hjnviIFNcw9gvaBxpcrgYQKAoOyNvfztW068ZTE2gMoJWMAzOgPcnFbGsdJ63gIkwr9+x1PJ7r0SjpA0F4nrPTyk6jG+x1e3KaYgqZfcczYwM30JnqtXiXa3KAFApDpAJzVHNF+aU8qrKcQILMrYqvbdjd443Y5Sa/NfzYniaGKAp/RAZIoKCQlvWkcNQ6UTaWUkRV1rJMcJtvAVfPMRq42LmL31wWY/u7ChoZs6oewTYCV1xl/vjUPcAkcjWzKK0YVHPe5R6j/1Oc4GmWmkJIV3oWRLs8OX5x4WmOLmGMNT6n1L1cGC/b9FyrWLIUHeKTFYp03aBeLSun8iGGtjxExQRH1kVd54dQpUi+0ErG5AYxZvyq998V9a+crG9N59731GAsqCtvn5GKxOJM59zGfhZqurDyowtH3SxCOLde0Y3sm1JzkgTSZCQ0QtpfGPLUxGtmKOSYqfe6Y5ndz37131XKe/Uetemyl9qKgXjyRbuTQLVZmj0mpnnt6Vbaw2vwRAXquOpzDo7zIl8yGak3yrO0OmAJG+UEL3BIDtxxsRITHMQOIszCwZZMg73oNb/vdGlC3aeWKhJHMdg3GSpFk0Bm9QWmVImqSMkaTITblpG9BoEr7WF9+oWhGxff27yOMRRUqyGZMvldQSPaih4Tmqc5y+MbbKJxEHbdWAKU/Wb7Khr7AcJTQRINuQdRTU9ovQ17muiWBBmXlaHO0UWJkA4uhpLOmb4Gx2p4jNz4xkR92I/U//d0ibMFikpjoK2h8T5Cjfi/K1dmizUsaeO74iM2HDoVox9YSKWZL6xVbxjzRhQvMiNXXRoBHRPTw7bs+/SMsRW/o2EARWZS3LWuzfJ3v/z9/MbvIqFiYz8OJl8B78HDzKOdAcIA6yJ15pqqQbA1Qjtb6leEIPELda0xKEdyiWyFSjenQ5EXLeLU9WDTd/OA4dbP3zVFutK57K5NxjgAAgZ7gBtUoK23t9C6vC3Q+GIJT4CPB/7vFcejCRla07PhREPaWy25pgy+NvGOMtkrAc0R+QRvZEeiWaeLjD4MEL6GSNdMAaK5WJ6cI2ADrV43zhvOyrqZu/zw9U+ot9u5zpsuGvmLB9HZVCtZNcGDqlI8x2XL3jSRztsYex/Cjr2fm+kpBFjrHF/ftO9r9XkMb+g4qu4OGWzowXPmk8dLuuL+MMHPqN4kXu9JR2QcXL6x9rt5+oFY7Ltywvm1uZ6EGAu8bLKn9xGgjwBtz5CIoZr4meLRRABpBCZUkhTPj1zDQGQtVzpnO8Ap2D6251p8JPLZV4BMWDPYAmmvvq9Pn1D7cdN5vawrznqgb+MJJD7ckS9cCuhZ4mfgzOPNbRmF4C/AqW0JF5SkoYlagCMwlt+kgjQhEnWTT1JaDv3HYV9qSRPqTtRw2EezX41/OycisKKxVRxrxgxc0F2+Un1b8T0xtl87SkCjdrV2QBhkv1C8D1QqdW
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oKGSW3j8KA6i
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kTPVjkwXdLc7JZh6nBw7Y7Ir9Dp3CZOy+EORcaS1pB2JPQnhl0o7koUc5+4hCxCbpMwS1zO2LOI/tDt2jQ1tHrKnHx8JdgRF7NVXbR3YoGeNQjHVgx8DqT0M+IuPygP7GXeFrFEe3rnbttkBmqqWuVvrKbvdbnGoxqw3okkP0dY+PxE89mr5ne54lQnD5uMRGhD5JMnrdw58Z/lpTStAX8gRWd495QgbfPAhGj+BUty1AhSsufoQ6IIGHZ4ltyK52UbshXAQVVCDEd/AUGV60M/c0kVZUAZljF4AdXF7vNKAhuz0GSI3Ct5WN0E
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
497sCx+au1hiuw3QbOuMRoDLplDKlLmdZYagevZ2u2p267mSfbY5uxvye0A4pj3Q5BeTLaCBd+ippN2FKLOezFVMwJTcBUI4wL2Kg/nYLLboUwX9nTp41Am119UC9FunAUAzG2VEJwERSUY6lx3L52XuzvKLRGS1lWpIyv4Ti+d69f/w+qdW+jCT7BCUT8B5JjLRzc35e3YWbSIohhzwtjLsD6WsVWJSEC4f1mYkOtZPI38QdMnJahPrMF0bgOd3xZpw1tVyC22CUVejkBUrm0ss7ef4Mu+CfkGZVVe+d4vArxOCqedcQ79ZhDPDddQfl4haV70WnoukS3RUFUVn/S6TRq4SLUjf4EnIlTPi5FCNQ7o68zA9gJD9e5A49ooy+jlB+dlPd4TqT4ka5Fjgp2eDzCe4EgOlPyDShTNn0aK/BOQpOl6FA3rXLbHr3o6GNtLqHsS6HCLd4t7QwST1vx3+zbDefbtkLSS1T4GQoNJflA0EbQCrQGPL3xXsQwvrX3ZHL9pqs1N6dmccATonsMVjWCKI2qQtwCAWI6lLBLcQgIwoIkyJ8kk21kYLdj3uB4++iaZOSIBPtwZTVSiqlZGsICjuOZt6+kG7sc0ym+ywhgUr9OX8imOU8YNulRYBuwP8bWqg0e/kFiqq6bqr+qVyDC51rFtG85C12zITxNBuAXDOqVKEb4jRH3QyAPHlmRO2A+rHLMYagpbECeDvc/x85UFAidLIW5/LC2+55kUnry3sbPoCLnOBCLXzmOFdJWSVV2d+A5jEUurIQTPL1dEXDifvtaXQvPLNrUYtWYJYw4ow98pWwmmf5M9fSQsdZz+aEDeCzZOFhzD1l0tTQL6D0QB3XEO8rOrEjrJF+ENJ8zCvqG0rol4nIKSAhXoQSXxyuiI9KkKIwUDKpN83wDECeDXj2n/6iaUo45jf87oeIIqALPFYFnhSolNIMlTq1DZP/2yKCGB5WlPjZISx9vh09hMMSMqnuMAZ9jqoCAlH8XbUaDGOBJ4XuMP9k0gmO+vhMajtLzSxarYa6fwuC/ezhI6xAg+INK6xEsnKefqeWVaWqiQmaAb6gjwzhiUUVb5RdkiX7CvEbmnPStbZ1RmlDcX6yxUbddhDZ1wWf1KxBdRXrZbRfUY970bKJeyrv53CqF6aWBQTFHag5NYDvd4jgeJfjsTpUheanhJEHBf/E0PzGEqudWeCuqKxJ/g1U0KBOcnrqip2OLVFny/gszhLeDeFcvIYpiiKtCBoUplTTMATnh5aUGVx68kldGg0M5bDDrpbX30OSA4Z+v1uPZNNHj4jdFRz7KkFlK+OyLQ8VYFWhhUT/uQJ3E5EX+MmbxPx/4pC2Q4BXy+va7xEIUwa4l/SMkrBIasdNQCA5SfOQYLc+RzC4xPi4WszGUVJL6zGYbKsa1LO7LCRqdeIjrs5rHBS3l7vLp7o3fiKLUCm07gNq3ZrcuJ5Cbx1UtVS91fu+1QALoNnDL/AgGxkuhdZFWSiHPHbLDdgj1JPSeed0fJ+ScaveS6wzktz6XzyRKCftec/HiLxUdaefp4+Q+EkBHmNuB14N28aaKfD0dha7XwYyF/fvOKhWprHarBBKbO12EQYZKQv2+ib4HNgVZ7Wja7rrnp20zZUyXMUGl7FjiaaZJJtRGZ3tSYQboLmr3Qc5t3yE4lSa05/sFJMl7zw0ZYRfFCHyp/3M2k+IRYKngWeUxJ59reA9igJnPam908HG/XvmLsCY7nKlvqbeLIQtHi+5/YIHnnCZKe8AlFUrvotSLk7eWziYJ4Ski5pWsOJSX4GN4TR2gxM+1mBM1fut3harIkEVoMdz177sD8IP+q9oRneDrQyCp3LOx99U1qTh3T5/EbBKP5Szeb3Nb0fwg09bJ87xOiQ9rnHMp/AcsHB/F+VoajQVviq2AGt6LKcLa8x8/erdwhxqSCO6Gzwb2t6tm6yBCL2wOb3a8SpgIkttiH2IgMTNofiOtrDO2q0HtShw4fWEIzVfrs05hQVk9F03KR1cCIERvEqudo1hqABrNGfTPWeOnuqDBXeozVes8MTl5UECjLLyrMB04GJ9LlLOOC5EzbPj0i9wDEhNfl6Uh1AF3jTumjD+Efz0CsQW237jebQGTcNbZvZGuaYO5PATCNdizc0dNP+aNthrUr/81zJIS2yPT085pyuhNqH1HBbA8YR3VMWBgyMTlmCn5ti/9ki2/+kFDsgFjPOOka3MYSrzWkykCS6Hwi2UOpyR9maowIqrUcSzkt25q/DqhAxWzDocvMLQfXmiYPKMSCdEDaIBhYsJ+uuwGD7r4msijvsUSJ0gLzHu0mJ/3aIivx2j34h8mbTWQp06K/03/YyvB9t+PwnzbXH4N7wL2tq+bZNvOmOFo5EKN2IPV/xBWdl8KrejCpdGpgq9nQecAVV/x0jSXK1FFXsjxxWz2+SuXI6nLxe+Wj/qd+4ZIgtdC8yCyUHJjDnAL1WRCL/hO41LcDoTf9CGwal2l/Yla9G8Q3oG5T5qsxDYGbjfTIZ5g08MhOWQa9B8g91R2dRXRM4uZqmQhea08rGfexQtMB77OgDxU/AMvo6RXU7ZPAF5DtuG/rb97lDoSWRl2QkmdNUFFpvYulW8ibgADiCbUPXjMzgR/ZHwuO4jGYULlbkruVVrLXCHnB4glV952N5pw+EtR/RBQs/psnfeUWxeVsF09NsM6+Hc3zmgPUCBCtfdDdtxXX4tbGzlUgQyaaV94FPsw3AglVF0iKDJTpqi2C0aUMyOWVRFaxHPJJpbfB/LPjwomcmyS5CQdgDGzl/HK4QkX5N9fMKJGi5gZ+Egfhc6CK3fERLRecsdm+4dH2g/WuX4F+j4bKkbKi7T08yjjOBBMC5G4SIknpCy4R6nIbwxJyvJEjO5NfIW1Ou6cNKeXBcdfla7dNm56mB5f6uD/Y9WooXGi1mySAeAgaa9aAsC9STk74n3f/m3Bw0VGnezPbkltgaJu0ACCs7/GeOVwOjTc5UwlKuF7es7uL/kF3CDV7EhSNIb8juENFphi5vjaWvXinJZcWGJl9ZcS0YospJow4TuwUgkD8g4k/KjZMRmEjQjtnnPm3fw0paeP6A4BhmrpMP+0LR0Xrk7Z54xrUFPYUM4WA09c65VMZTGvN1zvqGEwDSGAMnYKlssp69IhDbfF0b/JU31N7k656hHWeaAHsAl/u4T125mgxblV5Cx9TF+DWwfrmXdFBKwprztRBKG1PjvlQWMDLzxV+la9JybMTGpzdwSs1hf6B0HRGARgC+4eEeNmNFyrbjgMObjRE9LaIcc7T5Vhiux0sMKViGvJhEAhKbrV2teHWx0KAFzrjVqGRKtJ95xTYoL50aNnnLLLafGHR8N1uEmYNpD6WCCtcnrGwiL6rOu2MLbTtFqDf/Weflhlr853kdvJUhvtfcgYKWx8kpMZIm/aUP9DawduJM3EDz6h/jT01A9qlaQgiVz6QByJdiS/pjHeL4kYMlT0p8Mdf09L2B2NMYs6E002icrNoML87Qc3PrAScsgPdpURH899jGKgfZ0fmX/yjmLc1vWtXreTCsrdoTc/pmFzRr7gxvQUxrHdWIaJy/1Sqz4Dc0PCZT41e1/gJ1aPUyo1t3B0J5IBwI8EqeO7dqHGhccv21tan1wDa57Nlcb7/APmddZkC0aiqFtp8JcJYYskw9r7Wz7EBIZKmQ1EdSoJBRiO/A5/CdwFbAq7lNuPf9elxE+P6cFX6CmIngW6dAQugg5LeVtrEEW+8FMIQ2BXBSeZ1c1dxiSoMMqjWMhnk2KxqlPbnHfNoKeMizJS2bdPSrJPUHQm1nVz2hZOQUsVchSsO3Ijzf69Fc5H7Wf70omhUJi+ghg24smSLT9RaLau7kgAZUoh2BToMEyWz6G3N0FImWJHR9wTxl3t65JNrlDWaTJGayJFyhbhxb7iU1rijhB9M67G3Qti2BHJAvNWVlE6BHtTwnvv//ELhMg/kMUQ7CYSt1a6nB6z8irxAich58WiP9FiEQhFR7PlyTIM6L0tIBwUpzM21T+hmWtVOrYX5cj02W8NDECkf3sRmpuXldRzTLqkotVIITsqHR95ahy2q88M0tUM0np9bgbxpTvVvSq/3fwT4ohHZYaDrnGcJf4fPa0rAHbStKsOMeSCXpbsOBewJfiCCWEMM3G35rgs3Q4Dycy6M64ERLzDHDA5br6FiX9owGi5nTzSShf+w4FjokdG3YEGW2QGkoV0keXQdP0P/hhm8IOibi/CgPovx6DC5dV/LhYyhsj8qF6Ff+43SL6db9anZlz2hbd6bHkCqc8mDI++ltkP4b/uxdjd9o3M2nnQcUZuHS0vz1W5EiNa8aOjnl20dEC6Nd8L9h8eSjpGh/qaasne7Ffkk5SA2J/r2poLktW0pdmib+SA00nd1gyqeq4xD5CST9RGczLjLEUEaOZsTmpc0ZC78sqncTmswm6P6zgajaO91pX74iYsH41aCiCbsOkjyEBpZL9aDZAkxSindGGnk0mh+GMNKCBJk3yzv6F1vbSmdPJwuYsMHsgyGkmnky0SNC/nxzhGVW3A8VYlY/Fu2wC5/dVdS35LvaoQW4FkoMYj8jnnZrUUsjJTQJSc0A1ep13/FjufhQv/+5SEfvErjqjzss9L2RUcn11cudOGaJIH6+qDSM+0a2ZR97OoJC8jUQ6eV7iBbuDXyTwBxpa8MkGmS4+kTvz9IU691nzrNasD7V5xnom3cLU0+6BAdGE4+QnZnyfoRglOUV9TywTj7YcURaX3+xD9vQdUyR14JmtxHpr/OFn2o4F+ZC/F2CiOIg3WgUz7Y31+Y5KQDVcP2pluRU/Qa3knRGhyZH7UqIMs8GuoQbDIou+//OyI0Sn6IHkVixaSlyunme0R9m0yD8mXuFaaiHDePj3duP9SmY70cBj38W4pPwMRJpWiBglir0Y/rxxUajNmZK2azxheEi6h05aJTOiWiH3nXl1odR0Or9ao0XBC6A3IaKu+xxApiuD1op1cEbKr/ilbU/Y20ZKQYIf83w75mAlLRlTK3t624mRTkA/DYhQu2UC2fwxgBnPNFgFoKEUINzrBuUBjK8s/PJ30FuUmtrslJEOAP4Q83a0jASCLZO9RpPk/wDyX5+M8WWn3CTKiF0aInOgCV238scPxoQjwrpLtUi5f6+BkwgX2et/8RwZLYwZ7FO3nwLVV/q47hxQjHqja6HaNea41vnGAbK4M95fomARylCdIDp7QHjt2ZaKbrZqkAYLvuyzz0GIdjy9XTWElpsWgmupKKfWpRqPmP+lmMbHuotnvND7qHkOGH9eMJYu5paX4d+8NBQb3XngEwKTko9G+3Mw8OYndENg93i1G2I2e104s6uaeb67vnoB
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
49DPfKPgKrWZf8//k9+c64JaL/WfsOB3jw50H3d1WFyV2sYDDE5oeKbsEmviOj6tL+d3mYRJizxl8gE9PUIy3NInthDeeARzPhVTUtYIXEYExitgO6s9Ibw+EdUtida0Q7AfDLaNzVS6Mje1DGaGV8e6euUaKKui0+bDeUGVG5/dJ8TRt6hRf2gEoh8Gml2JY15KffOhnSNcUlwC1479sMHRUG6Y6sP5LnmIdc+jF+T0zoowB0ojAdjL8dgd/Mo664JaXCBupHIqgrf22T86X6ZsEfB2oa8/KtFahHc/D1zsKYRbqsjUO456QjDTQRZL4uNO4dVmMbicDI5dcoEuC+dsRu62qNEh2W9DYj/95Y4qT9PRjdziOmVTgYGbk1HHooEna3fXJjWN6/jFmCEej8WKdoWhOlbfBg79xe6zibEFHSj2Mxhb+rNLlXh+wIBqonP6eA5Q16acfqpxNw8GadFaBGwjQ9F1g7IyDb/j/kokcRk+AIjAUO+muewjwnjHoG0vqqXE7k4Y2emP2Razr4B/CQj09ol5lac8qOyZUC9WP0MWLxdfYLXfP/hBVzsyLVsSSup/aioiRo0CkDTQvlRH2iL3FNM8xZv/tA2UkjLx8mnWAnodWDZlTx53tBOFsSxEutkdCsGIySrGhT8tbHrW85uQvrC6KpBAGWC16wt0XaSisMWN4tqwjG9hk5FX5Wv7lIG2FZZRDhSI+Z9PypdnI53HE75Dpn2cmmAtGGPIoZMUtWstO4JghFvFK5CqKKAmKau3+9+/QeT/NYUpWn3QlnmzUq7YxJ5iE3fdaQiXd27cO9xmjDSdu7mvFGMtGMzqmw+Eja4bUMYXecqqhwYLZw/59fR2eMDOrsjAkboJSiutmskN76noEAboQKybkC/sLydTCdiDj+it/N+yslhNLHwWf2GXWnk+6bANVzvE3KFeZRcFSFX/84a9jGfVJccVVb43GQn7SyPUvDXNLpueOymNLarcojjdKKOy3ncaLrMqPyKmIOFI5dD3YuaRgUwueAaDJqxzdr4dW4EGGlr747dLfhO6PDe0SHU3WJgjeRoVK3sw52czqyDsjBcubp1H7uGuj8fYtq3mNATzVvPHDdp6E3zc4LEGUiv0LSoULkpxjeMubZ1TOAgS3LwXiDDorLWxQTrpSEUt+UkwtrzvSOtx786fQbqGMs0R8ceXikFy1SYFulRQJNZNISxbKOEWwZFqMENx1X/3oroaAyqBz+mLgl+z3BE4mgnba1ZX6dAXU0vTCeE2ROEz5qpMFmLi//9lIvykPxos+CAtCfz9xwdk+aXincsTVvj/zkSjcr8ZEI/RN7UCaRjk/StpzugtV5u9B0QI1LKt12Fz+4H5JLb7XLVQBwQBuETCaW9GxKedupZBjfnE9i2a0txHxetVVniypVTSxZWfH7/23uAMpVUzFUHHIAVDJQoW/oVEN7+fISuFmo0AFzShx3ipTGu3Q4GZB9vRGTQ77oFUu+9KvliHvG3KdgcV149M+QcZExuOngPt2CFpA+1uaBt4Zh9OJ6/JkfzVGg+ZFY1NSkLcqn5esxHBeG1/dOs94lzgeweglBjdldZCvyxBJ/5bLkOp0OFiNgy0pt2fG8VBu5trgeTp4KYFI6nLjYYWjKAMonAw+PzlSKOpF8OaxpxhFshuYQtNwfi3ufobYXJePDsyIh3I4FNWH48GlhCwlEQAAM5VzNKu0SjRXPjn2Wd37dYt0m857FsJTX95+j0qEGRufUMCpmyk6J8twJX5x4t2ZDIEpsJW+Z88ceWISxRbbeCp08WiTYzo2Zctp4PMVPEtqMSzNX75BEMUWh/bunV73H3iudtTeBfZCatppqcGNxqjZjIY/o7809TY+dJh+nfGwZQdvtXCCtBj8LXTYrzoB3QC/viLsuZU5CVbel70MjT0N2kCxXXNNiQu+28/87nY3z0RoGRySOmPyqv9VcPI1bRhj6goFXsea8ZAhKWSs9lMfHi43Rm5fOfgKDUEtr60tUHu16E21t3IZU/VZZoI1ktjKtjhn67KkE8lblqttKqwtSDLdLiKdt9dbENjnsTbIF90ObeWM2yJUSy5Liom3QCzt0IpA5zNUxDSeshOojYbX5K6WpxOUqPjUyybFKzzajir05SFK/sgqMCFBTKjxvHh1SYvp5zguO7SJy0iDfhL3ZGIvnAUPRUZIa1Ig/h5HVfn0mWQD2RPlhFNSj9P8Y87g+IEkWB5lpwtEOgOuKXNmufJsHOtevA+hePlyPZFZmFTIJmKEEAjB6ggCkf1H8neEEchhkQWIHmI99GHaoB4zsuxYeQeBGk1hthHQ7iD1VeXTd4ncYhFOUMowfUNWnQsjFgKC8sCsgdQxi7zl85V6wLMW77KN51MV6kIFyCz2Z7bXVvSV4/h6L4FTXdiYHkRq25iaGV7AjvK57syuXZQ81FLFE/pMnlOAnPHL6CwM6cGjOaMKgLR2dbf8bsde8UppyA/Y1uOtdBijlfobAdqnw2gMEMGG5MDKA8zDhsh6i1GUOqv/Ub+t/hMPXg9FLsM9h7rsk5nAj73PKiOLQq4Zk7guWAMEkHeY5M1jIPxCr3P+xXBC8O9NoLIJSBomGK9Ng2o9wRUxtolGBLWBBIPkt2qM/+55IJJWriB9WcGkPODTRr1B9WYTxeHrUdK04CSB2ssx7s9p0fQQke973zAPjisYb/YO0FnRDMb6gSE7pT3V0nzEb3hXwk30SdHaatVJj0fdNjvgOSXCb6nhueT7rTZpnQzU9joYQH8BjlqEEeGX3TGCh04TKwKibTcVTZsoRlE5hN153WK4bmXQNmmP87ztZ6YHA/pAmHY5fVXXH8ZXUAjy6JbatWGsdg8YlqN6P5WwL/8pMScGaTnZbcI6YbYtcKd1Zb2fYD0ZNCpRm6mbbNlWOb6sv5sLHo30WPRRpoGPGBp1Z7gty0xLYH+tHv4zuf7qgoAhAPbal7GqJGnLTVoj/LJvKFeJ/hRK9dG8EPhJJu0VdvaRsXTmkoJBAGLLkJtW+P+9BkwIJfeiiTY/aXhPKl+XV1BPkQhDcTzjRLSkaSHlQ0BnCBAwuNyoVZJ5K0G/JDadwSl3/dRd9tm5AoMd4Tze32oHzDoyS2qfHFfOHJEpBoSX5sMMxLnADDaMUErAXz1NvgaVc7kyha9nSzdagnou012SRGvXy0Mp/LHBTWGioteEA7lQf+4m27IPfB6qlsLeDRxz02J7bP6UIlooMFWwukVIUKKhHcxxlArWV3EGnW1B4H08ZymcKP/8Ra+G2cj8YrqpxqfTZmNsG4Hp9fhTwNMGc1ef29u9+51HDJDxkcbPnWnTnDDJeqGM4bSL0BjwnaMiz03bvncArZcq+/zKjo5uBVeGkFhJzftbsoa5yrhU25s4jhvcrsqYpLGlMnrF4KbnyPsoNIaHT4J2twLjBa18DqxqAModrwlIrTyTO3X38E2HT1NKM1M0d8qo2i0ntsVJJf/Cr3bCOVYWulsIXLQuzUb4UP0Gw0l6nN+xoV2pzHN1a6CSsIDkgywZkJ3qjjnyGcU3+geNzrYEymxkiwd0UktGjk7zGB9TQzLbe0aGUcgpmtaC4TGaHb1TAshry/e65ZlJ4lg6kO3FAgiMmOQswuBhkbgpjaZ/Xro5KmK9G+gHpLNm9diKKZo5uJVNyn8uv8dTykdygA1l3x7uWNkA0b1bAMERyogA7RTHF+OK2OuvXjo+22he+2vO5bvUxQ3xPGCj/nIHNit+SHq9MtR3wQydW7R3OnmIU3o4b2ALzY4wvEdRa/dZ3wdgbKGV4ccjFy5bEw5dVzLGCOJTkrOnl4IGa6dmADPoL6LLUsPY0v93LF1Bt8iCdO4S3tu4s/6Y6zwPe4vVf0qppQWkiRHPQPf7BcnUAlWQoasTZS/U7PQmn6YjLwJJYLZltsyWWLgwhrucy2KNdEDhC5QNrHJShXo8i1pB+m0udWHQ1Dgin9IU1JvrMy2Pk0XWzXAlrv00Ep0HCb3QOMzLvE9sfaCEXvjz4AyPkq72FTzoIb/wdl5ijYHmCaA85Da7SGoWStPaUDLc/mXQQlTFVZGzg+6OcNTfWLPSEpCWQqIhTEnpmrW2vkdwcZ5IMNSRGZFZcywFdTcr11LII08T1OXuzkiPIeBpwzq321n8dUYswyYq8VvU0sgQJ3z62Jb4vbMRSTAEkIvFQgxj9VgTVenrBoWxaqZlp45wLrUjBtGayGtx0oyuNtj1T6sK4KvFmpIXeu3iRmjDeKkgbmOOZP4f/FkATEqzfYeP+HpgjqWSkyhrz1TtV3BkNUIBlm6/WpXmB298jq42wTqp04KegdFSQgHvd/7rxSKVmJp/lqnx63/XZAp7mlPg5ur9IqTfrcEEC22a0vWpPGIRVrykaD9ZjUjFpwxt0lplIM/M1gJpeJ9NjFQlfMyhjWdtOcGcJotXFcHW6IxTMKmASh3zfKI2OLkzFFptY8/bc3BLrlNmEAwG5ko6jnrEM+zh+W/1pg5b6P1iysaEoibh7xYPppjJiWKn/NMbun/YQ44Zm0HXFVwYstmKM0W612qetly7P+bgconWQuK0hbFI/4zDMmBk5ucv4wuVT84hXpvX73rEj89Iv0sfVdubqe3ixA3ae07kfNIvp33pn8zduHowzu3G1RYG/z0065vkncJcXDGoPMS6YJrauZWxze8PAR5z6Dv/GDpfJDNo7/MUeeFy+XYNx0TjZILD42W9D7myvfLbg4roV5I9nWf6g2tasOz1oPoZ+NPIjPl1rG4MD9pqpxjNsM28ocDLPxZSdDTLF57FLzPqyLN/iB9uIDBqY4advjktxhdgQMvySEl+Nzn4e1Oo+AV1T7kMlYF9cigmsYaR62//H2gf9jMHJz3/ulM+TIzlWJoCAtVNGgwkkf4rUXbuira3rWduz2GcFBaMy5qAsGRbGSnZwWrL+yw/Ckc0J8KaV8SDDD5rSqLFj/mRbEyJCLdlFLnQufCXK0/en5MQRks9bfMz/vRqzZnWLEaj8z9pHQaoHsQfU9Q5K47WTTFnjO5NrGgXH8Yn5cRaOhe+2tzfchNWdgu3lKNunUhBGrc4CsK0127hTH/SB8ugI5deuoCicRn7YPrYhqLpaKnuC/Hm2YFNTOAdeSN1I0deDlFldvPIcyAk5+OHACBPebRH5oV0hTtGgazyZhMpqeRjTIcUI3k6e9vT2B8deMIrmVdiaXza+8EhTMC+sEDnVigP2auoeRWex6iZU+cBk39ThXcMhzj/LATHGqVNNR8becW2d0KvnnJ9UXNnLeKNw7i2/DwEe/eDypCLN2BeBGpmA8DyXV3fKM5uyTELBLReEMb0MowFfr8qQGC9bx0BuVlsl3e05deTdMearuvWaV4f3aoHA1S/HGmBaHRgpQyyj12v9rZd/x5uImu2BklLr7Ya6KhtMHQeex6Zg7WMA++1JWMJwsWAbtrC/0XHtjlcwiFN96uc0K0meO9o5lVrDzXTWjd7VuW9UYdnHO4wDBAcezLUpu86
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49+/otB3WvWvBTd7k07glDcKjp2t2RWGUIIlhXf8frEHuvQQrx/BoFQkRXDCDng90Bbzu+j2N6WIFeY6Xsfk9VFSa28zJOXejNSWYlKcVRaWE4SxNcMTZ04LYWNm9g6U+xNuj9OyhN/QxQXQvkm3TWdHC67k7wgCo2WPWVsrsz2EzzJVl0xm+7UceLHvX/dBU/QC1JCUtKfyI6Hjcs8AVoWMnR7L3RODk+yZFqzSHmcoCQuDY/isAOBsVgF3UdGIcuvdTxwJNGWwG7pH7R3/4Z/2Oqi3UyEzBnsHlGcrNZj4l4PDug350UiFQP8wRpiEuIU5YibgKnGbVtytKyxspYICWRZ0bE3Y88PueqnF4t1sdeyp9REdrvcLJcTS4touvWaaJ1oCQhd6zqFxxRh8DZmrZ+7oP8Su4dy613a0sV78vFExWPvWu4fX3tWXGCQ2myoeBwmkSp6dJapm1aA7Hts5I7aEGfi/x8l1VTuO1IqEDr9u4MeZhvx0gDkP9IlLizKRRtyxcK9k362bXGxVb7feXKDRedno0Hfp/ClnV3lt0VaF9z/gK2ydhhyf8Yu1Mn+7Yi55wY+QnLRtxighLMVDnkm7rR1AYqU28VpkyPlCxXwbTYyq5XGvkkf7rM6vB4Qe08JCkl0tghEFeL+WVt8NC4j2NnQNNSSEoXOo6Cbv22ZEL2USUysZDnpcpPtNwNtv0g5LNKIUUdVpj0vmMGTPGrfXL9UTfAuILaYj5pFvv+wtMVodoTaOFNexHAUNDNtE7xoqCw2+q8wq5gCwK4UcpngSjJEPlnHmtCSWb7dZETdEHpsUSwf61QImm/AK3CFlseo3ue+PlJjoFXbSmP+hMXSU/3j7OvhwUzzkULZ0F4E8xiR/kghb5ugdXMCqGCRPLVBZYxG49v1OjXtDBoQ5HFoCMgM+YAzkCBs4CZoR9Yhudo7dBSQwVvk/ntWHs0GyFq9OnyTbgNvC4AGbGB2Hjq5k0fwjMleuk4h2Ee4iA7iS5ZQxETqhtIqnkUwomcWk5QcLADwwp5krYKQCqT2QCwMTfDrK7hh8cQ33D3h8W6tUZUX1K72yIpFkO8bbKmU9v3mpgnFXh4SqYnt8HMkov/hXsH2I9YQMy/UAF0Qs/6pO5upielZY9nNAJtveM4VgVfwYjNS5F+tsJ6/x69PC7pc3OAhJ3z+g04TyMPP9cVn+nBb+VaP/w6flPfhdLCGLhkL4i1pGI7/F/COVYm1YuDTNEsOAifi5vqjsVquh8e/8qc+VIXWWQmkxSrdhoZvFmfG5jejtWvgwNNnKi07DjLQaKfzMpGS1L/b1soNWoH3Wdrl6kq/kaOAQR3Knqjbu0OpwDeX5qc0eJDQSB85cECuFA80zg3t58pZbT32Ha6RKHBwOnHqIznlXOKXAyFrgXRShYntyHsSAaUimGgjJ3l039oYPtHSwE0710TzuCm8gxina2NcUxbQloX5l5j99Pv2wDIfPwnPbsVSPelkCC8L1kkm2TNKc7o+BKJe1D9NYqvmUyb3pIARf2CjAapFHTxd6MQg9bzb3U4sQdG+TJn6UUmjQsYa7T7SuO6DUZIHJi7b0IKwM/VVMMU2/PDpXuU1J9GQKCa6dp/lBM0U/eKTEMfXSrLZErxAmbAB0Te3/XfYcqZsbL350SgC1K7YBUZZD4byqxcrgdgX309ZLgv79Di6R+zks8pSJv6pdOFkwHPbbBVBqtMAl8PctmjeMmk6x61FPAwFgczxIE7wcJpVzVM3JLxVauP/VzDcs7rlC8aiCZXPm1qw/egZPvm2vGYKEFTsCxpUu4giHnHA+WqZkMZ5uVhtSRhgmZmUkv6t9O9BRBjfGqB5I3EASbPyzZYM3Bn5fmLuMIk2ICNd0HKDkMy6ypoP7d6DBgb60Yu14hFyYRmxboPoy8Bafz7TOOLfdzmCDDozz234u4HmVuYXbQxW8iYWZUpQr7UOya5fBYf9KfMTRzjFJl5ZCCtHHHsTc5u5pihpBUFx48ATI/g5JeKNFNO3wS+1l86XSNL2GFA1DFhGtwmdvz9elBMvmsBfSaL/hnwwqO9vjm1IgbatU5W3GlHywmF2crfckuw8/8ho7TZbwgFKiR5ykmibXmiw/lr0NbhxRDs+0bCQolgWdH/rFuCq7C4AyHk+rwxmypVKPYtKA6juYBDkHnlAML+4kN7JsF6Sznogva2h9LyVbRHsm7nr19O4H18q96Tn+ziIntIZgFUQGBLkPOjuy4vhlpTXi/dNnMzWUxWK6QyKOcBVIQXAemoa9paqYlB1X+cfyM4Qf8Wa232YWfF+RftAQz/aWhcQRgteYl9JrmppdcKPAY9463Z0omFi4Z4pIxdXVvyOMF2lfM9/zwbx60hjuqjFZ/3sG00vryDC/lQ2idVfVp1Hoe6n5cJyPD9iYRv/vRvxGaW3wP9uXP+AyuA9mZFkoHj81HSnY2TLW0KgSCp/cvx+dlc65bg2D/ppMw9V44TYDUhRiiNuAubuFeOEqyWeYaXlo52qETOgDLqurlzysXgNEiKDS71F8x15jfyTehJGcjRSgsgr/ZjXcIW8xcUlkMl5pdeEQDju9fC/WLLQbflWi0pfPKHzrvvdYC8OvHJyjJJKd1qgVKxH9KB5YlgU0uyJ9DYZ/OdarGYBzGE9D26VuVLiA8YdFryd5A5UJUqYmLOONBv0a4ftzVa7WrmSevZJpHDp0Tx92TMwKY0q1Yqi+ZdkxRitnrfCZgmCkL4vjA7o+vRaXFnq+QB4ASJTdVQiLsQLoOHgiTbKvejOvYIppb9Wfy2EuKSzA3GDfzocwp/IwMGOVglChV8xnnpncQYE9hKm2xINtlyAtp29MXnPmiO1Pl/2aOmZRSgh9oTRhXS/RBy3/mc40JhFi4Gycq3aVHn24b1FWP45aRGZ4kIcjiPsK3odlHGgwakxL2fAigNqKypaBKh9VFHFtTYUsTq5vw+icqq9+PYtjetM04Oq66dPKoo8VxZrGgChHAmZxp5rr9QjyAXvgQ6fsR8yLLkig774zYuXl9EK8T0B99h9BOfg0T4nKSk9aLiCR6y3/nJ9sj31mw2Jl6jXD0sfmH/LyxgJ+3dnWBVZdq2znPt1XggtrjXPzcH8yhDCpwtq8exlHaAJZVNreXdm4NEknUYWYZc9S5URkqW/a/OI2uVCmT7j/YUXTeZZ0xSxshNm2BZV49kKdNJPrkxP4BI4xN2z7r+jvMpNngwxntSw/V2v6byHCpyW0n17f2ZcjE8ESMcTx++3eCJUrunJTMrVo0fsTIZnFmMIE9AIRuSnw3700LaAgi2Y0j95fIxuhCwPr02+jLqVjmvdS9PIIlhzxgyNyL/9ZWhzxje3/8FMRfnQhup9ECiUdb9FixDYQL1LSRTFbxqKUI48o3HhB2eR5k5ypBb8aAVdUyYBUND2yCrFFHZLTJIVUv+6uQA8iUkOfmtK7NFGOwdAJSbx8VDAPyee9T36rWMWexqHIrDcpOIZJysAm5VBArgGbf6rDoqNApKGD8/qGPzmrS22KdXmHNRNzgakD4KbJsy8G7siiQix3vluu4nC+/FgfomrMNOr54gzeEVBAw+R9+cKY9BsGxWKp+8/Vff9HkIauKiUFSgjkJnyoCEU2Q1M8qKAYB6cAcRMeUNucHXbYLkCwhp/Uz1RAQLSorCPHP6bqLa0go9beU7Pqdbt95fEVLzV+M8/m8dNgmwbfAj5BJG5/dSq+ZOY9KxoUXZ9YAQQ5nnsffmMCYu8FuVPi46HADM2hnwpIZv+fkcDNtshrH86is4IJZqOuBx62/RGQRJCH4WyWfVGxhY39UhzZ0ZnrtQ+EM41swq1lVbC7Bj9KaVwOSZntO34Q9mAqPwH6u57nyZ86ThUmXDP9515f2b5hM1C6QMbpFPRPwX2BqUW7RIoXdxfn/PyoB/4gSzCSfkhW16iiu6a8RGkNV+FLCDK01UQqJKBgmc7jG/ADnH1JMOMoxC9pOodXAE63lqFa8OzQLmeaJv8gTqel9FzgcN+DJ7ui0qbuVa+N808sUMSlz7AaybEfafUeZ8CwJt/H074yP9SoSbtO+XQkX85rkq7Olcy5yNasMJSdfjCVZVmY/Xww/FiXjQChbyUjNj2QxgqPE5IuhM+IdHIa2pOSRXD2siSxC39JuEd/lDDdbyvANrupXRBp8epNAS1sE2uDKbUTsEVc0iKGMZmWf5t7L2FXHFxlq9MawuIBZ2NxJufTOOwk0kofpar2omtNDfy
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49xE6aoPb10JPBwRgid/SsQXXNWlS8L6vhTZTBIGG3kSB9vqX8mBSWt8AqMFhVqq90OpiMy+8AjyoZg2y5ohzvrNiCX9aodcLN3AY8JNIqZGGIETcLapX9389zgXmst2GyWrQy+XmPJGJWhn3RsJ6CI7rmc/gR2LqEhGFjGWGXkGTxMKHQtXKdGDrENxs7MA+5zXv6k9O+rCSEwifwekm1pAxFt4eF27y77SRkL0DQZ0WxoUdBafl2+czh1wFLy+SfrpNdLRQGbdGK8otzvUNgZKyoDOVfF0YaFUSD2mBodWnhDPrR6Qv8NfLhhVaLYM118wzh63GGJ+wexmfYin+bqnU1MnSZuKvJsXAO6XX00cMdDwTdR4ujwk1peoqhy79X2QPu7AUmVZ5ECi2nTb54oMoNoxpc1jOwvDoevFSTMusZFb30MjCCAP3r14QzOY+bBXk/tsrdPs3M0YA8obXAN9af/fcAQMspTx1MwY7IQOU5VFdJp8iFI/kcgtSAH0G5qt2RaRgajE6kTQcurcR9m8W0HgM0euoJmtD8BWK38D4Mb1af/6xxFpF1EE6d5rLnfdez182Woi1LPa9wD8vSLKlcvA14YYx9y0qIRudAU33F14kCTck64vqcX3NMV1efdpirbSuqtRMfWY1HSEFwMOWnDHA39twKX9Ae2BJg+ueKQ2TgvXVyAQV4mV109Px+zF4o3u/NfyJwhltCHxfFIKjRBBV64rrx/oaR5I1CSSQiIRT+uiIc70l07Y1yWNCd0+OGt7ncA3HITl/Ga8Ymj4OmXrDs0r9nuc+yFoHNwPoZ932pdl6b7EL+w7Cw5vlSfhIda0wV4gT0iWIzXFxlq+QLp5h6NXL5us+csYuzPRLhWU0n6hplECpPH7AO4IjEav2b+Oiw/9Wky8RPoXpWXT50hvctAhk7QMxpWvpYM/SrMfu2XogF/UksrzuLWiVnxyGNaFuNf7rNLmyTNgyHpdDKANEfJ1zCFL9LNjSUoo5vWeeBIvaN7BauTTCDqkvVwnUKF+0XABYjBuk0DYXLlkW3rRaZ8c+QDK0Z4pfbiA6ydyj4YS+60BE9YCYb6CHOv8VlIn1mNuVGMQ1QOeskUwT7gvBkJ6e59kmCFcHIf+rOBClZTnPukDOfR6vkv3C6LF4zsPdR/7QoFtnjDSYph0/b6C1UNhLumrYHpQkmEdtm1MqM0p61eczDGapdB6JLKQZZviGTZmcHYzK3rHF9SSjQFZ0fyd5WS65P3Ilxa3hw5PgMBSpvYsVXWq1EV20n5Wx+bP8P3fRv0MRFQuQEjS/2Zrb1ome2IllwoKClT+3jKoE9fIrRfMWsDnk7ZlZeCtbfNNrOqJh7+kAbheqHR+d9eldimQWMQ45VNzsYSofwB+r3S4+Op/1zpZiSbE+kC6UKqTixNaI7+prdqrmB1vPK7GcdTj6IOoTT3w8vRl7Hrw+sWbxLwGq3fhNFEdNrRFE1SyAL12QM/u8UCBrKtoLb3hkjL9WIwDtpFeSAvVkbfPzaNgIT4nGR021Fy8tFF8u28316DFSZl/d+0Ou0HxelIQsHNFaZUy4UyT64yx94RU6fzEHuz3mQzPVLODQpS8QLEH/gQU2ybWhaGwkFh6RnRl/nwoUXr+Up/eWbK6ufTWPzn7IIxIKOLMGjtVa3GK+wHJYcRppB0zGQ/Qab7inKBwRudeR4Y5cjjdSGntUxoSSWvW8Q+L7NN/voaR3gMxlf8DPkq8iLWntLFXQWE1smrNwoE4Jo9QCvWfMW7UI1jrwqR4mkOfUcDkPGA8g5ZI8LKDEU/OrcIRlWBdlIjppl3D/OjpnppUc5qfDqQWDMAx0R0XppwEC1bu1bPuNGeLJNFxQLVvNVZczekITj6CQtvmO+wFwzF4iZcH04nFUPrVKkzbg7iKUcXKGWir5taImRnTBMkrirQnk4a5L8puHf/4nPkI/jW4t4hIp8AwCm8Oth5mKKMUtqOw8eEy7lMDw7ZtycQJwYUj5gSmRt+4C4xjgSIDWfvpG8U/FV+wWnyFQxpMtwsFsyFKnZpI2e+S2ZfC6/FXCNeNPn3309lL+b97t6Hs69aQv0Lfwaqo7jgJoX/OW+KzGpoyb5Pfdoi7/vkYwSqStkZsq2f8LgFWR8Ve4BtClOXq8KAFfwaanTrYfcOgyCmSyRm042Wmn1boGNBX1bfWQ6xc+gpK6nVZgJyI2gqyb/WN32fSH/vYYfkErr6MfOwtygnbGASz3zWvbrpsJRpiitbGoxlIEMaHZ8YmfIHLNryvM6TAQA4lEDm+Ht2cDfwsbQeHRi05RaVu6KV2gAQC0p+NrIUI13kEWqxgnthV9oUK78dhN+g7n3yJZs6pnPuuWbupNOT/1e2RQEx8X0C8hlAW7xOWZVXmNk3IkDG2on0cLCVI4Wuk26UXXWbSxLPZRXFS5jY90v5rxpQh8scfNFntrCnU44vTQ4QdF75NxOgOhoDhOBEbH6Yt5IArfhFbxjAGF7YkTY4JRWgB/wu7uUvslvng72ffuN5mivdXcGUzJY910TkjGFSIJ+E+CxNqorS9nGdCq5MdpbPSHStoYEW6rc5MR0n06oF0fm8l3JWcMONhcngBw4f/xEbbJTGHED71MH0fpXrnZekdx7Nlur+PScRMuHSzPMTklu3qR6n9Q7C+63ia4vLTHcl4YoHuhXq4DBDbpDhiRgydq/UZwrn6Uruw2AXfhig7z6PZeH57X8tiIOlm+R3IMCve7q2bTk7b8RqQGqJMUwEn1ClV2YvbSdJhfd5dZc+Ctx39kdoz9qwNajbT9hw7pG3hH58kZ5E/sLKVKg44c54KU5w/3LOy41PLv9f2bBKE4sDufFTwErjqmYuwLvx5TH9WE79dsG+TjFWE+2+mVSHkHV+wWvCSFf9N+s7rDOLfP2G2Dtujx2rygychpgfTjc+X9z2FRywgZq02Do+j6geYi5pjRkWIILo8Rb4fSgViFfjHedZGnrAE+XKC2Quk+bA6xSQN0TVQDeO4V8oaxtvJZejeMU1CoKq38OMPMRLzh1LYrs8izqIUusCEwLUpaisD0155H5ofCpO+GFiihjtKQDi7vTkm5KC4UblXrqkEo6/6adW5UQmOxIwswfK+gQqsUhV3KkL1B7UbhahLUjAfeOICDiXLudSSFAzGWMO92dxNL0MQkw/SLh3O1/eLz6bw6PslcA7tn/Lq6wpCHNYJ8bkm9qkkKOzW7FGacRWgDdnQt8iVVjp/qwY1w49NKk3pYJe3eD/pxDmPJZwLS4DGGG5AQKHnjE65OglGSGJnR6jgq3rkJn/vY75zJLQ/vT2yyhbqSoPW60LvqKJkQ6xeGYYF6LzKFiEnt5jAD8ivIubzQhgFn0AxBedbK6BoTjzndU89D2Uug92TOopRx1vV+is2AEpIwGAhuJxoWXs+KWXo14+ajihg4sLabTwfjyDKoOAv7rAjYkYHV10JFsje9Vm2yGKeSNPlOsfhe+L1s7QQYMzoV4m1lzTwKEH3yIZSJWzuh2M3FsEzud4IMt96XyHVrK1Oa6q+wS16qfj6kn0+lZ6sXJr+U3N2zBQrtNL7mMEggcFgU4oS3nPztztrB7lgaWitdzVAetmaayaBrOssqklNAuoZ0sVZ2Mf/v8iU9SjxuNkpf+anFb4EBXigTGrvH894wwWjk2639V/KGgKnd3q9poo5O9YdDKyH5fh845GCI48uvjIASrUU0SOIGQFZZuoE/JsejgDR4r6+aKxoa0d+OGSz5E1WuTjXjJqW2mk+xrv1NcozwXdvfKjmJQU6YyqMJ4QtuAMGMCLXqCf1BaK1Q0XxqPvEOeMEJ9Fw2F2wuvIwTs6+OUQNk92nyq/HiKQaWbvrLNgTB4dkwpw9yvoFyuk6LtOXdq3eyoMapaoyjVfYfJccmBQmQlh3h3nNXsC9EeS0ASZ52kHJgAWmnEBYAWhNO74jAmtHnTeb98eV0tCfsY7iJLthrjO+pfye+VxJGVVit4MHNY6Bvavgid1zLnfw5/jQ4nP+RRK6BNSxr4+qU8ol9snaht7UJYnIv+e7KaReH+oym4zhIpn+Zw0etTuo2v3kXepy+OLP3ILMcyrLVUIcqdkzyUTRjjApvLLSwOFpWhpobBhGn0dN5DMDA0o1E7FCRpTQ36imsoPMlnn0nT7NVudT1pxQ8SfabfOhw3KfSBv8HlZy/p7HHJYjhiA171HsbBX5d45K4DM+kuuApgrwXdClpbrOp3oxjhW6g+8dVwZEIlu3ZSbRlK7gxGP8SvH+C636hLDcdp8miM80WC7cSC1Sldd6YHGfbyyPVLq5RwaC2JTBBX/dKv4oa2q80HxyC3nsw8oRyQg6CtRDjHpXDgut5SdAhEPijA/Br+4heT64Mc9tuCYh3TOltRL/e0O022Sj8kTsuzUYwXsKoSjDa6wIn444kgsfzixkNnI2Vv8hLDnjtCR3nQgYfyv/JH8w6Irqk1nZDpQtaiTLqA75R9ncbbszh1VAOpzqpkrj1id6PawnkLwEYbcc0zYUyuq4vHpawWD9BNiFBMjiNaApKg4YJuz+1G8P7xQK01V3j
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
49R/D46pK54VFbD4GfLV5GkRsP76xEsRZGT1axLxLsaHw4eBSZFgnK0m7Sg0O6aia2cz+GuKeuSVxFQjijUdhmHiz8anGRBZjZpnTTBpY8sPiIaGgdD0lstToICIks0ife67lPOdS6/Tfxzgx5JDMh00eWP6qpz7XyCaeumeDgSbQ5Aa8sV+9wFIStWCeAc8XyJM1QQDDQ72g1gCcb0tx1LH4ROA3clWCI1WKWZGhz0K0ezu5lGUVewQDQx3noV5fiE3poCEwQeX/RrIY6NVh7CbXBRbEUPfZGhXk/mIOweIFDIPt1zDne7MpnX/lSP94b+pABAdYAphqhRxlDvYUP6ozqJfFVWychk8oMKcWU0i6SP3ET9Uak2fBJf0TM6sUe4TlTIfYjrMbv5h7ImoHWiImy5oU0vbKKtFNNH0knZJbzMVMrzKKRWHsBjMnYQBJ30ynbAEIAzXyHOCBLpKFm6BYEkrqdjQ+NzhfuMQxcQ8zWHon/hT87Kg4wWDBS17VdHJgH+h4nXsKE57xQAte7q/6UlDJRmQFzRUIxIyd3rHIakgq8KkVfMIiymPDqAd7AWJKXGqDXP2eZQi0dDGlcgLtPdnHIZPpvw3PDoJPJsx9RCAy0yoSkn9jGlQ090w5PdtW8+K5TEGfTer6xcR9lEOYW45yx4p2yHKQhO6u5+clqnWl+AVimkPUbZuo3/o7wWp4ukORK46IM+IM++sWtjuIrGIj9vlXPX0aZR21y8NUTPbczqfc34A2iLO1MxbNdgnJkaqHsfpgWzKDYYc/7ezcojTqRccjgRdSxzxdlTePnu/OVjRbDrRuykKijnMnw2yzgXmr2C+9sUhpDelOip3MsqJeV/iplV+Z5geTULYSoo9xjBX2i0znvV2p2/eHbrGscMyNBEFyRy2451ePuU0mGxlMFTgMdtUkKx9CmIXCociqP3AAWEzyT/HViwmnyats9XjP0/Zs6SrmxgvXbbJpEowHWbeTMeQnr1taTCwpOZ5hBw2n0SfL5d0Sbc4OWJ0jbCwvi61dngdc2D9WW7cazdlWMWDIlwoolqacfW44M3RGUPNXNFXcGe3eD8y8/kvLnDNnNCKfiobE4McEV4qZcufd6otJEjUHvBsi3WNhJRMbFGlx3A278HQEM0/7ut4ZjaBn8Lfie6EdSfu/m7OD47vs/BHVePlpunH793OMPVTvTOaWBNbSsO2+VdSvQHgQbtBNps8nB1nxO9SNzPXcaMh4AJsv8C2cbIk2p62KhbNYVW4brDjr/WZocfqOXNUmaYPrLXgeZQyDfxtljtjEzZ0BTUtYnRXrmTeeJEyzV/zE/Kw5zCq9sydfKCA1NvpiI2ALqzWixOyIcIExSRG5rchouWauKTkuThcMwf2X+q/K//v8cQ46UB1AsKyxzSnpq76ipl8MjNF5Gpf8MkbcJbZKt/WfQcXUjNz0hi01oFRYPRbE9jAaTN1860D1gPv/hGMQeW3A4AA/iJakWIBG5JWRsKxziEXlzZRltDkKwl2E6m5J/azFsutTquYP7OcBneD9EiAhSLJdcbY+JLGzeRBspIfbdLJ85ohexVrCfjK2j8GPiLiFgjMNH9F8zfYjwcFDsMR37oqK9AXyNDYvTlMYJAirO3lgdqbGM3jTdsXNuwi2sPkMsVD8nHD+1pplvXihevebq9e2wzLZY9+js6poytHaRLsP4vd52BHqaEPlPekEZ97I1RPVKa9OWJabgtpfUluc1XHCOr2/v/sx5kaQRSSNUMlA0fgEozr/ihSjihhg2rOOTvokEMFKL9VTV7Sjc4vCTKGiF2Wy2gn0bWTUUnEJYReO3oTRC3FTDd/FYlAUDZ0kTtA6vQki90P6SrUFyiIYphfj8b0I2dgRCFKnQMD4PAzBB1bPQbTvL5S0/SHe+muxwbdBGRDadu5vmwgt7dXKv5uwJDZWDV/KWBMq3tJh6/aRXVUlYpnjrUgZElXIzZZKIZzdWHvVMwmhiVlJZ0VSj9Zfhz9bT3MAC9Ou1b6m9+Y0NxeTyI1IBNgrOG3/ScZ61h3HGGh5QaDjtSHDGrgnH0UCIDtMn1w3uu1XQotzTSSOT23rLvpHucDp3xm6yW3gunlKbRKJsqwfwo6++kB45UQ8wbGiIFl3+tO412K8T5yIv9YHrmko/4zrwURWHdyVp2jb5VsK6uf3aQn2sJfTQAMehLK0zu1mnIQ4oHXmnVyzzZv1kLgl2bVQL5VJ5Tl0Oy6IIoZ9w2kai3vMY+2PFfwoMyfcl7uA+49TKodosRwcPwnnDd7bHGUxCKh7Jp3UqTWL2EXDuv26os56ru9ApO5QjDhy/3Or9GMLA40Xhe4oXZ07LRvfs44KtwAqO6FYmuN4tqi0By6Fj0KMv/tVsDfzUT2Iq6aRUjKsBASs6t5tjyGeZTs7lrf9W3Bl49SH1lB+4zQodmrpghs52ZjqW4n0oX51MzcC9n/uD+OxC3kA8ngG8JOv8NbSGVee267nl9ZlRtGmoa+dCWWJen0BoXHgoWf88b9MV5yUyuWc+NpQq2M57LUU7UyJrT2s1x8e67z5tDBHX8o7kRA1yyTdY7WV2js/0KmagH5OPBpCNTOOK/ix9Ha2lIGMqgf/e5/wK0rzdEwWWYysHPYDPWM2yopsByF58mI+ilvPohp8JOYXRlaczoayn6+PYIElZAqhRmU0skm7vMU7kYVewy3dFTae08U+LKwqNrOsWXi/BgzKvA4Qi/Nraw+iy89DF8+5QOoLaeBwlBauPitGEHM2L9+jsZtX8dlDCH70oMRrZM1EEth6mgewOkCcrNWLn5GHbE7y+FAGa9UvngpIhZoIW+2Ood17v2R3GRb34BtiFIKb7g1QKqWHdoOW957D/OUWcFn4Qg0IHu/FRWt5ws/wcQxnc9zJOz7pOQokWgnsplmhk4PFEvpSj7Z2fAfQUtkf7lxzE2VDlqoc+QQJthtM3+YjlaeNviYjE9QdLtSWcJYoHWrDuvZs3VX8qLF6PwDAjQyk4zrK0+hfRl1ummWcqUr5Dl/l+fmRCUJzzmgXt5t6fbGhZLUKrYQSJO+JX2T0ESUCXRcHnjGxrekQKuDmE0ewGh6m+HPBK6RlWX+GLWqhKayS5IPO0Eg9O4U1RDPLVYXJ8tko0NXUED8W+3hqDPJT3HgMfNV2MfubmtY/1D4taoeRaIJIY/C5i89JSqpMG/pRYyiMglFJV1l77KlX17ni3sXFOWLZe9tbqviC7jIy8g8eOBR5nCGQ89JV7RG70jR8tVqiQDZ6E7HkjLXVYs8tgV/GbqrJGR2+/6D7haKBmgNvWl/gDUaBQb46UaxVUbVjt6CMkd3nLRgg7anKtxySIA3UGOHBfL5uHqPub+AJMezB3QrVGiYTL8zGjDWUFNYwc89uRFXtsiEq+bZoRDdIV8k6ddCTmNlq6cXq8CsYykFZxhRCcYbP617UebSg+vIA5TZ9xvs1uWV/TpOrdCsJ+euzCMPXScvPWzBsSNxXGAwAChjZ44flKiBf443Ol/ZSQex/WQ9YeKDJMNTWG6DlDcT0irKmPCgH9Tgy5m4vaKuSpTwfQ4RdTigm/RNGNYGUwHX2ep6fKBROZQDO2GlvqbVszticuUNW8Fe8I0wZSJGgSeabcyAM/bcWnlHuZl9spXUDqqJ/b3MsEdFvJKxNa3GPcVXA0IDNWKBI2FS1NUAWGzw9DRYgG588b9UZDjoaUm2SXQ1veWusrza0T18Wm+kCX7lLs0LnFWNUZRFn9QrEk/I2InqU0Q+L8bM7HW7tlaoCOUKH4o1Bw00Dr9ypleEU4GNHMg2E9AZXS7URTZPgrbsICCCYU5jmHY6wQ4bEe+E7fe/7eESArf9DE/CEiYvAGUK/TywjJdx5L6H8Ips5fs3Tnagj+UHMs1bGVpqKh/q3lGangEYCPgHSY6Z9QZr9J+PXX4Cr1OUn+MXMb3L34B2ER8eEjPFOLdZ3pbrHyg42sSYBs9QfXEgOX9Ud/fCbrpe6jxShKRyvemDDjumPG+HOc5hDU/bzQi29t7QGezOBNSLz9oXSgLKdO54eX0KBmzl3cBbUd0dRZT2kV3AdSNFwz4JUE6ggZwInUt0OqawcH6SeOEHTJDEpv2ogd0SIOzPWvBac4IjRf1ioVXKwsGSCYXGbyVIXHaMP6F9beD5RUNKDs0lnRoOxTPNoiXtgP5/JkaQSpB9+z5EbXfacr/NKLAX0KQZeMJvdaWcf7CkIzaXM58bqdueH8znzH7ExXNSv3MBhjg4D1TiA+PF+020uuLP1suK/m1Xw4RGiHC2KiYITYfsTgdqazLwGroGsbO1ogMCPtgXovNSTIhBKtsZmhjCzQp0pFWz8W7Ij+9rWfbf9oFr0j5NueDYNYcj08jtywQlgWSXXiZaIG6js0XBy6HOFzLqOLCjGiQd4EAZoNxIBIGSPkAq10i5g2+7x4VDgh/jviA9whrpRZDeW7phT/uHs5Nvef2NW+hUJZm/Re595RrDTiI1r6Z80HRRG3Ye1JwVT01QlmAOYmH5Wyyz/ARQpA
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K4TrBtKlPeDixe66GZ96T9cnMwQeoGBP6IT2YoLyiSeB6tesFCUH6f+QbR6PO
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1gQ4qCg9rkukVw/oXvj5dmNlC1Nu10YuYs8LV0YErDjJzN1eI661fNmZSvFvvKE3Yj1E6dLnNmsNTWzYk9h7nYT8v0OH7ekFvVo72sFhbl
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C/OuaBrSMMMTKQq1EndTgHRbZ06zVYA3OQxwAGux17sHm26Q545tGh6IfSdLss/Eo4hPq8
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
49pX8KZdARAoKYyqLHIZbYTnVpKSPH8lwvK6waM2yLoT2wxe8u2r0Nq7XkEHdyySP2xAZMbNyWR/otme/TCmDQJO7BYG94qalxGQbyR1POt0nHDzskTQ42Q5zyt3dSnmI/M7PaU5HVYuHJytyEytW/cLTP+v5FGSA0hUj7vqBCAjQuIzYT/s8lK00lfeW9VuN0yWY3VBHe33hsXr+NGIq+wMj5CAJu9wARU5+ZwnRzsv5jjaBWOg5gC/ltKKfpzC6WkrAARM5a7mJsGcGCSBYVldv7S5AAtisQAjkv0DVSA/3Ta3nHRxklqaB/mnAEDKY1jYMD/pqtX0/N0QMC4Jdx69HPAgvh7uY9dGLZk6uouS6hBhs6MF74VbaDTqQSBK1IFq6+lvIc+WcvpJvgv1S7iWs8vj66xEFlUDm0JO9e5icPpjpzSE7AEqv/sdnb/dDomkzC2MQIxil9Y4bFTxqGv+4zumc6kT1tNXQWMQwCLinWUgGD/TswKQOHDv4RfXq/R8DxfgwOpNFD3SeBpEox5k1XDZbfFeUM9adNufC8EqMiRQ19cmLztYl5UvjN/sWzTNe3O6QWXNKs2VbOnbui8bpoEsrmOCS/w4gRFRuC9Wu0Urbkha3UVznnW3KU/dgkD/j3lkQpmbDa7OjFgiYQ3YSJVBy9krdbARL4a1MZ8R1YHzsKW07EaZ2xN1VZ0au1aYHRt+VtB/drQCo8YdOs3LNQ//lLWTONazoTX3hIMcI7YnuOMkB5NyCbFrzeadNZKTflXLMMDKhjaxQ1NbiLYGXNcWmAnbcjU6IH4Rr2EslwCsucujyXAFu/BcGoVrRlAZyUtO2mJObVUG9UZFXMUhxmTHm3KNtjiFlrEFEfLCwnifR1xhd8Ww2OivYX3XgZc8zvQpB6H2pakPvTAcEbyQl6ana/GhdgE6SBoFs+nJtMbTy6wRO07nfIw6Uy0sPWZTpFHR9nZgFvA8al5j7B8JP3Jg1GItFE596kjavHZrvCp2dAdnuuQyP/UCofhT2ER0vVSdZ62E7EizolkwlU3YBECQ+ql0N/RAp6zpNV6BwlyANCNEQbwMLzh5niCMmG9dYC4GRlU3CK8qOteUfOj5cqkVGVoF06vC1qTrRKQ/kmG77DtHsNMpWCTYSgKQRUljYRzrgRGxoK5CAyAwkd2sW5t2cASDvok+A8VJmqVr8Xaw2tQFHkXvCvjVXBG9mNqgpUdVpyDs9m2xFLMBmClvDMDp7gwlDvoyx5hDs2eBiNLr8fyKlwUAcgT4k1n6IPO91UfRtF9H2QP2nsM+By/cuJ16e9MN+P49wr6ypCDv9W+zvVjRLeimNmUFfqEBPr3gf1hSFEL1CgbH8QcqtYUSnxkCXaTD6WD9+wcp2tu/WuUlJYVpHVVypSzpOL5UVqJxHhe/UqXAZy97VRhKlxtT5n1BqIzQOVx+ucOYriuYk0QMkFbjc9jqNJqX0vuae/wc8AiIVwYXXABu3wafvu250dMUOjeQ574iWnhMi6ViGg1Wx1JSN1BGDX56VUVez6xvIoPmLK4ILqe88B/eZ/5UZh/X2VkdFrBuZ6m17+IWIfVKSZibVj8nLkBeMbGQJuC01GIUOOBuMscEL5oLYs67VulSplZ1kzm9WsGncaDJzNCf0BljY03Da2ov6rxLrkRtJL4UQitQQVg7POtPGY2UuYGfjR6K0C95Gv2sh8WvUIOksdSjQjOAjlPD0S5PfYEG5C+yoOhc1yx4TqDXP2U1Kd7n4xWpwg6YJnBA1vy+3Cw3+R4HnE/PXaBfDwCeo9rZAnVpZsNGzvbl59pwbcD6y/VwR3CmzpeOX8M1qBQFzX5Qr6JVxUVwqI6lrjt+UdLU/1P5wLjtypCtxqgncQdmeeUZqxyvEY+J7zRc62qKWEqUQbC2lML2unQiMINc7OqoaL1ag88bT5iRdBUTqr1PiGNt6IhZBJg8HejuSlnrP7qC3weTJfwjDbLss3OGA9zqkB5RvqFvdSbSSN2BGYBft8wZsxHiL9QYRzfmlw8kamvzGh/6BGc/aHSvLfCzoQqi62f6lXisoKyUGrzbGxsrijz6rd/eLP1XZHZM6chvJekEhjMNRpUsRbgzyRqalu8g6pj4FgCwvUqg8neU3UHi1kKQ2mGFKcxfqML04JYLyjjUunNGUhCFbudAlEyZI326hFCqv9KAhAzvo7BPMlLtZuCN50KyLPz1JRx2p48Qn/YwUzNabYRL3/gZL2rcBT5n2shixBxDLNH/5Nqgcbnl7LWEORHZyXsOFxwdUSS/A+jkr/2lvku8wljcEkSbllzKfMwXtyFRpaaccy6+UQQX7JBWvXIlGQ0YfOU77/QBkBpn/NKM/kCwhmIr6yIM3dukZp7rh1HYisYh1w054MiHfxBpuYUa4bVERsjZB5P8myVUMsQIRBCAh40hi6NdaItBIyRpjnUbxGqfVMmrRU87qy3GdQ+gpWj9+vWekGHdGLfvhDfk49T8EAPhKZm8hT2vsn7oug+XCCLbZPAMF2tSb6nJHb4tEGkEQOPtmolNtlsxIbInvS6diOm8YUV91qoLu2B2hQB4x1mRT9WOBKQxcjEGHcGNOLOf3oksk/6PrVgnLhNrP31yyYapEDkC0RRBcbJCZz9oapS2lfY9KJw+YSjUigBfT1KjCyZGBCedhyLCzqnHp8zBO/BmNSKFwXokvtjYaRXbXESzSP3xVIXtPyBY/R0jy2RPHmUQoZu+ssSuIgSPyuIkiQmeLTXq9hGc1GbEOI6hdS9iXbodZ4kDaRSyszCi4+b6DUgwZg+o2qPYY/AKpjpAgT+GR2l6etnYYLp+5jW3h2HO/A/sT2cTtC7hKsWX0BPgXtuELpDzMydFSoNvQl0+XoFxfHQisxGD6vD93yQIjU/Z2CrkHp9dFan57RD8y4pQzmxRc3PQ4UBp7NqDVbLFU/PWOdh20gv+7YOS37rOGdTN+73iWbDHWK1EZ5kbVlRh8rWphXjYgsWhzvp4OrDq2K26M7BNUe/wOKs6fg1m/K177BruXCDtJicRRRzIUw8YI7U0xld8HqlqjHHIxmTKOG44yn1w7D1yVTt5qIS/IOZmNvkffMqvuZbxUWjEkzd+jayCzAWZc9tkB1OQgoYxf3UmQNbg2PWzEwea11QGs88rd4FxeFHQAoyDNvofm3rJoEnrWWlJ2YIhfzX+S4RXr14b+GGlavKbatP9x+O+K4L9+HKH3y53LUHhM4kcjVWfYtAXcBZhEsX4XD7mIQd/AQXdJRrfiPxxU1a9q6At5Zr3ZB9Jhy6CrEkeZ+R2sifrHoQx3MIjn18KTqIC7luGIGMv+QcgzFSKv333xIGfNWWtwFybesdnAN2w3MANg/WHBP9xnbzih3mCamcM3J5E3Du/5KLhPFA3Z84tram1ICjJtHursVk4NnNqyIp3VIBpVfcdGSqNBgfXKbH+1hJboh+R1Cy9kW7pK5wZkPApKPuPBoCsqMRiV8VLD7yp329iXtf60XF+qAdR3NPPKP7Sc75z3hg+HRklvR1fTmssVNN2k2/DvBAV0lYsnUC3L1S2bzdNd51eFgOCGRMepd0TTLZeCT6a042aM2c32l+GqHIJf43Ks8+VtbO57V9OuOEAjh706E83DwRv66zVBlIoJ6CrMx0J8v6IyeaQgcOITsssKJtB86F0vrrB7rqtxqkX0+FRpBpN6KKEVZYTyCRs+W8vJcnHg3HvxUNu835V24jDGTCRdBtO7eYtTm9Lc33p1cAjctOlM1wwrpTtKFaBIAgHSdl+mEvRyxlv5QFO7hhcFB/0I0az97b46Yr9u+ER+6lvO4l4HjFFHk3I5YFbUVHGTeZufNkLnwWK8jmj4zr1MjuK4uFbruqe7LqSpkooKE7wgotDyPJT+3hOZo7BP3itP5LbKhKlj+Ncdtx42qHEfQCIl2Z3Ey82Q0i9/yo+ieThSgh4ZcV7OqEuSytV2eoRnHxiDgScX8TdVQopNtCF0DmLXJ4JM1ozAKVIm4ZkHgPnko4K6z+cN21/VDSh4C5XCCYl9JbFtrNA6oIXgxmAGmaiceUKxJaOZ3IEW1/+5nYcaytwYW927zZKkBhFw1LK0iAjGhhk+pSZrhuSKz9QMZqNT/RFcSNaR+PYNMIvY4aNxiq1oGOysBs6dXvl1KY/Jz1KEhty14rAecOM3cEZ6DJfZmkUkA4SjDrvgpzQjMeCE7URkmoSpG3AabMEz0q7l2yJPghaSEO91PGVBwgk+GCWBqWKNK3Xiwr0i4Md34N1OJLDZXNXJUt4EvUUfoGVyYzNzqNy5BmuwNIF5mGHjjxC2kvyI5GEMR8qBaxVcDR8jd1PRQ/CX5aXw309yaQ5N/HdHczUc0pund8gtNfQ1VRLUJ107g85kyKhZpi+TNNtB91g1tYOozU/bklhHZCeh2blEQbDaWK8l9rLTQVxh5tnJUgVmZLvYjMnJ0LymlGfNeJiD/sMkRev8JX6Z5139tt/ZsUWDhdygDeSYBdiUOAZOypP1iqIaEEygbhRJ84JLg
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
49K/bgpdyMiAqZ4QfgcdLvMqDwN/EROcp4ESRKm196KINqfaJMj1KUNFvTSjSQxI9wEJke/m7orSzTTLALhp7uGVyqGN9F1/uFj8mTU5lDV4/b5IAWmixb+/h5dGZJl2nyfSyCGWsyiLGqu3mtS3dpVkmPdLAB1tYvvj3kKDdt+vi3jbyo6JE1qn44jj54Y1ce6h0T2x59btup55uYG2MH5PAFU5Md8UO4KNrn+guc/N87HOM09h9CyqCMyc+o+qlkfvIbMZecD5QfMUszGTPrRF3ggtY/KJdz86akjw2BNGgav8dEOheSUfYg924jvYaIaRryMob9SVxAzFAdMsjCDQH40tXWowDEwAkkU6ydRzRINO/aGJ0khNc1UrSX5IWnNIOddMYl4M3y2b+El2oZxv1pWyIqWiwUUShB36fktnXVdlTYB10xxT0WWQJ4AxYDqRlql5B5ygSolb1sz6SHL6AHXKzCPLpMv3xwoyzhMcms8/Fugx+AbR5cTbFilRPjO+t6PUEJG1VCa31bU31iHmfbFfwcOpwAoSZ9CuiXXOzcgb4/OYJlYbSsQ9hEQ9PO4LdUZap0DW2269wtO+FJbEvO13DVwAz8POpj/PyXWX8+qlJRpC2fOxzQwEJOfAegCpiiWslR/bdF2WIA63ilOWSKyOpVx7CcD8MdqPPrFNwFWh3YDv/afJ51GNkYVzNlL5RuaE7ATeEqqa6Uy5znzZD8hhrO9EGlMsd4s/88lLv1cnJSWy43iMa/GgkeBWSfd/h2qNONNt5dPGyEH9Zz2r19X4Ea5D75gEWUijFh/u8mVg/h79rgKRRh1Fi+eoxiapOgev0u3ghAdyokAkoCcBNnNL5IFezsOrJv6FM/DJvB5v0q12SraXR1YEc4xxzoieXrywgXuKH+VLOfRn8CdiOpj8yNhHUtX4EEteKr4CBLWR3e3H9rtaA/QgUoAyqMbqEY7CnZ8OL1EbXLqKBotFzUZ8dClCX7TC54Di18VJIFHoynSO4Ksy7FnESNXJXT1W584sWzr0TgorATCsfh6223ndP78cTJqElf7g1uKPwyJPP7f84+zUxCbvUvSi9ZPyExbVUigfVUAa4zVc5KF7zze3llvfAkFmoAyGQTHfUtuYanVGxuCbCWWuGZRK1WX80sx7HNig2dqYoDJV7yjw+YsgzuHMVHnvyFxmpGqAtCpOF+m5rr0IrdaZpvzvaoJyDstIfwhVtbFX5YInnvHue5D6RLahd8NpTdXuvhsKBe+P5R8wmXtOg93aO5SrBMdch53Gjn8r40k0LPuYoShKvd3cQyxZAN8dTHhtGO1wSo022782k2Gof0lCtwou98b2pM+mswIoIrRGhoVvp/cojmtY6q8JCLYsoaSCjoS3SU8VKIvZxHUdYpaznQwXli/9OP3oGle1mQKU3rKZx115ud+UZW25moeYTGuD5t3s5wyFI9U9463Amm2JyvNB8N2ZvYXVUQGU/AwMQEPV+VIoifQRlN0zxA7C7l/ideRF1LETQePJF/aer+T7W9AGix/tWm/9nbVVL2VbOTgvNF4zWnlWe+4uBZLNVnf4+vSZ7no8AMq5+1JYWoInSRuOxtqoxwwNV4fN6RU1DNVpko0lD8y1njPLuJEEDLWYajxefeKc+Pd/DJAYcDKQ1pEieKIGJfDBC+tG8GEp1xOFiRWDH2eRhWdibjc08nlSKacbzdUL9YIN8WeSi2TI2RyFkcoMJyVvFugv40ZwyorjYVLLi51iyublx9NETlbYC6NdrWLzOIJ9HjXsoEAvvA2AP0j28WvhI5nawTtOMDjbc8saMtMV9fq7CwuO4NmdRdkljED/a+Ei9R+NLUsAAJ7iQtY0I4Fdj13AUxd2X+1gozXNkUnx5IA5SHwk0DAtrB1tZ7XWwCTFIy7eyid3i4MFowY7nxdjNvl5B9mXdiJTsS99so/L+xupH7Qk27Gd7tH76glEUAHi80lQ5sn0ZwcilO65FX37e077R+VlqiQqblKeq8ni5A+k3YFRqwlA/bFDQanpNL7nlDykNhOnEokeKfMNQQNtTryZDCANi38Qdl3XmBOnp5BGTX+EHUVp+lTnTX2rpPaNl5SenSa2mXqHE95ms0tZj28dZ7rX5EbqeZjpywQnQ/Y+3qyeICwYQAQkpNGVEIfLZoflDeaGVLM7L56vgKYL4So9azxDeHeatON074jWq7y9PMAR+eWjUbl5ZN/oAU4ySNsd9CmJ12AFLHVp97dZWhhFHjBwkpYyR7Y3noakieqJ3d5NG5jYYmBoX3wEfCzKKsCN9ifRPoCkhmxfPy9mnPf5xdSw3KmGSWMUZfWmhKfGUzh6Gb048AezxGu2b1AIhi5KjNsyMMTPYHpqjLJlnyaDLUS9Ka2LhmmLpjMqTDBXMq/y2oq4EcHTt4Zw7zmAnMW+h1cjsG4E8vVF/dJLMXfxTpqy3YuDHoToQ4r8iSDajoh4ss0TAoY2Tw4JODFYfGEWAmV6fyqo+iR2sMV8JZhw4Hlq+D7hLEJ1/DkiI/AJtEhm28B+Hqio6A67NWTf/dEoGqeVMbrqHV5A8UWECJGn3BpUsZA+bFy4hDcln0ySxKkILEwCkiuVYDOTRbseLuvi2ivwwkueIp3YX4+zvT595RxE90Gz17DRjGn2cDp2md61LChnaQVRjUJ8bruRef/qCUa/rM4ozE1DC3ZtehmtoP9+QpG+CjA22ylFurdlV9O8DxVdz2lDjI3hurnCV7Jn66d0qb4yRwLw8GLY1QnvIwaYbeTl28qnklOKhbp3Rx3j/SxzEC1+AQl4W7XXwHYM+KAExL6Sq58Sqi6eZoCW0+LEdXw+Owia9iOA9h6kvWpsBDwAbHq0olx5i5wJlOCnq6js0qc36Aag+Jift/0LvMVfNOt/+jLFadQV4MkMH6R3xDUX5DePkfucFvEEcAzWuzgx3zeSA19w+9wAPixMmm5i4lgSXGhyR7OffSQ+vux8QcdbxXm8VhUUyDSqSOxnKOXJGuhFE0OJrbQAHI/oqO4eJoo0YJ8zmzaOGbS9Z4YN4AwZoEOzfMq7tdQTOsmyetLqDh1dLMsc4jfS+g/WfxL3HWE3Kcds2+Lit23x+UK0QHXLakPenrxxzUOeA801VAGs2HKZ95iRR2UunvlrkBCetMt7xcHPQA7hXcv93C+32mywU53X0CALGHIjYPdksvkXXIfr8y/VkqAnftD669iNRX9+I/VKQSW6K2x1z9nEEBWBGvHC+a89Y75msuDmFA0TVAm6uDRZCzPuiJ3VDFYGI2sxghSkvw8gfiHdIzYbaEMm8u6blw8OSB9GJNaRAVbzxz98Jfpavlsfsa2ZAwrvh1rUPdiZTur5EgNBEu1hPR1ACXQeaNvnGt4deIOFhqRtXIiMHcJHFcDXnmqEzL41K9UuCsMy+wnpYLYo8cP/65HoKaprIUqdIzusi4G36PTzjq7xJbqWq7MubhZnVad2s1DHYiFBzxaV45EMqLgQD0LN0nTWr7KAoPUwd9EgZ0mHc6/BCtD06YiEHxtgyRJ7+Td6g8vBOfI2WAPgBW1VHtvEeo4S+rzYg5WmKz6WytAuJ4n7HFJPAayZPkM3kD8bSJzPDWahOBfglJVhUD/xQ+J8oN/pF8G1iT1CLpDrW/kQqTW24n7Hh0IOfzK3hIGyLfInj+0EPvk638NVDOv7tD7RwKuOzTsz7wQsoWalZ3oTsVIRTllIxNvqwOjg/KvV0Kqnte4fwvq2mh58u1YX/tnfTZqS0V0BzUfq4R/c09d2X6gGKkW6l4VMjfgode7MiZFEYC/k636uxySlTSjnIcaz4he5NjIkFmp24K4nwhIQmimfRKTyND4cULfM1QP1qVQR7bwTfikJW/S3qU1utrFLtyMSVPs+jrgDP9fmvLub2PJiRyR1FQXV+uZmOCHLahdCkyUbpeSjU+slUkzVe13DryI12RR+cL8veUHreoa4uJAevFDRF1bwRMCmr4H6lOr1pwhQSLDhSiJDKsZEChtwP/6II/dp2BH/fi0PBv70y4VA+kLrSD2sKXc0K1YU3Pfb7zqYWCUdU5gvTrA40qyP/xU16GFg1ZtjKl531y735FKyLUMy97X2mbmlWrPMO6JnoJVMklV2aiM0SFBf14k650N2P+3qXiYjCMHcxkP8CVKXLQ9Wex8Z5KGU3m1Nj3tY4pF7Q+qRNPPuhGfN6kIMcbRyOJy6UAFyDB1u1ZISpC2DfO1pkrqh1fgZbqovrMJ47bv72d0bZLfIzaLa/SK2QXsWrwbKyVpQesn78EFVzGQ7gSs0jVgkqaQcZGNrpIk1uVtibFO7NyjHBADV/QT5ZWiHMyrWmC9topeE17Kf0eHKSh+IRRy/tGWhXZL5ndwlSkhnY/d8btcg/esPPdjXR4k+O1UdwiaGRbFq6SQGWAS8wweJzONra0Ln1Cp/FU5LJv9AiEHKIrg1SKGCFAEzz5v0qafgHFrDkQqjdHhKJUvIRD+JRYRO+PIdAJ1P6gOKIAnGQUNfbqNv2yCuYxilzkmoYC+FOeQnvKSmkxizdXLFdCdgpbC5ozXEgzK+2ybL/lCFaeUp2fDEoGWc6I0xZt0g7XOFMEPNj40k+x54wqZxmLoIzqKvMUmdG06I8DWF6h0Tx6Vc0/6zUp+GpMxWS6Adj8p3+Q8wg76wBTxEELs152ki1LqLNsk7M1fKbJXMpasqrfQ6t6Q1RJxBmC0GXkfxz+jiFoTQ0upjaJVJIHPWl8RjS6Mg3DpZZGr/Vx2jgO6gNk1vcre0pjOCmWgYFTBmbZH+rBNorivWXg9I5YJf1GZsUHwdUoHVwo1GaEk8o/eSvrCuG9dD3eB0WyTgwu8XgbDZlY24aOfuiZkBsDosTqN74o3K8VRTkjJpX317l/vTVBSHEUWLDfD3x2WOOxPcJSuax4UueGxhMV7HUm1GthuF2jTqAC9+hY/QnrsnVmGoK0gAa2iYNBmsoo7oyQ2tHhM3MY51h48rrFQmJ1tOnsCQqY/JSJVqBwTCCf/mh9z/3FOTSFaqyvclHBiqU6EZinOPm0DhOfj25w3NTaAUG3bCuk/TjhuKKHeSIRNohm3zPN39E0OZCs5hSTJ4tuzJFP+wOrOcYLAtFEx4Do8GoR4sVBqv93OmifekT2MTLvIXdAKX1/IfyU17GkVo2GA+/S5JXRbo9Cwo5H1oaY81aj0dUdjVxAw2gFu6pg+gTHV1jDkTyntxIZFbZtQqfb9SiufQKWMtb3W0OlByTW7Q2AqfKplrvC6vaVCdc5luFpiKpeAIAijukP2BLfz5g8F92CK2KD4Rf56mZ38wpNsuyQ/28dAsiV3s5SCz6G8ZAffAEpgqLzdg58ahlDjnOYd42ksLT/hLNdNE1kPRIYkjES5tTQyOhT95afhz6lOEuNZ6+gIwxYNJqWBnrDCvhO9UTTJdxS3/QVG2uhtk3zsqcB5jAfUPb8wJchRBEXq+QfxIMF8yTLRl5Jj6Ejh6h3it+24rz5ZJDlmWAYSU7v4nHdWAHTX2ZbLf8dEjOUpf1SQ1ltEvMOjVERfNiKkBnQjMOqCUgfotYgogz4IS38cwgTx1urkG
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
49/2TqBu4UsnzCpMGLXUv4V4MO1d6yn5DLIG+SwglkGp0MvJmylEoJxe0CbHd/dayIBQrr/1IlO29r5/GtPEMMsb60UC/baoBRpgyUy6iUns72zWQSL0erQr5p9OlYfsP6CmbRBZiAoGwf6hHkBtqtKubzOlvQoIeVdU0vsdm0egkcTWBsOMPE4e6VOrqjSQML6gh984gNAuIWBm+KCaBSSplT/Bz0S3vy26lObbr/+G1zsUwmeaA/0772mDBgrH70qKtDqc0oxcJtBgGiBrplt+QKW6rXyS8CGNlIeoA2B2YlRhsSbrmOuPc3My6+jfE6GnEGsn89h3Sku5nZHLS1GxdjyA7Yywq6Rs+V9dVQWaZGdrSUDVUYlXB6EhfE2icuT/o9k7jM/llko+sP2MrZfxU/FLZ3u9UnI96gtKWyBXeyOSeEGXPnWX8ea0WeGBmoBobjHoDYZwjQM6a+GKlYXM4wdK6YCRr+HiLyTB4Moq3ywFddRgTYxhNPr5HaqpnsVyV5/QhW/LcqdhZ7gxHAL+bbeq/iD2yyxqpzmsW4W9xIcEWprPZRBD7CI7hIEzUxesn6ruZ+79v//sU5xlb4bLtT1sEBz2JL20T1pAOW0WECuxDofog3WUtlUier7U2m8OZgGjlXkXGTCcWgS0qUBhPM0R33jg1+tOmYQhSLwRptyLfpAjKRjD510kpRmF6ieo9RuQ5Mh+plb37sWZik5KqDlCQvRyj0720EgTUGWD8VgDdTvcVhkkKmfy6VKwT0HuOgoeSya3Y/nxvZbAwAaGSw1L1yA6+ngpFMLpuVAn32FMD5PwLIY5wVyIeic3Svt0yr3FvdXWJ03amnORRSc8IiWr3z5kBW3k/oswBRPH2dK3Jud/D6MX/MvymwARnfU3j5G6F8Zx2buTmyzJCvkoKg/g/NRXAjyijrY1vTxH9fNeql18X69GESVrYOun9j/j2ZxFW/py0UtGgG3F05tvmbopDv2Ab6ptuzmEwrf1auZiwygZ4zO3hGixqYxFyUiWM3JK1kqDVD6idYIYhOPpMtDLXHWbQuM75z8tkZ9XeKT+dOoDyXVtYND+OZ/prerkObW0zH/B00xDRa9+xX9XOiBU8XL0vInMFoO7/1sa8ARLKM/c9U2vWHGeHlxcvFqlo2RW4nFRCGRQ4Z5AtuJHrH2f8tJnev2lIckPNK7k2H8mBhwmmHmf7NP0U+4dagDIKnNPbaNsfg79CsYYgW8q8GivS3SAQOmdbJtWq764Qu9v30+831MH5rcJasqvIqcylPH7P/5QiqroX1AAyq9eT0NgHdNwforPprL2NDQh8g3mf2qoHh4OXY/0qNDFIbAqKtT4cWdCxw8R4PoxYm9VYfBgPMQdKIdbIp1QWQW4LbR0xlq8AZ1w4zIlsYJFeyisK2W10uw2g30v8sCfvXIYFOGs0hbSSJ9tPemiw211+J75D92Y6oCkuCeRtpNufglloMQIIbxG7FGdw7qcmnoD/UdeV1OoAzVJqpn2S0Y0F9MAaUbdk3rEHVDXKA7cyZITzzV8J6G/3yXegz7FXTKRQSlv6IQIahNoe4RaI+RvY37ZEaA4zLA/lshRTDDjudt0xa8pgbCkI1UFpGor/FOkgUDSJyKMsezf3hLjM+l+0M6E5BMbf+0Z95OHS2yVCMPzvAz/zinGXqt9FbYOifZHLMwps57j1RVGbNkAYIXDz2MPsDDhuugbW/PamSIHYbPeRuywzYtpN1ofF6ubJ7lsuamhBuxy8XUNVS3gWPNATWov+q9L+hsvuy9WIPSB00cWFiZH55ju4eTz9D+HzZJ9xmr1pXHj2DLZ6zeaxvOlkJfbEdWmruNKWtLYhlX8bD4SoH4yXWwMsGD9pPkga9cZkvsjW+YrBPslCmTvQW8pt+jPjW8IixrPNpqGNYHOMVGBB8ojdOBFaCQeHIeDNbBBfCb/73TLQcJYrjzPnIXOM2IWoum4imzySTOnTKzheGRc5tiFSMUpHMLM32Sce49uUxVqdw4pTpbiPVGp/XeRX7I2EZBs53fzSbNVsc3VjvNTtjsMrZv9KZx5Pn6nBvFiSCUxJCDiAlXF76dGq2RjwCLRJ19ynHI9EbbBHqo3IF0m6OlP5VIs23VfDf9HWIb/VL2bdDyJxarPATaGyBnzAjhYUAXDghJQrVu8f1p8Dgd5njjjPQZgbAfGIJOI9rWSSRkV88PS3fVA5Io7fWBWfMHC9/e9lW2s5XeIu0QLZQjiCW30a29a9QT4yYQi4nhDf/c0a7msrJ28DjHzYgqnsAzW+KA4iwoqfoM4/JtlsF7QPmFtLkR+K0+H6vB7hGJRu9Oe2XSLs5saRgM4yG6pZhBpJ3frH/NI8Mhxpc1w4Wt6dFBK0ttoIxJHwqGPnchNPtGRoqGa1L7MLm63tsj9yXHCiDFoNRuaqaOHXCRC8JPxekaiWcf9NefHFSGFg1kNjHewHr6AfXZ/TVCDV6AVXY4iWqCQy20YPu9JHz8rwNt3KEnIEJFBzcuDv3tLABy7qRngC1CENPOI2W9XlultC7OS8BqxMjEa4jLmjVHiqeP1eoDPJtGAcL1iWrwDIHj+R3WwAMGUXAPuh94lew0uXWbIW2iR+++ah5ZLXJTUCaR16mAcMiwt1ElsqmPOX+OkRUxO4MNut88mWaUu05mj4k9F7nJAi4Abr24mjmYZCo7PujXd3hRmu+s6Bf6q8n+f52FZOuxjZR9+vULLU1iUG6WWI5e4NvqFdgY50gp0oLid/MqlVMGGYTExxcYmYGQ+m8Pf7kNX2kfalZKu1KO/GT1nHwjf37q7X7zEOP3ZaaK+mX/u5hImoHP9UTX9U95Wi/H4JoXGr77Og1tjNkvwUfPfu2Te0QEqJUIbT3yajxggMTU3ykpEHbufwpwPbBHvxNqCRXnczci7xuyOEQTUwwddzBdJ7LTs76c4quH35GpJeL+TUqLkpFSR4MuBHpCXHFuuFuZffsFVo3q/DTw8WFodHGjSYWqWFHJT3UGtMdbHyQmzR2/8qvVA5MudtUbUKp2plNh2VH3Q0bFbPw3bb/LpcfixCnbkeJX19atzICEoui8eYPFkCOGdoYemx8sVywEKYsVPSayOy6FBILJWKe4dfmiO+7ZHodT1Wb98bJdHxyhDiqhgsm/Hz43Mfzd+jnusL7cfSkaMk8QD8sSJNrlCpNh5RtWXL5ypyZr/CaQ6FWlpyn+yoywDmXMLD25JGCe9fdxDdnhe75md4mCXd0BkVnQFkF9+jPOlD4cIiHMXHeNukjYv8RFRV8Ib7GCzeeu+0Kl2RoYK3eOL5eX/YTmg/oTNKmjIlkGZSpKOk+ZPP7UzkWPc/sk5umZ8NI/txrz8ei/c0tnmai2WNjPOYk+M+uAviXmaMbXAYySqTmgDd347n5VIM1uwVUCOpzBMGPxwsLTz+WYRstfdrvGXLTK/lJBMV4mJn20PlJ/gaI1QksnP4KRrjLv6O4zAMtskp8Izlj6oB4STCzBo4qef0vLKOO6CzvhUn81Of43icwdEohgTw179gGJt34LyU188UBt4Bfyh9QZh5pbUtYoktRJq+xCFSEWXNiQ3eBCDWCEU8/bMctX/NEAncacazdEIC/NP2mwgWWjybEJFJFwT8wL+xoqnB9Lkv1LmkKaovpB36kyZHPRAAXI3xjJSbSWOSN+6D6Z1FS1m2jfuASbENqCeMwjhv5Gi+0AYMbKUnwtG8FWpH+se+gmajy1bFs2M49Ah/7z3KiroVKcn7v6QFb+ENYzvizizUnbNBN7JSLPhVFWs6r7yWy5k0FL2qYwjzHB6RGt3CEG+j0zEf7OD2NFw5xOoi69u2zZZrMXitCftoeY8V/8v8v4vEeEGuAGdW5EhKvy+Fkct/qmUPFvlaNz2qGSQRU4vIgLgfPrTXDhC5XNcVGuLPZVVP+ScA1Lq9MjFckiquZOhDe/4vtPp68rD8OSXYNEffvIP7aq/y7qt+VgbiARJZy69MO12wQr7BYtbvQfVL5QKsYxQ5vWnscEMEamrWLI3sFW046emttITmkUzW1cfj8MhQphoEfDEwhvObIpnPdPxY+TIAs572Bv36mIpMKiklk9M0urg8CYM9c4OBUmcN/ng4l00DI+n9DlBbOS3WoN88FacK0wd49D3kXeWSutZCD4Dc9tw+4rlvWykRm6hAtqca9k+utlPRMSQqytq09hi59YyH0OX0F7T0KU+kaVlPntPQjiRNWHLc4B+qE29PMomutHk51Ru4kXp2VrnIb+vUL9RpAVvAWsnIq15VAUXmK75EZaoVikbCZutV0RFVYyhWVinvA9kn65g3vnpZyYHPRplE+8+l5om8cP04qyLQLwQS+1rFXdPUZvxAXmYb301ciRCjoqQOBS9+OCLioGmRtE0htLlzQv7WsnPH0eLmSYwwaqqsptrjVdgSSaIXqWyP32+OimLQh3HbjNAaNHobfTXeius74Fa4qqIntU3XEU1mkyAHXYd7aga/fLVwnaL5nb3cIpaRQmwVbFyulMzD3O89rMIc2xHaBKmJQ/+H9fbz2FchN0Zkrqy34VCkTb9W6yUfHUnRZlstUv+g1hTGZOvlvQJyo5TCxRDLpJ3n9UuQDzphjHcZFQ7/z0I1NAXooBBXkIPjWyxbVaWYKuQ18d0yxjnJMiVZL/9v/IHnTGHGmLFwpN/hqk3+zlTlscW7foX7NnNtJWGPX3MCKOx2yx5qwUonTRdBOKUE8n8ezsFh4zRX5zEuWyae1nZ/zmMpXluJrbSnxOTHrjUbHrI/Va4FkyaZcvqjiQ8WZGoI+MlgsvZJORr9t7ifnXof0ToSNpKVyuWjAQjWqn5DD55crG5JTp2Lvdma9djWiBl0tsKPGc8IpAuWuuQp6VxxIEUGskDsB/Z5cqNFU+GxqJmm6LZfAM7d/qIZ5E6E0XcD5I1hhWNqEP+NH506nttml/BWJZmzzjlKqYFVNAJjehfo0JuWv0gZfOtNwOSqFJNQtoDy+/D6YjZNvodrCdC2cKIR1S42egMmcdAntNRd9jK6XqP28JMzRh5pnxu3XAvOPtFSN4j3yJfed+QY06y3USLLK4e5tWMRSyBS9ORdM5s+dRwGEGcMaphS9Euxw3YP16/aE4z5ZKtFWLGawEJsLN3at/SRlEo0md3cTvGZd2y0jTUzJzFzRkeCQatJtRK1UsVfEKf8QhgmiXpQG/BBoFq0MHOcoRxuA1rkLv6mY5E69pz3hGLhTGVwaTzErrfNoupjCsif0wrZ0k0tTHeIe0Yx0/R36sSjohSf849kCmNo9B3cKC5+moWTGlwmB3jmGkcN7Y7pvBJ7/nTlOJWldvNL1WmotYs/zRe1m6gXfuCtDQyG6ZGAMwZ8d9rLnMcTRpQm85aTHpiT64hq3WWX6YHL6x4C2rjaQgjUld8tt36E5P37Lsf/piAJEH2UewcHdEMvaGRhz9MT+ROPC4vzCW3C7tAlDHGowd1Q5YxSJ2Uy4xMlfBFJV3bU7ivIqMQGUJ1aPI1Bi28LyMwhCMU84SkyE3+y3MOjk7LwhO8WlY9HYHhLQVqlGwiNEe2BCIUoZq3jMV1bAUTiRzntzb0ZlICJOwmQfpr
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
49SPk+KUulkEWYhLa9A/yIXh8IQCOVjj7dxbCpsGcmKX8IjHGOF8tl+cHdQiBTmi52nzNK+fJZLaETmqv+xMIiu/ro83/mVEFQAT1FoanE3FKgR+1nw3hTL1NQZDl3OluzJ0LSVrYvLgMGeRMOHFajETtw22mg3fbv+dHQ2BVLvUjI1GA5k+fGSyZUKd5MT18wZok6g3IuQWpdLPWIYK0X1Q3vJiX5ZWHOEgbOuP5eesGvkwsou+5XdId5U6OnMmPUFnVyPbW8y1hSQg9ac4mVH/D4PgyjIRv7+tTrEKnq+M1+4D3e5RS9FxmWr5eTpknNvSULmbs9jvHjTfyLJCAzFhSYPzzgx6xB72KDcDwH3GBAqlYO+EFQJ8iL705SErPgHDpnG0jCAwvWXSPSiYLeRE9AwUTxbWTSbrIeqshG9iHnPrC48GdcsInAzKdOVqP/SCTsEQ8+SHaftmqGcUlvKRPyAnTBgoEnMt7sSdvqxy7Ztp/Ba3VH0eepYL582y70D5wQC9oqzh9frSJzM6DtCe0IQr34iqWuuejIGmHB/JclxYY89w14QoKaExNFokH1bSjJf2TrixkX7wCG8vqjnfrUnVTthnK7wL3MvWaXpyhcEAU3zdAudfBdUVTHkGsN1VpsnR5t8CMDh0+60PtlIxr3ygZhSoTOg8SCxly9VUEjkigjd8di1lR4++paZjXbTBr3uObK5+tkQG86WJ1ZmkHiTrLO1g31YY11RAJq5i3hyiY11rlv3nrMHxyXSy0V7BB7Opq9YhVnZuW9/TbiP0vIbnKiaO/dzmIfCdP9yBTJ8wMvtuTVbuTlYSKtN2U6jOC2bv9xnFR6R1tZnya/Xn1SiTdt3fFCstM44kJD2KfO8bVd/b+eV1qJtqGNW6EK3sDiCH9z9P1JcXDjx4YhP93MZqwCiy0pK7ZObfidXLp0yk+B7wNRXkScd7JxyaeLOjg+f42d8beY2ZLR5bAqwZqT3Lmfl1aJNqhTkqIP2a0V+x2rYy31+4S7GrjI0qkrFLnPF+KShC9Si5sJD/r0ib3gwp5i5sl2K9VN/YomOze9SuaVojTXtXwbTuMHUMitJ+gTmsUxU0NbCjXdo9lst5cEZ9HPCEP0O/OGiHr7zno/s2DjNdLzcQ/PQ9jBQUTR9Ad0kOnHamZvM8V6Qq0xZaPDpB5r5PkDU1kVr2DW2e5aKF8V7jKjlEZeEmomas/rzjjyv1x8+bMsnGh6voqtV+L/8VHrOAdDlvYFNeJK+FOOLlgj/5EoUMtHN3UCtdH/voB72oy54NWvp9kk9mowiKzZQU2GTflBUpfKZtUWzWo8BX6AeZ520SlIjVVVUPKz+JbOuXvGnOlJRdRNVBtFRSW4/NpOOCjwb7xxsJ5drqHJqShdEw9DSs+uZLfFinJrrFIYNxWtM2jvNBOFjrJsYRGVhFRJTA8UxlzUfYvrKES1UVAktr1vR7w2DG/J2Cgux9Ennn2gT5Z5QczAKBUA2JYS2q2zGGXcpixgPTujh6y0knN9leeIY7MA7ldAdlkxudEIcqQBGVtcYUEZptohnPu317nHQa4iLATZAW/Gc2/4/4lfAKhiQQ53qr9vPdxfDnGTeuec4AJvmKU4RKbJFdG94UpyRlKPT2K9fF55eL0qdXrFsKnmwV435SR5+wgmn5RMs/a6rNYt0JNyrIX97f+bJNSaq7Qcthxze233xR9iFHGH5YDKm2RBNzVRCLqOX2d48t1hFqOajck7PDocMCH4TK7JMO0DG97CXE8ZgOtrwcy12v3ASa8YXvdK3dET/1QRdV6nmxSLvfEIL70G97S7tvG03kJShip5cBHm+QdYreG40RapZDZRZSOXWi4fp404/gtM/4PTTVrdLaId1s4H4EPg0Y8G5/z4w7o6aZyxlUWPm461SVHZBkCWYwZi9RWHG0lyr+ilk86beScODOG1jsxAbHae6UR2H235XgF1ZfiZ89F/Hr4lUqD4Ja+90WzN9WxYg22xXKaZjLjNBL7q5DLvJcchSdoJ1Pn5VG6IUcPPIwOCRFCCJRqlZfUFzR+rgQPj8vKhHmj2biqJAKZ1EbFro8AdYG/TytnN93AHfzFo4KY+51tEqUtVQR+C/ga3LlAsuSoY+62xYt0/L2w3AbUr89fZ9I2IKj2iInHPuEMA16MA4TSVHfklBrcN2zO5NKKNEL4XUm4lmLBB4lUSqJttQkrR2fbNxRusLhJvRNSZW9E7vA8ZskXVc3RfHlZ9n2LM6YLSCqJiVnz8Hm9+p5UpMkQzkfW4gIYTv2FnC4kFKoO4WwPCi05ybokR1aXztHa7QFhFX+izVrGKV3IQJNLqjDEJfv2sxl6DLAb/0rzVKR04m/NaQfBDd+Og05dlckiQFAmMIoNXpDQqBdh5oB2LC1aBeGBjS5CInyoiyYz9jmHsGAwjx5F1kYtym7fjCWFs8aLvhStifBnvj6gfLl1d1YP8G57DDgTqg2zy7sAT03EokgTrqAJhAdrKzws475SvtOjfv4Kk4vZ6aMoykefVDRj32kgN/ftUJ8ieYdWVmHo3Tu0p/oD7UvrSnB3yjZs2mXnrfdu3GQ3+IJX8oSnFFFmOPZG24worj6dWaqvvHpBym4P1z7Z/fDehsZWmw7SdOuteVDPOHnVKRLd2fphG4Oi8Df+mKoKF0jEeopmeVvIYpxBQlHMcuDXk/uur4X+QC15dt3627oR8/bvQy/39DPTw5cZ8gv3YBMGxC79LJ+qoYYiUI8GYe5oVvj2gstKVGZ6dDrl3nVvwmnk2HwL1dXhw11OeGRK2hxyVZkAKL9x5f41v4mbKnAg98DAQvgKIFcK/n66BdwRcSzUsjfjyconCwdKAoFpKUwBBrEBT0xCSPOUHWuTqR+U3zUh4dFwDhdKy3gaIho7p4LpdY3lR8aK86y+7nbfFsG0Iytdr/Gqpspn5lx0D/gFO/vsGagpESYebBwqPs4avZ6zkhWLY7NoZ5svYRur6x0fx9tuhNG070gJM2pfjv/k+0gWETdAYeswdEQLUAH7g2wng/6uPdNu0AOt0606m/TzMuujyD2IooU6eOZC+/fxfquwQVJuMTIgEo1SncQ5f6OERMU70t7iRnIaPS3/G1wPMwqu0ucdGsN7IiBW0DNpKDmEZpyI4b+Dpnxf58LyBR9RUZhFLbvEPaBAs7g1ZZXZAsWuTdg07uGJnJ8RPhuXJsIrBSGhyn7xiJ6Tqy++MyJFubHHIzPGFZ6yKUoILnlpyRkdL1m4QW3HDgfPAJ0d/YtTTzGhy2Qf5ut6JUde5wSNe1bS09JgnofwLYJNN9fyWpmZbAI5viMRdIImLQcX8F8P1rJJwooSR1+kZb6YFhq5dKozGATac5qc0GqMnSxlVQrGl5Hp6CN5pV8f0KP1pxFTRj9TS5u9jc67Aj1bl0Y1u8Xq1H3yEhUoOtdDL/7fRyMaEN1QDrhu7YVa+b2yphWKJVswbZ7/OME2KToXWrP/jAY83ceAzmBskZZM/ZPWoF7ifgZSRt4Q1wBHoxi+C0oSt9bZWKbcTnge8hVQTJUxngD532+cVmyIGHdpM01F
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49+nMY6m/uNN2xhJa+E32eQKx9b/H0yQs2NGB1s/3dOHvPRxn3uLV6H28ZFwp93TZWU65Zn9tQmXokZmNGGlS1QP902Yopjg92LHSrPPPj+xeQzTYlI+X4TqjtIpOk20JtHvMS+EcgXAWhbF3sVqCMmQspH12GZFUrrMOnj2LScOb8NX/sxLA2dnavakqqt0w29tQpOZ/uJS3GQv4X87SP57SMZcyctKFtfyBvJLHe47pHbgimI7Hy4Mv2wqHZgKPzTOedGNx5j2r/iF6AdeBlz3bry1nHNwMU6f0lP9XIQkOalmfOuLQn5tmWVqIpOShXSKxxWxf3J6nSUtTFjdY1phmVUL3OzpkjihOVpDXbj5L4EcLosf9jkAkw/Q24aPDmkzPh9rrH9h84BJGcB3ppYtR6dnKzP3mFnKbw1v5C9bi1AhyKvW/tmpLy774whOwJcAvr+65Wei8xOo5wNixj4YAQ4C1ox/IsulazlM05qUaJtV7ugI6yerU1y0U3uhw93EX+PxPARHPgXn7kpOr21zq1X8Le4nQ32mhGeqKLmFMBE2ZMJ0uIYnijmBJ/NJyguv/9/is3NM3L80h/DiZeTBMhCcGnBcYhayC51GBjqfoiTPjhMMtd57S46z4snxZr7uNK2JHxOQ0Vo17qqCgHva90li6aAJpjSmraxxdoWmQpFzUgZFP6fbXs+M8CNquJ6X1Wq6wuUI1iNvDnDGonznHixMj6lnM3GQIxmMa5ZZXWjrIyQDOt62yH3srwohVLi8mc7104Cm/YqXDt48yhPcYDrjbwQIWMZz8aJJZiGwmcEhmow+SZZyxtXlFPIzlzSKGlYsuEbmy1mYtvwSJe4ouETBP7KIj5KCMQi5ShVvsthq8f6AfzLgJdD7zlrd/FAqdKZ0VL7wR0rMTxmOE0ILpYk6ryzs/DUVAwj+5UvLdLTBkwqwYfJ7qr+9mZNqY9asYDMae+HVi54pLxtgIibsJSzDnbjB+gYedHRI5hdzOHxYglqYWtfnY/6fCQSx7bfEn38xVGG6cMjR6Ib5pmUVddnh2WxpqVnH+JMnqCiJQIeFKdXC1yXcqKmRSbAcdcXs6COtWviZVdhXB85E0wJpkju51ATBsseFOplXEshXW67RVYAOrZ0QfHUPrl8+zGBgcU5baxim1JlyJOhvS8SLPAYhYcYaBB9wCPXwr3w+eXklIAyHoGY/aWhGCvkW9v/Rw8u4rr5MDApXJtzwga38Ncz+I/B40jdaqFp0sBNk35O6gIcIzXZDvNbFweoHTBRHt9zD4WnTJ4NJQzuDZXpkohtIEnxxEBXr+4scI1mZox19wlQSa8g9bXpfKbvyUhNlPDkz5uqTNABxTpRJDpGgwLYLv7XGKHR9kqUtCArrRYEWkuPjnnT0MuCgMobL075OU/+IQuRMG0m+iWLj3cQy0J96M2ffTp6kShRYQdk1aIsUOwbCRiP/onvfd1OaaCDty29Zi/mnxP7c1EOAOSSHqxr1Mo3qgf1V++gkQ2QypoYFtL1f00uK65qn31iV3b6VvLCPAmX+U02nCBCTCosfIfhahedenGLdcgJl+eVaw8EJYxH6+a/5zkaIkvRTPgirwBueVd47Cis6fWR/++rUGqtarvUetfFsSXEzIWewefptI2AlDOEhVna4jfxYxr6zveNip/eJhZOkqSbbm3sWuEe8YquPnj/i3l54Z5Wrrt1NwjsPGWETX7JJUIxc5pxj7VTGp8kWLrULBeoX3hr6HMtNhnU6NW9dgYWRSPDi76LXfKD1LgFZE+LK5JComIx/N+xoraPuWeiAoj8DdxbMH9TimTyCyaZ57jxIZ8xscNl1qkYnLLqkLQpGfyDKd1uAZxovpF6II7G0gkY0jQg3kMiy6Ut36Vj9vjPY9wKFEUskjZfF4cpWUJmjsHBPpSH3RWv8vOwpUP9RBskyNC5B8ElRj68UwHng0qunizU0LUSFBb+5c/LWY0blq5L/+K37fzXkwAym/Jgm5M6GBEZcYw0JN8zHmQVeBsQHpY80q3hvoeQx/ha/x4nVpt58a+haixloXRD1cEIBUdXdWiryj5D2dsO0LfyVW9aS4JakwWXaobcmID9wf2l5iCUDiyj5jh8dhY+5jrwQmaH0QilVzhxyxWHHwEuvvm118nJdGLHUUorUrg7vTxQn26cmP1WgA6XIuSs+QH0CtRr2Q9gpIRJJ2jYed9ZT6NRbWq8ojK/5L59O5TxLh5Brgy4N+hkhk1m8GR/cZINFsSVlkNIVpdKensp3kQMoqzpyUFIz4AqeRczvAL9zbBgs3bhzPp0F+FVJCsb1ZIcObKX6Yghu6k4o6wwNdc+zoS/ZJKFxreFYXAp9a5Cu3zZ76rIHcnQChwWBcitiC2yIcSXqHnXLKOxPf5l8Yp4gdYAY/n7OG289VNbYiO57Wcht5cdcUflySKRavz7SJANWB6Kkki35PzIiCn3rLwWj9D3S2PVZwgS1BnzI3ZrMlc5lol0qZeKhySBhXAqe39hCnetzGQ8e4zVmcLQ5En8qL9s///WTAc6ADOZwzeEfvQ/XO0HxIpHPQyqZrQ3rWtjLYbLPNsdHvuc6zeyfbHoZgkSgDn404xoOrvuBI6PV25W9kqaqsRVWIiWDW1I7WfLSxTJkPvn5cjt5UCHmAdqbYcvxqqVCjYTGxtUsfkkRvuyrGF3mA68IY5VCD8a+XHmsxK3Yf7PfzsjesxhO/fj6IgvOgbthp0Coa9mookTYwsqMh+29puDE6lWVHmpbLG699QJGi+EET2L2fsbV+N4lcWvw9oox393lOg4DpE+KJ8ZJA//QubIoeu3o1ySC2ES+jDhu1XP9aY33HExtFcuuA1Uxy3QdfWrp9XHJJiFzyp+OT2lXAyx9uj2b4EhGSwNAFV/Xusu2oxz2GCv9LJsK66jkFALTePkCAM9sP2ERCrxUrVrT6FGCpT9zJveEOMeN3+6zJKpXxpuJRPC2Ej6AW3nQabRMqoeNOUFmh/qw37jfvr3bn5NfY2Q7+OnxvyMLEFbc73LiJjAyuGrYtGa+gm/LBk6I0Qo+oiTB+z5eLoSnsQGHposya9+P5Xaw1Am80bptCzt9FWJzzwyLPaEmwJKnnKWdfFjzNlCUiFBfv8uIX48Zta45F3wEU8nzkXLbggNYs77zIGXcmXBLSYhdmYk2ueQ7iBhvBznlsalFDL9MTuItr2ky2VK2hmcE17DbmLT7M5N8zVsJaLneTXkraAXMOqCH50T9V8qI0fXCoIWHfU1sL7Ni9R7UyVda4vMwdJYrX6cs939RZQz2CqNsyjIz2XtixN4AikvRLupW9RZRQuEl7DHuwTGiZJqrAqoDKTC4oNGBS7/q13AK+o3GNxhYney0rxjHquCBvjRb30YkfWI0O7rnwjRE4UhdhdTHfbWUpp3MIZ9+uFjlyhjl4ClEyR+F0C/yJA59Xr9cWcBXjDOQ2n4iP9GQqV5DVew1Uf4xtiVBG3LvoMcFONu40jdSEg5VJO5cFI1AUmKdhHWWLyBp2BC+0I6jNLMasKM7RJ5xQoubkgInPkMgFPAX9lI7QdTKA263D4fCF/78FPlagew/MnTFLItLP+2cM0lcRaeBu4jxOy3+8M1IW/d2rKhiPBr4SFQo9IcTUH/+wQ9B5/isikp9x+VKnVjJNv/w+fDhLYtWuwos9mbr4GsALoT7hfmBrrsrvXiazMCWBplo+quSFYTZL79lT99eu6kTfEzFjkzwsvPVZxke87ZuL1HrK8TqBOnQeOSxjeEMTMOA3Zoy/1+A6URM+hviLudgc+YkcJh4uxhUNOSkbTxZsXsmC79EE1B4k0FaNV05m5jJiiyEsYs4k2cFf33+ny+m7qSop4lV4XY9Nt+e5MNocZjIWUh5nIq2/p1O60uj26Zo3Zof6GSJzRfX+Bk5mc7b/5bmlIG38+CpcHfHe+jkznyevNGdNd+VLgZ8DYntIujEJUzGWZAYreMSL/g4yr+TFta46ZLhb+ofbUcE6kuoAcHpfxHDAsRNcn0ed6kFfW8Q6F+SqpVEiYb6iTd2bXgDz+GtWtcwDnjcohClRbT4QH8necICsIDtb0z3Lc865zn/b7EgYm8ZzxkK0H1ohtsp1kuev6TGdnsWdZIYePlvTHnajeGQBaKK5YxrFOcJkpyhWqR/1iLF4n2hdscmQPIqsz8YnHniUA2Byv5wTa2NLTwGrrtj5+29jdBPk5JyZWe69uV/lqFP6jzhpNdxyKQZP9Nq369IJKDnUKzWxedDa/qqqhwCdPsADu+3L/znPHXlPx+FuJTZUare/CeOalxiQqdhHLtG1+4vlV3qLzpvhXbGh/5ttzKxZAwPA1NWU6d8/sGJzsASZTtAZ2bsNYohQ+C1a9CTicVkuytc+RTaxeNy820KV5B9keF71LT1pw+ilaZIwruQQgDLNBEPdXMBpg58z+HPX1wTYNAapHNDXEKt54uRJSXCAiOGnw+7ZbnS05kwlTFYKxvAKv8s3tEjRmuU2kVufTqWLP5Y6lrEbKjcb47Zpl6jxG75TE6mH+6psJ9B3QMi4bSc4TIKZXw4K4XMdsPH2xSc/buYaXCJk6FHa1yHUVPfhQCMrLngzpn1eswP8f3cSAyd1E+bY0yXGHePFJXoKfldJDCyVSPIuK/HwBXXCZK86kYl+pZHn5oH2mGChRydCrvFRGIRH9CUYrUn8rIR/If1fSQSo+cwrVOQ25GbepFk2zIOApiCvkLiArnF7kgqDK8n3aFPzkwt++VKyr4+4OW7QyYoXyUTsy7hn2u+aKaMtC1bL9FDTwv5/5iSs1e5ga9fKSh/QK4gjDW5+atSRh9YJNui2GGwCAy7pmLEtSBo7wnHDGXiLIu7GfjjIZ9+EKK1WNwbm+lWYjNjtNbAkQ+RKqCl2AEiO4ZHM+gM4WyCENpNnDHAzjnnvuc3UsNE/KvwCiDXVnIGPuMiHiQ3f/L7CzHvOSRW3Xzsmtug9OyOwyeszF+wIvcSXPcwQJrjB+NiG44sDcVGoXvj0usDr7ZO3waUPiKd6hsrpEAMQfbPyYltIFo3b0iS9Ct0Fb234Tlv4l2OtnKkilOCpyWfSurUf5/E5564wZdXU7M86/21qWeJeS3RGL3SGAmDCnHcuL
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49hbDkFkfZiEqGBXtxzSsrJawyV7y5HkmycbxLZSmqAzqL7x30bimT2XOQUgO5E1+6tW/0fZPuhLFiMQoQHA3/MJZ8LYt4lEcpWDMXmqPeR2z03PV/2fd1OoKnjlEsrMmRVDVe0yKiYnXDFDgH9ol3dBhFgZmrpPy0T86g/+353SNfJA3KG4un03zCh/WjcEG8ZAof/VdNeRo3NLbfAGTWNwhBkCeBbMbb2wb0y9KBkvlJ8j+oGi9vQopQG5VdBoeHOlGluU1YRbbVEzhcuBGmSZn95OOBkub0BFJgHAvKIFyr1xkpIAX8H4Cdjm+Rwgyjknx12ZyIsSOd/TMbbVq91Tsg5x5ASma1joWeNkWjoK2gAnvVlrr8xksarqMmAUoA56/nHEcjiPi8Vsz78gXwDdlkV2aUOUgi95KOuYPVGtHu9tSbQ25uDiA932XYjBF028tWUoVJMh+DJAxHik+Uszx6hAgglj3KNuLGUNcHik4zxS4v1xaXuO7vgSjsjv1ZLtSWefpyKyTvlv0v32DMo0GkalW+o7PyFpv/tGklv2ulK/VZOvfUP9zyHq+uFkor1dtI6QaPmjDgYo5KEfcHQ1cYKj1lKrHiYynQTtSbMeAdWjjnqphNwV2g4SPey6e3HWLwEzb8uymhvFNoRzonvpcEJJkWoM2kSMx/apaEFkMH0eXAAYoQd4Yw8CRUQAjw21PEwGAWHw1wSCze2+Do+NXUWUmv4u5cZupk/bi523T7EiDk1fqUYP+ATZGgoQm6voghozkOP68Pm898w9q47aN03oV6pqv1sZ6tXLW6wM7KU88mcHc6p+OfYUTFV102LKNshUAEDzMFxMEab1VTex7tgX9089d6iHzDmbA/KPTwGjpGIbipoflheb5tSKKfb8Hf8GHi4iOplswAGThSKq4lnP2Wr28S5O+W3CXU7xL2bsoyMKFKhTtO7Zbm+lwRajFA48oZZO/5SkxRmMGVmogoZX5srtN8dI2e//WVzMUtxRvMhv3Nc9ACIi2T9TqB9Pb9D1OCZUkWm6pbVlYb/Sf2SkoKJnKNmRMrlFzvWQRkLvAPTeTj8vxvPjTOlTQ1HNN6tsSeT1IsU//teiLHXz8YZyBA5dOV5scfyAm9KOffZoqyGftU41CCXVqmdX58t6qFmdKjq+6Ii81wBkWkcnTH7mPU+MqFUWgFodMQTf9JH4iJWnb3qOUc2tvZ3UesiIxzjolkD2g9QtkgpQ9W1VAsb5L9LzvPMd55DcQCKa1OM11eFFhRKgssn0dEEc7KjoGFq1wsCcjKOXlpbcku0O2LZMV9Uws0svOjymodiR6I74C76pi90DbHo+IF6EmMj7Kyy7i80xmvtmAq2U+GX4lUVenuQ9Os0nIshDQ987mP8VAnpZcTkomB3XmeOaT2JXfHQiUJx/lABsc4Ji6SMF2j1UHGc3z+h7n2C+1WS61S0211s1SWu4eJsdQvdwCXyj/zkcksNxygvSW04Rd7ITjkUpMbD8y2Ul+x1R5RbvZfJyLHL2SbW+xNElmE8ZIgSvoVwoy7n+d98djz8So5+d8jPv0VG5rmRzIKEx4f1aIhoWjhgGsZ1zJaElZn92ljYvLJ6htLbfFnZ3SpOXCeHv/2f/Yl1p1iU8dQB+2+54Qbv9wRB9PkMCWEqLTadZ/BgIbEufNBoecufft5qiznUnA9fBePysymfkpmSIKdnW1/qZxw8HRtN/dnkhQSMLP82UX0aHHjvgyPZAGmWH5MqAMYUQI1iVV/VFPuIArf9WMQmI8MC3P3dAk/ElOsOQao3qiv+k9U8kJki2D8Jaglppm/fcSnN/OvmRbXlHGs2DiXbWRaS8sT65eOVAWH8V/n6rIC7KH5c6MCInC79I33w67M1iQw/iZC5YFW1yiFfQfHalsCkxim3VqLuzhsJHjluD7H82j7CCUo3H+3fEM6x0b2EWH7jtMZFaywfDdoFgHtY5+AumzKEmN3GntOipuTsP1oxfhp1UjiY/qLMC5E+fs7PeDWaujL0GZbIiRDAndO5xijUcGlmXOmDn2+FKsgKPdU7Fy+Dtlw7OeUu+tbOkBtjq89qBhzIjeCABt78QMIIImfQBQ/TLGekBlNAD/eKSiVsUAv/vEPefU2bygtI6R8xzNEXO9ESMN5AjAHgGlWtFkquFetEKUlzWbUcncfiq74Bd0OIO+I3PVvxVJjmCT+exKPZWAalHgqFZDV1hjcMnxbGUgt4e/b08fjvNddGXBZ6oirt0ruH2F/fLl1/4R8KjdDBk6R8zNhBjnmdGNrZSFDQBmXgQ1iAzsX/HBdCsw21cnjZ39PzdZvrIzzb6TCPIkMKwT/qchTZCHrBApFbcqF+24CaxxoQCaW3dgDW4d8BhOdWxr+BtMQ0RZHP8yR/l7JiKBZwsKeVnKvUpmo6obC+xd0tw548sh9seyjMiiDuGEiAlzvGz7wzJzHLroej3Yk57LaBd8OXUkRra5VDe1k6oSuujfUKf4bGpH3njhmHeSoeaRAr+xeghrvgAG/MOuUHIrDZJFmmWmW6uzB1D04TJxUJNrmzt2/bs6xbnRm60Ctxr2YgWbDCnL0W5JlmEbz6XwUyel9rtQOMGqkqx40LQQI+Oa8IZ+IsoLkS4xCKhMiJZ0NNV/67M9uesIPtnJPQgGFT7ikmaEYBwKCQHU2E47J2kXsKCv++PJBcGz40y7j2VIdPitSVirF7xOdOcalS9O+ku5e+iggz5Qhe6LSeE+B2tQBF6tjOWIDKq+745GQHoT+SZNiWF8TrQeok1WI2Dw8yfvb2iqaoCWJ1JxvU7A8jV1X/nFEzytvXD/dHkHiBLRPgI8t7/FHT5AE6QZtYIROgAHNDoB1iawI2kkKYKrXBGW7eGjG0owlCN60zSN8nBwms5io6Zo1nsaA+9rRAjpcpwNfD1tsUcclnp5+L8Rf6avrMODdjTSPugiKbbv6ZuCPpaM6si0W6Y1xw+4Uv0Mngi/k4N+upYBOmfOaIlBpBewnvSGKMeOxJL/mnnjVbPjzUSVASOKUaBJ1FAnwXl3AQTx0SzEo4Fvi9N60y2iHeed9Zn2il/L3Bl6eQK+bL/DYnr3xomDEoC6qJaVup9EV6eHY1+2A14gTQzgvwD9Zdd1u6pgRl5FoAZSfrP7ODgUhUTiHf0V4nQ+A4dXNG5BM4tlvRw811BoLjJ8/Gy5n1TdgzItUSosFt5pH3H/qt189r4PxDGSSIAeUAggyx/tf87np0Xfdw95B2j4bzsDf+cnHgy/8Aj6fZtvC+AoTxvT3bCo9Jx242oBviHTVLcC9M8PL4D89sAi0iQLsuIzmbhmzKHxtwXQyRW8qqMvVAYvAlugsKrTkkgQHHmw2RCqhBLrztWs7yaETgHLCpIBfZzDx+pCgizWN7tOu5+AE6ZkD1sOBOei0RxEles4a/OW0R+3+neOHG2Kjc5dhm1I8LGDUEXXtnkKFaiQpBhiGFANJoyqyC7au0Axnjdyb/7KGl7pPGfOOPOhIeJUl9zE4/IOIxmqsNMH5ohlsCNrI2FLBhDHLh7pI+YmQuAJ8riI52w5rMWst8SC8iX7k+49lefWNDnNObkBt7sgkN4iWnseg+LMRCsfdCBEUCErqGAKhV0L7cAKTvFq5G6seu3/DCp18yZNNzU9SZrA4cGsglRWLRm/ZYmrRAPmfzfBBTWzL3jAnO72gdMyLnbvjwglEkOVZUM5jCJuoY17YainZ6YCuTY8fN+GZWmxhwnaULCLxf2r5Kvh1qoQ9QWj0+GH7zueE6M7kHxRepXMMvB8u84AmanYALTQfuO+7WIDN8qAabt0iNOLgrfvTuE8GOwCOAFwtafuwhiajapyZDlkLcqt1hKHgxnIOAxMRRQ4uaLNNqQQ32UQh+pnagCyExXCjkyWB+bTxoqsms5UYEW3KF1kPikYJqgpg9MiyWz1y+hz80gxut0OJM4dUcyqnRALSFv3pjxPjZ5zynP8NN3vFg13xW5rH3iUJXZPkWWMK7q6yiCGF+vlO+/wGCkAVkbxGvWpgzFA8q6Ls6QpPo/IN7s9rlqG5faXtSGCXSwVPHyHS00lBmVsgxLlsLXtfV65T/cWwv2q5QQ2/7e9357ywPzJqCwzzyQPz+sZsoZRjdZk6GXz0oHSn9mNz/SP5CU2zwuEQtXh0F89+aoiRtXHkCTHcEyGwaAYqJWAEY/TWxY6dTsNJozg6VTsAIgmt48eWz7CpO8dmO7xzVcLI52iLtCzPBpSR+sSLHiaHr8+HJ29TQHVR5xZ8rc2Te7p87QQMJz303Ye5wDXgXRMosfyl91faLc20UpKCe02+gZ7yfZVAlN4T+lnGFC/6/26HrtPDY5juzmRxEgNdJnG0BaULVhT0NJ0QlHbAXy2PJJgL5veAL0N659GUX6Kh4mMhXACwCmbO9LC439/pNppB+zhM/6O1O8H9y7dv14OZ6Kr97CDyezAHwiNQDWaDh+Jv8IwMZvB86HTLnnJHHpcBBz5fV3/mKjtJ85iKuLzmiVC/b9xAcQwu92brUsF6gZm8rT0e4NUjubALUR7BHdVdcSjeXkwQiPk4RoITaTA1bUtYTGs3jEu08v6CmwEKfpKQibwPuyC8uxdF1vh4LcpDzoFkRB3Xe2hJC0pt5rn4rvz0/euiobc4cJurajvXJDELoTNRK2/3NKd621yh/q5VIvX/FQl7CN9RUn9X6kOZ477JJWNah6gljDPielQ6rdqEZZ+wrE/ElSd234+j5LAxpEqx5+UNtv/iQS59Koq09Wonre2B3e86+Vn2K6SI9I5/PzXvdsQ6+W6OOZimDE9Hm8An0dVjznjEswHjN/88rzTec5CI8T5QlkyyZ8JFrs6plLRrw70xxcd33ZmK7pUI/QTs6WTXijDMMaM2F/ly7YMZsAYG87TEaagIvKStqFoSfiSE846fo3LDUJio7OK1IvybCMewXqZB9N25pt51zJzdvgApFxd564YgVv2Khd0vH0G/RmEyXdL+mbv/wuJE9NKxOBUPTJymnQuo2H8TX12nAbRVfn+2PURfmvY+93/RcuGpWvn3KcxcoTe09eZ7g0HadresBgtvtbhjWyHKGOuB+KJfWcdpxcEAn0UgnFICpMFPsvrfgfP+qvgKohOTHYfaa1kqHy02Cm4bJ+9JqM3fiBo+KBGXQKP0LfdSNlVfcnLo+nXtqDF7+0ZzG0gRQmiE4Snf+WZOoyAtN3q/lXuxUvxJ/2sEVUEdIOJViW2HU2U05OJ/qMRJ9s+XNVXT8Bq6ffwLrUF6WjzoIKsCEH1IaKEIaacH8So+wiozNg7ZxmgJYZvXULJVr8cqHATAbqsKlwlNq2V1ewOHuFabsQ/Ns5s72ufUBBrABlL7v8G8NzJo89poadY7bDXC997AcxySR4RMQ14cUylhxpGhyB7QOQdjmv2PoLEKDWnFWMxVDG872xRPAnl6Brt9XNP3uU7pE3ednltE3xFYtCDo37cSj00QI3WDexYNdRUstmnBHC/dw2M9Q4xH5SdvtXTxLoyeXwuJWi27vTMfT3YdZHN5M1EP2mdt39WgTEJjEb7+NLM1NHV9FAQiOBqBOSVBo
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
49aY4jBNt2Ee2SPl84/yzPWKraa4NxkkIi1YIZCGg+B6aSV7cp/mvPGFKbVu/iWFe4UxSIN+RE/taBjIebdeEpc7Hm/Dy6WKUS9mPlzb3LBz4CKba8HbZU2sEnMlFXDmSDWB9V4vpsf1q80LRwSgZh1TjGfTrIvad/ExImB2eSlYIgumY+O1tKGb87niXzaaPj8RHfEyOBtmCZWbxKqUAuCr7lTzHBSy8bf0iIVrgbPHIxlzzjUkKYOpulAzWV8sPHa4j2CTamB/bneZGCJ5jVF699K/mY49vUjZ/zwOtgQ1NgQDLSGLxRWkSXORuy6l2xR3sPLub8SsvgOzepI7F8xTLDGZWhONvBjV7n/WwlneD21q9hS9CT+TAwLuSM449Ch3TX7qHC6VP+szMfxXFW510rGk7qTOQDwG/axgtzhevxgleWItZlvdherT0OkxF4Sftg62Ezn9VgtkHMBMIAnBQXhYp91WDQJcrT2WK0UcEvKthF0fg7jwEEfLQJp21ggu2GRPk4OPXiBz5NaIhtH5QAyJ/wf/I7LY4QIZ8A2wyoT3bh1zv15VHkPEbXJeJsTlkLR8JkMi/p7vI9l6fPRGxS20xrtO8BfZ/gjn8dcBpmGHoMgX8GdqWWWvt+9G9Wxx5GuM2HaHo/VNUtGSItd6JdjfZVNPB2Dwgzcn6w20G4doO0+ciRDFQReR4umVRt5XP2a0UXlBwJykfIwEAW7Yd4r9pTySWJrkYNfRlMMeyaDP/oOVs8hyqqvCk9h+omMZsCIR72dXs1gpNLpd3dhWYgb0zgCMRbeXtxcom8Eq59u5bdsFmmpoo8pL7lKdMt2TyZhXH430BEeAo5EHM6og2Ga9YBmxhHmxv2Lh9C5wHC9cWbtCfVK2GZLfAbDyUlRyvXw52hEEO1yrWznZ6tgP27TDmgyFVVmMQgXHa2DKENAxq2Ma6rRb6kmc7DnInVnWIIFHKP6wAblRsHJ/lGPwqW9NuIpmLaxGn9WhKkiLgvR5hgdsjo0udCNyCObFY9DXSogA1apVfwn/ViONAwfjn/elxv0PmMva/aavIwP1ILsSfhWrJSG9mL53V0Q4mRxZkJCXCY22U/YYLgwZN7CzOQDSJO6CYfM+99A7DM7jvmLrTSvE6MBVYdGUtMzSu0KhTrDP15P8ETy2i4wQW13TNvhcc7PdZ8vKGwZeERPITlScwMpF/iZqWeewcCi1PU8jpLrsNhbIkco8gyKpU9jBI7xvWFb3ARgqRLGM/EMWfY56qUf7WEcAzlhEtqEmNXQ40jX/wjmkLQRkvNG2M3HYgn/dro5Vgib2U+gtreEOBmcC2JM12vkZA3kLkkkoBNHdH2o3g73Y7uYroM91HV6vJUkMXOE4ImDP5S2sH//byAxds4aQkoOxWULJuR6OIeARNZ9dkhpARMHUt96QCiHu8gh5MlzmdpucPRF51Ks9GCeQ/86ZamdeuQUrLpbh2CQuMO7fYfGF7JIt+0fejM/zAVEk4TDkU2GoA3n5WVslag54gLURqTcuf2NwfLnb2U5dwL6Neg2W8gUHe0bMgix1NAQBKiC3wElG9YCh4ojy7AK1VWlnLbB5BQQN+5yNasT/u1kZwlDQ2XBO+zEFiJ6rI3S7nrYD37318fw8s8t5PcHrNbBbdjEpQ50btw6clp2/XuSNbJubyuOyVLoaYoUC3NzoBJd1rsR/tZn1dXPpUcovEpjIQvhjwL3BoyAA14gPupr1uKNiO8rEN0+ziemR3yl2ClMuklD9XIgjGJkYzJvQ/FbwomX/0htZNKMUrSeVHuuG7BdAJEX9QaGX/Iy6A8UgBUhL2TH8DU7peWtEDv9PDPrqYc/e4SMrQD5rqrxZa1TBvNqzm/rw3nDWzDRGujqm+GRELwu/KV2sEDv6BO0z0TIuldcOHsvQxou5qp5E2HPQQpsTehZBiXucYx9qcR+8TPJPsInSNcQ7zFb6PXRRPyj35qjvF3wi8OgPuTWNnWz8v2BZ7GxgU0VYBdxbRTUDblx8ZudfS5Fntg+BuUI3vw3/vY88rfP1uVuXq8w5casHhrBgxtq1OwIHV0Lem+iOBJrFBJ56tU389uDkOwPF95GxsybuNQT/Oxyflz6kIH56d9nE+eUCWZ6xG0fr2VuSFtelGMASNgpaFjLk7345YfhUcUnko9c8fpP9EHHiuE/zNUBQfbHN2ksJBZxmBWo6BxJJA3VIJV2zLTBjhZX3Xs/qS5x03IurcZ3091o+P5d38tverYNBhDIBxbU1/wHcOiIK3OmNIksRi2MrwxjU9Eyb+YkEryU3tFrXxbsx9ypJEgqup1VFBhy0JMODjfVzGK2SrH85xJkyPLgwsjNemNktbzXUXwjoAlDvPwesthA6TT4bTkJHebzUtD905wNhLfAQuuK4TKMlgoLg9uWAoIe2WLTzY00FHevnXqPQ5pOdwRpn0HT4xbS5azQS8vtKTZS7ANzxYRIwz9IQF92SM0p2vkLPoJ6Al9X0unOUFKZKn+jobeWD54RDP4pln0DGD90MZDrQXss6QBlaMae+kAstmwBckOSThUVGp33a7zJ43+3K8t378aLxzzQlm7j+nH5o1UQjIwkjZoe+Pi5GcgarC759nhkb7foHJcVzc6drP9dMcnc6DiA2o58mbKsk4leeAqQi9VXz+rWneqTh/7H8+9AymuTAoqYCmWpfnAn84bJNNS+5EMsVAhmG6eTJUzEVVTt+xlajoHN4KrVuF7W4UEe+CH2i5w2olemGPUiMW9mtCx4qGWprtFLu6bHuEUoAHEMtmTLqv4r9mo+Bhf1CmJp+u1Gtl/nwGWSf4fmno7KKLrvCv/vRlm0jdw84YXB+ZPL6m+f4iuHpMQ4RsXaCBjzJ1YZoGGUCTCCvejLoWwaa4l+gLJHZxe8ROQYgB4Wx+CR7JOCn5hw9Ubz4ynwmezaaibG55APbr0tUoQAH47IWtc+a0/lTXZEMMF2xKiNjmla9OH6oKYPXM/7lSPAQPZ2wadC88EMR895uEZoQ38DLZMzDURmTPvtq7NrbvbAAhw2+xlabypkOt9a0ExhjJO0AMfsfdzv73q/feyZeAT4v4E3FzTXDxuM4cCE3YepduMSVqi9LJxrKbLctTPJHD3T+nYL1ymR0Ky7LJkVTm0wt0Oqxuskf6A9wZ1YbbCnCSY04PWSmu8MVYS3IQ2aL/p4mRnDc5y8eN4mMKc/icUcfddbWiZakTcVuN89U1yAyHvKGSAdgkdhZVKpjqhsccAJoHyaccokZVxRBO34c+9VsxtTb+NvWttctaIi483rtoXgP1bNx17XtH1XnQzhNoCG8C/YBafmor1cP+EJQj0z6rxp4HfMmytiv253j58iTKb1h3qDr3Cuz1z3jEQhN6COBPeGZVTwgdwGGHqkyaHZn1tF8pKqARwuo7Iz3HWipJ+4uIlkvTnQPBYGgOFMhBsH0fOblVaCrePluAw3kYVXJBTGafhNMGmb67D/W9HFlQ0AvWhCm6BbD/SctBkQrP3ce8YWSHlAjt2mjjpKMnK90wSYrpuqV+0gj6wQmcovSE3sKk85f6hu6imva5jpmbGh/qNmjnkapG1Od3QRQ06BLMEOIdL5lgcgceYEK6AuYCIydjKEulNhYS88E+tjhz9FeCyObYSF/gPnKh/U2hweiKJQzzbtdfxJAWJIRym6LUeBUq7hCzEK+ZRGmx1sWHAhm+FRm0j+Pvfl64wnvVYQxKPnUTxIuo5fE8U1ThYiwvwSLQ8QgI6fnRO4sN6QYirfHRtfi/lsshZadRBmDftTxuzfqsKs/ez36wR5JrUTShBerwj1RXrTcyQqyoF2Vqk/NBBzV+5JCQXxvUHGrJ8GP84IfYSsKiZUIBj508eWiQF1wlpIaIX2wjQJywJ7loPQe78e1yVw9wegwNOy17//rUMJcHNBs2e6VigekCSaI3l6gbEAi/LWipQtlJU4H6X0YL2Q7m1DA2kOsCoG92B046UJuVtm8SgQ85Frq6XhcIMxvdYwwzXi4cY+w1FCy4V6UJ3UsVa6idydh1WM4sxz6lb/EThSNET9JjiSsSIHna3g9OwIP4V+YHDp6dVXQEEj9xvZsbdj0qilMqLPHnn
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
49/UEJONQMmY9Ip8N520hhDMZ8pEz0rkLFi6Aga+dpjXC5lpZXq3rwE0SCxAvu/dhOxcl+N4GYd7sfPvZWm5ZdhV9ng8QCo0xNd1cqaKcBJT0raXE7bhSDDlb2lpHbhHJeIGgSGTllh3EpPB1EQGIiDFgUiAFGKUlsWoW0/DRZ5hBMROFYDwIREQF6Evxz72cPcTpRqv4ZwRChbMmqnmm3zAdlmYMpM/zXO8NDo17SW73FD6MXGN1xRrvwoVKG+ugbh0Xq4Lfk7DjyFaap/K9nyDyce6Hz5rrE2WJE1+K+IYckicemlwFI1zEyShYqCzRzNTllAZ20rdfyun0z8GRAINt2skZcUtOGni5/rkAt21tJ8xTztFO8+dhq8M1kBqU/AcxCXmL9AQkTkj49viLdHZAk2dgCtegk/flN7Zen+r51bQRYiVJIp0WNnthbnzevq7gHKZBQ5ei1CJXdrmrM2/0lksCj5JnMeyPrQY+Nw3fP7AhdBNw+OsZtLgHJhijZRyYPv5Trcdu+gKUmoLgmNu8NigjpfzllaaFGcEWeBTWXCC62v0dXHedfkXpWzguz6h+ez+MZ+2V2Nw8A7s2Vp2l/ttXgN4HBSpJmeUuAIFsnCOELEZ5Zf4fcEu9CEPSK5gDH6kAf3tWN628iyZ3fa85TygROV16GSUKoAWr2qXGmNSe7RVpV6CZdwpk4Es73F45BfUbi4Q0g/I1ci9yxcwOseVevjV2tc4IKsf1VU1Rk8WTac66l/iq2D8E5lavyF2cNvQAMZQBOD+WXJm2/OuJ4QVkJOcfgu76ZRoh6CExouQP5W6HlA2Gyx41tpN10XUPZRC5V46D4Na2Vkk1lax80fBzsidZbnOPQ+ujCRmMPbpiBdJMqwLZtEV888V26EJWSx9xqIX2kDna+9jak1JIuugS0l3a94snGIauhqW9l0rBIySb6CWmhtDbY9btkyKgi1MgqIKGp0ceX4u3EtJTC0lyq93jlG4MYSiX/fOvFIrio8J60kaGnOdUkYkYIs/fTPioHWRQp1xIz7cAlzNYon9unzSC/RlWNUfq7jyE09merjuT1qttWVRbILNKomEYS2Yq5wbxYB2QKmd/MevZXaOtTrbZJdtL/Oftiag4HEs5GKJtiEotNY+3iaFi9F6jBuLZhdEGQLoPsqgkFVTzNWW8BWsBowKmaCK60WWA99Me/2DZLE+yXNeztWlpOK9lLp99hKGqPHeYldLxNdbFsuaGSjAuR4tNIqMuTB6/pqaunzPHxRz8pi1gR6ko8gJvwBzAdYPepJCJD1wk9NFEFXMJyjVJ/iUVO7jZuhKNAMnwQdukj+MUBLuOsQmrGTQ9QAzaaThOFVAnSRyhnGWD/pXIOHOSYaYMmCDmR8Vsz5ZUnuDMw1ESKBvd9yIgmbAjHQqoIFt9s+kdasNiSf2A017Ag6vJaoVt0mbfWe4iMEsNHnpzFjkHR7qK1PnO/o4z3QiyjkS98CYIoQXHbFJGBkDzK3GxVqrOf0puTXb6Eh9Q8D2n11BTMrXYQduWgwlZ1W0d/J2NzxcjvfhIf2Z5do0mOEq5SZOsbZ4GuXbzTKcaO83EZN3FaX7Fk8ghCZZdu5GDeZR3UqnqgD222JDmxAzBLNEr4Wzlnn5lQkoJG3RmdR2Ra5Znxsg7iF90IT3RxCP9BktCxMPzdq+JNr0B8a/OuvQVwy5f9p3RZMhC4X51EFDcV39v/meY+OUUDdHk+oRP8w0jBKOyEfn4jxeH4ANzaKd/s8/XI8u4il5r/x4pmUXgQ+1JMP8Y26OAEd+qTlJ4QowXpdiC5V11r7e5IL74P5Vt6CQ6oBZd4jbOwJ/T8LZcvdq0xy89Zu3FkNs/kQGgQWVuZ3JOrOlnunVhvqtj/OsBHc5s3iPRIuEoHxNITdgcf1z5GWNpYWcsKyo8l9HcdBrzde3Uc4v5Kd70dLPAjOkHRB0iPCHrX6HOcWcwHrvKnU7W+ptuXMBt6Fkp07ss0sc01oDUJYej7IC970jALT9CnZ6Hyuuon1NadCW2E8rK8jMQDHUt2koCjeQ8CGwI0srcdqB5fv7GjpeQKkWOvGmpFCnBtqJ9AQGXaRav3Q7unQlSV9K1CQn/1AfgJy6qxt9DDDnxwyXPJruZF0ECP14hoYJdqZpHP6y786yLL9uKlSyRnRRdeI1VYK2r1NZQh/AJWl/RshILMjIrM7RmPYOAEupnIqD7o9ePcH6koFXAYbHN2NOwrfby6Vm+oSMzswyy77rqbw8XQibqJCSESK87RCM8hlMtyWQiCWlMA+FWZCCLjR/KvQHi45se+sfWFHzpNsxiCixSplmqOANevlgd/gfumA8Zyp6wCsDJDpDHJ0Kfp5LNnolP1MaK/JS+nRm1e11ddMNHb8kli8PikqXgdXUYbd0DCbJW14JSYWZamX7x3aHSvpJzV0UPNdnHEBHQtOLvztUfQU28n5NAoQINLDjb+JejqPrb+8WXvtt8at21IBiP8ExTI7LQxXNhavhAAZsrxi98p+A3VsJP+umOmRGTdFCYIuvJus6f/ekpZdgrzxKvUreg/0lVRR2pU3UmF5stMNKySJ3+QSLHvhTqgVMuSD6rS4fV5C0FyQESRjC6hT/JE3dVmNS54Gxeqyf4WnU8opBoKCwBqFiT0aAvJoYvk+sLFjc0H//u/K5dYpC8budvA0xmEen43M9faDr9qrYXEi6kqkDOpDTmWU+5osCBZPMLzJ6ZCQzqVqCYEim2Iwd4oLiBrjIu9RCQ35fWSQwvgsRA8To45fL4YVRnyZsg3eD9whuOe+uTQ/j3qhUB/1anyZBk0QgIO0YpKw4HJdj8Jijyi6Dn3PhJOI8jjjt1IuLe4JQEesDboqUgudwXJC1K0vFoiRyqXpW8kl5ec6Nown0eXoKJ2nvS3kuOWjgpIE8l7SoiBt7X1zJwO/N/MSfBikadjGd5a+Sdp+IrUH+mkHA6ZlFd4maM0WL+y8soB8BtoeUzyNCkwEja9A0IlHq4TObFlmUIqRD3M4v28O5tgdTrTGFCcQggg7i01gcvg5gCeo01/6Gxdh6pSXjRjUIfWwlj3H30ZTJvOxhkdqwdB7mOL4RGKLKP5Gi7hKdbZMsLA2pGkbfM3Lm9rRSGO4A2PgwTn/1tHw6KpYrrOZoUvb/DPosnjgBTtDUAthjoMzCM9uUDs8V6mMlWVzkb2X8D8nzHXWKph7jEivN8ifz+y/BRvgH/YrNKQGnuJOh94OqXStd5NbWMeuVmggWzEeG2g9NiCNOSBe6jTqqVhunBIEAS1YWTZ6xKCZ6AqZSAKomriCcPlinxyzRXcB8UlLD9ZTU3x/SEujJWkzhH7R52HiAi7+IezNG/+28QTHXZgujCMOMRdw3ceMzm/7UW8Ws7g3GYgsZevdrwEeCmOiqdDf52x0T7zN62wrsFJlh9uoOzaEne8mm+iTRA7nQMPgvsf6X5aLR7HQ2skju4WdPVW6R3KoKRhfWWLLCJAKUZIMpbWmqqoUim/Nh57D/WcjpGZz016ldisn7GfDpRSrXdXTqmuLjkJNAN5DIgr3xZKZp1nPuRObZcuJf5fKQ+mFpOa/kSnZy4r0pm7/8iKEq68yE7gRjh0+WwmMcxFzXFiSjMAg9iChx2mp4JxYTalARv4B1NUifmjiK800jCmFq3WEiTRXwnEnQEhQXBc20V/k60fSBtpv/gflICbDOjJ35vLwJ2Wp7tlIDTRJywqEqbihZnZjG/8I6c5v213xplHOzlX4/SKPtJEfrfh3G1xFQmFSSTJK6LGO5Yj5yHIm9nPPn9Nk8SCduXm4PS7HP3gGL7TlilqgRZ3/Qry9gX65Z5hl8MULIIC93pmhrCvq5IiJnPgrEPEtqvf7RyTkQjuJBIfkZbdYr9c9O2AcEVRxfP100jvQnU8BOZArSJbXdKEBlvnv92rJvNq/VFWSodPteHhx974ZSxIi2OVV8Anq4aU7hUXzzLoHgfJIHlkV6Qcz0eiw255tmm6FtmaVX78I2HjlIl/UXKxz0Cy0VXMqpPC3GFVqBTmsMrcgWZOJwWKrg/AQ+dYfB/sIFTfMMO4XUcPgQ8MPbw+TkjMxTllMbEcBJoDl+kvsbfOfXEwouLDZ8b+NmSMESEWoOvp3zCLt6HFbjV+fz83zLs3vWTBJw+/KazXBv4WtmUY4+RN4/OBGHifk7TFiQmYdLacSW3DdVhmVu6WfGfvNvCVxYkEuoYi
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49xr4jvGK+cIWSzvsp1mrrV/nuVBTe+1bj3EmnGU9pfgvwuIQrG+zR57/LuOpNUrmXwJQwCVHPgz0f9RNaxsYgGklWlkGEw3Vwryu+UsAnM13/qP5E4dfuZP4hexsBSlNhXpjmF5RIWMtznfWQkftLD0uyqT+ZW+MYMytSYcJKK0dI7VacI/+m9QvjBx7nffV7/Y4qTXyUNXFupLpjx0ZB11BKTKmTfPVGKpKkZ98wNAlARHZh4ZcOfyD2VPykb7VRRBdyB8XxgUWD1HCxnQEitY189l7EB/fOBYiemQU07KWlgGWjzF7ETidH4ef0oLmi3loCyBywmIjv/pBRVJd8oZrKi15eriubTw3xVz9sJTPnHQfjpALM+iuv3Jk1cSw80D7l95rJAw3oRZXvWCYZQEX9OoErKj481Zu/NjVFcW9q47icJy7MAlRzfK6ewOdLqOydJR3MmKOkqhTIEBgmP0zweodB/edk9dPJ2UwlXQUqdKz6O3bVKx5D9CdFEbqTBzoVElPrYNK0R0sdE5jskQCIVwIw4rx0njhQAg0//uCdCCWJ1veOfiHhMMYelot2p3T9OSOHvCoe2Mi3EWUSmU5Zis1dzDG1sUZto9cdbyCBHvPteVosdFVv3q9rk0C0dpxHQCbjWUV/k2GAuEY3JvpV9/E7qkICBcYO7TZzk9dth0uePU0uwNRAvZmqQbDXljP9tjaQ9n+4/GA4g9xqCXri2DRoK9wg5j58zDjHpKQSCj/HjQ0MgTDUsqFL5MidKxfUD09+fIRTOehzw9q6uO2z9UhV9rYD4rrwamenaQcIpdhY7e9J4RbaLL4A+aUiIZTUd4U7/Sy9Ylvg9D4TyFtm9Q0gx9jKIk0c48xr3iuXBmRQiah183hS47BjEiJkSAbLH0HAJBGtbWSP4ak+EEUcTcAmvEp/kjRLXEzdgGHr/+1T4Nm6JTZ//l3LksdZ0WeWKr+oO+MR3sNqsOEOXsxdHpI6IlwCYuRBrBiYVZ43i84+gxadGo9YVK2b9iWZXNELKOEtURMSJsB9IgQgsFXZPuklD/wGjeHUCwUKSLad2EzaPPLGQHjTi5/O2nAlKNDX5pvsZLz7VNnf6glbwXAUMLn/L5GkYTOYxGBPNxY8y0f9EUB++tuSUpPu9IzK1M8GtS+O0ytN0niStMePHZE7tk7bZu14pf0oGIg64NdbHthKVJsaPppX95XayDovm+8cob4Of4yOLl9OFK2ymvbXEQLBGqqwWTXxoVvSfTiMwXRNsnX1FLUrR3fSHzhRO9muxwYx3yXJuNzxHgT47wPW16YxyRRnuuYBg3wTqgPeZArt0tKA2MBCq9AVqBXXS+QShejz5Wb6xLdRwIy4k3odl+OTKy5++xb4YsqAJqdHYp6LZYB5L4ZPyQdWfhFz1VRG9Dog0MJfC2Gq27im9gUBnWBXRNUFXSniOGyOxF2eVsNRWiZa5Ve6W+xCmlF/aY0dVH9Sh8/JqJkTSO37ZTFePGlDmuWQN/Lm8STv7DxVPRVour5hxkDsaYU9N2cT29+VHPfyRPv0ZkyIrc5nDuREvcQLI20+EOqkzAna58xilCfHdNxvxMBTX7xnGPCugNXeLqGEPCQhrY4bk7OMMlqjPUmmGuvd3UkYombCK3qqwSiid8puSLXg9b4mLPoKmZKCrlB9P6Uo5PwGVr3h2LFCq1RSPvIfsfolWzQmB+jlxmTABZVlTWLQ90hicCVhMldBDIxZgk1A85aWXfdnJay+6tVhM49CDjElkFlnPN7SqEFyhRQQYEXaL8i+jnV3i8OCZwBk4RLPfXcN3tlU5dUcgBSBts2GWDTZZjRcpXhMzKhZzEt09yQYEXPPLstqEwyOxmKMp8xa800SxGCQzmc2T9yZBlC5gzOodXhwBuRWQKt/PnDKLggDNBlwpPfpzLcXIVVYOZKvxBHzMTn7KHom6xGlFfZNktdU1KTC8V5gdoabFkC3DcjiRgpubrYKBfP98hSiMm/azDXFp9Q01B1cPEEfafsW+CTlW6IPoUmSfAuYgCr4/PUrOyeTmady6tlyDmrdkzwM8cY54VSkcGsjLC1Hk+RsJJmUtEHhivZwTGjTk7MeS3p2pJ2vizRpw6wObFHsxqz+dM1LrnTnNIdjoyxhOOMApek+HBBVzAgi9D6ou85SmUlD99lEwmzw+sBmcdi+d5cPoqv7nMIw6+AyE0r3nIxGL9iN1SVLua8sAFIOIkScK6oYBuiazXenXJQ8Xe5qN3V+KU2gMt40hE7iN4VyEw77td+LpdpWHH2KCP24L1KB72t+L6mGQciFvSM91Sdg/ZvkuMXfEwsMCVdAECwlVECQLgtjnvrCLajDafq05XhJOi353mE5q1KjK33QcZg8x1qCjS4JKCl7UPHwHF+SgvW8UihobCfzzQoE0TPHi1N428Rbr0WDYaSB9WBPVjSIk+y1lvL+JhIfCHVIJ2j2SxqGCLskCAB0fBKh3qA0KBnUEjYrtI1bEqxZlPyX3yPSP6mF+D16rIUKkzozdCnVlnYudaOqtnd0FopYDUgLkW92usxkBx4QLHhfxOWBi2GArGdfkVQDByFCU1QhACid2rKR0M1G50Mhlcx9uAZ+g/lNDAJzwwnYUdK14eQM0Z5FL0CtYz5IgeKZ2DTsTr/IoWHoXh9DAJykCe/EOBnNqQ4WdaAuD82dzRPdW0NYwnOqqWVuQM16ZSYgQRDUAcbEvTB48je6UXRYWhzyNzwiRNT1A8XwTd4YVCGZ+XvRR35mSCb+gU+KudwrC9A1g+0LvnHpLt/NHVZ4FP5v8R6f9jeRSZjhH46m0dX76MQyEgowmX+IdC5GjmJReiFm9zbitFE4fB9P98L0fpRL19oNRQISDG+aMSDqfZUj1+HnIvNA51SBAdrSVYconIN/RA9tCw3hs9LISLKtn45bYciiiprLb4kEFU0NMukoc2+a1V6GTPcUIMoxidW+tPCsDl//nkE5Wt79oPwR+mOnTRWBXtayVN6VTQgmGVHlNghKePKg+hzjKkh/xMtMbq8aAnx214bx4XB8/M4haLsFeO5Dhbwv2oiQ/LofNmfYmdCaBLDHeWyhxnG/ljpf5dAueNVPON1C/6JNmANghrk3VjSLlQXwiccjG/vr8d9alA1tik1II/v438lboYnVKZhxDIdv1E9k0fYVLOX/MNyBeU0tNDAbeJMrZ+YEguvX+lNsOBroLBwme8cpKf+cztPQPfE9pYecDDIi2PS0X7Pacy/Ggdg/z8/RrEXnBySJGvJ8283LV+R46gMw4PxnJLt4fC+UZVyIN1atg3526s3U9itPJ2hpPBG04hL9XpzxJx3vLPRiCVZEwQePioFv6MN73v+O1FVwKZl7e0562lUWiSOFOKZs0nmFyDbGBq7AAyRZ05GONhcFqvNYznpwtblu2G7SZf/TlxD7EA6d3X1xGkS44zAPCg7uP9tWrAN7HJfhmVgon+x/LjGVW7pv1j4VklavmArDqh/vAwRhIbKAh0JC8mJor0rdHCC18oDF5ThoH5gg1vuF0GrhCOPl3LPWmntJayM/0UTNWZ4gBc+Zo2fH0bbhSyxVD7uss08EBHM/syjmbYdJYZVMBG0dwHIWaVfChXW1HnesF6yqux4hvMM5hqK4ChuO65a8LarDCiF/xbGxWJdw6E22oOfXXbfpCf+72mLrMtD0FW0j0axitC2AmCYcWSFgPlQu0uP1zxNUqz1+y45R8h80U7aGTGsATDuxe+Uj7T6e6GJcPC8KsrgqRJI6wcpIq7kLLHjtNsbkd5O05RcTD3TxDMxxeh5wH0//6xC0IRTjcPQ7k/cjAA/NIgM/dqtiI0ZbD/Ip9UkzhEQOPgzk9CZw+gqdu/OR6CFhjR2qa075yY/pt4ihq/9O42nrQNBCWYtgkwiFRPpbUy9cTwYvLv6mmNMrYS1xIfdp25T4fmeKYy3rvGKrw8AaMg4e4PRxgTsPenQzQDFGse32P5oYyYM0TApdNQ+h57A2k9AeXypwmhlgDKhrmJlx7V0FYpQji3f4wH4TXiyYLChf5PpifGC+i+pmzPFf3Yc2NoGQNPCII/er0Yt1hqhebqTVpmVhGwUkVWZQUiABenocJa5DAZntfQViVGIRVwpY82zo0YrbqFD94efiqyCdJ6vhnBnLiTTDajKx1MYKnK5vzCrzC/+wgPXIatPehtuJC5wkzRqk0GZu/GqcvNiiG4LGY2f00FaWwESO1EqCtB4GBUZmRfvkEviIojIE3BJnfHpXcKeqOrmf2lYb/OdFVM+AtOp1pJNKxRN/c3VO5+VUUm5yzbQ4Bg4kmtDabMUpCAqvrxh04/ObMlJNWE8068C22PUM7+QZqT/7F3aJLnP0Oz6V37YEl
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
49xdiCyCM+uZKwgCvrc3JmPEBc0dDgHNjNYcW+WkqSYVGgR/rmM8zPN7MqScg1Ufni3tPBkHwHmruVP6GAw0VFzZYXUFkKT70MDWg1KN2++TlvQXamBpz1uXK02TClC+Lw6Yl28nKc049tiFJKnrPDl4k7riJ1lC89r3q34OUN8q+xKG8RQGOz+mz7kvMuVubgipplac9SXpoteFK2cY0Xjm5sE3h6gNiO1/sQPKiiJe/hqn5Dh/AJrhwXawTBrE2fHiblh6kn+a72dPCHU0bIgUoCMIkwiRTUBpcPjnoIAKNOWLcnP7nXBfEm/LFj54CxoZTZSBsMn7MgLmzPZwbPjj77kUFe4Ul1BQ/jvSlXr2H2I4aRadaduxeAGwwGR1ErGr4O8iKOsQXaEoTF5JQyskL9/jQO8NeANc4OPwd4KMR/NaupITjDGqxxiyKnGTM6CdrzPDBmk7Xhdae/hrxRQlzKgX6SwkN5LQ7eMs1kb5oiin4nDP/NJWHq3BGZFJN54cOQENTKxdFr2ei43teL5oDurqjtg6oBkNawBJCw1+fMo1TNfd41Shgi8vq5S3F/SGSwP/ZUNyzBfKhI0TaUcWISp5kAZ2Se0hLi6ljIOsYC1KtPDVQN3r/ApvVyT6dPNQc71G9E50IkCioFB9bFAsGYOzfnApzPVsA60CTt609N4DpZ4Mtpx7+wczTKzDFmjDwvIqAhcMEFmuPeMjfI+27GeH7HBkA3xcYB8sig3ZVfxqGAwtDMmjsfogsyTQntruWddQoDkvPXFRBbbtjzJJRY0Mky7+m5HKdNW009RDVHl4n4lMdMSKtufepUfIaFhg+sEQ7eMgNeVDjW6+wZxs9ToOuSwBtqiGdXfZjNsfcfsDugEM7AWIs+Fw2Y7ZTStaK3DsWzxGLk/tqkYDLVea+ibGMwTTcR03602tT5RHtgRLt6J5RSN5lfdUHRwnAPWT2ssE64NcKaPbEd/tTdW766mZ4kKNTRODSkGDbDJRlHMc5bCcj/xcr+NutrlbFdqymtTSvZ4x/SXE/YpgMx1mJCAZdg9Vc5J6ZHtsPWXobWE5zG6ar9PYQmo0cynNY8jLqE9YAT/3rYlxGogyEoiggAiDdd260QJ2EG90a7sz5Dqr2bvBBiYass/12PSbvckacw3MD7Ywgfk/EZai4qbdIg5Qr17MpCnYst+t108zYNIIN6eUp11tiBZj/epTXBfRUXIsbzjummSBoMXKuNuEriuq5yfzMsLvjhxdiqK6hCvJXKFK7zLqj5aP+pnfGBuq8iYHy3WxjdIg11CByjTyYr/KXf0KDgs+LeG9xNJP/dksSqFzBg16m/x9WL25GW/pSI0foWz5FhH+UqCavKCR4CFkJaXiL7bV6ozVoEFmQwXAbk1ibNzKVO3ctkH3W84I9ku0bxkUiskBDx6OIneXjwK2LMEuUTL7SWZNcqqm3UnvRY1KNa09A0ao5xKET7CezbluROvdr47tH3cbwtgmGYSBkVrvKmZDhrpSMUvnO4zv386R8WRCNvhYPfr+TFB3bejQ19GOgZPkkWK4T89dCHPzKI41k9ePRGF2HL7yIT7kG7elqlcpISqbbb0VpknQdHSWs2KL7rmUuLM8Mwb392dREHtltqLlGkm4GjQtRPZf2blXFnN5shpMx60/hRKsRknGJsREvHf5VBwKShsAJrTKR4d9uCCz91hy0ejetXX3iDQzR8ClkgxGJ34CdWc1YhaouffSln6C21xExcSmgSxruDu/MdI3TbASa9zyNX/zLM7mjJUA/P5PzP/EHmy1UhVgTF+nae5UfxY4uMBKHwFDONsRaXLQYqnL61S7LPYTTiEHOGbLcVK6fGdTVo3HVl3glEOvwWNbwaQfmt0Pdi33c4QT8qOBLyzmvcCF/Kzt7BZzWWmsO0oDlaKVbOfpiXDW82J6UjQ9ZN5V6DqdFZxor6ZY8ZSYJ4dmI9vhKVoEJSm75jx9ShM4l1eWNHmpYpHWn6vUMbgXwgh+GHpPz1maOu4hYdK6UR0rXlnPxdTb1arMEdVCIaxanQLxZVXX6a5t8ixfFx1NheVGo7Fk37OrMaFUaC9OI/U49WZEcXKW3uMjsJTfS7fgctg/AUKu2P93hNBmJy8xpsYcHOmsUwaGxq5fXEqYyD3SedGiZqic43y954yFqvd2Lcn8z7Xamj3h1P6OMyiMmP19Feh/+fsIYWCG1cJKTZ+i2BQz8MvqaI4I0KHEVGR4F3dLFX9SsQrI87a19vF0TQ9Nan2FvgwnN2pDK5LYyXD5BL/3tAAhp6bjBIZDTiwgkMgj+zU1E3sROU90JKddksGsP1BWMWiOS8FGS3/NtgjTcdVCyeJmh3dcubQmwh4S/OWrfbXIDFu3upawD1/CBelMX/U1WiJcxKjfFbJ0aU7PIu5Jems0ktse7/tZlLPSoeP3y/pAd1QBEDdhUtWTYZaG1FWL2HTOxye1oKuQA2M3eT2CGs4G3gD59gonfr9e+IBTmawyqZBSE+lRscjw1O2ZNyggBLbUj5HQ1Fg5ZwT2ZdLh7CifEoNVfNCJZ4I7sEV54fMiAuk3zPkeRVBCdCj4dKuPLc8/38gHdG3nPv+6mjelgGlIe1LR6tZVT4b88NLJWlSt3UUcnopcgo+M5FUxUtMOttxVW0iVhSbm3Cp5AMQDfczJFV6Fay9AVet2vrZwu3PrM0O/3vMjd93tST/grsRChiB2r7Y+0x5v4o4miQ+Qw0nz+yJt0Y1O5S70+UwHXSky/WDJ/CWspjjVpDvYzGmrtuWaj+MvXm5mzNascTmiade/bFE4tK2XyO8GNaAYGx4RfCp+vern0iAQ4SOu97f3Rx6KzOmdWIpLw1aHqADJPqa0IVqqyiiBT+hmgznQoxfTQcWmTD2ZCrzgy60LcdiUMd4Cu8DOpAIsPthWocHteqirdtg1GAJ0R6BT8W9k3A68NE5tvJOewj8nhXLYoVt8wl5GQks4DxCgY8YYWplOhgcpBZ8KVrIl+uISMAUkC04jU19GP9vOETAOkIaBHzqgKDfIO7UMIq3hOUXiC3bYVJWvUg2+Ty7D6B+By1ebhSF3tgLUrnWDNrgVFLm5snZfh28BW7lQt5LB0V06IPbB/laerGNdC3aHdFge01QaZY4hFHSNceci/BHFllfoXnUxuHfm5yE/+3UclucUsk78nJsdAjf5Lp6EJ52IHLT2PPDgR2yVhyKj2MjpT2tV3uRN61OhVCE8qEMJs+QXnbBuKcw4o/RyjRe0GHPpAHd11BLRccW8DOpzpep0MqGysKGpnD76CZU/3q6dhv29J5+2h2dYKK0iBKjgWKdM33okFZtM0zLWjwWCKTD8d5MDe0xmmzS8puSGXjobqXw/lUz+KgKFWf0wvMVgpmY0jSb4qjYzlgYtxdykCLRaYMAIaNqvsoM7+T9L2OhNp591w/yszfiDrdmSlwRnoIKFIVCYP1gGtnpfBIepXx3P+yD5/50TDIICRPX724prMdCUIfWpFHkT97LQmzhX4mjEj8imIzXZFroJamQP9LH/qZYpn3D14VQNUWKRBNXhSOoYTxM9lhlZxK4sPBnL7nwrg6P4V3vgb5DI3AJ0KekmQXpjdQfZNkER4x20HFwy8bp7guMcTames1M9xgwirQBQZvTmyXYSLr19CaM+9b7UrWLbC/BRdxOd4VkDq2p3tbTlAelpPheps4wLcSB6/qmKjKMF/P2WdulPvrbAxoWWpRhi+SoO5XPzpCTTTYhQ4qAOryO2lpygm4tgBwXv5BL0f6W2e8LxljiQmgBDSIZP4HqXJ2Dkj30ZBXypX8+OMvTDW4FSa8I9hHNTJjlbt/whFVZBQi7VNLA2AYROfxap7FJyeLL1BvKnwP6ZemMzTvP2eKYs4PUjJwb3EoPd1BDkK9+WkX38sCf+L+VAa99dp8Uh85PU0C0XwxyB/tfCSD4DuDBsTf3jcKTw6VR7bKqUCE5mAui0KNcFu2EDq7mCaFVA8TZeeOb3vryqvsR4AXY06urhTJpVkHXuxaFOyweLS+F63XV01UBmahUsrgpctwIWGATfia6SWB/o2rUr1ZTALyuQW6Tpe2sFYo80dVt/gBlAcXAYZXpOzr1LeZZzcme6cI+77fS1Cz8o9adBJ8jbDnRYRF0mxNU7QVYwDswGypEcU2tDtMc4zeocHaCFIlFpCjyYrLRaEVZGv6Ps+pOy1fgOePtocgZgXOWgJshH2gwVdpSsMfsfY7kKWHGQQlgD4dBZpZ7SlN30Aoqhn8zXGfSlFRJySOmWqqdZbaOldAOm8wbLegWferoTVW6DCjc/NXaE2F42DLxOaC2HDL05zF94U8PQKy1DsWIM2EpyNHi8HuG+qJ8lByI065kcs0CsOg64kpLLf3xegqNGtJJESOrdbVBY31QcPPNAdEsHa30eqUZ3+l50okdzqrGewzwVabFlG6sk6mJIR0/jfdMWXJpWKnvf64LzsoiOeGOjoxSRz14RnZ2ea5ViZmDYOwTTLsZ5HWAV3hstj7CN9cAr5ofygvSmS0VclBsgBib1vWC5gOLjPvOxNE31upImR0djEU1nL3Kr2d/XM+DS53q76pFQPrJXmFSzpKUcQGTLGenT4gPLipaGWr3dvOTGSkQIkWw7rtFLNCAFQTfsI4gZCDvpMQnxZrW8d0X+WBdJAof2G7Wz79nzUCPp5b9YQRFlLmNRyyemuy0rIPMdvwK8+jrKxvJP8Q+zAe+8dZ+A5MHmxJVQUBKHClSjRWJTCG1VclCt6tXMLsrEsfu1+gn2yweSp1Czim304B4pdhVDgOqQFyd5RO2AEXuGl1sK8TfTRo0XupZjQp6gv0AgJBAOyXT5DS0ny2eZ+djn9HYFLt+DNFNJ/lR3j0VNu0u6jxOVndfG2ATRvDXG0h3RapUMj/bt3ysV+kLLLtTH6S3udwXAJaf4y3p/i+tAL6JYkg9WbRubLV5PhU+FYreSsqjLsVdghfp5hZElAKJ1okI70Hku19j5sYEtmMV14N9KC2Yf3SH0/hQOThOxI+DU40tSxsQyn6fNi+USttxdhdXQ9XMVx5Keij5AnHfZu5JjajONAymrsELWd5w0a6iwcQrn4G7fGIbci5oBrwpiy/ckXhkyFJlVzPLd1kBJqFJlzdGMMMyxV0hpWJ5svaZ/qUzBt1blxUDDABb+yOlOHSoMCGuzVgxoIU5kedJBgkzSP4wdcV7mOdJBNCDxpocSlaQPhxtl14UYGobw6GgPVqDE+ZvtzcXYo8/N6ij9crlPsXEGZdhzFWz2OFTW15kHxu/RlKaLeYrjlEf8Zuu95iY1mQUEdpHG7jchivZ9mm5T7SVM6sEznrTmbmHzByHu+YQwORvF+lzhlJfPJcXKLUgadryGJXrRVWQeYRisFNJkUEaf4aGAzRijimISFjtnxxrRExJfaPuRh1LSBn7kJNPGw/6S6w0VZKHD+luaCFkMNZ328utp4+Nhbjp4WH7Z58btOlM78mE+0K1Je/1JiKCNI/B1O5gGSB9QekFybrq2guusBV2XocX1BAND73OA3Tnfo6Bo4W/pmGh4rIKy8pZUEWLAjm3GMDZJIj2n84jw9komkm2Juh0Dnc3ReVRMGrEeXEkyaZXqZZL3L2jksnJBGVuZcytmS43McfIoOIilp259gjeuKYv2XtkKZ+fP1eABmrV+ov1xFam33+/NXWq72sz7Tu+ogPUpZVcrBagExhRGTSeIv0eAZ3ELLVsW+4DH2Bk9uSc8pCDDtqT0AQxpjwFiF+H5f2/j2IuI6pC7T9zZ/kLgIekY/phJ0wQGk0utJtEwiVlgCzQVKj+oSkrYSHmBTduCX5vbI5LD8SdxcnhNgKDXKV2aDpLYV2LmmQ5fuIBeaLS3XL/yqg3ToBxHSW6RwTFEzyliZKLMqGwNJ+ont7N0OSh5iLHywkEUWFAnz2u47X6YeFEr788nLYMdJAFUNrpNPih147zQ46ro5vAm0GACLpxn4CnxFXhglAbic4yN5Yzd1eyDZvjbJdTJVoLEaUfn2wbsnuqUJEgY7KJYCCiC7+92zu8rlkIipSRxSCMAkem6wc2OzraIyJ7iG/B6NsTUZFZKvV2xzjIcJAiDjvpvfRhEGGHZkdP8Gkw4V3LPL82HUWq7Ybw/ItQar7MwSpMO6krO3SMhU/g8sA7Xv+A3q2rzbCvX7j8CJqwzsuQKPAS/JNzK2J0fZeBTuMvTMQPtXR5/EDUhl27Dyu9BKADjVxEQKx0BPy9MjZre9e42Zdqbl8fJPBYZPYt9u0Cz4+zPgE+aL/sV4ntj3y44O8qjBQGvhPAzOdwaNzNj50XB0DzhMWyAAqyZUH0JPbGdnMMVY+Di/OEUwd9jo7IU+j13fkmRwtrmBWmaPGa/Y7c1hNR4Nsy0PY4VHHZ9btS11dLBqSNTw5cDARYxnS2FOj1FGcBsEMCJ4p8WZqM3VK3iqlql/dzatg4zt00tBqe1IAeDNanMWM5Rzp9JHu/6NRl7K0b7Mn+X6OhlSrD0QINgsnajSFaZ3YnFW7yvAPAAQOXVQufs2jTYVAed4qNMyl4H53Yf887Cam10wBO3nWoOpBWM
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
49nuylu96jFfHz5p//KsQkOZjTckaLH3LZfXWh+XD2+yvUE4zOMbf95XRBg6q1wiJ2tvFdnE4rJ/wZe5+r5eu8agf5mW9bRqBX3BwUh9G3jqydRIQV4yvLaRkbHGaJPEUiVqTqDDTRacrcHVv1+S3QTLmSkLGffncMqftn04m9Zprcy66Gzl+IGOF/wUlkCj4WY0z9UMxA6lX9fNwWzAKLxDZ7SkdD4w5PYfai0kEFFeQGgjrQcwP2DnZ428jtG2vWaF/leL0pbn4F/qjB7y1jvzPL/tkPYjsdCzrkHlYum7eiUJGgDIGack6rFq7mC1FJ36i0o6t2vx/ThjSJkmAKKHp0Kr7OcwIRSgu8hBPHUEtcN8HnSpjxfbo2AUbq7LEONd+XnVlWLZqOhleS7qy6GvnZ+FbIC81Xd3k9gxZ7WZmUdMYdGzxenQkxu7tZ4WyXA9Bj2ZpdyHGAiIBlg5jtu0lFAyl9zSAsUJ5v8m+lEQHq8Ptsf/oQC3MSoVfsnpFmrBrm4hjLSq/4fu/b295Geb1hLNd1UBzZ0Qr3JtjiJSYOKDhYFJCLuxcSIU/oZk9qI0hawPBnPpiFrQeQgdizWTuyEZwMpmpeo3kgVDAOQd93CwsgykRRRH6BA5ICjtwmQOSbh3Eu69X1URFvwIqj7nvDsjmTbeAmbatP7OYAkdo+RPQ+Mn9sHUTo+Xfu80fKKPI1LqLMZP9DKB/4phHXDTJdjMqcyRbNiCyfxS91KeZTc6XzU4cfX11cAFIOq/SEBVj7XrqikhF4Dbhrxbr5457ujOsxedqv8yLY1FMBY3YCGegjLjS5xuyCAGGZXY2uw/vDvP+NzJ3DSh/GDx/G/sFGeqneAOibs8Z2Nb6k+cPB5YcG+lXdafA3+e82JyjoNDKseR9or8yxB6Hp8tl8mnPIMpp2B9Ndq5UOq5lzrzzBhMc/YgMJtNCe1kAnjpZY6iczfXNF2z8LNsTS2Oi8vuN11FoZmYm3AwlM5nvD2IjsE4LGd08/wAe0rv4D1FKZ8qAVjGvW3e1DTM702lM3mAdzlQkiWzNbAQBCtx8aXLuK+kxew/vFm08zu4LlNiTae5060Zbk1fiZTvKTpgqbvojvqdoqsi7E3DcjG2TIdQ9q24g8lkfW9QOQuHDzuM/XPolMjmgl826S6SmjtBv3OE4GnNjdWaLewGXGb1W5E4Rugk79sKNiCML2roerN/FltOgv3z1G/H939LhJoRBxqlhUJjE7PqgWBFtBdgFwQh1d9v7ZUE/ZhKnIJOZ4HCfctneTtv43C8LWw3mojRwSnWlKkUoUwLgSShC8EbsLpJNwK+/TD0dx7YyqDTTkU2sO838L4dU6xxuF6EkMRxURgSG0ixTR/gPDTFwPp/uFbHYTJhOs+fJUd+x5tmlVWgSt13j6o6M43ZE0dR027zUGMGyJpkGVv16jkos59j34IWKReamaE+MrrzqF3/y+9L3yBotGQcG0/twE6KrnYLOV6DRz5GAi0RtE6BNnW7jrfiwI1c6ES0/O5Jy8V9VZP7GcwzEnJJN7aCo9Fgyk1pG/zWC+ZLyc2SngV5eS45ArCYJwTT97xiQJ1np5Qpt5yqrcxaFBDcqmHUTeIzMUp5hbu3Hp+d1puohfZ/zi73F740EPZ//58gGiNMJz4zrOO3G6oZYf+uXVtN89pBbb5Yg9MlHnvJicuEKYjMd9l2bqTQgvdTI7GJvSSWGFL05ipRpxxd1yQdcYkfS3qEuUT7QP4epJ7iNdfNruYiEGetprFGVwnorzgh7hUI9mC7hYt/WPf24Cmsc3yAmj3ejO8pFUdabKguAp97TtWw/amnsFIzXkia0owudMZXpTBKP+iLZRhXyDiSTUb4/85BgHLKxI1YQx3jRHwgNqh9hSn2wjSEsTIeks8DnhdsFVe7uU1/mLynNxAJMNoNQu3GpJoDKXUHAxXSGQO0WhBf/K3ynx+A07WgbB9E7eEBkEOQ2mZztfo6gRWphumTCKvndIQgXh8KIzW3yQUJ0lYM6qkl9Ha0Ud6iEbwmo9vl4mUbwFvboTjwgg6pbtoi2dd/MK0lroq8lefcZQyWa5IgjiLFWTCGWX5lBMEZerZf+gnqcCLK1wdVWpuE7/pAOdcZpqvdOtTIIDnmGQzNim5kalhsPey1InCZmvMhOC+iou0+rlpUFGIx0cVTQoQcJp/hc/uqPvWjtiWvUewhT/OhfqCS/X68zTkGhVFimLX0wWL+5VyoevH7j1DH15avCw8t8LkfNcPa3iLCxM+T3k6NaWgzpP+LrunsF7FnNj/m0hVhvGvhT9WxKre/1ewe+XHQQTx7BTGoMH5dynpqPG5bip97ZBoQTllJdkn5AfCm+qkOeMMo4veWlv6IRuYlandCVWisOAPfzQBmGTLyALuYo0QvGUdmDnQGNXNCQAM4jx1uIzd9koJuUg7DH4hBfJAKEoN1fnP96Mo8UNIfS4KCAQIsHcmGgx+QBz8WQT8ezd70dab0KNyCQEtlgCh5ri75tEIR2jP2JSjhpqsrNesjjoQVLM4yIcCP5MUI9Y3oqMnpn+B4WhAgVjTrUEgLTpysDuyUQZec06QzwzgM0dTbC7zoFePPC8f+YTXeY5fYix+8U6y+IbwmU1Z1D7qyLj+wwpmE1/4kHcmIW3N50iUnB6f5amPyw8cbq6vqph2yj9bZJLwsMcYb+1WEhVYzzLhPZJW1XYpVvFnQychtlKIkQiHcoe4XsAdLNkku6+kNxjyqyzbJD2KNx5vzUXB0NdFsiMjzW93irHZpeUywPT8liW5IKo9+zmYlfRM5KnaroRENMUcYfgGaQ6XP3VgHiNhrXPJtNkZkbWb1EFRccKrr1SD4CQ39jJXzRwkKW5iF2BJDXxk38/0HYESHbqZBCczFI0q5keSSke4PFfgYbd+u7r4RVy7qOaQarfnYSt2vgND+Qj+zTiFiF79MJY6FJRt/5vzaxM44MSND5IfdvENOdU9/hegg1hWEAfvHb7/b84xIkPD0ClyGWoCpYq8RZTv69aCYAYXxGIoymUR0C4UvKLi6V4M+PpyFB/XQ8i7GCZ5ppHwT1lTSQzG2Fm6vSFsApKp+0FvdbBj7pwwuUyLSCTfzswwPvc5seGn4StgXoc7f6T0ELi601UKmw+cTWaWdZA7z+7RxDYMVwLEZv7Un/76DDxqG1SwBOfWuBtfqss4vr8kV5bEPUR/UcwLIBYDbQ7A95Dn/X9A0VvorS1HQXtagCKRV8Gu+TdVulqFgAC7n528ujw3nBaUTYmBvA3T+OuoO0d9cjojAyNfpZxEQ5tsmPKpVNy0qV7/dZLnx31bBLVBoHZIJC4RBa+DJpGjSD7k3AGbJXGFRQVzQLM4Hs/JoUubRp9WOlerKnAhRdc9U4eFkPQz/1cFBiGILNQ6lJd6wuwwk85IiWYpvRDg2UoInD9libdpZviIcM3arDnw/CkdejB6uEmR77NN+c9fzzgjmgpvo9M3KJGctuZDier9JyGqOJzYIqCSjPepdiHB41I8O03OCKO+TrtTl72N8GyGrlTjL1WGjUqL4UPVHAYpOk6BwjdmkcJAi8sN18TQHbu+liLSf4C3fr2lM4zyNrg9K5TUesL0PTQRLBG0OKs53qFrkCHJOVDq5yGH/QmzQTzYgf3mKpq9lOHxQAqykRn/mux7+NnJjwn5J4+mwaE1RYI0+72zgzWB2sTASmjJczjRFDjXRXuRAsTKLKgkKRKQGmDWWAOjFyVlRn6VY6Qxst5az/3QGiVxFNWZVBuJAiLTQP0h9mKCO10oW1WB6vC780uFFSqOOod1qjwmlBJcVgCx5xdzM54zv/Rclwbck1KFq020h9po2CpSRNXxx5/eTPlykG+a/aYG2WQCg63jl/u+w1h0YaEW9TLYULq1Nn66QQ8LzBC/iab6X7oDZMYB4WPAcnANMLQulABf3ZGKNrz3ogk57/SKf8+dlYX56w3f6D7OQRZF19pe1IpW3/F0Ew9R4K1qtv08NvLTboyxLyGgXeJwJoCFi8sOSdvqY/vDp2S2GtULxcUxFJRZ83HJlOJNISImEcqUuoUqt32Lw/L9VP/am4fO9KwiUYP+86LkHe+UOlM39Yk0WEZjyvtuGAY3/A8STrbpLOaZM/PJ/jxp8El9e8ruHuW0yrbodG4tZYPNSq5WJ86obs1aYJOTKw6PvwiMzcFTRwU30//KefTvgIfIKFwIq5WYQYoWPBQ6WisIiyS+18OfgQsbEKo2aMjY+V50JZnUeR5kpC4vZnPfxgMWPW31NMCzm1Dt4M/6DeBn2q609Z4Fc0m8UM4aOMwUDJkAd+o06pFMDQYIE/KIJxVtgWrxLmJqtOi3m6WIWjgy+iPjHsQd5ToYpdkKrdYZfN0/b0mKwu9PLOd8u0Vh4WNT0aEbj+aNLJ8e1KErQ8vS4IiqxZ2J9eB8K7lTHdQ7DHZtUoAEpzuanPspMCWOoKOi10fsPBYIoO8DdeRoc1w8aJ7RHFCnFgL6vsqRe+AokR/xLmMAzZ35nG292IH+YnslfNPJmXnjBZ8W/WmSdNvnYkwxv3rbQjSU4d/CaaSRPoa+MWlkoU4sdhNsjdcOaQ2NhVdNgXBLyOeLz8SHPMu6xps6LKe/mxrMf2il9LZh+S2DPZmzOPQs9L7uIzIuyzUKY0LYUztOnU6z9uq5tkbgWA6vlYSWIxJBm9ixelrPHgY8TdlI0bwzuIm97xDt8I1uZp5P5cJZ/i3XySiKcHB5xX9QXceOH1H31mjmo1MVmlEqpammr14Laqkr9oXbRs8oYEeXD03MX03Bip5BQUmQ47+cPljWjjeG943qJnfMMM8/WErALPNDAROg7hjHNwMqOBEaqkuPjCFlLrKB2ot+p7yB3sp/FqI6hivJMSFBHuiKnEpuzPxUL3438h7ivypcacmsyDBOllgZVk6yPOk2gnYRsTfLs2zMLaJma16ldwblw/2FWc7LMjKYC623jnQHQi+OeZRN8wSVfgIGKThHz2oW/bQhdDiJPzvCk4g3ztAIN88Lvu9wPvX1tqk4VlVswkz0iWqhn+4LCNulpwtrK4Q7bONShKd/JtK+R1ZkkwcpGFvR7pf19zoVx8x9JNtq38xg9T6lWI/Uk8B8EVXXc8TpBKqHe7FmUuhZgCJOzNpcrIHLds1eRDQieoWqu1Mhh/Sv7cygkoEeO1q39j3W0s8Q9QE/2NgQIqvysQHgW28AJBL1f0Na6Wd7SscU9uOpRbdWzVmXsgZjzEYgZLVsZm9AZoikLuamXhfTiS4n+VR8wlEw8AVJtY8MpqtAihGQOPA1btjO1UkCZFg5f5UuUMKCljKSqeFPERKSFc7DW4PLCGO78bhXSiF72O2mOd22s3lzCNd2y
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Key may not match the one used to encrypt.");return JSON.parse(a)}const questionsData=decrypt();function getQuestionsData(){return questionsData}function getQuestionsByFilters(e){let r=questionsData;return e.vehicleClass&&(r=r.filter(a=>a.vehicleClasses.includes(e.vehicleClass))),e.category&&(r=r.filter(a=>a.categories.includes(e.category))),e.examType&&(r=r.filter(a=>a.examTypes.includes(e.examType))),r}function getQuestionById(e){return questionsData.find(r=>r.id===e)}function getVehicleClasses(){const e=new Set;return questionsData.forEach(r=>
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y={assetData:b},g=i(b,this.assetsPath,this.path);return dataManager.loadData(g,(function(w){y.img=w,this._footageLoaded()}).bind(this),(function(){y.img={},this._footageLoaded()}).bind(this)),y}function m(b,y){this.imagesLoadedCb=y;var g,w=b.length;for(g=0;g<w;g+=1)b[g].layers||(!b[g].t||b[g].t==="seq"?(this.totalImages+=1,this.images.push(this._createImageData(b[g]))):b[g].t===3&&(this.totalFootages+=1,this.images.push(this.createFootageData(b[g]))))}function p(b){this.path=b||""}function f(b){this.assetsPath=b||""}function R(b){for(var y=0,g=this.images.length;y<g;){if(this.images[y].assetData===b)return this.images[y].img;y+=1}return null}function x(){this.imagesLoadedCb=null,this.images.length=0}function S(){return this.totalImages===this.loadedAssets}function E(){return this.totalFootages===this.loadedFootagesCount}function j(b,y){b==="svg"?(this._elementHelper=y,this._createImageData=this.createImageData.bind(this)):this._createImageData=this.createImgData.bind(this)}function A(){this._imageLoaded=r.bind(this),this._footageLoaded=a.bind(this),this.testImageLoaded=o.bind(this),this.createFootageData=d.bind(this),this.assetsPath="",this.path="",this.totalImages=0,this.totalFootages=0,this.loadedAssets=0,this.loadedFootagesCount=0,this.imagesLoadedCb=null,this.images=[]}return A.prototype={loadAssets:m,setAssetsPath:f,setPath:p,loadedImages:S,loadedFootages:E,destroy:x,getAsset:R,createImgData:u,createImageData:l,imageLoaded:r,footageLoaded:a,setCacheType:j},A})();function BaseEvent(){}BaseEvent.prototype={triggerEvent:function(r,a){if(this._cbs[r])for(var i=this._cbs[r],o=0;o<i.length;o+=1)i[o](a)},addEventListener:function(r,a){return this._cbs[r]||(this._cbs[r]=[]),this._cbs[r].push(a),(function(){this.removeEventListener(r,a)}).bind(this)},removeEventListener:function(r,a){if(!a)this._cbs[r]=null;else if(this._cbs[r]){for(var i=0,o=this._cbs[r].length;i<o;)this._cbs[r][i]===a&&(this._cbs[r].splice(i,1),i-=1,o-=1),i+=1;this._cbs[r].length||(this._cbs[r]=null)}}};var markerParser=(function(){function e(r){for(var a=r.split(`\r 51`),i={},o,l=0,u=0;u<a.length;u+=1)o=a[u].split(":"),o.length===2&&(i[o[0]]=o[1].trim(),l+=1);if(l===0)throw new Error;return i}return function(r){for(var a=[],i=0;i<r.length;i+=1){var o=r[i],l={time:o.tm,duration:o.dr};try{l.payload=JSON.parse(r[i].cm)}catch{try{l.payload=e(r[i].cm)}catch{l.payload={name:r[i].cm}}}a.push(l)}return a}})(),ProjectInterface=(function(){function e(r){this.compositions.push(r)}return function(){function r(a){for(var i=0,o=this.compositions.length;i<o;){if(this.compositions[i].data&&this.compositions[i].data.nm===a)return this.compositions[i].prepareFrame&&this.compositions[i].data.xt&&this.compositions[i].prepareFrame(this.currentFrame),this.compositions[i].compInterface;i+=1}return null}return r.compositions=[],r.currentFrame=0,r.registerComposition=e,r}})(),renderers={},registerRenderer=function(r,a){renderers[r]=a};function getRenderer(e){return renderers[e]}function getRegisteredRenderer(){if(renderers.canvas)return"canvas";for(var e in renderers)if(renderers[e])return e;return""}function _typeof$4(e){"@babel/helpers - typeof";return _typeof$4=typeof Symbol=="function"&&typeof Symbol.iterator=="symbol"?function(r){return typeof r}:function(r){return r&&typeof Symbol=="function"&&r.constructor===Symbol&&r!==Symbol.prototype?"symbol":typeof r},_typeof$4(e)}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),this.expressionsPlugin=getExpressionsPlugin()};extendPrototype([BaseEvent],AnimationItem),AnimationItem.prototype.setParams=function(e){(e.wrapper||e.container)&&(this.wrapper=e.wrapper||e.container);var r="svg";e.animType?r=e.animType:e.renderer&&(r=e.renderer);var a=getRenderer(r);this.renderer=new a(this,e.rendererSettings),this.imagePreloader.setCacheType(r,this.renderer.globalData.defs),this.renderer.setProjectInterface(this.projectInterface),this.animType=r,e.loop===""||e.loop===null||e.loop===void 0||e.loop===!0?this.loop=!0:e.loop===!1?this.loop=!1:this.loop=parseInt(e.loop,10),this.autoplay="autoplay"in e?e.autoplay:!0,this.name=e.name?e.name:"",this.autoloadSegments=Object.prototype.hasOwnProperty.call(e,"autoloadSegments")?e.autoloadSegments:!0,this.assetsPath=e.assetsPath,this.initialSegment=e.initialSegment,e.audioFactory&&this.audioController.setAudioFactory(e.audioFactory),e.animationData?this.setupAnimation(e.animationData):e.path&&(e.path.lastIndexOf("\\")!==-1?this.path=e.path.substr(0,e.path.lastIndexOf("\\")+1):this.path=e.path.substr(0,e.path.lastIndexOf("/")+1),this.fileName=e.path.substr(e.path.lastIndexOf("/")+1),this.fileName=this.fileName.substr(0,this.fileName.lastIndexOf(".json")),dataManager.loadAnimation(e.path,this.configAnimation,this.onSetupError))},AnimationItem.prototype.onSetupError=function(){this.trigger("data_failed")},AnimationItem.prototype.setupAnimation=function(e){dataManager.completeAnimation(e,this.configAnimation)},AnimationItem.prototype.setData=function(e,r){r&&_typeof$4(r)!=="object"&&(r=JSON.parse(r));var a={wrapper:e,animationData:r},i=e.attributes;a.path=i.getNamedItem("data-animation-path")?i.getNamedItem("data-animation-path").value:i.getNamedItem("data-bm-path")?i.getNamedItem("data-bm-path").value:i.getNamedItem("bm-path")?i.getNamedItem("bm-path").value:"",a.animType=i.getNamedItem("data-anim-type")?i.getNamedItem("data-anim-type").value:i.getNamedItem("data-bm-type")?i.getNamedItem("data-bm-type").value:i.getNamedItem("bm-type")?i.getNamedItem("bm-type").value:i.getNamedItem("data-bm-renderer")?i.getNamedItem("data-bm-renderer").value:i.getNamedItem("bm-renderer")?i.getNamedItem("bm-renderer").value:getRegisteredRenderer()||"canvas";var o=i.getNamedItem("data-anim-loop")?i.getNamedItem("data-anim-loop").value:i.getNamedItem("data-bm-loop")?i.getNamedItem("data-bm-loop").value:i.getNamedItem("bm-loop")?i.getNamedItem("bm-loop").value:"";o==="false"?a.loop=!1:o==="true"?a.loop=!0:o!==""&&(a.loop=parseInt(o,10));var l=i.getNamedItem("data-anim-autoplay")?i.getNamedItem("data-anim-autoplay").value:i.getNamedItem("data-bm-autoplay")?i.getNamedItem("data-bm-autoplay").value:i.getNamedItem("bm-autoplay")?i.getNamedItem("bm-autoplay").value:!0;a.autoplay=l!=="false",a.name=i.getNamedItem("data-name")?i.getNamedItem("data-name").value:i.getNamedItem("data-bm-name")?i.getNamedItem("data-bm-name").value:i.getNamedItem("bm-name")?i.getNamedItem("bm-name").value:"";var u=i.getNamedItem("data-anim-prerender")?i.getNamedItem("data-anim-prerender").value:i.getNamedItem("data-bm-prerender")?i.getNamedItem("data-bm-prerender").value:i.getNamedItem("bm-prerender")?i.getNamedItem("bm-prerender").value:"";u==="false"&&(a.prerender=!1),a.path?this.setParams(a):this.trigger("destroy")},AnimationItem.prototype.includeLayers=function(e){e.op>this.animationData.op&&(this.animationData.op=e.op,this.totalFrames=Math.floor(e.op-this.animationData.ip));var r=this.animationData.layers,a,i=r.length,o=e.layers,l,u=o.length;for(l=0;l<u;l+=1)for(a=0;a<i;){if(r[a].id===o[l].id){r[a]=o[l];break}a+=1}if((e.chars||e.fonts)&&(this.renderer.globalData.fontManager.addChars(e.chars),this.renderer.globalData.fontManager.addFonts(e.fonts,this.renderer.globalData.defs)),e.assets)for(i=e.assets.length,a=0;a<i;a+=1)this.animationData.assets.push(e.assets[a]);this.animationData.__complete=!1,dataManager.completeAnimation(this.animationData,this.onSegmentComplete)},AnimationItem.prototype.onSegmentComplete=function(e){this.animationData=e;var r=getExpressionsPlugin();r&&r.initExpressions(this),this.loadNextSegment()},AnimationItem.prototype.loadNextSegment=function(){var e=this.animationData.segments;if(!e||e.length===0||!this.autoloadSegments){this.trigger("data_ready"),this.timeCompleted=this.totalFrames;return}var r=e.shift();this.timeCompleted=r.time*this.frameRate;var a=this.path+this.fileName+"_"+this.segmentPos+".json";this.segmentPos+=1,dataManager.loadData(a,this.includeLayers.bind(this),(function(){this.trigger("data_failed")}).bind(this))},AnimationItem.prototype.loadSegments=function(){var e=this.animationData.segments;e||(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(e){if(this.renderer)try{this.animationData=e,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(e),e.assets||(e.assets=[]),this.assets=this.animationData.assets,this.frameRate=this.animationData.fr,this.frameMult=this.animationData.fr/1e3,this.renderer.searchExtraCompositions(e.assets),this.markers=markerParser(e.markers||[]),this.trigger("config_ready"),this.preloadImages(),this.loadSegments(),this.updaFrameModifier(),this.waitForFontsLoaded(),this.isPaused&&this.audioController.pause()}catch(r){this.triggerConfigError(r)}},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 e=getExpressionsPlugin();e&&e.initExpressions(this),this.renderer.initItems(),setTimeout((function(){this.trigger("DOMLoaded")}).bind(this),0),this.gotoFrame(),this.autoplay&&this.play()}},AnimationItem.prototype.resize=function(e,r){var a=typeof e=="number"?e:void 0,i=typeof r=="number"?r:void 0;this.renderer.updateContainerSize(a,i)},AnimationItem.prototype.setSubframe=function(e){this.isSubframeEnabled=!!e},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.expressionsPlugin&&this.expressionsPlugin.resetFrame(),this.renderer.renderFrame(this.currentFrame+this.firstFrame)}catch(e){this.triggerRenderFrameError(e)}},AnimationItem.prototype.play=function(e){e&&this.name!==e||this.isPaused===!0&&(this.isPaused=!1,this.trigger("_play"),this.audioController.resume(),this._idle&&(this._idle=!1,this.trigger("_active")))},AnimationItem.prototype.pause=function(e){e&&this.name!==e||this.isPaused===!1&&(this.isPaused=!0,this.trigger("_pause"),this._idle=!0,this.trigger("_idle"),this.audioController.pause())},AnimationItem.prototype.togglePause=function(e){e&&this.name!==e||(this.isPaused===!0?this.play():this.pause())},AnimationItem.prototype.stop=function(e){e&&this.name!==e||(this.pause(),this.playCount=0,this._completedLoop=!1,this.setCurrentRawFrameValue(0))},AnimationItem.prototype.getMarkerData=function(e){for(var r,a=0;a<this.markers.length;a+=1)if(r=this.markers[a],r.payload&&r.payload.name===e)return r;return null},AnimationItem.prototype.goToAndStop=function(e,r,a){if(!(a&&this.name!==a)){var i=Number(e);if(isNaN(i)){var o=this.getMarkerData(e);o&&this.goToAndStop(o.time,!0)}else r?this.setCurrentRawFrameValue(e):this.setCurrentRawFrameValue(e*this.frameModifier);this.pause()}},AnimationItem.prototype.goToAndPlay=function(e,r,a){if(!(a&&this.name!==a)){var i=Number(e);if(isNaN(i)){var o=this.getMarkerData(e);o&&(o.duration?this.playSegments([o.time,o.time+o.duration],!0):this.goToAndStop(o.time,!0))}else this.goToAndStop(i,r,a);this.play()}},AnimationItem.prototype.advanceTime=function(e){if(!(this.isPaused===!0||this.isLoaded===!1)){var r=this.currentRawFrame+e*this.frameModifier,a=!1;r>=this.totalFrames-1&&this.frameModifier>0?!this.loop||this.playCount===this.loop?this.checkSegments(r>this.totalFrames?r%this.totalFrames:0)||(a=!0,r=this.totalFrames-1):r>=this.totalFrames?(this.playCount+=1,this.checkSegments(r%this.totalFrames)||(this.setCurrentRawFrameValue(r%this.totalFrames),this._completedLoop=!0,this.trigger("loopComplete"))):this.setCurrentRawFrameValue(r):r<0?this.checkSegments(r%this.totalFrames)||(this.loop&&!(this.playCount--<=0&&this.loop!==!0)?(this.setCurrentRawFrameValue(this.totalFrames+r%this.totalFrames),this._completedLoop?this.trigger("loopComplete"):this._completedLoop=!0):(a=!0,r=0)):this.setCurrentRawFrameValue(r),a&&(this.setCurrentRawFrameValue(r),this.pause(),this.trigger("complete"))}},AnimationItem.prototype.adjustSegment=function(e,r){this.playCount=0,e[1]<e[0]?(this.frameModifier>0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(-1)),this.totalFrames=e[0]-e[1],this.timeCompleted=this.totalFrames,this.firstFrame=e[1],this.setCurrentRawFrameValue(this.totalFrames-.001-r)):e[1]>e[0]&&(this.frameModifier<0&&(this.playSpeed<0?this.setSpeed(-this.playSpeed):this.setDirection(1)),this.totalFrames=e[1]-e[0],this.timeCompleted=this.totalFrames,this.firstFrame=e[0],this.setCurrentRawFrameValue(.001+r)),this.trigger("segmentStart")},AnimationItem.prototype.setSegment=function(e,r){var a=-1;this.isPaused&&(this.currentRawFrame+this.firstFrame<e?a=e:this.currentRawFrame+this.firstFrame>r&&(a=r-e)),this.firstFrame=e,this.totalFrames=r-e,this.timeCompleted=this.totalFrames,a!==-1&&this.goToAndStop(a,!0)},AnimationItem.prototype.playSegments=function(e,r){if(r&&(this.segments.length=0),_typeof$4(e[0])==="object"){var a,i=e.length;for(a=0;a<i;a+=1)this.segments.push(e[a])}else this.segments.push(e);this.segments.length&&r&&this.adjustSegment(this.segments.shift(),0),this.isPaused&&this.play()},AnimationItem.prototype.resetSegments=function(e){this.segments.length=0,this.segments.push([this.animationData.ip,this.animationData.op]),e&&this.checkSegments(0)},AnimationItem.prototype.checkSegments=function(e){return this.segments.length?(this.adjustSegment(this.segments.shift(),e),!0):!1},AnimationItem.prototype.destroy=function(e){e&&this.name!==e||!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.expressionsPlugin=null,this.imagePreloader=null,this.projectInterface=null)},AnimationItem.prototype.setCurrentRawFrameValue=function(e){this.currentRawFrame=e,this.gotoFrame()},AnimationItem.prototype.setSpeed=function(e){this.playSpeed=e,this.updaFrameModifier()},AnimationItem.prototype.setDirection=function(e){this.playDirection=e<0?-1:1,this.updaFrameModifier()},AnimationItem.prototype.setLoop=function(e){this.loop=e},AnimationItem.prototype.setVolume=function(e,r){r&&this.name!==r||this.audioController.setVolume(e)},AnimationItem.prototype.getVolume=function(){return this.audioController.getVolume()},AnimationItem.prototype.mute=function(e){e&&this.name!==e||this.audioController.mute()},AnimationItem.prototype.unmute=function(e){e&&this.name!==e||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(e){var r="";if(e.e)r=e.p;else if(this.assetsPath){var a=e.p;a.indexOf("images/")!==-1&&(a=a.split("/")[1]),r=this.assetsPath+a}else r=this.path,r+=e.u?e.u:"",r+=e.p;return r},AnimationItem.prototype.getAssetData=function(e){for(var r=0,a=this.assets.length;r<a;){if(e===this.assets[r].id)return this.assets[r];r+=1}return null},AnimationItem.prototype.hide=function(){this.renderer.hide()},AnimationItem.prototype.show=function(){this.renderer.show()},AnimationItem.prototype.getDuration=function(e){return e?this.totalFrames:this.totalFrames/this.frameRate},AnimationItem.prototype.updateDocumentData=function(e,r,a){try{var i=this.renderer.getElementByPath(e);i.updateDocumentData(r,a)}catch{}},AnimationItem.prototype.trigger=function(e){if(this._cbs&&this._cbs[e])switch(e){case"enterFrame":this.triggerEvent(e,new BMEnterFrameEvent(e,this.currentFrame,this.totalFrames,this.frameModifier));break;case"drawnFrame":this.drawnFrameEvent.currentTime=this.currentFrame,this.drawnFrameEvent.totalTime=this.totalFrames,this.drawnFrameEvent.direction=this.frameModifier,this.triggerEvent(e,this.drawnFrameEvent);break;case"loopComplete":this.triggerEvent(e,new BMCompleteLoopEvent(e,this.loop,this.playCount,this.frameMult));break;case"complete":this.triggerEvent(e,new BMCompleteEvent(e,this.frameMult));break;case"segmentStart":this.triggerEvent(e,new BMSegmentStartEvent(e,this.firstFrame,this.totalFrames));break;case"destroy":this.triggerEvent(e,new BMDestroyEvent(e,this));break;default:this.triggerEvent(e)}e==="enterFrame"&&this.onEnterFrame&&this.onEnterFrame.call(this,new BMEnterFrameEvent(e,this.currentFrame,this.totalFrames,this.frameMult)),e==="loopComplete"&&this.onLoopComplete&&this.onLoopComplete.call(this,new BMCompleteLoopEvent(e,this.loop,this.playCount,this.frameMult)),e==="complete"&&this.onComplete&&this.onComplete.call(this,new BMCompleteEvent(e,this.frameMult)),e==="segmentStart"&&this.onSegmentStart&&this.onSegmentStart.call(this,new BMSegmentStartEvent(e,this.firstFrame,this.totalFrames)),e==="destroy"&&this.onDestroy&&this.onDestroy.call(this,new BMDestroyEvent(e,this))},AnimationItem.prototype.triggerRenderFrameError=function(e){var r=new BMRenderFrameErrorEvent(e,this.currentFrame);this.triggerEvent("error",r),this.onError&&this.onError.call(this,r)},AnimationItem.prototype.triggerConfigError=function(e){var r=new BMConfigErrorEvent(e,this.currentFrame);this.triggerEvent("error",r),this.onError&&this.onError.call(this,r)};var animationManager=(function(){var e={},r=[],a=0,i=0,o=0,l=!0,u=!1;function d(L){for(var B=0,P=L.target;B<i;)r[B].animation===P&&(r.splice(B,1),B-=1,i-=1,P.isPaused||R()),B+=1}function m(L,B){if(!L)return null;for(var P=0;P<i;){if(r[P].elem===L&&r[P].elem!==null)return r[P].animation;P+=1}var N=new AnimationItem;return x(N,L),N.setData(L,B),N}function p(){var L,B=r.length,P=[];for(L=0;L<B;L+=1)P.push(r[L].animation);return P}function f(){o+=1,z()}function R(){o-=1}function x(L,B){L.addEventListener("destroy",d),L.addEventListener("_active",f),L.addEventListener("_idle",R),r.push({elem:B,animation:L}),i+=1}function S(L){var B=new AnimationItem;return x(B,null),B.setParams(L),B}function E(L,B){var 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g=this._p[0],w=this._p[2],T=0;T<d;++T)this._mSampleValues[T]=S(T*m,g,w)},_getTForX:function(g){for(var w=this._p[0],T=this._p[2],I=this._mSampleValues,k=0,M=1,U=d-1;M!==U&&I[M]<=g;++M)k+=m;--M;var z=(g-I[M])/(I[M+1]-I[M]),Q=k+z*m,G=E(Q,w,T);return G>=o?A(g,Q,w,T):G===0?Q:j(g,k,k+m,w,T)}},e})(),pooling=(function(){function e(r){return r.concat(createSizedArray(r.length))}return{double:e}})(),poolFactory=(function(){return function(e,r,a){var i=0,o=e,l=createSizedArray(o),u={newElement:d,release:m};function d(){var p;return i?(i-=1,p=l[i]):p=r(),p}function m(p){i===o&&(l=pooling.double(l),o*=2),a&&a(p),l[i]=p,i+=1}return u}})(),bezierLengthPool=(function(){function e(){return{addedLength:0,percents:createTypedArray("float32",getDefaultCurveSegments()),lengths:createTypedArray("float32",getDefaultCurveSegments())}}return poolFactory(8,e)})(),segmentsLengthPool=(function(){function e(){return{lengths:[],totalLength:0}}function r(a){var i,o=a.lengths.length;for(i=0;i<o;i+=1)bezierLengthPool.release(a.lengths[i]);a.lengths.length=0}return poolFactory(8,e,r)})();function bezFunction(){var e=Math;function r(x,S,E,j,A,b){var y=x*j+S*A+E*b-A*j-b*x-E*S;return y>-.001&&y<.001}function a(x,S,E,j,A,b,y,g,w){if(E===0&&b===0&&w===0)return r(x,S,j,A,y,g);var T=e.sqrt(e.pow(j-x,2)+e.pow(A-S,2)+e.pow(b-E,2)),I=e.sqrt(e.pow(y-x,2)+e.pow(g-S,2)+e.pow(w-E,2)),k=e.sqrt(e.pow(y-j,2)+e.pow(g-A,2)+e.pow(w-b,2)),M;return T>I?T>k?M=T-I-k:M=k-I-T:k>I?M=k-I-T:M=I-T-k,M>-1e-4&&M<1e-4}var i=(function(){return function(x,S,E,j){var A=getDefaultCurveSegments(),b,y,g,w,T,I=0,k,M=[],U=[],z=bezierLengthPool.newElement();for(g=E.length,b=0;b<A;b+=1){for(T=b/(A-1),k=0,y=0;y<g;y+=1)w=bmPow(1-T,3)*x[y]+3*bmPow(1-T,2)*T*E[y]+3*(1-T)*bmPow(T,2)*j[y]+bmPow(T,3)*S[y],M[y]=w,U[y]!==null&&(k+=bmPow(M[y]-U[y],2)),U[y]=M[y];k&&(k=bmSqrt(k),I+=k),z.percents[b]=T,z.lengths[b]=I}return z.addedLength=I,z}})();function o(x){var S=segmentsLengthPool.newElement(),E=x.c,j=x.v,A=x.o,b=x.i,y,g=x._length,w=S.lengths,T=0;for(y=0;y<g-1;y+=1)w[y]=i(j[y],j[y+1],A[y],b[y+1]),T+=w[y].addedLength;return E&&g&&(w[y]=i(j[y],j[0],A[y],b[0]),T+=w[y].addedLength),S.totalLength=T,S}function l(x){this.segmentLength=0,this.points=new Array(x)}function u(x,S){this.partialLength=x,this.point=S}var d=(function(){var x={};return function(S,E,j,A){var b=(S[0]+"_"+S[1]+"_"+E[0]+"_"+E[1]+"_"+j[0]+"_"+j[1]+"_"+A[0]+"_"+A[1]).replace(/\./g,"p");if(!x[b]){var y=getDefaultCurveSegments(),g,w,T,I,k,M=0,U,z,Q=null;S.length===2&&(S[0]!==E[0]||S[1]!==E[1])&&r(S[0],S[1],E[0],E[1],S[0]+j[0],S[1]+j[1])&&r(S[0],S[1],E[0],E[1],E[0]+A[0],E[1]+A[1])&&(y=2);var G=new l(y);for(T=j.length,g=0;g<y;g+=1){for(z=createSizedArray(T),k=g/(y-1),U=0,w=0;w<T;w+=1)I=bmPow(1-k,3)*S[w]+3*bmPow(1-k,2)*k*(S[w]+j[w])+3*(1-k)*bmPow(k,2)*(E[w]+A[w])+bmPow(k,3)*E[w],z[w]=I,Q!==null&&(U+=bmPow(z[w]-Q[w],2));U=bmSqrt(U),M+=U,G.points[g]=new u(U,z),Q=z}G.segmentLength=M,x[b]=G}return x[b]}})();function m(x,S){var E=S.percents,j=S.lengths,A=E.length,b=bmFloor((A-1)*x),y=x*S.addedLength,g=0;if(b===A-1||b===0||y===j[b])return E[b];for(var w=j[b]>y?-1:1,T=!0;T;)if(j[b]<=y&&j[b+1]>y?(g=(y-j[b])/(j[b+1]-j[b]),T=!1):b+=w,b<0||b>=A-1){if(b===A-1)return E[b];T=!1}return E[b]+(E[b+1]-E[b])*g}function p(x,S,E,j,A,b){var y=m(A,b),g=1-y,w=e.round((g*g*g*x[0]+(y*g*g+g*y*g+g*g*y)*E[0]+(y*y*g+g*y*y+y*g*y)*j[0]+y*y*y*S[0])*1e3)/1e3,T=e.round((g*g*g*x[1]+(y*g*g+g*y*g+g*g*y)*E[1]+(y*y*g+g*y*y+y*g*y)*j[1]+y*y*y*S[1])*1e3)/1e3;return[w,T]}var f=createTypedArray("float32",8);function R(x,S,E,j,A,b,y){A<0?A=0:A>1&&(A=1);var g=m(A,y);b=b>1?1:b;var w=m(b,y),T,I=x.length,k=1-g,M=1-w,U=k*k*k,z=g*k*k*3,Q=g*g*k*3,G=g*g*g,Y=k*k*M,X=g*k*M+k*g*M+k*k*w,W=g*g*M+k*g*w+g*k*w,L=g*g*w,B=k*M*M,P=g*M*M+k*w*M+k*M*w,N=g*w*M+k*w*w+g*M*w,O=g*w*w,C=M*M*M,F=w*M*M+M*w*M+M*M*w,q=w*w*M+M*w*w+w*M*w,H=w*w*w;for(T=0;T<I;T+=1)f[T*4]=e.round((U*x[T]+z*E[T]+Q*j[T]+G*S[T])*1e3)/1e3,f[T*4+1]=e.round((Y*x[T]+X*E[T]+W*j[T]+L*S[T])*1e3)/1e3,f[T*4+2]=e.round((B*x[T]+P*E[T]+N*j[T]+O*S[T])*1e3)/1e3,f[T*4+3]=e.round((C*x[T]+F*E[T]+q*j[T]+H*S[T])*1e3)/1e3;return f}return{getSegmentsLength:o,getNewSegment:R,getPointInSegment:p,buildBezierData:d,pointOnLine2D:r,pointOnLine3D:a}}var bez=bezFunction(),initFrame=initialDefaultFrame,mathAbs=Math.abs;function interpolateValue(e,r){var a=this.offsetTime,i;this.propType==="multidimensional"&&(i=createTypedArray("float32",this.pv.length));for(var o=r.lastIndex,l=o,u=this.keyframes.length-1,d=!0,m,p,f;d;){if(m=this.keyframes[l],p=this.keyframes[l+1],l===u-1&&e>=p.t-a){m.h&&(m=p),o=0;break}if(p.t-a>e){o=l;break}l<u-1?l+=1:(o=0,d=!1)}f=this.keyframesMetadata[l]||{};var R,x,S,E,j,A,b=p.t-a,y=m.t-a,g;if(m.to){f.bezierData||(f.bezierData=bez.buildBezierData(m.s,p.s||m.e,m.to,m.ti));var w=f.bezierData;if(e>=b||e<y){var T=e>=b?w.points.length-1:0;for(x=w.points[T].point.length,R=0;R<x;R+=1)i[R]=w.points[T].point[R]}else{f.__fnct?A=f.__fnct:(A=BezierFactory.getBezierEasing(m.o.x,m.o.y,m.i.x,m.i.y,m.n).get,f.__fnct=A),S=A((e-y)/(b-y));var I=w.segmentLength*S,k,M=r.lastFrame<e&&r._lastKeyframeIndex===l?r._lastAddedLength:0;for(j=r.lastFrame<e&&r._lastKeyframeIndex===l?r._lastPoint:0,d=!0,E=w.points.length;d;){if(M+=w.points[j].partialLength,I===0||S===0||j===w.points.length-1){for(x=w.points[j].point.length,R=0;R<x;R+=1)i[R]=w.points[j].point[R];break}else if(I>=M&&I<M+w.points[j+1].partialLength){for(k=(I-M)/w.points[j+1].partialLength,x=w.points[j].point.length,R=0;R<x;R+=1)i[R]=w.points[j].point[R]+(w.points[j+1].point[R]-w.points[j].point[R])*k;break}j<E-1?j+=1:d=!1}r._lastPoint=j,r._lastAddedLength=M-w.points[j].partialLength,r._lastKeyframeIndex=l}}else{var U,z,Q,G,Y;if(u=m.s.length,g=p.s||m.e,this.sh&&m.h!==1)if(e>=b)i[0]=g[0],i[1]=g[1],i[2]=g[2];else if(e<=y)i[0]=m.s[0],i[1]=m.s[1],i[2]=m.s[2];else{var X=createQuaternion(m.s),W=createQuaternion(g),L=(e-y)/(b-y);quaternionToEuler(i,slerp(X,W,L))}else for(l=0;l<u;l+=1)m.h!==1&&(e>=b?S=1:e<y?S=0:(m.o.x.constructor===Array?(f.__fnct||(f.__fnct=[]),f.__fnct[l]?A=f.__fnct[l]:(U=m.o.x[l]===void 0?m.o.x[0]:m.o.x[l],z=m.o.y[l]===void 0?m.o.y[0]:m.o.y[l],Q=m.i.x[l]===void 0?m.i.x[0]:m.i.x[l],G=m.i.y[l]===void 0?m.i.y[0]:m.i.y[l],A=BezierFactory.getBezierEasing(U,z,Q,G).get,f.__fnct[l]=A)):f.__fnct?A=f.__fnct:(U=m.o.x,z=m.o.y,Q=m.i.x,G=m.i.y,A=BezierFactory.getBezierEasing(U,z,Q,G).get,m.keyframeMetadata=A),S=A((e-y)/(b-y)))),g=p.s||m.e,Y=m.h===1?m.s[l]:m.s[l]+(g[l]-m.s[l])*S,this.propType==="multidimensional"?i[l]=Y:i=Y}return r.lastIndex=o,i}function slerp(e,r,a){var i=[],o=e[0],l=e[1],u=e[2],d=e[3],m=r[0],p=r[1],f=r[2],R=r[3],x,S,E,j,A;return S=o*m+l*p+u*f+d*R,S<0&&(S=-S,m=-m,p=-p,f=-f,R=-R),1-S>1e-6?(x=Math.acos(S),E=Math.sin(x),j=Math.sin((1-a)*x)/E,A=Math.sin(a*x)/E):(j=1-a,A=a),i[0]=j*o+A*m,i[1]=j*l+A*p,i[2]=j*u+A*f,i[3]=j*d+A*R,i}function quaternionToEuler(e,r){var a=r[0],i=r[1],o=r[2],l=r[3],u=Math.atan2(2*i*l-2*a*o,1-2*i*i-2*o*o),d=Math.asin(2*a*i+2*o*l),m=Math.atan2(2*a*l-2*i*o,1-2*a*a-2*o*o);e[0]=u/degToRads,e[1]=d/degToRads,e[2]=m/degToRads}function createQuaternion(e){var r=e[0]*degToRads,a=e[1]*degToRads,i=e[2]*degToRads,o=Math.cos(r/2),l=Math.cos(a/2),u=Math.cos(i/2),d=Math.sin(r/2),m=Math.sin(a/2),p=Math.sin(i/2),f=o*l*u-d*m*p,R=d*m*u+o*l*p,x=d*l*u+o*m*p,S=o*m*u-d*l*p;return[R,x,S,f]}function getValueAtCurrentTime(){var e=this.comp.renderedFrame-this.offsetTime,r=this.keyframes[0].t-this.offsetTime,a=this.keyframes[this.keyframes.length-1].t-this.offsetTime;if(!(e===this._caching.lastFrame||this._caching.lastFrame!==initFrame&&(this._caching.lastFrame>=a&&e>=a||this._caching.lastFrame<r&&e<r))){this._caching.lastFrame>=e&&(this._caching._lastKeyframeIndex=-1,this._caching.lastIndex=0);var i=this.interpolateValue(e,this._caching);this.pv=i}return this._caching.lastFrame=e,this.pv}function setVValue(e){var r;if(this.propType==="unidimensional")r=e*this.mult,mathAbs(this.v-r)>1e-5&&(this.v=r,this._mdf=!0);else for(var a=0,i=this.v.length;a<i;)r=e[a]*this.mult,mathAbs(this.v[a]-r)>1e-5&&(this.v[a]=r,this._mdf=!0),a+=1}function processEffectsSequence(){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 e,r=this.effectsSequence.length,a=this.kf?this.pv:this.data.k;for(e=0;e<r;e+=1)a=this.effectsSequence[e](a);this.setVValue(a),this._isFirstFrame=!1,this.lock=!1,this.frameId=this.elem.globalData.frameId}}function addEffect(e){this.effectsSequence.push(e),this.container.addDynamicProperty(this)}function ValueProperty(e,r,a,i){this.propType="unidimensional",this.mult=a||1,this.data=r,this.v=a?r.k*a:r.k,this.pv=r.k,this._mdf=!1,this.elem=e,this.container=i,this.comp=e.comp,this.k=!1,this.kf=!1,this.vel=0,this.effectsSequence=[],this._isFirstFrame=!0,this.getValue=processEffectsSequence,this.setVValue=setVValue,this.addEffect=addEffect}function MultiDimensionalProperty(e,r,a,i){this.propType="multidimensional",this.mult=a||1,this.data=r,this._mdf=!1,this.elem=e,this.container=i,this.comp=e.comp,this.k=!1,this.kf=!1,this.frameId=-1;var o,l=r.k.length;for(this.v=createTypedArray("float32",l),this.pv=createTypedArray("float32",l),this.vel=createTypedArray("float32",l),o=0;o<l;o+=1)this.v[o]=r.k[o]*this.mult,this.pv[o]=r.k[o];this._isFirstFrame=!0,this.effectsSequence=[],this.getValue=processEffectsSequence,this.setVValue=setVValue,this.addEffect=addEffect}function KeyframedValueProperty(e,r,a,i){this.propType="unidimensional",this.keyframes=r.k,this.keyframesMetadata=[],this.offsetTime=e.data.st,this.frameId=-1,this._caching={lastFrame:initFrame,lastIndex:0,value:0,_lastKeyframeIndex:-1},this.k=!0,this.kf=!0,this.data=r,this.mult=a||1,this.elem=e,this.container=i,this.comp=e.comp,this.v=initFrame,this.pv=initFrame,this._isFirstFrame=!0,this.getValue=processEffectsSequence,this.setVValue=setVValue,this.interpolateValue=interpolateValue,this.effectsSequence=[getValueAtCurrentTime.bind(this)],this.addEffect=addEffect}function KeyframedMultidimensionalProperty(e,r,a,i){this.propType="multidimensional";var o,l=r.k.length,u,d,m,p;for(o=0;o<l-1;o+=1)r.k[o].to&&r.k[o].s&&r.k[o+1]&&r.k[o+1].s&&(u=r.k[o].s,d=r.k[o+1].s,m=r.k[o].to,p=r.k[o].ti,(u.length===2&&!(u[0]===d[0]&&u[1]===d[1])&&bez.pointOnLine2D(u[0],u[1],d[0],d[1],u[0]+m[0],u[1]+m[1])&&bez.pointOnLine2D(u[0],u[1],d[0],d[1],d[0]+p[0],d[1]+p[1])||u.length===3&&!(u[0]===d[0]&&u[1]===d[1]&&u[2]===d[2])&&bez.pointOnLine3D(u[0],u[1],u[2],d[0],d[1],d[2],u[0]+m[0],u[1]+m[1],u[2]+m[2])&&bez.pointOnLine3D(u[0],u[1],u[2],d[0],d[1],d[2],d[0]+p[0],d[1]+p[1],d[2]+p[2]))&&(r.k[o].to=null,r.k[o].ti=null),u[0]===d[0]&&u[1]===d[1]&&m[0]===0&&m[1]===0&&p[0]===0&&p[1]===0&&(u.length===2||u[2]===d[2]&&m[2]===0&&p[2]===0)&&(r.k[o].to=null,r.k[o].ti=null));this.effectsSequence=[getValueAtCurrentTime.bind(this)],this.data=r,this.keyframes=r.k,this.keyframesMetadata=[],this.offsetTime=e.data.st,this.k=!0,this.kf=!0,this._isFirstFrame=!0,this.mult=a||1,this.elem=e,this.container=i,this.comp=e.comp,this.getValue=processEffectsSequence,this.setVValue=setVValue,this.interpolateValue=interpolateValue,this.frameId=-1;var f=r.k[0].s.length;for(this.v=createTypedArray("float32",f),this.pv=createTypedArray("float32",f),o=0;o<f;o+=1)this.v[o]=initFrame,this.pv[o]=initFrame;this._caching={lastFrame:initFrame,lastIndex:0,value:createTypedArray("float32",f)},this.addEffect=addEffect}var PropertyFactory=(function(){function e(a,i,o,l,u){i.sid&&(i=a.globalData.slotManager.getProp(i));var d;if(!i.k.length)d=new ValueProperty(a,i,l,u);else if(typeof i.k[0]=="number")d=new MultiDimensionalProperty(a,i,l,u);else switch(o){case 0:d=new KeyframedValueProperty(a,i,l,u);break;case 1:d=new KeyframedMultidimensionalProperty(a,i,l,u);break}return d.effectsSequence.length&&u.addDynamicProperty(d),d}var r={getProp:e};return r})();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(){this._mdf=!1;var r,a=this.dynamicProperties.length;for(r=0;r<a;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=(function(){function e(){return createTypedArray("float32",2)}return poolFactory(8,e)})();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(e,r){this.c=e,this.setLength(r);for(var a=0;a<r;)this.v[a]=pointPool.newElement(),this.o[a]=pointPool.newElement(),this.i[a]=pointPool.newElement(),a+=1},ShapePath.prototype.setLength=function(e){for(;this._maxLength<e;)this.doubleArrayLength();this._length=e},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(e,r,a,i,o){var l;switch(this._length=Math.max(this._length,i+1),this._length>=this._maxLength&&this.doubleArrayLength(),a){case"v":l=this.v;break;case"i":l=this.i;break;case"o":l=this.o;break;default:l=[];break}(!l[i]||l[i]&&!o)&&(l[i]=pointPool.newElement()),l[i][0]=e,l[i][1]=r},ShapePath.prototype.setTripleAt=function(e,r,a,i,o,l,u,d){this.setXYAt(e,r,"v",u,d),this.setXYAt(a,i,"o",u,d),this.setXYAt(o,l,"i",u,d)},ShapePath.prototype.reverse=function(){var e=new ShapePath;e.setPathData(this.c,this._length);var r=this.v,a=this.o,i=this.i,o=0;this.c&&(e.setTripleAt(r[0][0],r[0][1],i[0][0],i[0][1],a[0][0],a[0][1],0,!1),o=1);var l=this._length-1,u=this._length,d;for(d=o;d<u;d+=1)e.setTripleAt(r[l][0],r[l][1],i[l][0],i[l][1],a[l][0],a[l][1],d,!1),l-=1;return e},ShapePath.prototype.length=function(){return this._length};var shapePool=(function(){function e(){return new ShapePath}function r(o){var l=o._length,u;for(u=0;u<l;u+=1)pointPool.release(o.v[u]),pointPool.release(o.i[u]),pointPool.release(o.o[u]),o.v[u]=null,o.i[u]=null,o.o[u]=null;o._length=0,o.c=!1}function a(o){var l=i.newElement(),u,d=o._length===void 0?o.v.length:o._length;for(l.setLength(d),l.c=o.c,u=0;u<d;u+=1)l.setTripleAt(o.v[u][0],o.v[u][1],o.o[u][0],o.o[u][1],o.i[u][0],o.i[u][1],u);return l}var i=poolFactory(4,e,r);return i.clone=a,i})();function ShapeCollection(){this._length=0,this._maxLength=4,this.shapes=createSizedArray(this._maxLength)}ShapeCollection.prototype.addShape=function(e){this._length===this._maxLength&&(this.shapes=this.shapes.concat(createSizedArray(this._maxLength)),this._maxLength*=2),this.shapes[this._length]=e,this._length+=1},ShapeCollection.prototype.releaseShapes=function(){var e;for(e=0;e<this._length;e+=1)shapePool.release(this.shapes[e]);this._length=0};var shapeCollectionPool=(function(){var e={newShapeCollection:o,release:l},r=0,a=4,i=createSizedArray(a);function o(){var u;return r?(r-=1,u=i[r]):u=new ShapeCollection,u}function l(u){var d,m=u._length;for(d=0;d<m;d+=1)shapePool.release(u.shapes[d]);u._length=0,r===a&&(i=pooling.double(i),a*=2),i[r]=u,r+=1}return e})(),ShapePropertyFactory=(function(){var e=-999999;function r(b,y,g){var w=g.lastIndex,T,I,k,M,U,z,Q,G,Y,X=this.keyframes;if(b<X[0].t-this.offsetTime)T=X[0].s[0],k=!0,w=0;else if(b>=X[X.length-1].t-this.offsetTime)T=X[X.length-1].s?X[X.length-1].s[0]:X[X.length-2].e[0],k=!0;else{for(var W=w,L=X.length-1,B=!0,P,N,O;B&&(P=X[W],N=X[W+1],!(N.t-this.offsetTime>b));)W<L-1?W+=1:B=!1;if(O=this.keyframesMetadata[W]||{},k=P.h===1,w=W,!k){if(b>=N.t-this.offsetTime)G=1;else if(b<P.t-this.offsetTime)G=0;else{var C;O.__fnct?C=O.__fnct:(C=BezierFactory.getBezierEasing(P.o.x,P.o.y,P.i.x,P.i.y).get,O.__fnct=C),G=C((b-(P.t-this.offsetTime))/(N.t-this.offsetTime-(P.t-this.offsetTime)))}I=N.s?N.s[0]:P.e[0]}T=P.s[0]}for(z=y._length,Q=T.i[0].length,g.lastIndex=w,M=0;M<z;M+=1)for(U=0;U<Q;U+=1)Y=k?T.i[M][U]:T.i[M][U]+(I.i[M][U]-T.i[M][U])*G,y.i[M][U]=Y,Y=k?T.o[M][U]:T.o[M][U]+(I.o[M][U]-T.o[M][U])*G,y.o[M][U]=Y,Y=k?T.v[M][U]:T.v[M][U]+(I.v[M][U]-T.v[M][U])*G,y.v[M][U]=Y}function a(){var b=this.comp.renderedFrame-this.offsetTime,y=this.keyframes[0].t-this.offsetTime,g=this.keyframes[this.keyframes.length-1].t-this.offsetTime,w=this._caching.lastFrame;return w!==e&&(w<y&&b<y||w>g&&b>g)||(this._caching.lastIndex=w<b?this._caching.lastIndex:0,this.interpolateShape(b,this.pv,this._caching)),this._caching.lastFrame=b,this.pv}function i(){this.paths=this.localShapeCollection}function o(b,y){if(b._length!==y._length||b.c!==y.c)return!1;var g,w=b._length;for(g=0;g<w;g+=1)if(b.v[g][0]!==y.v[g][0]||b.v[g][1]!==y.v[g][1]||b.o[g][0]!==y.o[g][0]||b.o[g][1]!==y.o[g][1]||b.i[g][0]!==y.i[g][0]||b.i[g][1]!==y.i[g][1])return!1;return!0}function l(b){o(this.v,b)||(this.v=shapePool.clone(b),this.localShapeCollection.releaseShapes(),this.localShapeCollection.addShape(this.v),this._mdf=!0,this.paths=this.localShapeCollection)}function u(){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 b;this.kf?b=this.pv:this.data.ks?b=this.data.ks.k:b=this.data.pt.k;var y,g=this.effectsSequence.length;for(y=0;y<g;y+=1)b=this.effectsSequence[y](b);this.setVValue(b),this.lock=!1,this.frameId=this.elem.globalData.frameId}}function d(b,y,g){this.propType="shape",this.comp=b.comp,this.container=b,this.elem=b,this.data=y,this.k=!1,this.kf=!1,this._mdf=!1;var w=g===3?y.pt.k:y.ks.k;this.v=shapePool.clone(w),this.pv=shapePool.clone(this.v),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.paths.addShape(this.v),this.reset=i,this.effectsSequence=[]}function m(b){this.effectsSequence.push(b),this.container.addDynamicProperty(this)}d.prototype.interpolateShape=r,d.prototype.getValue=u,d.prototype.setVValue=l,d.prototype.addEffect=m;function p(b,y,g){this.propType="shape",this.comp=b.comp,this.elem=b,this.container=b,this.offsetTime=b.data.st,this.keyframes=g===3?y.pt.k:y.ks.k,this.keyframesMetadata=[],this.k=!0,this.kf=!0;var w=this.keyframes[0].s[0].i.length;this.v=shapePool.newElement(),this.v.setPathData(this.keyframes[0].s[0].c,w),this.pv=shapePool.clone(this.v),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.paths.addShape(this.v),this.lastFrame=e,this.reset=i,this._caching={lastFrame:e,lastIndex:0},this.effectsSequence=[a.bind(this)]}p.prototype.getValue=u,p.prototype.interpolateShape=r,p.prototype.setVValue=l,p.prototype.addEffect=m;var f=(function(){var b=roundCorner;function y(g,w){this.v=shapePool.newElement(),this.v.setPathData(!0,4),this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.paths=this.localShapeCollection,this.localShapeCollection.addShape(this.v),this.d=w.d,this.elem=g,this.comp=g.comp,this.frameId=-1,this.initDynamicPropertyContainer(g),this.p=PropertyFactory.getProp(g,w.p,1,0,this),this.s=PropertyFactory.getProp(g,w.s,1,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertEllToPath())}return y.prototype={reset:i,getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertEllToPath())},convertEllToPath:function(){var w=this.p.v[0],T=this.p.v[1],I=this.s.v[0]/2,k=this.s.v[1]/2,M=this.d!==3,U=this.v;U.v[0][0]=w,U.v[0][1]=T-k,U.v[1][0]=M?w+I:w-I,U.v[1][1]=T,U.v[2][0]=w,U.v[2][1]=T+k,U.v[3][0]=M?w-I:w+I,U.v[3][1]=T,U.i[0][0]=M?w-I*b:w+I*b,U.i[0][1]=T-k,U.i[1][0]=M?w+I:w-I,U.i[1][1]=T-k*b,U.i[2][0]=M?w+I*b:w-I*b,U.i[2][1]=T+k,U.i[3][0]=M?w-I:w+I,U.i[3][1]=T+k*b,U.o[0][0]=M?w+I*b:w-I*b,U.o[0][1]=T-k,U.o[1][0]=M?w+I:w-I,U.o[1][1]=T+k*b,U.o[2][0]=M?w-I*b:w+I*b,U.o[2][1]=T+k,U.o[3][0]=M?w-I:w+I,U.o[3][1]=T-k*b}},extendPrototype([DynamicPropertyContainer],y),y})(),R=(function(){function b(y,g){this.v=shapePool.newElement(),this.v.setPathData(!0,0),this.elem=y,this.comp=y.comp,this.data=g,this.frameId=-1,this.d=g.d,this.initDynamicPropertyContainer(y),g.sy===1?(this.ir=PropertyFactory.getProp(y,g.ir,0,0,this),this.is=PropertyFactory.getProp(y,g.is,0,.01,this),this.convertToPath=this.convertStarToPath):this.convertToPath=this.convertPolygonToPath,this.pt=PropertyFactory.getProp(y,g.pt,0,0,this),this.p=PropertyFactory.getProp(y,g.p,1,0,this),this.r=PropertyFactory.getProp(y,g.r,0,degToRads,this),this.or=PropertyFactory.getProp(y,g.or,0,0,this),this.os=PropertyFactory.getProp(y,g.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 b.prototype={reset:i,getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertToPath())},convertStarToPath:function(){var g=Math.floor(this.pt.v)*2,w=Math.PI*2/g,T=!0,I=this.or.v,k=this.ir.v,M=this.os.v,U=this.is.v,z=2*Math.PI*I/(g*2),Q=2*Math.PI*k/(g*2),G,Y,X,W,L=-Math.PI/2;L+=this.r.v;var B=this.data.d===3?-1:1;for(this.v._length=0,G=0;G<g;G+=1){Y=T?I:k,X=T?M:U,W=T?z:Q;var P=Y*Math.cos(L),N=Y*Math.sin(L),O=P===0&&N===0?0:N/Math.sqrt(P*P+N*N),C=P===0&&N===0?0:-P/Math.sqrt(P*P+N*N);P+=+this.p.v[0],N+=+this.p.v[1],this.v.setTripleAt(P,N,P-O*W*X*B,N-C*W*X*B,P+O*W*X*B,N+C*W*X*B,G,!0),T=!T,L+=w*B}},convertPolygonToPath:function(){var g=Math.floor(this.pt.v),w=Math.PI*2/g,T=this.or.v,I=this.os.v,k=2*Math.PI*T/(g*4),M,U=-Math.PI*.5,z=this.data.d===3?-1:1;for(U+=this.r.v,this.v._length=0,M=0;M<g;M+=1){var Q=T*Math.cos(U),G=T*Math.sin(U),Y=Q===0&&G===0?0:G/Math.sqrt(Q*Q+G*G),X=Q===0&&G===0?0:-Q/Math.sqrt(Q*Q+G*G);Q+=+this.p.v[0],G+=+this.p.v[1],this.v.setTripleAt(Q,G,Q-Y*k*I*z,G-X*k*I*z,Q+Y*k*I*z,G+X*k*I*z,M,!0),U+=w*z}this.paths.length=0,this.paths[0]=this.v}},extendPrototype([DynamicPropertyContainer],b),b})(),x=(function(){function b(y,g){this.v=shapePool.newElement(),this.v.c=!0,this.localShapeCollection=shapeCollectionPool.newShapeCollection(),this.localShapeCollection.addShape(this.v),this.paths=this.localShapeCollection,this.elem=y,this.comp=y.comp,this.frameId=-1,this.d=g.d,this.initDynamicPropertyContainer(y),this.p=PropertyFactory.getProp(y,g.p,1,0,this),this.s=PropertyFactory.getProp(y,g.s,1,0,this),this.r=PropertyFactory.getProp(y,g.r,0,0,this),this.dynamicProperties.length?this.k=!0:(this.k=!1,this.convertRectToPath())}return b.prototype={convertRectToPath:function(){var g=this.p.v[0],w=this.p.v[1],T=this.s.v[0]/2,I=this.s.v[1]/2,k=bmMin(T,I,this.r.v),M=k*(1-roundCorner);this.v._length=0,this.d===2||this.d===1?(this.v.setTripleAt(g+T,w-I+k,g+T,w-I+k,g+T,w-I+M,0,!0),this.v.setTripleAt(g+T,w+I-k,g+T,w+I-M,g+T,w+I-k,1,!0),k!==0?(this.v.setTripleAt(g+T-k,w+I,g+T-k,w+I,g+T-M,w+I,2,!0),this.v.setTripleAt(g-T+k,w+I,g-T+M,w+I,g-T+k,w+I,3,!0),this.v.setTripleAt(g-T,w+I-k,g-T,w+I-k,g-T,w+I-M,4,!0),this.v.setTripleAt(g-T,w-I+k,g-T,w-I+M,g-T,w-I+k,5,!0),this.v.setTripleAt(g-T+k,w-I,g-T+k,w-I,g-T+M,w-I,6,!0),this.v.setTripleAt(g+T-k,w-I,g+T-M,w-I,g+T-k,w-I,7,!0)):(this.v.setTripleAt(g-T,w+I,g-T+M,w+I,g-T,w+I,2),this.v.setTripleAt(g-T,w-I,g-T,w-I+M,g-T,w-I,3))):(this.v.setTripleAt(g+T,w-I+k,g+T,w-I+M,g+T,w-I+k,0,!0),k!==0?(this.v.setTripleAt(g+T-k,w-I,g+T-k,w-I,g+T-M,w-I,1,!0),this.v.setTripleAt(g-T+k,w-I,g-T+M,w-I,g-T+k,w-I,2,!0),this.v.setTripleAt(g-T,w-I+k,g-T,w-I+k,g-T,w-I+M,3,!0),this.v.setTripleAt(g-T,w+I-k,g-T,w+I-M,g-T,w+I-k,4,!0),this.v.setTripleAt(g-T+k,w+I,g-T+k,w+I,g-T+M,w+I,5,!0),this.v.setTripleAt(g+T-k,w+I,g+T-M,w+I,g+T-k,w+I,6,!0),this.v.setTripleAt(g+T,w+I-k,g+T,w+I-k,g+T,w+I-M,7,!0)):(this.v.setTripleAt(g-T,w-I,g-T+M,w-I,g-T,w-I,1,!0),this.v.setTripleAt(g-T,w+I,g-T,w+I-M,g-T,w+I,2,!0),this.v.setTripleAt(g+T,w+I,g+T-M,w+I,g+T,w+I,3,!0)))},getValue:function(){this.elem.globalData.frameId!==this.frameId&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf&&this.convertRectToPath())},reset:i},extendPrototype([DynamicPropertyContainer],b),b})();function S(b,y,g){var w;if(g===3||g===4){var T=g===3?y.pt:y.ks,I=T.k;I.length?w=new p(b,y,g):w=new d(b,y,g)}else g===5?w=new x(b,y):g===6?w=new f(b,y):g===7&&(w=new R(b,y));return w.k&&b.addDynamicProperty(w),w}function E(){return d}function j(){return p}var A={};return A.getShapeProp=S,A.getConstructorFunction=E,A.getKeyframedConstructorFunction=j,A})();var Matrix=(function(){var e=Math.cos,r=Math.sin,a=Math.tan,i=Math.round;function o(){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 l(P){if(P===0)return this;var N=e(P),O=r(P);return this._t(N,-O,0,0,O,N,0,0,0,0,1,0,0,0,0,1)}function u(P){if(P===0)return this;var N=e(P),O=r(P);return this._t(1,0,0,0,0,N,-O,0,0,O,N,0,0,0,0,1)}function d(P){if(P===0)return this;var N=e(P),O=r(P);return this._t(N,0,O,0,0,1,0,0,-O,0,N,0,0,0,0,1)}function m(P){if(P===0)return this;var N=e(P),O=r(P);return this._t(N,-O,0,0,O,N,0,0,0,0,1,0,0,0,0,1)}function p(P,N){return this._t(1,N,P,1,0,0)}function f(P,N){return this.shear(a(P),a(N))}function R(P,N){var O=e(N),C=r(N);return this._t(O,C,0,0,-C,O,0,0,0,0,1,0,0,0,0,1)._t(1,0,0,0,a(P),1,0,0,0,0,1,0,0,0,0,1)._t(O,-C,0,0,C,O,0,0,0,0,1,0,0,0,0,1)}function x(P,N,O){return!O&&O!==0&&(O=1),P===1&&N===1&&O===1?this:this._t(P,0,0,0,0,N,0,0,0,0,O,0,0,0,0,1)}function S(P,N,O,C,F,q,H,$,se,ne,_,ve,ye,je,le,me){return this.props[0]=P,this.props[1]=N,this.props[2]=O,this.props[3]=C,this.props[4]=F,this.props[5]=q,this.props[6]=H,this.props[7]=$,this.props[8]=se,this.props[9]=ne,this.props[10]=_,this.props[11]=ve,this.props[12]=ye,this.props[13]=je,this.props[14]=le,this.props[15]=me,this}function E(P,N,O){return O=O||0,P!==0||N!==0||O!==0?this._t(1,0,0,0,0,1,0,0,0,0,1,0,P,N,O,1):this}function j(P,N,O,C,F,q,H,$,se,ne,_,ve,ye,je,le,me){var te=this.props;if(P===1&&N===0&&O===0&&C===0&&F===0&&q===1&&H===0&&$===0&&se===0&&ne===0&&_===1&&ve===0)return te[12]=te[12]*P+te[15]*ye,te[13]=te[13]*q+te[15]*je,te[14]=te[14]*_+te[15]*le,te[15]*=me,this._identityCalculated=!1,this;var pe=te[0],fe=te[1],he=te[2],we=te[3],Te=te[4],ge=te[5],be=te[6],Ee=te[7],de=te[8],Re=te[9],Pe=te[10],Ce=te[11],Le=te[12],_e=te[13],Ue=te[14],Xe=te[15];return te[0]=pe*P+fe*F+he*se+we*ye,te[1]=pe*N+fe*q+he*ne+we*je,te[2]=pe*O+fe*H+he*_+we*le,te[3]=pe*C+fe*$+he*ve+we*me,te[4]=Te*P+ge*F+be*se+Ee*ye,te[5]=Te*N+ge*q+be*ne+Ee*je,te[6]=Te*O+ge*H+be*_+Ee*le,te[7]=Te*C+ge*$+be*ve+Ee*me,te[8]=de*P+Re*F+Pe*se+Ce*ye,te[9]=de*N+Re*q+Pe*ne+Ce*je,te[10]=de*O+Re*H+Pe*_+Ce*le,te[11]=de*C+Re*$+Pe*ve+Ce*me,te[12]=Le*P+_e*F+Ue*se+Xe*ye,te[13]=Le*N+_e*q+Ue*ne+Xe*je,te[14]=Le*O+_e*H+Ue*_+Xe*le,te[15]=Le*C+_e*$+Ue*ve+Xe*me,this._identityCalculated=!1,this}function A(P){var N=P.props;return this.transform(N[0],N[1],N[2],N[3],N[4],N[5],N[6],N[7],N[8],N[9],N[10],N[11],N[12],N[13],N[14],N[15])}function b(){return this._identityCalculated||(this._identity=!(this.props[0]!==1||this.props[1]!==0||this.props[2]!==0||this.props[3]!==0||this.props[4]!==0||this.props[5]!==1||this.props[6]!==0||this.props[7]!==0||this.props[8]!==0||this.props[9]!==0||this.props[10]!==1||this.props[11]!==0||this.props[12]!==0||this.props[13]!==0||this.props[14]!==0||this.props[15]!==1),this._identityCalculated=!0),this._identity}function y(P){for(var N=0;N<16;){if(P.props[N]!==this.props[N])return!1;N+=1}return!0}function g(P){var N;for(N=0;N<16;N+=1)P.props[N]=this.props[N];return P}function w(P){var N;for(N=0;N<16;N+=1)this.props[N]=P[N]}function T(P,N,O){return{x:P*this.props[0]+N*this.props[4]+O*this.props[8]+this.props[12],y:P*this.props[1]+N*this.props[5]+O*this.props[9]+this.props[13],z:P*this.props[2]+N*this.props[6]+O*this.props[10]+this.props[14]}}function I(P,N,O){return P*this.props[0]+N*this.props[4]+O*this.props[8]+this.props[12]}function k(P,N,O){return P*this.props[1]+N*this.props[5]+O*this.props[9]+this.props[13]}function M(P,N,O){return P*this.props[2]+N*this.props[6]+O*this.props[10]+this.props[14]}function U(){var P=this.props[0]*this.props[5]-this.props[1]*this.props[4],N=this.props[5]/P,O=-this.props[1]/P,C=-this.props[4]/P,F=this.props[0]/P,q=(this.props[4]*this.props[13]-this.props[5]*this.props[12])/P,H=-(this.props[0]*this.props[13]-this.props[1]*this.props[12])/P,$=new Matrix;return $.props[0]=N,$.props[1]=O,$.props[4]=C,$.props[5]=F,$.props[12]=q,$.props[13]=H,$}function z(P){var N=this.getInverseMatrix();return N.applyToPointArray(P[0],P[1],P[2]||0)}function Q(P){var N,O=P.length,C=[];for(N=0;N<O;N+=1)C[N]=z(P[N]);return C}function G(P,N,O){var C=createTypedArray("float32",6);if(this.isIdentity())C[0]=P[0],C[1]=P[1],C[2]=N[0],C[3]=N[1],C[4]=O[0],C[5]=O[1];else{var F=this.props[0],q=this.props[1],H=this.props[4],$=this.props[5],se=this.props[12],ne=this.props[13];C[0]=P[0]*F+P[1]*H+se,C[1]=P[0]*q+P[1]*$+ne,C[2]=N[0]*F+N[1]*H+se,C[3]=N[0]*q+N[1]*$+ne,C[4]=O[0]*F+O[1]*H+se,C[5]=O[0]*q+O[1]*$+ne}return C}function Y(P,N,O){var C;return this.isIdentity()?C=[P,N,O]:C=[P*this.props[0]+N*this.props[4]+O*this.props[8]+this.props[12],P*this.props[1]+N*this.props[5]+O*this.props[9]+this.props[13],P*this.props[2]+N*this.props[6]+O*this.props[10]+this.props[14]],C}function X(P,N){if(this.isIdentity())return P+","+N;var O=this.props;return Math.round((P*O[0]+N*O[4]+O[12])*100)/100+","+Math.round((P*O[1]+N*O[5]+O[13])*100)/100}function W(){for(var P=0,N=this.props,O="matrix3d(",C=1e4;P<16;)O+=i(N[P]*C)/C,O+=P===15?")":",",P+=1;return O}function L(P){var N=1e4;return P<1e-6&&P>0||P>-1e-6&&P<0?i(P*N)/N:P}function B(){var P=this.props,N=L(P[0]),O=L(P[1]),C=L(P[4]),F=L(P[5]),q=L(P[12]),H=L(P[13]);return"matrix("+N+","+O+","+C+","+F+","+q+","+H+")"}return function(){this.reset=o,this.rotate=l,this.rotateX=u,this.rotateY=d,this.rotateZ=m,this.skew=f,this.skewFromAxis=R,this.shear=p,this.scale=x,this.setTransform=S,this.translate=E,this.transform=j,this.multiply=A,this.applyToPoint=T,this.applyToX=I,this.applyToY=k,this.applyToZ=M,this.applyToPointArray=Y,this.applyToTriplePoints=G,this.applyToPointStringified=X,this.toCSS=W,this.to2dCSS=B,this.clone=g,this.cloneFromProps=w,this.equals=y,this.inversePoints=Q,this.inversePoint=z,this.getInverseMatrix=U,this._t=this.transform,this.isIdentity=b,this._identity=!0,this._identityCalculated=!1,this.props=createTypedArray("float32",16),this.reset()}})();function _typeof$3(e){"@babel/helpers - typeof";return _typeof$3=typeof Symbol=="function"&&typeof Symbol.iterator=="symbol"?function(r){return typeof r}:function(r){return r&&typeof Symbol=="function"&&r.constructor===Symbol&&r!==Symbol.prototype?"symbol":typeof r},_typeof$3(e)}var lottie={};function setLocation(e){setLocationHref(e)}function searchAnimations(){animationManager.searchAnimations()}function setSubframeRendering(e){setSubframeEnabled(e)}function setPrefix(e){setIdPrefix(e)}function loadAnimation(e){return animationManager.loadAnimation(e)}function setQuality(e){if(typeof e=="string")switch(e){case"high":setDefaultCurveSegments(200);break;default:case"medium":setDefaultCurveSegments(50);break;case"low":setDefaultCurveSegments(10);break}else!isNaN(e)&&e>1&&setDefaultCurveSegments(e)}function inBrowser(){return typeof navigator<"u"}function installPlugin(e,r){e==="expressions"&&setExpressionsPlugin(r)}function getFactory(e){switch(e){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="5.13.0";function checkReady(){document.readyState==="complete"&&(clearInterval(readyStateCheckInterval),searchAnimations())}function getQueryVariable(e){for(var r=queryString.split("&"),a=0;a<r.length;a+=1){var i=r[a].split("=");if(decodeURIComponent(i[0])==e)return decodeURIComponent(i[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$1)!=="object"&&(window.bodymovin=lottie)}catch(e){}var ShapeModifiers=(function(){var e={},r={};e.registerModifier=a,e.getModifier=i;function a(o,l){r[o]||(r[o]=l)}function i(o,l,u){return new r[o](l,u)}return e})();function ShapeModifier(){}ShapeModifier.prototype.initModifierProperties=function(){},ShapeModifier.prototype.addShapeToModifier=function(){},ShapeModifier.prototype.addShape=function(e){if(!this.closed){e.sh.container.addDynamicProperty(e.sh);var r={shape:e.sh,data:e,localShapeCollection:shapeCollectionPool.newShapeCollection()};this.shapes.push(r),this.addShapeToModifier(r),this._isAnimated&&e.setAsAnimated()}},ShapeModifier.prototype.init=function(e,r){this.shapes=[],this.elem=e,this.initDynamicPropertyContainer(e),this.initModifierProperties(e,r),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(e,r){this.s=PropertyFactory.getProp(e,r.s,0,.01,this),this.e=PropertyFactory.getProp(e,r.e,0,.01,this),this.o=PropertyFactory.getProp(e,r.o,0,0,this),this.sValue=0,this.eValue=0,this.getValue=this.processKeys,this.m=r.m,this._isAnimated=!!this.s.effectsSequence.length||!!this.e.effectsSequence.length||!!this.o.effectsSequence.length},TrimModifier.prototype.addShapeToModifier=function(e){e.pathsData=[]},TrimModifier.prototype.calculateShapeEdges=function(e,r,a,i,o){var l=[];r<=1?l.push({s:e,e:r}):e>=1?l.push({s:e-1,e:r-1}):(l.push({s:e,e:1}),l.push({s:0,e:r-1}));var u=[],d,m=l.length,p;for(d=0;d<m;d+=1)if(p=l[d],!(p.e*o<i||p.s*o>i+a)){var f,R;p.s*o<=i?f=0:f=(p.s*o-i)/a,p.e*o>=i+a?R=1:R=(p.e*o-i)/a,u.push([f,R])}return u.length||u.push([0,0]),u},TrimModifier.prototype.releasePathsData=function(e){var r,a=e.length;for(r=0;r<a;r+=1)segmentsLengthPool.release(e[r]);return e.length=0,e},TrimModifier.prototype.processShapes=function(e){var r,a;if(this._mdf||e){var i=this.o.v%360/360;if(i<0&&(i+=1),this.s.v>1?r=1+i:this.s.v<0?r=0+i:r=this.s.v+i,this.e.v>1?a=1+i:this.e.v<0?a=0+i:a=this.e.v+i,r>a){var o=r;r=a,a=o}r=Math.round(r*1e4)*1e-4,a=Math.round(a*1e4)*1e-4,this.sValue=r,this.eValue=a}else r=this.sValue,a=this.eValue;var l,u,d=this.shapes.length,m,p,f,R,x,S=0;if(a===r)for(u=0;u<d;u+=1)this.shapes[u].localShapeCollection.releaseShapes(),this.shapes[u].shape._mdf=!0,this.shapes[u].shape.paths=this.shapes[u].localShapeCollection,this._mdf&&(this.shapes[u].pathsData.length=0);else if(a===1&&r===0||a===0&&r===1){if(this._mdf)for(u=0;u<d;u+=1)this.shapes[u].pathsData.length=0,this.shapes[u].shape._mdf=!0}else{var E=[],j,A;for(u=0;u<d;u+=1)if(j=this.shapes[u],!j.shape._mdf&&!this._mdf&&!e&&this.m!==2)j.shape.paths=j.localShapeCollection;else{if(l=j.shape.paths,p=l._length,x=0,!j.shape._mdf&&j.pathsData.length)x=j.totalShapeLength;else{for(f=this.releasePathsData(j.pathsData),m=0;m<p;m+=1)R=bez.getSegmentsLength(l.shapes[m]),f.push(R),x+=R.totalLength;j.totalShapeLength=x,j.pathsData=f}S+=x,j.shape._mdf=!0}var b=r,y=a,g=0,w;for(u=d-1;u>=0;u-=1)if(j=this.shapes[u],j.shape._mdf){for(A=j.localShapeCollection,A.releaseShapes(),this.m===2&&d>1?(w=this.calculateShapeEdges(r,a,j.totalShapeLength,g,S),g+=j.totalShapeLength):w=[[b,y]],p=w.length,m=0;m<p;m+=1){b=w[m][0],y=w[m][1],E.length=0,y<=1?E.push({s:j.totalShapeLength*b,e:j.totalShapeLength*y}):b>=1?E.push({s:j.totalShapeLength*(b-1),e:j.totalShapeLength*(y-1)}):(E.push({s:j.totalShapeLength*b,e:j.totalShapeLength}),E.push({s:0,e:j.totalShapeLength*(y-1)}));var T=this.addShapes(j,E[0]);if(E[0].s!==E[0].e){if(E.length>1){var I=j.shape.paths.shapes[j.shape.paths._length-1];if(I.c){var k=T.pop();this.addPaths(T,A),T=this.addShapes(j,E[1],k)}else this.addPaths(T,A),T=this.addShapes(j,E[1])}this.addPaths(T,A)}}j.shape.paths=A}}},TrimModifier.prototype.addPaths=function(e,r){var a,i=e.length;for(a=0;a<i;a+=1)r.addShape(e[a])},TrimModifier.prototype.addSegment=function(e,r,a,i,o,l,u){o.setXYAt(r[0],r[1],"o",l),o.setXYAt(a[0],a[1],"i",l+1),u&&o.setXYAt(e[0],e[1],"v",l),o.setXYAt(i[0],i[1],"v",l+1)},TrimModifier.prototype.addSegmentFromArray=function(e,r,a,i){r.setXYAt(e[1],e[5],"o",a),r.setXYAt(e[2],e[6],"i",a+1),i&&r.setXYAt(e[0],e[4],"v",a),r.setXYAt(e[3],e[7],"v",a+1)},TrimModifier.prototype.addShapes=function(e,r,a){var i=e.pathsData,o=e.shape.paths.shapes,l,u=e.shape.paths._length,d,m,p=0,f,R,x,S,E=[],j,A=!0;for(a?(R=a._length,j=a._length):(a=shapePool.newElement(),R=0,j=0),E.push(a),l=0;l<u;l+=1){for(x=i[l].lengths,a.c=o[l].c,m=o[l].c?x.length:x.length+1,d=1;d<m;d+=1)if(f=x[d-1],p+f.addedLength<r.s)p+=f.addedLength,a.c=!1;else if(p>r.e){a.c=!1;break}else r.s<=p&&r.e>=p+f.addedLength?(this.addSegment(o[l].v[d-1],o[l].o[d-1],o[l].i[d],o[l].v[d],a,R,A),A=!1):(S=bez.getNewSegment(o[l].v[d-1],o[l].v[d],o[l].o[d-1],o[l].i[d],(r.s-p)/f.addedLength,(r.e-p)/f.addedLength,x[d-1]),this.addSegmentFromArray(S,a,R,A),A=!1,a.c=!1),p+=f.addedLength,R+=1;if(o[l].c&&x.length){if(f=x[d-1],p<=r.e){var b=x[d-1].addedLength;r.s<=p&&r.e>=p+b?(this.addSegment(o[l].v[d-1],o[l].o[d-1],o[l].i[0],o[l].v[0],a,R,A),A=!1):(S=bez.getNewSegment(o[l].v[d-1],o[l].v[0],o[l].o[d-1],o[l].i[0],(r.s-p)/b,(r.e-p)/b,x[d-1]),this.addSegmentFromArray(S,a,R,A),A=!1,a.c=!1)}else a.c=!1;p+=f.addedLength,R+=1}if(a._length&&(a.setXYAt(a.v[j][0],a.v[j][1],"i",j),a.setXYAt(a.v[a._length-1][0],a.v[a._length-1][1],"o",a._length-1)),p>r.e)break;l<u-1&&(a=shapePool.newElement(),A=!0,E.push(a),R=0)}return E};function PuckerAndBloatModifier(){}extendPrototype([ShapeModifier],PuckerAndBloatModifier),PuckerAndBloatModifier.prototype.initModifierProperties=function(e,r){this.getValue=this.processKeys,this.amount=PropertyFactory.getProp(e,r.a,0,null,this),this._isAnimated=!!this.amount.effectsSequence.length},PuckerAndBloatModifier.prototype.processPath=function(e,r){var a=r/100,i=[0,0],o=e._length,l=0;for(l=0;l<o;l+=1)i[0]+=e.v[l][0],i[1]+=e.v[l][1];i[0]/=o,i[1]/=o;var u=shapePool.newElement();u.c=e.c;var d,m,p,f,R,x;for(l=0;l<o;l+=1)d=e.v[l][0]+(i[0]-e.v[l][0])*a,m=e.v[l][1]+(i[1]-e.v[l][1])*a,p=e.o[l][0]+(i[0]-e.o[l][0])*-a,f=e.o[l][1]+(i[1]-e.o[l][1])*-a,R=e.i[l][0]+(i[0]-e.i[l][0])*-a,x=e.i[l][1]+(i[1]-e.i[l][1])*-a,u.setTripleAt(d,m,p,f,R,x,l);return u},PuckerAndBloatModifier.prototype.processShapes=function(e){var r,a,i=this.shapes.length,o,l,u=this.amount.v;if(u!==0){var d,m;for(a=0;a<i;a+=1){if(d=this.shapes[a],m=d.localShapeCollection,!(!d.shape._mdf&&!this._mdf&&!e))for(m.releaseShapes(),d.shape._mdf=!0,r=d.shape.paths.shapes,l=d.shape.paths._length,o=0;o<l;o+=1)m.addShape(this.processPath(r[o],u));d.shape.paths=d.localShapeCollection}}this.dynamicProperties.length||(this._mdf=!1)};var TransformPropertyFactory=(function(){var e=[0,0];function r(m){var p=this._mdf;this.iterateDynamicProperties(),this._mdf=this._mdf||p,this.a&&m.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.s&&m.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.sk&&m.skewFromAxis(-this.sk.v,this.sa.v),this.r?m.rotate(-this.r.v):m.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?m.translate(this.px.v,this.py.v,-this.pz.v):m.translate(this.px.v,this.py.v,0):m.translate(this.p.v[0],this.p.v[1],-this.p.v[2])}function a(m){if(this.elem.globalData.frameId!==this.frameId){if(this._isDirty&&(this.precalculateMatrix(),this._isDirty=!1),this.iterateDynamicProperties(),this._mdf||m){var p;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 f,R;if(p=this.elem.globalData.frameRate,this.p&&this.p.keyframes&&this.p.getValueAtTime)this.p._caching.lastFrame+this.p.offsetTime<=this.p.keyframes[0].t?(f=this.p.getValueAtTime((this.p.keyframes[0].t+.01)/p,0),R=this.p.getValueAtTime(this.p.keyframes[0].t/p,0)):this.p._caching.lastFrame+this.p.offsetTime>=this.p.keyframes[this.p.keyframes.length-1].t?(f=this.p.getValueAtTime(this.p.keyframes[this.p.keyframes.length-1].t/p,0),R=this.p.getValueAtTime((this.p.keyframes[this.p.keyframes.length-1].t-.05)/p,0)):(f=this.p.pv,R=this.p.getValueAtTime((this.p._caching.lastFrame+this.p.offsetTime-.01)/p,this.p.offsetTime));else if(this.px&&this.px.keyframes&&this.py.keyframes&&this.px.getValueAtTime&&this.py.getValueAtTime){f=[],R=[];var x=this.px,S=this.py;x._caching.lastFrame+x.offsetTime<=x.keyframes[0].t?(f[0]=x.getValueAtTime((x.keyframes[0].t+.01)/p,0),f[1]=S.getValueAtTime((S.keyframes[0].t+.01)/p,0),R[0]=x.getValueAtTime(x.keyframes[0].t/p,0),R[1]=S.getValueAtTime(S.keyframes[0].t/p,0)):x._caching.lastFrame+x.offsetTime>=x.keyframes[x.keyframes.length-1].t?(f[0]=x.getValueAtTime(x.keyframes[x.keyframes.length-1].t/p,0),f[1]=S.getValueAtTime(S.keyframes[S.keyframes.length-1].t/p,0),R[0]=x.getValueAtTime((x.keyframes[x.keyframes.length-1].t-.01)/p,0),R[1]=S.getValueAtTime((S.keyframes[S.keyframes.length-1].t-.01)/p,0)):(f=[x.pv,S.pv],R[0]=x.getValueAtTime((x._caching.lastFrame+x.offsetTime-.01)/p,x.offsetTime),R[1]=S.getValueAtTime((S._caching.lastFrame+S.offsetTime-.01)/p,S.offsetTime))}else R=e,f=R;this.v.rotate(-Math.atan2(f[1]-R[1],f[0]-R[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 i(){if(this.appliedTransformations=0,this.pre.reset(),!this.a.effectsSequence.length)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 o(){}function l(m){this._addDynamicProperty(m),this.elem.addDynamicProperty(m),this._isDirty=!0}function u(m,p,f){if(this.elem=m,this.frameId=-1,this.propType="transform",this.data=p,this.v=new Matrix,this.pre=new Matrix,this.appliedTransformations=0,this.initDynamicPropertyContainer(f||m),p.p&&p.p.s?(this.px=PropertyFactory.getProp(m,p.p.x,0,0,this),this.py=PropertyFactory.getProp(m,p.p.y,0,0,this),p.p.z&&(this.pz=PropertyFactory.getProp(m,p.p.z,0,0,this))):this.p=PropertyFactory.getProp(m,p.p||{k:[0,0,0]},1,0,this),p.rx){if(this.rx=PropertyFactory.getProp(m,p.rx,0,degToRads,this),this.ry=PropertyFactory.getProp(m,p.ry,0,degToRads,this),this.rz=PropertyFactory.getProp(m,p.rz,0,degToRads,this),p.or.k[0].ti){var R,x=p.or.k.length;for(R=0;R<x;R+=1)p.or.k[R].to=null,p.or.k[R].ti=null}this.or=PropertyFactory.getProp(m,p.or,1,degToRads,this),this.or.sh=!0}else this.r=PropertyFactory.getProp(m,p.r||{k:0},0,degToRads,this);p.sk&&(this.sk=PropertyFactory.getProp(m,p.sk,0,degToRads,this),this.sa=PropertyFactory.getProp(m,p.sa,0,degToRads,this)),this.a=PropertyFactory.getProp(m,p.a||{k:[0,0,0]},1,0,this),this.s=PropertyFactory.getProp(m,p.s||{k:[100,100,100]},1,.01,this),p.o?this.o=PropertyFactory.getProp(m,p.o,0,.01,m):this.o={_mdf:!1,v:1},this._isDirty=!0,this.dynamicProperties.length||this.getValue(!0)}u.prototype={applyToMatrix:r,getValue:a,precalculateMatrix:i,autoOrient:o},extendPrototype([DynamicPropertyContainer],u),u.prototype.addDynamicProperty=l,u.prototype._addDynamicProperty=DynamicPropertyContainer.prototype.addDynamicProperty;function d(m,p,f){return new u(m,p,f)}return{getTransformProperty:d}})();function RepeaterModifier(){}extendPrototype([ShapeModifier],RepeaterModifier),RepeaterModifier.prototype.initModifierProperties=function(e,r){this.getValue=this.processKeys,this.c=PropertyFactory.getProp(e,r.c,0,null,this),this.o=PropertyFactory.getProp(e,r.o,0,null,this),this.tr=TransformPropertyFactory.getTransformProperty(e,r.tr,this),this.so=PropertyFactory.getProp(e,r.tr.so,0,.01,this),this.eo=PropertyFactory.getProp(e,r.tr.eo,0,.01,this),this.data=r,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(e,r,a,i,o,l){var u=l?-1:1,d=i.s.v[0]+(1-i.s.v[0])*(1-o),m=i.s.v[1]+(1-i.s.v[1])*(1-o);e.translate(i.p.v[0]*u*o,i.p.v[1]*u*o,i.p.v[2]),r.translate(-i.a.v[0],-i.a.v[1],i.a.v[2]),r.rotate(-i.r.v*u*o),r.translate(i.a.v[0],i.a.v[1],i.a.v[2]),a.translate(-i.a.v[0],-i.a.v[1],i.a.v[2]),a.scale(l?1/d:d,l?1/m:m),a.translate(i.a.v[0],i.a.v[1],i.a.v[2])},RepeaterModifier.prototype.init=function(e,r,a,i){for(this.elem=e,this.arr=r,this.pos=a,this.elemsData=i,this._currentCopies=0,this._elements=[],this._groups=[],this.frameId=-1,this.initDynamicPropertyContainer(e),this.initModifierProperties(e,r[a]);a>0;)a-=1,this._elements.unshift(r[a]);this.dynamicProperties.length?this.k=!0:this.getValue(!0)},RepeaterModifier.prototype.resetElements=function(e){var r,a=e.length;for(r=0;r<a;r+=1)e[r]._processed=!1,e[r].ty==="gr"&&this.resetElements(e[r].it)},RepeaterModifier.prototype.cloneElements=function(e){var r=JSON.parse(JSON.stringify(e));return this.resetElements(r),r},RepeaterModifier.prototype.changeGroupRender=function(e,r){var a,i=e.length;for(a=0;a<i;a+=1)e[a]._render=r,e[a].ty==="gr"&&this.changeGroupRender(e[a].it,r)},RepeaterModifier.prototype.processShapes=function(e){var r,a,i,o,l,u=!1;if(this._mdf||e){var d=Math.ceil(this.c.v);if(this._groups.length<d){for(;this._groups.length<d;){var m={it:this.cloneElements(this._elements),ty:"gr"};m.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,m),this._groups.splice(0,0,m),this._currentCopies+=1}this.elem.reloadShapes(),u=!0}l=0;var p;for(i=0;i<=this._groups.length-1;i+=1){if(p=l<d,this._groups[i]._render=p,this.changeGroupRender(this._groups[i].it,p),!p){var f=this.elemsData[i].it,R=f[f.length-1];R.transform.op.v!==0?(R.transform.op._mdf=!0,R.transform.op.v=0):R.transform.op._mdf=!1}l+=1}this._currentCopies=d;var x=this.o.v,S=x%1,E=x>0?Math.floor(x):Math.ceil(x),j=this.pMatrix.props,A=this.rMatrix.props,b=this.sMatrix.props;this.pMatrix.reset(),this.rMatrix.reset(),this.sMatrix.reset(),this.tMatrix.reset(),this.matrix.reset();var y=0;if(x>0){for(;y<E;)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),y+=1;S&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,S,!1),y+=S)}else if(x<0){for(;y>E;)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!0),y-=1;S&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,-S,!0),y-=S)}i=this.data.m===1?0:this._currentCopies-1,o=this.data.m===1?1:-1,l=this._currentCopies;for(var g,w;l;){if(r=this.elemsData[i].it,a=r[r.length-1].transform.mProps.v.props,w=a.length,r[r.length-1].transform.mProps._mdf=!0,r[r.length-1].transform.op._mdf=!0,r[r.length-1].transform.op.v=this._currentCopies===1?this.so.v:this.so.v+(this.eo.v-this.so.v)*(i/(this._currentCopies-1)),y!==0){for((i!==0&&o===1||i!==this._currentCopies-1&&o===-1)&&this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),this.matrix.transform(A[0],A[1],A[2],A[3],A[4],A[5],A[6],A[7],A[8],A[9],A[10],A[11],A[12],A[13],A[14],A[15]),this.matrix.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.matrix.transform(j[0],j[1],j[2],j[3],j[4],j[5],j[6],j[7],j[8],j[9],j[10],j[11],j[12],j[13],j[14],j[15]),g=0;g<w;g+=1)a[g]=this.matrix.props[g];this.matrix.reset()}else for(this.matrix.reset(),g=0;g<w;g+=1)a[g]=this.matrix.props[g];y+=1,l-=1,i+=o}}else for(l=this._currentCopies,i=0,o=1;l;)r=this.elemsData[i].it,a=r[r.length-1].transform.mProps.v.props,r[r.length-1].transform.mProps._mdf=!1,r[r.length-1].transform.op._mdf=!1,l-=1,i+=o;return u},RepeaterModifier.prototype.addShape=function(){};function RoundCornersModifier(){}extendPrototype([ShapeModifier],RoundCornersModifier),RoundCornersModifier.prototype.initModifierProperties=function(e,r){this.getValue=this.processKeys,this.rd=PropertyFactory.getProp(e,r.r,0,null,this),this._isAnimated=!!this.rd.effectsSequence.length},RoundCornersModifier.prototype.processPath=function(e,r){var a=shapePool.newElement();a.c=e.c;var i,o=e._length,l,u,d,m,p,f,R=0,x,S,E,j,A,b;for(i=0;i<o;i+=1)l=e.v[i],d=e.o[i],u=e.i[i],l[0]===d[0]&&l[1]===d[1]&&l[0]===u[0]&&l[1]===u[1]?(i===0||i===o-1)&&!e.c?(a.setTripleAt(l[0],l[1],d[0],d[1],u[0],u[1],R),R+=1):(i===0?m=e.v[o-1]:m=e.v[i-1],p=Math.sqrt(Math.pow(l[0]-m[0],2)+Math.pow(l[1]-m[1],2)),f=p?Math.min(p/2,r)/p:0,A=l[0]+(m[0]-l[0])*f,x=A,b=l[1]-(l[1]-m[1])*f,S=b,E=x-(x-l[0])*roundCorner,j=S-(S-l[1])*roundCorner,a.setTripleAt(x,S,E,j,A,b,R),R+=1,i===o-1?m=e.v[0]:m=e.v[i+1],p=Math.sqrt(Math.pow(l[0]-m[0],2)+Math.pow(l[1]-m[1],2)),f=p?Math.min(p/2,r)/p:0,E=l[0]+(m[0]-l[0])*f,x=E,j=l[1]+(m[1]-l[1])*f,S=j,A=x-(x-l[0])*roundCorner,b=S-(S-l[1])*roundCorner,a.setTripleAt(x,S,E,j,A,b,R),R+=1):(a.setTripleAt(e.v[i][0],e.v[i][1],e.o[i][0],e.o[i][1],e.i[i][0],e.i[i][1],R),R+=1);return a},RoundCornersModifier.prototype.processShapes=function(e){var r,a,i=this.shapes.length,o,l,u=this.rd.v;if(u!==0){var d,m;for(a=0;a<i;a+=1){if(d=this.shapes[a],m=d.localShapeCollection,!(!d.shape._mdf&&!this._mdf&&!e))for(m.releaseShapes(),d.shape._mdf=!0,r=d.shape.paths.shapes,l=d.shape.paths._length,o=0;o<l;o+=1)m.addShape(this.processPath(r[o],u));d.shape.paths=d.localShapeCollection}}this.dynamicProperties.length||(this._mdf=!1)};function floatEqual(e,r){return Math.abs(e-r)*1e5<=Math.min(Math.abs(e),Math.abs(r))}function floatZero(e){return Math.abs(e)<=1e-5}function lerp(e,r,a){return e*(1-a)+r*a}function lerpPoint(e,r,a){return[lerp(e[0],r[0],a),lerp(e[1],r[1],a)]}function quadRoots(e,r,a){if(e===0)return[];var i=r*r-4*e*a;if(i<0)return[];var o=-r/(2*e);if(i===0)return[o];var l=Math.sqrt(i)/(2*e);return[o-l,o+l]}function polynomialCoefficients(e,r,a,i){return[-e+3*r-3*a+i,3*e-6*r+3*a,-3*e+3*r,e]}function singlePoint(e){return new PolynomialBezier(e,e,e,e,!1)}function PolynomialBezier(e,r,a,i,o){o&&pointEqual(e,r)&&(r=lerpPoint(e,i,1/3)),o&&pointEqual(a,i)&&(a=lerpPoint(e,i,2/3));var l=polynomialCoefficients(e[0],r[0],a[0],i[0]),u=polynomialCoefficients(e[1],r[1],a[1],i[1]);this.a=[l[0],u[0]],this.b=[l[1],u[1]],this.c=[l[2],u[2]],this.d=[l[3],u[3]],this.points=[e,r,a,i]}PolynomialBezier.prototype.point=function(e){return[((this.a[0]*e+this.b[0])*e+this.c[0])*e+this.d[0],((this.a[1]*e+this.b[1])*e+this.c[1])*e+this.d[1]]},PolynomialBezier.prototype.derivative=function(e){return[(3*e*this.a[0]+2*this.b[0])*e+this.c[0],(3*e*this.a[1]+2*this.b[1])*e+this.c[1]]},PolynomialBezier.prototype.tangentAngle=function(e){var r=this.derivative(e);return Math.atan2(r[1],r[0])},PolynomialBezier.prototype.normalAngle=function(e){var r=this.derivative(e);return Math.atan2(r[0],r[1])},PolynomialBezier.prototype.inflectionPoints=function(){var e=this.a[1]*this.b[0]-this.a[0]*this.b[1];if(floatZero(e))return[];var r=-.5*(this.a[1]*this.c[0]-this.a[0]*this.c[1])/e,a=r*r-1/3*(this.b[1]*this.c[0]-this.b[0]*this.c[1])/e;if(a<0)return[];var i=Math.sqrt(a);return floatZero(i)?i>0&&i<1?[r]:[]:[r-i,r+i].filter(function(o){return o>0&&o<1})},PolynomialBezier.prototype.split=function(e){if(e<=0)return[singlePoint(this.points[0]),this];if(e>=1)return[this,singlePoint(this.points[this.points.length-1])];var r=lerpPoint(this.points[0],this.points[1],e),a=lerpPoint(this.points[1],this.points[2],e),i=lerpPoint(this.points[2],this.points[3],e),o=lerpPoint(r,a,e),l=lerpPoint(a,i,e),u=lerpPoint(o,l,e);return[new PolynomialBezier(this.points[0],r,o,u,!0),new PolynomialBezier(u,l,i,this.points[3],!0)]};function extrema(e,r){var a=e.points[0][r],i=e.points[e.points.length-1][r];if(a>i){var o=i;i=a,a=o}for(var l=quadRoots(3*e.a[r],2*e.b[r],e.c[r]),u=0;u<l.length;u+=1)if(l[u]>0&&l[u]<1){var d=e.point(l[u])[r];d<a?a=d:d>i&&(i=d)}return{min:a,max:i}}PolynomialBezier.prototype.bounds=function(){return{x:extrema(this,0),y:extrema(this,1)}},PolynomialBezier.prototype.boundingBox=function(){var e=this.bounds();return{left:e.x.min,right:e.x.max,top:e.y.min,bottom:e.y.max,width:e.x.max-e.x.min,height:e.y.max-e.y.min,cx:(e.x.max+e.x.min)/2,cy:(e.y.max+e.y.min)/2}};function intersectData(e,r,a){var i=e.boundingBox();return{cx:i.cx,cy:i.cy,width:i.width,height:i.height,bez:e,t:(r+a)/2,t1:r,t2:a}}function splitData(e){var r=e.bez.split(.5);return[intersectData(r[0],e.t1,e.t),intersectData(r[1],e.t,e.t2)]}function boxIntersect(e,r){return Math.abs(e.cx-r.cx)*2<e.width+r.width&&Math.abs(e.cy-r.cy)*2<e.height+r.height}function intersectsImpl(e,r,a,i,o,l){if(boxIntersect(e,r)){if(a>=l||e.width<=i&&e.height<=i&&r.width<=i&&r.height<=i){o.push([e.t,r.t]);return}var u=splitData(e),d=splitData(r);intersectsImpl(u[0],d[0],a+1,i,o,l),intersectsImpl(u[0],d[1],a+1,i,o,l),intersectsImpl(u[1],d[0],a+1,i,o,l),intersectsImpl(u[1],d[1],a+1,i,o,l)}}PolynomialBezier.prototype.intersections=function(e,r,a){r===void 0&&(r=2),a===void 0&&(a=7);var i=[];return intersectsImpl(intersectData(this,0,1),intersectData(e,0,1),0,r,i,a),i},PolynomialBezier.shapeSegment=function(e,r){var a=(r+1)%e.length();return new PolynomialBezier(e.v[r],e.o[r],e.i[a],e.v[a],!0)},PolynomialBezier.shapeSegmentInverted=function(e,r){var a=(r+1)%e.length();return new PolynomialBezier(e.v[a],e.i[a],e.o[r],e.v[r],!0)};function crossProduct(e,r){return[e[1]*r[2]-e[2]*r[1],e[2]*r[0]-e[0]*r[2],e[0]*r[1]-e[1]*r[0]]}function lineIntersection(e,r,a,i){var o=[e[0],e[1],1],l=[r[0],r[1],1],u=[a[0],a[1],1],d=[i[0],i[1],1],m=crossProduct(crossProduct(o,l),crossProduct(u,d));return floatZero(m[2])?null:[m[0]/m[2],m[1]/m[2]]}function polarOffset(e,r,a){return[e[0]+Math.cos(r)*a,e[1]-Math.sin(r)*a]}function pointDistance(e,r){return Math.hypot(e[0]-r[0],e[1]-r[1])}function pointEqual(e,r){return floatEqual(e[0],r[0])&&floatEqual(e[1],r[1])}function ZigZagModifier(){}extendPrototype([ShapeModifier],ZigZagModifier),ZigZagModifier.prototype.initModifierProperties=function(e,r){this.getValue=this.processKeys,this.amplitude=PropertyFactory.getProp(e,r.s,0,null,this),this.frequency=PropertyFactory.getProp(e,r.r,0,null,this),this.pointsType=PropertyFactory.getProp(e,r.pt,0,null,this),this._isAnimated=this.amplitude.effectsSequence.length!==0||this.frequency.effectsSequence.length!==0||this.pointsType.effectsSequence.length!==0};function setPoint(e,r,a,i,o,l,u){var d=a-Math.PI/2,m=a+Math.PI/2,p=r[0]+Math.cos(a)*i*o,f=r[1]-Math.sin(a)*i*o;e.setTripleAt(p,f,p+Math.cos(d)*l,f-Math.sin(d)*l,p+Math.cos(m)*u,f-Math.sin(m)*u,e.length())}function getPerpendicularVector(e,r){var a=[r[0]-e[0],r[1]-e[1]],i=-Math.PI*.5,o=[Math.cos(i)*a[0]-Math.sin(i)*a[1],Math.sin(i)*a[0]+Math.cos(i)*a[1]];return o}function getProjectingAngle(e,r){var a=r===0?e.length()-1:r-1,i=(r+1)%e.length(),o=e.v[a],l=e.v[i],u=getPerpendicularVector(o,l);return Math.atan2(0,1)-Math.atan2(u[1],u[0])}function zigZagCorner(e,r,a,i,o,l,u){var d=getProjectingAngle(r,a),m=r.v[a%r._length],p=r.v[a===0?r._length-1:a-1],f=r.v[(a+1)%r._length],R=l===2?Math.sqrt(Math.pow(m[0]-p[0],2)+Math.pow(m[1]-p[1],2)):0,x=l===2?Math.sqrt(Math.pow(m[0]-f[0],2)+Math.pow(m[1]-f[1],2)):0;setPoint(e,r.v[a%r._length],d,u,i,x/((o+1)*2),R/((o+1)*2))}function zigZagSegment(e,r,a,i,o,l){for(var u=0;u<i;u+=1){var d=(u+1)/(i+1),m=o===2?Math.sqrt(Math.pow(r.points[3][0]-r.points[0][0],2)+Math.pow(r.points[3][1]-r.points[0][1],2)):0,p=r.normalAngle(d),f=r.point(d);setPoint(e,f,p,l,a,m/((i+1)*2),m/((i+1)*2)),l=-l}return l}ZigZagModifier.prototype.processPath=function(e,r,a,i){var o=e._length,l=shapePool.newElement();if(l.c=e.c,e.c||(o-=1),o===0)return l;var u=-1,d=PolynomialBezier.shapeSegment(e,0);zigZagCorner(l,e,0,r,a,i,u);for(var m=0;m<o;m+=1)u=zigZagSegment(l,d,r,a,i,-u),m===o-1&&!e.c?d=null:d=PolynomialBezier.shapeSegment(e,(m+1)%o),zigZagCorner(l,e,m+1,r,a,i,u);return l},ZigZagModifier.prototype.processShapes=function(e){var r,a,i=this.shapes.length,o,l,u=this.amplitude.v,d=Math.max(0,Math.round(this.frequency.v)),m=this.pointsType.v;if(u!==0){var p,f;for(a=0;a<i;a+=1){if(p=this.shapes[a],f=p.localShapeCollection,!(!p.shape._mdf&&!this._mdf&&!e))for(f.releaseShapes(),p.shape._mdf=!0,r=p.shape.paths.shapes,l=p.shape.paths._length,o=0;o<l;o+=1)f.addShape(this.processPath(r[o],u,d,m));p.shape.paths=p.localShapeCollection}}this.dynamicProperties.length||(this._mdf=!1)};function linearOffset(e,r,a){var i=Math.atan2(r[0]-e[0],r[1]-e[1]);return[polarOffset(e,i,a),polarOffset(r,i,a)]}function offsetSegment(e,r){var a,i,o,l,u,d,m;m=linearOffset(e.points[0],e.points[1],r),a=m[0],i=m[1],m=linearOffset(e.points[1],e.points[2],r),o=m[0],l=m[1],m=linearOffset(e.points[2],e.points[3],r),u=m[0],d=m[1];var p=lineIntersection(a,i,o,l);p===null&&(p=i);var f=lineIntersection(u,d,o,l);return f===null&&(f=u),new PolynomialBezier(a,p,f,d)}function joinLines(e,r,a,i,o){var l=r.points[3],u=a.points[0];if(i===3||pointEqual(l,u))return l;if(i===2){var d=-r.tangentAngle(1),m=-a.tangentAngle(0)+Math.PI,p=lineIntersection(l,polarOffset(l,d+Math.PI/2,100),u,polarOffset(u,d+Math.PI/2,100)),f=p?pointDistance(p,l):pointDistance(l,u)/2,R=polarOffset(l,d,2*f*roundCorner);return e.setXYAt(R[0],R[1],"o",e.length()-1),R=polarOffset(u,m,2*f*roundCorner),e.setTripleAt(u[0],u[1],u[0],u[1],R[0],R[1],e.length()),u}var x=pointEqual(l,r.points[2])?r.points[0]:r.points[2],S=pointEqual(u,a.points[1])?a.points[3]:a.points[1],E=lineIntersection(x,l,u,S);return E&&pointDistance(E,l)<o?(e.setTripleAt(E[0],E[1],E[0],E[1],E[0],E[1],e.length()),E):l}function getIntersection(e,r){var a=e.intersections(r);return a.length&&floatEqual(a[0][0],1)&&a.shift(),a.length?a[0]:null}function pruneSegmentIntersection(e,r){var a=e.slice(),i=r.slice(),o=getIntersection(e[e.length-1],r[0]);return o&&(a[e.length-1]=e[e.length-1].split(o[0])[0],i[0]=r[0].split(o[1])[1]),e.length>1&&r.length>1&&(o=getIntersection(e[0],r[r.length-1]),o)?[[e[0].split(o[0])[0]],[r[r.length-1].split(o[1])[1]]]:[a,i]}function pruneIntersections(e){for(var r,a=1;a<e.length;a+=1)r=pruneSegmentIntersection(e[a-1],e[a]),e[a-1]=r[0],e[a]=r[1];return e.length>1&&(r=pruneSegmentIntersection(e[e.length-1],e[0]),e[e.length-1]=r[0],e[0]=r[1]),e}function offsetSegmentSplit(e,r){var a=e.inflectionPoints(),i,o,l,u;if(a.length===0)return[offsetSegment(e,r)];if(a.length===1||floatEqual(a[1],1))return l=e.split(a[0]),i=l[0],o=l[1],[offsetSegment(i,r),offsetSegment(o,r)];l=e.split(a[0]),i=l[0];var d=(a[1]-a[0])/(1-a[0]);return l=l[1].split(d),u=l[0],o=l[1],[offsetSegment(i,r),offsetSegment(u,r),offsetSegment(o,r)]}function OffsetPathModifier(){}extendPrototype([ShapeModifier],OffsetPathModifier),OffsetPathModifier.prototype.initModifierProperties=function(e,r){this.getValue=this.processKeys,this.amount=PropertyFactory.getProp(e,r.a,0,null,this),this.miterLimit=PropertyFactory.getProp(e,r.ml,0,null,this),this.lineJoin=r.lj,this._isAnimated=this.amount.effectsSequence.length!==0},OffsetPathModifier.prototype.processPath=function(e,r,a,i){var o=shapePool.newElement();o.c=e.c;var l=e.length();e.c||(l-=1);var u,d,m,p=[];for(u=0;u<l;u+=1)m=PolynomialBezier.shapeSegment(e,u),p.push(offsetSegmentSplit(m,r));if(!e.c)for(u=l-1;u>=0;u-=1)m=PolynomialBezier.shapeSegmentInverted(e,u),p.push(offsetSegmentSplit(m,r));p=pruneIntersections(p);var f=null,R=null;for(u=0;u<p.length;u+=1){var x=p[u];for(R&&(f=joinLines(o,R,x[0],a,i)),R=x[x.length-1],d=0;d<x.length;d+=1)m=x[d],f&&pointEqual(m.points[0],f)?o.setXYAt(m.points[1][0],m.points[1][1],"o",o.length()-1):o.setTripleAt(m.points[0][0],m.points[0][1],m.points[1][0],m.points[1][1],m.points[0][0],m.points[0][1],o.length()),o.setTripleAt(m.points[3][0],m.points[3][1],m.points[3][0],m.points[3][1],m.points[2][0],m.points[2][1],o.length()),f=m.points[3]}return p.length&&joinLines(o,R,p[0][0],a,i),o},OffsetPathModifier.prototype.processShapes=function(e){var r,a,i=this.shapes.length,o,l,u=this.amount.v,d=this.miterLimit.v,m=this.lineJoin;if(u!==0){var p,f;for(a=0;a<i;a+=1){if(p=this.shapes[a],f=p.localShapeCollection,!(!p.shape._mdf&&!this._mdf&&!e))for(f.releaseShapes(),p.shape._mdf=!0,r=p.shape.paths.shapes,l=p.shape.paths._length,o=0;o<l;o+=1)f.addShape(this.processPath(r[o],u,m,d));p.shape.paths=p.localShapeCollection}}this.dynamicProperties.length||(this._mdf=!1)};function getFontProperties(e){for(var r=e.fStyle?e.fStyle.split(" "):[],a="normal",i="normal",o=r.length,l,u=0;u<o;u+=1)switch(l=r[u].toLowerCase(),l){case"italic":i="italic";break;case"bold":a="700";break;case"black":a="900";break;case"medium":a="500";break;case"regular":case"normal":a="400";break;case"light":case"thin":a="200";break}return{style:i,weight:e.fWeight||a}}var FontManager=(function(){var e=5e3,r={w:0,size:0,shapes:[],data:{shapes:[]}},a=[];a=a.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 i=127988,o=917631,l=917601,u=917626,d=65039,m=8205,p=127462,f=127487,R=["d83cdffb","d83cdffc","d83cdffd","d83cdffe","d83cdfff"];function x(L){var B=L.split(","),P,N=B.length,O=[];for(P=0;P<N;P+=1)B[P]!=="sans-serif"&&B[P]!=="monospace"&&O.push(B[P]);return O.join(",")}function S(L,B){var P=createTag("span");P.setAttribute("aria-hidden",!0),P.style.fontFamily=B;var N=createTag("span");N.innerText="giItT1WQy@!-/#",P.style.position="absolute",P.style.left="-10000px",P.style.top="-10000px",P.style.fontSize="300px",P.style.fontVariant="normal",P.style.fontStyle="normal",P.style.fontWeight="normal",P.style.letterSpacing="0",P.appendChild(N),document.body.appendChild(P);var O=N.offsetWidth;return N.style.fontFamily=x(L)+", "+B,{node:N,w:O,parent:P}}function E(){var L,B=this.fonts.length,P,N,O=B;for(L=0;L<B;L+=1)this.fonts[L].loaded?O-=1:this.fonts[L].fOrigin==="n"||this.fonts[L].origin===0?this.fonts[L].loaded=!0:(P=this.fonts[L].monoCase.node,N=this.fonts[L].monoCase.w,P.offsetWidth!==N?(O-=1,this.fonts[L].loaded=!0):(P=this.fonts[L].sansCase.node,N=this.fonts[L].sansCase.w,P.offsetWidth!==N&&(O-=1,this.fonts[L].loaded=!0)),this.fonts[L].loaded&&(this.fonts[L].sansCase.parent.parentNode.removeChild(this.fonts[L].sansCase.parent),this.fonts[L].monoCase.parent.parentNode.removeChild(this.fonts[L].monoCase.parent)));O!==0&&Date.now()-this.initTime<e?setTimeout(this.checkLoadedFontsBinded,20):setTimeout(this.setIsLoadedBinded,10)}function j(L,B){var P=document.body&&B?"svg":"canvas",N,O=getFontProperties(L);if(P==="svg"){var C=createNS("text");C.style.fontSize="100px",C.setAttribute("font-family",L.fFamily),C.setAttribute("font-style",O.style),C.setAttribute("font-weight",O.weight),C.textContent="1",L.fClass?(C.style.fontFamily="inherit",C.setAttribute("class",L.fClass)):C.style.fontFamily=L.fFamily,B.appendChild(C),N=C}else{var F=new OffscreenCanvas(500,500).getContext("2d");F.font=O.style+" "+O.weight+" 100px "+L.fFamily,N=F}function q(H){return P==="svg"?(N.textContent=H,N.getComputedTextLength()):N.measureText(H).width}return{measureText:q}}function A(L,B){if(!L){this.isLoaded=!0;return}if(this.chars){this.isLoaded=!0,this.fonts=L.list;return}if(!document.body){this.isLoaded=!0,L.list.forEach(function(_){_.helper=j(_),_.cache={}}),this.fonts=L.list;return}var P=L.list,N,O=P.length,C=O;for(N=0;N<O;N+=1){var F=!0,q,H;if(P[N].loaded=!1,P[N].monoCase=S(P[N].fFamily,"monospace"),P[N].sansCase=S(P[N].fFamily,"sans-serif"),!P[N].fPath)P[N].loaded=!0,C-=1;else if(P[N].fOrigin==="p"||P[N].origin===3){if(q=document.querySelectorAll('style[f-forigin="p"][f-family="'+P[N].fFamily+'"], style[f-origin="3"][f-family="'+P[N].fFamily+'"]'),q.length>0&&(F=!1),F){var $=createTag("style");$.setAttribute("f-forigin",P[N].fOrigin),$.setAttribute("f-origin",P[N].origin),$.setAttribute("f-family",P[N].fFamily),$.type="text/css",$.innerText="@font-face {font-family: "+P[N].fFamily+"; font-style: normal; src: url('"+P[N].fPath+"');}",B.appendChild($)}}else if(P[N].fOrigin==="g"||P[N].origin===1){for(q=document.querySelectorAll('link[f-forigin="g"], link[f-origin="1"]'),H=0;H<q.length;H+=1)q[H].href.indexOf(P[N].fPath)!==-1&&(F=!1);if(F){var se=createTag("link");se.setAttribute("f-forigin",P[N].fOrigin),se.setAttribute("f-origin",P[N].origin),se.type="text/css",se.rel="stylesheet",se.href=P[N].fPath,document.body.appendChild(se)}}else if(P[N].fOrigin==="t"||P[N].origin===2){for(q=document.querySelectorAll('script[f-forigin="t"], script[f-origin="2"]'),H=0;H<q.length;H+=1)P[N].fPath===q[H].src&&(F=!1);if(F){var ne=createTag("link");ne.setAttribute("f-forigin",P[N].fOrigin),ne.setAttribute("f-origin",P[N].origin),ne.setAttribute("rel","stylesheet"),ne.setAttribute("href",P[N].fPath),B.appendChild(ne)}}P[N].helper=j(P[N],B),P[N].cache={},this.fonts.push(P[N])}C===0?this.isLoaded=!0:setTimeout(this.checkLoadedFonts.bind(this),100)}function b(L){if(L){this.chars||(this.chars=[]);var B,P=L.length,N,O=this.chars.length,C;for(B=0;B<P;B+=1){for(N=0,C=!1;N<O;)this.chars[N].style===L[B].style&&this.chars[N].fFamily===L[B].fFamily&&this.chars[N].ch===L[B].ch&&(C=!0),N+=1;C||(this.chars.push(L[B]),O+=1)}}}function y(L,B,P){for(var N=0,O=this.chars.length;N<O;){if(this.chars[N].ch===L&&this.chars[N].style===B&&this.chars[N].fFamily===P)return this.chars[N];N+=1}return(typeof L=="string"&&L.charCodeAt(0)!==13||!L)&&console&&console.warn&&!this._warned&&(this._warned=!0,console.warn("Missing character from exported characters list: ",L,B,P)),r}function g(L,B,P){var N=this.getFontByName(B),O=L;if(!N.cache[O]){var C=N.helper;if(L===" "){var F=C.measureText("|"+L+"|"),q=C.measureText("||");N.cache[O]=(F-q)/100}else N.cache[O]=C.measureText(L)/100}return N.cache[O]*P}function w(L){for(var B=0,P=this.fonts.length;B<P;){if(this.fonts[B].fName===L)return this.fonts[B];B+=1}return this.fonts[0]}function T(L){var B=0,P=L.charCodeAt(0);if(P>=55296&&P<=56319){var N=L.charCodeAt(1);N>=56320&&N<=57343&&(B=(P-55296)*1024+N-56320+65536)}return B}function I(L,B){var P=L.toString(16)+B.toString(16);return R.indexOf(P)!==-1}function k(L){return L===m}function M(L){return L===d}function U(L){var B=T(L);return B>=p&&B<=f}function z(L){return U(L.substr(0,2))&&U(L.substr(2,2))}function Q(L){return a.indexOf(L)!==-1}function G(L,B){var P=T(L.substr(B,2));if(P!==i)return!1;var N=0;for(B+=2;N<5;){if(P=T(L.substr(B,2)),P<l||P>u)return!1;N+=1,B+=2}return T(L.substr(B,2))===o}function Y(){this.isLoaded=!0}var X=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)};X.isModifier=I,X.isZeroWidthJoiner=k,X.isFlagEmoji=z,X.isRegionalCode=U,X.isCombinedCharacter=Q,X.isRegionalFlag=G,X.isVariationSelector=M,X.BLACK_FLAG_CODE_POINT=i;var W={addChars:b,addFonts:A,getCharData:y,getFontByName:w,measureText:g,checkLoadedFonts:E,setIsLoaded:Y};return X.prototype=W,X})();function SlotManager(e){this.animationData=e}SlotManager.prototype.getProp=function(e){return this.animationData.slots&&this.animationData.slots[e.sid]?Object.assign(e,this.animationData.slots[e.sid].p):e};function slotFactory(e){return new SlotManager(e)}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,a=this.renderableComponents.length;for(r=0;r<a;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 getBlendMode=(function(){var e={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(r){return e[r]||""}})();function SliderEffect(e,r,a){this.p=PropertyFactory.getProp(r,e.v,0,0,a)}function AngleEffect(e,r,a){this.p=PropertyFactory.getProp(r,e.v,0,0,a)}function ColorEffect(e,r,a){this.p=PropertyFactory.getProp(r,e.v,1,0,a)}function PointEffect(e,r,a){this.p=PropertyFactory.getProp(r,e.v,1,0,a)}function LayerIndexEffect(e,r,a){this.p=PropertyFactory.getProp(r,e.v,0,0,a)}function MaskIndexEffect(e,r,a){this.p=PropertyFactory.getProp(r,e.v,0,0,a)}function CheckboxEffect(e,r,a){this.p=PropertyFactory.getProp(r,e.v,0,0,a)}function NoValueEffect(){this.p={}}function EffectsManager(e,r){var a=e.ef||[];this.effectElements=[];var i,o=a.length,l;for(i=0;i<o;i+=1)l=new GroupEffect(a[i],r),this.effectElements.push(l)}function GroupEffect(e,r){this.init(e,r)}extendPrototype([DynamicPropertyContainer],GroupEffect),GroupEffect.prototype.getValue=GroupEffect.prototype.iterateDynamicProperties,GroupEffect.prototype.init=function(e,r){this.data=e,this.effectElements=[],this.initDynamicPropertyContainer(r);var a,i=this.data.ef.length,o,l=this.data.ef;for(a=0;a<i;a+=1){switch(o=null,l[a].ty){case 0:o=new SliderEffect(l[a],r,this);break;case 1:o=new AngleEffect(l[a],r,this);break;case 2:o=new ColorEffect(l[a],r,this);break;case 3:o=new PointEffect(l[a],r,this);break;case 4:case 7:o=new CheckboxEffect(l[a],r,this);break;case 10:o=new LayerIndexEffect(l[a],r,this);break;case 11:o=new MaskIndexEffect(l[a],r,this);break;case 5:o=new EffectsManager(l[a],r);break;default:o=new NoValueEffect(l[a]);break}o&&this.effectElements.push(o)}};function BaseElement(){}BaseElement.prototype={checkMasks:function(){if(!this.data.hasMask)return!1;for(var r=0,a=this.data.masksProperties.length;r<a;){if(this.data.masksProperties[r].mode!=="n"&&this.data.masksProperties[r].cl!==!1)return!0;r+=1}return!1},initExpressions:function(){var r=getExpressionInterfaces();if(r){var a=r("layer"),i=r("effects"),o=r("shape"),l=r("text"),u=r("comp");this.layerInterface=a(this),this.data.hasMask&&this.maskManager&&this.layerInterface.registerMaskInterface(this.maskManager);var d=i.createEffectsInterface(this,this.layerInterface);this.layerInterface.registerEffectsInterface(d),this.data.ty===0||this.data.xt?this.compInterface=u(this):this.data.ty===4?(this.layerInterface.shapeInterface=o(this.shapesData,this.itemsData,this.layerInterface),this.layerInterface.content=this.layerInterface.shapeInterface):this.data.ty===5&&(this.layerInterface.textInterface=l(this),this.layerInterface.text=this.layerInterface.textInterface)}},setBlendMode:function(){var r=getBlendMode(this.data.bm),a=this.baseElement||this.layerElement;a.style["mix-blend-mode"]=r},initBaseData:function(r,a,i){this.globalData=a,this.comp=i,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(){}};function FrameElement(){}FrameElement.prototype={initFrame:function(){this._isFirstFrame=!1,this.dynamicProperties=[],this._mdf=!1},prepareProperties:function(r,a){var i,o=this.dynamicProperties.length;for(i=0;i<o;i+=1)(a||this._isParent&&this.dynamicProperties[i].propType==="transform")&&(this.dynamicProperties[i].getValue(),this.dynamicProperties[i]._mdf&&(this.globalData._mdf=!0,this._mdf=!0))},addDynamicProperty:function(r){this.dynamicProperties.indexOf(r)===-1&&this.dynamicProperties.push(r)}};function FootageElement(e,r,a){this.initFrame(),this.initRenderable(),this.assetData=r.getAssetData(e.refId),this.footageData=r.imageLoader.getAsset(this.assetData),this.initBaseData(e,r,a)}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(){var e=getExpressionInterfaces();if(e){var r=e("footage");this.layerInterface=r(this)}},FootageElement.prototype.getFootageData=function(){return this.footageData};function AudioElement(e,r,a){this.initFrame(),this.initRenderable(),this.assetData=r.getAssetData(e.refId),this.initBaseData(e,r,a),this._isPlaying=!1,this._canPlay=!1;var i=this.globalData.getAssetsPath(this.assetData);this.audio=this.globalData.audioController.createAudio(i),this._currentTime=0,this.globalData.audioController.addAudio(this),this._volumeMultiplier=1,this._volume=1,this._previousVolume=null,this.tm=e.tm?PropertyFactory.getProp(this,e.tm,0,r.frameRate,this):{_placeholder:!0},this.lv=PropertyFactory.getProp(this,e.au&&e.au.lv?e.au.lv:{k:[100]},1,.01,this)}AudioElement.prototype.prepareFrame=function(e){if(this.prepareRenderableFrame(e,!0),this.prepareProperties(e,!0),this.tm._placeholder)this._currentTime=e/this.data.sr;else{var r=this.tm.v;this._currentTime=r}this._volume=this.lv.v[0];var a=this._volume*this._volumeMultiplier;this._previousVolume!==a&&(this._previousVolume=a,this.audio.volume(a))},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(e){this.audio.rate(e)},AudioElement.prototype.volume=function(e){this._volumeMultiplier=e,this._previousVolume=e*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(e){var r,a=this.layers.length,i;for(this.completeLayers=!0,r=a-1;r>=0;r-=1)this.elements[r]||(i=this.layers[r],i.ip-i.st<=e-this.layers[r].st&&i.op-i.st>e-this.layers[r].st&&this.buildItem(r)),this.completeLayers=this.elements[r]?this.completeLayers:!1;this.checkPendingElements()},BaseRenderer.prototype.createItem=function(e){switch(e.ty){case 2:return this.createImage(e);case 0:return this.createComp(e);case 1:return this.createSolid(e);case 3:return this.createNull(e);case 4:return this.createShape(e);case 5:return this.createText(e);case 6:return this.createAudio(e);case 13:return this.createCamera(e);case 15:return this.createFootage(e);default:return this.createNull(e)}},BaseRenderer.prototype.createCamera=function(){throw new Error("You're using a 3d camera. Try the html renderer.")},BaseRenderer.prototype.createAudio=function(e){return new AudioElement(e,this.globalData,this)},BaseRenderer.prototype.createFootage=function(e){return new FootageElement(e,this.globalData,this)},BaseRenderer.prototype.buildAllItems=function(){var e,r=this.layers.length;for(e=0;e<r;e+=1)this.buildItem(e);this.checkPendingElements()},BaseRenderer.prototype.includeLayers=function(e){this.completeLayers=!1;var r,a=e.length,i,o=this.layers.length;for(r=0;r<a;r+=1)for(i=0;i<o;){if(this.layers[i].id===e[r].id){this.layers[i]=e[r];break}i+=1}},BaseRenderer.prototype.setProjectInterface=function(e){this.globalData.projectInterface=e},BaseRenderer.prototype.initItems=function(){this.globalData.progressiveLoad||this.buildAllItems()},BaseRenderer.prototype.buildElementParenting=function(e,r,a){for(var i=this.elements,o=this.layers,l=0,u=o.length;l<u;)o[l].ind==r&&(!i[l]||i[l]===!0?(this.buildItem(l),this.addPendingElement(e)):(a.push(i[l]),i[l].setAsParent(),o[l].parent!==void 0?this.buildElementParenting(e,o[l].parent,a):e.setHierarchy(a))),l+=1},BaseRenderer.prototype.addPendingElement=function(e){this.pendingElements.push(e)},BaseRenderer.prototype.searchExtraCompositions=function(e){var r,a=e.length;for(r=0;r<a;r+=1)if(e[r].xt){var i=this.createComp(e[r]);i.initExpressions(),this.globalData.projectInterface.registerComposition(i)}},BaseRenderer.prototype.getElementById=function(e){var r,a=this.elements.length;for(r=0;r<a;r+=1)if(this.elements[r].data.ind===e)return this.elements[r];return null},BaseRenderer.prototype.getElementByPath=function(e){var r=e.shift(),a;if(typeof r=="number")a=this.elements[r];else{var i,o=this.elements.length;for(i=0;i<o;i+=1)if(this.elements[i].data.nm===r){a=this.elements[i];break}}return e.length===0?a:a.getElementByPath(e)},BaseRenderer.prototype.setupGlobalData=function(e,r){this.globalData.fontManager=new FontManager,this.globalData.slotManager=slotFactory(e),this.globalData.fontManager.addChars(e.chars),this.globalData.fontManager.addFonts(e.fonts,r),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=e.fr,this.globalData.nm=e.nm,this.globalData.compSize={w:e.w,h:e.h}};var effectTypes={TRANSFORM_EFFECT:"transformEFfect"};function TransformElement(){}TransformElement.prototype={initTransform:function(){var r=new Matrix;this.finalTransform={mProp:this.data.ks?TransformPropertyFactory.getTransformProperty(this,this.data.ks,this):{o:0},_matMdf:!1,_localMatMdf:!1,_opMdf:!1,mat:r,localMat:r,localOpacity:1},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,a=this.finalTransform.mat,i=0,o=this.hierarchy.length;if(!this.finalTransform._matMdf)for(;i<o;){if(this.hierarchy[i].finalTransform.mProp._mdf){this.finalTransform._matMdf=!0;break}i+=1}if(this.finalTransform._matMdf)for(r=this.finalTransform.mProp.v.props,a.cloneFromProps(r),i=0;i<o;i+=1)a.multiply(this.hierarchy[i].finalTransform.mProp.v)}(!this.localTransforms||this.finalTransform._matMdf)&&(this.finalTransform._localMatMdf=this.finalTransform._matMdf),this.finalTransform._opMdf&&(this.finalTransform.localOpacity=this.finalTransform.mProp.o.v)},renderLocalTransform:function(){if(this.localTransforms){var r=0,a=this.localTransforms.length;if(this.finalTransform._localMatMdf=this.finalTransform._matMdf,!this.finalTransform._localMatMdf||!this.finalTransform._opMdf)for(;r<a;)this.localTransforms[r]._mdf&&(this.finalTransform._localMatMdf=!0),this.localTransforms[r]._opMdf&&!this.finalTransform._opMdf&&(this.finalTransform.localOpacity=this.finalTransform.mProp.o.v,this.finalTransform._opMdf=!0),r+=1;if(this.finalTransform._localMatMdf){var i=this.finalTransform.localMat;for(this.localTransforms[0].matrix.clone(i),r=1;r<a;r+=1){var o=this.localTransforms[r].matrix;i.multiply(o)}i.multiply(this.finalTransform.mat)}if(this.finalTransform._opMdf){var l=this.finalTransform.localOpacity;for(r=0;r<a;r+=1)l*=this.localTransforms[r].opacity*.01;this.finalTransform.localOpacity=l}}},searchEffectTransforms:function(){if(this.renderableEffectsManager){var r=this.renderableEffectsManager.getEffects(effectTypes.TRANSFORM_EFFECT);if(r.length){this.localTransforms=[],this.finalTransform.localMat=new Matrix;var a=0,i=r.length;for(a=0;a<i;a+=1)this.localTransforms.push(r[a])}}},globalToLocal:function(r){var a=[];a.push(this.finalTransform);for(var i=!0,o=this.comp;i;)o.finalTransform?(o.data.hasMask&&a.splice(0,0,o.finalTransform),o=o.comp):i=!1;var l,u=a.length,d;for(l=0;l<u;l+=1)d=a[l].mat.applyToPointArray(0,0,0),r=[r[0]-d[0],r[1]-d[1],0];return r},mHelper:new Matrix};function MaskElement(e,r,a){this.data=e,this.element=r,this.globalData=a,this.storedData=[],this.masksProperties=this.data.masksProperties||[],this.maskElement=null;var i=this.globalData.defs,o,l=this.masksProperties?this.masksProperties.length:0;this.viewData=createSizedArray(l),this.solidPath="";var u,d=this.masksProperties,m=0,p=[],f,R,x=createElementID(),S,E,j,A,b="clipPath",y="clip-path";for(o=0;o<l;o+=1)if((d[o].mode!=="a"&&d[o].mode!=="n"||d[o].inv||d[o].o.k!==100||d[o].o.x)&&(b="mask",y="mask"),(d[o].mode==="s"||d[o].mode==="i")&&m===0?(S=createNS("rect"),S.setAttribute("fill","#ffffff"),S.setAttribute("width",this.element.comp.data.w||0),S.setAttribute("height",this.element.comp.data.h||0),p.push(S)):S=null,u=createNS("path"),d[o].mode==="n")this.viewData[o]={op:PropertyFactory.getProp(this.element,d[o].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,d[o],3),elem:u,lastPath:""},i.appendChild(u);else{m+=1,u.setAttribute("fill",d[o].mode==="s"?"#000000":"#ffffff"),u.setAttribute("clip-rule","nonzero");var g;if(d[o].x.k!==0?(b="mask",y="mask",A=PropertyFactory.getProp(this.element,d[o].x,0,null,this.element),g=createElementID(),E=createNS("filter"),E.setAttribute("id",g),j=createNS("feMorphology"),j.setAttribute("operator","erode"),j.setAttribute("in","SourceGraphic"),j.setAttribute("radius","0"),E.appendChild(j),i.appendChild(E),u.setAttribute("stroke",d[o].mode==="s"?"#000000":"#ffffff")):(j=null,A=null),this.storedData[o]={elem:u,x:A,expan:j,lastPath:"",lastOperator:"",filterId:g,lastRadius:0},d[o].mode==="i"){R=p.length;var w=createNS("g");for(f=0;f<R;f+=1)w.appendChild(p[f]);var T=createNS("mask");T.setAttribute("mask-type","alpha"),T.setAttribute("id",x+"_"+m),T.appendChild(u),i.appendChild(T),w.setAttribute("mask","url("+getLocationHref()+"#"+x+"_"+m+")"),p.length=0,p.push(w)}else p.push(u);d[o].inv&&!this.solidPath&&(this.solidPath=this.createLayerSolidPath()),this.viewData[o]={elem:u,lastPath:"",op:PropertyFactory.getProp(this.element,d[o].o,0,.01,this.element),prop:ShapePropertyFactory.getShapeProp(this.element,d[o],3),invRect:S},this.viewData[o].prop.k||this.drawPath(d[o],this.viewData[o].prop.v,this.viewData[o])}for(this.maskElement=createNS(b),l=p.length,o=0;o<l;o+=1)this.maskElement.appendChild(p[o]);m>0&&(this.maskElement.setAttribute("id",x),this.element.maskedElement.setAttribute(y,"url("+getLocationHref()+"#"+x+")"),i.appendChild(this.maskElement)),this.viewData.length&&this.element.addRenderableComponent(this)}MaskElement.prototype.getMaskProperty=function(e){return this.viewData[e].prop},MaskElement.prototype.renderFrame=function(e){var r=this.element.finalTransform.mat,a,i=this.masksProperties.length;for(a=0;a<i;a+=1)if((this.viewData[a].prop._mdf||e)&&this.drawPath(this.masksProperties[a],this.viewData[a].prop.v,this.viewData[a]),(this.viewData[a].op._mdf||e)&&this.viewData[a].elem.setAttribute("fill-opacity",this.viewData[a].op.v),this.masksProperties[a].mode!=="n"&&(this.viewData[a].invRect&&(this.element.finalTransform.mProp._mdf||e)&&this.viewData[a].invRect.setAttribute("transform",r.getInverseMatrix().to2dCSS()),this.storedData[a].x&&(this.storedData[a].x._mdf||e))){var o=this.storedData[a].expan;this.storedData[a].x.v<0?(this.storedData[a].lastOperator!=="erode"&&(this.storedData[a].lastOperator="erode",this.storedData[a].elem.setAttribute("filter","url("+getLocationHref()+"#"+this.storedData[a].filterId+")")),o.setAttribute("radius",-this.storedData[a].x.v)):(this.storedData[a].lastOperator!=="dilate"&&(this.storedData[a].lastOperator="dilate",this.storedData[a].elem.setAttribute("filter",null)),this.storedData[a].elem.setAttribute("stroke-width",this.storedData[a].x.v*2))}},MaskElement.prototype.getMaskelement=function(){return this.maskElement},MaskElement.prototype.createLayerSolidPath=function(){var e="M0,0 ";return e+=" h"+this.globalData.compSize.w,e+=" v"+this.globalData.compSize.h,e+=" h-"+this.globalData.compSize.w,e+=" v-"+this.globalData.compSize.h+" ",e},MaskElement.prototype.drawPath=function(e,r,a){var i=" M"+r.v[0][0]+","+r.v[0][1],o,l;for(l=r._length,o=1;o<l;o+=1)i+=" C"+r.o[o-1][0]+","+r.o[o-1][1]+" "+r.i[o][0]+","+r.i[o][1]+" "+r.v[o][0]+","+r.v[o][1];if(r.c&&l>1&&(i+=" C"+r.o[o-1][0]+","+r.o[o-1][1]+" "+r.i[0][0]+","+r.i[0][1]+" "+r.v[0][0]+","+r.v[0][1]),a.lastPath!==i){var u="";a.elem&&(r.c&&(u=e.inv?this.solidPath+i:i),a.elem.setAttribute("d",u)),a.lastPath=i}},MaskElement.prototype.destroy=function(){this.element=null,this.globalData=null,this.maskElement=null,this.data=null,this.masksProperties=null};var filtersFactory=(function(){var e={};e.createFilter=r,e.createAlphaToLuminanceFilter=a;function r(i,o){var l=createNS("filter");return l.setAttribute("id",i),o!==!0&&(l.setAttribute("filterUnits","objectBoundingBox"),l.setAttribute("x","0%"),l.setAttribute("y","0%"),l.setAttribute("width","100%"),l.setAttribute("height","100%")),l}function a(){var i=createNS("feColorMatrix");return i.setAttribute("type","matrix"),i.setAttribute("color-interpolation-filters","sRGB"),i.setAttribute("values","0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 1"),i}return e})(),featureSupport=(function(){var e={maskType:!0,svgLumaHidden:!0,offscreenCanvas:typeof OffscreenCanvas<"u"};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))&&(e.maskType=!1),/firefox/i.test(navigator.userAgent)&&(e.svgLumaHidden=!1),e})(),registeredEffects$1={},idPrefix="filter_result_";function SVGEffects(e){var r,a="SourceGraphic",i=e.data.ef?e.data.ef.length:0,o=createElementID(),l=filtersFactory.createFilter(o,!0),u=0;this.filters=[];var d;for(r=0;r<i;r+=1){d=null;var m=e.data.ef[r].ty;if(registeredEffects$1[m]){var p=registeredEffects$1[m].effect;d=new p(l,e.effectsManager.effectElements[r],e,idPrefix+u,a),a=idPrefix+u,registeredEffects$1[m].countsAsEffect&&(u+=1)}d&&this.filters.push(d)}u&&(e.globalData.defs.appendChild(l),e.layerElement.setAttribute("filter","url("+getLocationHref()+"#"+o+")")),this.filters.length&&e.addRenderableComponent(this)}SVGEffects.prototype.renderFrame=function(e){var r,a=this.filters.length;for(r=0;r<a;r+=1)this.filters[r].renderFrame(e)},SVGEffects.prototype.getEffects=function(e){var r,a=this.filters.length,i=[];for(r=0;r<a;r+=1)this.filters[r].type===e&&i.push(this.filters[r]);return i};function registerEffect$1(e,r,a){registeredEffects$1[e]={effect:r,countsAsEffect:a}}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 r=null;if(this.data.td){this.matteMasks={};var a=createNS("g");a.setAttribute("id",this.layerId),a.appendChild(this.layerElement),r=a,this.globalData.defs.appendChild(a)}else this.data.tt?(this.matteElement.appendChild(this.layerElement),r=this.matteElement,this.baseElement=this.matteElement):this.baseElement=this.layerElement;if(this.data.ln&&this.layerElement.setAttribute("id",this.data.ln),this.data.cl&&this.layerElement.setAttribute("class",this.data.cl),this.data.ty===0&&!this.data.hd){var i=createNS("clipPath"),o=createNS("path");o.setAttribute("d","M0,0 L"+this.data.w+",0 L"+this.data.w+","+this.data.h+" L0,"+this.data.h+"z");var l=createElementID();if(i.setAttribute("id",l),i.appendChild(o),this.globalData.defs.appendChild(i),this.checkMasks()){var u=createNS("g");u.setAttribute("clip-path","url("+getLocationHref()+"#"+l+")"),u.appendChild(this.layerElement),this.transformedElement=u,r?r.appendChild(this.transformedElement):this.baseElement=this.transformedElement}else this.layerElement.setAttribute("clip-path","url("+getLocationHref()+"#"+l+")")}this.data.bm!==0&&this.setBlendMode()},renderElement:function(){this.finalTransform._localMatMdf&&this.transformedElement.setAttribute("transform",this.finalTransform.localMat.to2dCSS()),this.finalTransform._opMdf&&this.transformedElement.setAttribute("op
51acity",this.finalTransform.localOpacity)},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),this.searchEffectTransforms()},getMatte:function(r){if(this.matteMasks||(this.matteMasks={}),!this.matteMasks[r]){var a=this.layerId+"_"+r,i,o,l,u;if(r===1||r===3){var d=createNS("mask");d.setAttribute("id",a),d.setAttribute("mask-type",r===3?"luminance":"alpha"),l=createNS("use"),l.setAttributeNS("http://www.w3.org/1999/xlink","href","#"+this.layerId),d.appendChild(l),this.globalData.defs.appendChild(d),!featureSupport.maskType&&r===1&&(d.setAttribute("mask-type","luminance"),i=createElementID(),o=filtersFactory.createFilter(i),this.globalData.defs.appendChild(o),o.appendChild(filtersFactory.createAlphaToLuminanceFilter()),u=createNS("g"),u.appendChild(l),d.appendChild(u),u.setAttribute("filter","url("+getLocationHref()+"#"+i+")"))}else if(r===2){var m=createNS("mask");m.setAttribute("id",a),m.setAttribute("mask-type","alpha");var p=createNS("g");m.appendChild(p),i=createElementID(),o=filtersFactory.createFilter(i);var f=createNS("feComponentTransfer");f.setAttribute("in","SourceGraphic"),o.appendChild(f);var R=createNS("feFuncA");R.setAttribute("type","table"),R.setAttribute("tableValues","1.0 0.0"),f.appendChild(R),this.globalData.defs.appendChild(o);var x=createNS("rect");x.setAttribute("width",this.comp.data.w),x.setAttribute("height",this.comp.data.h),x.setAttribute("x","0"),x.setAttribute("y","0"),x.setAttribute("fill","#ffffff"),x.setAttribute("opacity","0"),p.setAttribute("filter","url("+getLocationHref()+"#"+i+")"),p.appendChild(x),l=createNS("use"),l.setAttributeNS("http://www.w3.org/1999/xlink","href","#"+this.layerId),p.appendChild(l),featureSupport.maskType||(m.setAttribute("mask-type","luminance"),o.appendChild(filtersFactory.createAlphaToLuminanceFilter()),u=createNS("g"),p.appendChild(x),u.appendChild(this.layerElement),p.appendChild(u)),this.globalData.defs.appendChild(m)}this.matteMasks[r]=a}return this.matteMasks[r]},setMatte:function(r){this.matteElement&&this.matteElement.setAttribute("mask","url("+getLocationHref()+"#"+r+")")}};function HierarchyElement(){}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,[])}};function RenderableDOMElement(){}(function(){var e={initElement:function(a,i,o){this.initFrame(),this.initBaseData(a,i,o),this.initTransform(a,i,o),this.initHierarchy(),this.initRenderable(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),this.createContent(),this.hide()},hide:function(){if(!this.hidden&&(!this.isInRange||this.isTransparent)){var a=this.baseElement||this.layerElement;a.style.display="none",this.hidden=!0}},show:function(){if(this.isInRange&&!this.isTransparent){if(!this.data.hd){var a=this.baseElement||this.layerElement;a.style.display="block"}this.hidden=!1,this._isFirstFrame=!0}},renderFrame:function(){this.data.hd||this.hidden||(this.renderTransform(),this.renderRenderable(),this.renderLocalTransform(),this.renderElement(),this.renderInnerContent(),this._isFirstFrame&&(this._isFirstFrame=!1))},renderInnerContent:function(){},prepareFrame:function(a){this._mdf=!1,this.prepareRenderableFrame(a),this.prepareProperties(a,this.isInRange),this.checkTransparency()},destroy:function(){this.innerElem=null,this.destroyBaseElement()}};extendPrototype([RenderableElement,createProxyFunction(e)],RenderableDOMElement)})();function IImageElement(e,r,a){this.assetData=r.getAssetData(e.refId),this.assetData&&this.assetData.sid&&(this.assetData=r.slotManager.getProp(this.assetData)),this.initElement(e,r,a),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 e=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",e),this.layerElement.appendChild(this.innerElem)},IImageElement.prototype.sourceRectAtTime=function(){return this.sourceRect};function ProcessedElement(e,r){this.elem=e,this.pos=r}function IShapeElement(){}IShapeElement.prototype={addShapeToModifiers:function(r){var a,i=this.shapeModifiers.length;for(a=0;a<i;a+=1)this.shapeModifiers[a].addShape(r)},isShapeInAnimatedModifiers:function(r){for(var a=0,i=this.shapeModifiers.length;a<i;)if(this.shapeModifiers[a].isAnimatedWithShape(r))return!0;return!1},renderModifiers:function(){if(this.shapeModifiers.length){var r,a=this.shapes.length;for(r=0;r<a;r+=1)this.shapes[r].sh.reset();a=this.shapeModifiers.length;var i;for(r=a-1;r>=0&&(i=this.shapeModifiers[r].processShapes(this._isFirstFrame),!i);r-=1);}},searchProcessedElement:function(r){for(var a=this.processedElements,i=0,o=a.length;i<o;){if(a[i].elem===r)return a[i].pos;i+=1}return 0},addProcessedElement:function(r,a){for(var i=this.processedElements,o=i.length;o;)if(o-=1,i[o].elem===r){i[o].pos=a;return}i.push(new ProcessedElement(r,a))},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(e,r,a){this.caches=[],this.styles=[],this.transformers=e,this.lStr="",this.sh=a,this.lvl=r,this._isAnimated=!!a.k;for(var i=0,o=e.length;i<o;){if(e[i].mProps.dynamicProperties.length){this._isAnimated=!0;break}i+=1}}SVGShapeData.prototype.setAsAnimated=function(){this._isAnimated=!0};function SVGStyleData(e,r){this.data=e,this.type=e.ty,this.d="",this.lvl=r,this._mdf=!1,this.closed=e.hd===!0,this.pElem=createNS("path"),this.msElem=null}SVGStyleData.prototype.reset=function(){this.d="",this._mdf=!1};function DashProperty(e,r,a,i){this.elem=e,this.frameId=-1,this.dataProps=createSizedArray(r.length),this.renderer=a,this.k=!1,this.dashStr="",this.dashArray=createTypedArray("float32",r.length?r.length-1:0),this.dashoffset=createTypedArray("float32",1),this.initDynamicPropertyContainer(i);var o,l=r.length||0,u;for(o=0;o<l;o+=1)u=PropertyFactory.getProp(e,r[o].v,0,0,this),this.k=u.k||this.k,this.dataProps[o]={n:r[o].n,p:u};this.k||this.getValue(!0),this._isAnimated=this.k}DashProperty.prototype.getValue=function(e){if(!(this.elem.globalData.frameId===this.frameId&&
vendor: 50,998 bytes, line 51
51!e)&&(this.frameId=this.elem.globalData.frameId,this.iterateDynamicProperties(),this._mdf=this._mdf||e,this._mdf)){var r=0,a=this.dataProps.length;for(this.renderer==="svg"&&(this.dashStr=""),r=0;r<a;r+=1)this.dataProps[r].n!=="o"?this.renderer==="svg"?this.dashStr+=" "+this.dataProps[r].p.v:this.dashArray[r]=this.dataProps[r].p.v:this.dashoffset[0]=this.dataProps[r].p.v}},extendPrototype([DynamicPropertyContainer],DashProperty);function SVGStrokeStyleData(e,r,a){this.initDynamicPropertyContainer(e),this.getValue=this.iterateDynamicProperties,this.o=PropertyFactory.getProp(e,r.o,0,.01,this),this.w=PropertyFactory.getProp(e,r.w,0,null,this),this.d=new DashProperty(e,r.d||{},"svg",this),this.c=PropertyFactory.getProp(e,r.c,1,255,this),this.style=a,this._isAnimated=!!this._isAnimated}extendPrototype([DynamicPropertyContainer],SVGStrokeStyleData);function SVGFillStyleData(e,r,a){this.initDynamicPropertyContainer(e),this.getValue=this.iterateDynamicProperties,this.o=PropertyFactory.getProp(e,r.o,0,.01,this),this.c=PropertyFactory.getProp(e,r.c,1,255,this),this.style=a}extendPrototype([DynamicPropertyContainer],SVGFillStyleData);function SVGNoStyleData(e,r,a){this.initDynamicPropertyContainer(e),this.getValue=this.iterateDynamicProperties,this.style=a}extendPrototype([DynamicPropertyContainer],SVGNoStyleData);function GradientProperty(e,r,a){this.data=r,this.c=createTypedArray("uint8c",r.p*4);var i=r.k.k[0].s?r.k.k[0].s.length-r.p*4:r.k.k.length-r.p*4;this.o=createTypedArray("float32",i),this._cmdf=!1,this._omdf=!1,this._collapsable=this.checkCollapsable(),this._hasOpacity=i,this.initDynamicPropertyContainer(a),this.prop=PropertyFactory.getProp(e,r.k,1,null,this),this.k=this.prop.k,this.getValue(!0)}GradientProperty.prototype.comparePoints=function(e,r){for(var a=0,i=this.o.length/2,o;a<i;){if(o=Math.abs(e[a*4]-e[r*4+a*2]),o>.01)return!1;a+=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 e=0,r=this.data.k.k.length;e<r;){if(!this.comparePoints(this.data.k.k[e].s,this.data.p))return!1;e+=1}else if(!this.comparePoints(this.data.k.k,this.data.p))return!1;return!0},GradientProperty.prototype.getValue=function(e){if(this.prop.getValue(),this._mdf=!1,this._cmdf=!1,this._omdf=!1,this.prop._mdf||e){var r,a=this.data.p*4,i,o;for(r=0;r<a;r+=1)i=r%4===0?100:255,o=Math.round(this.prop.v[r]*i),this.c[r]!==o&&(this.c[r]=o,this._cmdf=!e);if(this.o.length)for(a=this.prop.v.length,r=this.data.p*4;r<a;r+=1)i=r%2===0?100:1,o=r%2===0?Math.round(this.prop.v[r]*100):this.prop.v[r],this.o[r-this.data.p*4]!==o&&(this.o[r-this.data.p*4]=o,this._omdf=!e);this._mdf=!e}},extendPrototype([DynamicPropertyContainer],GradientProperty);function SVGGradientFillStyleData(e,r,a){this.initDynamicPropertyContainer(e),this.getValue=this.iterateDynamicProperties,this.initGradientData(e,r,a)}SVGGradientFillStyleData.prototype.initGradientData=function(e,r,a){this.o=PropertyFactory.getProp(e,r.o,0,.01,this),this.s=PropertyFactory.getProp(e,r.s,1,null,this),this.e=PropertyFactory.getProp(e,r.e,1,null,this),this.h=PropertyFactory.getProp(e,r.h||{k:0},0,.01,this),this.a=PropertyFactory.getProp(e,r.a||{k:0},0,degToRads,this),this.g=new GradientProperty(e,r.g,this),this.style=a,this.stops=[],this.setGradientData(a.pElem,r),this.setGradientOpacity(r,a),this._isAnimated=!!this._isAnimated},SVGGradientFillStyleData.prototype.setGradientData=function(e,r){var a=createElementID(),i=createNS(r.t===1?"linearGradient":"radialGradient");i.setAttribute("id",a),i.setAttribute("spreadMethod","pad"),i.setAttribute("gradientUnits","userSpaceOnUse");var o=[],l,u,d;for(d=r.g.p*4,u=0;u<d;u+=4)l=createNS("stop"),i.appendChild(l),o.push(l);e.setAttribute(r.ty==="gf"?"fill":"stroke","url("+getLocationHref()+"#"+a+")"),this.gf=i,this.cst=o},SVGGradientFillStyleData.prototype.setGradientOpacity=function(e,r){if(this.g._hasOpacity&&!this.g._collapsable){var a,i,o,l=createNS("mask"),u=createNS("path");l.appendChild(u);var d=createElementID(),m=createElementID();l.setAttribute("id",m);var p=createNS(e.t===1?"linearGradient":"radialGradient");p.setAttribute("id",d),p.setAttribute("spreadMethod","pad"),p.setAttribute("gradientUnits","userSpaceOnUse"),o=e.g.k.k[0].s?e.g.k.k[0].s.length:e.g.k.k.length;var f=this.stops;for(i=e.g.p*4;i<o;i+=2)a=createNS("stop"),a.setAttribute("stop-color","rgb(255,255,255)"),p.appendChild(a),f.push(a);u.setAttribute(e.ty==="gf"?"fill":"stroke","url("+getLocationHref()+"#"+d+")"),e.ty==="gs"&&(u.setAttribute("stroke-linecap",lineCapEnum[e.lc||2]),u.setAttribute("stroke-linejoin",lineJoinEnum[e.lj||2]),e.lj===1&&u.setAttribute("stroke-miterlimit",e.ml)),this.of=p,this.ms=l,this.ost=f,this.maskId=m,r.msElem=u}},extendPrototype([DynamicPropertyContainer],SVGGradientFillStyleData);function SVGGradientStrokeStyleData(e,r,a){this.initDynamicPropertyContainer(e),this.getValue=this.iterateDynamicProperties,this.w=PropertyFactory.getProp(e,r.w,0,null,this),this.d=new DashProperty(e,r.d||{},"svg",this),this.initGradientData(e,r,a),this._isAnimated=!!this._isAnimated}extendPrototype([SVGGradientFillStyleData,DynamicPropertyContainer],SVGGradientStrokeStyleData);function ShapeGroupData(){this.it=[],this.prevViewData=[],this.gr=createNS("g")}function SVGTransformData(e,r,a){this.transform={mProps:e,op:r,container:a},this.elements=[],this._isAnimated=this.transform.mProps.dynamicProperties.length||this.transform.op.effectsSequence.length}var buildShapeString=function(r,a,i,o){if(a===0)return"";var l=r.o,u=r.i,d=r.v,m,p=" M"+o.applyToPointStringified(d[0][0],d[0][1]);for(m=1;m<a;m+=1)p+=" C"+o.applyToPointStringified(l[m-1][0],l[m-1][1])+" "+o.applyToPointStringified(u[m][0],u[m][1])+" "+o.applyToPointStringified(d[m][0],d[m][1]);return i&&a&&(p+=" C"+o.applyToPointStringified(l[m-1][0],l[m-1][1])+" "+o.applyToPointStringified(u[0][0],u[0][1])+" "+o.applyToPointStringified(d[0][0],d[0][1]),p+="z"),p},SVGElementsRenderer=(function(){var e=new Matrix,r=new Matrix,a={createRenderFunction:i};function i(R){switch(R.ty){case"fl":return d;case"gf":return p;case"gs":return m;case"st":return f;case"sh":case"el":case"rc":case"sr":return u;case"tr":return o;case"no":return l;default:return null}}function o(R,x,S){(S||x.transform.op._mdf)&&x.transform.container.setAttribute("opacity",x.transform.op.v),(S||x.transform.mProps._mdf)&&x.transform.container.setAttribute("transform",x.transform.mProps.v.to2dCSS())}function l(){}function u(R,x,S){var E,j,A,b,y,g,w=x.styles.length,T=x.lvl,I,k,M,U;for(g=0;g<w;g+=1){if(b=x.sh._mdf||S,x.styles[g].lvl<T){for(k=r.reset(),M=T-x.styles[g].lvl,U=x.transformers.length-1;!b&&M>0;)b=x.transformers[U].mProps._mdf||b,M-=1,U-=1;if(b)for(M=T-x.styles[g].lvl,U=x.transformers.length-1;M>0;)k.multiply(x.transformers[U].mProps.v),M-=1,U-=1}else k=e;if(I=x.sh.paths,j=I._length,b){for(A="",E=0;E<j;E+=1)y=I.shapes[E],y&&y._length&&(A+=buildShapeString(y,y._length,y.c,k));x.caches[g]=A}else A=x.caches[g];x.styles[g].d+=R.hd===!0?"":A,x.styles[g]._mdf=b||x.styles[g]._mdf}}function d(R,x,S){var E=x.style;(x.c._mdf||S)&&E.pElem.setAttribute("fill","rgb("+bmFloor(x.c.v[0])+","+bmFloor(x.c.v[1])+","+bmFloor(x.c.v[2])+")"),(x.o._mdf||S)&&E.pElem.setAttribute("fill-opacity",x.o.v)}function m(R,x,S){p(R,x,S),f(R,x,S)}function p(R,x,S){var E=x.gf,j=x.g._hasOpacity,A=x.s.v,b=x.e.v;if(x.o._mdf||S){var y=R.ty==="gf"?"fill-opacity":"stroke-opacity";x.style.pElem.setAttribute(y,x.o.v)}if(x.s._mdf||S){var g=R.t===1?"x1":"cx",w=g==="x1"?"y1":"cy";E.setAttribute(g,A[0]),E.setAttribute(w,A[1]),j&&!x.g._collapsable&&(x.of.setAttribute(g,A[0]),x.of.setAttribute(w,A[1]))}var T,I,k,M;if(x.g._cmdf||S){T=x.cst;var U=x.g.c;for(k=T.length,I=0;I<k;I+=1)M=T[I],M.setAttribute("offset",U[I*4]+"%"),M.setAttribute("stop-color","rgb("+U[I*4+1]+","+U[I*4+2]+","+U[I*4+3]+")")}if(j&&(x.g._omdf||S)){var z=x.g.o;for(x.g._collapsable?T=x.cst:T=x.ost,k=T.length,I=0;I<k;I+=1)M=T[I],x.g._collapsable||M.setAttribute("offset",z[I*2]+"%"),M.setAttribute("stop-opacity",z[I*2+1])}if(R.t===1)(x.e._mdf||S)&&(E.setAttribute("x2",b[0]),E.setAttribute("y2",b[1]),j&&!x.g._collapsable&&(x.of.setAttribute("x2",b[0]),x.of.setAttribute("y2",b[1])));else{var Q;if((x.s._mdf||x.e._mdf||S)&&(Q=Math.sqrt(Math.pow(A[0]-b[0],2)+Math.pow(A[1]-b[1],2)),E.setAttribute("r",Q),j&&!x.g._collapsable&&x.of.setAttribute("r",Q)),x.s._mdf||x.e._mdf||x.h._mdf||x.a._mdf||S){Q||(Q=Math.sqrt(Math.pow(A[0]-b[0],2)+Math.pow(A[1]-b[1],2)));var G=Math.atan2(b[1]-A[1],b[0]-A[0]),Y=x.h.v;Y>=1?Y=.99:Y<=-1&&(Y=-.99);var X=Q*Y,W=Math.cos(G+x.a.v)*X+A[0],L=Math.sin(G+x.a.v)*X+A[1];E.setAttribute("fx",W),E.setAttribute("fy",L),j&&!x.g._collapsable&&(x.of.setAttribute("fx",W),x.of.setAttribute("fy",L))}}}function f(R,x,S){var E=x.style,j=x.d;j&&(j._mdf||S)&&j.dashStr&&(E.pElem.setAttribute("stroke-dasharray",j.dashStr),E.pElem.setAttribute("stroke-dashoffset",j.dashoffset[0])),x.c&&(x.c._mdf||S)&&E.pElem.setAttribute("stroke","rgb("+bmFloor(x.c.v[0])+","+bmFloor(x.c.v[1])+","+bmFloor(x.c.v[2])+")"),(x.o._mdf||S)&&E.pElem.setAttribute("stroke-opacity",x.o.v),(x.w._mdf||S)&&(E.pElem.setAttribute("stroke-width",x.w.v),E.msElem&&E.msElem.setAttribute("stroke-width",x.w.v))}return a})();function SVGShapeElement(e,r,a){this.shapes=[],this.shapesData=e.shapes,this.stylesList=[],this.shapeModifiers=[],this.itemsData=[],this.processedElements=[],this.animatedContents=[],this.initElement(e,r,a),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 e,r=this.shapes.length,a,i,o=this.stylesList.length,l,u=[],d=!1;for(i=0;i<o;i+=1){for(l=this.stylesList[i],d=!1,u.length=0,e=0;e<r;e+=1)a=this.shapes[e],a.styles.indexOf(l)!==-1&&(u.push(a),d=a._isAnimated||d);u.length>1&&d&&this.setShapesAsAnimated(u)}},SVGShapeElement.prototype.setShapesAsAnimated=function(e){var r,a=e.length;for(r=0;r<a;r+=1)e[r].setAsAnimated()},SVGShapeElement.prototype.createStyleElement=function(e,r){var a,i=new SVGStyleData(e,r),o=i.pElem;if(e.ty==="st")a=new SVGStrokeStyleData(this,e,i);else if(e.ty==="fl")a=new SVGFillStyleData(this,e,i);else if(e.ty==="gf"||e.ty==="gs"){var l=e.ty==="gf"?SVGGradientFillStyleData:SVGGradientStrokeStyleData;a=new l(this,e,i),this.globalData.defs.appendChild(a.gf),a.maskId&&(this.globalData.defs.appendChild(a.ms),this.globalData.defs.appendChild(a.of),o.setAttribute("mask","url("+getLocationHref()+"#"+a.maskId+")"))}else e.ty==="no"&&(a=new SVGNoStyleData(this,e,i));return(e.ty==="st"||e.ty==="gs")&&(o.setAttribute("stroke-linecap",lineCapEnum[e.lc||2]),o.setAttribute("stroke-linejoin",lineJoinEnum[e.lj||2]),o.setAttribute("fill-opacity","0"),e.lj===1&&o.setAttribute("stroke-miterlimit",e.ml)),e.r===2&&o.setAttribute("fill-rule","evenodd"),e.ln&&o.setAttribute("id",e.ln),e.cl&&o.setAttribute("class",e.cl),e.bm&&(o.style["mix-blend-mode"]=getBlendMode(e.bm)),this.stylesList.push(i),this.addToAnimatedContents(e,a),a},SVGShapeElement.prototype.createGroupElement=function(e){var r=new ShapeGroupData;return e.ln&&r.gr.setAttribute("id",e.ln),e.cl&&r.gr.setAttribute("class",e.cl),e.bm&&(r.gr.style["mix-blend-mode"]=getBlendMode(e.bm)),r},SVGShapeElement.prototype.createTransformElement=function(e,r){var a=TransformPropertyFactory.getTransformProperty(this,e,this),i=new SVGTransformData(a,a.o,r);return this.addToAnimatedContents(e,i),i},SVGShapeElement.prototype.createShapeElement=function(e,r,a){var i=4;e.ty==="rc"?i=5:e.ty==="el"?i=6:e.ty==="sr"&&(i=7);var o=ShapePropertyFactory.getShapeProp(this,e,i,this),l=new SVGShapeData(r,a,o);return this.shapes.push(l),this.addShapeToModifiers(l),this.addToAnimatedContents(e,l),l},SVGShapeElement.prototype.addToAnimatedContents=function(e,r){for(var a=0,i=this.animatedContents.length;a<i;){if(this.animatedContents[a].element===r)return;a+=1}this.animatedContents.push({fn:SVGElementsRenderer.createRenderFunction(e),element:r,data:e})},SVGShapeElement.prototype.setElementStyles=function(e){var r=e.styles,a,i=this.stylesList.length;for(a=0;a<i;a+=1)r.indexOf(this.stylesList[a])===-1&&!this.stylesList[a].closed&&r.push(this.stylesList[a])},SVGShapeElement.prototype.reloadShapes=function(){this._isFirstFrame=!0;var e,r=this.itemsData.length;for(e=0;e<r;e+=1)this.prevViewData[e]=this.itemsData[e];for(this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.layerElement,0,[],!0),this.filterUniqueShapes(),r=this.dynamicProperties.length,e=0;e<r;e+=1)this.dynamicProperties[e].getValue();this.renderModifiers()},SVGShapeElement.prototype.searchShapes=function(e,r,a,i,o,l,u){var d=[].concat(l),m,p=e.length-1,f,R,x=[],S=[],E,j,A;for(m=p;m>=0;m-=1){if(A=this.searchProcessedElement(e[m]),A?r[m]=a[A-1]:e[m]._render=u,e[m].ty==="fl"||e[m].ty==="st"||e[m].ty==="gf"||e[m].ty==="gs"||e[m].ty==="no")A?r[m].style.closed=e[m].hd:r[m]=this.createStyleElement(e[m],o),e[m]._render&&r[m].style.pElem.parentNode!==i&&i.appendChild(r[m].style.pElem),x.push(r[m].style);else if(e[m].ty==="gr"){if(!A)r[m]=this.createGroupElement(e[m]);else for(R=r[m].it.length,f=0;f<R;f+=1)r[m].prevViewData[f]=r[m].it[f];this.searchShapes(e[m].it,r[m].it,r[m].prevViewData,r[m].gr,o+1,d,u),e[m]._render&&r[m].gr.parentNode!==i&&i.appendChild(r[m].gr)}else e[m].ty==="tr"?(A||(r[m]=this.createTransformElement(e[m],i)),E=r[m].transform,d.push(E)):e[m].ty==="sh"||e[m].ty==="rc"||e[m].ty==="el"||e[m].ty==="sr"?(A||(r[m]=this.createShapeElement(e[m],d,o)),this.setElementStyles(r[m])):e[m].ty==="tm"||e[m].ty==="rd"||e[m].ty==="ms"||e[m].ty==="pb"||e[m].ty==="zz"||e[m].ty==="op"?(A?(j=r[m],j.closed=!1):(j=ShapeModifiers.getModifier(e[m].ty),j.init(this,e[m]),r[m]=j,this.shapeModifiers.push(j)),S.push(j)):e[m].ty==="rp"&&(A?(j=r[m],j.closed=!0):(j=ShapeModifiers.getModifier(e[m].ty),r[m]=j,j.init(this,e,m,r),this.shapeModifiers.push(j),u=!1),S.push(j));this.addProcessedElement(e[m],m+1)}for(p=x.length,m=0;m<p;m+=1)x[m].closed=!0;for(p=S.length,m=0;m<p;m+=1)S[m].closed=!0},SVGShapeElement.prototype.renderInnerContent=function(){this.renderModifiers();var e,r=this.stylesList.length;for(e=0;e<r;e+=1)this.stylesList[e].reset();for(this.renderShape(),e=0;e<r;e+=1)(this.stylesList[e]._mdf||this._isFirstFrame)&&(this.stylesList[e].msElem&&(this.stylesList[e].msElem.setAttribute("d",this.stylesList[e].d),this.stylesList[e].d="M0 0"+this.stylesList[e].d),this.stylesList[e].pElem.setAttribute("d",this.stylesList[e].d||"M0 0"))},SVGShapeElement.prototype.renderShape=function(){var e,r=this.animatedContents.length,a;for(e=0;e<r;e+=1)a=this.animatedContents[e],(this._isFirstFrame||a.element._isAnimated)&&a.data!==!0&&a.fn(a.data,a.element,this._isFirstFrame)},SVGShapeElement.prototype.destroy=function(){this.destroyBaseElement(),this.shapesData=null,this.itemsData=null};function LetterProps(e,r,a,i,o,l){this.o=e,this.sw=r,this.sc=a,this.fc=i,this.m=o,this.p=l,this._mdf={o:!0,sw:!!r,sc:!!a,fc:!!i,m:!0,p:!0}}LetterProps.prototype.update=function(e,r,a,i,o,l){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 u=!1;return this.o!==e&&(this.o=e,this._mdf.o=!0,u=!0),this.sw!==r&&(this.sw=r,this._mdf.sw=!0,u=!0),this.sc!==a&&(this.sc=a,this._mdf.sc=!0,u=!0),this.fc!==i&&(this.fc=i,this._mdf.fc=!0,u=!0),this.m!==o&&(this.m=o,this._mdf.m=!0,u=!0),l.length&&(this.p[0]!==l[0]||this.p[1]!==l[1]||this.p[4]!==l[4]||this.p[5]!==l[5]||this.p[12]!==l[12]||this.p[13]!==l[13])&&(this.p=l,this._mdf.p=!0,u=!0),u};function TextProperty(e,r){this._frameId=initialDefaultFrame,this.pv="",this.v="",this.kf=!1,this._isFirstFrame=!0,this._mdf=!1,r.d&&r.d.sid&&(r.d=e.globalData.slotManager.getProp(r.d)),this.data=r,this.elem=e,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(e,r){for(var a in r)Object.prototype.hasOwnProperty.call(r,a)&&(e[a]=r[a]);return e},TextProperty.prototype.setCurrentData=function(e){e.__complete||this.completeTextData(e),this.currentData=e,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(e){this.effectsSequence.push(e),this.elem.addDynamicProperty(this)},TextProperty.prototype.getValue=function(e){if(!((this.elem.globalData.frameId===this.frameId||!this.effectsSequence.length)&&!e)){this.currentData.t=this.data.d.k[this.keysIndex].s.t;var r=this.currentData,a=this.keysIndex;if(this.lock){this.setCurrentData(this.currentData);return}this.lock=!0,this._mdf=!1;var i,o=this.effectsSequence.length,l=e||this.data.d.k[this.keysIndex].s;for(i=0;i<o;i+=1)a!==this.keysIndex?l=this.effectsSequence[i](l,l.t):l=this.effectsSequence[i](this.currentData,l.t);r!==l&&this.setCurrentData(l),this.v=this.currentData,this.pv=this.v,this.lock=!1,this.frameId=this.elem.globalData.frameId}},TextProperty.prototype.getKeyframeValue=function(){for(var e=this.data.d.k,r=this.elem.comp.renderedFrame,a=0,i=e.length;a<=i-1&&!(a===i-1||e[a+1].t>r);)a+=1;return this.keysIndex!==a&&(this.keysIndex=a),this.data.d.k[this.keysIndex].s},TextProperty.prototype.buildFinalText=function(e){for(var r=[],a=0,i=e.length,o,l,u=!1,d=!1,m="";a<i;)u=d,d=!1,o=e.charCodeAt(a),m=e.charAt(a),FontManager.isCombinedCharacter(o)?u=!0:o>=55296&&o<=56319?FontManager.isRegionalFlag(e,a)?m=e.substr(a,14):(l=e.charCodeAt(a+1),l>=56320&&l<=57343&&(FontManager.isModifier(o,l)?(m=e.substr(a,2),u=!0):FontManager.isFlagEmoji(e.substr(a,4))?m=e.substr(a,4):m=e.substr(a,2))):o>56319?(l=e.charCodeAt(a+1),FontManager.isVariationSelector(o)&&(u=!0)):FontManager.isZeroWidthJoiner(o)&&(u=!0,d=!0),u?(r[r.length-1]+=m,u=!1):r.push(m),a+=m.length;return r},TextProperty.prototype.completeTextData=function(e){e.__complete=!0;var r=this.elem.globalData.fontManager,a=this.data,i=[],o,l,u,d=0,m,p=a.m.g,f=0,R=0,x=0,S=[],E=0,j=0,A,b,y=r.getFontByName(e.f),g,w=0,T=getFontProperties(y);e.fWeight=T.weight,e.fStyle=T.style,e.finalSize=e.s,e.finalText=this.buildFinalText(e.t),l=e.finalText.length,e.finalLineHeight=e.lh;var I=e.tr/1e3*e.finalSize,k;if(e.sz)for(var M=!0,U=e.sz[0],z=e.sz[1],Q,G;M;){G=this.buildFinalText(e.t),Q=0,E=0,l=G.length,I=e.tr/1e3*e.finalSize;var Y=-1;for(o=0;o<l;o+=1)k=G[o].charCodeAt(0),u=!1,G[o]===" "?Y=o:(k===13||k===3)&&(E=0,u=!0,Q+=e.finalLineHeight||e.finalSize*1.2),r.chars?(g=r.getCharData(G[o],y.fStyle,y.fFamily),w=u?0:g.w*e.finalSize/100):w=r.measureText(G[o],e.f,e.finalSize),E+w>U&&G[o]!==" "?(Y===-1?l+=1:o=Y,Q+=e.finalLineHeight||e.finalSize*1.2,G.splice(o,Y===o?1:0,"\r"),Y=-1,E=0):(E+=w,E+=I);Q+=y.ascent*e.finalSize/100,this.canResize&&e.finalSize>this.minimumFontSize&&z<Q?(e.finalSize-=1,e.finalLineHeight=e.finalSize*e.lh/e.s):(e.finalText=G,l=e.finalText.length,M=!1)}E=-I,w=0;var X=0,W;for(o=0;o<l;o+=1)if(u=!1,W=e.finalText[o],k=W.charCodeAt(0),k===13||k===3?(X=0,S.push(E),j=E>j?E:j,E=-2*I,m="",u=!0,x+=1):m=W,r.chars?(g=r.getCharData(W,y.fStyle,r.getFontByName(e.f).fFamily),w=u?0:g.w*e.finalSize/100):w=r.measureText(m,e.f,e.finalSize),W===" "?X+=w+I:(E+=w+I+X,X=0),i.push({l:w,an:w,add:f,n:u,anIndexes:[],val:m,line:x,animatorJustifyOffset:0}),p==2){if(f+=w,m===""||m===" "||o===l-1){for((m===""||m===" ")&&(f-=w);R<=o;)i[R].an=f,i[R].ind=d,i[R].extra=w,R+=1;d+=1,f=0}}else if(p==3){if(f+=w,m===""||o===l-1){for(m===""&&(f-=w);R<=o;)i[R].an=f,i[R].ind=d,i[R].extra=w,R+=1;f=0,d+=1}}else i[d].ind=d,i[d].extra=0,d+=1;if(e.l=i,j=E>j?E:j,S.push(E),e.sz)e.boxWidth=e.sz[0],e.justifyOffset=0;else switch(e.boxWidth=j,e.j){case 1:e.justifyOffset=-e.boxWidth;break;case 2:e.justifyOffset=-e.boxWidth/2;break;default:e.justifyOffset=0}e.lineWidths=S;var L=a.a,B,P;b=L.length;var N,O,C=[];for(A=0;A<b;A+=1){for(B=L[A],B.a.sc&&(e.strokeColorAnim=!0),B.a.sw&&(e.strokeWidthAnim=!0),(B.a.fc||B.a.fh||B.a.fs||B.a.fb)&&(e.fillColorAnim=!0),O=0,N=B.s.b,o=0;o<l;o+=1)P=i[o],P.anIndexes[A]=O,(N==1&&P.val!==""||N==2&&P.val!==""&&P.val!==" "||N==3&&(P.n||P.val==" "||o==l-1)||N==4&&(P.n||o==l-1))&&(B.s.rn===1&&C.push(O),O+=1);a.a[A].s.totalChars=O;var F=-1,q;if(B.s.rn===1)for(o=0;o<l;o+=1)P=i[o],F!=P.anIndexes[A]&&(F=P.anIndexes[A],q=C.splice(Math.floor(Math.random()*C.length),1)[0]),P.anIndexes[A]=q}e.yOffset=e.finalLineHeight||e.finalSize*1.2,e.ls=e.ls||0,e.ascent=y.ascent*e.finalSize/100},TextProperty.prototype.updateDocumentData=function(e,r){r=r===void 0?this.keysIndex:r;var a=this.copyData({},this.data.d.k[r].s);a=this.copyData(a,e),this.data.d.k[r].s=a,this.recalculate(r),this.setCurrentData(a),this.elem.addDynamicProperty(this)},TextProperty.prototype.recalculate=function(e){var r=this.data.d.k[e].s;r.__complete=!1,this.keysIndex=0,this._isFirstFrame=!0,this.getValue(r)},TextProperty.prototype.canResizeFont=function(e){this.canResize=e,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)},TextProperty.prototype.setMinimumFontSize=function(e){this.minimumFontSize=Math.floor(e)||1,this.recalculate(this.keysIndex),this.elem.addDynamicProperty(this)};var TextSelectorProp=(function(){var e=Math.max,r=Math.min,a=Math.floor;function i(l,u){this._currentTextLength=-1,this.k=!1,this.data=u,this.elem=l,this.comp=l.comp,this.finalS=0,this.finalE=0,this.initDynamicPropertyContainer(l),this.s=PropertyFactory.getProp(l,u.s||{k:0},0,0,this),"e"in u?this.e=PropertyFactory.getProp(l,u.e,0,0,this):this.e={v:100},this.o=PropertyFactory.getProp(l,u.o||{k:0},0,0,this),this.xe=PropertyFactory.getProp(l,u.xe||{k:0},0,0,this),this.ne=PropertyFactory.getProp(l,u.ne||{k:0},0,0,this),this.sm=PropertyFactory.getProp(l,u.sm||{k:100},0,0,this),this.a=PropertyFactory.getProp(l,u.a,0,.01,this),this.dynamicProperties.length||this.getValue()}i.prototype={getMult:function(u){this._currentTextLength!==this.elem.textProperty.currentData.l.length&&this.getValue();var d=0,m=0,p=1,f=1;this.ne.v>0?d=this.ne.v/100:m=-this.ne.v/100,this.xe.v>0?p=1-this.xe.v/100:f=1+this.xe.v/100;var R=BezierFactory.getBezierEasing(d,m,p,f).get,x=0,S=this.finalS,E=this.finalE,j=this.data.sh;if(j===2)E===S?x=u>=E?1:0:x=e(0,r(.5/(E-S)+(u-S)/(E-S),1)),x=R(x);else if(j===3)E===S?x=u>=E?0:1:x=1-e(0,r(.5/(E-S)+(u-S)/(E-S),1)),x=R(x);else if(j===4)E===S?x=0:(x=e(0,r(.5/(E-S)+(u-S)/(E-S),1)),x<.5?x*=2:x=1-2*(x-.5)),x=R(x);else if(j===5){if(E===S)x=0;else{var A=E-S;u=r(e(0,u+.5-S),E-S);var b=-A/2+u,y=A/2;x=Math.sqrt(1-b*b/(y*y))}x=R(x)}else j===6?(E===S?x=0:(u=r(e(0,u+.5-S),E-S),x=(1+Math.cos(Math.PI+Math.PI*2*u/(E-S)))/2),x=R(x)):(u>=a(S)&&(u-S<0?x=e(0,r(r(E,1)-(S-u),1)):x=e(0,r(E-u,1))),x=R(x));if(this.sm.v!==100){var g=this.sm.v*.01;g===0&&(g=1e-8);var w=.5-g*.5;x<w?x=0:(x=(x-w)/g,x>1&&(x=1))}return x*this.a.v},getValue:function(u){this.iterateDynamicProperties(),this._mdf=u||this._mdf,this._currentTextLength=this.elem.textProperty.currentData.l.length||0,u&&this.data.r===2&&(this.e.v=this._currentTextLength);var d=this.data.r===2?1:100/this.data.totalChars,m=this.o.v/d,p=this.s.v/d+m,f=this.e.v/d+m;if(p>f){var R=p;p=f,f=R}this.finalS=p,this.finalE=f}},extendPrototype([DynamicPropertyContainer],i);function o(l,u,d){return new i(l,u)}return{getTextSelectorProp:o}})();function TextAnimatorDataProperty(e,r,a){var i={propType:!1},o=PropertyFactory.getProp,l=r.a;this.a={r:l.r?o(e,l.r,0,degToRads,a):i,rx:l.rx?o(e,l.rx,0,degToRads,a):i,ry:l.ry?o(e,l.ry,0,degToRads,a):i,sk:l.sk?o(e,l.sk,0,degToRads,a):i,sa:l.sa?o(e,l.sa,0,degToRads,a):i,s:l.s?o(e,l.s,1,.01,a):i,a:l.a?o(e,l.a,1,0,a):i,o:l.o?o(e,l.o,0,.01,a):i,p:l.p?o(e,l.p,1,0,a):i,sw:l.sw?o(e,l.sw,0,0,a):i,sc:l.sc?o(e,l.sc,1,0,a):i,fc:l.fc?o(e,l.fc,1,0,a):i,fh:l.fh?o(e,l.fh,0,0,a):i,fs:l.fs?o(e,l.fs,0,.01,a):i,fb:l.fb?o(e,l.fb,0,.01,a):i,t:l.t?o(e,l.t,0,0,a):i},this.s=TextSelectorProp.getTextSelectorProp(e,r.s,a),this.s.t=r.s.t}function TextAnimatorProperty(e,r,a){this._isFirstFrame=!0,this._hasMaskedPath=!1,this._frameId=-1,this._textData=e,this._renderType=r,this._elem=a,this._animatorsData=createSizedArray(this._textData.a.length),this._pathData={},this._moreOptions={alignment:{}},this.renderedLetters=[],this.lettersChangedFlag=!1,this.initDynamicPropertyContainer(a)}TextAnimatorProperty.prototype.searchProperties=function(){var e,r=this._textData.a.length,a,i=PropertyFactory.getProp;for(e=0;e<r;e+=1)a=this._textData.a[e],this._animatorsData[e]=new TextAnimatorDataProperty(this._elem,a,this);this._textData.p&&"m"in this._textData.p?(this._pathData={a:i(this._elem,this._textData.p.a,0,0,this),f:i(this._elem,this._textData.p.f,0,0,this),l:i(this._elem,this._textData.p.l,0,0,this),r:i(this._elem,this._textData.p.r,0,0,this),p:i(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=i(this._elem,this._textData.m.a,1,0,this)},TextAnimatorProperty.prototype.getMeasures=function(e,r){if(this.lettersChangedFlag=r,!(!this._mdf&&!this._isFirstFrame&&!r&&(!this._hasMaskedPath||!this._pathData.m._mdf))){this._isFirstFrame=!1;var a=this._moreOptions.alignment.v,i=this._animatorsData,o=this._textData,l=this.mHelper,u=this._renderType,d=this.renderedLetters.length,m,p,f,R,x=e.l,S,E,j,A,b,y,g,w,T,I,k,M,U,z,Q;if(this._hasMaskedPath){if(Q=this._pathData.m,!this._pathData.n||this._pathData._mdf){var G=Q.v;this._pathData.r.v&&(G=G.reverse()),S={tLength:0,segments:[]},R=G._length-1;var Y;for(M=0,f=0;f<R;f+=1)Y=bez.buildBezierData(G.v[f],G.v[f+1],[G.o[f][0]-G.v[f][0],G.o[f][1]-G.v[f][1]],[G.i[f+1][0]-G.v[f+1][0],G.i[f+1][1]-G.v[f+1][1]]),S.tLength+=Y.segmentLength,S.segments.push(Y),M+=Y.segmentLength;f=R,Q.v.c&&(Y=bez.buildBezierData(G.v[f],G.v[0],[G.o[f][0]-G.v[f][0],G.o[f][1]-G.v[f][1]],[G.i[0][0]-G.v[0][0],G.i[0][1]-G.v[0][1]]),S.tLength+=Y.segmentLength,S.segments.push(Y),M+=Y.segmentLength),this._pathData.pi=S}if(S=this._pathData.pi,E=this._pathData.f.v,g=0,y=1,A=0,b=!0,I=S.segments,E<0&&Q.v.c)for(S.tLength<Math.abs(E)&&(E=-Math.abs(E)%S.tLength),g=I.length-1,T=I[g].points,y=T.length-1;E<0;)E+=T[y].partialLength,y-=1,y<0&&(g-=1,T=I[g].points,y=T.length-1);T=I[g].points,w=T[y-1],j=T[y],k=j.partialLength}R=x.length,m=0,p=0;var X=e.finalSize*1.2*.714,W=!0,L,B,P,N,O;N=i.length;var C,F=-1,q,H,$,se=E,ne=g,_=y,ve=-1,ye,je,le,me,te,pe,fe,he,we="",Te=this.defaultPropsArray,ge;if(e.j===2||e.j===1){var be=0,Ee=0,de=e.j===2?-.5:-1,Re=0,Pe=!0;for(f=0;f<R;f+=1)if(x[f].n){for(be&&(be+=Ee);Re<f;)x[Re].animatorJustifyOffset=be,Re+=1;be=0,Pe=!0}else{for(P=0;P<N;P+=1)L=i[P].a,L.t.propType&&(Pe&&e.j===2&&(Ee+=L.t.v*de),B=i[P].s,C=B.getMult(x[f].anIndexes[P],o.a[P].s.totalChars),C.length?be+=L.t.v*C[0]*de:be+=L.t.v*C*de);Pe=!1}for(be&&(be+=Ee);Re<f;)x[Re].animatorJustifyOffset=be,Re+=1}for(f=0;f<R;f+=1){if(l.reset(),ye=1,x[f].n)m=0,p+=e.yOffset,p+=W?1:0,E=se,W=!1,this._hasMaskedPath&&(g=ne,y=_,T=I[g].points,w=T[y-1],j=T[y],k=j.partialLength,A=0),we="",he="",pe="",ge="",Te=this.defaultPropsArray;else{if(this._hasMaskedPath){if(ve!==x[f].line){switch(e.j){case 1:E+=M-e.lineWidths[x[f].line];break;case 2:E+=(M-e.lineWidths[x[f].line])/2;break}ve=x[f].line}F!==x[f].ind&&(x[F]&&(E+=x[F].extra),E+=x[f].an/2,F=x[f].ind),E+=a[0]*x[f].an*.005;var Ce=0;for(P=0;P<N;P+=1)L=i[P].a,L.p.propType&&(B=i[P].s,C=B.getMult(x[f].anIndexes[P],o.a[P].s.totalChars),C.length?Ce+=L.p.v[0]*C[0]:Ce+=L.p.v[0]*C),L.a.propType&&(B=i[P].s,C=B.getMult(x[f].anIndexes[P],o.a[P].s.totalChars),C.length?Ce+=L.a.v[0]*C[0]:Ce+=L.a.v[0]*C);for(b=!0,this._pathData.a.v&&(E=x[0].an*.5+(M-this._pathData.f.v-x[0].an*.5-x[x.length-1].an*.5)*F/(R-1),E+=this._pathData.f.v);b;)A+k>=E+Ce||!T?(U=(E+Ce-A)/j.partialLength,H=w.point[0]+(j.point[0]-w.point[0])*U,$=w.point[1]+(j.point[1]-w.point[1])*U,l.translate(-a[0]*x[f].an*.005,-(a[1]*X)*.01),b=!1):T&&(A+=j.partialLength,y+=1,y>=T.length&&(y=0,g+=1,I[g]?T=I[g].points:Q.v.c?(y=0,g=0,T=I[g].points):(A-=j.partialLength,T=null)),T&&(w=j,j=T[y],k=j.partialLength));q=x[f].an/2-x[f].add,l.translate(-q,0,0)}else q=x[f].an/2-x[f].add,l.translate(-q,0,0),l.translate(-a[0]*x[f].an*.005,-a[1]*X*.01,0);for(P=0;P<N;P+=1)L=i[P].a,L.t.propType&&(B=i[P].s,C=B.getMult(x[f].anIndexes[P],o.a[P].s.totalChars),(m!==0||e.j!==0)&&(this._hasMaskedPath?C.length?E+=L.t.v*C[0]:E+=L.t.v*C:C.length?m+=L.t.v*C[0]:m+=L.t.v*C));for(e.strokeWidthAnim&&(le=e.sw||0),e.strokeColorAnim&&(e.sc?je=[e.sc[0],e.sc[1],e.sc[2]]:je=[0,0,0]),e.fillColorAnim&&e.fc&&(me=[e.fc[0],e.fc[1],e.fc[2]]),P=0;P<N;P+=1)L=i[P].a,L.a.propType&&(B=i[P].s,C=B.getMult(x[f].anIndexes[P],o.a[P].s.totalChars),C.length?l.translate(-L.a.v[0]*C[0],-L.a.v[1]*C[1],L.a.v[2]*C[2]):l.translate(-L.a.v[0]*C,-L.a.v[1]*C,L.a.v[2]*C));for(P=0;P<N;P+=1)L=i[P].a,L.s.propType&&(B=i[P].s,C=B.getMult(x[f].anIndexes[P],o.a[P].s.totalChars),C.length?l.scale(1+(L.s.v[0]-1)*C[0],1+(L.s.v[1]-1)*C[1],1):l.scale(1+(L.s.v[0]-1)*C,1+(L.s.v[1]-1)*C,1));for(P=0;P<N;P+=1){if(L=i[P].a,B=i[P].s,C=B.getMult(x[f].anIndexes[P],o.a[P].s.totalChars),L.sk.propType&&(C.length?l.skewFromAxis(-L.sk.v*C[0],L.sa.v*C[1]):l.skewFromAxis(-L.sk.v*C,L.sa.v*C)),L.r.propType&&(C.length?l.rotateZ(-L.r.v*C[2]):l.rotateZ(-L.r.v*C)),L.ry.propType&&(C.length?l.rotateY(L.ry.v*C[1]):l.rotateY(L.ry.v*C)),L.rx.propType&&(C.length?l.rotateX(L.rx.v*C[0]):l.rotateX(L.rx.v*C)),L.o.propType&&(C.length?ye+=(L.o.v*C[0]-ye)*C[0]:ye+=(L.o.v*C-ye)*C),e.strokeWidthAnim&&L.sw.propType&&(C.length?le+=L.sw.v*C[0]:le+=L.sw.v*C),e.strokeColorAnim&&L.sc.propType)for(te=0;te<3;te+=1)C.length?je[te]+=(L.sc.v[te]-je[te])*C[0]:je[te]+=(L.sc.v[te]-je[te])*C;if(e.fillColorAnim&&e.fc){if(L.fc.propType)for(te=0;te<3;te+=1)C.length?me[te]+=(L.fc.v[te]-me[te])*C[0]:me[te]+=(L.fc.v[te]-me[te])*C;L.fh.propType&&(C.length?me=addHueToRGB(me,L.fh.v*C[0]):me=addHueToRGB(me,L.fh.v*C)),L.fs.propType&&(C.length?me=addSaturationToRGB(me,L.fs.v*C[0]):me=addSaturationToRGB(me,L.fs.v*C)),L.fb.propType&&(C.length?me=addBrightnessToRGB(me,L.fb.v*C[0]):me=addBrightnessToRGB(me,L.fb.v*C))}}for(P=0;P<N;P+=1)L=i[P].a,L.p.propType&&(B=i[P].s,C=B.getMult(x[f].anIndexes[P],o.a[P].s.totalChars),this._hasMaskedPath?C.length?l.translate(0,L.p.v[1]*C[0],-L.p.v[2]*C[1]):l.translate(0,L.p.v[1]*C,-L.p.v[2]*C):C.length?l.translate(L.p.v[0]*C[0],L.p.v[1]*C[1],-L.p.v[2]*C[2]):l.translate(L.p.v[0]*C,L.p.v[1]*C,-L.p.v[2]*C));if(e.strokeWidthAnim&&(pe=le<0?0:le),e.strokeColorAnim&&(fe="rgb("+Math.round(je[0]*255)+","+Math.round(je[1]*255)+","+Math.round(je[2]*255)+")"),e.fillColorAnim&&e.fc&&(he="rgb("+Math.round(me[0]*255)+","+Math.round(me[1]*255)+","+Math.round(me[2]*255)+")"),this._hasMaskedPath){if(l.translate(0,-e.ls),l.translate(0,a[1]*X*.01+p,0),this._pathData.p.v){z=(j.point[1]-w.point[1])/(j.point[0]-w.point[0]);var Le=Math.atan(z)*180/Math.PI;j.point[0]<w.point[0]&&(Le+=180),l.rotate(-Le*Math.PI/180)}l.translate(H,$,0),E-=a[0]*x[f].an*.005,x[f+1]&&F!==x[f+1].ind&&(E+=x[f].an/2,E+=e.tr*.001*e.finalSize)}else{switch(l.translate(m,p,0),e.ps&&l.translate(e.ps[0],e.ps[1]+e.ascent,0),e.j){case 1:l.translate(x[f].animatorJustifyOffset+e.justifyOffset+(e.boxWidth-e.lineWidths[x[f].line]),0,0);break;case 2:l.translate(x[f].animatorJustifyOffset+e.justifyOffset+(e.boxWidth-e.lineWidths[x[f].line])/2,0,0);break}l.translate(0,-e.ls),l.translate(q,0,0),l.translate(a[0]*x[f].an*.005,a[1]*X*.01,0),m+=x[f].l+e.tr*.001*e.finalSize}u==="html"?we=l.toCSS():u==="svg"?we=l.to2dCSS():Te=[l.props[0],l.props[1],l.props[2],l.props[3],l.props[4],l.props[5],l.props[6],l.props[7],l.props[8],l.props[9],l.props[10],l.props[11],l.props[12],l.props[13],l.props[14],l.props[15]],ge=ye}d<=f?(O=new LetterProps(ge,pe,fe,he,we,Te),this.renderedLetters.push(O),d+=1,this.lettersChangedFlag=!0):(O=this.renderedLetters[f],this.lettersChangedFlag=O.update(ge,pe,fe,he,we,Te)||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(e,r,a){this.lettersChangedFlag=!0,this.initFrame(),this.initBaseData(e,r,a),this.textProperty=new TextProperty(this,e.t,this.dynamicProperties),this.textAnimator=new TextAnimatorProperty(e.t,this.renderType,this),this.initTransform(e,r,a),this.initHierarchy(),this.initRenderable(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),this.createContent(),this.hide(),this.textAnimator.searchProperties(this.dynamicProperties)},ITextElement.prototype.prepareFrame=function(e){this._mdf=!1,this.prepareRenderableFrame(e),this.prepareProperties(e,this.isInRange)},ITextElement.prototype.createPathShape=function(e,r){var a,i=r.length,o,l="";for(a=0;a<i;a+=1)r[a].ty==="sh"&&(o=r[a].ks.k,l+=buildShapeString(o,o.i.length,!0,e));return l},ITextElement.prototype.updateDocumentData=function(e,r){this.textProperty.updateDocumentData(e,r)},ITextElement.prototype.canResizeFont=function(e){this.textProperty.canResizeFont(e)},ITextElement.prototype.setMinimumFontSize=function(e){this.textProperty.setMinimumFontSize(e)},ITextElement.prototype.applyTextPropertiesToMatrix=function(e,r,a,i,o){switch(e.ps&&r.translate(e.ps[0],e.ps[1]+e.ascent,0),r.translate(0,-e.ls,0),e.j){case 1:r.translate(e.justifyOffset+(e.boxWidth-e.lineWidths[a]),0,0);break;case 2:r.translate(e.justifyOffset+(e.boxWidth-e.lineWidths[a])/2,0,0);break}r.translate(i,o,0)},ITextElement.prototype.buildColor=function(e){return"rgb("+Math.round(e[0]*255)+","+Math.round(e[1]*255)+","+Math.round(e[2]*255)+")"},ITextElement.prototype.emptyProp=new LetterProps,ITextElement.prototype.destroy=function(){},ITextElement.prototype.validateText=function(){(this.textProperty._mdf||this.textProperty._isFirstFrame)&&(this.buildNewText(),this.textProperty._isFirstFrame=!1,this.textProperty._mdf=!1)};var emptyShapeData={shapes:[]};function SVGTextLottieElement(e,r,a){this.textSpans=[],this.renderType="svg",this.initElement(e,r,a)}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(e){for(var r=0,a=e.length,i=[],o="";r<a;)e[r]==="\r"||e[r]==="�"?(i.push(o),o=""):o+=e[r],r+=1;return i.push(o),i},SVGTextLottieElement.prototype.buildShapeData=function(e,r){if(e.shapes&&e.shapes.length){var a=e.shapes[0];if(a.it){var i=a.it[a.it.length-1];i.s&&(i.s.k[0]=r,i.s.k[1]=r)}}return e},SVGTextLottieElement.prototype.buildNewText=function(){this.addDynamicProperty(this);var e,r,a=this.textProperty.currentData;this.renderedLetters=createSizedArray(a?a.l.length:0),a.fc?this.layerElement.setAttribute("fill",this.buildColor(a.fc)):this.layerElement.setAttribute("fill","rgba(0,0,0,0)"),a.sc&&(this.layerElement.setAttribute("stroke",this.buildColor(a.sc)),this.layerElement.setAttribute("stroke-width",a.sw)),this.layerElement.setAttribute("font-size",a.finalSize);var i=this.globalData.fontManager.getFontByName(a.f);if(i.fClass)this.layerElement.setAttribute("class",i.fClass);else{this.layerElement.setAttribute("font-family",i.fFamily);var o=a.fWeight,l=a.fStyle;this.layerElement.setAttribute("font-style",l),this.layerElement.setAttribute("font-weight",o)}this.layerElement.setAttribute("aria-label",a.t);var u=a.l||[],d=!!this.globalData.fontManager.chars;r=u.length;var m,p=this.mHelper,f="",R=this.data.singleShape,x=0,S=0,E=!0,j=a.tr*.001*a.finalSize;if(R&&!d&&!a.sz){var A=this.textContainer,b="start";switch(a.j){case 1:b="end";break;case 2:b="middle";break;default:b="start";break}A.setAttribute("text-anchor",b),A.setAttribute("letter-spacing",j);var y=this.buildTextContents(a.finalText);for(r=y.length,S=a.ps?a.ps[1]+a.ascent:0,e=0;e<r;e+=1)m=this.textSpans[e].span||createNS("tspan"),m.textContent=y[e],m.setAttribute("x",0),m.setAttribute("y",S),m.style.display="inherit",A.appendChild(m),this.textSpans[e]||(this.textSpans[e]={span:null,glyph:null}),this.textSpans[e].span=m,S+=a.finalLineHeight;this.layerElement.appendChild(A)}else{var g=this.textSpans.length,w;for(e=0;e<r;e+=1){if(this.textSpans[e]||(this.textSpans[e]={span:null,childSpan:null,glyph:null}),!d||!R||e===0){if(m=g>e?this.textSpans[e].span:createNS(d?"g":"text"),g<=e){if(m.setAttribute("stroke-linecap","butt"),m.setAttribute("stroke-linejoin","round"),m.setAttribute("stroke-miterlimit","4"),this.textSpans[e].span=m,d){var T=createNS("g");m.appendChild(T),this.textSpans[e].childSpan=T}this.textSpans[e].span=m,this.layerElement.appendChild(m)}m.style.display="inherit"}if(p.reset(),R&&(u[e].n&&(x=-j,S+=a.yOffset,S+=E?1:0,E=!1),this.applyTextPropertiesToMatrix(a,p,u[e].line,x,S),x+=u[e].l||0,x+=j),d){w=this.globalData.fontManager.getCharData(a.finalText[e],i.fStyle,this.globalData.fontManager.getFontByName(a.f).fFamily);var I;if(w.t===1)I=new SVGCompElement(w.data,this.globalData,this);else{var k=emptyShapeData;w.data&&w.data.shapes&&(k=this.buildShapeData(w.data,a.finalSize)),I=new SVGShapeElement(k,this.globalData,this)}if(this.textSpans[e].glyph){var M=this.textSpans[e].glyph;this.textSpans[e].childSpan.removeChild(M.layerElement),M.destroy()}this.textSpans[e].glyph=I,I._debug=!0,I.prepareFrame(0),I.renderFrame(),this.textSpans[e].childSpan.appendChild(I.layerElement),w.t===1&&this.textSpans[e].childSpan.setAttribute("transform","scale("+a.finalSize/100+","+a.finalSize/100+")")}else R&&m.setAttribute("transform","translate("+p.props[12]+","+p.props[13]+")"),m.textContent=u[e].val,m.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve")}R&&m&&m.setAttribute("d",f)}for(;e<this.textSpans.length;)this.textSpans[e].span.style.display="none",e+=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 e=this.layerElement.getBBox();this.bbox={top:e.y,left:e.x,width:e.width,height:e.height}}return this.bbox},SVGTextLottieElement.prototype.getValue=function(){var e,r=this.textSpans.length,a;for(this.renderedFrame=this.comp.renderedFrame,e=0;e<r;e+=1)a=this.textSpans[e].glyph,a&&(a.prepareFrame(this.comp.renderedFrame-this.data.st),a._mdf&&(this._mdf=!0))},SVGTextLottieElement.prototype.renderInnerContent=function(){if(this.validateText(),(!this.data.singleShape||this._mdf)&&(this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag),this.lettersChangedFlag||this.textAnimator.lettersChangedFlag)){this._sizeChanged=!0;var e,r,a=this.textAnimator.renderedLetters,i=this.textProperty.currentData.l;r=i.length;var o,l,u;for(e=0;e<r;e+=1)i[e].n||(o=a[e],l=this.textSpans[e].span,u=this.textSpans[e].glyph,u&&u.renderFrame(),o._mdf.m&&l.setAttribute("transform",o.m),o._mdf.o&&l.setAttribute("opacity",o.o),o._mdf.sw&&l.setAttribute("stroke-width",o.sw),o._mdf.sc&&l.setAttribute("stroke",o.sc),o._mdf.fc&&l.setAttribute("fill",o.fc))}};function ISolidElement(e,r,a){this.initElement(e,r,a)}extendPrototype([IImageElement],ISolidElement),ISolidElement.prototype.createContent=function(){var e=createNS("rect");e.setAttribute("width",this.data.sw),e.setAttribute("height",this.data.sh),e.setAttribute("fill",this.data.sc),this.layerElement.appendChild(e)};function NullElement(e,r,a){this.initFrame(),this.initBaseData(e,r,a),this.initFrame(),this.initTransform(e,r,a),this.initHierarchy()}NullElement.prototype.prepareFrame=function(e){this.prepareProperties(e,!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(e){return new NullElement(e,this.globalData,this)},SVGRendererBase.prototype.createShape=function(e){return new SVGShapeElement(e,this.globalData,this)},SVGRendererBase.prototype.createText=function(e){return new SVGTextLottieElement(e,this.globalData,this)},SVGRendererBase.prototype.createImage=function(e){return new IImageElement(e,this.globalData,this)},SVGRendererBase.prototype.createSolid=function(e){return new ISolidElement(e,this.globalData,this)},SVGRendererBase.prototype.configAnimation=function(e){this.svgElement.setAttribute("xmlns","http://www.w3.org/2000/svg"),this.svgElement.setAttribute("xmlns:xlink","http://www.w3.org/1999/xlink"),this.renderConfig.viewBoxSize?this.svgElement.setAttribute("viewBox",this.renderConfig.viewBoxSize):this.svgElement.setAttribute("viewBox","0 0 "+e.w+" "+e.h),this.renderConfig.viewBoxOnly||(this.svgElement.setAttribute("width",e.w),this.svgElement.setAttribute("height",e.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 r=this.globalData.defs;this.setupGlobalData(e,r),this.globalData.progressiveLoad=this.renderConfig.progressiveLoad,this.data=e;var a=createNS("clipPath"),i=createNS("rect");i.setAttribute("width",e.w),i.setAttribute("height",e.h),i.setAttribute("x",0),i.setAttribute("y",0);var o=createElementID();a.setAttribute("id",o),a.appendChild(i),this.layerElement.setAttribute("clip-path","url("+getLocationHref()+"#"+o+")"),r.appendChild(a),this.layers=e.layers,this.elements=createSizedArray(e.layers.length)},SVGRendererBase.prototype.destroy=function(){this.animationItem.wrapper&&(this.animationItem.wrapper.innerText=""),this.layerElement=null,this.globalData.defs=null;var e,r=this.layers?this.layers.length:0;for(e=0;e<r;e+=1)this.elements[e]&&this.elements[e].destroy&&this.elements[e].destroy();this.elements.length=0,this.destroyed=!0,this.animationItem=null},SVGRendererBase.prototype.updateContainerSize=function(){},SVGRendererBase.prototype.findIndexByInd=function(e){var r=0,a=this.layers.length;for(r=0;r<a;r+=1)if(this.layers[r].ind===e)return r;return-1},SVGRendererBase.prototype.buildItem=function(e){var r=this.elements;if(!(r[e]||this.layers[e].ty===99)){r[e]=!0;var a=this.createItem(this.layers[e]);if(r[e]=a,getExpressionsPlugin()&&(this.layers[e].ty===0&&this.globalData.projectInterface.registerComposition(a),a.initExpressions()),this.appendElementInPos(a,e),this.layers[e].tt){var i="tp"in this.layers[e]?this.findIndexByInd(this.layers[e].tp):e-1;if(i===-1)return;if(!this.elements[i]||this.elements[i]===!0)this.buildItem(i),this.addPendingElement(a);else{var o=r[i],l=o.getMatte(this.layers[e].tt);a.setMatte(l)}}}},SVGRendererBase.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){var e=this.pendingElements.pop();if(e.checkParenting(),e.data.tt)for(var r=0,a=this.elements.length;r<a;){if(this.elements[r]===e){var i="tp"in e.data?this.findIndexByInd(e.data.tp):r-1,o=this.elements[i],l=o.getMatte(this.layers[r].tt);e.setMatte(l);break}r+=1}}},SVGRendererBase.prototype.renderFrame=function(e){if(!(this.renderedFrame===e||this.destroyed)){e===null?e=this.renderedFrame:this.renderedFrame=e,this.globalData.frameNum=e,this.globalData.frameId+=1,this.globalData.projectInterface.currentFrame=e,this.globalData._mdf=!1;var r,a=this.layers.length;for(this.completeLayers||this.checkLayers(e),r=a-1;r>=0;r-=1)(this.completeLayers||this.elements[r])&&this.elements[r].prepareFrame(e-this.layers[r].st);if(this.globalData._mdf)for(r=0;r<a;r+=1)(this.completeLayers||this.elements[r])&&this.elements[r].renderFrame()}},SVGRendererBase.prototype.appendElementInPos=function(e,r){var a=e.getBaseElement();if(a){for(var i=0,o;i<r;)this.elements[i]&&this.elements[i]!==!0&&this.elements[i].getBaseElement()&&(o=this.elements[i].getBaseElement()),i+=1;o?this.layerElement.insertBefore(a,o):this.layerElement.appendChild(a)}},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(e,r,a){this.initFrame(),this.initBaseData(e,r,a),this.initTransform(e,r,a),this.initRenderable(),this.initHierarchy(),this.initRendererElement(),this.createContainerElements(),this.createRenderableComponents(),(this.data.xt||!r.progressiveLoad)&&this.buildAllItems(),this.hide()},ICompElement.prototype.prepareFrame=function(e){if(this._mdf=!1,this.prepareRenderableFrame(e),this.prepareProperties(e,this.isInRange),!(!this.isInRange&&!this.data.xt)){if(this.tm._placeholder)this.renderedFrame=e/this.data.sr;else{var r=this.tm.v;r===this.data.op&&(r=this.data.op-1),this.renderedFrame=r}var a,i=this.elements.length;for(this.completeLayers||this.checkLayers(this.renderedFrame),a=i-1;a>=0;a-=1)(this.completeLayers||this.elements[a])&&(this.elements[a].prepareFrame(this.renderedFrame-this.layers[a].st),this.elements[a]._mdf&&(this._mdf=!0))}},ICompElement.prototype.renderInnerContent=function(){var e,r=this.layers.length;for(e=0;e<r;e+=1)(this.completeLayers||this.elements[e])&&this.elements[e].renderFrame()},ICompElement.prototype.setElements=function(e){this.elements=e},ICompElement.prototype.getElements=function(){return this.elements},ICompElement.prototype.destroyElements=function(){var e,r=this.layers.length;for(e=0;e<r;e+=1)this.elements[e]&&this.elements[e].destroy()},ICompElement.prototype.destroy=function(){this.destroyElements(),this.destroyBaseElement()};function SVGCompElement(e,r,a){this.layers=e.layers,this.supports3d=!0,this.completeLayers=!1,this.pendingElements=[],this.elements=this.layers?createSizedArray(this.layers.length):[],this.initElement(e,r,a),this.tm=e.tm?PropertyFactory.getProp(this,e.tm,0,r.frameRate,this):{_placeholder:!0}}extendPrototype([SVGRendererBase,ICompElement,SVGBaseElement],SVGCompElement),SVGCompElement.prototype.createComp=function(e){return new SVGCompElement(e,this.globalData,this)};function SVGRenderer(e,r){this.animationItem=e,this.layers=null,this.renderedFrame=-1,this.svgElement=createNS("svg");var a="";if(r&&r.title){var i=createNS("title"),o=createElementID();i.setAttribute("id",o),i.textContent=r.title,this.svgElement.appendChild(i),a+=o}if(r&&r.description){var l=createNS("desc"),u=createElementID();l.setAttribute("id",u),l.textContent=r.description,this.svgElement.appendChild(l),a+=" "+u}a&&this.svgElement.setAttribute("aria-labelledby",a);var d=createNS("defs");this.svgElement.appendChild(d);var m=createNS("g");this.svgElement.appendChild(m),this.layerElement=m,this.renderConfig={preserveAspectRatio:r&&r.preserveAspectRatio||"xMidYMid meet",imagePreserveAspectRatio:r&&r.imagePreserveAspectRatio||"xMidYMid slice",contentVisibility:r&&r.contentVisibility||"visible",progressiveLoad:r&&r.progressiveLoad||!1,hideOnTransparent:!(r&&r.hideOnTransparent===!1),viewBoxOnly:r&&r.viewBoxOnly||!1,viewBoxSize:r&&r.viewBoxSize||!1,className:r&&r.className||"",id:r&&r.id||"",focusable:r&&r.focusable,filterSize:{width:r&&r.filterSize&&r.filterSize.width||"100%",height:r&&r.filterSize&&r.filterSize.height||"100%",x:r&&r.filterSize&&r.filterSize.x||"0%",y:r&&r.filterSize&&r.filterSize.y||"0%"},width:r&&r.width,height:r&&r.height,runExpressions:!r||r.runExpressions===void 0||r.runExpressions},this.globalData={_mdf:!1,frameNum:-1,defs:d,renderConfig:this.renderConfig},this.elements=[],this.pendingElements=[],this.destroyed=!1,this.rendererType="svg"}extendPrototype([SVGRendererBase],SVGRenderer),SVGRenderer.prototype.createComp=function(e){return new SVGCompElement(e,this.globalData,this)};function ShapeTransformManager(){this.sequences={},this.sequenceList=[],this.transform_key_count=0}ShapeTransformManager.prototype={addTransformSequence:function(r){var a,i=r.length,o="_";for(a=0;a<i;a+=1)o+=r[a].transform.key+"_";var l=this.sequences[o];return l||(l={transforms:[].concat(r),finalTransform:new Matrix,_mdf:!1},this.sequences[o]=l,this.sequenceList.push(l)),l},processSequence:function(r,a){for(var i=0,o=r.transforms.length,l=a;i<o&&!a;){if(r.transforms[i].transform.mProps._mdf){l=!0;break}i+=1}if(l)for(r.finalTransform.reset(),i=o-1;i>=0;i-=1)r.finalTransform.multiply(r.transforms[i].transform.mProps.v);r._mdf=l},processSequences:function(r){var a,i=this.sequenceList.length;for(a=0;a<i;a+=1)this.processSequence(this.sequenceList[a],r)},getNewKey:function(){return this.transform_key_count+=1,"_"+this.transform_key_count}};var lumaLoader=function(){var r="__lottie_element_luma_buffer",a=null,i=null,o=null;function l(){var m=createNS("svg"),p=createNS("filter"),f=createNS("feColorMatrix");return p.setAttribute("id",r),f.setAttribute("type","matrix"),f.setAttribute("color-interpolation-filters","sRGB"),f.setAttribute("values","0.3, 0.3, 0.3, 0, 0, 0.3, 0.3, 0.3, 0, 0, 0.3, 0.3, 0.3, 0, 0, 0.3, 0.3, 0.3, 0, 0"),p.appendChild(f),m.appendChild(p),m.setAttribute("id",r+"_svg"),featureSupport.svgLumaHidden&&(m.style.display="none"),m}function u(){a||(o=l(),document.body.appendChild(o),a=createTag("canvas"),i=a.getContext("2d"),i.filter="url
51(#"+r+")",i.fillStyle="rgba(0,0,0,0)",i.fillRect(0,0,1,1))}function d(m){return a||u(),a.width=m.width,a.height=m.height,i.filter="url(#"+r+")",a}return{load:u,get:d}};function createCanvas(e,r){if(featureSupport.offscreenCanvas)return new OffscreenCanvas(e,r);var a=createTag("canvas");return a.width=e,a.height=r,a}var assetLoader=(function(){return{loadLumaCanvas:lumaLoader.load,getLumaCanvas:lumaLoader.get,createCanvas}})(),registeredEffects={};function CVEffects(e){var r,a=e.data.ef?e.data.ef.length:0;this.filters=[];var i;for(r=0;r<a;r+=1){i=null;var o=e.data.ef[r].ty;if(registeredEffects[o]){var l=registeredEffects[o].effect;i=new l(e.effectsManager.effectElements[r],e)}i&&this.filters.push(i)}this.filters.length&&e.addRenderableComponent(this)}CVEffects.prototype.renderFrame=function(e){var r,a=this.filters.length;for(r=0;r<a;r+=1)this.filters[r].renderFrame(e)},CVEffects.prototype.getEffects=function(e){var r,a=this.filters.length,i=[];for(r=0;r<a;r+=1)this.filters[r].type===e&&i.push(this.filters[r]);return i};function registerEffect(e,r){registeredEffects[e]={effect:r}}function CVMaskElement(e,r){this.data=e,this.element=r,this.masksProperties=this.data.masksProperties||[],this.viewData=createSizedArray(this.masksProperties.length);var a,i=this.masksProperties.length,o=!1;for(a=0;a<i;a+=1)this.masksProperties[a].mode!=="n"&&(o=!0),this.viewData[a]=ShapePropertyFactory.getShapeProp(this.element,this.masksProperties[a],3);this.hasMasks=o,o&&this.element.addRenderableComponent(this)}CVMaskElement.prototype.renderFrame=function(){if(this.hasMasks){var e=this.element.finalTransform.mat,r=this.element.canvasContext,a,i=this.masksProperties.length,o,l,u;for(r.beginPath(),a=0;a<i;a+=1)if(this.masksProperties[a].mode!=="n"){this.masksProperties[a].inv&&(r.moveTo(0,0),r.lineTo(this.element.globalData.compSize.w,0),r.lineTo(this.element.globalData.compSize.w,this.element.globalData.compSize.h),r.lineTo(0,this.element.globalData.compSize.h),r.lineTo(0,0)),u=this.viewData[a].v,o=e.applyToPointArray(u.v[0][0],u.v[0][1],0),r.moveTo(o[0],o[1]);var d,m=u._length;for(d=1;d<m;d+=1)l=e.applyToTriplePoints(u.o[d-1],u.i[d],u.v[d]),r.bezierCurveTo(l[0],l[1],l[2],l[3],l[4],l[5]);l=e.applyToTriplePoints(u.o[d-1],u.i[0],u.v[0]),r.bezierCurveTo(l[0],l[1],l[2],l[3],l[4],l[5])}this.element.globalData.renderer.save(!0),r.clip()}},CVMaskElement.prototype.getMaskProperty=MaskElement.prototype.getMaskProperty,CVMaskElement.prototype.destroy=function(){this.element=null};function CVBaseElement(){}var operationsMap={1:"source-in",2:"source-out",3:"source-in",4:"source-out"};CVBaseElement.prototype={createElements:function(){},initRendererElement:function(){},createContainerElements:function(){if(this.data.tt>=1){this.buffers=[];var r=this.globalData.canvasContext,a=assetLoader.createCanvas(r.canvas.width,r.canvas.height);this.buffers.push(a);var i=assetLoader.createCanvas(r.canvas.width,r.canvas.height);this.buffers.push(i),this.data.tt>=3&&!document._isProxy&&assetLoader.loadLumaCanvas()}this.canvasContext=this.globalData.canvasContext,this.transformCanvas=this.globalData.transformCanvas,this.renderableEffectsManager=new CVEffects(this),this.searchEffectTransforms()},createContent:function(){},setBlendMode:function(){var r=this.globalData;if(r.blendMode!==this.data.bm){r.blendMode=this.data.bm;var a=getBlendMode(this.data.bm);r.canvasContext.globalCompositeOperation=a}},createRenderableComponents:function(){this.maskManager=new CVMaskElement(this.data,this),this.transformEffects=this.renderableEffectsManager.getEffects(effectTypes.TRANSFORM_EFFECT)},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)},clearCanvas:function(r){r.clearRect(this.transformCanvas.tx,this.transformCanvas.ty,this.transformCanvas.w*this.transformCanvas.sx,this.transformCanvas.h*this.transformCanvas.sy)},prepareLayer:function(){if(this.data.tt>=1){var r=this.buffers[0],a=r.getContext("2d");this.clearCanvas(a),a.drawImage(this.canvasContext.canvas,0,0),this.currentTransform=this.canvasContext.getTransform(),this.canvasContext.setTransform(1,0,0,1,0,0),this.clearCanvas(this.canvasContext),this.canvasContext.setTransform(this.currentTransform)}},exitLayer:function(){if(this.data.tt>=1){var r=this.buffers[1],a=r.getContext("2d");this.clearCanvas(a),a.drawImage(this.canvasContext.canvas,0,0),this.canvasContext.setTransform(1,0,0,1,0,0),this.clearCanvas(this.canvasContext),this.canvasContext.setTransform(this.currentTransform);var i=this.comp.getElementById("tp"in this.data?this.data.tp:this.data.ind-1);if(i.renderFrame(!0),this.canvasContext.setTransform(1,0,0,1,0,0),this.data.tt>=3&&!document._isProxy){var o=assetLoader.getLumaCanvas(this.canvasContext.canvas),l=o.getContext("2d");l.drawImage(this.canvasContext.canvas,0,0),this.clearCanvas(this.canvasContext),this.canvasContext.drawImage(o,0,0)}this.canvasContext.globalCompositeOperation=operationsMap[this.data.tt],this.canvasContext.drawImage(r,0,0),this.canvasContext.globalCompositeOperation="destination-over",this.canvasContext.drawImage(this.buffers[0],0,0),this.canvasContext.setTransform(this.currentTransform),this.canvasContext.globalCompositeOperation="source-over"}},renderFrame:function(r){if(!(this.hidden||this.data.hd)&&!(this.data.td===1&&!r)){this.renderTransform(),this.renderRenderable(),this.renderLocalTransform(),this.setBlendMode();var a=this.data.ty===0;this.prepareLayer(),this.globalData.renderer.save(a),this.globalData.renderer.ctxTransform(this.finalTransform.localMat.props),this.globalData.renderer.ctxOpacity(this.finalTransform.localOpacity),this.renderInnerContent(),this.globalData.renderer.restore(a),this.exitLayer(),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(e,r,a,i){this.styledShapes=[],this.tr=[0,0,0,0,0,0];var o=4;r.ty==="rc"?o=5:r.ty==="el"?o=6:r.ty==="sr"&&(o=7),this.sh=ShapePropertyFactory.getShapeProp(e,r,o,e);var l,u=a.length,d;for(l=0;l<u;l+=1)a[l].closed||(d={transforms:i.addTransformSequence(a[l].transforms),trNodes:[]},this.styledShapes.push(d),a[l].elements.push(d))}CVShapeData.prototype.setAsAnimated=SVGShapeData.prototype.setAsAnimated;function CVShapeElement(e,r,a){this.shapes=[],this.shapesData=e.shapes,this.stylesList=[],this.itemsData=[],this.prevViewData=[],this.shapeModifiers=[],this.processedElements=[],this.transformsManager=new ShapeTransformManager,this.initElement(e,r,a)}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(e,r){var a={data:e,type:e.ty,preTransforms:this.transformsManager.addTransformSequence(r),transforms:[],elements:[],closed:e.hd===!0},i={};if(e.ty==="fl"||e.ty==="st"?(i.c=PropertyFactory.getProp(this,e.c,1,255,this),i.c.k||(a.co="rgb("+bmFloor(i.c.v[0])+","+bmFloor(i.c.v[1])+","+bmFloor(i.c.v[2])+")")):(e.ty==="gf"||e.ty==="gs")&&(i.s=PropertyFactory.getProp(this,e.s,1,null,this),i.e=PropertyFactory.getProp(this,e.e,1,null,this),i.h=PropertyFactory.getProp(this,e.h||{k:0},0,.01,this),i.a=PropertyFactory.getProp(this,e.a||{k:0},0,degToRads,this),i.g=new GradientProperty(this,e.g,this)),i.o=PropertyFactory.getProp(this,e.o,0,.01,this),e.ty==="st"||e.ty==="gs"){if(a.lc=lineCapEnum[e.lc||2],a.lj=lineJoinEnum[e.lj||2],e.lj==1&&(a.ml=e.ml),i.w=PropertyFactory.getProp(this,e.w,0,null,this),i.w.k||(a.wi=i.w.v),e.d){var o=new DashProperty(this,e.d,"canvas",this);i.d=o,i.d.k||(a.da=i.d.dashArray,a.do=i.d.dashoffset[0])}}else a.r=e.r===2?"evenodd":"nonzero";return this.stylesList.push(a),i.style=a,i},CVShapeElement.prototype.createGroupElement=function(){var e={it:[],prevViewData:[]};return e},CVShapeElement.prototype.createTransformElement=function(e){var r={transform:{opacity:1,_opMdf:!1,key:this.transformsManager.getNewKey(),op:PropertyFactory.getProp(this,e.o,0,.01,this),mProps:TransformPropertyFactory.getTransformProperty(this,e,this)}};return r},CVShapeElement.prototype.createShapeElement=function(e){var r=new CVShapeData(this,e,this.stylesList,this.transformsManager);return this.shapes.push(r),this.addShapeToModifiers(r),r},CVShapeElement.prototype.reloadShapes=function(){this._isFirstFrame=!0;var e,r=this.itemsData.length;for(e=0;e<r;e+=1)this.prevViewData[e]=this.itemsData[e];for(this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,!0,[]),r=this.dynamicProperties.length,e=0;e<r;e+=1)this.dynamicProperties[e].getValue();this.renderModifiers(),this.transformsManager.processSequences(this._isFirstFrame)},CVShapeElement.prototype.addTransformToStyleList=function(e){var r,a=this.stylesList.length;for(r=0;r<a;r+=1)this.stylesList[r].closed||this.stylesList[r].transforms.push(e)},CVShapeElement.prototype.removeTransformFromStyleList=function(){var e,r=this.stylesList.length;for(e=0;e<r;e+=1)this.stylesList[e].closed||this.stylesList[e].transforms.pop()},CVShapeElement.prototype.closeStyles=function(e){var r,a=e.length;for(r=0;r<a;r+=1)e[r].closed=!0},CVShapeElement.prototype.searchShapes=function(e,r,a,i,o){var l,u=e.length-1,d,m,p=[],f=[],R,x,S,E=[].concat(o);for(l=u;l>=0;l-=1){if(R=this.searchProcessedElement(e[l]),R?r[l]=a[R-1]:e[l]._shouldRender=i,e[l].ty==="fl"||e[l].ty==="st"||e[l].ty==="gf"||e[l].ty==="gs")R?r[l].style.closed=!1:r[l]=this.createStyleElement(e[l],E),p.push(r[l].style);else if(e[l].ty==="gr"){if(!R)r[l]=this.createGroupElement(e[l]);else for(m=r[l].it.length,d=0;d<m;d+=1)r[l].prevViewData[d]=r[l].it[d];this.searchShapes(e[l].it,r[l].it,r[l].prevViewData,i,E)}else e[l].ty==="tr"?(R||(S=this.createTransformElement(e[l]),r[l]=S),E.push(r[l]),this.addTransformToStyleList(r[l])):e[l].ty==="sh"||e[l].ty==="rc"||e[l].ty==="el"||e[l].ty==="sr"?R||(r[l]=this.createShapeElement(e[l])):e[l].ty==="tm"||e[l].ty==="rd"||e[l].ty==="pb"||e[l].ty==="zz"||e[l].ty==="op"?(R?(x=r[l],x.closed=!1):(x=ShapeModifiers.getModifier(e[l].ty),x.init(this,e[l]),r[l]=x,this.shapeModifiers.push(x)),f.pu
vendor: 98,772 bytes, line 51
51sh(x)):e[l].ty==="rp"&&(R?(x=r[l],x.closed=!0):(x=ShapeModifiers.getModifier(e[l].ty),r[l]=x,x.init(this,e,l,r),this.shapeModifiers.push(x),i=!1),f.push(x));this.addProcessedElement(e[l],l+1)}for(this.removeTransformFromStyleList(),this.closeStyles(p),u=f.length,l=0;l<u;l+=1)f[l].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(e,r){(e._opMdf||r.op._mdf||this._isFirstFrame)&&(r.opacity=e.opacity,r.opacity*=r.op.v,r._opMdf=!0)},CVShapeElement.prototype.drawLayer=function(){var e,r=this.stylesList.length,a,i,o,l,u,d,m=this.globalData.renderer,p=this.globalData.canvasContext,f,R;for(e=0;e<r;e+=1)if(R=this.stylesList[e],f=R.type,!((f==="st"||f==="gs")&&R.wi===0||!R.data._shouldRender||R.coOp===0||this.globalData.currentGlobalAlpha===0)){for(m.save(),u=R.elements,f==="st"||f==="gs"?(m.ctxStrokeStyle(f==="st"?R.co:R.grd),m.ctxLineWidth(R.wi),m.ctxLineCap(R.lc),m.ctxLineJoin(R.lj),m.ctxMiterLimit(R.ml||0)):m.ctxFillStyle(f==="fl"?R.co:R.grd),m.ctxOpacity(R.coOp),f!=="st"&&f!=="gs"&&p.beginPath(),m.ctxTransform(R.preTransforms.finalTransform.props),i=u.length,a=0;a<i;a+=1){for((f==="st"||f==="gs")&&(p.beginPath(),R.da&&(p.setLineDash(R.da),p.lineDashOffset=R.do)),d=u[a].trNodes,l=d.length,o=0;o<l;o+=1)d[o].t==="m"?p.moveTo(d[o].p[0],d[o].p[1]):d[o].t==="c"?p.bezierCurveTo(d[o].pts[0],d[o].pts[1],d[o].pts[2],d[o].pts[3],d[o].pts[4],d[o].pts[5]):p.closePath();(f==="st"||f==="gs")&&(m.ctxStroke(),R.da&&p.setLineDash(this.dashResetter))}f!=="st"&&f!=="gs"&&this.globalData.renderer.ctxFill(R.r),m.restore()}},CVShapeElement.prototype.renderShape=function(e,r,a,i){var o,l=r.length-1,u;for(u=e,o=l;o>=0;o-=1)r[o].ty==="tr"?(u=a[o].transform,this.renderShapeTransform(e,u)):r[o].ty==="sh"||r[o].ty==="el"||r[o].ty==="rc"||r[o].ty==="sr"?this.renderPath(r[o],a[o]):r[o].ty==="fl"?this.renderFill(r[o],a[o],u):r[o].ty==="st"?this.renderStroke(r[o],a[o],u):r[o].ty==="gf"||r[o].ty==="gs"?this.renderGradientFill(r[o],a[o],u):r[o].ty==="gr"?this.renderShape(u,r[o].it,a[o].it):r[o].ty;i&&this.drawLayer()},CVShapeElement.prototype.renderStyledShape=function(e,r){if(this._isFirstFrame||r._mdf||e.transforms._mdf){var a=e.trNodes,i=r.paths,o,l,u,d=i._length;a.length=0;var m=e.transforms.finalTransform;for(u=0;u<d;u+=1){var p=i.shapes[u];if(p&&p.v){for(l=p._length,o=1;o<l;o+=1)o===1&&a.push({t:"m",p:m.applyToPointArray(p.v[0][0],p.v[0][1],0)}),a.push({t:"c",pts:m.applyToTriplePoints(p.o[o-1],p.i[o],p.v[o])});l===1&&a.push({t:"m",p:m.applyToPointArray(p.v[0][0],p.v[0][1],0)}),p.c&&l&&(a.push({t:"c",pts:m.applyToTriplePoints(p.o[o-1],p.i[0],p.v[0])}),a.push({t:"z"}))}}e.trNodes=a}},CVShapeElement.prototype.renderPath=function(e,r){if(e.hd!==!0&&e._shouldRender){var a,i=r.styledShapes.length;for(a=0;a<i;a+=1)this.renderStyledShape(r.styledShapes[a],r.sh)}},CVShapeElement.prototype.renderFill=function(e,r,a){var i=r.style;(r.c._mdf||this._isFirstFrame)&&(i.co="rgb("+bmFloor(r.c.v[0])+","+bmFloor(r.c.v[1])+","+bmFloor(r.c.v[2])+")"),(r.o._mdf||a._opMdf||this._isFirstFrame)&&(i.coOp=r.o.v*a.opacity)},CVShapeElement.prototype.renderGradientFill=function(e,r,a){var i=r.style,o;if(!i.grd||r.g._mdf||r.s._mdf||r.e._mdf||e.t!==1&&(r.h._mdf||r.a._mdf)){var l=this.globalData.canvasContext,u=r.s.v,d=r.e.v;if(e.t===1)o=l.createLinearGradient(u[0],u[1],d[0],d[1]);else{var m=Math.sqrt(Math.pow(u[0]-d[0],2)+Math.pow(u[1]-d[1],2)),p=Math.atan2(d[1]-u[1],d[0]-u[0]),f=r.h.v;f>=1?f=.99:f<=-1&&(f=-.99);var R=m*f,x=Math.cos(p+r.a.v)*R+u[0],S=Math.sin(p+r.a.v)*R+u[1];o=l.createRadialGradient(x,S,0,u[0],u[1],m)}var E,j=e.g.p,A=r.g.c,b=1;for(E=0;E<j;E+=1)r.g._hasOpacity&&r.g._collapsable&&(b=r.g.o[E*2+1]),o.addColorStop(A[E*4]/100,"rgba("+A[E*4+1]+","+A[E*4+2]+","+A[E*4+3]+","+b+")");i.grd=o}i.coOp=r.o.v*a.opacity},CVShapeElement.prototype.renderStroke=function(e,r,a){var i=r.style,o=r.d;o&&(o._mdf||this._isFirstFrame)&&(i.da=o.dashArray,i.do=o.dashoffset[0]),(r.c._mdf||this._isFirstFrame)&&(i.co="rgb("+bmFloor(r.c.v[0])+","+bmFloor(r.c.v[1])+","+bmFloor(r.c.v[2])+")"),(r.o._mdf||a._opMdf||this._isFirstFrame)&&(i.coOp=r.o.v*a.opacity),(r.w._mdf||this._isFirstFrame)&&(i.wi=r.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(e,r,a){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(e,r,a)}extendPrototype([BaseElement,TransformElement,CVBaseElement,HierarchyElement,FrameElement,RenderableElement,ITextElement],CVTextElement),CVTextElement.prototype.tHelper=createTag("canvas").getContext("2d"),CVTextElement.prototype.buildNewText=function(){var e=this.textProperty.currentData;this.renderedLetters=createSizedArray(e.l?e.l.length:0);var r=!1;e.fc?(r=!0,this.values.fill=this.buildColor(e.fc)):this.values.fill="rgba(0,0,0,0)",this.fill=r;var a=!1;e.sc&&(a=!0,this.values.stroke=this.buildColor(e.sc),this.values.sWidth=e.sw);var i=this.globalData.fontManager.getFontByName(e.f),o,l,u=e.l,d=this.mHelper;this.stroke=a,this.values.fValue=e.finalSize+"px "+this.globalData.fontManager.getFontByName(e.f).fFamily,l=e.finalText.length;var m,p,f,R,x,S,E,j,A,b,y=this.data.singleShape,g=e.tr*.001*e.finalSize,w=0,T=0,I=!0,k=0;for(o=0;o<l;o+=1){m=this.globalData.fontManager.getCharData(e.finalText[o],i.fStyle,this.globalData.fontManager.getFontByName(e.f).fFamily),p=m&&m.data||{},d.reset(),y&&u[o].n&&(w=-g,T+=e.yOffset,T+=I?1:0,I=!1),x=p.shapes?p.shapes[0].it:[],E=x.length,d.scale(e.finalSize/100,e.finalSize/100),y&&this.applyTextPropertiesToMatrix(e,d,u[o].line,w,T),A=createSizedArray(E-1);var M=0;for(S=0;S<E;S+=1)if(x[S].ty==="sh"){for(R=x[S].ks.k.i.length,j=x[S].ks.k,b=[],f=1;f<R;f+=1)f===1&&b.push(d.applyToX(j.v[0][0],j.v[0][1],0),d.applyToY(j.v[0][0],j.v[0][1],0)),b.push(d.applyToX(j.o[f-1][0],j.o[f-1][1],0),d.applyToY(j.o[f-1][0],j.o[f-1][1],0),d.applyToX(j.i[f][0],j.i[f][1],0),d.applyToY(j.i[f][0],j.i[f][1],0),d.applyToX(j.v[f][0],j.v[f][1],0),d.applyToY(j.v[f][0],j.v[f][1],0));b.push(d.applyToX(j.o[f-1][0],j.o[f-1][1],0),d.applyToY(j.o[f-1][0],j.o[f-1][1],0),d.applyToX(j.i[0][0],j.i[0][1],0),d.applyToY(j.i[0][0],j.i[0][1],0),d.applyToX(j.v[0][0],j.v[0][1],0),d.applyToY(j.v[0][0],j.v[0][1],0)),A[M]=b,M+=1}y&&(w+=u[o].l,w+=g),this.textSpans[k]?this.textSpans[k].elem=A:this.textSpans[k]={elem:A},k+=1}},CVTextElement.prototype.renderInnerContent=function(){this.validateText();var e=this.canvasContext;e.font=this.values.fValue,this.globalData.renderer.ctxLineCap("butt"),this.globalData.renderer.ctxLineJoin("miter"),this.globalData.renderer.ctxMiterLimit(4),this.data.singleShape||this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag);var r,a,i,o,l,u,d=this.textAnimator.renderedLetters,m=this.textProperty.currentData.l;a=m.length;var p,f=null,R=null,x=null,S,E,j=this.globalData.renderer;for(r=0;r<a;r+=1)if(!m[r].n){if(p=d[r],p&&(j.save(),j.ctxTransform(p.p),j.ctxOpacity(p.o)),this.fill){for(p&&p.fc?f!==p.fc&&(j.ctxFillStyle(p.fc),f=p.fc):f!==this.values.fill&&(f=this.values.fill,j.ctxFillStyle(this.values.fill)),S=this.textSpans[r].elem,o=S.length,this.globalData.canvasContext.beginPath(),i=0;i<o;i+=1)for(E=S[i],u=E.length,this.globalData.canvasContext.moveTo(E[0],E[1]),l=2;l<u;l+=6)this.globalData.canvasContext.bezierCurveTo(E[l],E[l+1],E[l+2],E[l+3],E[l+4],E[l+5]);this.globalData.canvasContext.closePath(),j.ctxFill()}if(this.stroke){for(p&&p.sw?x!==p.sw&&(x=p.sw,j.ctxLineWidth(p.sw)):x!==this.values.sWidth&&(x=this.values.sWidth,j.ctxLineWidth(this.values.sWidth)),p&&p.sc?R!==p.sc&&(R=p.sc,j.ctxStrokeStyle(p.sc)):R!==this.values.stroke&&(R=this.values.stroke,j.ctxStrokeStyle(this.values.stroke)),S=this.textSpans[r].elem,o=S.length,this.globalData.canvasContext.beginPath(),i=0;i<o;i+=1)for(E=S[i],u=E.length,this.globalData.canvasContext.moveTo(E[0],E[1]),l=2;l<u;l+=6)this.globalData.canvasContext.bezierCurveTo(E[l],E[l+1],E[l+2],E[l+3],E[l+4],E[l+5]);this.globalData.canvasContext.closePath(),j.ctxStroke()}p&&this.globalData.renderer.restore()}};function CVImageElement(e,r,a){this.assetData=r.getAssetData(e.refId),this.img=r.imageLoader.getAsset(this.assetData),this.initElement(e,r,a)}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 e=createTag("canvas");e.width=this.assetData.w,e.height=this.assetData.h;var r=e.getContext("2d"),a=this.img.width,i=this.img.height,o=a/i,l=this.assetData.w/this.assetData.h,u,d,m=this.assetData.pr||this.globalData.renderConfig.imagePreserveAspectRatio;o>l&&m==="xMidYMid slice"||o<l&&m!=="xMidYMid slice"?(d=i,u=d*l):(u=a,d=u/l),r.drawImage(this.img,(a-u)/2,(i-d)/2,u,d,0,0,this.assetData.w,this.assetData.h),this.img=e}},CVImageElement.prototype.renderInnerContent=function(){this.canvasContext.drawImage(this.img,0,0)},CVImageElement.prototype.destroy=function(){this.img=null};function CVSolidElement(e,r,a){this.initElement(e,r,a)}extendPrototype([BaseElement,TransformElement,CVBaseElement,HierarchyElement,FrameElement,RenderableElement],CVSolidElement),CVSolidElement.prototype.initElement=SVGShapeElement.prototype.initElement,CVSolidElement.prototype.prepareFrame=IImageElement.prototype.prepareFrame,CVSolidElement.prototype.renderInnerContent=function(){this.globalData.renderer.ctxFillStyle(this.data.sc),this.globalData.renderer.ctxFillRect(0,0,this.data.sw,this.data.sh)};function CanvasRendererBase(){}extendPrototype([BaseRenderer],CanvasRendererBase),CanvasRendererBase.prototype.createShape=function(e){return new CVShapeElement(e,this.globalData,this)},CanvasRendererBase.prototype.createText=function(e){return new CVTextElement(e,this.globalData,this)},CanvasRendererBase.prototype.createImage=function(e){return new CVImageElement(e,this.globalData,this)},CanvasRendererBase.prototype.createSolid=function(e){return new CVSolidElement(e,this.globalData,this)},CanvasRendererBase.prototype.createNull=SVGRenderer.prototype.createNull,CanvasRendererBase.prototype.ctxTransform=function(e){e[0]===1&&e[1]===0&&e[4]===0&&e[5]===1&&e[12]===0&&e[13]===0||this.canvasContext.transform(e[0],e[1],e[4],e[5],e[12],e[13])},CanvasRendererBase.prototype.ctxOpacity=function(e){this.canvasContext.globalAlpha*=e<0?0:e},CanvasRendererBase.prototype.ctxFillStyle=function(e){this.canvasContext.fillStyle=e},CanvasRendererBase.prototype.ctxStrokeStyle=function(e){this.canvasContext.strokeStyle=e},CanvasRendererBase.prototype.ctxLineWidth=function(e){this.canvasContext.lineWidth=e},CanvasRendererBase.prototype.ctxLineCap=function(e){this.canvasContext.lineCap=e},CanvasRendererBase.prototype.ctxLineJoin=function(e){this.canvasContext.lineJoin=e},CanvasRendererBase.prototype.ctxMiterLimit=function(e){this.canvasContext.miterLimit=e},CanvasRendererBase.prototype.ctxFill=function(e){this.canvasContext.fill(e)},CanvasRendererBase.prototype.ctxFillRect=function(e,r,a,i){this.canvasContext.fillRect(e,r,a,i)},CanvasRendererBase.prototype.ctxStroke=function(){this.canvasContext.stroke()},CanvasRendererBase.prototype.reset=function(){if(!this.renderConfig.clearCanvas){this.canvasContext.restore();return}this.contextData.reset()},CanvasRendererBase.prototype.save=function(){this.canvasContext.save()},CanvasRendererBase.prototype.restore=function(e){if(!this.renderConfig.clearCanvas){this.canvasContext.restore();return}e&&(this.globalData.blendMode="source-over"),this.contextData.restore(e)},CanvasRendererBase.prototype.configAnimation=function(e){if(this.animationItem.wrapper){this.animationItem.container=createTag("canvas");var r=this.animationItem.container.style;r.width="100%",r.height="100%";var a="0px 0px 0px";r.transformOrigin=a,r.mozTransformOrigin=a,r.webkitTransformOrigin=a,r["-webkit-transform"]=a,r.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.contextData.setContext(this.canvasContext),this.data=e,this.layers=e.layers,this.transformCanvas={w:e.w,h:e.h,sx:0,sy:0,tx:0,ty:0},this.setupGlobalData(e,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(e.layers.length),this.updateContainerSize()},CanvasRendererBase.prototype.updateContainerSize=function(e,r){this.reset();var a,i;e?(a=e,i=r,this.canvasContext.canvas.width=a,this.canvasContext.canvas.height=i):(this.animationItem.wrapper&&this.animationItem.container?(a=this.animationItem.wrapper.offsetWidth,i=this.animationItem.wrapper.offsetHeight):(a=this.canvasContext.canvas.width,i=this.canvasContext.canvas.height),this.canvasContext.canvas.width=a*this.renderConfig.dpr,this.canvasContext.canvas.height=i*this.renderConfig.dpr);var o,l;if(this.renderConfig.preserveAspectRatio.indexOf("meet")!==-1||this.renderConfig.preserveAspectRatio.indexOf("slice")!==-1){var u=this.renderConfig.preserveAspectRatio.split(" "),d=u[1]||"meet",m=u[0]||"xMidYMid",p=m.substr(0,4),f=m.substr(4);o=a/i,l=this.transformCanvas.w/this.transformCanvas.h,l>o&&d==="meet"||l<o&&d==="slice"?(this.transformCanvas.sx=a/(this.transformCanvas.w/this.renderConfig.dpr),this.transformCanvas.sy=a/(this.transformCanvas.w/this.renderConfig.dpr)):(this.transformCanvas.sx=i/(this.transformCanvas.h/this.renderConfig.dpr),this.transformCanvas.sy=i/(this.transformCanvas.h/this.renderConfig.dpr)),p==="xMid"&&(l<o&&d==="meet"||l>o&&d==="slice")?this.transformCanvas.tx=(a-this.transformCanvas.w*(i/this.transformCanvas.h))/2*this.renderConfig.dpr:p==="xMax"&&(l<o&&d==="meet"||l>o&&d==="slice")?this.transformCanvas.tx=(a-this.transformCanvas.w*(i/this.transformCanvas.h))*this.renderConfig.dpr:this.transformCanvas.tx=0,f==="YMid"&&(l>o&&d==="meet"||l<o&&d==="slice")?this.transformCanvas.ty=(i-this.transformCanvas.h*(a/this.transformCanvas.w))/2*this.renderConfig.dpr:f==="YMax"&&(l>o&&d==="meet"||l<o&&d==="slice")?this.transformCanvas.ty=(i-this.transformCanvas.h*(a/this.transformCanvas.w))*this.renderConfig.dpr:this.transformCanvas.ty=0}else this.renderConfig.preserveAspectRatio==="none"?(this.transformCanvas.sx=a/(this.transformCanvas.w/this.renderConfig.dpr),this.transformCanvas.sy=i/(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 e,r=this.layers?this.layers.length:0;for(e=r-1;e>=0;e-=1)this.elements[e]&&this.elements[e].destroy&&this.elements[e].destroy();this.elements.length=0,this.globalData.canvasContext=null,this.animationItem.container=null,this.destroyed=!0},CanvasRendererBase.prototype.renderFrame=function(e,r){if(!(this.renderedFrame===e&&this.renderConfig.clearCanvas===!0&&!r||this.destroyed||e===-1)){this.renderedFrame=e,this.globalData.frameNum=e-this.animationItem._isFirstFrame,this.globalData.frameId+=1,this.globalData._mdf=!this.renderConfig.clearCanvas||r,this.globalData.projectInterface.currentFrame=e;var a,i=this.layers.length;for(this.completeLayers||this.checkLayers(e),a=i-1;a>=0;a-=1)(this.completeLayers||this.elements[a])&&this.elements[a].prepareFrame(e-this.layers[a].st);if(this.globalData._mdf){for(this.renderConfig.clearCanvas===!0?this.canvasContext.clearRect(0,0,this.transformCanvas.w,this.transformCanvas.h):this.save(),a=i-1;a>=0;a-=1)(this.completeLayers||this.elements[a])&&this.elements[a].renderFrame();this.renderConfig.clearCanvas!==!0&&this.restore()}}},CanvasRendererBase.prototype.buildItem=function(e){var r=this.elements;if(!(r[e]||this.layers[e].ty===99)){var a=this.createItem(this.layers[e],this,this.globalData);r[e]=a,a.initExpressions()}},CanvasRendererBase.prototype.checkPendingElements=function(){for(;this.pendingElements.length;){var e=this.pendingElements.pop();e.checkParenting()}},CanvasRendererBase.prototype.hide=function(){this.animationItem.container.style.display="none"},CanvasRendererBase.prototype.show=function(){this.animationItem.container.style.display="block"};function CanvasContext(){this.opacity=-1,this.transform=createTypedArray("float32",16),this.fillStyle="",this.strokeStyle="",this.lineWidth="",this.lineCap="",this.lineJoin="",this.miterLimit="",this.id=Math.random()}function CVContextData(){this.stack=[],this.cArrPos=0,this.cTr=new Matrix;var e,r=15;for(e=0;e<r;e+=1){var a=new CanvasContext;this.stack[e]=a}this._length=r,this.nativeContext=null,this.transformMat=new Matrix,this.currentOpacity=1,this.currentFillStyle="",this.appliedFillStyle="",this.currentStrokeStyle="",this.appliedStrokeStyle="",this.currentLineWidth="",this.appliedLineWidth="",this.currentLineCap="",this.appliedLineCap="",this.currentLineJoin="",this.appliedLineJoin="",this.appliedMiterLimit="",this.currentMiterLimit=""}CVContextData.prototype.duplicate=function(){var e=this._length*2,r=0;for(r=this._length;r<e;r+=1)this.stack[r]=new CanvasContext;this._length=e},CVContextData.prototype.reset=function(){this.cArrPos=0,this.cTr.reset(),this.stack[this.cArrPos].opacity=1},CVContextData.prototype.restore=function(e){this.cArrPos-=1;var r=this.stack[this.cArrPos],a=r.transform,i,o=this.cTr.props;for(i=0;i<16;i+=1)o[i]=a[i];if(e){this.nativeContext.restore();var l=this.stack[this.cArrPos+1];this.appliedFillStyle=l.fillStyle,this.appliedStrokeStyle=l.strokeStyle,this.appliedLineWidth=l.lineWidth,this.appliedLineCap=l.lineCap,this.appliedLineJoin=l.lineJoin,this.appliedMiterLimit=l.miterLimit}this.nativeContext.setTransform(a[0],a[1],a[4],a[5],a[12],a[13]),(e||r.opacity!==-1&&this.currentOpacity!==r.opacity)&&(this.nativeContext.globalAlpha=r.opacity,this.currentOpacity=r.opacity),this.currentFillStyle=r.fillStyle,this.currentStrokeStyle=r.strokeStyle,this.currentLineWidth=r.lineWidth,this.currentLineCap=r.lineCap,this.currentLineJoin=r.lineJoin,this.currentMiterLimit=r.miterLimit},CVContextData.prototype.save=function(e){e&&this.nativeContext.save();var r=this.cTr.props;this._length<=this.cArrPos&&this.duplicate();var a=this.stack[this.cArrPos],i;for(i=0;i<16;i+=1)a.transform[i]=r[i];this.cArrPos+=1;var o=this.stack[this.cArrPos];o.opacity=a.opacity,o.fillStyle=a.fillStyle,o.strokeStyle=a.strokeStyle,o.lineWidth=a.lineWidth,o.lineCap=a.lineCap,o.lineJoin=a.lineJoin,o.miterLimit=a.miterLimit},CVContextData.prototype.setOpacity=function(e){this.stack[this.cArrPos].opacity=e},CVContextData.prototype.setContext=function(e){this.nativeContext=e},CVContextData.prototype.fillStyle=function(e){this.stack[this.cArrPos].fillStyle!==e&&(this.currentFillStyle=e,this.stack[this.cArrPos].fillStyle=e)},CVContextData.prototype.strokeStyle=function(e){this.stack[this.cArrPos].strokeStyle!==e&&(this.currentStrokeStyle=e,this.stack[this.cArrPos].strokeStyle=e)},CVContextData.prototype.lineWidth=function(e){this.stack[this.cArrPos].lineWidth!==e&&(this.currentLineWidth=e,this.stack[this.cArrPos].lineWidth=e)},CVContextData.prototype.lineCap=function(e){this.stack[this.cArrPos].lineCap!==e&&(this.currentLineCap=e,this.stack[this.cArrPos].lineCap=e)},CVContextData.prototype.lineJoin=function(e){this.stack[this.cArrPos].lineJoin!==e&&(this.currentLineJoin=e,this.stack[this.cArrPos].lineJoin=e)},CVContextData.prototype.miterLimit=function(e){this.stack[this.cArrPos].miterLimit!==e&&(this.currentMiterLimit=e,this.stack[this.cArrPos].miterLimit=e)},CVContextData.prototype.transform=function(e){this.transformMat.cloneFromProps(e);var r=this.cTr;this.transformMat.multiply(r),r.cloneFromProps(this.transformMat.props);var a=r.props;this.nativeContext.setTransform(a[0],a[1],a[4],a[5],a[12],a[13])},CVContextData.prototype.opacity=function(e){var r=this.stack[this.cArrPos].opacity;r*=e<0?0:e,this.stack[this.cArrPos].opacity!==r&&(this.currentOpacity!==e&&(this.nativeContext.globalAlpha=e,this.currentOpacity=e),this.stack[this.cArrPos].opacity=r)},CVContextData.prototype.fill=function(e){this.appliedFillStyle!==this.currentFillStyle&&(this.appliedFillStyle=this.currentFillStyle,this.nativeContext.fillStyle=this.appliedFillStyle),this.nativeContext.fill(e)},CVContextData.prototype.fillRect=function(e,r,a,i){this.appliedFillStyle!==this.currentFillStyle&&(this.appliedFillStyle=this.currentFillStyle,this.nativeContext.fillStyle=this.appliedFillStyle),this.nativeContext.fillRect(e,r,a,i)},CVContextData.prototype.stroke=function(){this.appliedStrokeStyle!==this.currentStrokeStyle&&(this.appliedStrokeStyle=this.currentStrokeStyle,this.nativeContext.strokeStyle=this.appliedStrokeStyle),this.appliedLineWidth!==this.currentLineWidth&&(this.appliedLineWidth=this.currentLineWidth,this.nativeContext.lineWidth=this.appliedLineWidth),this.appliedLineCap!==this.currentLineCap&&(this.appliedLineCap=this.currentLineCap,this.nativeContext.lineCap=this.appliedLineCap),this.appliedLineJoin!==this.currentLineJoin&&(this.appliedLineJoin=this.currentLineJoin,this.nativeContext.lineJoin=this.appliedLineJoin),this.appliedMiterLimit!==this.currentMiterLimit&&(this.appliedMiterLimit=this.currentMiterLimit,this.nativeContext.miterLimit=this.appliedMiterLimit),this.nativeContext.stroke()};function CVCompElement(e,r,a){this.completeLayers=!1,this.layers=e.layers,this.pendingElements=[],this.elements=createSizedArray(this.layers.length),this.initElement(e,r,a),this.tm=e.tm?PropertyFactory.getProp(this,e.tm,0,r.frameRate,this):{_placeholder:!0}}extendPrototype([CanvasRendererBase,ICompElement,CVBaseElement],CVCompElement),CVCompElement.prototype.renderInnerContent=function(){var e=this.canvasContext;e.beginPath(),e.moveTo(0,0),e.lineTo(this.data.w,0),e.lineTo(this.data.w,this.data.h),e.lineTo(0,this.data.h),e.lineTo(0,0),e.clip();var r,a=this.layers.length;for(r=a-1;r>=0;r-=1)(this.completeLayers||this.elements[r])&&this.elements[r].renderFrame()},CVCompElement.prototype.destroy=function(){var e,r=this.layers.length;for(e=r-1;e>=0;e-=1)this.elements[e]&&this.elements[e].destroy();this.layers=null,this.elements=null},CVCompElement.prototype.createComp=function(e){return new CVCompElement(e,this.globalData,this)};function CanvasRenderer(e,r){this.animationItem=e,this.renderConfig={clearCanvas:r&&r.clearCanvas!==void 0?r.clearCanvas:!0,context:r&&r.context||null,progressiveLoad:r&&r.progressiveLoad||!1,preserveAspectRatio:r&&r.preserveAspectRatio||"xMidYMid meet",imagePreserveAspectRatio:r&&r.imagePreserveAspectRatio||"xMidYMid slice",contentVisibility:r&&r.contentVisibility||"visible",className:r&&r.className||"",id:r&&r.id||"",runExpressions:!r||r.runExpressions===void 0||r.runExpressions},this.renderConfig.dpr=r&&r.dpr||1,this.animationItem.wrapper&&(this.renderConfig.dpr=r&&r.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",this.renderConfig.clearCanvas&&(this.ctxTransform=this.contextData.transform.bind(this.contextData),this.ctxOpacity=this.contextData.opacity.bind(this.contextData),this.ctxFillStyle=this.contextData.fillStyle.bind(this.contextData),this.ctxStrokeStyle=this.contextData.strokeStyle.bind(this.contextData),this.ctxLineWidth=this.contextData.lineWidth.bind(this.contextData),this.ctxLineCap=this.contextData.lineCap.bind(this.contextData),this.ctxLineJoin=this.contextData.lineJoin.bind(this.contextData),this.ctxMiterLimit=this.contextData.miterLimit.bind(this.contextData),this.ctxFill=this.contextData.fill.bind(this.contextData),this.ctxFillRect=this.contextData.fillRect.bind(this.contextData),this.ctxStroke=this.contextData.stroke.bind(this.contextData),this.save=this.contextData.save.bind(this.contextData))}extendPrototype([CanvasRendererBase],CanvasRenderer),CanvasRenderer.prototype.createComp=function(e){return new CVCompElement(e,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),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 r=this.transformedElement?this.transformedElement.style:{};if(this.finalTransform._matMdf){var a=this.finalTransform.mat.toCSS();r.transform=a,r.webkitTransform=a}this.finalTransform._opMdf&&(r.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(e,r,a){this.initElement(e,r,a)}extendPrototype([BaseElement,TransformElement,HBaseElement,HierarchyElement,FrameElement,RenderableDOMElement],HSolidElement),HSolidElement.prototype.createContent=function(){var e;this.data.hasMask?(e=createNS("rect"),e.setAttribute("width",this.data.sw),e.setAttribute("height",this.data.sh),e.setAttribute("fill",this.data.sc),this.svgElement.setAttribute("width",this.data.sw),this.svgElement.setAttribute("height",this.data.sh)):(e=createTag("div"),e.style.width=this.data.sw+"px",e.style.height=this.data.sh+"px",e.style.backgroundColor=this.data.sc),this.layerElement.appendChild(e)};function HShapeElement(e,r,a){this.shapes=[],this.shapesData=e.shapes,this.stylesList=[],this.shapeModifiers=[],this.itemsData=[],this.processedElements=[],this.animatedContents=[],this.shapesContainer=createNS("g"),this.initElement(e,r,a),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 e;if(this.baseElement.style.fontSize=0,this.data.hasMask)this.layerElement.appendChild(this.shapesContainer),e=this.svgElement;else{e=createNS("svg");var r=this.comp.data?this.comp.data:this.globalData.compSize;e.setAttribute("width",r.w),e.setAttribute("height",r.h),e.appendChild(this.shapesContainer),this.layerElement.appendChild(e)}this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.shapesContainer,0,[],!0),this.filterUniqueShapes(),this.shapeCont=e},HShapeElement.prototype.getTransformedPoint=function(e,r){var a,i=e.length;for(a=0;a<i;a+=1)r=e[a].mProps.v.applyToPointArray(r[0],r[1],0);return r},HShapeElement.prototype.calculateShapeBoundingBox=function(e,r){var a=e.sh.v,i=e.transformers,o,l=a._length,u,d,m,p;if(!(l<=1)){for(o=0;o<l-1;o+=1)u=this.getTransformedPoint(i,a.v[o]),d=this.getTransformedPoint(i,a.o[o]),m=this.getTransformedPoint(i,a.i[o+1]),p=this.getTransformedPoint(i,a.v[o+1]),this.checkBounds(u,d,m,p,r);a.c&&(u=this.getTransformedPoint(i,a.v[o]),d=this.getTransformedPoint(i,a.o[o]),m=this.getTransformedPoint(i,a.i[0]),p=this.getTransformedPoint(i,a.v[0]),this.checkBounds(u,d,m,p,r))}},HShapeElement.prototype.checkBounds=function(e,r,a,i,o){this.getBoundsOfCurve(e,r,a,i);var l=this.shapeBoundingBox;o.x=bmMin(l.left,o.x),o.xMax=bmMax(l.right,o.xMax),o.y=bmMin(l.top,o.y),o.yMax=bmMax(l.bottom,o.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(e,r,a,i){for(var o=[[e[0],i[0]],[e[1],i[1]]],l,u,d,m,p,f,R,x=0;x<2;++x)u=6*e[x]-12*r[x]+6*a[x],l=-3*e[x]+9*r[x]-9*a[x]+3*i[x],d=3*r[x]-3*e[x],u|=0,l|=0,d|=0,l===0&&u===0||(l===0?(m=-d/u,m>0&&m<1&&o[x].push(this.calculateF(m,e,r,a,i,x))):(p=u*u-4*d*l,p>=0&&(f=(-u+bmSqrt(p))/(2*l),f>0&&f<1&&o[x].push(this.calculateF(f,e,r,a,i,x)),R=(-u-bmSqrt(p))/(2*l),R>0&&R<1&&o[x].push(this.calculateF(R,e,r,a,i,x)))));this.shapeBoundingBox.left=bmMin.apply(null,o[0]),this.shapeBoundingBox.top=bmMin.apply(null,o[1]),this.shapeBoundingBox.right=bmMax.apply(null,o[0]),this.shapeBoundingBox.bottom=bmMax.apply(null,o[1])},HShapeElement.prototype.calculateF=function(e,r,a,i,o,l){return bmPow(1-e,3)*r[l]+3*bmPow(1-e,2)*e*a[l]+3*(1-e)*bmPow(e,2)*i[l]+bmPow(e,3)*o[l]},HShapeElement.prototype.calculateBoundingBox=function(e,r){var a,i=e.length;for(a=0;a<i;a+=1)e[a]&&e[a].sh?this.calculateShapeBoundingBox(e[a],r):e[a]&&e[a].it?this.calculateBoundingBox(e[a].it,r):e[a]&&e[a].style&&e[a].w&&this.expandStrokeBoundingBox(e[a].w,r)},HShapeElement.prototype.expandStrokeBoundingBox=function(e,r){var a=0;if(e.keyframes){for(var i=0;i<e.keyframes.length;i+=1){var o=e.keyframes[i].s;o>a&&(a=o)}a*=e.mult}else a=e.v*e.mult;r.x-=a,r.xMax+=a,r.y-=a,r.yMax+=a},HShapeElement.prototype.currentBoxContains=function(e){return this.currentBBox.x<=e.x&&this.currentBBox.y<=e.y&&this.currentBBox.width+this.currentBBox.x>=e.x+e.width&&this.currentBBox.height+this.currentBBox.y>=e.y+e.height},HShapeElement.prototype.renderInnerContent=function(){if(this._renderShapeFrame(),!this.hidden&&(this._isFirstFrame||this._mdf)){var e=this.tempBoundingBox,r=999999;if(e.x=r,e.xMax=-r,e.y=r,e.yMax=-r,this.calculateBoundingBox(this.itemsData,e),e.width=e.xMax<e.x?0:e.xMax-e.x,e.height=e.yMax<e.y?0:e.yMax-e.y,this.currentBoxContains(e))return;var a=!1;if(this.currentBBox.w!==e.width&&(this.currentBBox.w=e.width,this.shapeCont.setAttribute("width",e.width),a=!0),this.currentBBox.h!==e.height&&(this.currentBBox.h=e.height,this.shapeCont.setAttribute("height",e.height),a=!0),a||this.currentBBox.x!==e.x||this.currentBBox.y!==e.y){this.currentBBox.w=e.width,this.currentBBox.h=e.height,this.currentBBox.x=e.x,this.currentBBox.y=e.y,this.shapeCont.setAttribute("viewBox",this.currentBBox.x+" "+this.currentBBox.y+" "+this.currentBBox.w+" "+this.currentBBox.h);var i=this.shapeCont.style,o="translate("+this.currentBBox.x+"px,"+this.currentBBox.y+"px)";i.transform=o,i.webkitTransform=o}}};function HTextElement(e,r,a){this.textSpans=[],this.textPaths=[],this.currentBBox={x:999999,y:-999999,h:0,w:0},this.renderType="svg",this.isMasked=!1,this.initElement(e,r,a)}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 e=createNS("g");this.maskedElement.appendChild(e),this.innerElem=e}else this.renderType="html",this.innerElem=this.layerElement;this.checkParenting()},HTextElement.prototype.buildNewText=function(){var e=this.textProperty.currentData;this.renderedLetters=createSizedArray(e.l?e.l.length:0);var r=this.innerElem.style,a=e.fc?this.buildColor(e.fc):"rgba(0,0,0,0)";r.fill=a,r.color=a,e.sc&&(r.stroke=this.buildColor(e.sc),r.strokeWidth=e.sw+"px");var i=this.globalData.fontManager.getFontByName(e.f);if(!this.globalData.fontManager.chars)if(r.fontSize=e.finalSize+"px",r.lineHeight=e.finalSize+"px",i.fClass)this.innerElem.className=i.fClass;else{r.fontFamily=i.fFamily;var o=e.fWeight,l=e.fStyle;r.fontStyle=l,r.fontWeight=o}var u,d,m=e.l;d=m.length;var p,f,R,x=this.mHelper,S,E="",j=0;for(u=0;u<d;u+=1){if(this.globalData.fontManager.chars?(this.textPaths[j]?p=this.textPaths[j]:(p=createNS("path"),p.setAttribute("stroke-linecap",lineCapEnum[1]),p.setAttribute("stroke-linejoin",lineJoinEnum[2]),p.setAttribute("stroke-miterlimit","4")),this.isMasked||(this.textSpans[j]?(f=this.textSpans[j],R=f.children[0]):(f=createTag("div"),f.style.lineHeight=0,R=createNS("svg"),R.appendChild(p),styleDiv(f)))):this.isMasked?p=this.textPaths[j]?this.textPaths[j]:createNS("text"):this.textSpans[j]?(f=this.textSpans[j],p=this.textPaths[j]):(f=createTag("span"),styleDiv(f),p=createTag("span"),styleDiv(p),f.appendChild(p)),this.globalData.fontManager.chars){var A=this.globalData.fontManager.getCharData(e.finalText[u],i.fStyle,this.globalData.fontManager.getFontByName(e.f).fFamily),b;if(A?b=A.data:b=null,x.reset(),b&&b.shapes&&b.shapes.length&&(S=b.shapes[0].it,x.scale(e.finalSize/100,e.finalSize/100),E=this.createPathShape(x,S),p.setAttribute("d",E)),this.isMasked)this.innerElem.appendChild(p);else{if(this.innerElem.appendChild(f),b&&b.shapes){document.body.appendChild(R);var y=R.getBBox();R.setAttribute("width",y.width+2),R.setAttribute("height",y.height+2),R.setAttribute("viewBox",y.x-1+" "+(y.y-1)+" "+(y.width+2)+" "+(y.height+2));var g=R.style,w="translate("+(y.x-1)+"px,"+(y.y-1)+"px)";g.transform=w,g.webkitTransform=w,m[u].yOffset=y.y-1}else R.setAttribute("width",1),R.setAttribute("height",1);f.appendChild(R)}}else if(p.textContent=m[u].val,p.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve"),this.isMasked)this.innerElem.appendChild(p);else{this.innerElem.appendChild(f);var T=p.style,I="translate3d(0,"+-e.finalSize/1.2+"px,0)";T.transform=I,T.webkitTransform=I}this.isMasked?this.textSpans[j]=p:this.textSpans[j]=f,this.textSpans[j].style.display="block",this.textPaths[j]=p,j+=1}for(;j<this.textSpans.length;)this.textSpans[j].style.display="none",j+=1},HTextElement.prototype.renderInnerContent=function(){this.validateText();var e;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),e=this.svgElement.style;var r="translate("+-this.finalTransform.mProp.p.v[0]+"px,"+-this.finalTransform.mProp.p.v[1]+"px)";e.transform=r,e.webkitTransform=r}}if(this.textAnimator.getMeasures(this.textProperty.currentData,this.lettersChangedFlag),!(!this.lettersChangedFlag&&!this.textAnimator.lettersChangedFlag)){var a,i,o=0,l=this.textAnimator.renderedLetters,u=this.textProperty.currentData.l;i=u.length;var d,m,p;for(a=0;a<i;a+=1)u[a].n?o+=1:(m=this.textSpans[a],p=this.textPaths[a],d=l[o],o+=1,d._mdf.m&&(this.isMasked?m.setAttribute("transform",d.m):(m.style.webkitTransform=d.m,m.style.transform=d.m)),m.style.opacity=d.o,d.sw&&d._mdf.sw&&p.setAttribute("stroke-width",d.sw),d.sc&&d._mdf.sc&&p.setAttribute("stroke",d.sc),d.fc&&d._mdf.fc&&(p.setAttribute("fill",d.fc),p.style.color=d.fc));if(this.innerElem.getBBox&&!this.hidden&&(this._isFirstFrame||this._mdf)){var f=this.innerElem.getBBox();this.currentBBox.w!==f.width&&(this.currentBBox.w=f.width,this.svgElement.setAttribute("width",f.width)),this.currentBBox.h!==f.height&&(this.currentBBox.h=f.height,this.svgElement.setAttribute("height",f.height));var R=1;if(this.currentBBox.w!==f.width+R*2||this.currentBBox.h!==f.height+R*2||this.currentBBox.x!==f.x-R||this.currentBBox.y!==f.y-R){this.currentBBox.w=f.width+R*2,this.currentBBox.h=f.height+R*2,this.currentBBox.x=f.x-R,this.currentBBox.y=f.y-R,this.svgElement.setAttribute("viewBox",this.currentBBox.x+" "+this.currentBBox.y+" "+this.currentBBox.w+" "+this.currentBBox.h),e=this.svgElement.style;var x="translate("+this.currentBBox.x+"px,"+this.currentBBox.y+"px)";e.transform=x,e.webkitTransform=x}}}};function HCameraElement(e,r,a){this.initFrame(),this.initBaseData(e,r,a),this.initHierarchy();var i=PropertyFactory.getProp;if(this.pe=i(this,e.pe,0,0,this),e.ks.p.s?(this.px=i(this,e.ks.p.x,1,0,this),this.py=i(this,e.ks.p.y,1,0,this),this.pz=i(this,e.ks.p.z,1,0,this)):this.p=i(this,e.ks.p,1,0,this),e.ks.a&&(this.a=i(this,e.ks.a,1,0,this)),e.ks.or.k.length&&e.ks.or.k[0].to){var o,l=e.ks.or.k.length;for(o=0;o<l;o+=1)e.ks.or.k[o].to=null,e.ks.or.k[o].ti=null}this.or=i(this,e.ks.or,1,degToRads,this),this.or.sh=!0,this.rx=i(this,e.ks.rx,0,degToRads,this),this.ry=i(this,e.ks.ry,0,degToRads,this),this.rz=i(this,e.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 e,r=this.comp.threeDElements.length,a,i,o;for(e=0;e<r;e+=1)if(a=this.comp.threeDElements[e],a.type==="3d"){i=a.perspectiveElem.style,o=a.container.style;var l=this.pe.v+"px",u="0px 0px 0px",d="matrix3d(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1)";i.perspective=l,i.webkitPerspective=l,o.transformOrigin=u,o.mozTransformOrigin=u,o.webkitTransformOrigin=u,i.transform=d,i.webkitTransform=d}},HCameraElement.prototype.createElements=function(){},HCameraElement.prototype.hide=function(){},HCameraElement.prototype.renderFrame=function(){var e=this._isFirstFrame,r,a;if(this.hierarchy)for(a=this.hierarchy.length,r=0;r<a;r+=1)e=this.hierarchy[r].finalTransform.mProp._mdf||e;if(e||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(a=this.hierarchy.length-1,r=a;r>=0;r-=1){var i=this.hierarchy[r].finalTransform.mProp;this.mat.translate(-i.p.v[0],-i.p.v[1],i.p.v[2]),this.mat.rotateX(-i.or.v[0]).rotateY(-i.or.v[1]).rotateZ(i.or.v[2]),this.mat.rotateX(-i.rx.v).rotateY(-i.ry.v).rotateZ(i.rz.v),this.mat.scale(1/i.s.v[0],1/i.s.v[1],1/i.s.v[2]),this.mat.translate(i.a.v[0],i.a.v[1],i.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 o;this.p?o=[this.p.v[0]-this.a.v[0],this.p.v[1]-this.a.v[1],this.p.v[2]-this.a.v[2]]:o=[this.px.v-this.a.v[0],this.py.v-this.a.v[1],this.pz.v-this.a.v[2]];var l=Math.sqrt(Math.pow(o[0],2)+Math.pow(o[1],2)+Math.pow(o[2],2)),u=[o[0]/l,o[1]/l,o[2]/l],d=Math.sqrt(u[2]*u[2]+u[0]*u[0]),m=Math.atan2(u[1],d),p=Math.atan2(u[0],-u[2]);this.mat.rotateY(p).rotateX(-m)}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 f=!this._prevMat.equals(this.mat);if((f||this.pe._mdf)&&this.comp.threeDElements){a=this.comp.threeDElements.length;var R,x,S;for(r=0;r<a;r+=1)if(R=this.comp.threeDElements[r],R.type==="3d"){if(f){var E=this.mat.toCSS();S=R.container.style,S.transform=E,S.webkitTransform=E}this.pe._mdf&&(x=R.perspectiveElem.style,x.perspective=this.pe.v+"px",x.webkitPerspective=this.pe.v+"px")}this.mat.clone(this._prevMat)}}this._isFirstFrame=!1},HCameraElement.prototype.prepareFrame=function(e){this.prepareProperties(e,!0)},HCameraElement.prototype.destroy=function(){},HCameraElement.prototype.getBaseElement=function(){return null};function HImageElement(e,r,a){this.assetData=r.getAssetData(e.refId),this.initElement(e,r,a)}extendPrototype([BaseElement,TransformElement,HBaseElement,HSolidElement,HierarchyElement,FrameElement,RenderableElement],HImageElement),HImageElement.prototype.createContent=function(){var e=this.globalData.getAssetsPath(this.assetData),r=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",e),this.layerElement.appendChild(this.imageElem),this.baseElement.setAttribute("width",this.assetData.w),this.baseElement.setAttribute("height",this.assetData.h)):this.layerElement.appendChild(r),r.crossOrigin="anonymous",r.src=e,this.data.ln&&this.baseElement.setAttribute("id",this.data.ln)};function HybridRendererBase(e,r){this.animationItem=e,this.layers=null,this.renderedFrame=-1,this.renderConfig={className:r&&r.className||"",imagePreserveAspectRatio:r&&r.imagePreserveAspectRatio||"xMidYMid slice",hideOnTransparent:!(r&&r.hideOnTransparent===!1),filterSize:{width:r&&r.filterSize&&r.filterSize.width||"400%",height:r&&r.filterSize&&r.filterSize.height||"400%",x:r&&r.filterSize&&r.filterSize.x||"-100%",y:r&&r.filterSize&&r.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 e=this.pendingElements.pop();e.checkParenting()}},HybridRendererBase.prototype.appendElementInPos=function(e,r){var a=e.getBaseElement();if(a){var i=this.layers[r];if(!i.ddd||!this.supports3d)if(this.threeDElements)this.addTo3dContainer(a,r);else{for(var o=0,l,u,d;o<r;)this.elements[o]&&this.elements[o]!==!0&&this.elements[o].getBaseElement&&(u=this.elements[o],d=this.layers[o].ddd?this.getThreeDContainerByPos(o):u.getBaseElement(),l=d||l),o+=1;l?(!i.ddd||!this.supports3d)&&this.layerElement.insertBefore(a,l):(!i.ddd||!this.supports3d)&&this.layerElement.appendChild(a)}else this.addTo3dContainer(a,r)}},HybridRendererBase.prototype.createShape=function(e){return this.supports3d?new HShapeElement(e,this.globalData,this):new SVGShapeElement(e,this.globalData,this)},HybridRendererBase.prototype.createText=function(e){return this.supports3d?new HTextElement(e,this.globalData,this):new SVGTextLottieElement(e,this.globalData,this)},HybridRendererBase.prototype.createCamera=function(e){return this.camera=new HCameraElement(e,this.globalData,this),this.camera},HybridRendererBase.prototype.createImage=function(e){return this.supports3d?new HImageElement(e,this.globalData,this):new IImageElement(e,this.globalData,this)},HybridRendererBase.prototype.createSolid=function(e){return this.supports3d?new HSolidElement(e,this.globalData,this):new ISolidElement(e,this.globalData,this)},HybridRendererBase.prototype.createNull=SVGRenderer.prototype.createNull,HybridRendererBase.prototype.getThreeDContainerByPos=function(e){for(var r=0,a=this.threeDElements.length;r<a;){if(this.threeDElements[r].startPos<=e&&this.threeDElements[r].endPos>=e)return this.threeDElements[r].perspectiveElem;r+=1}return null},HybridRendererBase.prototype.createThreeDContainer=function(e,r){var a=createTag("div"),i,o;styleDiv(a);var l=createTag("div");if(styleDiv(l),r==="3d"){i=a.style,i.width=this.globalData.compSize.w+"px",i.height=this.globalData.compSize.h+"px";var u="50% 50%";i.webkitTransformOrigin=u,i.mozTransformOrigin=u,i.transformOrigin=u,o=l.style;var d="matrix3d(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1)";o.transform=d,o.webkitTransform=d}a.appendChild(l);var m={container:l,perspectiveElem:a,startPos:e,endPos:e,type:r};return this.threeDElements.push(m),m},HybridRendererBase.prototype.build3dContainers=function(){var e,r=this.layers.length,a,i="";for(e=0;e<r;e+=1)this.layers[e].ddd&&this.layers[e].ty!==3?(i!=="3d"&&(i="3d",a=this.createThreeDContainer(e,"3d")),a.endPos=Math.max(a.endPos,e)):(i!=="2d"&&(i="2d",a=this.createThreeDContainer(e,"2d")),a.endPos=Math.max(a.endPos,e));for(r=this.threeDElements.length,e=r-1;e>=0;e-=1)this.resizerElem.appendChild(this.threeDElements[e].perspectiveElem)},HybridRendererBase.prototype.addTo3dContainer=function(e,r){for(var a=0,i=this.threeDElements.length;a<i;){if(r<=this.threeDElements[a].endPos){for(var o=this.threeDElements[a].startPos,l;o<r;)this.elements[o]&&this.elements[o].getBaseElement&&(l=this.elements[o].getBaseElement()),o+=1;l?this.threeDElements[a].container.insertBefore(e,l):this.threeDElements[a].container.appendChild(e);break}a+=1}},HybridRendererBase.prototype.configAnimation=function(e){var r=createTag("div"),a=this.animationItem.wrapper,i=r.style;i.width=e.w+"px",i.height=e.h+"px",this.resizerElem=r,styleDiv(r),i.transformStyle="flat",i.mozTransformStyle="flat",i.webkitTransformStyle="flat",this.renderConfig.className&&r.setAttribute("class",this.renderConfig.className),a.appendChild(r),i.overflow="hidden";var o=createNS("svg");o.setAttribute("width","1"),o.setAttribute("height","1"),styleDiv(o),this.resizerElem.appendChild(o);var l=createNS("defs");o.appendChild(l),this.data=e,this.setupGlobalData(e,o),this.globalData.defs=l,this.layers=e.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 e,r=this.layers?this.layers.length:0;for(e=0;e<r;e+=1)this.elements[e]&&this.elements[e].destroy&&this.elements[e].destroy();this.elements.length=0,this.destroyed=!0,this.animationItem=null},HybridRendererBase.prototype.updateContainerSize=function(){var e=this.animationItem.wrapper.offsetWidth,r=this.animationItem.wrapper.offsetHeight,a=e/r,i=this.globalData.compSize.w/this.globalData.compSize.h,o,l,u,d;i>a?(o=e/this.globalData.compSize.w,l=e/this.globalData.compSize.w,u=0,d=(r-this.globalData.compSize.h*(e/this.globalData.compSize.w))/2):(o=r/this.globalData.compSize.h,l=r/this.globalData.compSize.h,u=(e-this.globalData.compSize.w*(r/this.globalData.compSize.h))/2,d=0);var m=this.resizerElem.style;m.webkitTransform="matrix3d("+o+",0,0,0,0,"+l+",0,0,0,0,1,0,"+u+","+d+",0,1)",m.transform=m.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 e=this.globalData.compSize.w,r=this.globalData.compSize.h,a,i=this.threeDElements.length;for(a=0;a<i;a+=1){var o=this.threeDElements[a].perspectiveElem.style;o.webkitPerspective=Math.sqrt(Math.pow(e,2)+Math.pow(r,2))+"px",o.perspective=o.webkitPerspective}}},HybridRendererBase.prototype.searchExtraCompositions=function(e){var r,a=e.length,i=createTag("div");for(r=0;r<a;r+=1)if(e[r].xt){var o=this.createComp(e[r],i,this.globalData.comp,null);o.initExpressions(),this.globalData.projectInterface.registerComposition(o)}};function HCompElement(e,r,a){this.layers=e.layers,this.supports3d=!e.hasMask,this.completeLayers=!1,this.pendingElements=[],this.elements=this.layers?createSizedArray(this.layers.length):[],this.initElement(e,r,a),this.tm=e.tm?PropertyFactory.getProp(this,e.tm,0,r.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(e,r){for(var a=0,i;a<r;)this.elements[a]&&this.elements[a].getBaseElement&&(i=this.elements[a].getBaseElement()),a+=1;i?this.layerElement.insertBefore(e,i):this.layerElement.appendChild(e)},HCompElement.prototype.createComp=function(e){return this.supports3d?new HCompElement(e,this.globalData,this):new SVGCompElement(e,this.globalData,this)};function HybridRenderer(e,r){this.animationItem=e,this.layers=null,this.renderedFrame=-1,this.renderConfig={className:r&&r.className||"",imagePreserveAspectRatio:r&&r.imagePreserveAspectRatio||"xMidYMid slice",hideOnTransparent:!(r&&r.hideOnTransparent===!1),filterSize:{width:r&&r.filterSize&&r.filterSize.width||"400%",height:r&&r.filterSize&&r.filterSize.height||"400%",x:r&&r.filterSize&&r.filterSize.x||"-100%",y:r&&r.filterSize&&r.filterSize.y||"-100%"},runExpressions:!r||r.runExpressions===void 0||r.runExpressions},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(e){return this.supports3d?new HCompElement(e,this.globalData,this):new SVGCompElement(e,this.globalData,this)};var CompExpressionInterface=(function(){return function(e){function r(a){for(var i=0,o=e.layers.length;i<o;){if(e.layers[i].nm===a||e.layers[i].ind===a)return e.elements[i].layerInterface;i+=1}return null}return Object.defineProperty(r,"_name",{value:e.data.nm}),r.layer=r,r.pixelAspect=1,r.height=e.data.h||e.globalData.compSize.h,r.width=e.data.w||e.globalData.compSize.w,r.pixelAspect=1,r.frameDuration=1/e.globalData.frameRate,r.displayStartTime=0,r.numLayers=e.layers.length,r}})();function _typeof$2(e){"@babel/helpers - typeof";return _typeof$2=typeof Symbol=="function"&&typeof Symbol.iterator=="symbol"?function(r){return typeof r}:function(r){return r&&typeof Symbol=="function"&&r.constructor===Symbol&&r!==Symbol.prototype?"symbol":typeof r},_typeof$2(e)}function seedRandom(e,r){var a=this,i=256,o=6,l=52,u="random",d=r.pow(i,o),m=r.pow(2,l),p=m*2,f=i-1,R;function x(g,w,T){var I=[];w=w===!0?{entropy:!0}:w||{};var k=A(j(w.entropy?[g,y(e)]:g===null?b():g,3),I),M=new S(I),U=function(){for(var Q=M.g(o),G=d,Y=0;Q<m;)Q=(Q+Y)*i,G*=i,Y=M.g(1);for(;Q>=p;)Q/=2,G/=2,Y>>>=1;return(Q+Y)/G};return U.int32=function(){return M.g(4)|0},U.quick=function(){return M.g(4)/4294967296},U.double=U,A(y(M.S),e),(w.pass||T||function(z,Q,G,Y){return Y&&(Y.S&&E(Y,M),z.state=function(){return E(M,{})}),G?(r[u]=z,Q):z})(U,k,"global"in w?w.global:this==r,w.state)}r["seed"+u]=x;function S(g){var w,T=g.length,I=this,k=0,M=I.i=I.j=0,U=I.S=[];for(T||(g=[T++]);k<i;)U[k]=k++;for(k=0;k<i;k++)U[k]=U[M=f&M+g[k%T]+(w=U[k])],U[M]=w;I.g=function(z){for(var Q,G=0,Y=I.i,X=I.j,W=I.S;z--;)Q=W[Y=f&Y+1],G=G*i+W[f&(W[Y]=W[X=f&X+Q])+(W[X]=Q)];return I.i=Y,I.j=X,G}}function E(g,w){return w.i=g.i,w.j=g.j,w.S=g.S.slice(),w}function j(g,w){var T=[],I=_typeof$2(g),k;if(w&&I=="object")for(k in g)try{T.push(j(g[k],w-1))}catch{}return T.length?T:I=="string"?g:g+"\0"}function A(g,w){for(var T=g+"",I,k=0;k<T.length;)w[f&k]=f&(I^=w[f&k]*19)+T.charCodeAt(k++);return y(w)}function b(){try{var g=new Uint8Array(i);return(a.crypto||a.msCrypto).getRandomValues(g),y(g)}catch{var w=a.navigator,T=w&&w.plugins;return[+new Date,a,T,a.screen,y(e)]}}function y(g){return String.fromCharCode.apply(0,g)}A(r.random(),e)}function initialize$2(e){seedRandom([],e)}var propTypes={SHAPE:"shape"};function _typeof$1(e){"@babel/helpers - typeof";return _typeof$1=typeof Symbol=="function"&&typeof Symbol.iterator=="symbol"?function(r){return typeof r}:function(r){return r&&typeof Symbol=="function"&&r.constructor===Symbol&&r!==Symbol.prototype?"symbol":typeof r},_typeof$1(e)}var ExpressionManager=(function(){var ob={},Math=BMMath,window=null,document=null,XMLHttpRequest=null,fetch=null,frames=null,_lottieGlobal={};initialize$2(BMMath);function resetFrame(){_lottieGlobal={}}function $bm_isInstanceOfArray(e){return e.constructor===Array||e.constructor===Float32Array}function isNumerable(e,r){return e==="number"||r instanceof Number||e==="boolean"||e==="string"}function $bm_neg(e){var r=_typeof$1(e);if(r==="number"||e instanceof Number||r==="boolean")return-e;if($bm_isInstanceOfArray(e)){var a,i=e.length,o=[];for(a=0;a<i;a+=1)o[a]=-e[a];return o}return e.propType?e.v:-e}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(e,r){var a=_typeof$1(e),i=_typeof$1(r);if(isNumerable(a,e)&&isNumerable(i,r)||a==="string"||i==="string")return e+r;if($bm_isInstanceOfArray(e)&&isNumerable(i,r))return e=e.slice(0),e[0]+=r,e;if(isNumerable(a,e)&&$bm_isInstanceOfArray(r))return r=r.slice(0),r[0]=e+r[0],r;if($bm_isInstanceOfArray(e)&&$bm_isInstanceOfArray(r)){for(var o=0,l=e.length,u=r.length,d=[];o<l||o<u;)(typeof e[o]=="number"||e[o]instanceof Number)&&(typeof r[o]=="number"||r[o]instanceof Number)?d[o]=e[o]+r[o]:d[o]=r[o]===void 0?e[o]:e[o]||r[o],o+=1;return d}return 0}var add=sum;function sub(e,r){var a=_typeof$1(e),i=_typeof$1(r);if(isNumerable(a,e)&&isNumerable(i,r))return a==="string"&&(e=parseInt(e,10)),i==="string"&&(r=parseInt(r,10)),e-r;if($bm_isInstanceOfArray(e)&&isNumerable(i,r))return e=e.slice(0),e[0]-=r,e;if(isNumerable(a,e)&&$bm_isInstanceOfArray(r))return r=r.slice(0),r[0]=e-r[0],r;if($bm_isInstanceOfArray(e)&&$bm_isInstanceOfArray(r)){for(var o=0,l=e.length,u=r.length,d=[];o<l||o<u;)(typeof e[o]=="number"||e[o]instanceof Number)&&(typeof r[o]=="number"||r[o]instanceof Number)?d[o]=e[o]-r[o]:d[o]=r[o]===void 0?e[o]:e[o]||r[o],o+=1;return d}return 0}function mul(e,r){var a=_typeof$1(e),i=_typeof$1(r),o;if(isNumerable(a,e)&&isNumerable(i,r))return e*r;var l,u;if($bm_isInstanceOfArray(e)&&isNumerable(i,r)){for(u=e.length,o=createTypedArray("float32",u),l=0;l<u;l+=1)o[l]=e[l]*r;return o}if(isNumerable(a,e)&&$bm_isInstanceOfArray(r)){for(u=r.length,o=createTypedArray("float32",u),l=0;l<u;l+=1)o[l]=e*r[l];return o}return 0}function div(e,r){var a=_typeof$1(e),i=_typeof$1(r),o;if(isNumerable(a,e)&&isNumerable(i,r))return e/r;var l,u;if($bm_isInstanceOfArray(e)&&isNumerable(i,r)){for(u=e.length,o=createTypedArray("float32",u),l=0;l<u;l+=1)o[l]=e[l]/r;return o}if(isNumerable(a,e)&&$bm_isInstanceOfArray(r)){for(u=r.length,o=createTypedArray("float32",u),l=0;l<u;l+=1)o[l]=e/r[l];return o}return 0}function mod(e,r){return typeof e=="string"&&(e=parseInt(e,10)),typeof r=="string"&&(r=parseInt(r,10)),e%r}var $bm_sum=sum,$bm_sub=sub,$bm_mul=mul,$bm_div=div,$bm_mod=mod;function clamp(e,r,a){if(r>a){var i=a;a=r,r=i}return Math.min(Math.max(e,r),a)}function radiansToDegrees(e){return e/degToRads}var radians_to_degrees=radiansToDegrees;function degreesToRadians(e){return e*degToRads}var degrees_to_radians=radiansToDegrees,helperLengthArray=[0,0,0,0,0,0];function length(e,r){if(typeof e=="number"||e instanceof Number)return r=r||0,Math.abs(e-r);r||(r=helperLengthArray);var a,i=Math.min(e.length,r.length),o=0;for(a=0;a<i;a+=1)o+=Math.pow(r[a]-e[a],2);return Math.sqrt(o)}function normalize(e){return div(e,length(e))}function rgbToHsl(e){var r=e[0],a=e[1],i=e[2],o=Math.max(r,a,i),l=Math.min(r,a,i),u,d,m=(o+l)/2;if(o===l)u=0,d=0;else{var p=o-l;switch(d=m>.5?p/(2-o-l):p/(o+l),o){case r:u=(a-i)/p+(a<i?6:0);break;case a:u=(i-r)/p+2;break;case i:u=(r-a)/p+4;break}u/=6}return[u,d,m,e[3]]}function hue2rgb(e,r,a){return a<0&&(a+=1),a>1&&(a-=1),a<1/6?e+(r-e)*6*a:a<1/2?r:a<2/3?e+(r-e)*(2/3-a)*6:e}function hslToRgb(e){var r=e[0],a=e[1],i=e[2],o,l,u;if(a===0)o=i,u=i,l=i;else{var d=i<.5?i*(1+a):i+a-i*a,m=2*i-d;o=hue2rgb(m,d,r+1/3),l=hue2rgb(m,d,r),u=hue2rgb(m,d,r-1/3)}return[o,l,u,e[3]]}function linear(e,r,a,i,o){if((i===void 0||o===void 0)&&(i=r,o=a,r=0,a=1),a<r){var l=a;a=r,r=l}if(e<=r)return i;if(e>=a)return o;var u=a===r?0:(e-r)/(a-r);if(!i.length)return i+(o-i)*u;var d,m=i.length,p=createTypedArray("float32",m);for(d=0;d<m;d+=1)p[d]=i[d]+(o[d]-i[d])*u;return p}function random(e,r){if(r===void 0&&(e===void 0?(e=0,r=1):(r=e,e=void 0)),r.length){var a,i=r.length;e||(e=createTypedArray("float32",i));var o=createTypedArray("float32",i),l=BMMath.random();for(a=0;a<i;a+=1)o[a]=e[a]+l*(r[a]-e[a]);return o}e===void 0&&(e=0);var u=BMMath.random();return e+u*(r-e)}function createPath(e,r,a,i){var o,l=e.length,u=shapePool.newElement();u.setPathData(!!i,l);var d=[0,0],m,p;for(o=0;o<l;o+=1)m=r&&r[o]?r[o]:d,p=a&&a[o]?a[o]:d,u.setTripleAt(e[o][0],e[o][1],p[0]+e[o][0],p[1]+e[o][1],m[0]+e[o][0],m[1]+e[o][1],o,!0);return u}function initiateExpression(elem,data,property){function noOp(e){return e}if(!elem.globalData.renderConfig.runExpressions)return noOp;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._name=elem.data.nm,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=$bm_rt}]")[0],numKeys=property.kf?data.k.length:0,active=!this.data||this.data.hd!==!0,wiggle=(function e(r,a){var i,o,l=this.pv.length?this.pv.length:1,u=createTypedArray("float32",l);r=5;var d=Math.floor(time*r);for(i=0,o=0;i<d;){for(o=0;o<l;o+=1)u[o]+=-a+a*2*BMMath.random();i+=1}var m=time*r,p=m-Math.floor(m),f=createTypedArray("float32",l);if(l>1){for(o=0;o<l;o+=1)f[o]=this.pv[o]+u[o]+(-a+a*2*BMMath.random())*p;return f}return this.pv+u[0]+(-a+a*2*BMMath.random())*p}).bind(this);thisProperty.loopIn&&(loopIn=thisProperty.loopIn.bind(thisProperty),loop_in=loopIn),thisProperty.loopOut&&(loopOut=thisProperty.loopOut.bind(thisProperty),loop_out=loopOut),thisProperty.smooth&&(smooth=thisProperty.smooth.bind(thisProperty));function loopInDuration(e,r){return loopIn(e,r,!0)}function loopOutDuration(e,r){return loopOut(e,r,!0)}this.getValueAtTime&&(valueAtTime=this.getValueAtTime.bind(this)),this.getVelocityAtTime&&(velocityAtTime=this.getVelocityAtTime.bind(this));var comp=elem.comp.globalData.projectInterface.bind(elem.comp.globalData.projectInterface);function lookAt(e,r){var a=[r[0]-e[0],r[1]-e[1],r[2]-e[2]],i=Math.atan2(a[0],Math.sqrt(a[1]*a[1]+a[2]*a[2]))/degToRads,o=-Math.atan2(a[1],a[2])/degToRads;return[o,i,0]}function easeOut(e,r,a,i,o){return applyEase(easeOutBez,e,r,a,i,o)}function easeIn(e,r,a,i,o){return applyEase(easeInBez,e,r,a,i,o)}function ease(e,r,a,i,o){return applyEase(easeInOutBez,e,r,a,i,o)}function applyEase(e,r,a,i,o,l){o===void 0?(o=a,l=i):r=(r-a)/(i-a),r>1?r=1:r<0&&(r=0);var u=e(r);if($bm_isInstanceOfArray(o)){var d,m=o.length,p=createTypedArray("float32",m);for(d=0;d<m;d+=1)p[d]=(l[d]-o[d])*u+o[d];return p}return(l-o)*u+o}function nearestKey(e){var r,a=data.k.length,i,o;if(!data.k.length||typeof data.k[0]=="number")i=0,o=0;else if(i=-1,e*=elem.comp.globalData.frameRate,e<data.k[0].t)i=1,o=data.k[0].t;else{for(r=0;r<a-1;r+=1)if(e===data.k[r].t){i=r+1,o=data.k[r].t;break}else if(e>data.k[r].t&&e<data.k[r+1].t){e-data.k[r].t>data.k[r+1].t-e?(i=r+2,o=data.k[r+1].t):(i=r+1,o=data.k[r].t);break}i===-1&&(i=r+1,o=data.k[r].t)}var l={};return l.index=i,l.time=o/elem.comp.globalData.frameRate,l}function key(e){var r,a,i;if(!data.k.length||typeof data.k[0]=="number")throw new Error("The property has no keyframe at index "+e);e-=1,r={time:data.k[e].t/elem.comp.globalData.frameRate,value:[]};var o=Object.prototype.hasOwnProperty.call(data.k[e],"s")?data.k[e].s:data.k[e-1].e;for(i=o.length,a=0;a<i;a+=1)r[a]=o[a],r.value[a]=o[a];return r}function framesToTime(e,r){return r||(r=elem.comp.globalData.frameRate),e/r}function timeToFrames(e,r){return!e&&e!==0&&(e=time),r||(r=elem.comp.globalData.frameRate),e*r}function seedRandom(e){BMMath.seedrandom(randSeed+e)}function sourceRectAtTime(){return elem.sourceRectAtTime()}function substring(e,r){return typeof value=="string"?r===void 0?value.substring(e):value.substring(e,r):""}function substr(e,r){return typeof value=="string"?r===void 0?value.substr(e):value.substr(e,r):""}function posterizeTime(e){time=e===0?0:Math.floor(time*e)/e,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(e){return value=e,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,_lottieGlobal],ob.resetFrame=resetFrame,ob})(),Expressions=(function(){var e={};e.initExpressions=r,e.resetFrame=ExpressionManager.resetFrame;function r(a){var i=0,o=[];function l(){i+=1}function u(){i-=1,i===0&&m()}function d(p){o.indexOf(p)===-1&&o.push(p)}function m(){var p,f=o.length;for(p=0;p<f;p+=1)o[p].release();o.length=0}a.renderer.compInterface=CompExpressionInterface(a.renderer),a.renderer.globalData.projectInterface.registerComposition(a.renderer),a.renderer.globalData.pushExpression=l,a.renderer.globalData.popExpression=u,a.renderer.globalData.registerExpressionProperty=d}return e})(),MaskManagerInterface=(function(){function e(a,i){this._mask=a,this._data=i}Object.defineProperty(e.prototype,"maskPath",{get:function(){return this._mask.prop.k&&this._mask.prop.getValue(),this._mask.prop}}),Object.defineProperty(e.prototype,"maskOpacity",{get:function(){return this._mask.op.k&&this._mask.op.getValue(),this._mask.op.v*100}});var r=function(i){var o=createSizedArray(i.viewData.length),l,u=i.viewData.length;for(l=0;l<u;l+=1)o[l]=new e(i.viewData[l],i.masksProperties[l]);var d=function(p){for(l=0;l<u;){if(i.masksProperties[l].nm===p)return o[l];l+=1}return null};return d};return r})(),ExpressionPropertyInterface=(function(){var e={pv:0,v:0,mult:1},r={pv:[0,0,0],v:[0,0,0],mult:1};function a(u,d,m){Object.defineProperty(u,"velocity",{get:function(){return d.getVelocityAtTime(d.comp.currentFrame)}}),u.numKeys=d.keyframes?d.keyframes.length:0,u.key=function(p){if(!u.numKeys)return 0;var f="";"s"in d.keyframes[p-1]?f=d.keyframes[p-1].s:"e"in d.keyframes[p-2]?f=d.keyframes[p-2].e:f=d.keyframes[p-2].s;var R=m==="unidimensional"?new Number(f):Object.assign({},f);return R.time=d.keyframes[p-1].t/d.elem.comp.globalData.frameRate,R.value=m==="unidimensional"?f[0]:f,R},u.valueAtTime=d.getValueAtTime,u.speedAtTime=d.getSpeedAtTime,u.velocityAtTime=d.getVelocityAtTime,u.propertyGroup=d.propertyGroup}function i(u){(!u||!("pv"in u))&&(u=e);var d=1/u.mult,m=u.pv*d,p=new Number(m);return p.value=m,a(p,u,"unidimensional"),function(){return u.k&&u.getValue(),m=u.v*d,p.value!==m&&(p=new Number(m),p.value=m,p[0]=m,a(p,u,"unidimensional")),p}}function o(u){(!u||!("pv"in u))&&(u=r);var d=1/u.mult,m=u.data&&u.data.l||u.pv.length,p=createTypedArray("float32",m),f=createTypedArray("float32",m);return p.value=f,a(p,u,"multidimensional"),function(){u.k&&u.getValue();for(var R=0;R<m;R+=1)f[R]=u.v[R]*d,p[R]=f[R];return p}}function l(){return e}return function(u){return u?u.propType==="unidimensional"?i(u):o(u):l}})(),TransformExpressionInterface=(function(){return function(e){function r(u){switch(u){case"scale":case"Scale":case"ADBE Scale":case 6:return r.scale;case"rotation":case"Rotation":case"ADBE Rotation":case"ADBE Rotate Z":case 10:return r.rotation;case"ADBE Rotate X":return r.xRotation;case"ADBE Rotate Y":return r.yRotation;case"position":case"Position":case"ADBE Position":case 2:return r.position;case"ADBE Position_0":return r.xPosition;case"ADBE Position_1":return r.yPosition;case"ADBE Position_2":return r.zPosition;case"anchorPoint":case"AnchorPoint":case"Anchor Point":case"ADBE AnchorPoint":case 1:return r.anchorPoint;case"opacity":case"Opacity":case 11:return r.opacity;default:return null}}Object.defineProperty(r,"rotation",{get:ExpressionPropertyInterface(e.r||e.rz)}),Object.defineProperty(r,"zRotation",{get:ExpressionPropertyInterface(e.rz||e.r)}),Object.defineProperty(r,"xRotation",{get:ExpressionPropertyInterface(e.rx)}),Object.defineProperty(r,"yRotation",{get:ExpressionPropertyInterface(e.ry)}),Object.defineProperty(r,"scale",{get:ExpressionPropertyInterface(e.s)});var a,i,o,l;return e.p?l=ExpressionPropertyInterface(e.p):(a=ExpressionPropertyInterface(e.px),i=ExpressionPropertyInterface(e.py),e.pz&&(o=ExpressionPropertyInterface(e.pz))),Object.defineProperty(r,"position",{get:function(){return e.p?l():[a(),i(),o?o():0]}}),Object.defineProperty(r,"xPosition",{get:ExpressionPropertyInterface(e.px)}),Object.defineProperty(r,"yPosition",{get:ExpressionPropertyInterface(e.py)}),Object.defineProperty(r,"zPosition",{get:ExpressionPropertyInterface(e.pz)}),Object.defineProperty(r,"anchorPoint",{get:ExpressionPropertyInterface(e.a)}),Object.defineProperty(r,"opacity",{get:ExpressionPropertyInterface(e.o)}),Object.defineProperty(r,"skew",{get:ExpressionPropertyInterface(e.sk)}),Object.defineProperty(r,"skewAxis",{get:ExpressionPropertyInterface(e.sa)}),Object.defineProperty(r,"orientation",{get:ExpressionPropertyInterface(e.or)}),r}})(),LayerExpressionInterface=(function(){function e(p){var f=new Matrix;if(p!==void 0){var R=this._elem.finalTransform.mProp.getValueAtTime(p);R.clone(f)}else{var x=this._elem.finalTransform.mProp;x.applyToMatrix(f)}return f}function r(p,f){var R=this.getMatrix(f);return R.props[12]=0,R.props[13]=0,R.props[14]=0,this.applyPoint(R,p)}function a(p,f){var R=this.getMatrix(f);return this.applyPoint(R,p)}function i(p,f){var R=this.getMatrix(f);return R.props[12]=0,R.props[13]=0,R.props[14]=0,this.invertPoint(R,p)}function o(p,f){var R=this.getMatrix(f);return this.invertPoint(R,p)}function l(p,f){if(this._elem.hierarchy&&this._elem.hierarchy.length){var R,x=this._elem.hierarchy.length;for(R=0;R<x;R+=1)this._elem.hierarchy[R].finalTransform.mProp.applyToMatrix(p)}return p.applyToPointArray(f[0],f[1],f[2]||0)}function u(p,f){if(this._elem.hierarchy&&this._elem.hierarchy.length){var R,x=this._elem.hierarchy.length;for(R=0;R<x;R+=1)this._elem.hierarchy[R].finalTransform.mProp.applyToMatrix(p)}return p.inversePoint(f)}function d(p){var f=new Matrix;if(f.reset(),this._elem.finalTransform.mProp.applyToMatrix(f),this._elem.hierarchy&&this._elem.hierarchy.length){var R,x=this._elem.hierarchy.length;for(R=0;R<x;R+=1)this._elem.hierarchy[R].finalTransform.mProp.applyToMatrix(f);return f.inversePoint(p)}return f.inversePoint(p)}function m(){return[1,1,1,1]}return function(p){var f;function R(j){S.mask=new MaskManagerInterface(j,p)}function x(j){S.effect=j}function S(j){switch(j){case"ADBE Root Vectors Group":case"Contents":case 2:return S.shapeInterface;case 1:case 6:case"Transform":case"transform":case"ADBE Transform Group":return f;case 4:case"ADBE Effect Parade":case"effects":case"Effects":return S.effect;case"ADBE Text Properties":return S.textInterface;default:return null}}S.getMatrix=e,S.invertPoint=u,S.applyPoint=l,S.toWorld=a,S.toWorldVec=r,S.fromWorld=o,S.fromWorldVec=i,S.toComp=a,S.fromComp=d,S.sampleImage=m,S.sourceRectAtTime=p.sourceRectAtTime.bind(p),S._elem=p,f=TransformExpressionInterface(p.finalTransform.mProp);var E=getDescriptor(f,"anchorPoint");return Object.defineProperties(S,{hasParent:{get:function(){return p.hierarchy.length}},parent:{get:function(){return p.hierarchy[0].layerInterface}},rotation:getDescriptor(f,"rotation"),scale:getDescriptor(f,"scale"),position:getDescriptor(f,"position"),opacity:getDescriptor(f,"opacity"),anchorPoint:E,anchor_point:E,transform:{get:function(){return f}},active:{get:function(){return p.isInRange}}}),S.startTime=p.data.st,S.index=p.data.ind,S.source=p.data.refId,S.height=p.data.ty===0?p.data.h:100,S.width=p.data.ty===0?p.data.w:100,S.inPoint=p.data.ip/p.comp.globalData.frameRate,S.outPoint=p.data.op/p.comp.globalData.frameRate,S._name=p.data.nm,S.registerMaskInterface=R,S.registerEffectsInterface=x,S}})(),propertyGroupFactory=(function(){return function(e,r){return function(a){return a=a===void 0?1:a,a<=0?e:r(a-1)}}})(),PropertyInterface=(function(){return function(e,r){var a={_name:e};function i(o){return o=o===void 0?1:o,o<=0?a:r(o-1)}return i}})(),EffectsExpressionInterface=(function(){var e={createEffectsInterface:r};function r(o,l){if(o.effectsManager){var u=[],d=o.data.ef,m,p=o.effectsManager.effectElements.length;for(m=0;m<p;m+=1)u.push(a(d[m],o.effectsManager.effectElements[m],l,o));var f=o.data.ef||[],R=function(S){for(m=0,p=f.length;m<p;){if(S===f[m].nm||S===f[m].mn||S===f[m].ix)return u[m];m+=1}return null};return Object.defineProperty(R,"numProperties",{get:function(){return f.length}}),R}return null}function a(o,l,u,d){function m(S){for(var E=o.ef,j=0,A=E.length;j<A;){if(S===E[j].nm||S===E[j].mn||S===E[j].ix)return E[j].ty===5?f[j]:f[j]();j+=1}throw new Error}var p=propertyGroupFactory(m,u),f=[],R,x=o.ef.length;for(R=0;R<x;R+=1)o.ef[R].ty===5?f.push(a(o.ef[R],l.effectElements[R],l.effectElements[R].propertyGroup,d)):f.push(i(l.effectElements[R],o.ef[R].ty,d,p));return o.mn==="ADBE Color Control"&&Object.defineProperty(m,"color",{get:function(){return f[0]()}}),Object.defineProperties(m,{numProperties:{get:function(){return o.np}},_name:{value:o.nm},propertyGroup:{value:p}}),m.enabled=o.en!==0,m.active=m.enabled,m}function i(o,l,u,d){var m=ExpressionPropertyInterface(o.p);function p(){return l===10?u.comp.compInterface(o.p.v):m()}return o.p.setGroupProperty&&o.p.setGroupProperty(PropertyInterface("",d)),p}return e})(),ShapePathInterface=(function(){return function(r,a,i){var o=a.sh;function l(d){return d==="Shape"||d==="shape"||d==="Path"||d==="path"||d==="ADBE Vector Shape"||d===2?l.path:null}var u=propertyGroupFactory(l,i);return o.setGroupProperty(PropertyInterface("Path",u)),Object.defineProperties(l,{path:{get:function(){return o.k&&o.getValue(),o}},shape:{get:function(){return o.k&&o.getValue(),o}},_name:{value:r.nm},ix:{value:r.ix},propertyIndex:{value:r.ix},mn:{value:r.mn},propertyGroup:{value:i}}),l}})(),ShapeExpressionInterface=(function(){function e(E,j,A){var b=[],y,g=E?E.length:0;for(y=0;y<g;y+=1)E[y].ty==="gr"?b.push(a(E[y],j[y],A)):E[y].ty==="fl"?b.push(i(E[y],j[y],A)):E[y].ty==="st"?b.push(u(E[y],j[y],A)):E[y].ty==="tm"?b.push(d(E[y],j[y],A)):E[y].ty==="tr"||(E[y].ty==="el"?b.push(p(E[y],j[y],A)):E[y].ty==="sr"?b.push(f(E[y],j[y],A)):E[y].ty==="sh"?b.push(ShapePathInterface(E[y],j[y],A)):E[y].ty==="rc"?b.push(R(E[y],j[y],A)):E[y].ty==="rd"?b.push(x(E[y],j[y],A)):E[y].ty==="rp"?b.push(S(E[y],j[y],A)):E[y].ty==="gf"?b.push(o(E[y],j[y],A)):b.push(l(E[y],j[y])));return b}function r(E,j,A){var b,y=function(T){for(var I=0,k=b.length;I<k;){if(b[I]._name===T||b[I].mn===T||b[I].propertyIndex===T||b[I].ix===T||b[I].ind===T)return b[I];I+=1}return typeof T=="number"?b[T-1]:null};y.propertyGroup=propertyGroupFactory(y,A),b=e(E.it,j.it,y.propertyGroup),y.numProperties=b.length;var g=m(E.it[E.it.length-1],j.it[j.it.length-1],y.propertyGroup);return y.transform=g,y.propertyIndex=E.cix,y._name=E.nm,y}function a(E,j,A){var b=function(T){switch(T){case"ADBE Vectors Group":case"Contents":case 2:return b.content;default:return b.transform}};b.propertyGroup=propertyGroupFactory(b,A);var y=r(E,j,b.propertyGroup),g=m(E.it[E.it.length-1],j.it[j.it.length-1],b.propertyGroup);return b.content=y,b.transform=g,Object.defineProperty(b,"_name",{get:function(){return E.nm}}),b.numProperties=E.np,b.propertyIndex=E.ix,b.nm=E.nm,b.mn=E.mn,b}function i(E,j,A){function b(y){return y==="Color"||y==="color"?b.color:y==="Opacity"||y==="opacity"?b.opacity:null}return Object.defineProperties(b,{color:{get:ExpressionPropertyInterface(j.c)},opacity:{get:ExpressionPropertyInterface(j.o)},_name:{value:E.nm},mn:{value:E.mn}}),j.c.setGroupProperty(PropertyInterface("Color",A)),j.o.setGroupProperty(PropertyInterface("Opacity",A)),b}function o(E,j,A){function b(y){return y==="Start Point"||y==="start point"?b.startPoint:y==="End Point"||y==="end point"?b.endPoint:y==="Opacity"||y==="opacity"?b.opacity:null}return Object.defineProperties(b,{startPoint:{get:ExpressionPropertyInterface(j.s)},endPoint:{get:ExpressionPropertyInterface(j.e)},opacity:{get:ExpressionPropertyInterface(j.o)},type:{get:function(){return"a"}},_name:{value:E.nm},mn:{value:E.mn}}),j.s.setGroupProperty(PropertyInterface("Start Point",A)),j.e.setGroupProperty(PropertyInterface("End Point",A)),j.o.setGroupProperty(PropertyInterface("Opacity",A)),b}function l(){function E(){return null}return E}function u(E,j,A){var b=propertyGroupFactory(k,A),y=propertyGroupFactory(I,b);function g(M){Object.defineProperty(I,E.d[M].nm,{get:ExpressionPropertyInterface(j.d.dataProps[M].p)})}var w,T=E.d?E.d.length:0,I={};for(w=0;w<T;w+=1)g(w),j.d.dataProps[w].p.setGroupProperty(y);function k(M){return M==="Color"||M==="color"?k.color:M==="Opacity"||M==="opacity"?k.opacity:M==="Stroke Width"||M==="stroke width"?k.strokeWidth:null}return Object.defineProperties(k,{color:{get:ExpressionPropertyInterface(j.c)},opacity:{get:ExpressionPropertyInterface(j.o)},strokeWidth:{get:ExpressionPropertyInterface(j.w)},dash:{get:function(){return I}},_name:{value:E.nm},mn:{value:E.mn}}),j.c.setGroupProperty(PropertyInterface("Color",b)),j.o.setGroupProperty(PropertyInterface("Opacity",b)),j.w.setGroupProperty(PropertyInterface("Stroke Width",b)),k}function d(E,j,A){function b(g){return g===E.e.ix||g==="End"||g==="end"?b.end:g===E.s.ix?b.start:g===E.o.ix?b.offset:null}var y=propertyGroupFactory(b,A);return b.propertyIndex=E.ix,j.s.setGroupProperty(PropertyInterface("Start",y)),j.e.setGroupProperty(PropertyInterface("End",y)),j.o.setGroupProperty(PropertyInterface("Offset",y)),b.propertyIndex=E.ix,b.propertyGroup=A,Object.defineProperties(b,{start:{get:ExpressionPropertyInterface(j.s)},end:{get:ExpressionPropertyInterface(j.e)},offset:{get:ExpressionPropertyInterface(j.o)},_name:{value:E.nm}}),b.mn=E.mn,b}function m(E,j,A){function b(g){return E.a.ix===g||g==="Anchor Point"?b.anchorPoint:E.o.ix===g||g==="Opacity"?b.opacity:E.p.ix===g||g==="Position"?b.position:E.r.ix===g||g==="Rotation"||g==="ADBE Vector Rotation"?b.rotation:E.s.ix===g||g==="Scale"?b.scale:E.sk&&E.sk.ix===g||g==="Skew"?b.skew:E.sa&&E.sa.ix===g||g==="Skew Axis"?b.skewAxis:null}var y=propertyGroupFactory(b,A);return j.transform.mProps.o.setGroupProperty(PropertyInterface("Opacity",y)),j.transform.mProps.p.setGroupProperty(PropertyInterface("Position",y)),j.transform.mProps.a.setGroupProperty(PropertyInterface("Anchor Point",y)),j.transform.mProps.s.setGroupProperty(PropertyInterface("Scale",y)),j.transform.mProps.r.setGroupProperty(PropertyInterface("Rotation",y)),j.transform.mProps.sk&&(j.transform.mProps.sk.setGroupProperty(PropertyInterface("Skew",y)),j.transform.mProps.sa.setGroupProperty(PropertyInterface("Skew Angle",y))),j.transform.op.setGroupProperty(PropertyInterface("Opacity",y)),Object.defineProperties(b,{opacity:{get:ExpressionPropertyInterface(j.transform.mProps.o)},position:{get:ExpressionPropertyInterface(j.transform.mProps.p)},anchorPoint:{get:ExpressionPropertyInterface(j.transform.mProps.a)},scale:{get:ExpressionPropertyInterface(j.transform.mProps.s)},rotation:{get:ExpressionPropertyInterface(j.transform.mProps.r)},skew:{get:ExpressionPropertyInterface(j.transform.mProps.sk)},skewAxis:{get:ExpressionPropertyInterface(j.transform.mProps.sa)},_name:{value:E.nm}}),b.ty="tr",b.mn=E.mn,b.propertyGroup=A,b}function p(E,j,A){function b(w){return E.p.ix===w?b.position:E.s.ix===w?b.size:null}var y=propertyGroupFactory(b,A);b.propertyIndex=E.ix;var g=j.sh.ty==="tm"?j.sh.prop:j.sh;return g.s.setGroupProperty(PropertyInterface("Size",y)),g.p.setGroupProperty(PropertyInterface("Position",y)),Object.defineProperties(b,{size:{get:ExpressionPropertyInterface(g.s)},position:{get:ExpressionPropertyInterface(g.p)},_name:{value:E.nm}}),b.mn=E.mn,b}function f(E,j,A){function b(w){return E.p.ix===w?b.position:E.r.ix===w?b.rotation:E.pt.ix===w?b.points:E.or.ix===w||w==="ADBE Vector Star Outer Radius"?b.outerRadius:E.os.ix===w?b.outerRoundness:E.ir&&(E.ir.ix===w||w==="ADBE Vector Star Inner Radius")?b.innerRadius:E.is&&E.is.ix===w?b.innerRoundness:null}var y=propertyGroupFactory(b,A),g=j.sh.ty==="tm"?j.sh.prop:j.sh;return b.propertyIndex=E.ix,g.or.setGroupProperty(PropertyInterface("Outer Radius",y)),g.os.setGroupProperty(PropertyInterface("Outer Roundness",y)),g.pt.setGroupProperty(PropertyInterface("Points",y)),g.p.setGroupProperty(PropertyInterface("Position",y)),g.r.setGroupProperty(PropertyInterface("Rotation",y)),E.ir&&(g.ir.setGroupProperty(PropertyInterface("Inner Radius",y)),g.is.setGroupProperty(PropertyInterface("Inner Roundness",y))),Object.defineProperties(b,{position:{get:ExpressionPropertyInterface(g.p)},rotation:{get:ExpressionPropertyInterface(g.r)},points:{get:ExpressionPropertyInterface(g.pt)},outerRadius:{get:ExpressionPropertyInterface(g.or)},outerRoundness:{get:ExpressionPropertyInterface(g.os)},innerRadius:{get:ExpressionPropertyInterface(g.ir)},innerRoundness:{get:ExpressionPropertyInterface(g.is)},_name:{value:E.nm}}),b.mn=E.mn,b}function R(E,j,A){function b(w){return E.p.ix===w?b.position:E.r.ix===w?b.roundness:E.s.ix===w||w==="Size"||w==="ADBE Vector Rect Size"?b.size:null}var y=propertyGroupFactory(b,A),g=j.sh.ty==="tm"?j.sh.prop:j.sh;return b.propertyIndex=E.ix,g.p.setGroupProperty(PropertyInterface("Position",y)),g.s.setGroupProperty(PropertyInterface("Size",y)),g.r.setGroupProperty(PropertyInterface("Rotation",y)),Object.defineProperties(b,{position:{get:ExpressionPropertyInterface(g.p)},roundness:{get:ExpressionPropertyInterface(g.r)},size:{get:ExpressionPropertyInterface(g.s)},_name:{value:E.nm}}),b.mn=E.mn,b}function x(E,j,A){function b(w){return E.r.ix===w||w==="Round Corners 1"?b.radius:null}var y=propertyGroupFactory(b,A),g=j;return b.propertyIndex=E.ix,g.rd.setGroupProperty(PropertyInterface("Radius",y)),Object.defineProperties(b,{radius:{get:ExpressionPropertyInterface(g.rd)},_name:{value:E.nm}}),b.mn=E.mn,b}function S(E,j,A){function b(w){return E.c.ix===w||w==="Copies"?b.copies:E.o.ix===w||w==="Offset"?b.offset:null}var y=propertyGroupFactory(b,A),g=j;return b.propertyIndex=E.ix,g.c.setGroupProperty(PropertyInterface("Copies",y)),g.o.setGroupProperty(PropertyInterface("Offset",y)),Object.defineProperties(b,{copies:{get:ExpressionPropertyInterface(g.c)},offset:{get:ExpressionPropertyInterface(g.o)},_name:{value:E.nm}}),b.mn=E.mn,b}return function(E,j,A){var b;function y(w){if(typeof w=="number")return w=w===void 0?1:w,w===0?A:b[w-1];for(var T=0,I=b.length;T<I;){if(b[T]._name===w)return b[T];T+=1}return null}function g(){return A}return y.propertyGroup=propertyGroupFactory(y,g),b=e(E,j,y.propertyGroup),y.numProperties=b.length,y._name="Contents",y}})(),TextExpressionInterface=(function(){return function(e){var r;function a(i){return i==="ADBE Text Document"?a.sourceText:null}return Object.defineProperty(a,"sourceText",{get:function(){e.textProperty.getValue();var o=e.textProperty.currentData.t;return(!r||o!==r.value)&&(r=new String(o),r.value=o||new String(o),Object.defineProperty(r,"style",{get:function(){return{fillColor:e.textProperty.currentData.fc}}})),r}}),a}})();function _typeof(e){"@babel/helpers - typeof";return _typeof=typeof Symbol=="function"&&typeof Symbol.iterator=="symbol"?function(r){return typeof r}:function(r){return r&&typeof Symbol=="function"&&r.constructor===Symbol&&r!==Symbol.prototype?"symbol":typeof r},_typeof(e)}var FootageInterface=(function(){var e=function(i){var o="",l=i.getFootageData();function u(){return o="",l=i.getFootageData(),d}function d(m){if(l[m])return o=m,l=l[m],_typeof(l)==="object"?d:l;var p=m.indexOf(o);if(p!==-1){var f=parseInt(m.substr(p+o.length),10);return l=l[f],_typeof(l)==="object"?d:l}return""}return u},r=function(i){function o(l){return l==="Outline"?o.outlineInterface():null}return o._name="Outline",o.outlineInterface=e(i),o};return function(a){function i(o){return o==="Data"?i.dataInterface:null}return i._name="Data",i.dataInterface=r(a),i}})(),interfaces={layer:LayerExpressionInterface,effects:EffectsExpressionInterface,comp:CompExpressionInterface,shape:ShapeExpressionInterface,text:TextExpressionInterface,footage:FootageInterface};function getInterface(e){return interfaces[e]||null}var expressionHelpers=(function(){function e(u,d,m){d.x&&(m.k=!0,m.x=!0,m.initiateExpression=ExpressionManager.initiateExpression,m.effectsSequence.push(m.initiateExpression(u,d,m).bind(m)))}function r(u){return u*=this.elem.globalData.frameRate,u-=this.offsetTime,u!==this._cachingAtTime.lastFrame&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastFrame<u?this._cachingAtTime.lastIndex:0,this._cachingAtTime.value=this.interpolateValue(u,this._cachingAtTime),this._cachingAtTime.lastFrame=u),this._cachingAtTime.value}function a(u){var d=-.01,m=this.getValueAtTime(u),p=this.getValueAtTime(u+d),f=0;if(m.length){var R;for(R=0;R<m.length;R+=1)f+=Math.pow(p[R]-m[R],2);f=Math.sqrt(f)*100}else f=0;return f}function i(u){if(this.vel!==void 0)return this.vel;var d=-.001,m=this.getValueAtTime(u),p=this.getValueAtTime(u+d),f;if(m.length){f=createTypedArray("float32",m.length);var R;for(R=0;R<m.length;R+=1)f[R]=(p[R]-m[R])/d}else f=(p-m)/d;return f}function o(){return this.pv}function l(u){this.propertyGroup=u}return{searchExpressions:e,getSpeedAtTime:a,getVelocityAtTime:i,getValueAtTime:r,getStaticValueAtTime:o,setGroupProperty:l}})();function addPropertyDecorator(){function e(x,S,E){if(!this.k||!this.keyframes)return this.pv;x=x?x.toLowerCase():"";var j=this.comp.renderedFrame,A=this.keyframes,b=A[A.length-1].t;if(j<=b)return this.pv;var y,g;E?(S?y=Math.abs(b-this.elem.comp.globalData.frameRate*S):y=Math.max(0,b-this.elem.data.ip),g=b-y):((!S||S>A.length-1)&&(S=A.length-1),g=A[A.length-1-S].t,y=b-g);var w,T,I;if(x==="pingpong"){var k=Math.floor((j-g)/y);if(k%2!==0)return this.getValueAtTime((y-(j-g)%y+g)/this.comp.globalData.frameRate,0)}else if(x==="offset"){var M=this.getValueAtTime(g/this.comp.globalData.frameRate,0),U=this.getValueAtTime(b/this.comp.globalData.frameRate,0),z=this.getValueAtTime(((j-g)%y+g)/this.comp.globalData.frameRate,0),Q=Math.floor((j-g)/y);if(this.pv.length){for(I=new Array(M.length),T=I.length,w=0;w<T;w+=1)I[w]=(U[w]-M[w])*Q+z[w];return I}return(U-M)*Q+z}else if(x==="continue"){var G=this.getValueAtTime(b/this.comp.globalData.frameRate,0),Y=this.getValueAtTime((b-.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(I=new Array(G.length),T=I.length,w=0;w<T;w+=1)I[w]=G[w]+(G[w]-Y[w])*((j-b)/this.comp.globalData.frameRate)/5e-4;return I}return G+(G-Y)*((j-b)/.001)}return this.getValueAtTime(((j-g)%y+g)/this.comp.globalData.frameRate,0)}function r(x,S,E){if(!this.k)return this.pv;x=x?x.toLowerCase():"";var j=this.comp.renderedFrame,A=this.keyframes,b=A[0].t;if(j>=b)return this.pv;var y,g;E?(S?y=Math.abs(this.elem.comp.globalData.frameRate*S):y=Math.max(0,this.elem.data.op-b),g=b+y):((!S||S>A.length-1)&&(S=A.length-1),g=A[S].t,y=g-b);var w,T,I;if(x==="pingpong"){var k=Math.floor((b-j)/y);if(k%2===0)return this.getValueAtTime(((b-j)%y+b)/this.comp.globalData.frameRate,0)}else if(x==="offset"){var M=this.getValueAtTime(b/this.comp.globalData.frameRate,0),U=this.getValueAtTime(g/this.comp.globalData.frameRate,0),z=this.getValueAtTime((y-(b-j)%y+b)/this.comp.globalData.frameRate,0),Q=Math.floor((b-j)/y)+1;if(this.pv.length){for(I=new Array(M.length),T=I.length,w=0;w<T;w+=1)I[w]=z[w]-(U[w]-M[w])*Q;return I}return z-(U-M)*Q}else if(x==="continue"){var G=this.getValueAtTime(b/this.comp.globalData.frameRate,0),Y=this.getValueAtTime((b+.001)/this.comp.globalData.frameRate,0);if(this.pv.length){for(I=new Array(G.length),T=I.length,w=0;w<T;w+=1)I[w]=G[w]+(G[w]-Y[w])*(b-j)/.001;return I}return G+(G-Y)*(b-j)/.001}return this.getValueAtTime((y-((b-j)%y+b))/this.comp.globalData.frameRate,0)}function a(x,S){if(!this.k)return this.pv;if(x=(x||.4)*.5,S=Math.floor(S||5),S<=1)return this.pv;var E=this.comp.renderedFrame/this.comp.globalData.frameRate,j=E-x,A=E+x,b=S>1?(A-j)/(S-1):1,y=0,g=0,w;this.pv.length?w=createTypedArray("float32",this.pv.length):w=0;for(var T;y<S;){if(T=this.getValueAtTime(j+y*b),this.pv.length)for(g=0;g<this.pv.length;g+=1)w[g]+=T[g];else w+=T;y+=1}if(this.pv.length)for(g=0;g<this.pv.length;g+=1)w[g]/=S;else w/=S;return w}function i(x){this._transformCachingAtTime||(this._transformCachingAtTime={v:new Matrix});var S=this._transformCachingAtTime.v;if(S.cloneFromProps(this.pre.props),this.appliedTransformations<1){var E=this.a.getValueAtTime(x);S.translate(-E[0]*this.a.mult,-E[1]*this.a.mult,E[2]*this.a.mult)}if(this.appliedTransformations<2){var j=this.s.getValueAtTime(x);S.scale(j[0]*this.s.mult,j[1]*this.s.mult,j[2]*this.s.mult)}if(this.sk&&this.appliedTransformations<3){var A=this.sk.getValueAtTime(x),b=this.sa.getValueAtTime(x);S.skewFromAxis(-A*this.sk.mult,b*this.sa.mult)}if(this.r&&this.appliedTransformations<4){var y=this.r.getValueAtTime(x);S.rotate(-y*this.r.mult)}else if(!this.r&&this.appliedTransformations<4){var g=this.rz.getValueAtTime(x),w=this.ry.getValueAtTime(x),T=this.rx.getValueAtTime(x),I=this.or.getValueAtTime(x);S.rotateZ(-g*this.rz.mult).rotateY(w*this.ry.mult).rotateX(T*this.rx.mult).rotateZ(-I[2]*this.or.mult).rotateY(I[1]*this.or.mult).rotateX(I[0]*this.or.mult)}if(this.data.p&&this.data.p.s){var k=this.px.getValueAtTime(x),M=this.py.getValueAtTime(x);if(this.data.p.z){var U=this.pz.getValueAtTime(x);S.translate(k*this.px.mult,M*this.py.mult,-U*this.pz.mult)}else S.translate(k*this.px.mult,M*this.py.mult,0)}else{var z=this.p.getValueAtTime(x);S.translate(z[0]*this.p.mult,z[1]*this.p.mult,-z[2]*this.p.mult)}return S}function o(){return this.v.clone(new Matrix)}var l=TransformPropertyFactory.getTransformProperty;TransformPropertyFactory.getTransformProperty=function(x,S,E){var j=l(x,S,E);return j.dynamicProperties.length?j.getValueAtTime=i.bind(j):j.getValueAtTime=o.bind(j),j.setGroupProperty=expressionHelpers.setGroupProperty,j};var u=PropertyFactory.getProp;PropertyFactory.getProp=function(x,S,E,j,A){var b=u(x,S,E,j,A);b.kf?b.getValueAtTime=expressionHelpers.getValueAtTime.bind(b):b.getValueAtTime=expressionHelpers.getStaticValueAtTime.bind(b),b.setGroupProperty=expressionHelpers.setGroupProperty,b.loopOut=e,b.loopIn=r,b.smooth=a,b.getVelocityAtTime=expressionHelpers.getVelocityAtTime.bind(b),b.getSpeedAtTime=expressionHelpers.getSpeedAtTime.bind(b),b.numKeys=S.a===1?S.k.length:0,b.propertyIndex=S.ix;var y=0;return E!==0&&(y=createTypedArray("float32",S.a===1?S.k[0].s.length:S.k.length)),b._cachingAtTime={lastFrame:initialDefaultFrame,lastIndex:0,value:y},expressionHelpers.searchExpressions(x,S,b),b.k&&A.addDynamicProperty(b),b};function d(x){return this._cachingAtTime||(this._cachingAtTime={shapeValue:shapePool.clone(this.pv),lastIndex:0,lastTime:initialDefaultFrame}),x*=this.elem.globalData.frameRate,x-=this.offsetTime,x!==this._cachingAtTime.lastTime&&(this._cachingAtTime.lastIndex=this._cachingAtTime.lastTime<x?this._caching.lastIndex:0,this._cachingAtTime.lastTime=x,this.interpolateShape(x,this._cachingAtTime.shapeValue,this._cachingAtTime)),this._cachingAtTime.shapeValue}var m=ShapePropertyFactory.getConstructorFunction(),p=ShapePropertyFactory.getKeyframedConstructorFunction();function f(){}f.prototype={vertices:function(S,E){this.k&&this.getValue();var j=this.v;E!==void 0&&(j=this.getValueAtTime(E,0));var A,b=j._length,y=j[S],g=j.v,w=createSizedArray(b);for(A=0;A<b;A+=1)S==="i"||S==="o"?w[A]=[y[A][0]-g[A][0],y[A][1]-g[A][1]]:w[A]=[y[A][0],y[A][1]];return w},points:function(S){return this.vertices("v",S)},inTangents:function(S){return this.vertices("i",S)},outTangents:function(S){return this.vertices("o",S)},isClosed:function(){return this.v.c},pointOnPath:function(S,E){var j=this.v;E!==void 0&&(j=this.getValueAtTime(E,0)),this._segmentsLength||(this._segmentsLength=bez.getSegmentsLength(j));for(var A=this._segmentsLength,b=A.lengths,y=A.totalLength*S,g=0,w=b.length,T=0,I;g<w;){if(T+b[g].addedLength>y){var k=g,M=j.c&&g===w-1?0:g+1,U=(y-T)/b[g].addedLength;I=bez.getPointInSegment(j.v[k],j.v[M],j.o[k],j.i[M],U,b[g]);break}else T+=b[g].addedLength;g+=1}return I||(I=j.c?[j.v[0][0],j.v[0][1]]:[j.v[j._length-1][0],j.v[j._length-1][1]]),I},vectorOnPath:function(S,E,j){S==1?S=this.v.c:S==0&&(S=.999);var A=this.pointOnPath(S,E),b=this.pointOnPath(S+.001,E),y=b[0]-A[0],g=b[1]-A[1],w=Math.sqrt(Math.pow(y,2)+Math.pow(g,2));if(w===0)return[0,0];var T=j==="tangent"?[y/w,g/w]:[-g/w,y/w];return T},tangentOnPath:function(S,E){return this.vectorOnPath(S,E,"tangent")},normalOnPath:function(S,E){return this.vectorOnPath(S,E,"normal")},setGroupProperty:expressionHelpers.setGroupProperty,getValueAtTime:expressionHelpers.getStaticValueAtTime},extendPrototype([f],m),extendPrototype([f],p),p.prototype.getValueAtTime=d,p.prototype.initiateExpression=ExpressionManager.initiateExpression;var R=ShapePropertyFactory.getShapeProp;ShapePropertyFactory.getShapeProp=function(x,S,E,j,A){var b=R(x,S,E,j,A);return b.propertyIndex=S.ix,b.lock=!1,E===3?expressionHelpers.searchExpressions(x,S.pt,b):E===4&&expressionHelpers.searchExpressions(x,S.ks,b),b.k&&x.addDynamicProperty(b),b}}function initialize$1(){addPropertyDecorator()}function addDecorator(){function e(){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(r,a){var i=this.calculateExpression(a);if(r.t!==i){var o={};return this.copyData(o,r),o.t=i.toString(),o.__complete=!1,o}return r},TextProperty.prototype.searchProperty=function(){var r=this.searchKeyframes(),a=this.searchExpressions();return this.kf=r||a,this.kf},TextProperty.prototype.searchExpressions=e}function initialize(){addDecorator()}function SVGComposableEffect(){}SVGComposableEffect.prototype={createMergeNode:function e(r,a){var i=createNS("feMerge");i.setAttribute("result",r);var o,l;for(l=0;l<a.length;l+=1)o=createNS("feMergeNode"),o.setAttribute("in",a[l]),i.appendChild(o),i.appendChild(o);return i}};var linearFilterValue="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";function SVGTintFilter(e,r,a,i,o){this.filterManager=r;var l=createNS("feColorMatrix");l.setAttribute("type","matrix"),l.setAttribute("color-interpolation-filters","linearRGB"),l.setAttribute("values",linearFilterValue+" 1 0"),this.linearFilter=l,l.setAttribute("result",i+"_tint_1"),e.appendChild(l),l=createNS("feColorMatrix"),l.setAttribute("type","matrix"),l.setAttribute("color-interpolation-filters","sRGB"),l.setAttribute("values","1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"),l.setAttribute("result",i+"_tint_2"),e.appendChild(l),this.matrixFilter=l;var u=this.createMergeNode(i,[o,i+"_tint_1",i+"_tint_2"]);e.appendChild(u)}extendPrototype([SVGComposableEffect],SVGTintFilter),SVGTintFilter.prototype.renderFrame=function(e){if(e||this.filterManager._mdf){var r=this.filterManager.effectElements[0].p.v,a=this.filterManager.effectElements[1].p.v,i=this.filterManager.effectElements[2].p.v/100;this.linearFilter.setAttribute("values",linearFilterValue+" "+i+" 0"),this.matrixFilter.setAttribute("values",a[0]-r[0]+" 0 0 0 "+r[0]+" "+(a[1]-r[1])+" 0 0 0 "+r[1]+" "+(a[2]-r[2])+" 0 0 0 "+r[2]+" 0 0 0 1 0")}};function SVGFillFilter(e,r,a,i){this.filterManager=r;var o=createNS("feColorMatrix");o.setAttribute("type","matrix"),o.setAttribute("color-interpolation-filters","sRGB"),o.setAttribute("values","1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0"),o.setAttribute("result",i),e.appendChild(o),this.matrixFilter=o}SVGFillFilter.prototype.renderFrame=function(e){if(e||this.filterManager._mdf){var r=this.filterManager.effectElements[2].p.v,a=this.filterManager.effectElements[6].p.v;this.matrixFilter.setAttribute("values","0 0 0 0 "+r[0]+" 0 0 0 0 "+r[1]+" 0 0 0 0 "+r[2]+" 0 0 0 "+a+" 0")}};function SVGStrokeEffect(e,r,a){this.initialized=!1,this.filterManager=r,this.elem=a,this.paths=[]}SVGStrokeEffect.prototype.initialize=function(){var e=this.elem.layerElement.children||this.elem.layerElement.childNodes,r,a,i,o;for(this.filterManager.effectElements[1].p.v===1?(o=this.elem.maskManager.masksProperties.length,i=0):(i=this.filterManager.effectElements[0].p.v-1,o=i+1),a=createNS("g"),a.setAttribute("fill","none"),a.setAttribute("stroke-linecap","round"),a.setAttribute("stroke-dashoffset",1),i;i<o;i+=1)r=createNS("path"),a.appendChild(r),this.paths.push({p:r,m:i});if(this.filterManager.effectElements[10].p.v===3){var l=createNS("mask"),u=createElementID();l.setAttribute("id",u),l.setAttribute("mask-type","alpha"),l.appendChild(a),this.elem.globalData.defs.appendChild(l);var d=createNS("g");for(d.setAttribute("mask","url("+getLocationHref()+"#"+u+")");e[0];)d.appendChild(e[0]);this.elem.layerElement.appendChild(d),this.masker=l,a.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(e=this.elem.layerElement.children||this.elem.layerElement.childNodes;e.length;)this.elem.layerElement.removeChild(e[0]);this.elem.layerElement.appendChild(a),this.elem.layerElement.removeAttribute("mask"),a.setAttribute("stroke","#fff")}this.initialized=!0,this.pathMasker=a},SVGStrokeEffect.prototype.renderFrame=function(e){this.initialized||this.initialize();var r,a=this.paths.length,i,o;for(r=0;r<a;r+=1)if(this.paths[r].m!==-1&&(i=this.elem.maskManager.viewData[this.paths[r].m],o=this.paths[r].p,(e||this.filterManager._mdf||i.prop._mdf)&&o.setAttribute("d",i.lastPath),e||this.filterManager.effectElements[9].p._mdf||this.filterManager.effectElements[4].p._mdf||this.filterManager.effectElements[7].p._mdf||this.filterManager.effectElements[8].p._mdf||i.prop._mdf)){var l;if(this.filterManager.effectElements[7].p.v!==0||this.filterManager.effectElements[8].p.v!==100){var u=Math.min(this.filterManager.effectElements[7].p.v,this.filterManager.effectElements[8].p.v)*.01,d=Math.max(this.filterManager.effectElements[7].p.v,this.filterManager.effectElements[8].p.v)*.01,m=o.getTotalLength();l="0 0 0 "+m*u+" ";var p=m*(d-u),f=1+this.filterManager.effectElements[4].p.v*2*this.filterManager.effectElements[9].p.v*.01,R=Math.floor(p/f),x;for(x=0;x<R;x+=1)l+="1 "+this.filterManager.effectElements[4].p.v*2*this.filterManager.effectElements[9].p.v*.01+" ";l+="0 "+m*10+" 0 0"}else l="1 "+this.filterManager.effectElements[4].p.v*2*this.filterManager.effectElements[9].p.v*.01;o.setAttribute("stroke-dasharray",l)}if((e||this.filterManager.effectElements[4].p._mdf)&&this.pathMasker.setAttribute("stroke-width",this.filterManager.effectElements[4].p.v*2),(e||this.filterManager.effectElements[6].p._mdf)&&this.pathMasker.setAttribute("op
51acity",this.filterManager.effectElements[6].p.v),(this.filterManager.effectElements[10].p.v===1||this.filterManager.effectElements[10].p.v===2)&&(e||this.filterManager.effectElements[3].p._mdf)){var S=this.filterManager.effectElements[3].p.v;this.pathMasker.setAttribute("stroke","rgb("+bmFloor(S[0]*255)+","+bmFloor(S[1]*255)+","+bmFloor(S[2]*255)+")")}};function SVGTritoneFilter(e,r,a,i){this.filterManager=r;var o=createNS("feColorMatrix");o.setAttribute("type","matrix"),o.setAttribute("color-interpolation-filters","linearRGB"),o.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"),e.appendChild(o);var l=createNS("feComponentTransfer");l.setAttribute("color-interpolation-filters","sRGB"),l.setAttribute("result",i),this.matrixFilter=l;var u=createNS("feFuncR");u.setAttribute("type","table"),l.appendChild(u),this.feFuncR=u;var d=createNS("feFuncG");d.setAttribute("type","table"),l.appendChild(d),this.feFuncG=d;var m=createNS("feFuncB");m.setAttribute("type","table"),l.appendChild(m),this.feFuncB=m,e.appendChild(l)}SVGTritoneFilter.prototype.renderFrame=function(e){if(e||this.filterManager._mdf){var r=this.filterManager.effectElements[0].p.v,a=this.filterManager.effectElements[1].p.v,i=this.filterManager.effectElements[2].p.v,o=i[0]+" "+a[0]+" "+r[0],l=i[1]+" "+a[1]+" "+r[1],u=i[2]+" "+a[2]+" "+r[2];this.feFuncR.setAttribute("tableValues",o),this.feFuncG.setAttribute("tableValues",l),this.feFuncB.setAttribute("tableValues",u)}};function SVGProLevelsFilter(e,r,a,i){this.filterManager=r;var o=this.filterManager.effectElements,l=createNS("feComponentTransfer");(o[10].p.k||o[10].p.v!==0||o[11].p.k||o[11].p.v!==1||o[12].p.k||o[12].p.v!==1||o[13].p.k||o[13].p.v!==0||o[14].p.k||o[14].p.v!==1)&&(this.feFuncR=this.createFeFunc("feFuncR",l)),(o[17].p.k||o[17].p.v!==0||o[18].p.k||o[18].p.v!==1||o[19].p.k||o[19].p.v!==1||o[20].p.k||o[20].p.v!==0||o[21].p.k||o[21].p.v!==1)&&(this.feFuncG=this.createFeFunc("feFuncG",l)),(o[24].p.k||o[24].p.v!==0||o[25].p.k||o[25].p.v!==1||o[26].p.k||o[26].p.v!==1||o[27].p.k||o[27].p.v!==0||o[28].p.k||o[28].p.v!==1)&&(this.feFuncB=this.createFeFunc("feFuncB",l)),(o[31].p.k||o[31].p.v!==0||o[32].p.k||o[32].p.v!==1||o[33].p.k||o[33].p.v!==1||o[34].p.k||o[34].p.v!==0||o[35].p.k||o[35].p.v!==1)&&(this.feFuncA=this.createFeFunc("feFuncA",l)),(this.feFuncR||this.feFuncG||this.feFuncB||this.feFuncA)&&(l.setAttribute("color-interpolation-filters","sRGB"),e.appendChild(l)),(o[3].p.k||o[3].p.v!==0||o[4].p.k||o[4].p.v!==1||o[5].p.k||o[5].p.v!==1||o[6].p.k||o[6].p.v!==0||o[7].p.k||o[7].p.v!==1)&&(l=createNS("feComponentTransfer"),l.setAttribute("color-interpolation-filters","sRGB"),l.setAttribute("result",i),e.appendChild(l),this.feFuncRComposed=this.createFeFunc("feFuncR",l),this.feFuncGComposed=this.createFeFunc("feFuncG",l),this.feFuncBComposed=this.createFeFunc("feFuncB",l))}SVGProLevelsFilter.prototype.createFeFunc=function(e,r){var a=createNS(e);return a.setAttribute("type","table"),r.appendChild(a),a},SVGProLevelsFilter.prototype.getTableValue=function(e,r,a,i,o){for(var l=0,u=256,d,m=Math.min(e,r),p=Math.max(e,r),f=Array.call(null,{length:u}),R,x=0,S=o-i,E=r-e;l<=256;)d=l/256,d<=m?R=E<0?o:i:d>=p?R=E<0?i:o:R=i+S*Math.pow((d-e)/E,1/a),f[x]=R,x+=1,l+=256/(u-1);return f.join(" ")},SVGProLevelsFilter.prototype.renderFrame=function(e){if(e||this.filterManager._mdf){var r,a=this.filterManager.effectElements;this.feFuncRComposed&&(e||a[3].p._mdf||a[4].p._mdf||a[5].p._mdf||a[6].p._mdf||a[7].p._mdf)&&(r=this.getTableValue(a[3].p.v,a[4].p.v,a[5].p.v,a[6].p.v,a[7].p.v),this.feFuncRComposed.setAttribute("tableValues",r),this.feFuncGComposed.setAttribute("tableValues",r),this.feFuncBComposed.setAttribute("tableValues",r)),this.feFuncR&&(e||a[10].p._mdf||a[11].p._mdf||a[12].p._mdf||a[13].p._mdf||a[14].p._mdf)&&(r=this.getTableValue(a[10].p.v,a[11].p.v,a[12].p.v,a[13].p.v,a[14].p.v),this.feFuncR.setAttribute("tableValues",r)),this.feFuncG&&(e||a[17].p._mdf||a[18].p._mdf||a[19].p._mdf||a[20].p._mdf||a[21].p._mdf)&&(r=this.getTableValue(a[17].p.v,a[18].p.v,a[19].p.v,a[20].p.v,a[21].p.v),this.feFuncG.setAttribute("tableValues",r)),this.feFuncB&&(e||a[24].p._mdf||a[25].p._mdf||a[26].p._mdf||a[27].p._mdf||a[28].p._mdf)&&(r=this.getTableValue(a[24].p.v,a[25].p.v,a[26].p.v,a[27].p.v,a[28].p.v),this.feFuncB.setAttribute("tableValues",r)),this.feFuncA&&(e||a[31].p._mdf||a[32].p._mdf||a[33].p._mdf||a[34].p._mdf||a[35].p._mdf)&&(r=this.getTableValue(a[31].p.v,a[32].p.v,a[33].p.v,a[34].p.v,a[35].p.v),this.feFuncA.setAttribute("tableValues",r))}};function SVGDropShadowEffect(e,r,a,i,o){var l=r.container.globalData.renderConfig.filterSize,u=r.data.fs||l;e.setAttribute("x",u.x||l.x),e.setAttribute("y",u.y||l.y),e.setAttribute("width",u.width||l.width),e.setAttribute("height",u.height||l.height),this.filterManager=r;var d=createNS("feGaussianBlur");d.setAttribute("in","SourceAlpha"),d.setAttribute("result",i+"_drop_shadow_1"),d.setAttribute("stdDeviation","0"),this.feGaussianBlur=d,e.appendChild(d);var m=createNS("feOffset");m.setAttribute("dx","25"),m.setAttribute("dy","0"),m.setAttribute("in",i+"_drop_shadow_1"),m.setAttribute("result",i+"_drop_shadow_2"),this.feOff
vendor: 15,528 bytes, lines 51-52
51set=m,e.appendChild(m);var p=createNS("feFlood");p.setAttribute("flood-color","#00ff00"),p.setAttribute("flood-opacity","1"),p.setAttribute("result",i+"_drop_shadow_3"),this.feFlood=p,e.appendChild(p);var f=createNS("feComposite");f.setAttribute("in",i+"_drop_shadow_3"),f.setAttribute("in2",i+"_drop_shadow_2"),f.setAttribute("operator","in"),f.setAttribute("result",i+"_drop_shadow_4"),e.appendChild(f);var R=this.createMergeNode(i,[i+"_drop_shadow_4",o]);e.appendChild(R)}extendPrototype([SVGComposableEffect],SVGDropShadowEffect),SVGDropShadowEffect.prototype.renderFrame=function(e){if(e||this.filterManager._mdf){if((e||this.filterManager.effectElements[4].p._mdf)&&this.feGaussianBlur.setAttribute("stdDeviation",this.filterManager.effectElements[4].p.v/4),e||this.filterManager.effectElements[0].p._mdf){var r=this.filterManager.effectElements[0].p.v;this.feFlood.setAttribute("flood-color",rgbToHex(Math.round(r[0]*255),Math.round(r[1]*255),Math.round(r[2]*255)))}if((e||this.filterManager.effectElements[1].p._mdf)&&this.feFlood.setAttribute("flood-opacity",this.filterManager.effectElements[1].p.v/255),e||this.filterManager.effectElements[2].p._mdf||this.filterManager.effectElements[3].p._mdf){var a=this.filterManager.effectElements[3].p.v,i=(this.filterManager.effectElements[2].p.v-90)*degToRads,o=a*Math.cos(i),l=a*Math.sin(i);this.feOffset.setAttribute("dx",o),this.feOffset.setAttribute("dy",l)}}};var _svgMatteSymbols=[];function SVGMatte3Effect(e,r,a){this.initialized=!1,this.filterManager=r,this.filterElem=e,this.elem=a,a.matteElement=createNS("g"),a.matteElement.appendChild(a.layerElement),a.matteElement.appendChild(a.transformedElement),a.baseElement=a.matteElement}SVGMatte3Effect.prototype.findSymbol=function(e){for(var r=0,a=_svgMatteSymbols.length;r<a;){if(_svgMatteSymbols[r]===e)return _svgMatteSymbols[r];r+=1}return null},SVGMatte3Effect.prototype.replaceInParent=function(e,r){var a=e.layerElement.parentNode;if(a){for(var i=a.children,o=0,l=i.length;o<l&&i[o]!==e.layerElement;)o+=1;var u;o<=l-2&&(u=i[o+1]);var d=createNS("use");d.setAttribute("href","#"+r),u?a.insertBefore(d,u):a.appendChild(d)}},SVGMatte3Effect.prototype.setElementAsMask=function(e,r){if(!this.findSymbol(r)){var a=createElementID(),i=createNS("mask");i.setAttribute("id",r.layerId),i.setAttribute("mask-type","alpha"),_svgMatteSymbols.push(r);var o=e.globalData.defs;o.appendChild(i);var l=createNS("symbol");l.setAttribute("id",a),this.replaceInParent(r,a),l.appendChild(r.layerElement),o.appendChild(l);var u=createNS("use");u.setAttribute("href","#"+a),i.appendChild(u),r.data.hd=!1,r.show()}e.setMatte(r.layerId)},SVGMatte3Effect.prototype.initialize=function(){for(var e=this.filterManager.effectElements[0].p.v,r=this.elem.comp.elements,a=0,i=r.length;a<i;)r[a]&&r[a].data.ind===e&&this.setElementAsMask(this.elem,r[a]),a+=1;this.initialized=!0},SVGMatte3Effect.prototype.renderFrame=function(){this.initialized||this.initialize()};function SVGGaussianBlurEffect(e,r,a,i){e.setAttribute("x","-100%"),e.setAttribute("y","-100%"),e.setAttribute("width","300%"),e.setAttribute("height","300%"),this.filterManager=r;var o=createNS("feGaussianBlur");o.setAttribute("result",i),e.appendChild(o),this.feGaussianBlur=o}SVGGaussianBlurEffect.prototype.renderFrame=function(e){if(e||this.filterManager._mdf){var r=.3,a=this.filterManager.effectElements[0].p.v*r,i=this.filterManager.effectElements[1].p.v,o=i==3?0:a,l=i==2?0:a;this.feGaussianBlur.setAttribute("stdDeviation",o+" "+l);var u=this.filterManager.effectElements[2].p.v==1?"wrap":"duplicate";this.feGaussianBlur.setAttribute("edgeMode",u)}};function TransformEffect(){}TransformEffect.prototype.init=function(e){this.effectsManager=e,this.type=effectTypes.TRANSFORM_EFFECT,this.matrix=new Matrix,this.opacity=-1,this._mdf=!1,this._opMdf=!1},TransformEffect.prototype.renderFrame=function(e){if(this._opMdf=!1,this._mdf=!1,e||this.effectsManager._mdf){var r=this.effectsManager.effectElements,a=r[0].p.v,i=r[1].p.v,o=r[2].p.v===1,l=r[3].p.v,u=o?l:r[4].p.v,d=r[5].p.v,m=r[6].p.v,p=r[7].p.v;this.matrix.reset(),this.matrix.translate(-a[0],-a[1],a[2]),this.matrix.scale(u*.01,l*.01,1),this.matrix.rotate(-p*degToRads),this.matrix.skewFromAxis(-d*degToRads,(m+90)*degToRads),this.matrix.translate(i[0],i[1],0),this._mdf=!0,this.opacity!==r[8].p.v&&(this.opacity=r[8].p.v,this._opMdf=!0)}};function SVGTransformEffect(e,r){this.init(r)}extendPrototype([TransformEffect],SVGTransformEffect);function CVTransformEffect(e){this.init(e)}return extendPrototype([TransformEffect],CVTransformEffect),registerRenderer("canvas",CanvasRenderer),registerRenderer("html",HybridRenderer),registerRenderer("svg",SVGRenderer),ShapeModifiers.registerModifier("tm",TrimModifier),ShapeModifiers.registerModifier("pb",PuckerAndBloatModifier),ShapeModifiers.registerModifier("rp",RepeaterModifier),ShapeModifiers.registerModifier("rd",RoundCornersModifier),ShapeModifiers.registerModifier("zz",ZigZagModifier),ShapeModifiers.registerModifier("op",OffsetPathModifier),setExpressionsPlugin(Expressions),setExpressionInterfaces(getInterface),initialize$1(),initialize(),registerEffect$1(20,SVGTintFilter,!0),registerEffect$1(21,SVGFillFilter,!0),registerEffect$1(22,SVGStrokeEffect,!1),registerEffect$1(23,SVGTritoneFilter,!0),registerEffect$1(24,SVGProLevelsFilter,!0),registerEffect$1(25,SVGDropShadowEffect,!0),registerEffect$1(28,SVGMatte3Effect,!1),registerEffect$1(29,SVGGaussianBlurEffect,!0),registerEffect$1(35,SVGTransformEffect,!1),registerEffect(35,CVTransformEffect),lottie}))})(lottie$2,lottie$2.exports)),lottie$2.exports}var lottieExports=requireLottie();const lottie=getDefaultExportFromCjs(lottieExports);function _arrayLikeToArray(e,r){(r==null||r>e.length)&&(r=e.length);for(var a=0,i=Array(r);a<r;a++)i[a]=e[a];return i}function _arrayWithHoles(e){if(Array.isArray(e))return e}function _defineProperty(e,r,a){return(r=_toPropertyKey(r))in e?Object.defineProperty(e,r,{value:a,enumerable:!0,configurable:!0,writable:!0}):e[r]=a,e}function _iterableToArrayLimit(e,r){var a=e==null?null:typeof Symbol<"u"&&e[Symbol.iterator]||e["@@iterator"];if(a!=null){var i,o,l,u,d=[],m=!0,p=!1;try{if(l=(a=a.call(e)).next,r!==0)for(;!(m=(i=l.call(a)).done)&&(d.push(i.value),d.length!==r);m=!0);}catch(f){p=!0,o=f}finally{try{if(!m&&a.return!=null&&(u=a.return(),Object(u)!==u))return}finally{if(p)throw o}}return d}}function _nonIterableRest(){throw new TypeError(`Invalid attempt to destructure non-iterable instance. 52In order to be iterable, non-array objects must have a [Symbol.iterator]() method.`)}function ownKeys(e,r){var 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57nsive",description:"Quick reference summaries"}],TITLE$4="Cheat Sheet | K53 Learner's License",DESCRIPTION$4="K53 road rules, road signs, and summary cheat sheets. Quick reference for your learner's license exam.";function CheatSheetPage(){return jsxRuntimeExports.jsxs("div",{className:"bg-[#F7F8FC]",children:[jsxRuntimeExports.jsxs(Helmet,{children:[jsxRuntimeExports.jsx("title",{children:TITLE$4}),jsxRuntimeExports.jsx("meta",{name:"description",content:DESCRIPTION$4}),jsxRuntimeExports.jsx("link",{rel:"canonical",href:`${SITE_URL}/learners/cheat-sheet`}),jsxRuntimeExports.jsx("meta",{property:"og:url",content:`${SITE_URL}/learners/cheat-sheet`}),jsxRuntimeExports.jsx("meta",{property:"og:title",content:TITLE$4}),jsxRuntimeExports.jsx("meta",{property:"og:description",content:DESCRIPTION$4}),jsxRuntimeExports.jsx("meta",{property:"og:type",content:"website"})]}),jsxRuntimeExports.jsxs("section",{className:"max-w-7xl mx-auto px-4 sm:px-6 lg:px-8 py-6 md:py-8",children:[jsxRuntimeExports.jsx(ActionMenu,{children:jsxRuntimeExports.jsx(BackButton,{to:"/learners",label:"Learners"})}),jsxRuntimeExports.jsx("nav",{className:"mt-0 mb-4","aria-label":"Breadcrumb",children:jsxRuntimeExports.jsxs("ol",{className:"flex items-center gap-2 text-sm text-gray-600 flex-wrap",children:[jsxRuntimeExports.jsx("li",{children:jsxRuntimeExports.jsx(Link,{to:"/",className:"hover:text-[#49ace5] transition-colors",children:"Home"})}),jsxRuntimeExports.jsx("li",{"aria-hidden":"true",children:"/"}),jsxRuntimeExports.jsx("li",{children:jsxRuntimeExports.jsx(Link,{to:"/learners",className:"hover:text-[#49ace5] transition-colors",children:"Learners"})}),jsxRuntimeExports.jsx("li",{"aria-hidden":"true",children:"/"}),jsxRuntimeExports.jsx("li",{className:"font-medium text-gray-900","aria-current":"page",children:"Cheat Sheet"})]})}),jsxRuntimeExports.jsx("h1",{className:"text-2xl md:text-3xl font-bold text-gray-900 mb-1.5",children:"Cheat Sheet"}),jsxRuntimeExports.jsx("div",{className:"prose prose-gray max-w-none mb-6 text-gray-700 text-sm leading-relaxed",children:INTRO_PARAGRAPHS.map((e,r)=>jsxRuntimeExports.jsx("p",{className:"mb-3 last:mb-0",children:e},r))}),jsxRuntimeExports.jsx("div",{className:"grid w-full grid-cols-1 sm:grid-cols-2 lg:grid-cols-3 gap-3 md:gap-4 items-stretch",children:SECTIONS.map(e=>jsxRuntimeExports.jsxs(Link,{to:e.path,className:"group flex w-full h-full min-h-[5.5rem] flex-col p-4 rounded-lg bg-white border border-gray-200 shadow-sm hover:shadow-md hover:border-[#49ace5]/30 transition-all duration-200 focus:outline-none focus:ring-2 focus:ring-[#49ace5] focus:ring-offset-2",children:[jsxRuntimeExports.jsx("h2",{className:"text-base font-semibold text-gray-900 group-hover:text-[#1f6cc7] leading-tight",children:e.title}),jsxRuntimeExports.jsx("p",{className:"mt-0.5 text-xs text-gray-600 flex-1 line-clamp-2 leading-snug",children:e.description}),jsxRuntimeExports.jsx("span",{className:"mt-2 text-[#49ace5] font-medium text-sm group-hover:underline",children:"Open â"})]},e.id))})]})]})}const roadRules=JSON.parse('[{"name":"Driving Rules","content":"<ol> \\r\\n <li>The <strong>most important</strong> rule is to <strong>keep as far to the left of the road as possible</strong></li>\\r\\n <li>You may not disobey any road traffic sign or rule of the road <strong>unless ordered to do so by a traffic officer</strong></li>\\r\\n <li>You may not permit any person, animal or object to occupy any position in or on such vehicle which may prevent the driver/rider thereof from exercising complete control over the movements of the vehicle</li>\\r\\n <li>Not allowed when driving/riding such vehicle, permit any person to take hold of or interfere with the steering or operating mechanism of the vehicle</li>\\r\\n <li>Not allowed when driving/riding such vehicle, occupy a position that he or she does not have complete control over the vehicle or does not have a full view of the roadway and the traffic ahead of such vehicle</li>\\r\\n <li>Not allowed that any portion of his or her body to protrude beyond such vehicle while it is in motion on such road except for the purpose of giving any hand signal</li>\\r\\n <li>Not allowed to permit any person or animal to occupy the roof, any step or running board or any other place on top of a vehicle while such vehicle is in motion</li> \\r\\n <li>Not allowed to drive, pull or push a vehicle upon a sidewalk</li>\\r\\n </ol>","questionIds":[339,2326,2013,68,510,1989,58,1789,21,1765],"images":[]},{"name":"Vehicle Rules","content":"<ol>\\r\\n <li>May not be used on a public road unless all parts of the steering are maintained in a condition, which enables the vehicle to be steered safely and efficie
57ntly</li>\\r\\n <li>May not be used on a public road if the turning radius of such vehicle exceeds <strong>13,1 meters</strong></li>\\r\\n <li>A light motor vehicle must be fitted with pneumatic tires, which display throughout, across the breadth and around the entire circumference, a pattern that is clearly visible, and has a tread of at least <strong>1 millimeter</strong> in depth</li>\\r\\n <li>Light and heavy motor vehicle used on a public road must be equipped with a service brake, a parking brake and an emergency brake. (Same as parking brake)</li>\\r\\n <li>Not allowed a vehicle to remain unattended on a road without setting its brake or adopting such other method that will effectively prevent the vehicle from moving from the position in which it is left</li> \\r\\n <li>A light and heavy motor vehicle may not be used on a public road, unless the engine thereof is so covered as not to be a source of danger</li>\\r\\n <li>Not allowed to cause or allow the engine to run while the motor vehicle is stationary and unattended</li>\\r\\n <li>Not allowed to negligently or willfully deposit any petrol or other liquid fuel or any oil or grease or other flammable or offensive matter, ashes or other refuse, of whatever nature, from such vehicle upon or alongside such road</li>\\r\\n <li>Not allowed to cause or allow the engine thereof to run while petrol or other flammable fuel is being delivered into the fuel tank</li>\\r\\n <li>A motor vehicle, which is designed for or capable of reaching a speed of <strong>60 km/h or more</strong>, must be equipped with a <strong>speedometer</strong>, which is in a good working order.</li>\\r\\n </ol>","questionIds":[1897,534,289,84,2001,2433,316,1923,500,1980,330,1510,2577],"images":[]},{"name":"Following Distance","content":"<ol>\\r\\n <li>Maintain a <strong>minimum 2-second</strong> following distance for light motor vehicles and motorcycles</li>\\r\\n <li>Maintain a <strong>minimum 3-second</strong> following distance for heavy motor vehicles</li>\\r\\n <li>Under adverse conditions such as rain, slippery surface, poor visibility or when being followed too closely, the following distance shall be increased</li>\\r\\n </ol>","questionIds":[1771,349,329,1861,62,1874,250],"images":[]},{"name":"Beams/Lamps","content":"<ol>\\r\\n <li>Main beam distance of at least <strong>100 metres</strong></li>\\r\\n <li>Dipped beam distance of at least <strong>45 metres</strong></li>\\r\\n <li>May not drive on a public road with parking lamps lighted while such vehicle is in motion</li>\\r\\n <li>Must have lamps at the rear, emitting a red light to the rear</li>\\r\\n <li>Stop lamp/s visible in normal sunlight at a distance of not less than <strong>30 meters</strong> to a person of normal eyesight</li>\\r\\n <li>No vehicle may be driven on a public road while any fog lamp fitted to such vehicle is lit, <strong>except in conditions of poor visibility</strong> caused by snow, fog, mist, dust or smoke</li>\\r\\n <li>May not be use vehicle on a public road if it is fitted with a <strong>spot lamp unless</strong> the vehicle is for: <br/><br/>\\r\\n <ul>\\r\\n <li>official purposes on any ambulance, rescue vehicle, fire-fighting vehicle, police vehicle or traffic control vehicle</li>\\r\\n <li>a medical practitioner or veterinarian, and used for professional duties only</li>\\r\\n <li>a breakdown vehicle or a vehicle employed in connection with the supply of electricity or other public essential services provided that it is used solely at the scene of an accident or breakdown or for the examination of overhead telephone, telegraph or power lines</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[1888,528,529,1889,2545,532,1892,527,1891,2377,1895,558,1890,1887,1972,268,291,28],"images":[]},{"name":"Number Plate","content":"<ol>\\r\\n <li>May not drive a motor vehicle on a public road, unless it is fitted with at least one number-plate lamp at the rear</li>\\r\\n <li>Every letter and figure of such plate must be visible from a distance of <strong>20 meters</strong> by a person of normal eyesight</li>\\r\\n <li>Approved number plate shall be affixed <br/><br/>\\r\\n <ul>\\r\\n <li>in such a manner that it is not easily detachable</li>\\r\\n <li>in an upright position or within <strong>30 degrees</strong> of such position</li>\\r\\n <li>in such a manner that each letter and figure thereon is clearly legible</li>\\r\\n <li>in such a manner that the whole number plate is clearly visible</li>\\r\\n <li>to the back of a motor cycle, motor tricycle, or trailer</li>\\r\\n <li>one to the back and one to the front of all other motor vehicles</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[521,1810,1758,533,569,2815,1892],"images":[]},{"name":"Hooter","content":"<ol>\\r\\n <li>Shall use the hooter of a vehicle <strong>except when such use is necessary on the grounds of safety</strong></li>\\r\\n <li>You may not use a light motor vehicle on a public road unless <br/><br/>\\r\\n <ul>\\r\\n <li>it is equipped with a warning device (hooter), which is in good working order</li>\\r\\n <li>when used, capable of emitting a sound, which is clearly audible by a person of normal hearing from a distance of <strong>90 meters</strong></li>\\r\\n <li>
57Sirens or warning devices that play a tune may not be used in private vehicles</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[1990,342,272,2349,1969,536,72,2009,1957,2030,81],"images":[]},{"name":"Emergency Warning Device (Siren)","content":"<ol>\\r\\n <li>The driver/rider of a motor vehicle shall give <strong>immediate right of way to all emergency vehicles</strong> sounding a siren and displaying emergency warning lights</li>\\r\\n <li>The following vehicles are regarded as an emergency vehicle <br/><br/>\\r\\n <ul>\\r\\n <li>a fire-fighting vehicle (red warning light)</li>\\r\\n <li>a fire-fighting response vehicle (red warning light)</li>\\r\\n <li>a rescue vehicle (red warning light)</li>\\r\\n <li>a emergency medical response vehicle (red warning light)</li>\\r\\n <li>ambulance (red warning light)</li>\\r\\n <li>vehicle driven by a traffic officer in the carrying out of his or her duties (blue warning light)</li>\\r\\n <li>to a vehicle driven by a person while engaged in civil protection (green warning light)</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[318,16,278,1770,121,535,570],"images":[]},{"name":"Seat Belts","content":"<ol>\\r\\n <li>Seat belts are compulsory to wear when moving forward for children and adults but it only covers persons <strong>3 years of age and older</strong></li>\\r\\n <li>If seat belts are fitted, rear-seat passengers <strong>must wear such seatbelts</strong> whilst the vehicle is driven</li>\\r\\n <li>No adult shall <br/><br/>\\r\\n <ul>\\r\\n <li>occupy a seat in any motor vehicle unless such person wears a seatbelt</li>\\r\\n <li>occupy a seat on a row of seats, which is not fitted with a seatbelt, unless all other seats on such row which are fitted with seat belts, are already occupied</li>\\r\\n </ul>\\r\\n </li>\\r\\n <li>A child is defined as a person between the ages of <strong>3 and 14 years</strong>, except when such person is <strong>taller than 1,5</strong> meters and shall ensure that a child seated on a seat<br/><br/>\\r\\n <ul>\\r\\n <li>where it is available, uses an appropriate child restraint</li>\\r\\n <li>if no child restraint is available, wears a seatbelt when available</li>\\r\\n <li>If a seat, equipped with a seatbelt, is not available, the driver shall ensure that a child shall, if such motor vehicle is equipped with a rear seat, be seated on the rear seat</li>\\r\\n </ul>\\r\\n </li>\\r\\n <li>It is not compulsory to wear a seatbelt while reversing or moving in or out of a parking bay or area</li>\\r\\n </ol>","questionIds":[17,261,1769,1956,537,1995,98,1778,82,2029,313,2429],"images":[]},{"name":"Windscreen","content":"<ol>\\r\\n <li>A light and heavy motor vehicle with a windscreen must be fitted with <strong>at least one windscreen wiper</strong> and must, when in operation, wipe the outside of the windscreen directly in front of the driver, continuously, evenly and adequately.</li>\\r\\n <li>The transparent windscreen of a light motor vehicle, must <br/><br/>\\r\\n <ul>\\r\\n <li>afford the driver sufficient visibility for safe driving</li>\\r\\n <li>be of safety glass</li>\\r\\n <li>have visible light transmittance through the windscreen of at least <strong>70%</strong></li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[524,571,539,538],"images":[]},{"name":"Exhaust Pipes/Exhaust Silencers","content":"<ol>\\r\\n <li>Efficient exhaust silencer, which must <br/><br/>\\r\\n <ul>\\r\\n <li>allow the exhaust gas from the engine to be projected through such silencer</li>\\r\\n <li>not emit exhaust gas or smoke from the engine which is so dense as to cause a nuisance to, or obstruct the vision of other road users</li>\\r\\n <li>be in such a position that oil or other flammable liquid or material cannot drip or fall onto it</li>\\r\\n <li>be so maintained that exhaust gas or smoke does not leak into the driving cab or passenger compartment of the vehicle</li>\\r\\n </ul>\\r\\n </li>\\r\\n <li>A motor vehicle may not be used on a public road <br/><br/>\\r\\n <ul>\\r\\n <li>
57without an efficient exhaust silencer</li>\\r\\n <li>unless the gas from the engine is projected through such silencer</li>\\r\\n <li>if the exhaust gas or smoke from the engine is so dense as to cause a nuisance to, or obstruct the vision of other road users</li>\\r\\n <li>if the exhaust pipe or silencer thereof is in such a position that oil or other flammable liquid or material can drip or fall onto it</li>\\r\\n <li>is not in efficient working order</li>\\r\\n <li>is so placed and maintained that exhaust gas or smoke leaks into the driving cab or passenger compartment of the vehicle</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[2467,1524],"images":[]},{"name":"Fuel Tank, Electrical Wiring and Battery","content":"<ol>\\r\\n <li>May not be used if the fuel tank, carburettor, fuel receptacle or fuel pipes thereof is defective or so exposed that it constitutes a source of danger</li>\\r\\n <li>May not be used if the fuel tank is not fitted with an effective cap</li>\\r\\n <li>May not be used unless the electrical wiring and battery are properly installed, insulated and maintained so that such wiring and battery do not constitute a source of danger</li>\\r\\n </ol>","questionIds":[572,2469],"images":[]},{"name":"Emergency Warning Signs (Triangles)","content":"<ol>\\r\\n <li>Any heavy motor vehicle (GVM exceeds <strong>3500kg</strong>), all goods vehicles, minibuses and busses, (excluding motor cars, ambulances and motorcycles) may not be used on a public road, unless there is carried on such vehicle at least one emergency warning sign</li>\\r\\n <li>Provided that in the case of a combination of motor vehicles (vehicle with one or more trailers), the emergency warning sign for every motor vehicle of such combination may be carried on the drawing vehicle</li>\\r\\n <li>Where a motor vehicle is for any reason stationary on the roadway of a public road, the driver of such vehicle shall display at least one <strong>emergency warning sign</strong> in the following manner <br/><br/>\\r\\n <ul>\\r\\n <li>the sign shall be placed not less than <strong>45 meters</strong> from the motor vehicle along the roadway of the public road concerned in the direction from which traffic will approach such vehicle when travelling on the side of the roadway closest to such motor vehicle</li>\\r\\n <li>the sign shall be placed approximately as far from the edge of the roadway as the transverse centre of the motor vehicle is from the edge of the roadway</li>\\r\\n <li>the reflective side of the sign shall face in the direction from which any traffic will approach</li>\\r\\n <li>This shall not apply where a motor vehicle is stationary <br/><br/>\\r\\n <ul>\\r\\n <li>in a place where a road traffic sign authorizes the loading or unloading of a vehicle</li>\\r\\n <li>in compliance with any direction conveyed by a road traffic sign or given by a traffic officer</li>\\r\\n <li>on account of other traffic on the public road concerned and while the driver occupies the driving seat of such motor vehicle</li>\\r\\n <li>in the course of events accompanying the carrying out of a State or municipal function</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[1793,23,333,1979,573,2491,1864,96,1780],"images":[]},{"name":"Speed Limits","content":"<ol>\\r\\n <li>A general speed limit is applicable on all roads and does not have to be displayed by a road traffic sign</li> \\r\\n <li>Unless otherwise indicated by a road traffic sign, a speed limit of: <br/><br/>\\r\\n <ul>\\r\\n <li><strong>60 km/h</strong> shall apply in respect of every public road situated within an urban area</li>\\r\\n <li><strong>100 km/h</strong> shall apply in respect of every public road other than a freeway, situated outside an urban area</li>\\r\\n <li><strong>120 km/h</strong> shall apply in respect of every freeway</li>\\r\\n </ul>\\r\\n </li>\\r\\n <li>A <strong>maximum speed limit of 100 km/h</strong> shall apply in respect of a bus and minibus <br/><br/>\\r\\n <li>A <strong>maximum speed limit of 80 km/h</strong> shall apply in respect to <br/><br/>\\r\\n <ul>\\r\\n <li>a goods vehicle with a GVM of more than 9000 kilograms</li>\\r\\n <li>a combination of motor vehicles consisting of a goods vehicle, being the drawing vehicle, and one or tw
57o trailers of which the sum of the gross vehicle mass of the goods vehicle and of the trailer or trailers exceeds 9 000 kg</li>\\r\\n <li>an articulated motor vehicle, of which the gross combination mass of the truck-tractor exceeds 9000 kg</li>\\r\\n <li>Any breakdown vehicle that is towing another vehicle</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[513,2577,507,517,522,87,231,2022,1906,86,2385,346,29,1974,314,1988,338,367,2563,8,301,1952,1950,541,2383,302,1953,2473,1767,19,555,574],"images":[]},{"name":"Overall Length of Vehicles","content":"<ol>\\r\\n <li>a trailer (not semi-trailer) of which the GVM is <strong>less than 12 000 kilograms</strong> - shall <strong>not exceed 8 meters</strong></li>\\r\\n <li>a trailer (not semi-trailer) of which the GVM is <strong>more than 12 000 kilograms</strong> - shall <strong>not exceed 12,5 meters</strong></li>\\r\\n <li>an articulated motor vehicle - shall not exceed <strong>18,5 meters</strong></li>\\r\\n <li>a bus-train - shall not exceed <strong>22 meters</strong></li>\\r\\n <li>any other vehicles - shall not exceed <strong>12,5 meters</strong></li>\\r\\n <li>any combination of motor vehicles shall not exceed <strong>22 meters</strong></li>\\r\\n </ol>","questionIds":[542,544,575,2475],"images":[]},{"name":"Overall Height of Vehicles","content":"<ol>\\r\\n <li>May not be used on a public road in the case of a double-deck bus exceeds <strong>4,65 meters</strong></li>\\r\\n <li>May not be used on a public road in the case of any other motor vehicle exceeds <strong>4,3 meters</strong></li>\\r\\n </ol>","questionIds":[574,543,548,576],"images":[]},{"name":"Overall Width of Vehicles","content":"<ol>\\r\\n <li>May not be used on a public road in the case of a bus of which the distance between the centre-lines of the tyres of the two front wheels exceeds <strong>1,9 meters</strong>, if the overall width of such bus exceeds <strong>2,6 meters</strong></li>\\r\\n <li>May not be used on a public road in the case of a goods vehicle the gross vehicle mass of which is <strong>12 000 kilograms</strong> or more, if the overall width thereof exceeds <strong>2,6 meters</strong></li>\\r\\n <li>May not be used on a public road in the case of any other vehicle, if the overall width thereof exceeds <strong>2,5 meters</strong> sometimes rounded to <strong>2,4 meters</strong></li>\\r\\n </ol>","questionIds":[2605,2813],"images":[]},{"name":"Conveyance of Goods","content":"<ol>\\r\\n <li>Goods may not be loaded onto a vehicle in such a manner that it may <br/><br/>\\r\\n <ul>\\r\\n <li>come into contact with the surface of the road</li>\\r\\n <li>obscure the drivers/riders view of traffic to the front or on either side, or his or her view in the rear-view mirror or mirrors of traffic to the rear</li>\\r\\n </ul>\\r\\n </li>\\r\\n <li>Which are not <br/><br/>\\r\\n <ul>\\r\\n <li>safely contained within the body of such vehicle</li>\\r\\n <li>securely fastened to such vehicle</li>\\r\\n <li>and which are not properly protected from being dislodged or spilled from such vehicle</li>\\r\\n <li>on the roof thereof, in the case where such vehicle is a motorcar, if the height of such goods measured from the highest point of such roof <strong>exceeds one-half of the height of the motor car</strong>, measured from ground level: Provided that the provisions of this paragraph shall not be applicable in respect of pedal cycles being transported on the roof of a motor vehicle</li> \\r\\n </ul>\\r\\n </li>\\r\\n <li>Any container, which has provision for fastening by means of âtwist locksâ, unless such container is securely fastened by at least four âtwist locksâ</li>\\r\\n <li>Transporting baggage on a motorcycle in the best possible way is to place the baggage into suitable carriers attached securely to the motorcycle</li>\\r\\n <li>It is against the law for passengers to ride in a caravan</li>\\r\\n <li>If persons are carried on a goods vehicle, that portion of the vehicle in which the persons are being conveyed must be enclosed to a height of <br/><br/>\\r\\n <ul>\\r\\n <li>at least <strong>350 millimeters</strong> above the surface upon which such person is seated</li>\\r\\n <li>at least <strong>900 millimeters</strong> above the surface on which such person is standing</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[2335,2010,71,1908,2635,1960,258,1903,365],"images":[]},{"name":"Projections/Overhang","content":"<ol>\\r\\n <li>A light & heavy motor vehicle may not be used on a public road carrying any goods, which project either side of the longitudinal centre-line of the vehicle by more than <br/><br/>\\r\\n <ul>\\r\\n <li>in the case a bus or a goods vehicle of which the gross vehicle mass of exceeds <strong>12 000 kilograms - 1,3 meters</strong>; or (therefore maximum width of goods is <strong>2,6 meters</strong>)</li>\\r\\n <li>in the case of any other vehicle, <strong>1,25 meters</strong>. (therefore maximum width of goods is <strong>2,5 meters</strong> sometimes rounded to <strong>2,4 meters</strong>)</li>\\r\\n </ul>\\r\\n </li>\\r\\n <li>Provided that any side mirror or direction indicator on the vehicle shall not be taken into account</li>\\r\\n <li>A light & heavy motor vehicle may not be used on a public road carrying any goods, which project<br/><br/>\\r\\n <ul>\\r\\n <li>more than <strong>300 millimeters</strong> beyond the front end of the vehicle</li>\\r\\n <li>more than <strong>1,8 meters</strong> beyond the rear end of the vehicle</li>\\r\\n </ul>\\r\\n </li>\\r\\n <li>A light & heavy motor vehicle may not be used on a public road<br/><br/>\\r\\n <ul>\\r\\n <li>Of which any bracket projects more than <strong>150 millimeters</strong> beyond the widest part of the vehicle. (Side rear view mirrors or direction indicators are excluded)</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[577,1960],"images":[]},{"name":"Warning Flags/Reflections","content":"<ol>\\r\\n <li>Where any load projects more than <strong>150 millimeters</strong> to the side, or more than <strong>300 millimeters</strong> to the rear, it must be marked by means of <br/><br/>\\r\\n <ul>\\r\\n <li>a red flag or flags (<strong>300mm x 300mm</strong>) during the day</li>\\r\\n <li>retro reflectors at night</li>\\r\\n <li>any other time when persons and vehicles are not clearly visible due to unfavorable conditions</li>\\r\\n <li>white retro reflectors to the front and red retro reflectors to the rear</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[515],"images":[]},{"name":"Prohibition of Driving on Shoulder of Road","content":"<ol>\\r\\n <li>No person shall drive a light motor vehicle on the shoulder of a public road, however, during the peri
57od between sunrise and sunset, such vehicle may be driven on the shoulder of a public road which is designated for one lane of traffic in each direction while <br/><br/>\\r\\n <ul>\\r\\n <li>while such motor vehicle is being overtaken by another vehicle</li>\\r\\n <li>if he or she can do so without endangering himself or herself, other traffic, pedestrians or property on such public road; e.g. when you have a flat tyre</li>\\r\\n <li>if persons and vehicles upon such public road are clearly discernible at a distance of at least <strong>150 meters</strong></li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[104,1783,93,1791,25,1792,24],"images":[]},{"name":"Parking","content":"<ol>\\r\\n <li>No person shall park a vehicle on the roadway of a public road <br/><br/>\\r\\n <ul>\\r\\n <li>with a direction given by a traffic officer</li>\\r\\n <li>for any cause beyond the control of the driver/rider</li>\\r\\n <li>in any place where Stopping is not permitted</li>\\r\\n <li>in contravention of any road traffic sign</li>\\r\\n <li>on the same side as a fire hydrant within <strong>1,5 meters</strong> on either side of the hydrant</li>\\r\\n <li>in any place where the vehicle would obscure any road traffic sign</li>\\r\\n <li>in such manner as to encroach upon the sidewalk</li>\\r\\n <li>in such manner as to obstruct any private or public vehicular entrance</li>\\r\\n <li>except for any reason beyond the control of the driver/rider</li>\\r\\n <li>on any portion of the roadway (excluding the shoulders) of a public road outside an urban area or with any part of such vehicle within <strong>1 meter</strong> of the edge of such roadway</li>\\r\\n <li>No person shall park on the roadway of a public road within an urban area</li>\\r\\n <li>within <strong>9 meters</strong> of the side from which he or she approaches a pedestrian crossing</li>\\r\\n <li>within <strong>5 meters</strong> of any intersection</li>\\r\\n <li>upon or over the actuating mechanism of a traffic signal</li>\\r\\n <li>with the outside of any left-hand wheel thereof more than <strong>450 millimeters</strong> within the roadway</li>\\r\\n <li>which is less than <strong>5,5 meters wide</strong></li>\\r\\n <li>on a traffic island or in a pedestrian mall or pedestrian lane.</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[2016,1871,557,2017,64,558,1996,312,2485,1921,113,1787,3079,1887,511,512,65],"images":[]},{"name":"Stopping","content":"<ol>\\r\\n <li>No person shall stop a vehicle on the roadway of a public road <br/><br/> \\r\\n <ul>\\r\\n <li>except in order to <strong>avoid an accident</strong></li>\\r\\n <li>with a direction given by a <strong>traffic officer</strong></li>\\r\\n <li>for any cause beyond the control of the driver/rider</li>\\r\\n <li>alongside or opposite an excavation or obstruction on the public road if other traffic would be obstructed or endangered by such stopping</li>\\r\\n <li>within any tunnel or subway or on any bridge or within <strong>6 meters</strong> of any tunnel, subway or bridge</li>\\r\\n <li>on, or within <strong>6 meters</strong> from the beginning or end of, any part of such roadway where the normal width thereof has for any reason been constricted</li>\\r\\n <li>in contravention of any road traffic sign</li>\\r\\n <li>on the right-hand side of such roadway facing oncoming traffic</li>\\r\\n <li>alongside or opposite any other vehicle on such roadway where such roadway is less than <strong>9 meters</strong> wide</li>\\r\\n <li>within the <strong>railway reserve</strong> at a level crossing</li>\\r\\n <li>within <strong>9 meters</strong> of his or her approaching side of a demarcated pedestrian crossing</li>\\r\\n <li>in any other place where the stopping of a vehicle would constitute a danger or an obstruction to other traffic</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[2493,66,2015,1870,1766],"images":[]},{"name":"Cell Phones","content":"<ol>\\r\\n <li>No person shall drive/ride a vehicle on a public road while holding a cellular or mobile telephone or any other communication device in one or both hands or with any other part of the body</li>\\r\\n </ol>","questionIds":[509,2575,2431,337],"images":[]},{"name":"Pedestrians Right of Way","content":"<ol>\\r\\n <li>The driver/rider of a vehicle must yield right of way, slow down or stop, if necessary in order to yield right of way to a pedestrian crossing a roadway within a pedestrian crossing</li>\\r\\n <li>Whenever any vehicle has stopped at a pedestrian crossing, the driver/rider of any other vehicle may not pass the stopped vehicle</li>\\r\\n <li>The âred manâ light signal shows pedestrians that they may not cross the road at an intersection until the green man light signal is displayed. The pedestrians must remain stationary on the sidew
57alk until a âgreen manâ light signal is displayed. If red man light signal flashes, pedestrians who have not entered the roadway must wait until a âgreen manâ light signal is displayed. Pedestrians who are already in the intersection must cross the intersection as quickly as possible</li>\\r\\n </ol>","questionIds":[526,568,120,1998,565,1786,61,280,280],"images":[]},{"name":"Vehicle Left/Abandoned","content":"<ol>\\r\\n <li>Any vehicle left for a continuous period of more than <br/><br/> \\r\\n <ul>\\r\\n <li><strong>24 hours</strong> in the same place on a <strong>public road</strong> outside an urban area</li>\\r\\n <li><strong>7 days</strong> in the same place on a public road within an <strong>urban area</strong>, shall be deemed to been abandoned by the owner</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[109,2011,70,1968,360,1948],"images":[]},{"name":"Freeways","content":"<ol> \\r\\n <li>The following vehicles may not be used on a freeway <br/><br/> \\r\\n <ul>\\r\\n <li>a vehicle drawn by an animal</li>\\r\\n <li>a pedal cycle</li>\\r\\n <li>a motorcycle having an engine with a cylinder capacity not exceeding 125cc (cubic centimeters) or which is propelled by electrical power</li>\\r\\n <li>a motor quadrucycle</li>\\r\\n <li>a vehicle with a mass not exceeding <strong>230 kilograms</strong> and specially designed, constructed or adapted for the use of a person suffering from a physical defect or disability</li>\\r\\n <li>a tractor, except when such tractor is used in connection with the construction or maintenance of a freeway</li>\\r\\n </ul>\\r\\n </li>\\r\\n <li>No person shall stop a vehicle on a freeway except <br/><br/> \\r\\n <ul>\\r\\n <li>in compliance with a road traffic sign or a direction given by a <strong>traffic officer</strong></li>\\r\\n <li>within an area reserved for the stopping or parking of vehicles by an appropriate road traffic sign</li>\\r\\n <li>for any reason beyond his or her control</li>\\r\\n </ul>\\r\\n </li>\\r\\n <li>No person shall <br/><br/> \\r\\n <ul>\\r\\n <li>give a hand signal when driving/riding a motor vehicle on a freeway except for a reason beyond his or her control</li>\\r\\n <li>be on a freeway on foot under normal circumstances</li>\\r\\n <li>leave or allow an animal to be on a freeway or leave an animal in a place from where it may stray onto a freeway</li>\\r\\n </ul>\\r\\n </li>\\r\\n <li>When a driver/rider of a vehicle travelling on a freeway notices a vehicle in front of him/her wishing to merge from an On-ramp, such driver/rider must allow a vehicle to merge in front of them</li>\\r\\n </ol>","questionIds":[1944,267,83,2028,101,2409,561,1935,1859,505,30,1866,2503,116,110,506],"images":[]},{"name":"Towing","content":"<ol>\\r\\n <li>No person shall use any motorcycle to tow another vehicle</li>\\r\\n <li>No person shall be allowed to tow another vehicle on a public road <br/><br/> \\r\\n <ul>\\r\\n <li>if the length of the tow-rope, chain or tow-bar between the two vehicles exceeds <strong>3,5 meters</strong></li>\\r\\n <li>with a tow-rope or chain in excess of <strong>30km/h</strong>, unless the towing vehicle is connected to the towed vehicle by means of a draw bar or a tow-bar</li>\\r\\n <li>if the towed vehicle is conveying persons at a speed in excess of <strong>30 km/h</strong>, unless the towed vehicle is a semi-trailer. Therefore a towed vehicle not exceeding 30km/h may convey passengers</li>\\r\\n <li>unless the steering gear of the vehicle being towed is controlled by a person holding a code of driving license authorizing him or her to drive the class of such vehicle</li>\\r\\n <li>if the brakes of the towed vehicle do not comply with the provisions, unless the towing vehicle is connected to the towed vehicle by means of a draw bar or tow-bar</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[27,1582,1900,328,350,2381,1985,545,2032,79,2385,346,29,2353,2383,302,262,1922,1958,293,2031,80,504,518,1496,257,317],"images":[]},{"name":"Restriction on Combination of Motor Vehicles","content":"<ol>\\r\\n <li>A combination of motor vehicles is restricted to a drawing vehicle, and <br/><br/> \\r\\n <ul>\\r\\n <li>a maximum of two trailers</li>\\r\\n <li>one other motor vehicle which is not a trailer</li>\\r\\n <li>in an emergency it is permitted to draw or tow one other motor vehicle, which is not a trailer, and a trailer</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[1959,562],"images":[]},{"name":"Accidents","content":"<ol> \\r\\n <li>Any driver/rider of a motor vehicle involved in an accident or who contributes to any accident must immediately stop his/her vehicle <br/><br/> \\r\\n <ul>\\r\\n <li>ascertain the nature and extent of any injuries</li>\\r\\n <li>render such assistance to an injured person as he/she may be capable of rendering</li>\\r\\n <li>ascertain the nature and extent of any damage sustained</li>\\r\\n <li>if required to do so by any person having reasonable grounds to request it, give his/her name and address, name and address of the owner of the vehicle driven by him/her, and the registration number of the vehicle</li>\\r\\n <li>if he/she has not already furnished his/her and the ownerâs names and addresses, and the registration number a traffic officer at the scene of the accident, within <strong>24 hours</strong> report it to a police station and furnish any additional information that may be required of him/her</li>\\r\\n <li>not, except on the instructions of a medical practitioner, take any intoxicating liquor or narcotic drugs before he/she has reported the accident</li>\\r\\n <li>If a person has been killed or injured in an accident, and such accident causes a complete obstruction on the roadway, no vehicle may not be moved from the position from where it came to rest, unless its position has been clearly marked on the road surface by the person moving the vehicle, or such removal has been authorized by a traffic officer</li>\\r\\n </ul>\\r\\n </li>\\r\\n <li>The driver or owner of a vehicle, which was damaged in a collision/accident, must give permission before such vehicle can be removed from the scene of an accident/collision</li>\\r\\n </ol>","questionIds":[1937,336,269,553,499,2379,115,1946,2561,311,340,114],"images":[]},{"name":"Driving while Under the Influence","content":"<ol>\\r\\n <li>No person shall drive a motor vehicle on a public road while the concentration of alcohol in a personâs body is <br/><br/> \\r\\n <ul>\\r\\n <li><strong>0,05 grams per 100ml</strong> of blood or more</li>\\r\\n <li><strong>0,02 grams per 100ml</strong> of blood or more in a case of a professional driver</li>\\r\\n </ul>\\r\\n </li>\\r\\n </ol>","questionIds":[1939,563,497,520],"images":[]}]'),roadSigns=JSON.parse('[{"name":"Control Signs","content":"","questionIds":[33,36,42,123,166,169,170,193,224,285,286,287,288,447,451,678,686,692,700,705,746,768,770,772,774,776,778,2105,2116,2168,2195,2222,2238,2552,2758,2982],"images":["1.png","11.png","11a.png","12.png","13.png","14.png","2.png","3.png","395.png","4.png","5.png","6.png","7.png","8.png","9.png"]},{"name":"Command Signs","content":"","questionIds":[39,45,148,149,164,165,168,177,184,191,198,218,391,431,432,446,449,483,484,485,486,629,631,633,635,637,638,640,644,646,663,665,667,685,720,744,745,747,764,765,766,769,771,773,775,777,779,780,782,784,786,913,973,1105,1183,1385,2066,2146,2159,2276,2290,2304,2340,2396,2436,2536,2684,2872,2980],"images":["15.png","16.png","17.png","18.png","19.png","20.png","21.png","22.png","23.png","24.png","25.png","26.png","27.png","28.png","29.png","30.png","30a.png","31.png","31a.png","32.png","33.png","34.png","35.png","36.png","37.png","38.png","38a.png","39.png","40.png","40a.png","41.png","42.png","42a.png","43.png","44.png","45.png","46.png","46a.png","47.png","48.png","49.png","49a.png","50.png","51.png","643.png","644.png","645.png","646.png","647.png","648.png","649.png","650.png","651.png","652.png","653.png","654.png","655.png","656.png"]},{"name":"Prohibition 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Signs","content":"","questionIds":[126,127,144,151,171,404,423,452,724,728,729,748,753,767,835,1379,1381,1383,1515,1585,2262,2362,2372],"images":["100.png","101.png","102.png","103.png","104.png","105.png","106.png","107.png","108.png","109.png","110.png","111.png","112.png","113.png","114.png","115.png","116.png","117.png","118.png","119.png","120.png","121.png","122.png","123.png","124.png","125.png","126.png","127.png","128.png","129.png","130.png","131.png","132.png","135.png","136.png","137.png","138.png","139.png","140.png","141.png","142.png","143.png","144.png","145.png","146.png","147.png","148.png","149.png","150.png","151.png","152.png","681.png","683.png","684.png","685.png","686.png","687.png","688.png","689.png","690.png","691.png","692.png","693.png","694.png","697.png","95.png","96.png","97.png","98.png","99.png"]},{"name":"Comprehensive Signs","content":"","questionIds":[234,235,448,725,730,781,783,785,2263],"images":["172.png","173.png","174.png"]},{"name":"Restriction Signs","content":"","questionIds":[40,450,731,201,1443,2356,2570],"images":["176.png","177.png","179.png","180.png","181.png","182.png","183.png","184.png","185.png","186.png","187.png","188.png","193.png"]},{"name":"De-restriction Signs","content":"","questionIds":[402,439,455],"images":["218.png","220.png","221.png","222.png","223.png","224.png","225.png","226.png"]},{"name":"Warning Signs","content":"","questionIds":[32,128,136,138,143,152,183,208,244,282,389,465,466,477,487,488,489,619,621,623,649,651,653,655,657,659,661,683,732,733,738,741,743,2223,2354,2554,2578],"images":["276.png","277.png","278.png","279.png","280.png","281.png","282.png","283.png","284.png","285.png","286.png","287.png","288.png","289.png","290.png","291.png","292.png","293.png","294.png","725.png","726.png","727.png","728.png","729.png","730.png","731.png","732.png"]},{"name":"Direction of Movement Signs","content":"","questionIds":[48,49,51,122,134,162,179,196,197,206,242,245,388,475,476,490,491,492,787,788,790,792,2131,2240,2266,2294,2305,2364,2566],"images":["295.png","296.png","297.png","298.png","299.png","300.png","301.png","302.png","303.png","304.png","305.png","306.png","307.png","308.png","309.png","310.png","311.png","312.png","733.png","734.png","735.png","736.png","737.png","738.png","739.png","740.png","741.png","742.png"]},{"name":"Symbolic Signs","content":"","questionIds":[31,34,35,37,38,46,125,129,130,131,132,140,141,142,153,154,157,158,159,160,161,175,195,200,209,210,211,214,219,221,225,229,281,283,284,309,371,372,380,381,382,383,384,385,386,387,426,434,435,464,467,468,469,470,471,472,473,474,493,494,625,627,628,630,632,634,636,642,648,650,652,654,656,658,660,662,664,666,681,689,695,699,703,710,711,734,739,1109,2064,2101,2102,2104,2235,2239,2245,2246,2275,995,2450,2494,2496,2504,2508,2516,2560,2778,2930],"images":["313.png","314.png","315.png","316.png","317.png","318.png","319.png","320.png","321.png","322.png","323.png","324.png","325.png","326.png","327.png","328.png","329.png","330.png","331.png","332.png","333.png","334.png","335.png","336.png","337.png","338.png","339.png","340.png","341.png","342.png","343.png","344.png","345.png","346.png","347.png","348.png","349.png","350.png","351.png","352.png","353.png","354.png","355.png","356.png","357.png","358.png","359.png","360.png","362.png","363.png","364.png","365.png","366.png","367.png","368.png","369.png","370.png","371.png","372.png","373.png","743.png","744.png","745.png","746.png","747.png","748.png","749.png","750.png","751.png","752.png","753.png","754.png","755.png","756.png","757.png","758.png","759.png","760.png","761.png","762.png","763.png","764.png","765.png","766.png","767.png","768.png","769.png","770.png","771.png","772.png","773.png","774.png","775.png","776.png","777.png","778.png","779.png","780.png","781.png","782.png","783.png","784.png","785.png","786.png","787.png","788.png","789.png","792.png","793.png","795.png","796.png"]}
57,{"name":"Combination Signs","content":"","questionIds":[44,47,106,124,133,137,167,178,185,189,192,194,199,204,217,232,233,237,239,240,246,374,390,421,422,424,430,433,478,496,735,740,742,837,843,845,909,1041,1111,1115,1119,1373,1375,1389,1457,1509,1513,1521,1587,1589,2072,2100,2218,2261,2346,2414,2564,2602,2608,2618,2888,2944],"images":["832.png","833.png","834.png","835.png","836.png","837.png","838.png","839.png","840.png","841.png","842.png","843.png","844.png","858.png","c1.png","c2.png","c3.png","c4.png","c5.png","c6.png","850.png","851.png","853.png","854.png","855.png","856.png","857.png","858.png","c7.png","817.png","818.png","819.png","820.png","821.png","822.png","823.png","824.png","825.png","826.png","827.png","828.png","829.png","830.png","831.png","834.png","839.png","845.png","846.png","834.png","839.png","845.png","846.png"]},{"name":"Guidance Signs","content":"","questionIds":[436,437,438,441,442,708,709,736,1445,2584,2624,2840],"images":["470.png","471.png","472.png","473.png","474.png","475.png","476.png","485.png","486.png","487.png","488.png","489.png","490.png","491.png","492.png","493.png","494.png","495.png","496.png","497.png","498.png","499.png","500.png","501.png","502.png","503.png","504.png","505.png","506.png","507.png","531.png","532.png","533.png","534.png","535.png","536.png","537.png","538.png","539.png","540.png","541.png","542.png","543.png","544.png","545.png","546.png","547.png","548.png","549.png","550.png","551.png","552.png","553.png","554.png","555.png","556.png","557.png","558.png","559.png","560.png","561.png","562.png","563.png","564.png"]},{"name":"Route Markers","content":"","questionIds":[228,463,680,688,712,713,2067,2236,2086,2452,2512],"images":["508.png","509.png","509a.png","509b.png","509c.png","509d.png","509e.png","509f.png","512.png","513.png","514.png","515.png","517.png","806.png","808.png"]},{"name":"Freeway Direction Signs","content":"","questionIds":[694,702,707,714,715,737,2237],"images":["518.png","518a.png","519.png","519a.png","520.png","521.png","522.png","523.png","524.png","525.png","526.png","528.png","530.png"]},{"name":"Diagrammatic Signs","content":"","questionIds":[139,174,207,220,428,440,757,758,1171,2054,2208,2306,2327,1107,2580,2942,2958],"images":["612.png","613.png","614.png","615.png","616.png","616a.png","616b.png","616c.png","617.png","618.png","618a.png"]},{"name":"Information Signs","content":"","questionIds":[50,227,156,172,173,181,186,190,216,226,236,238,241,375,395,443,480,682,684,690,696,698,716,911,2103,2209,2217,2360,2424,2582],"images":["377.png","378.png","379.png","380.png","381.png","382.png","383.png","384.png","385.png","386.png","387.png","388.png","389.png","390.png","391.png","392.png","393.png","394.png","394a.png","394b.png","394c.png","853.png","853a.png","853b.png","853c.png"]},{"name":"Road Markings","content":"","questionIds":[222,376,377,378,379,393,396,397,398,399,400,639,641,643,645,647,668,670,673,676,691,697,704,717,718,755,756,759,763,789,791,793,795,797,2043,2065,2070,2181,2210,2211,2244,2314,2315,2206,2426,2514,2562,2572,2978],"images":["395.png","396.png","397.png","398.png","399.png","400.png","401.png","402.png","403.png","404.png","405.png","406.png","407.png","408.png","409.png","410.png","411.png","412.png","413.png","414.png","415.png","416.png","417.png","418.png","419.png","420.png","421.png","422.png","423.png","424.png","425.png","426.png","427.png","428.png","429.png","430.png","453.png","454.png","455.png","456.png","457.png","458.png","459.png","460.png","461.png","462.png","463.png","464.png","465.png","466.png","467.png","468.png"]},{"name":"Traffic Signals","content":"","questionIds":[271,373,453,454,456,457,458,459,460,461,462,719,760,761,2180],"images":["253.png","254.png","255.png","256.png","227.png","228.png","229.png","230.png","231.png","232.png","233.png","234.png","235.png","236.png","237.png","238.png","239.png","240.png","241.png","242.png","243.png","244.png","245.png","246.png","247.png","248.png","249.png","250.png","251.png","252.png"]},{"name":"Other","content":"","questionIds":[392,394,762,2157,2158,2274,931,2081,2179],"images":["traffic4.png","traffic5.png","traffic6.png"]}]'),comprehensive=JSON.parse(`[{"name":"Headlights & Lighting Rules","content":"<h3>
57 When Headlights Must Be Switched On:</h3>\\r\\n <ol>\\r\\n <li><strong>From sunset to sunrise</strong></li>\\r\\n <li><strong>At any time of the day</strong> when you cannot see persons or vehicles for <strong>150 metres</strong> in front of you</li>\\r\\n <li><strong>When it rains</strong> and you cannot see vehicles <strong>100 metres</strong> in front of you</li>\\r\\n <li><strong>On bridges</strong> and <strong>on freeways</strong></li>\\r\\n </ol>\\r\\n \\r\\n <h3> Lighting Requirements:</h3>\\r\\n <ul>\\r\\n <li><strong>Main beam:</strong> Must shine at least 100 metres</li>\\r\\n <li><strong>Dipped beam:</strong> Must shine at least 45 metres</li>\\r\\n <li><strong>Parking lights:</strong> May only be used when parked, not while driving</li>\\r\\n <li><strong>Fog lamps:</strong> Only in poor visibility (snow, fog, mist, dust, smoke)</li>\\r\\n </ul>","questionIds":[1,326,344,2033,3361],"images":[]},{"name":"Right of Way Rules","content":"<h3> You Have Right of Way When:</h3>\\r\\n <ol>\\r\\n <li><strong>You are within a traffic circle</strong> (vehicles already in the circle have right of way)</li>\\r\\n <li><strong>You have stopped first at a four-way stop</strong></li>\\r\\n <li><strong>You are at a yield sign</strong> and no other traffic is approaching</li>\\r\\n </ol>\\r\\n \\r\\n <h3> You Must Yield Right of Way To:</h3>\\r\\n <ul>\\r\\n <li><strong>Emergency vehicles</strong> with sirens and warning lights</li>\\r\\n <li><strong>Pedestrians</strong> crossing at pedestrian crossings</li>\\r\\n <li><strong>Vehicles on your right</strong> at uncontrolled intersections</li>\\r\\n <li><strong>Traffic already in a traffic circle</strong></li>\\r\\n </ul>\\r\\n \\r\\n <h3> Traffic Circle Rules:</h3>\\r\\n <ul>\\r\\n <li>Vehicles <strong>already in the circle</strong> have right of way</li>\\r\\n <li>Yield to traffic on your <strong>right</strong> when entering</li>\\r\\n <li>Signal your intention to exit</li>\\r\\n </ul>","questionIds":[2,310,3363],"images":[]},{"name":"Motorcycle Rules","content":"<h3> Motorcycle Restrictions:</h3>\\r\\n <ol>\\r\\n <li><strong>May not carry passengers</strong> unless the motorcycle has an engine with cylinder capacity exceeding <strong>50 cubic centimetres</strong></li>\\r\\n <li><strong>May not carry more than 2 passengers</strong> unless it has a sidecar</li>\\r\\n <li><strong>May not carry more than 2 adults</strong> in a sidecar</li>\\r\\n <li><strong>May not tow another vehicle</strong> using a motorcycle</li>\\r\\n <li><strong>May not take hold of any other vehicle</strong> that is in motion</li>\\r\\n <li><strong>May not carry any person or animal or object in front</strong> of the rider</li>\\r\\n <li><strong>Must have both hands on handlebars</strong> at all times</li>\\r\\n <li><strong>May not have one wheel lift off the ground</strong> while riding</li>\\r\\n </ol>\\r\\n \\r\\n <h3> Motorcycle Equipment:</h3>\\r\\n <ul>\\r\\n <li><strong>One number plate at the rear only</strong></li>\\r\\n <li><strong>Engine must be covered</strong> and not be a source of danger</li>\\r\\n <li><strong>Must have rear-view mirrors</strong> allowing clear view of traffic behind</li>\\r\\n <li><strong>Load may not project more than 900 millimetres</strong> to the rear of the rear wheel axle</li>\\r\\n </ul>\\r\\n \\r\\n <h3> Freeway Restrictions:</h3>\\r\\n <ul>\\r\\n <li>Motorcycles with engine capacity of <strong>50 cc or less</strong> are forbidden on freeways</li>\\r\\n </ul>","questionIds":[3272,3273,3274,3276,3302,3303,3304,3305,3368,3375,3376,3377],"images":[]},{"name":"Overtaking & Passing Rules","content":"<h3>
57 When You May NOT Pass Another Vehicle:</h3>\\r\\n <ol>\\r\\n <li><strong>When nearing the top of a hill</strong></li>\\r\\n <li><strong>When nearing a curve</strong></li>\\r\\n <li><strong>When you can only see 100 metres</strong> in front of you due to smoke, fog, or poor visibility</li>\\r\\n <li><strong>When approaching a pedestrian crossing</strong></li>\\r\\n <li><strong>When approaching a railway crossing</strong></li>\\r\\n <li><strong>When approaching a bridge or tunnel</strong></li>\\r\\n </ol>\\r\\n \\r\\n <h3> When You May Overtake on the Left:</h3>\\r\\n <ul>\\r\\n <li><strong>When that vehicle is turning right</strong> and the road is wide enough</li>\\r\\n <li><strong>Where the road has two lanes</strong> for traffic in the same direction</li>\\r\\n <li><strong>If a police officer instructs you</strong> to do so</li>\\r\\n <li><strong>When passing a vehicle turning right</strong> without driving on the shoulder</li>\\r\\n </ul>\\r\\n \\r\\n <h3> Safe Following Distance:</h3>\\r\\n <ul>\\r\\n <li><strong>Light vehicles and motorcycles:</strong> Minimum 2 seconds</li>\\r\\n <li><strong>Heavy vehicles:</strong> Minimum 3 seconds</li>\\r\\n <li><strong>Increase distance</strong> in adverse conditions (rain, poor visibility)</li>\\r\\n </ul>","questionIds":[3362,3372,3378,3374,3381,3319,3344],"images":[]},{"name":"Stopping & Parking Rules","content":"<h3> Where You May NOT Stop:</h3>\\r\\n <ol>\\r\\n <li><strong>Within 6 metres</strong> of any bridge, tunnel, or subway</li>\\r\\n <li><strong>Within 9 metres</strong> of a pedestrian crossing</li>\\r\\n <li><strong>Within 1.5 metres</strong> of a fire hydrant</li>\\r\\n <li><strong>Within the railway reserve</strong> at a level crossing</li>\\r\\n <li><strong>Near or opposite an excavation</strong></li>\\r\\n <li><strong>On a pedestrian mall, lane, or traffic island</strong></li>\\r\\n <li><strong>Outside urban areas within 1 metre</strong> of the edge of the road</li>\\r\\n </ol>\\r\\n \\r\\n <h3> Parking Restrictions:</h3>\\r\\n <ul>\\r\\n <li><strong>May not leave vehicle unattended</strong> while engine is running</li>\\r\\n <li><strong>Must apply handbrake</strong> when leaving vehicle unattended</li>\\r\\n <li><strong>May not abandon vehicle</strong> for more than 7 days in urban areas</li>\\r\\n <li><strong>Must ensure vehicle cannot move</strong> from its position when unattended</li>\\r\\n </ul>\\r\\n \\r\\n <h3> Emergency Stopping:</h3>\\r\\n <ul>\\r\\n <li><strong>Place emergency triangle 45 metres</strong> behind stationary vehicle</li>\\r\\n <li><strong>Reflective side faces approaching traffic</strong></li>\\r\\n <li><strong>Heavy vehicles must carry emergency warning sign</strong></li>\\r\\n </ul>","questionIds":[3278,3317,3318,3320,3296,3299,3300],"images":[]},{"name":"Vehicle Equipment & Safety","content":"<h3> Essential Vehicle Equipment:</h3>\\r\\n <ol>\\r\\n <li><strong>Efficient exhaust silencer</strong> - no excessive smoke or fumes</li>\\r\\n <li><strong>Service brake, parking brake, and emergency brake</strong></li>\\r\\n <li><strong>Speedometer</strong> for vehicles capable of 60 km/h or more</li>\\r\\n <li><strong>Rear-view mirrors</strong> allowing clear view of traffic behind</li>\\r\\n <li><strong>Windscreen wipers</strong> that work effectively</li>\\r\\n <li><strong>Hooter/warning device</strong> audible from 90 metres</li>\\r\\n <li><strong>Stop lamps</strong> visible from 30 metres</li>\\r\\n <li><strong>Red retro-reflectors</strong> on rear of vehicle</li>\\r\\n </ol>\\r\\n \\r\\n <h3> Number Plate Requirements:</h3>\\r\\n <ul>\\r\\n <li><strong>One plate at rear</strong> for motorcycles</li>\\r\\n <li><strong>One plate front and rear</strong> for other vehicles</li>\\r\\n <li><strong>Clearly legible</strong> from 20 metres</li>\\r\\n <li><strong>Upright position</strong> or within 30 degrees</li>\\r\\n <li><strong>Not easily detachable</strong></li>\\r\\n </ul>\\r\\n \\r\\n <h3> Load Restrictions:</h3>\\r\\n <ul>\\r\\n <li><strong>Light/heavy vehicles:</strong> May not project more than 1.8 metres to rear</li>\\r\\n <li><strong>Light/heavy vehicles:</strong> May not project more than 300 millimetres to front</li>\\r\\n <li><strong>Motorcycles:</strong> May not project more than 900 millimetres to rear</li>\\r\\n <li><strong>Mark with red flags</strong> if projecting more than 150mm to side or 300mm to rear</li>\\r\\n </ul>","questionIds":[3279,3281,3284,3286,3297,3307,3308,3322,3332,3339],"images":[]},{"name":"Speed Limits & Driving Rules","content":"<h3>
57 Speed Limits:</h3>\\r\\n <ol>\\r\\n <li><strong>Urban areas:</strong> 60 km/h (unless otherwise indicated)</li>\\r\\n <li><strong>Freeways:</strong> 120 km/h (unless otherwise indicated)</li>\\r\\n <li><strong>Articulated vehicles over 9000kg:</strong> 80 km/h</li>\\r\\n <li><strong>Breakdown vehicles towing:</strong> 80 km/h</li>\\r\\n <li><strong>Towing with rope:</strong> 30 km/h</li>\\r\\n <li><strong>Towing with tow-bar:</strong> may exceed 30 km/h</li>\\r\\n </ol>\\r\\n \\r\\n <h3> General Driving Rules:</h3>\\r\\n <ul>\\r\\n <li><strong>Keep as far left as possible</strong> on the road</li>\\r\\n <li><strong>Have reasonable consideration</strong> for other road users</li>\\r\\n <li><strong>May not drive under influence</strong> of alcohol or drugs</li>\\r\\n <li><strong>May not occupy driver's seat</strong> while under influence with engine running</li>\\r\\n <li><strong>May not drag or spin wheels</strong> except in emergency</li>\\r\\n <li><strong>May not cause excessive 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as a,parsePageIdFromSlug as b,parseBookIdFromSlug as p,toBookSlug as t};
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