diff --git a/index.html b/index.html
index e988970843..2dbbf85be8 100644
--- a/index.html
+++ b/index.html
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 </body>
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\ No newline at end of file
diff --git a/p__Account__index.7044d2ce.async.js b/p__Account__index.ad887fa2.async.js
similarity index 83%
rename from p__Account__index.7044d2ce.async.js
rename to p__Account__index.ad887fa2.async.js
index 9f6245b461..93a3de31c9 100644
--- a/p__Account__index.7044d2ce.async.js
+++ b/p__Account__index.ad887fa2.async.js
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M=o.width-r.width,C=o.height-r.height;r.minLeft=Math.min(0,M),r.minTop=Math.min(0,C),r.maxLeft=Math.max(0,M),r.maxTop=Math.max(0,C),l&&this.limited&&(r.minLeft=Math.min(n.left,n.left+(n.width-r.width)),r.minTop=Math.min(n.top,n.top+(n.height-r.height)),r.maxLeft=n.left,r.maxTop=n.top,s===2&&(r.width>=o.width&&(r.minLeft=Math.min(0,M),r.maxLeft=Math.max(0,M)),r.height>=o.height&&(r.minTop=Math.min(0,C),r.maxTop=Math.max(0,C))))}else r.minLeft=-r.width,r.minTop=-r.height,r.maxLeft=o.width,r.maxTop=o.height},renderCanvas:function(t,a){var e=this.canvasData,o=this.imageData;if(a){var r=Fe({width:o.naturalWidth*Math.abs(o.scaleX||1),height:o.naturalHeight*Math.abs(o.scaleY||1),degree:o.rotate||0}),n=r.width,s=r.height,p=e.width*(n/e.naturalWidth),l=e.height*(s/e.naturalHeight);e.left-=(p-e.width)/2,e.top-=(l-e.height)/2,e.width=p,e.height=l,e.aspectRatio=n/s,e.naturalWidth=n,e.naturalHeight=s,this.limitCanvas(!0,!1)}(e.width>e.maxWidth||e.width<e.minWidth)&&(e.left=e.oldLeft),(e.height>e.maxHeight||e.height<e.minHeight)&&(e.top=e.oldTop),e.width=Math.min(Math.max(e.width,e.minWidth),e.maxWidth),e.height=Math.min(Math.max(e.height,e.minHeight),e.maxHeight),this.limitCanvas(!1,!0),e.left=Math.min(Math.max(e.left,e.minLeft),e.maxLeft),e.top=Math.min(Math.max(e.top,e.minTop),e.maxTop),e.oldLeft=e.left,e.oldTop=e.top,Dt(this.canvas,I({width:e.width,height:e.height},Gt({translateX:e.left,translateY:e.top}))),this.renderImage(t),this.cropped&&this.limited&&this.limitCropBox(!0,!0)},renderImage:function(t){var a=this.canvasData,e=this.imageData,o=e.naturalWidth*(a.width/a.naturalWidth),r=e.naturalHeight*(a.height/a.naturalHeight);I(e,{width:o,height:r,left:(a.width-o)/2,top:(a.height-r)/2}),Dt(this.image,I({width:e.width,height:e.height},Gt(I({translateX:e.left,translateY:e.top},e)))),t&&this.output()},initCropBox:function(){var t=this.options,a=this.canvasData,e=t.aspectRatio||t.initialAspectRatio,o=Number(t.autoCropArea)||.8,r={width:a.width,height:a.height};e&&(a.height*e>a.width?r.height=r.width/e:r.width=r.height*e),this.cropBoxData=r,this.limitCropBox(!0,!0),r.width=Math.min(Math.max(r.width,r.minWidth),r.maxWidth),r.height=Math.min(Math.max(r.height,r.minHeight),r.maxHeight),r.width=Math.max(r.minWidth,r.width*o),r.height=Math.max(r.minHeight,r.height*o),r.left=a.left+(a.width-r.width)/2,r.top=a.top+(a.height-r.height)/2,r.oldLeft=r.left,r.oldTop=r.top,this.initialCropBoxData=I({},r)},limitCropBox:function(t,a){var e=this.options,o=this.containerData,r=this.canvasData,n=this.cropBoxData,s=this.limited,p=e.aspectRatio;if(t){var l=Number(e.minCropBoxWidth)||0,c=Number(e.minCropBoxHeight)||0,h=s?Math.min(o.width,r.width,r.width+r.left,o.width-r.left):o.width,f=s?Math.min(o.height,r.height,r.height+r.top,o.height-r.top):o.height;l=Math.min(l,o.width),c=Math.min(c,o.height),p&&(l&&c?c*p>l?c=l/p:l=c*p:l?c=l/p:c&&(l=c*p),f*p>h?f=h/p:h=f*p),n.minWidth=Math.min(l,h),n.minHeight=Math.min(c,f),n.maxWidth=h,n.maxHeight=f}a&&(s?(n.minLeft=Math.max(0,r.left),n.minTop=Math.max(0,r.top),n.maxLeft=Math.min(o.width,r.left+r.width)-n.width,n.maxTop=Math.min(o.height,r.top+r.height)-n.height):(n.minLeft=0,n.minTop=0,n.maxLeft=o.width-n.width,n.maxTop=o.height-n.height))},renderCropBox:function(){var t=this.options,a=this.containerData,e=this.cropBoxData;(e.width>e.maxWidth||e.width<e.minWidth)&&(e.left=e.oldLeft),(e.height>e.maxHeight||e.height<e.minHeight)&&(e.top=e.oldTop),e.width=Math.min(Math.max(e.width,e.minWidth),e.maxWidth),e.height=Math.min(Math.max(e.height,e.minHeight),e.maxHeight),this.limitCropBox(!1,!0),e.left=Math.min(Math.max(e.left,e.minLeft),e.maxLeft),e.top=Math.min(Math.max(e.top,e.minTop),e.maxTop),e.oldLeft=e.left,e.oldTop=e.top,t.movable&&t.cropBoxMovable&&$t(this.face,_,e.width>=a.width&&e.height>=a.height?At:Tt),Dt(this.cropBox,I({width:e.width,height:e.height},Gt({translateX:e.left,translateY:e.top}))),this.cropped&&this.limited&&this.limitCanvas(!0,!0),this.disabled||this.output()},output:function(){this.preview(),Yt(this.element,$,this.getData())}},Je={initPreview:function(){var t=this.element,a=this.crossOrigin,e=this.options.preview,o=a?this.crossOriginUrl:this.url,r=t.alt||"The image to preview",n=document.createElement("img");if(a&&(n.crossOrigin=a),n.src=o,n.alt=r,this.viewBox.appendChild(n),this.viewBoxImage=n,!!e){var s=e;typeof e=="string"?s=t.ownerDocument.querySelectorAll(e):e.querySelector&&(s=[e]),this.previews=s,W(s,function(p){var l=document.createElement("img");$t(p,L,{width:p.offsetWidth,height:p.offsetHeight,html:p.innerHTML}),a&&(l.crossOrigin=a),l.src=o,l.alt=r,l.style.cssText='display:block;width:100%;height:auto;min-width:0!important;min-height:0!important;max-width:none!important;max-height:none!important;image-orientation:0deg!important;"',p.innerHTML="",p.appendChild(l)})}},resetPreview:function(){W(this.previews,function(t){var a=oe(t,L);Dt(t,{width:a.width,height:a.height}),t.innerHTML=a.html,Le(t,L)})},preview:function(){var t=this.imageData,a=this.canvasData,e=this.cropBoxData,o=e.width,r=e.height,n=t.width,s=t.height,p=e.left-a.left-t.left,l=e.top-a.top-t.top;!this.cropped||this.disabled||(Dt(this.viewBoxImage,I({width:n,height:s},Gt(I({translateX:-p,translateY:-l},t)))),W(this.previews,function(c){var h=oe(c,L),f=h.width,M=h.height,C=f,B=M,T=1;o&&(T=f/o,B=r*T),r&&B>M&&(T=M/r,C=o*T,B=M),Dt(c,{width:C,height:B}),Dt(c.getElementsByTagName("img")[0],I({width:n*T,height:s*T},Gt(I({translateX:-p*T,translateY:-l*T},t))))}))}},Ke={bind:function(){var t=this.element,a=this.options,e=this.cropper;J(a.cropstart)&&at(t,ut,a.cropstart),J(a.cropmove)&&at(t,ct,a.cropmove),J(a.cropend)&&at(t,Z,a.cropend),J(a.crop)&&at(t,$,a.crop),J(a.zoom)&&at(t,ie,a.zoom),at(e,Nt,this.onCropStart=this.cropStart.bind(this)),a.zoomable&&a.zoomOnWheel&&at(e,Kt,this.onWheel=this.wheel.bind(this),{passive:!1,capture:!0}),a.toggleDragModeOnDblclick&&at(e,Ft,this.onDblclick=this.dblclick.bind(this)),at(t.ownerDocument,qt,this.onCropMove=this.cropMove.bind(this)),at(t.ownerDocument,Ut,this.onCropEnd=this.cropEnd.bind(this)),a.responsive&&at(window,jt,this.onResize=this.resize.bind(this))},unbind:function(){var t=this.element,a=this.options,e=this.cropper;J(a.cropstart)&&ht(t,ut,a.cropstart),J(a.cropmove)&&ht(t,ct,a.cropmove),J(a.cropend)&&ht(t,Z,a.cropend),J(a.crop)&&ht(t,$,a.crop),J(a.zoom)&&ht(t,ie,a.zoom),ht(e,Nt,this.onCropStart),a.zoomable&&a.zoomOnWheel&&ht(e,Kt,this.onWheel,{passive:!1,capture:!0}),a.toggleDragModeOnDblclick&&ht(e,Ft,this.onDblclick),ht(t.ownerDocument,qt,this.onCropMove),ht(t.ownerDocument,Ut,this.onCropEnd),a.responsive&&ht(window,jt,this.onResize)}},ta={resize:function(){if(!this.disabled){var t=this.options,a=this.container,e=this.containerData,o=a.offsetWidth/e.width,r=a.offsetHeight/e.height,n=Math.abs(o-1)>Math.abs(r-1)?o:r;if(n!==1){var s,p;t.restore&&(s=this.getCanvasData(),p=this.getCropBoxData()),this.render(),t.restore&&(this.setCanvasData(W(s,function(l,c){s[c]=l*n})),this.setCropBoxData(W(p,function(l,c){p[c]=l*n})))}}},dblclick:function(){this.disabled||this.options.dragMode===st||this.setDragMode(We(this.dragBox,S)?lt:ot)},wheel:function(t){var a=this,e=Number(this.options.wheelZoomRatio)||.1,o=1;this.disabled||(t.preventDefault(),!this.wheeling&&(this.wheeling=!0,setTimeout(function(){a.wheeling=!1},50),t.deltaY?o=t.deltaY>0?1:-1:t.wheelDelta?o=-t.wheelDelta/120:t.detail&&(o=t.detail>0?1:-1),this.zoom(-o*e,t)))},cropStart:function(t){var a=t.buttons,e=t.button;if(!(this.disabled||(t.type==="mousedown"||t.type==="pointerdown"&&t.pointerType==="mouse")&&(x(a)&&a!==1||x(e)&&e!==0||t.ctrlKey))){var o=this.options,r=this.pointers,n;t.changedTouches?W(t.changedTouches,function(s){r[s.identifier]=te(s)}):r[t.pointerId||0]=te(t),Object.keys(r).length>1&&o.zoomable&&o.zoomOnTouch?n=g:n=oe(t.target,_),_e.test(n)&&Yt(this.element,ut,{originalEvent:t,action:n})!==!1&&(t.preventDefault(),this.action=n,this.cropping=!1,n===Et&&(this.cropping=!0,U(this.dragBox,F)))}},cropMove:function(t){var a=this.action;if(!(this.disabled||!a)){var e=this.pointers;t.preventDefault(),Yt(this.element,ct,{originalEvent:t,action:a})!==!1&&(t.changedTouches?W(t.changedTouches,function(o){I(e[o.identifier]||{},te(o,!0))}):I(e[t.pointerId||0]||{},te(t,!0)),this.change(t))}},cropEnd:function(t){if(!this.disabled){var a=this.action,e=this.pointers;t.changedTouches?W(t.changedTouches,function(o){delete e[o.identifier]}):delete e[t.pointerId||0],a&&(t.preventDefault(),Object.keys(e).length||(this.action=""),this.cropping&&(this.cropping=!1,Lt(this.dragBox,F,this.cropped&&this.options.modal)),Yt(this.element,Z,{originalEvent:t,action:a}))}}},ea={change:function(t){var a=this.options,e=this.canvasData,o=this.containerData,r=this.cropBoxData,n=this.pointers,s=this.action,p=a.aspectRatio,l=r.left,c=r.top,h=r.width,f=r.height,M=l+h,C=c+f,B=0,T=0,Y=o.width,j=o.height,P=!0,gt;!p&&t.shiftKey&&(p=h&&f?h/f:1),this.limited&&(B=r.minLeft,T=r.minTop,Y=B+Math.min(o.width,e.width,e.left+e.width),j=T+Math.min(o.height,e.height,e.top+e.height));var tt=n[Object.keys(n)[0]],d={x:tt.endX-tt.startX,y:tt.endY-tt.startY},A=function(it){switch(it){case y:M+d.x>Y&&(d.x=Y-M);break;case v:l+d.x<B&&(d.x=B-l);break;case O:c+d.y<T&&(d.y=T-c);break;case u:C+d.y>j&&(d.y=j-C);break}};switch(s){case Tt:l+=d.x,c+=d.y;break;case y:if(d.x>=0&&(M>=Y||p&&(c<=T||C>=j))){P=!1;break}A(y),h+=d.x,h<0&&(s=v,h=-h,l-=h),p&&(f=h/p,c+=(r.height-f)/2);break;case O:if(d.y<=0&&(c<=T||p&&(l<=B||M>=Y))){P=!1;break}A(O),f-=d.y,c+=d.y,f<0&&(s=u,f=-f,c-=f),p&&(h=f*p,l+=(r.width-h)/2);break;case v:if(d.x<=0&&(l<=B||p&&(c<=T||C>=j))){P=!1;break}A(v),h-=d.x,l+=d.x,h<0&&(s=y,h=-h,l-=h),p&&(f=h/p,c+=(r.height-f)/2);break;case u:if(d.y>=0&&(C>=j||p&&(l<=B||M>=Y))){P=!1;break}A(u),f+=d.y,f<0&&(s=O,f=-f,c-=f),p&&(h=f*p,l+=(r.width-h)/2);break;case k:if(p){if(d.y<=0&&(c<=T||M>=Y)){P=!1;break}A(O),f-=d.y,c+=d.y,h=f*p}else 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this.cropped&&!this.disabled&&(I(this.cropBoxData,{left:0,top:0,width:0,height:0}),this.cropped=!1,this.renderCropBox(),this.limitCanvas(!0,!0),this.renderCanvas(),ft(this.dragBox,F),U(this.cropBox,b)),this},replace:function(t){var a=arguments.length>1&&arguments[1]!==void 0?arguments[1]:!1;return!this.disabled&&t&&(this.isImg&&(this.element.src=t),a?(this.url=t,this.image.src=t,this.ready&&(this.viewBoxImage.src=t,W(this.previews,function(e){e.getElementsByTagName("img")[0].src=t}))):(this.isImg&&(this.replaced=!0),this.options.data=null,this.uncreate(),this.load(t))),this},enable:function(){return this.ready&&this.disabled&&(this.disabled=!1,ft(this.cropper,D)),this},disable:function(){return this.ready&&!this.disabled&&(this.disabled=!0,U(this.cropper,D)),this},destroy:function(){var t=this.element;return t[R]?(t[R]=void 0,this.isImg&&this.replaced&&(t.src=this.originalUrl),this.uncreate(),this):this},move:function(t){var a=arguments.length>1&&arguments[1]!==void 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s=e.width/e.naturalWidth;x(t.x)&&(r.left=t.x*s+o.left),x(t.y)&&(r.top=t.y*s+o.top),x(t.width)&&(r.width=t.width*s),x(t.height)&&(r.height=t.height*s),this.setCropBoxData(r)}return this},getContainerData:function(){return this.ready?I({},this.containerData):{}},getImageData:function(){return this.sized?I({},this.imageData):{}},getCanvasData:function(){var t=this.canvasData,a={};return this.ready&&W(["left","top","width","height","naturalWidth","naturalHeight"],function(e){a[e]=t[e]}),a},setCanvasData:function(t){var a=this.canvasData,e=a.aspectRatio;return this.ready&&!this.disabled&&Wt(t)&&(x(t.left)&&(a.left=t.left),x(t.top)&&(a.top=t.top),x(t.width)?(a.width=t.width,a.height=t.width/e):x(t.height)&&(a.height=t.height,a.width=t.height*e),this.renderCanvas(!0)),this},getCropBoxData:function(){var t=this.cropBoxData,a;return this.ready&&this.cropped&&(a={left:t.left,top:t.top,width:t.width,height:t.height}),a||{}},setCropBoxData:function(t){var a=this.cropBoxData,e=this.options.aspectRatio,o,r;return this.ready&&this.cropped&&!this.disabled&&Wt(t)&&(x(t.left)&&(a.left=t.left),x(t.top)&&(a.top=t.top),x(t.width)&&t.width!==a.width&&(o=!0,a.width=t.width),x(t.height)&&t.height!==a.height&&(r=!0,a.height=t.height),e&&(o?a.height=a.width/e:r&&(a.width=a.height*e)),this.renderCropBox()),this},getCroppedCanvas:function(){var t=arguments.length>0&&arguments[0]!==void 0?arguments[0]:{};if(!this.ready||!window.HTMLCanvasElement)return null;var a=this.canvasData,e=Ue(this.image,this.imageData,a,t);if(!this.cropped)return e;var o=this.getData(t.rounded),r=o.x,n=o.y,s=o.width,p=o.height,l=e.width/Math.floor(a.naturalWidth);l!==1&&(r*=l,n*=l,s*=l,p*=l);var c=s/p,h=xt({aspectRatio:c,width:t.maxWidth||1/0,height:t.maxHeight||1/0}),f=xt({aspectRatio:c,width:t.minWidth||0,height:t.minHeight||0},"cover"),M=xt({aspectRatio:c,width:t.width||(l!==1?e.width:s),height:t.height||(l!==1?e.height:p)}),C=M.width,B=M.height;C=Math.min(h.width,Math.max(f.width,C)),B=Math.min(h.height,Math.max(f.height,B));var T=document.createElement("canvas"),Y=T.getContext("2d");T.width=Pt(C),T.height=Pt(B),Y.fillStyle=t.fillColor||"transparent",Y.fillRect(0,0,C,B);var j=t.imageSmoothingEnabled,P=j===void 0?!0:j,gt=t.imageSmoothingQuality;Y.imageSmoothingEnabled=P,gt&&(Y.imageSmoothingQuality=gt);var tt=e.width,d=e.height,A=r,X=n,it,bt,St,It,Ct,pt;A<=-s||A>tt?(A=0,it=0,St=0,Ct=0):A<=0?(St=-A,A=0,it=Math.min(tt,s+A),Ct=it):A<=tt&&(St=0,it=Math.min(s,tt-A),Ct=it),it<=0||X<=-p||X>d?(X=0,bt=0,It=0,pt=0):X<=0?(It=-X,X=0,bt=Math.min(d,p+X),pt=bt):X<=d&&(It=0,bt=Math.min(p,d-X),pt=bt);var K=[A,X,it,bt];if(Ct>0&&pt>0){var Bt=C/s;K.push(St*Bt,It*Bt,Ct*Bt,pt*Bt)}return 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a=this.element,e=a.tagName.toLowerCase(),o;if(!a[R]){if(a[R]=this,e==="img"){if(this.isImg=!0,o=a.getAttribute("src")||"",this.originalUrl=o,!o)return;o=a.src}else e==="canvas"&&window.HTMLCanvasElement&&(o=a.toDataURL());this.load(o)}}},{key:"load",value:function(a){var e=this;if(a){this.url=a,this.imageData={};var o=this.element,r=this.options;if(!r.rotatable&&!r.scalable&&(r.checkOrientation=!1),!r.checkOrientation||!window.ArrayBuffer){this.clone();return}if(Te.test(a)){Ae.test(a)?this.read(Ge(a)):this.clone();return}var n=new XMLHttpRequest,s=this.clone.bind(this);this.reloading=!0,this.xhr=n,n.onabort=s,n.onerror=s,n.ontimeout=s,n.onprogress=function(){n.getResponseHeader("content-type")!==le&&n.abort()},n.onload=function(){e.read(n.response)},n.onloadend=function(){e.reloading=!1,e.xhr=null},r.checkCrossOrigin&&ye(a)&&o.crossOrigin&&(a=we(a)),n.open("GET",a,!0),n.responseType="arraybuffer",n.withCredentials=o.crossOrigin==="use-credentials",n.send()}}},{key:"read",value:function(a){var e=this.options,o=this.imageData,r=Ze(a),n=0,s=1,p=1;if(r>1){this.url=Ve(a,le);var l=Qe(r);n=l.rotate,s=l.scaleX,p=l.scaleY}e.rotatable&&(o.rotate=n),e.scalable&&(o.scaleX=s,o.scaleY=p),this.clone()}},{key:"clone",value:function(){var a=this.element,e=this.url,o=a.crossOrigin,r=e;this.options.checkCrossOrigin&&ye(e)&&(o||(o="anonymous"),r=we(e)),this.crossOrigin=o,this.crossOriginUrl=r;var n=document.createElement("img");o&&(n.crossOrigin=o),n.src=r||e,n.alt=a.alt||"The image to crop",this.image=n,n.onload=this.start.bind(this),n.onerror=this.stop.bind(this),U(n,Q),a.parentNode.insertBefore(n,a.nextSibling)}},{key:"start",value:function(){var a=this,e=this.image;e.onload=null,e.onerror=null,this.sizing=!0;var o=G.navigator&&/(?:iPad|iPhone|iPod).*?AppleWebKit/i.test(G.navigator.userAgent),r=function(l,c){I(a.imageData,{naturalWidth:l,naturalHeight:c,aspectRatio:l/c}),a.initialImageData=I({},a.imageData),a.sizing=!1,a.sized=!0,a.build()};if(e.naturalWidth&&!o){r(e.naturalWidth,e.naturalHeight);return}var n=document.createElement("img"),s=document.body||document.documentElement;this.sizingImage=n,n.onload=function(){r(n.width,n.height),o||s.removeChild(n)},n.src=e.src,o||(n.style.cssText="left:0;max-height:none!important;max-width:none!important;min-height:0!important;min-width:0!important;opacity:0;position:absolute;top:0;z-index:-1;",s.appendChild(n))}},{key:"stop",value:function(){var a=this.image;a.onload=null,a.onerror=null,a.parentNode.removeChild(a),this.image=null}},{key:"build",value:function(){if(!(!this.sized||this.ready)){var a=this.element,e=this.options,o=this.image,r=a.parentNode,n=document.createElement("div");n.innerHTML=Re;var s=n.querySelector(".".concat(R,"-container")),p=s.querySelector(".".concat(R,"-canvas")),l=s.querySelector(".".concat(R,"-drag-box")),c=s.querySelector(".".concat(R,"-crop-box")),h=c.querySelector(".".concat(R,"-face"));this.container=r,this.cropper=s,this.canvas=p,this.dragBox=l,this.cropBox=c,this.viewBox=s.querySelector(".".concat(R,"-view-box")),this.face=h,p.appendChild(o),U(a,b),r.insertBefore(s,a.nextSibling),ft(o,Q),this.initPreview(),this.bind(),e.initialAspectRatio=Math.max(0,e.initialAspectRatio)||NaN,e.aspectRatio=Math.max(0,e.aspectRatio)||NaN,e.viewMode=Math.max(0,Math.min(3,Math.round(e.viewMode)))||0,U(c,b),e.guides||U(c.getElementsByClassName("".concat(R,"-dashed")),b),e.center||U(c.getElementsByClassName("".concat(R,"-center")),b),e.background&&U(s,"".concat(R,"-bg")),e.highlight||U(h,nt),e.cropBoxMovable&&(U(h,q),$t(h,_,Tt)),e.cropBoxResizable||(U(c.getElementsByClassName("".concat(R,"-line")),b),U(c.getElementsByClassName("".concat(R,"-point")),b)),this.render(),this.ready=!0,this.setDragMode(e.dragMode),e.autoCrop&&this.crop(),this.setData(e.data),J(e.ready)&&at(a,Jt,e.ready,{once:!0}),Yt(a,Jt)}}},{key:"unbuild",value:function(){if(this.ready){this.ready=!1,this.unbind(),this.resetPreview();var a=this.cropper.parentNode;a&&a.removeChild(this.cropper),ft(this.element,b)}}},{key:"uncreate",value:function(){this.ready?(this.unbuild(),this.ready=!1,this.cropped=!1):this.sizing?(this.sizingImage.onload=null,this.sizing=!1,this.sized=!1):this.reloading?(this.xhr.onabort=null,this.xhr.abort()):this.image&&this.stop()}}],[{key:"noConflict",value:function(){return window.Cropper=ia,i}},{key:"setDefaults",value:function(a){I(pe,Wt(a)&&a)}}])}();return I(De.prototype,qe,Je,Ke,ta,ea,aa),De})},33555:function(ae,dt,z){"use strict";var w;w={value:!0},dt.Z=void 0;var H=Xt(z(59301)),m=Mt(z(12708)),yt=Mt(z(21639));function Mt(g){return g&&g.__esModule?g:{default:g}}function Xt(g){if(g&&g.__esModule)return g;var y={};if(g!=null){for(var v in g)if(Object.prototype.hasOwnProperty.call(g,v)){var u=Object.defineProperty&&Object.getOwnPropertyDescriptor?Object.getOwnPropertyDescriptor(g,v):{};u.get||u.set?Object.defineProperty(y,v,u):y[v]=g[v]}}return y.default=g,y}function wt(g){return typeof 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R=["dragMode","aspectRatio","data","crop","viewMode","preview","responsive","restore","checkCrossOrigin","checkOrientation","modal","guides","center","highlight","background","autoCrop","autoCropArea","movable","rotatable","scalable","zoomable","zoomOnTouch","zoomOnWheel","wheelZoomRatio","cropBoxMovable","cropBoxResizable","toggleDragModeOnDblclick","minContainerWidth","minContainerHeight","minCanvasWidth","minCanvasHeight","minCropBoxWidth","minCropBoxHeight","ready","cropstart","cropmove","cropend","zoom"],Tt=R.slice(4),Et=function(g){_t(y,g);function y(){return Ht(this,y),N(this,G(y).apply(this,arguments))}return Ot(y,[{key:"componentDidMount",value:function(){var u=this,O=Object.keys(this.props).filter(function(k){return R.indexOf(k)!==-1}).reduce(function(k,V){return kt({},k,et({},V,u.props[V]))},{});this.cropper=new yt.default(this.img,O)}},{key:"UNSAFE_componentWillReceiveProps",value:function(u){var 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diff --git a/p__NewIndex__index.0c34564a.chunk.css b/p__NewIndex__index.0c34564a.chunk.css
new file mode 100644
index 0000000000..8e6dbde879
--- /dev/null
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index 9e27bdc27e..0000000000
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new file mode 100644
index 0000000000..a9ea2443dd
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"},78973:function(t){t.exports="data:image/png;base64,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"},73212:function(t){t.exports="data:image/png;base64,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"},17708:function(t,T,m){t.exports=m.p+"static/tyzxt.c7a19f83.png"},46171:function(t){t.exports="data:image/png;base64,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"},11977:function(t){t.exports="data:image/png;base64,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diff --git a/p__NewIndex__index.b34187a0.async.js b/p__NewIndex__index.b34187a0.async.js
deleted file mode 100644
index 7746ec6744..0000000000
--- a/p__NewIndex__index.b34187a0.async.js
+++ /dev/null
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Jo5Qq8ZV0Zb7/Nx+oVHtjPvmfLF7cua16tA2Kb07jyVfcCG3KEw5ZZHQeLRLc7lNMjEQ70GczN+ZjiW7vVs3GVloiFBsURSLooJEKh6WKEs8PA633A6CzboCPE5UvKaGsIoXrnmEaWK7J0ZcvhVDHFTgEHLp8dchzNm7oinJ8yGJ9NidMkjcWTksrCABxOlMhSeedxE2GCqCNKaFG9igGnUa1zxauUQ2LLqHoRUBFXiapclIumZBSO9RxXnIQWYgadnpeErT750rQgWjKBo4WtkJ5oyQSOFqbIOtGSCRwtbIX0REsmcLQwRdaJlkzgaGErpCdaMoGjhSmybmwyRMgr0/q8wY7VGWxdX2c7kBXSk67iChwtTJF1oiUTOFrYCumJlkzgaGGKrBMtmcDRwlZIT7RkAgbpqlQ8mMmyrSKc6ixSE8TsRX3XuC66wvpHInvPeYgCH2s4sa1qijBbMvbXb7BfyqgjHbbyRTzJBRQFrOth1vnxIQ+D0z7mSj5OjmTw0jnf/u79+pUhrlkeoCEfgWOSMVIusZHiWFLsUll+XFs5TgBZFmp0RjyrUvHiAeyCTu4w+YuTFCROcgGDCWJKDCxwzIsqtDJJOO2U4huxJBOk1OeT1nwNk2mmcuPkDkvVk+fsCitKmpemv5/kM+WwMh6Ub5VDfWJ0Iv6HEo4nvqOF/ynKrzzYdrIt43JguTE7JmEDtWInsSIbvcKJicm5CLvPAgOTPrrrDNZyAG/vCrGuBXjrKoOGzOIGZUv1IYgtpXwxBWRx/GJ8Bjg35qF/KsvJkyuoIksWAjO8kzg46OOV8x6WNALv2RJgTQsFiu+Aumnn2PpnqH/yRYNXdhzZvgAAEABJREFUjoT4wsPAxCQlfHFwvxBjiG3ME6kIa0DEvPKIRaCzdWTV5nsSkpcgUos4CZNyWZLWYpzo1gQSHlENWwHyFnMSyXycexuiWhonQTuBxF2BnIqzA1khGRAoqrDjCQvEE3zfyJVRZTwBm3f2n8FJJFVRxeAnuUDRhMmq6Dla/P8TctmrNIVaT8B9Z8QU9Y8O9OuoiEoCoorqApoM6djopK0Tg4TQ4f4Ir3EArW7ysLElwtU9Eda2At0NHloKnl0ZFRfpTxHT4UvQUpsthjy3GozN+lyB2ZVYv4upB5w7B7klfvq0h/39HjjHLqZWy2MCS5s9fPS9GTxzPIOHnjD4tT/wcPq84UVaMllQJ44kQq0jEE1uComUhNyFjkI6y5eOoy1DnhiVSlpEw8qpKBGRc2I7mmO+Qi5GaDfhosdJuVCibY2RRyfdhFtFlHsuRNqRi6b7/SaPODA4LmrLxIowhp2gwq0S343y6Z/xHboY4aHDEe475OGZExEmZuOUByYifOV14H+ww/7Js8Czx0NoQFcaI1arZngeFXeAKlNn1SO8GLpqCbCtI8I6DuAursid9R4HMCsC8z7ZJ9BVkqzRcAImFHBJnOG2fGI2wxXX4yqMdFXjUh+PutDW+5HjPg4MoGZAp8zDZYBJgbtpvPMGDz/8zzz43E2cPF/G5+8FTp6bn4qzQL5IImdnHhnbdzoSEhQUkIxdTUAsMbj6i1wMJE74jrTYehQ4TDLtVEaw9mIMflIUkEw5DeCqTkqQkJWBnIQtcs280JwVM9kY/5+Rx7bS/v+p9NWQlTdlJcAMZ7PmnyD/EfrGI3x2j8HDRz1eBHk4cSFC76iHZ08aHOkHPk/Z4Qvs3HxfqfOBi1M+Hj1icH5cGa8Ci2ADalSBymgZ87wZXjrxegCrm0NkTRldvEWuY9mlpk4h7EB2nF3Hq8FOSBwEHldfn5dlHMAMu/S1xR7i2VWD1dREnhdgnKmiwcvnM3jwCOthxHB7TB3y6VdcOo/6c0055v2Ot/torM/iwCHgr75sMDHvj0MossqiBpY5gXg1IGaSQekqWCt3HGIpsICk6IPAiAq8QQISU0vKMdQYr7JkWhCLFUsQhyD74EeWdIgYuISjkO7/v96RVSAVV9hWJr1BnavYBJbPMF0SgquuClY88HNYugz+o+UaqPcd9Pjk46FYBi7rAt6/zeDaZdzqtngolTzs5MqZ4dXjzqUe1vJpjP2Wqx3wylmDPq7WrkGVJ9HK1xuB/hBHmZcCIzMlljeEx52I9PtYH4+djvBsb4RSshWWTckiefPBMiP4xCEHcRB6CALGYDit6pHVwpljmIN5dEb3E1Gl3tJ6jlYZhqYNnjjl4/7DHganKIkIiVN2TRRAeuOUffOFEDPTQMcygyVbDIZGgDGWJVEHC2l1mQ2LK3xHyLaAYdlMSIZSTkwlLAXL5iRDbFxJxDdkCBOlnaIKxFtELLaFhdEVS1yJRRPTAB2JN3BOlSqKrfpXHbis1mDpSslhxvn+katBmGFfJWQBVA4G4QqgMNk26DD4iU9Uw//HyE8PR3jqlAf9EEUbM/0zv/Xc5pYDcGtp7GCa4+CuywA3rfHQXDDkKweAVrkpXhZ9+VUPn30pgs7337aBGVWrmfKsrbmwMXGpitwSHxziBRTTm+Ygj7djyhUjLeKUls/eUTDUjHyEHMAh872IKrUAn2pdDQZa+ft5g60/8GAWU67wDCcF4Oy4hy8c8PHYcWCCl3MSG7aA0hfdykuydv3jC9pXnWRyYFqGkxPiT4WMKZuPhKyilLzKnEc5HYeVPq0ZqtXUUEVOQeIqrAqRCOahqthRwnEKaVVxFXZYdA0kAtWPi82qqVFh1uOwdKUUh6q++AoJfy/LlccF+VOmBRQKLZAnfCJbD/9Y+ThXp6dPG5RLQEijb14Voa0QgbtncKG0PG1FKQLHGMS3mJlTh1VDBZFBjlvtkaKPL71u8OTxyA5wxZkP0tcgBjshWAKtuJrHwE+/cjswCDx+NMShgQhXLjEcDOA3r5RMm0xF54QSYc+Aj/5Jz55V52latbQnuaLrF3ZLeMEWsRBDHNA6UydzSVq9SjNSmZPEfqb12Zd8DI+HdlUtcvXXP7bQ3JHPAhlfUZgK9WXPmJhmkKWV7I3hknoS2KgR7cQBUWA9xiHY+qC/wFXkTrKA4QTElKXbB7SP9GflacYiNHXEFWLpmV+FAG7mYM05AZLPEIsncLQw2daJlkzgaGErpCdaMoGjhSmyTrRkAkcLWyE90ZIJHC1MkXWiJRM4WtgKE49jALZwiNtB7e7C0lVcgaOFqWqdaMkEjha2QnqiJRM4Wpgi6zQonz9jMDVrOEAj3Lg8QnsdWPGx1lwQIX4jJY8jUHaI7CB1mMq2Q/scjT5bqlg22NPn4SgHok0k5cUdxDEiFtOAi66NL+4s4w7wTLmZA3gpt8AHeOk2MSfJIhA5nsHwDPDAMU4Ap4EZ5plZccJvgw2aCh7aGjxOWhHGp2lUBVsslgeEPNMffyHAc1+OMMUtM7VRor7xAmS4W7lmm6/qsLEj27CWfGMvolhQRaRYDq769z1l8PkHgL5KXUoxbhtRVtGlWGVYtgs6bNUqAatS40k0v33AFkIqYiQlvMEnuYAqCbKxGbSOVRibU0gKcVGqPMd3+PtFbmdvFUigzCfwfzv/cTIRtKXu5duqGmgN32xXE7hAxWL6xhgODNiBy6B1ymoatIorjgBseMkCLk9H+ayE5FMHURpxUBpxCUUpXph0+jquaLetNngTz5h+LkJ3EwdaHuwM0mRsIUGaZFjWNOGcGYtw/1GDfbyYU3riMzK1L+0YHSwmmuo8NPLIYAMpdckE5w+HeOXeMvq5W9AKLJ7Lme+FWFJf4pGjDN+3qUI/uzXGWHNKA/M/MQXkCwlIQm/a9z5tcIor/8r1Pi6EGfz2pzO49zFglkcYrcK0KlUlX4WYU+Nbm/IENZJqQCLVVbWexDGJgmiSRFYnJukv4qgjboJELgA7kMWVeYGUhR1PWCCe4PtFrjaPoBwr97CUC83H4CeeIEpoIhtHWCCZ4I3k0hNou3xwwEAXTsrH1cuAkkalhCmQrRkum2rIUAHKxvkcJdryGBYmsgNeq7zC07wc0wAWPwZFVu4UEh1j6YsSSH+Ytn22+A9c5mNZIzMkVQcuupTTQP5d6wCfx4T+4RAHh4GHTwLnJ8mjrbTqpWjlmeOuIjakNCj7eXP/4v1lnNkTwJ4zqCRdAVWs0/3B0IyHpY0RLu8uo60uRBsnoQ/eFaCrzaos6qlY8wUN2Qgfus3Dhh4f6zoM3nkjcMPbDJ456uOPPu/zFhwccwtjpjkVukLMTyUO2zJYHXkClVogmjq1iIx5LpEzQ3IVoWPXMJhYpSnSCmnaRUjz0vT3qryVly7qtJ6qgfUX5zlCPqPGcrmu4lgeh9N0zKmN84ZyVuqFCWBgwrODb2sX7E9DmQVnqoLFC7hilpMxNcaB9q6NBjq/0oyNL7kGtkC5ED+fiXMgumJM5XQBiWmXZh3HTkp6glrRBFycLGG2JKWKGLIljqDKBTQptdQDH7vZw7u2ApMjAUa49X2ZK/NzvQaznIg0WaXjvBHt8/pbv9B6+ckyDj1dRonbezNvvx4x7xEzMjpjcHosg77JDI4MZzBTBm5dWcbH31zG9VcCWr0raVHfVgExnWU7bAP0lEyOk0XG4/aa9xanLgLjnJyuvMHg3Dh3G9xxOBtUr3GyJbiU3ClLR3l34Sq2EhuUXCFry3LmeVZIHjEdCSxUdQIrNWCRsOAzCadGN+EJfX/IuSKyAMaWMM6xBnZHo7GdWuWgWGgBmITzHctty8Ta8k/wZthu00yELe1AyI6ZmFyA9K97tLrVc4JZ2Wygv3WlbTDHBxvPMK4s0QZHZcScK2/LW52ZyBFVLJaUyEmvyGAHnuHgnS6GJA10IYVET1GonrgkxDIpZYWOXizhdz51AMtaA3zseh9bWgKcuxDg4jTwNAfzfl6iacVPDCyKVPdMGnteDvHiIwEmOYB8bvfnK5d4Vpbe+TE+u3EAz3HAaWejy7ALExnsH8xigCu0buQrcZXJJCAyKVbCIWJZWJkA60D1OssNgPT0W/wDh3lXwQm0cyXwxAsG07Oo+aRn41qiRlQJSCSwDKUVE/QrXNKxk5jZsIGFUrLFZAGEBOTUujRTxihVO3nEYDwhm18RTtfxHXZ8hx3fYcd32PEddnyHHd9hx3fY8R0OKdAKoQ4qrAZOY8d3OC4LYyfxQv1jWZbWyReLLx7VFZWaFlWw4ztsparMSstEKLOTDPJ9VOyeBkDPSlZvEU/bxmlevEhvKScYPQ+pjLKv+GEI2yaixZOJbAZYXRnI4qRASiquMNkBsRtgZHM3YuBxWWqv89GU93FxKsQke7ZkqHwMKUGGDUs+NcU8TAfYf2EU+46P4zWuYpet9PEj1/jIz3Ewc0BeoI4GdD8vtGge6c8woH/tdPhkiCceCtB/LoLPMtA0JVWn/ztIQ1OEj34cKDTnMF3O2F1CVYP5YL40sE+M+Hiu14d2Pqov6bCotq4cLWyBcWDbh21D5VGWJatezwj13LX1rPdwmu/qK9YAfVMGDzxhsGCSUCFkjHGE0iCWFTOduK4VEldaohNMFlUgjrC4NUC5K8CicilLxxpQQGAYJaJNA1vvEcAA7Cc9EcKO77DjO+z4Dju+w47vsOM77PgOO77Djl/BIiRMwAUdTtgVZCuEjWdxhVslXDyHqxLY+hA/XQ+Y/8mwOolwItMfyZ9M/nngRq7Gi52Npart6Llx4ONXetA/y9ON8tVLgf/5YigxAuZA6QssQx4zs6wlQjsnCAVrgIp07O1VLovOhq6GfeZVf5a2zB3CVw6F+CIhJG3jSU2EQLRNP6IPaCtavDALXkKTDnGYK/DgDHDHNg938igwOhBgbCLCUa6ir13kqlaG7VgZ3rT3UveBxwMcOxhxEgGMh5pP79IZbrff8wEP//VXMrhsrY8S49dkvCYGixgC+ieYu/uyHNAZe7M+TyUORkKGESwBwx3SEweBL72oOoyg+7fxkRABL/3KLM/mqw1eOOjh4gCjMKptVka/VF4kt2JrXhQj1TgroLGoYiLh1GhVhLXc2pCLaLH1GE3YWDyvWplmEj1WSQIpJL6Cwm+QdRoH/k/LVXEhE3agsEBhh0U7EK+JTz5sdzu7O77DkgsUdlg0+DGZmvwrTDZdQimCNJIgBbbMo9OsQ/J8Fr57sQEnRcI4b0lvXGnQxt70vq3Gnv/6GVczK6Pb/FKtxmXZ4W/kW7R0agSKkDBSJJ+9mJeEL6SyPd8b4d8/HuEbZwy6GsVNg2ILFC/GXgYYYlkmJgJkuD82xrDUEW1HOMxzsuR37fSwrSvC8IUAo7wU00XfIT7rPPxCiN17QoR8+vLtG3A1Le18yhywt90E/LdP+rjrWh9ByfAoYcAE8J182rFcmDB47HQWL5w3mAoydTQAABAASURBVOa23DaCItv2EeHAsE71T1oDHB8K8eufDtA7GqGJl14lPsvteSZAmWWr431AVnmNGI9ZqdhjMO1knuq0Ka6UhQVpmmEG6Uh8eyc9wQLNFDOeElgWm7FqBjlnwtabdMVG8okWT+Bo4URcifPdlLu0hZUXpS1wtLBkAtGSeVoCSNDZPEsmcHLHr2ARVEjLGaRLBKTi1qvVcNJxbpVVx9y5QudeqS8G2r4tYaf5woEQz5+NsJ2XYidHseASysX12LmuXR5iaYvjECtRQUISVZwaXB1dDHW6YyMR/vCVEJ/aC0wGsLfWK5wt2ZBSUkMKKp7KkcsBV67M46M/uBk+3/QCruBZziTKv7b5E1zJTjHfrdym3srb8EbOFqMcKGO8qJqcBAc/LVUMcoIgrSe0nVs9/Jd/ncEPv91HJvQ4MVDPEFJORyDtVmYvta2hLs3Z48zRwQwePJ7FvkED5Q22LJKqJpguC6NQe71BA2+vPd5HzHAA71rqIWIZJrhzYNZRYHkLddKEItFb6GxVke0wKmklBXDRielwyU9CARUSRCrlxBRYVoVISiJmwiPyUkEqwGYJ/CijHztHCydZtbqxtFre/9tydUxtxdQRdBYVFjha+B8rdwVTWVz5YsyS25YjtoxYQ77AsYrlOFSfha1Lp415n7QmefmkH1xMlbjqseOvbTNo4go9wo6l2d5FybHj3bAywDW8kLE8RSbQ2ewKW37a44DTr7kMMvjaUQ+/9xLYgWU/wk2rynjrhghZtb4tU2wh7vK1OVbo4eMeLr92FVYub4bP7akKpk7PBRqz3O5kOLCHuZu4wNvsNRwYXXnYH3WksyNabbWkA/i3H/Xxix/y0cXBVC4bpMsqPYGhV2KDTvLma4Sr/NBk2Q7QxXSpautBR5rnz2Xw1UM+zvLdW3mMSyYNAgMF1uVNW0JM8BltfAxobgJuusXHHR/MoCljsLQ9REOdUqf+PMfoi3DEFUgkrNWSY0KkWIuBZALKhAQkq04MgeXEhPya9okZTMgqwYsRoKwLJBcGP4dJ/pPJ9fM+/fUJl5fvZv5UbltTtrMrxFwktPIhjoUkoH/ccHQoYzsVFy9wLCERWbX5nmGt9vOi6PJug6PDEdrzEbQdf4Xvq4bK2kysainjPdsCXLkCSHfiN7IbJxpxmwr8+WsZ7OFqFbGlXzxTxgdoS384Pu5uSsWWEIDhf6ITyynU6If4i2fLeOhkhCW8lFvaAGvbNyABZDm4dQOs8AS3t8q3RJRWnLbS63me/u2f8LGVRwr93bCKcBFCydflfHQ3eihwgOlHKSNTZUzMhExb0kUikaV0BqY93M/V+RsnMxjlpBjXB4V0IRtlK48BDdw5TU6yFmiqMQs0slz9QxEuXxvB96iYckmTW06VZkRbY5ZNLylxVYG8SzvFFryxBmzWI/rGpmWovjCWOJUsK0At69K0ZdBL89I0RdaleWnaCumleWmaIuvSvDQdMqDbQCKrJy9NKyyo5UV2S1flqSqkFUOVH4flO57awdHisw4tirfTsST240qOhYAuaF7u9ew/AtDO4YruCMKV+E4xwWoSWZhkxx/h88cN7NyPngL2XAB0RmuvC/Hm9SHews7f5lYIJrwgf4m9CqKOaE0kuSw7qgesag5w94YSCj5svcRlkVYVImY0csGESBBuX2fwc2/2Mckt86d57j04arCmzSDPAcBNBTwPYDGgFb6f587BSZXMGaviqQD469cNXr8IG8dURYtSSj9D2x0NHtoafHDhxxwT1L/qWjRCwvR4YCzz/P2Nh4AnXk5SkbFEXl8A7r65jIZCiKY8MFE0GJsFevwA2zelFKnvQqp3VlHCqXAZThwV6GKVhFWDFCUBoRpZOmCF8pJ8JzK1j61ViQQJ3yHPEWnsTCyib9X+qeT6Eb7+GqYDrdZaCdJhdl00ZwP0cHXTG63k4s3xwOX0HLbxA1YRZwvxFGbIltF2drVMHKr4qhNXfttqYlB6iivqFDuEglu4fVzepFQpqCiTTjmtrlppPnK5h36uGo+fimDYGhocly3hIN4YYSmfY4ziR2xCQip6LSlZAkISttZ5uHtzhFtXx9vohpyB7EsGO7vTJgvg9OG+NIM0HSa5fz43MI4fvcHDe3cAB08E+NL+CBMlYHMnUGId0jyIUOQ2uFMrdugMVjHnEfhMcy8vyb5yGHz+AjRQF6nmaiRSbB5OGh46mzLobPaR04yBhZ8hy9C7cDTEi18oo4/3Dz53E2RXnMoDlv9N24Drr4J9MYAJ0RmU8IGbQhTyNADVDUHKAuaZIXKdi3VsiHLln8gGF/VSQpGp2LG6mAnE/U99R5SYVBFywKBzFRYJT0xnmGEFbbZFOL7FZPxTyOM04xyITgOzZMebsBqwLhdhTSOwqSWDVq4W4qkwestln4M68vz4Wk3Eh8emYotE3HpVjLLBZRvELh74RekAw+pouj3VCqzt5TXLYDs1RYwpfyG0ciXYz62c/m2wJoAct49Lm0PcvDbAxi7YDq5YNq24+CqKWLWgvKTkIsVSwiu5ato3ZyMuo1kBy0lLCUlm4sQQJEGLGG2Kk8xrJ4v4zd/dg9dPjkATwo9xQO9oi/Asn6+ePA07yHpaDIrlEAHTGuG21cZfxKvniB+fCDHI8/QTZ4AnCXyOhlZbZmuRGLUsWx+1LBtNO5CRwRCvPFjGyecDjk0D266JroommGFHOD3GyXPWx/r2AFs7SrhlWQl37YjQ1BgrS88aNQorZAkGRBNJmJBCTirJApACmUICkootFIOY1kBEfsRmMxbHQvoRwcqJU67CTohK/TndNE50aBhMAPb7bss9m2p0ifRjfo6Dtpu3ppe38rKizkdOoxPqsHFuNVCaOMK4KNfYiaijwSctHvMYEkVUcdKQnRhX2PMI/RWS4Wljba/kKlpgfpzKpWKKrwlAq3JTIcAVywNcvhRQR6/EpZJhYLHOS7YyZpEaiKqWdjgOMGRoITEQqLBWkHgUW8phG6h6YuuCyv4b46kivCKgH38cHeJkuczgg1d78LlaP3EwxKFhg3ZugbetNGjJVW3Mp3S+/sT1HtbVR+jnwNOvw755kqs8b43BGlR28Q/4dJ6d4y7gVT4f7XsiRJF3Dj4nxfkm1PZ9kx7OTOYwVc5gYCaLoyMZu5uoY35r0lXBZcDWG+tPFaywg0RuxeQlQVKJc4wEJygRppATWKx0qk1qtcQXW9gyYs8FbfqJPB4nsdz6FSWGpENU477r8lQm1PHVFyOumtrGZTgNtdVF2Mzbz428FMknj5WHuFe1OztmVnHKoYHOsCHjheQpvrADycqMoLDmxZoCpwOMO79NJS7yPFbS2Y021nEVVKcR/41Aq0Xej9DVGNBkhNb6RFtpkIyIVXQihhZxKUGKpGISkgEODBqXw1k+P3U2ySJV5KSmoLDCCbigsBMPaQXlrXocNrKKkyMGQ9PALVt8vHWLwWh/iOdOABepF7FdjJ8YnI8McJaH6Fs2Ah+71iDHy6vB0RDHee7W6nyRK7U3P868sM0blTSBHno9wAvfCDB6MYQ3P80IKHLwjswanJvK2F+L6Qil87OeqIqBjyPjebza72N8DnYjpvuYODlGtiWNQ8631cqApEQLnQQs4yX1JFcsh0mrz1WDCZUg23jUkRNLILrCTxi8FoDNrsJMH+4TLZ7A0cLfbbnSY5sl+TYIOXXqWSWfBdY0A5uafLRkPZCN/ski/m7vAM90XD0YUXnX4GQTwWLWbgjaEKaQyPJDDnDddpIFYUa1zoYtRU8BosVcwPjih9Tp4sRCpOAlwfcitNeXsaE7RHMdoEkkrax8KbyoHTEFUlgU2ErWADFrrcjnsOdOAfv7DW5ZJx4jufgOk5V2Njplwo2cYC7bkMGS5Y3QWdjQpnQz3MLwdQi6beczMG6+zMM2HgnOnA0xxh1RPVdn6aVB9XSiL8KX7juDv3/8DMZLBu/a5eHODQYzHMyDfDLaP2Sw5yLsD2TmL6zMkt2CezR6mncK33o0wLkT5JJhkqJRZJ0uxNqWRFi2xsNMkEUYeNAiYIUpL2T9jBd9vNyfxZERD/FtOm2yn8CWVTQjJIiU5QpfClRvkqWiKFiFBQJlPmEKCaralqph1QSsGKyCOLsKSi6TjhYWiO/wd1uu9DzO8JX0bWYMJqd5GcRr2JzdMkf4xpExPHtqAu/Y1oZpXjoFVk+xuBqHYCOqCxqw/5FpEiCSnqt5BTkoLYu0dTUBy6l4VkRPb5O5rLFN79karajUEB7L0cib0tXtZSzjMUDn4ooC7aSyUWHXENRRWCgN4llIGdBkd6Af+OrrXO05WbxjK5DPWK1FPWfPLCI9MZrD7/76dViyrI0VSad0qMiqsvWpP1pwkjfaLTxj3rDVQ3Y6xAy33Jj/MV5rJkJLWwYjA9MIKN93MUIuD7znSg/6UczgQMAJOcIrzPshXiAGoYEbpBnW7fmBCI8+FeLg/hD6M7vzV35dWGZo7wc+4uGTv5DB+mU+dDxgUpd0Krt+f6B/afVcXxYneYYONCu7GFSgA7PvOAsxFb6dvGog4mRQBTBkDdJGpbCWEUvEtsEKYUM1HqsmDhsigXSFGYTDjlb4uy1XIypdgcqr9FVh6qjK4InBWezrm8a69jzesqkVTxwdxZLmrETQLbfyLn3ZsbQ8gZjqiaItMAUar2ytSFv2JTxFd6IsJ5M17ZwtWJtD3FpOzzkJMe0o7Sw7cFtdCd3NEbJZKlLkHFWgDDMHKiIWfFZhAbfKqGSGkxV1L05EHMDACM/t773cYGs3oDxAH+VCDhQUKG3xKqYUIIj/DFe/P3sZmOTSu5m2AMP/AB1Jsj64o4hgOElNsdwXmHYzB1KZ52nM+yKGL4wDM+MBco2+jR+yxLqA0k86l7cDd+/w0MxB1N8fQHX5Kge0/nnnxFSIx/n0tftlnoP5XGdqq5BtDQRcXW+4Bfivv2pwBycGw0mAppgqB4QSt9SlPb1w6Ecl+4ayeOZ8Bv1TcTxFNZeKRqGtMyrQsTTzFCmHFCS0tSa5DYiIQTpOJl1yLYvYunQgTVthnMdKdaTlaTrRrcngd1PO/gGVMZ6/YL9K+iTUUOs783i5d8wO6OvWtGBJYybWo9xlXPFFa6AKpODEMbYats6lJ3kF20DsWV15cdD6apbNXcDGtjJe44oxxA59lh1WW886PoPV5cpoa4xQ0L86sDEWemq/eWZjJcdMcIJimXzLYA5oQP9XiUePRawLw/dn4IY1nDTiqmBrS/kSQBuMvlBHfEb56JXAcu4kPv18aP9KyJImY3+4wnED/f5bq2CB5329JVMdOjszRyJrgb1tM9/Fu1qymB7mgGTjNXAnM1sG7QAXJ2PYsdbg9s0epgYDjPJdWv8Y4/E9EUYnAG/eflttqfuJtRuA3/hlHx+/O4tc5KMU1CatvyleYnriGiP/0qB2uzjl44lzeTxzzof+JBKrojbCPIbqbx4rpc8EE6EnsfmyAAAQAElEQVR6maAiTPhxx4u5FVYcjH3HjEMV37G9CidFMFkbcko2kPK+m3JjmBobZYxbaZ1f7TknhMY29E0XS/jCqwN488Z2TLBHPHJwiFtIY+XKv9rOaERy9dVZ1G6zKFDFqwMqnAbxbWQZTwGjxKGEmJgOcJGDVbYDGtYlymVcra5cWmanLMOYMs5TZ4w9yt6imji6siJK6QhELwpKR0ChkIPKaFNkAeXqpLt7DR4+YrCNebh7q7Fnb5uWIlLHORcUFlgdJ1wEq861gbhnl49fuN1gajTAZ3aHOMCb63Xcaee5Gymybj22k7ajY7xUa1nsnsCW36CPl1r3vGc9fvSHNmByBshxomEVIe8D2mWpk+vPJPEODG/iRdqyhgjjnBz1d7vS2ZM5DeBWHlF++Sd8fPJHM+iq96B/5ihZWle0zr4Dk2qzMka17U/qTrL5oPgS61Ls1GgGD5zI4eU+2tbMZSstjiGdVDBhxsjWayJUmQSJhIgpSCZgKO3EohSV+GKkFRJabKVv9cizA9lGZEBCIieD4zv8TyJnbg07SwsbSekziFCZTKCzKY87N7bioYPDWNNRwA9e04M69g7pSkXb64gdTdsmw5IVcsCKZkDPRHp7tDr0IkZwQDVyYkd2hZA8Dsj37E8T9e9o1RGDMK57VZphp8zyTbupEIGvNjjHVWVkGrCTECuz1g4UBTVfJVHYrDBKSsxQIo9YruN8i/7aQcPJK8J7LouwtJlxIirQ2UjzPMa2NmNvnjAVdNE5R2FfbxH//rdeQViexQ+9yce7tgBHz4S49yAwyvuIda0AL+2hp6CAabP46QUmtiqDvLjQb8v/9HngMLevu3rYIuR7zJTqEKyJiNvhDNtbf2C/dyyE/s2wBiznCbiPSaCuAfjR9xj8zr/0sWOph1lenDn5Yrghx+cxPk1yScfUXIj+8TKm3F8YWCxCijdTNtg7kMVXj+RxZBhwbc1sp7QSUkyWKQmxmiOWSky2C0OWrwJYoupFJAVEC+tOzBRYPXnWrAhAdWjNm0QxjaWisMNSUdhhx3fY8R12fIcd32HHd9jxHRYfbEGOEShdlT8N0tvXN4X9fIz88BXd2NhZJ5YF6WsCHeQbo8dbYs3oy5qADTyjLq0z6CoY6LVKK3bEBJxdpD6lLzuSpdiWVNzmfATFVwVKVxjKKZkhB5kA/AxreYg3ssNcwWMdMp1jRLo4VCFqg/PYFHKbOQt845jBuXGDt28Ksb0H8DyK3sBV7DjC4XlxXHkjZnaWx4Q69txgeBCnemfwGi+n2hsNPvwmD5tYl88fCvH0GaDALbLe8ht5Wz3GszmbrdaqiYNbOoG3rIvw1IEQn+NFnOpovZ7sKFacMrFHImL9ZYnHuWqrSsmuuIiM1Rs8bF7tIwyMvTSrCN+AqMuy3RvAt3qPi4Hh60aI4akA+h33G0SzoijipDVn8GRvDl8/loGeHMmysoonhoD1Jl5EbJhXYYUZtGi+Z6PMZy4Srug5wmJDzQgLmt7KrAjMAhZ8/6RyJk6HSoXwCvqWdc24a2sHt7MqUDW7+hdFjx73sG/Ax+lhD6vZgCvYybo5KzflPJow8cxnDcbxRLpKV8P1j1WTijViX3qazM9NAPp3xRpALnVPBDug4ktbk8Qkz4NjgxH0Z2wUV/xLQSXeYgoUznLpe5rPSU+fMrh6eYib10bIs4NadRkX2EDVE0u7Aa16U3MRJosRb/YB/Q/jqloxpTOnpZgWkh4QsTwn+4ztLDqiXuBZ9gzrZtsKgw9cbVAocTAfDnGIT0edLQYtrGulh/SnTLBu6LC1x8O/ut3DJm6b7381xGOnI7RyYl3CeBxh0E9rtU3XRKx/+cRmjtsqZU9/K+yrL0/hXt4J9M+g8ku4lMoCUllQ++jnq528bMuzHzDrGOFFmp7pFkRIMdTGassjL4Z4/muAdmIpcaqjKBXD/pXGKU2xU8EaUjJBDTMVoMw2i2UxYHHsca2CbS6xVclIPtHiCRwtnIgrcb6bcpe2w4a5KOja1DFSeKroIcNSv21VGe9cG2JFk4dmbq98tSRY78y4zrVEtpMIs/YpUSNYhG5uU2Mew2lnlQFjDMZmDXq50s6UARjYLyKhp5LpCc74vHWd5U22FZAf43l+xLCASC5FKmhB5/n9fF/9+hEPK1uAd26J0F5vRbG3SCSxStwWjjP9vnHf/iG742NZHBjM4oW+DB47mcETp30c43ZRP66IDakQihnjbBYoZyOUi6HGmF31dd5UNZ5gPG2Vr+PqeMcWw7NsgJdOhZjIe6hvVvzYovUZ9FhfFyYj/OlnjuCpV87jmo0ePn6DQTgV4b7XQ+znRLCU8eo4MWmL7imOx7ayBlKespcJsedrr+Hhz+7Hw6cAPkvbf1KpOBKntBeSVND2vbXeRzcHdEsdJ3byFiqSk+Th3JEQL32pjP6DIZglClIuEm09213cYlCT81gsxQqIJbCMCmFDCzx25RRPysxYkpoENk9iKyAssaOFBeI7/E8t15lXlyKXGhP687JfOxriL1+L8INbSrhyqRorg0cORXjmWFnFsMA+BdCLVyBWPWtK5bRhS+ANPuknYlZICIMRDpbBadh/5D6nMxhX4CluMZ0p4ZqGVfSYCUavNAnNofopnfh/APfICaDIbeQ7N0dY1ZayJBuCaiRLebQYBT5XXR/FkscnIgP9Hy8CruhBCRDWZU7/hMEzZzK477AP/c/QbWTrRdAloEyvW5LHJ3/lShT0GsAMcpxBKy6rz54Xj48AWj1v2u5jUxfsgEaomNZQxRPL41GnNVfGyfNTnEAi8FSEu3ca3MMLut6+AA8fjjDGp6tVbR6MB3i86KwYSBFZjthsIYs5XinzSI1e7hDuOwroEo4iGJNSfgNSaeQ5wVd2NdRVzhVdx7HBiyFeerCEky8G8NhHZJeIWnRSFJCUY2vB8D/RFiRzYBmxV8OqCcRy51sRvUp6bFMnQ5qmDqsqFhkiAXmVrChMtnWiBd8tecSLkRHO1DZxejZtlkidQXlIl4Ni229e5fnt93dHePE8uNUy7MTAaXayo7wQujjJBumN8JlnA3zycyW83ge8fjGwZmRTHVMXYlBLyWAN2BRTHANTE2KAjHJkoH//OsJza8hLG3IrjuIKbYm0SdJOTtKKtU0Y45bx2TMeTnClunEVcMWyCBk+81iFiqIN1XqU5f0MIuYhCmtFi4VYreif9vDQMZ9bbg5gxj/IncSDh8BzJPDZfR6mm7uwbkkTGjIatBFUTTnu52Rev1TTX+g8y0u91nqD5VxVZ7jy1qQVsesxIU/tOh5hbqTEFd4gpAH7R+95Q/a+K31c3hnh5aMBnjsL6HfoK9pjHUatmDPca59m3ja9ZQc2XL/MTp7GGK6UBq8z3/cfN3wxMNCuyDYw/mGfntSmeG3+0hMBDjwZojxlwOqEvpBt7KEIUzEckWLhyAFBIegTS/hSILngEvJ0ecEUYjXXS+KQfOnJjKeAQAFhQZpWWJDmpWnJBGlempZMkOalackEaV5MGzvbSyaIebBFsiuypSQBRnjx8/n9Ib5yJOKqBcSdPbLVqk71m98McMM6D5+4OYNZdp+Pvg3UY4c5n8U3TvPtkgNGja5KCXmxE1tN+9UKtCt2Ku2KJAIMDShvakzLl0c++CUoLkAlUBWkWfop5L5+Dy9fMNjWFULvwQ25OCpjVIl0JCuIRVkPUIdLWN8Zoq1RXua8xrPwA4c8aEJ622agvRG4pivC/Xxy+os97L5c7tZxcOlsSRLC8a/rAJ8DTNVHU6kaqiav1W+Gb+lFDoYo8tg+sSxDNMldgn7uuazDw3uu8tDEGeilYyHOsm2auwysQSKqWpflhHHiiI8Zbwl0qy0FVj84nnl5BTzLdn3qLDATgPmS1EZ7Q0/nYM4reP01TvoPh5geDDmAjY3D7ED2ezZEeO/7gTyPDxJE8ghqc5uKGALy0k4sB7YsaWGKtjryxHMYyoMLEMsRpOLAc0QaK5rC83TFsvDdkBsf6GxyKdlkbfmb+EY5rVl9lqtEMcLjp0P82d4QwxzM6sCG+6yjHND3/dUkn4dCNPOG+r+8y8OGTsMBbngmyyAyPp5lh5X1kUkfT5zx8Y2zBpNlQH+HKk6t6mvwxuB47NAJKRtq4IgTxOQc0D/lgYsNJ4yI1R+BHuxHUjhBEHYgviAk4+xoyFtgg1beiN+2OkJrnSQpoE7FZsIWS2CDJIq81VK+bPgf4IXs9BengNt5p3AddwBZH9DAvHwZ8Ml3elhTCPG3zwd49CSgG+pW1q1+Julz9JRCYy8cz3L3M6qdFPMxP2mx1KY/+uHV2L6zHVrRdbeQ85kO21ST6Xmu1oO8TNu+ysetmw1muMqHPFKkbUWsgJ6lBlde73NLH+H1V0Kc6w2hc7XTk61BlkV/rGEfz/IRBYvVifiakLic4/DpCI/eH6DveMQBDGjigT42cD37z7IrDHxe5n354RymZzRsFRvxlyJjRtWvEdUEFtGR3GZUhEA6DjNNkcYq2IlFUoEnL2ZTSQGCdIlYXfJRwY7vsIvnsOM77PgOO77Dju+w4zvs+DbHrEzet/DCRufRDM+kPv5mf7yNlp5m04v9Eb7y+RKe/UbR/h8MlHHJeho9zsoGvewUv/ZAiF972uAML6gkU1o6M14Y8fA1bi2fPe9BfwkSyacBbIw0xZB2ghNScsEM3zFn2eH0J2C1XdQPWAamQxQ5Oo0dtqxfxpElIhlJILLSMZ4dX+w1vFH2cdPKCMtbItgOlmhZJRfRYcpEyqbkrCJytMPwVXRLf6eeiqgzcQ/z25ivxhJ/lMvat16+gDt2AD91s4cSb3m/8GqEozy2rOLqbLjFVkfSboS7TrQ12BxVjSSUbB0bNnj2YgN2bO1GE8+mumSTdpk59qknHbXzeU5oGuQbOWCnRkLYQaXCUkcuMCH2PrgPzdEgNmzzMHgxwusvlDHMuwnJQ3qRkWXgFAeyVucL06itU+pIpZf95lFuoU/wwk1hAUW222U4obbwdr5xCTDONC7sCRGwH0EVbpXkJZDKX8KxWkYByQSiU1BhkXDtZyOxPmCBAouZIhVkS/0N8z7bV6qqSKLE2PEdBj8ZIrJ6ju+w4zvs+A47vsOO77DjO+z4+sftpwY4gCc9RBwwRa7EJbbUJOk830PGOfM++HiAr3+5hNF+LivsjCWuCsbEuR3nk8v/fDTAB/57GV9+JMSrT5Rx8WwIjz2HdWPrTbhUBvadN/jK6x5e5Oyspx6wpItVXD4TsaEjew7XH5oPuCKBX8B8cXEmFUE/9Rvi2XyAkOHtbzO3qRRUnOyeGDF4vtez/zpJ22j9PakM8yWlSJ6gQihQBbFVQuW9ymWHm43wEC/HlL5t4LTwErTq9Nw+lokrY0WFCcxMRzh9tox7P70Xh4+NY6II3LPTx92bOEC4Cj7I92A9wS3nTboxBkWf7cRJidVWMVMhaG8pn5xGOTD//MUIxzgR6h2wygAAEABJREFUbOgwsP8emDJVnXRVJo24IptSdmxYAgfU9VlHMyOTOPbCOXTwHXrnVT46Vno49mqAfc+VMGvbn52fcUrTc5jmpdiBAeBF7sTGyxHsis1z/JM8Muzlih4wz1oMqG4di4JcPVDgy0WZO61B7vImz0nE3EgokvlQ/mwHUjgBsUVWsCPETIHYtMZ+lGJaUhIRwlajoiOOJPNBE2kNzykKy0SNkAHxiWze/2/L9Zaola3EJ5ROvjNyfKLM1o6S2tNK9/zuAF/+YoCzZwKACgEHecSz2mzZx2iRt7H7A3zoDwN85vHQVoYuLUKqnuSt9p5vljDBN17utG15rEIEpmGwu8/H517zcJSzNc2qyBWgCvLsSPr/KDVkbbJxjiiwgzBVMVyssKTbQ0unR7uI05Eljr4oMphh2VoLwBU9EfSPDTiUJK0CbVYDVcqxHXYShTMcvbpB/8phYD877yzLm2WeOMY0PmJgy8f9McIMJ7oLvDEubi0i5FnV2VKhQuaxuQ4Y6+iB4ZI9yYF8YCCC/n9Q77nax5b2CC/zaebZs7B2d64yaOP5tVrQijXLaq0DfuxaD29bD7x0KMAXD4BHGoM1rcbGNwDsXMKC8IIdJy8EiPNJQeIUnuJt+8qdK5EpZGAnTxisXunj6tsyyDUAe785g+N7Sgg4aCOu3uOD4xg4fgG8w8Kr/QaPcwL61gshJkcBw7pA8nlsMGMCROwkEW1Oc7KZYh1GAaxeBLYh+6AtjDIrBnnOKVjDFsMJU1hsqycixad1hqykgqMFOhSlHeXMNpjdanQknzNFne++nDnXAJ7j5UsDp0mPnUmri7KmOtTZ7eCpEH/xd4G9mGCdswMaaIsccpWe5rl3ajaDt/9QGf/hbwLoby9nuHLr1zhqgEZ2GhVqluec/Y+FOMgVusjOrBU6VIGZkLbH43xSevCojy++bnBujENMsgTGmDf9MKKNHXNta8QbVuWMnTAxYIxBB89Tl2/27J/HGeIzxjS3djQNsHxgBjxOOJvbQ2zpCKGfjsJ9SkO0w6JTUGGLEKRkKl/vUBnqnMrR6+yE9x4x+NrRCM+ejcDnW7zKLeLxIUBnSG0bVjYB7+EFk38ii0xjyiBJZbV/IsJM/zB4P4WQ5dNfzdRZ+uRIhE1LPbzvak5UHE1P84nvILe2RWPg83IOl/he2D/Eo0MRP3OHj031IR7YE+CRUxHyWWAp70W0EuvmeI6Tcr7eU5FYZ2ljEc6fDDERLsXOd1wG7YCYVVutPifYLVdksevOAqaGA7z897MY6suhY00nmpe34sxzR+Cxo8zOwk4cFasczCFnkJmRsu1HWrJL0xH0x/XZVFZN8jwnqdtvLaNQIEuJEs13qjOb6UvJkwhWL6FhI7hAElEKCekkl8LMftWE4phEU3RCVpIQ7/+2fJxbnCkOoG7eXPk8c+pH8FxgbF1qtevj+eRzD5Xx/HMRTFk5NIjYY0vcTuqNWau3Kj8IPBQ5UHPZePvbxDPnh24BtE2a5qBkX1Nk+BzgYxci+8fajj5LQ+yoVkBPZZXt3lGDL77m4979hp0/ogQ2P2VOMBf5NDFWNPZHGmtaQvINGvLAluVADwfyyCC3upzV1dlQ88V2VCaXl5iTKNUEYl6FJUIQsxf4UdnDfj7PaKfhs4V9VmCJW3/9LnqEdTLBupph3Rm2LMUcyyHu5Va3wCVbutYg7dOhntvLq7fksGtLB9mKYeylFsct6vwIx4YjXvABO9d7eMt2YISr9QAnxXydao9R0o4GT/BI88IL/biPh9YjjKsfk/yLWzzkZkN8nbuk1zjx6A/n60chReZ5hO/DhvFqzRis3epzl2Owb2+EI3yu0i+zIpZHqprY6zkBXPnWPDbfnEfv6yXs/kqRZ/sc1ty4CcbLxOaobCc81sVob5kXa2Xkmn14XCm0IBiTqEWA9NrXeujZZXB83OfbPGo+qjD1GtaCgHQsU4SgErAEPTEN7PglSXdpm4nQ6jKmR7BOeRZILiymw45W+P+WXDP9IG8su3Iemtihplm5Sk9p29J4wEMvBfh7rqBz7IzqpLGczcdMRWx0Wyh6akgvnOa2yqBc9PDR20N85RM+7tqagX5ap9XW2k082dGAGjgaYpxvzUaMROZQSGI/z0hPvhYLmSQHLeysPl0ENKDBiPoXUOs6gSkO8CFe7JS4Q7Atw/jWKSKMJZ3HElQ5Vu4kMU6zHM3mxoW+aXzpq2fYqZS7WFeGujsMtJq8/nKAYd4iG44EndE5nm1VyobnAz4vm4pcZvedMJjjBMmFCkW3a0jMsRnw5BkP//qnd6JnWRvjR/a3zbIVcCLTNp7FxlGu8EUeE27kxVMLtWa4iicmKojZQCdXsoY6D9MDRZ6NDfTHDwZ4x/GW7R7u3gb08W3/MR4JhlmnmzoNLudWvcxtLZsVKhuST/cLDeVB7Loq4kQEvP5iwONVCHYDW90qY4mZb+/xcO178uhc5+G1b5S4+yrZ5ymw5+tybvx8GSNnSyi0eGjozMJoxEaAAawd+qhrAZZs8ZBvBS5wS37qZQP1MaqwpNRI9BW2DEtUPYptwNC35SBmLOvHnjQkFYiOuZf0qUJXI2Zx4nBakKZj6cJkHd/hdJw0/Z3K+WKCx/mQ/zrPpKpBwxqp2GH5ohD40I0+rtoElNjIZEkNkW05NiAPz+pQFliq4lwBb7kjxN/9godP3JKFfuJYnj+Ck8yV2eBLNxnc9eMZrOZMz6OgLbBNnwlpkR44E2KA2z9tr8QnmzkElF6xxKFIpv7ukzplHy/mtHXTn5uB/aRtCXrUZUyqk04cA7aBiRNOBTmWk+utenRsFr/3R/vxq7+yGw8+cBav7ue1LGNYXSpyHsQOrhwFrqYnePmzl7f4+x8r4szeOfQdKuPi/jJOvlTEs/cX8cR9ZVw4FsDnACtOAsajFTroIzbM+tERg997AVx9DbbwrJ+ljCJ75qeYdWX4KhDZsP5Iv26jI7YX5n2KM8DJeoyXf8ZjI1HOqoNsHOB2P8uJ5d27fGxui3CQk+qevgijswZZHl+oWnU0lOFOa9/jx/HCl/Zj+3Yf6zmBXGAb7eUxSZdpzBD1DUJONhELseHKLK5+bw4h+8Br983i4uEyho6VELEwrWuyKPBlg83COFWX4fGggRuRfBvvCLjT6ONN/Rx3Vx53IlWtmGK1sx5iejFfckEsYwFsqeNQ7JNHBbo4eClfaomMZEIBcW1WgjFhYjS/XAkXlSykDSH1/cPjq3ODgy3EC3yC+exB4Aw7VdarpiAqw9y+/wYf//oHfSzjs4Quw4wqlbNoxKJ42o6zF2d84NO/6+Pvf7sO69s9PHd6irfRE5V8u6yGZaCJlzW3fTCDN705A60Y2p4rLbWK8AgnlvMHQ8yOA+WRcUS69aCBOMckUrVkmEIollFsYJLHBJKQYdmSqrChHviJFo/kAieZwAosEWKKt6+f+cIJ/NIvv4xtm5vx15+6AT/wwVX45kMXmS9qWj1iLpcaJ5u2+Ljs+gyWrGPZeIQYPR9g8HiZE1KAcd7uFxqADRw463hpVdfGeNeVEHFVJWWzxerEmzrLWN4UQPae7QU+y5vtkANjVQsQMj3VtdohzzoPGNakOMS6sgZkyIEhwbbZsNHDlvVNyBQ8XvRF0PjRn8PNMH/j3PLr3L2q2+DOXR4aOMrPDoZobPNic7RPK9bRFApNnH04MCVs5831VTdl0L3G4OBzRRx8ahYzutliHxo7P4oLRy4i45ex7bY8NnK7HTE/LWsy3J5n4jGfsq0+5XOiMMxTsQSM825hmhMNqxUsOhgVqnAbxXo2Sws8iQTKX1UojiwIC6wpmatVq0agAgNSJdDF6ZNVcWRyaKAiYBj6HFZyCjvs+A47vsOO77DjO+z4Dst2nEtqkDnFt40SX9pL7EyPcnX+Mi9pRmcBDWDpUouzvoFuUX/y3R4+9gEf7by40uzvsafZ7aIfoo5PHHfw8X6S759PHhvD6rYc32c5ENXzaEiznnSvutnH7XezMZuN3Z6pkVSb+snhFLeGp/cHGOsLATrJNIgjHg414GkmrnzmW7TAkvSUH+U15pGR1LCoCs8FxHDKogk1Ima2XCrj3gd78XM/txuN7Fx//nvX4G03LmFHLeO6a9px9uwUBvSLGGae6jh2rsjtNrPNfNexry/b4GPrzVnsuLsOl99dwPa3F7DrHXW44pYc1q4Frl4J3MYBZl5jp2bdVdJnvrobgXdsCHD76jJa6yLM8t7icT7N6Uchuujr5GqpgWhYxpD1O84LsPYmFmIxR8PHBg22X70CP/a+jZhh25qM2oVtbJhfji4N0F5OBPrftm5a5WFjN8/d/SGt0yB16EOXhMf2AatuvBzb7ljLBQBsCwOf8VevzeDqt+XhN3h49cFZnNhdQmN3C9pWtePi8UGMnB5CM232bMwgx2Oc6gvJZzwg5D6+PFW2k5ReQEpjBlFoIBmrl5oG7dwxqP8wsKhjMWNVSRUQthwFDEPCRHRK34hFelEnVcqFBNJxWLQ1S7kmGUdbPnkVrAgKOyyBwg47vsOO77DjO+z4wjEkEpWGjKBUgvt1jgYvd5D46hFAP6MshmADUknOwJ5z1vD889M/msHd7zDIsUNpwPncnml7KJODUyUUsgaTcyG2dOVRoNGIdjZsBt72Hh8rVxqmJ4OA9A1rY5Iz8NFDIc5xaxeVAVfJkufb2mD8rK0vecyGFlu4z0iJAZ1JiegiGP5njTNUcVFCEdMxcSDhxMgygZB7/Cee7sfP/tyLGB2axR//9lX4gXeuADiZcMzAGKC1zsf2bU149nkeUhlbvI7GLF7jJdA0dwTwweQj6BdYITs6GEeZZn+F/oKk8nx2DPjmnhD5PIWcRGkmdkk+PBrdyM77vs0l7OopQ2/3w7y1f4Rv1Qd4mbesydgLvnLEtDjL6Zik+omN1PqzrNM/ezHEg8c5ENsMOurZlmwTaTG6bWMNZi20vdyG57UtYBzJHUivpcfgAt/8B4aaMclJV3UuvnYHOU52267KYsedeUyPBdjDrfQgz/nLL+uBx62D3VRJOTFoPKDIy7bJizw/s6N5dRnWDcuidFklUlO/0fFjOS/0rr4phHYQlypjhZ9KA7biUfMl3YXtU8OuBpL4Tq8qSCjJlT9iFiFhJog8SwlLxwZSnvgKCv9j5Kwmmqm10Mbpv1HLLSXOsU1wlkfAz/K9cfcFcZWyYjMunRr82su43f4pH9fcxF7LXpApEFP1/EQZPqfOM6NzKOR8nOAl2Vvf7WPHDh/ccVGDdmhOvxEOWVvHjwY4ynfpOa4IxtC4NIQE1KMTx4Jha0UWDKwqhfqrFjAUWwYxA7qUiTiAdDlSyJNHPfqLOokiebT7/AsX8DM/+wIO7h3Af/8vO/FTH1mLPCelEgexBgxzbm0wiLvvXIpHHz0D/ftiRW9rAtq7wLgBjrweYJTbU3VwbRm1FfZYRz6raJaD9uxZg9d2B7QsookAABAASURBVOzw4AUZYc6ajc2rLDLI/IibzwBvWhri3RtLWNFQBDwegcYNHjsN6A/VaUAv7fLsJMsiK0ot0NbWTuBnrjcYYJ4+9Wxk/7D9Bg7o+hygwRIohgGYRc03uDgSolKdkhEiGLS3GFx5FcvJbfgRHn2O8U16hoOQIhoCOAeiodnDzjsKWHtNDmdeLWHP15hnNMN3K7EByqUQo2cDTDOdQlsG+YYs0zU0Y0CPtiJ4mQhtnPR7thvWMSe9R3zM8hiAeV/EcNx+aYJ0Un+WShQSJFYtyIg4CU6QOLXgBAm2/ZlZtkkJO23R0hE4WvgfI3dx4VJTaQSJIOIWBov0ADUk+wzfP3lG2w/0ThjkfA4jZY5xQ2KfSm+/zce//OkM1vBCLIxCqNNrRV7d0YzP7s/gVS5aettV56c6GA3a2p3mpcrLz7DDXwR839CinEGZ2/zxw0dQHBpA3KiAjUTUWu+hi9tQY0JoS6lOLXsU2Q4pnM1HXDwjNFJv+2aDVg4w8RcDxfWY5+MnxvBLv/gCHv56L37rkzvw735mK9oKWZR0mecBK3hM2NRdZ+26nK5ZUYd8LocDh7i00hAdNvCsqCeauckIx18s45X7injt3hnsvb+E1x8oYveXZvDsl0vYz5eAgIWra2GnZuFCnkuJ4izKkKUMWUmAiXbWR3gXdzV3rZ6D/j636vIUJ9sXeOOv5qvPs5oSdRs98dS8IhvqA/zkrT4+cFmEFw8H0F8K0XPYqlZKGS/DNDQmNflo6DFIQa0LeYR68q9fxtiJM7icb+B6e37tmTLOnQwQsVfTDEJmRtC5ipP8ewtoW+7hAC/9jj5TQmkugm6sR8+WkeOk0LI8A58TJQuK9Jdnm+knmn4jJ6sjES8KI/BBBKwypL8oHbC0cp3mVulUl7ea8z0nr8ZIaYgpmMdi12ClJ0zJlbyCooUFjhb+x8grKcmQy60S+A6BO2POtAbfPBHhK9xyT3BpynJlkSl1pnLJoKng4UPvzuLvj2SwtKURh0br8DkOfu6c+P4ZJ6TkfcYbmQSe/1YZp/aH4HiEp8IRQt7YzJw9gZHX9mLq3Dkg4GFOLceISiu2AhSyHpazE7TVG57PQni0CfuxsSPAsHY3rvawkYOq5gcfqH6y57P3XDw/iV/7T3vwp3+4H7/0c1vwe792Bbpac5jhATSkrc6mLHauaEBbfRa5rCF4FSMRtyV33NqBZ5/hhENuYx4IidtbDS6/IYPLbuPkdkUGTT0+6rlFbuAK2MGLns03ZnDjO7NYe7mHKy8zqN8WIp9XTCbIPIEQJUBziWMFkZK/rsPD+zeWce3SEpp5cRaxjo7wdpeX9qjjAKBa1XFQGRNB785/8EeH8LUHT2AF43/izR628P394VdDPHISaCkAbfXgnUXEMhr71BVVrcQUGeoLho128cQId1ss5+U+Nl6ZQd+pMnY/XMLIcMhJOeJgjjA9PI3ZsWmsuSaLK+7JQbujs7s5RXDGaF+XZV492/4samzfAB4vu7Jq1wIwzZvqQa76Re7U1G8iaanhiEVbskKQaQ2J4WhAOgIj1qXARaE8RTKUODETAyIjpiOgdXiJCpsAFqSQ6Nowkk88wT9EnkQlUiwiWXSkggQFBSS/Y5flqqm/wPhVDtCnzkTgeIYdhLRgjOHqBd6IAvfzwkx/jqcuSwGdrUgWQrP9y3tD7P5WYN9N1TgUs7IZ7r+A8df3YvLEaYRTs7TLCLQpeQ3IGBkS6aeVS/kOmWdH5aJKboSedmDzKg+N7JRkLHAqs2FDlPlO9dS9h/Gb//VVfOg9K/CXv3c91nQ3YJbneg3gZp2BlxawpDmLaWZcZW/h0aGHA1srVmzY4OZrunDgwADGeS/QUQfqhzCsFJ3z9euoJWt9rLsuj4035bDhpizWXZPF8pXg5VkZNxGPj3q4jPPVUEPG/i0w/RQztu181oPIpNwiBXlOZlcujXDP+iI2dJSQYdtEbOdIwgQyrP+dW8u4ZlOAJVyWu1dkMDA2g5M8Ax8fAK5h3n7sOg85blcf3h/hGAfOcm6LOWeBd1aJlSoyrOcxXpptvHEDmlhX2mGVeQnXwYnr6jfn0cPLvUNPFbGfUJwKkW3wMcMOc25PLwocnBv5HLn6+jzj+vCYVzaDxoJNwPOIONL1zEiEae7i5vjGrro0hmqckLQDs0cmqtq4sccQFehDNpF8rAhVmTGxjMFEUEWSu9Bi8op5KVUURMQ2JVe2JRZtsTypCKchzUvTTifNS9OxnAkqt1ZgvZid8iVOBb8tSYvI0js9HOGrXFH3D4RI158C6vTGUAnxF7K0R05EeOTBAP18UtAKqnSVo/LUOCYPH8DEkSMojU+gpBsbO+2z8TSiYhOxr0hKTBHJYcrswMASrs4r24BNqwy0ha+pVOpVXYTJ6RL+/K+O4j/96su4bmcz/vqPb8CbdnVgtli20Zq4s9iypICVbXlwUQbHJHSxlecqohJ1c2AblsfZbGJn3bq5BS/tPo+Aeb+8cQ6XLy2jri6Cx8hctKHnNl16CbjpYFRayvjYy1X0spVl3H31HG5bVsLG9ggPHwafAsGVkWoqp8oszGDaOVZzweAta4B7NpXQxjSNMfA4qFfxTP2u64q4dj2QzwBTxQhjIwDqCtA5VvdrR4ciDM8Bt27zcAff83v7QjxxlHXEi8e2JsMJlvrz3ADz3DfchlVXbYTKxlaihrEr6+qNPq55dx55TqJ7eXPdu9+geUkHurctRe/uswhZxyw2OB8wTuw4PlGeDTAzUoSe0YwxDLN0EpCWVsR+0NYd4t13TaKBE4J4MZgYWZ9xbAvaQIXSwI8583ypk3WJ6kXVAJXoIjIEJGtcqitU+S5bSRpVQUJ9Z3LFFjCSckkkF3PYOAzEdJog/Q90HiuZju/EIb5+JMA53mD680rlMXye78EPfj3Afq7EGoPGjxOKirOYOXUIEwdfw+zFAXb2ACWufO/48Tzql+RtRdrsu8wKK0FWaCwEV0oy5QhZ2s2wA5OME5jnl9mJ7n+gFz/38y9hxZIcPvun1+Oum3t46RJAK2yek8e6zjxWt+ftTkO8Fq7ABfLTpvIsZFt9hp08Tkl6b3nzUt5e862birM8dK7wZnHHsiKu4+Bc1xFgaWuEDp71GrliF7h1XNNaxlVLArxrbQkbmovMA22xsta2G7x7G5Chnc/vMzjKm+n5HZGatgaoYqshJKG7i8OTGdyyNsCb15Twlu1F3LY5RFPOB8cANQwK3NazijA5UILnsR94ZLOCOffgNFe+bBa4a4eHTR0RDp+McJKDvqWbelRzCUZswHXrPaxda3DmRIjD+wJM8C5AGYmop5U0R9sbeMm1/c4C38wj7Pn7aQyf4R3DNauYrkpGRSlzNJf43jzGJ7sSJ5lsa5aTso+IK7xtZqlRT/8bms5NHprX+Xj2RBP0dObyo3RjoE9dMH8sEtsGl/6kR6BbXEcCAaURE0pIhuSSEWgTURhQNTLZOOCUHTYx+39TrtgEJZZYUIbIqc2WEhMzSet/F6lTzHIGf+lUgMePhZjgZUaePWZ8OsL9jwd48vEQc1OAR57SiLgfm7t4mgN4D6bPXUAwVwbUcgao6wZGzs5hdpQGGaZjnlH9bJniYDr7oi2XhFRGp23IehF719NP9uJn/vVL3ObN4fN/fB1++F2rEPLWVJdyGXa8lbzIWs9BrAj6K5FNLEB9zrPZEi8NyuqylhwHCBOjQOltXt2Imak5XOifhp/xUOLFVcRKWe7P4rr2WbytZxrvXj2DD26YxZXLOHFkDBpyHIJcGsscSRluk7MEtROj40q+dL1nswaTwVcPGvTzToFJ1dSF0uXLGJ7r88HFDDf3lLG6KcL2JRGuY8dvqotg7ImdmJdQrFH82A+ux9vuWAZtX3Usilh26GNFj88C50aBnnYPt2/30MgEZqYi2EQpl5og4GXnyJkzWMeyNHJyOPJagCN891czSs5S0b5BY6uPHXxXXnVtHmdeLuK1B2YxPRrCeGD9hHxXLmFquIz67gzqWjJ8zTCVAahjkp4ym7qATr6zR4xz7tUAg4dZQ5yZ4uwwbywh9DGvhsz5k55ENcAodDWsmkBKyJRonUZZAaKtHtNh0JLOs1WoeFIVM40d3+E3kktWASWkgMWyKAtizAPHdnie+H8nqAbS4H2Sg/mrz5Xx5a+WMXwhgjsHq0cEoxcwdXQPZk6fQjAzV5sM8xLMAO96yyRnZrYcw1bBYRuIPbFUurpcHFYjxhRY+eDWMWRyIV7ZM4Sf/sSLOHhoHJ/5/WvwMz+yHll1avZiLt5YygG5gQM443mY4arQmGcHJtjGwaW/Fp6fGzjYqz0vws03dOGbXz+BZm69s5oEGJ19jnmJoH9zXObEEXBXsC43h81NZbw85uPgVI5nxwwam7KwZVDBGE+dpTEP3Lkxwq2rQzxzOsADB0JMsX4kVl5f6Tc4wUugnVzxL+cqqgnARqehDCfNpR0Ga/nm21gAJx1A/yudv3otA9PQjC2UzXL+pBp4KW9XFW1rMxykfdxZXeQk3EMd/f7bSMkaZsrE+tHO2df7sPf+I1i3xsPl1/goMfKeR4s4zWdE7YjBAmhQhZy0u1d6uPp9BbSv9HHg8TmcfmkOY7yxruvw0boix4s1T+o0HjsN4GyDQUMH4DHvQ8dDDByMEMwaeMwLsyDrAAxcRPHIZPgSTgoEOqvgsA3Im8fQwDW0LyxxDCZG83zmvpbjbAkvFkV8xRCWXFjhCrjB6/C8klm2lBdEFPP/DHhcaebOD2N6MkQ0OQj2KWs4Yo+YObkfE8ePoDg8Dp151NDlAJjjABItxWDWw6/+1jKYQlZBC8q3wAboVbLPSkjzKbJOfymkyJvSf/cLL+DJr5/G7/3mTvz6v7oMBe69i+y1jIaOxgw2dBaQ5TZ5igOsLmPsrTvFODES4iRXjhFeAA2wQ4eLJOKxYDorlxOZfkxz63WdOLBvHNPTc2jiwGxszqFQyMDzDOtBwOxFAPs26qIAt3SU0ZoJ8GhfBgd5/IjPm9SZ5zp463QPz7CbuiLcyzf9R48avHLRx/K6ANd0A425OIKyYki6ugQMBwlXWA7IpQ0hfK+MaW5bv3wY+Hs+5+jfdC9v4uoYgXlkvogNAP16K+OBA5wMOQLZ1rHYPN8adPS0Qj9q4fhlGgbbd2Wx5bos+s8EeOWBOQxfCGE46CYHxnDxWD+mRiexamcWO+7Ko3l5Fu28sS40UiGxLWQMoN9SC2sy0G5gvJf5mwbcYqCVGiooywb1b0UUwIboX9olat9WIR68RtYTXRMbt+kmrATJJtcFuOxYjORjNGtESo4WTsRWVzIXjlNxISeJsXyBk1rDlUBCzMsgLzdtGon0H4RCtmyhXQ3EHPvZStziyCDmBgZg2IsNl8Iib4a9hhyWf/hq/Mc/COG11CH0PDA6ui7rRtTYgCiXieNHLKGAISL6dCRctkmCO1Qo0wPDU/j1X9sT9iO1AAAQAElEQVSDT3/mKP7NL16O//mfr0JPewEzHKxqoEauous68uz8HsaZhzzzonNwhlhb6m+dhf2hxKEhA/2++cXzEXghjcW+JY1ZOxE4WWNdBpu2teP11y5YVjZrUN/go6Ulixae/1r4pNXK83cbt/HN5BV4qba528OdK0OMzRTx1UMR+iZs1BpP5QMLZ4wH3TJ6XgD9wMSwvuJOjcrnBvG8boiNHMzvX1fCioZpPnMFuDBp8DlOCvsGgPVtQIFNBgOU6aleVZ+nKTPkVYyTMDzXHtkboXnrJrzpw5uhyzsoTgB0tHl40505LN3q4ci3itj3SBGFllZ0bezE7Ngs+vadQ47b/dalHjwZjgsGfSpKaSbArH6iyTRLHLz6C5qS0XxSTIOl3TPIZkKy48jyBWQs7ihUeRYXJlzqJBTUR6AESbHXwX6LGFAUgeSePBcQZv7FsiYsQU98IstbKKeUzgptYrFGhaWIAscQnYIKO45mJfpXQ/q10TAvP7SNscx/gOdxQExemITayeQ4GFXniq8BLEwokv74L8+hYVMXVm4twF+5Gjf/8k7UrWtFtiHLQW3QuSqHaKYU16XKxszyqJuEacQ58tXKMxyUr+4bxK/+wm78s4+sxR/+16uwfU0j9IsrYwzqM8Dqtiza+cQzyQs13zNor/d5m2ugT2ZO8HyoFTnLltGKJJxleQaS7az00pCnUhvtKa6saLW/6+7leOjBi1Qjl862DQw7LggGzIoFuI86eka6fnUed6yJ8GIf8LUjob1noMhGH+Jl0n1cRU+MlnHPhjncvs5gV0eAPj7vPNvng2OE9RJxpQw5EXo4PZFD74SHIo8PqWTQVOfxdtvDXUsn0M0BneNKvn/A4O8PARNF1k8zwKbh5GSgSa1QD1UtPWcF3KIbLNngYXgYOPhaHkMjESIO7ogquvTjRgOr1mdxLbfS2h6/9JU5nHklRMeaTrSs7mB8KkpZQBKs69mJAGMXirQD3nazocogO2I9GWlAO5U887biygjrri7A86kTIc6b1ZjnUYYEhCR1WHQFxBSQwVLQd67CZCKOF2NJBDYkgsAi2CCUXQF5lhZXYWGBaIHkClesWwY99Q4rIG1x4ikoUOSEJSSWsAUGdI7Tr5cU1pZGf5Tt2CsB9j5VwjQ7i6nkVBpvDFqRW9Yu50xtYDyuyLSvShVSTOFGni9/5O3j+NDPtmHp8jnsHVqKriUeOrf1YI69cuDVfvQ+1QtfI8kYRbs0WLHhmdrgxNFJXH9TF265ojPeriexNA80c7XUmVDqrQW/MoCRfKqDcV7SeVRQHmd4WaVJQHH1VzUTtRqkrC3nyiodxZFwzdI6RKYOZ3t1/hdXIAkNw9EKE+YFWznQ3r0R2MHt8lf4bPPsKeDRE8b+DPPG5QHeuj6DBnspYOz/Q2lnp8GW1hL2DgKvDXnon8vyDT/L8yrwOOMeOz8JnaWZku1XyqcxXNVa6/DOdR5uXjKNpkKAMnm7OYF86wx4yw3o/6IRcFs2y90BRXF3M7ISQ2MdsH1bCWt4CXX2eIADewOM8yilfqI0Ak7exofdau96Rx6jfJ588YtzGL2QgedRIDPcjxanAoycKEK/9GrsziLHdomYLmxuwYEaQZu6LqbTvdlgkrfoz34DmOXKje/gc9WbynocSwIBQ1GlTUyFskQip8pCN09WGR5pfpp2FsQTxGFSGm1xIPZVe6QiwOaBZK1jFMdIkawpxwU822KAUHkWHIjA+IUynvviLIbOjCLSQygu/Smekyo7hgG3zbNpyhOT/PblRcx6WQyU6hkC8ox89OGzOHv/QeSzPoIzE8jms6hbvgJ+aw/LxOrmSHP2bKTEMzCWojquv3Epnnh+nE9SAVcnsikyUWjPemdGZtGcNyjwLMzkKKw65fcI38SpAskOnArRxx3JN/m0srQJ2MYBU9WupZryPurzHpiUFYS8gb7lLZ14+YUzNiwviktAn6EoAaL5TiIZWtns4ZoVwOlxg6WNIT6wFejUeVJCRrJ6xGBm2zgp3rQsQr0X4uKUj70XIzxxMsLgjI9crg5DY3PoHQ7t4Ebq8zzD7XYG71tXxLbWOeT4JDbJ8/OL52CfvJa1ABuXe3Y1TEWzpJcJ8PTf7sXZl47jCl50NTQbHHw5wNHXA9jbek9qhnENGlsNruC5ePU1GfS+VsLBR2YxORhg5FQJk0MhGpZk0dSVgQcDtYNiCowH1LcCzcsA7RLPvx5h5DjsuRxxTUqtFlgxskFUw68JpwIxaWgtpqxdR9ZYsBLqkenkDpPFrNKf51yHSOlVNZRLFtiatbSl4gSk5SIJC8RLgVjWPokkupWKNzI8zZtV7mnI0ZgtciVu5Wz/1veNYknXEKLp0wjmBuIEqTPfpe1VZEynQjOXCoZktL3lGjw3vBGe52H48Di+9ouv4JXPnoHHwWpyPgo9HWjctA31K9eztD7BoDTJ5cE+pdAAnWzRpKOgua2zI4tlKxvx+DMXadvYeIZpTMwWMTRZsttsRljgZGtsJoLPzj3E55a/ey5Ergh05wwmJkLyF0SpMBRnGW++3YVYxFRvuLINu18dQZlLU1TRJKGAIZYTLUyokCQGJiN7Vh6cDPC+LSG2dRkYY6jFqqc8JkRXA8w2VnHrOWcCTJXZMY0HHypPCM/Pop3n0qFxynh5Z9spohUBUR1v129eCbxv7SyWFeZg2CuHeD59lSv0OZadpyNqpRzjecbAcEIcvzgB3S2sX+dh+7U+V0rglW+W0He8zNSpSH/swjjGzo2iZ10Gu+4u8KnJx8CJANl2D+2rs8jVGVCtkgBN21U4UzBMA5gYiDDKiSng4qK8mUQzSrCNmwSEFsidnrAUiCNGEpCkS5ikyAYrG+lPUoHliXAJWEbsscoAx5cO+Dkc812IWC2gUgpTT47canwXEJYwBWIJxEpFV9CCZHU8RPqZeAbWvxR6+9vKeNc7Z9DV4fG9M4dGrjqZcBTh5HHOihNQVvAGn2xKPD+9fHcjOtc14+WDy/Hor72GJ3/rAIrjZWS4suVam9C0cSvq110Ov4E3MElkuxKXS4h0A4O43eP6ATxDhhwT9NnSb3/bEnz+wfOwb7KMz7kBDVyuhft0EJTuPFBZljQang8jdNQDv/1hA/1JoyEemH//vpBpcHAwzhwHJtEC19mQ4WCPdSLOKG28EW/vrMeB/QPUTTIYkZRzmHSKxORMiIe5jX7uHHDbKj5lrfW5O0niAna1Uj6jSiTJFBAGOP/h8qYSlhemsSzLQdkQ4GyxgEZeqIWRhyWtPnIZQKubYoGfwyTRzku5d26IcMeySTTm5hB5BuMlg3z6V1SMwHkB2ZlpXPvOLeje1MzdDhCwzI08Fuy6NoMt12dw/mgZe+6fw8iFAE09DfAKPk6/fAYBR+OaXVmsfVOOz23MDO2BX0TMpmM9RygXA67kIfSaMT0ElKcNJDNGdWCsjOpgkAxGJqGwbDBkx6JwDViFmCMSNjYjWm1iMSsGFID9RFEap6OAuA6LToBVFetYZTIdJmmTgE0QVEokKSMixRWmRuxqAjGr4r+RjErTXLFmeIjc1BbiJ95bxAZufwvZHJo5Y29qz6Gbbxx1HGwFbsGi2V4Up05y+8oZXDXM+AucS09YQAU9ORW6Ctj3t/tx77/Zi4nT08hkfWQa61G/ZgOat+9CrqOTjcUiM46rW/DcVNfVyUklm9RLLKdJqyvs4Kqd7eg9P4eT5yapa5jHEPmMx4Hm4fzoHHQh43QdNiTWcAv45tUGt6/2cM3KDM7wtvqX78jijz6esX/079c+G+AvHgioWXXKXz/r7VWeRTXGC6yr8bkS/u2vvIpzRyaxeXkz2vJwrYj0x+JZvt5f9cfxv3a0hE0tnDw5mNr53DRfV2Glx5KLJDgLwuQS5XhLvn2Jj7dvBe5cG6A7W8TTfRFOc5sd8sYoy1VUoPJSnTYYj75ogcceuaErhw9tCrCraRjZzCw0iFiRzGuIrrYp3HnFOJZ1+ThyvBGNy9YhvrWO7ERTDiK0dbD+uPIu20qdZ4rY/0jASboRq69ZiaFjwwhLJaZYdUaZIcyMBpgaDuCxDiNODCF3D2Cq0BeC7Ryhc2WEj3ywhGZOlFFEAeMpb6QWOsnFdVi0BccQpgFryApqPEnFuIRYIgvS8yyV8sSMg1XK1lDMpB/zYx9xGRQQULqYqxHVBKraWTbgNRvruJXLYTufjuqzeeRy9ajjNF/HwTwyZ9BUyGEDb0Hqsx4K+RwKfoTixFGEM+c5k7Kmq+YqFI+nlnZYHWXstQEMvz4EPb34tJlfuhJNW69A3fLlvPTghjCVR1Ui+x9amyL8+N0l3LGLFS+LKZ06nnsVVIcQznHQXnt9J77+1Hlu+1RHnmJAZ1mOMQzrLwtaTq0ny3l2dJ/quSzwix/y0cCB8YXnyvjtvw/wwdsM/p93U8BoSmdkOsA3j4zh64fGUCqDE5KHv/rcKfz8T+3G22/rxjc/dwPeuqsVl3dlsb0zw1XOxO3F+NaxcMeHga8c4uRQnsF7N3Ol6vBhPM+Knae0qhEVUk7TONYUhyatqjEGjVwhN3f7ePPyEFPTM+AVBM5NMK6U4ii1Pg1o5yNxjpPrdWvr8a6VM2jPjKOQncQ1a4dx++YZdDUUwa6B1Zs99A9GeH1PGQM864a8vJJBxdc/Flm+IYMr3l1ArpHb7a/O4sRLZXRvXw7jx3UoXc6ymOGb/ciZMgzrvo59z2jwcuI2xmpwAAMFTrJLd3io55n9/hfymJwqQ2oqLLONBZ+Yii+cCEVyumHICYiVWXKck45oh0UvBk5uMT1bdJpTfmy+qpHIVSJUinkVwurGvDf2FUNgI1hicf2ybmenImxry0BVnPEMmjM+2jlY63MZaJVpIq3BOMXJdGNXA9Z0NCLPlbkuX4eoOIK5kcPwi6McNbUJKaRisDSUwX6+b+Cxo2Q6l6Jh0y40rF2PkCmXZqjCCEwe+hSPQWTqgGky7n3J4MC5gEoMpJynFqei9G1ZmdiNN/fg4Yf6MarbTYalXs/dhFR7uSor/EagDs07IvzuEwGu3ZjBf/vhDLYtiwfYNJ+uXjg9ifsOjGGEz2Pr27N44sVBfOwnnkeOb9VP33cbfu5H1+PZ14bxk7/2Ks5PlNHOC6kreKmzsc0HFxyMsaz3HwEOXeQKtyrEm1YXkJcACz/DstUW2jKomGAiW3ZyFnP5fAbXLM/jTe0lvHZxFk+cByZ5O18zrdBGHFdcdfe40pbznPH+LT7eeUWE6WwditxqR1wtwUn84v4T2LhmAp0rPJw6FOLA7sD+5lpiLswISKhMW27IYSdvrscvhnjly7MYOsM2pHk9OQ0dL0G/J2hd6SOvXQjj2DYES8w8ZXIRWpcDrasM5tgJenmhNn6GeaSMJpwqtVOOMhtymAGViCh2EQV0tQtkLJIvkbA1XglYjvUcS2asDrm2Z1QEjisNARVYHOvLc3qiraoYAsuoemIJbMU6KgAAEABJREFUKjpVUQ0VcC84ywFc4rYLQQYea6a+wBSZdo6DjbsXNHOgFvL1vJXNQoO6IZfHGN9rQx44L+fZp6eZ/Loc8uwsczO9nGDnkP5o0taXzY9Gke8h09KMulVb0bRhC7y6BhRnwDM3oC1clukXExN+Bsjz3OpzVYw4zfWP+zh42lYZLv1FVrRueR26OnO8we6Hi+EZw0nJxyhX5An9kyarudCbKEZ4tT/iCgr8yl0+rlhjmDqgLfCBizP42oERnB6ewepWA23/fuHf7sMjD13A5//wavz+r+zExHQJv/O5E/izvzmJfJOP2z74BH7jz45hnGkub8rg6qU5nit9XN5Rxts316GNR5YFuWAbTHCwnRkDzo1HTBvMg8pmUPkYpJpt5gpvPkEdp9DRlMdda3NYnZ/Fw6eK2NPvQedl20A2npQtQS+m9Xe4v3E2h1fOTeP6ZbNY0ZWHx+VWP6HsOzyAPfcdx9qVHnbyosvPA/ueLuH4q3wPDgFWtzVdng3Q0Bxh1915rLo6g9N75nDyuSJ0c920PIOWngzUNi6f4OdxicvxbJ5vZsAHBo+HGD4aIeJFnscG1Xin5Ns6xkiZVZlS9ZeKLYnAskQIbKDqVVgiBFURmCWFHNcl4rBkSGWklo6ll/CdyUXEWm2Ks0BpOoOgmEHIJweplbmd0U+f9UP7fCaCx2w0cUB3cFVu5IpcX8hwe204uHNcVQyfOkJeIvnY1tOI5oYs6goFqAFkS2A7WVLjov26AvLLN6N+/S5keQ7WH7XX33JWOhrAXJZRYr5UYJ+N5+cMQCcTISdxlADflwJqPpVHDCMvgUzGw11vX4LP/N1pnvOM7VASNeVZXtZNn5ZbMRYBFgW7uj10siNJHDDzp4fn8PChEbzOs3BHvY+WQg6/96kT+M3/8jp+/l+sxSN/dT3WcGL7s6+dwX/782M4PTCNhvYCBkfKePNbVuCVU+O45p1P4PGXh1DmBPpernIf2F6PTq7UUIGRfExLq+UjvPR66FiIU0MlHOKt7WdfDXHwouE2k5mnKtXov4GTGoGuYl20YWWv7azDO9Z46gD42gmen7WR4vnFsLINTVKCYpmrJ9N78FgR63Jj+NAVrVjZ3Yyezjw2rG6Bx77SvqoVxvfA4iDH+t62w8f2GzMYp73dD8zgnP7cLTM6MzmN/pODGD47gqV8B9/xjjp0b82ifW0WOV6gUoWpxrVgmAFjQtg2J3duEhjjK155GvDYJ8hCELAkzB+IFK5gBRLeJQewS0y6BKkLDOlLOcklk46jFa4Cx0ocSKnYhKrqjnLYZroSiGPLF8uC9cRZCDKt38YWpzyUZ30EnN3SWsoF2JgTM5TTTlMhAvsr1NdauCo25Ou4nc6iPp8h5DmgfYRRBv3cbxd4vtE2KrT/+A72U6NwibZ0yMrPtvWgsKTHThzBnGXzXAkYNpAmlqDMxtSABWAMac7KynNUBAMEutk5j37VSQ5QmRXDOacyYMW5alc3+i/OYf+JMasBfjnmM8dOd2G8yFWRhSRvvvOYOJ21NciLrKeOjeGF02P2107LW+pw/8P9+Kmffgm7NjXisc/djHu4jb/3sT7898+exN59o5jhVnqEFzeeZ7Dz8hYcOjyGCyen8c57VuCXf3s/3vmJ53GOt+f13Epf1p3FNp6h6zPg4InwfG+Eew9EWNFY5n0FcPPaDO5Yb/CezRzUYwGfpQIM8nlK5Zuf70p4kWI5lrDqrJDL4IrlBdzWU8QR7jIe4vPO4DQHEGfMs5OGt+clTE6O4d3rgM3LmuB7Hms4boYMj11XdYS45y3tuPqe9XYgWyEHdwvfv6+8LYe1V2Rx/gC38g/PolisR9f6Lvg5H/rjAr4foqHFwKu0CmBJ7vKKrG+t4BQi4GVXedbAeIDkyjezgZ6l05jj4mMncDHBzxaMmE6DmKjqrIweXZVZS1kzkgtqRTYkdkXHcpwnCZRdMqShsIBBMNciBdAnQiB6EVB0W5GLyGJWhAyVyjOG54wMyiXPdtJYttA3BghYUZOqRIqb68FLnwxaMxk05wu8AMtx22kIOTSxcZo52nPZPLqa8lypF8tohBzfBF0e9Ubt5wBtnfmihIBn9GAuQMAtLbOJyAN4ZIanaTkgLRfKU75iQo0oiLlxmnUcGMo7WH/g18wnoWtu6MBff+U06ng+JgseFRryGegXWxfHS2ItCmPcDj59agJPHh/FFJ9D1nU3Yt+BCfz4z7yAqcEpPPnZm/Af/vkm7Ds2id/69FE88q1+9J2bwTgHcaYli/Ur6tHCm/5P/fFx/MD7V6C9LYvPfeYENmxswdvfsRzXvvUR/PqfH7X56eIKf9XSHAocIBlWzge3R9jKSyrf86BPpWvh0+BdGz1cuyTEY0dm8BgH3hQnQ6MKk1ICLqg4goRdRVIw8YAU2dFcwJ2bCtjaVMQjpzP41mCW9xCTuK4zwC3rmtBYn7PNFtc649EoHS8qc7icA/xtq0O0FvsBw7qkXY5FaGe1dFUGV91dh7YVPg4/WcTBJ8rI1TWi57JlAOJyyTCbA7p7mRwo238jbdhOPsuq/+un5FS2ztBfumwU7337Wdx+3RT6hiZxki8Ts+wzSClqEJuk/S0/YsSUc0FhgRVVCBuqeGILrHlLSOQIYQFTIfKg2lRppGNjUJDgCstYSoKEqKJFoleFlorQztV0bZOPpQ0RB1/I1ZQDKxNBW0arcgnPGIM5Xm5Mcjdbn6cdxm9hZ2tlZRc0oDkgNCha8ll8ZEcL3re9nSv0PGMspDEGZVa4ztWaXTMc1GWe//R/6gs5gOfY+fXvglX/WU4auTpwITe2apD6VFafBoQhZQtMwGLwEy1ETOcx3TvfthJPPtaPQd4uuYFfz1t3inCWl17uRxyMZd0st2yvnZ/CY0dHMDw5h1XtdYhKwM/88kv44t+dwP/6b1fiT//jFShxK/qf//oIvvjYeQzznuH8wBxybT6W8Gx+NVfhv/nL4yh4Id73riX40hdOYPsVrfiN/7wTp/eP4mufP4M//O/X4Gc+stamKc/3DG5h5//E9fVY0ZIRqwZYHBte0Z7F+3fk0WnG8IVXZ/Baf8gdThTXQASLibDgE1MgjbgCSRnWcQT93zmev5BFMHwOmbFBjIUZDET10DOdjZIYs9HUF8kUHXKibW/O4/b19dhZPwJvbpiTcEibsP3A+MDaHbzoeleBvAiv3DeHUzwiGKYspz/SNzkUYPgkK5g7pQZeBma4WwIXkSRJgGk0Nkzjtusv4p47SljGM7qh0JgIc3NTOMUnxgEeX+K8MmM0rMEMkdRLO7EUV7jCrwlUuDa6dKuEk4nrIqn+AGOMpiYKVCtY5JM+xdbYYuJEfsnoFPiEzrxBUxbo5sXRkqYQ9dmQ20SgpQHQmTaUnUXsi8U8wvC/qVkP00WDxjzQlMmho5ClHR85P8IP7mrBzmWNuGlNI5rJBz+ffM20bEEwOhsEyDIfOvMEJQbLEWYGS5ibLDMQIsunkrpWA5+Nb9h44Kf4zD4pOmakvSXEmh7f/qaXkchUxk2CiRInrkjhVcvq0L60Afc/foHHAg/6NGjquZMY443zOFde8cqshKODs3j0yCjO8oZnBTvoMq5Wv/MnR/CLP/0yfuKjG/DUZ2/BrjVN+L0vnMSn7j2D6Sng0N4RjE7MYf22ZmxeV489e4fw6P3n8clf3o5vPTYAbTtuu3MF9jw/gP/4717FR//5Gvz571yN99zcjda6jJKuAstY4G3+1s4sdvVk0cq6NipEoiFS4LOSdqxpxQe3+zhzYRif3ssBMhywmkMCLCD9KVI6TNoQpuZCfP1ogL974QJ21A/iB6/rwo0b23DXigDHzg7icwfmoD9mYNgQcc0xUkRInMhQbeVlsHFpI96xzsO6sA/l0ig4F7DpDScDoKHBYNdb89j85hxGewPsuXcWw3xuGjxShv46SPPqDBrbfQ4G5SoxzlJk/SKu2HYW771jBJtWkR8E9CIYTnpqQ5gMMuxnk1PTON8/g+mZMtOMUBkvJBmhxlmW9ch2mGTaOXal7zlGWon508JgmGVhr5pqTFXiOMLhxIgLXjqRWEPGjTEolnwcHwLOjwdMGuhp8LGsGehqDODRiMZdY53icB4TStKZj2iKGTQ8VzLnfogRvkuO8WZsc2cOdZksDg8E4LiwFWk4uw4cPMVBGaI8NgD2A9U5ZtnxNZPOcAadHikB7KU+t8ONXTnkG302JKBtmX40Qsq6iLnO5SLcuqOED90YoZUXUH3DwBk+ZcwWpRLJi4Eki8QYqLRlnmfBt7ytE1/8whmoDJJTzU44LAlODs1BK/MTR0dx9OIkWrjLWNPViHsf6sP7f+AJbF5awPMP344fefMyfO35fnzyr49hYHAGh7nNPso35Cuu68CqlU2Yngzx139wAh++Zzm4+cADTw/iHR9YidOD0/js/zqGG27vwZf/6jr8+DtWY8PSeptfXRLtO8864v2BZSSeMQYtBR87evLY2pVBjvXkJTIh5V+gbe87d3TirtUhnjwyjC/si/isxcHMQqps0nUVQZMsfwSPtrQL2dMX4C9fGkPdzDl8/MY2XLZhCQwniJCGmxrr8a4d7bixbYIXfP14otdj2zIujVXsWuOxFxIFHNDZXB7XbmjHO1aU0T55io0wBXYyjPYNYfD0RXQu87DrXTks2cbJeDhE03IfrSuz9jJS7U4z1nl+gDXLL+LdN/dj5waDrGeYd0CDlyQ410GTme9F4GkPGd9jMgHGuIMaG5+1N/zWUOKxSMx5KmBIi0mUdmKx6mKWAjGV8sUUsGiJYoJQaZ9YzDgiBCQv5VzkxeUGGsRAjLWlHePl1tlRH2fGQoxyFm7mTWE33+y0OjflA86aEW+jI9RxwLyhbXaCwakp+NE0M16y6WziQL7IS5KGnMHEXBGjM0XygVxDnpXHGmMJNZC1CgecMaf6S9CFm8fKz/Hc2MCLnoh55U7VxoO+SB7g+REuW1vCh28JsGmp4W1vBJ8tmclEnFCA80MhBkZIB9RP4pBiuvKrcON1qzA0EWH3/mF4zI+hKOt7yHMbN8DV9LVzE9xZGKzpasDR05P48MeewQleUH3zy2/GJz+xDaf59vpL/+8BvPhyPyYnAjz70gjWbWrE8rX1KPAM+bUvnEZbYwZvuasHf/HZs7jljh609dTh0IFJmBng5/7lZvzSB9fh2svamXLVzZWA//zZAD/2+TL2cotclcSUZwy6GjI2b9oxxFz6KitBbRWx7pbxrfeHr2nHloZhfHHfBJ47F9eVx5rwDNhWEUJW8BzfuHvZBz63t4zDpy/gB7d5uG3HKuR5TNIAju2BsZiG8TiYuvHBy1pgJvrwpf1T9t9oh2xM9iwqxHqRKHqKKxsB89PGrd7dO7pxGyeCptkLaOppQoG8s6+cRZnbmBVbMli7K4dCvYfKAKYNPWl1tw7h1stP4ebLAvZHn3O9sW1uAKjtMj55ng+VSz+hTKoAABAASURBVLTHOjKeQZbHR4X1s84JDuiZuXK1PzFujWNaNWEGalg1AQqtE5MlJ1JZLSvlcU5BXHFiUon1IGoBSLSYgbRiVLVEtmLEhWdZUeQN9UW+w54ZNehjZ2Q/RrcGc6PBksaQigbc7aK5PoK22/PTmirN4dTIGO7YWMDtGxpxy7pGztIl5GloUwcbvc3gS3unMHYkwtwI0LSsAyHPOl59J3T+nR0uo8gBb3wg22zQsJQdlBMK+wWUP2WdfY35lmMH5jb6fTeXccs26us6mgo+G4zO6gv7HpiHCOcHA4xx8ldHUuwaYDW08n7gCm4b//LvziDHHUA80QGNBeaBg3lNRwMnCeBf/+qr+KM/Porf/bWd+NvfuQat3CX8xp8dxRcf7UOuI4tHnh2BOtv113aioT6PffvHsfelQXz0Jzfh3gf6EHCr/NY7uHI/fA5f/ewJHkM8/MG/346feP9q1GWZ2ZqMAQZANmdwtt/gF74R4bdeCDHMm1qybScc4Xv3K70zODMwAV8FliABFos1AgsheR479461XfjI9jzGhi7i03sCHOEuKeJIyTHtOZPH+bk6PH82wq6mIXz42qXoaG+26cgWTVhbFpOh9ld9Fgp53LqtB29fFeHQmSF89aiPi/bWPIRHZc7t9J2LrD3Fi1i6NT3NePfWBuzKXEBDIcTKq1ZimLf/ZY422XexYAwK+Qlcve4M3nz5LJa0FuzE47PdBR7LnskYu/IaD/AIWU7yWpGz1Mn4ZLD8QhkfyGbAy9oA07Mlrs4RbMGILK4kGhMVdoWI+bHvmMI0w0wbY2LRPN+z4VjPkvMTk4jxUYkuRqxZ8V3HNNSSbkVAwucqm8mFYDlZyQaj0x7OjPg4ORJibBZo4WDqafTQw8HcUR9wwEd268K6g/Jc5JvQqZFxHOMt4Y2r6xjH4FA/IPnwdAkPcXu5/8IsPvnoLP74bwroPeLhxFNz6N3j84kLKM9EKPJ5Cl6ILM9K9bzQKHD1MhzkzB40kG2ZjUIGfGrGHVeX8L6bA7RzxmabMx8RPCYYq5AmobxZYLQMG26al2aDfJ6ZnYtg6yCiIHG+5+GOWzuxd88IziX/TlF11lyXQ2tTHr/zF0fx4z/7Et7HFfVbfE66+fJ2/MVXzuC//d1JeDxGvPT8MPa8NoZ3cJA2eBmcnZzFww+dwQ98YBVGhkt4mBdeH/7hVTh9agp/8qmjaKvP4KG/uwl/8h8up/0czgzP4eUzUzg/VrS7nyRbFimbdVngz99pcO0Kg088A9x7JsKZ0TKeOT6GY+eG0dJUb3WtpwiWqPXEFtSxAt+2owvvXjeNV05O4YuvA0dHs7bdzo4C/dydNTQ2YpAXjKonxRE4a2laPDsouW3uaGvidrsVu7jqP8rdyqMngCnWueFINnCx2DAJrXg6OvhsnCvXd+L960KsCS9iyeY21mkmbiMmkM3OYVNXL27bMoKVHTkOYLWvgQanMbRHpwEq8NgHOO/G/ZMdOstB7Hke4sHOeHwG8angUc9jur7vQ/3LvjszrbRzObbZVYDppOWwgpipegIcLWXUfmR5Vl9sBoQWQMKPjS2QJgxWJRXoGE4ikJIzPpCrC+HnAsAL4HPqKHEQXRjL4DQbtpdnO+kt4erc0+RhaXMI3VAXwxLOjk/gQP8IpnnJ0MiVY01bjmfjkOdL4NDALLd8Hl65aPDrT/s4MJzDxtvzWHZlDrl6YJq3kaNn5gATIsNLrgauaIWWLNM3to4iEIX06NToxvNw7fYSfuRtIdZxGx3qj2BTRjYbFVCbgp1GYdECthftASwS5bIYQv8HyImpgDMxmAAhcdu2tKF7RQPue+i83VJnuTJ//oGzuOcHnuSEkcELX7wNP37PauzeN4qf5TZa/3Z5tL+Ir3zxHK6/pQ1b1zdhslTG0y8OYCO3zds2tOC3fucg7vnQCvQsb8Sf/sERnD48jk/9v1fh3j++DjvXNmOAF3kHLszw3bdsB/DpoTm8dHqC/BLUVsoxX96g8uvXZNtaQ9ywFOBOHUep63N5WdrTAdshpUygq3SZpGgxokA2ZdgYg+62RlyzvpH1McsjTwT9OZ/9/eDOI0IGAQaHhnHg5BBmi3EjMHrFTkxUfckEnudj/fI2fPDyRrQGg/jy/mm2fwRe9MMwVwIiZcFGVhyVTefneu5gbt/cjHctm0J30I8omEF3/UVct/IcNvcY9iWfzRtwkPvwPQ+Gjet74Opq4HPAGqadIRbtiaZcZ3rP90ASPgduhosFo8LzfGTI9D2QNhaQ+pQvBR0WrXxbbImqxNYpBZr4iRa6CJbHpCyueM6EDAgqggpR0WCFRQQJHE+0wMiLgSI6ZHIRCg0hvGwZrDHo0w8/zo144G4Ho7MhmnLgNtuDjyLaCkV8eEcD3rSyDqPTc1aW9YFVbT4HAt8yTxZxZroLpyfbuHmjABw3zHArV5X1t+XRtj4Dv+Ah3+QjzwHMlgEVk/zCflS3eMOKEG+9PUDLKh8BB2uODSZFbZ18NohVYgX7rC3DgJdgw0nCUF8gNc8YNhpsZ53SeZxlUkcCv1zG4K47luJ+boGffW0QH/zY03j1lSHc91c34bf/1TaMT5bwc7+1D98kr43n/q98/hTamO+73rMcs7yYO8bVcWaIO4X3rcSn/vgEVm9pxb/66c147tkhPPylU/jJj2/CI5+7GffwNnqG9xDHONGd4/OWKyOzz1wARU6ir5+bxu7eSeSzwPtu9VjbwKdfA18BDDr8CCwGB1+AIlc8+6wSwUW3Nmo8ypzQU+UwoDgHhoBHXr2Im3sm0Ns/hOnQwM8aVmuZGhGPPRms7K7Dhb4BjI5OIwpxyURUBoFVIZHJZXHVxi7cs8FDX98QPrdvDqdGmRHKlHebDZpzjhIE9AKu7J2cYO7eUo8f2TmGWzcHvMgL2R0D0IPHbpRR29o2BTLsB2pz3/OQ5SHUZwEzhCz5dgCTZhRk2LYZ9gVPfC8DqsPoP+PB9wDlCcnHLMKIZn5YEaIIChBVnOqJ1SHlCm8eoSgCsoWYDKnEiaFE3ig+4mwgYqUYY7WBhMekEX+0RCdaSFqiDQueLQDZuhIyeQ3oEDo7XxgzODVi0DsBrmQRZksB1nbU4cIkoFVYF1iHeFN7ZLDIAV/G7otldHF7VkYWqjTZFig7kU0wQvcGn4M5y3x6zBZzIL6UQnkCg47mEO/hOfjt1wLrmyKsq49wajqLM0UDdbrYdgTZdQ3CInAGjtjIEdhu8NgatA7dxkoP/DwKDCOXubebmglQ0uEfHnZc3Ykpvvn+9u8fwm/88mX4wu9eg1VLCviNPz6EP/hqH1bzaenBB3pxeP8YPvSx9Zhm/IHhWew/MoW737bEPiG9tHsQ/+k/X4HnHu/Df/yFPXjTzhY8cd+t+NWPrbM/Vz07UsQZQjGIWDfKGewXWR8IwgDtfDnY3FUHleWtm0L89nsDTmAhfvYJYM8g2GnBgRZgdGQcF86P8r20ZGM7GzZQ8SJbPyp/wEuGLCvqMt5237m6jI/d3IVNq7tx85oc2sZPo21gL5qKQ3j0fCPqW1qQ9X2sXb0EDfVZlLjbqJhMEWrPuF4jsKrpDNs0sruIluYGvGNHB27tnsbThwbw9wdLGOJuiBpQyQUVU4yuSZVZhPF89HS1Ytu6DrSvWoFzs1kOOEPwYYzhKuwxb2D9gWGfbW1Ie5Qb+Cyfx7b1PcBnBfocxD7jeJkMPEMdTgK+58GTjDpIPibPfDNgWAwFSMZOATJZMkos65Krr5XSUxQiOZGKnUpKbGcqpi/lu4QcXhBL1hnZNoIwIe0yGQ/xgA7hZwkstFbnXg7m187P8sxSwPB0BB6BebFRYoUxm34e3zw1gzMcCFnG37jEww/uKGN7d4AcZ3rWZVxR4MeS2QYLAMOo7LvQp/wAhitRiFt3hfjIXRGWdvmw4wz8SFzWVEZ7BtjHs9wgL+hypD2KDG0SwWNAK7DtLGw0zwcMZ2tjDC2TNmCDCkcWS1+/G57h6tbRrJvlOnz5967G3dctodygyMGa57b/7NFBfObzx/Gej6zB+q0tGBmYw/7do1jZ04jlLR7+6H8cxcd/ahOamn387m/ux/Vv6cZn//ZG/NIPbcA6Dsrh6QC9YyX7izGPeUHyqY0i0sJZluWyZQ3Ywa04xzmf7Ga5hS5ifGoON7WOYbvfi77ZWeiXbcYzgPFQKpYxy5cApD9rEFrEbBk8bnX0v1X96xdmsIZ5bc4BLfV1yLPyWDzUF/K45fJufOC2zXjfle24oW0YX983iK+f9Ln1LqNAvTyf3ZB8Mi/SthezYbGtXXGrEHJkRsZgVU8bPnx1G5ZFffjS3lE8e96zuyJGjWM5g5Wo7Ft8o3vgCLD7yAVcsSzACj5B+ibgoAXLFMHzfWLDAR0SgxiUeZZvWDceGzbDdvd9A+N78I0hAL7vw5fcoPJFFYrEgoAUY2ZcTup8Gxdrww59qSrsOUIBK7GEuAtBnUEAWz1SVCZQ87nMSCqBw6ItiKFoxBl2rCzPz4bbbT8TcpY1KIU+6jhQeS+DZU0Gz5yZtuetm3lGvGJ5PXQeKqkX0hgXO+xcGuH9W8pY3hDC+LY4lFRdOj8+5VvXRPjoO8u4fFNk09Og9Fhw4YwPa7+RDXQlB3TEcu7mRc0cG4Z9jSGwUSP4BsQEJkcR+cYm6DE+k7C0OJ4UDfWpZwjsd/jIh3ai0FoPnUlDZm4JzxM//4F1+Lf/zyb88I9uxFf43vy3f3EcsxMlbN/WjD/5w6NYeVkrPvU7V2LX2ka0c9D+/M9uws+/dw3edmUnaBYTvGnW0cQmbL3I+s4zzMyK9jyuXNGIhpyPI/0cwAMzHPgBzpG+yFE4xWewJdxrX1dfxMpMCafPjSHPcBcHSTOfbpwtVpUlPZbLcDtpyFjC48vahhm8ecU49BdMilxdoyhAjvXIItpBNcqjg3LVzMu9zWu78bEbOtBVPI8/f3GKbRxBN8lqBxlndquTsiIxDfHjrmsZsZyKqlOlkclkce1lq/FDO+sx0ncSf7ZnGocGQ0Sc0W0bUVfNEXFWP3gxxKf3zKEzGsRHru3CqmVd6OpsxcY1nWiuz0L6OR4xslxtPW6Vs+yPnufD8z3b9hmG/QwYFi+DDCN4rGSPOkRxVuf7cbbJdYSwYdi5mFZZHGcBZhTJpUmyRuxVQvMlFUFMVAewwk7ZYfJEChKS6JJOmZEwUUc2D2QKZfgc0LPacbM2rlru4eULRSxtb8TO5fV20HFRgwbx+BzsLagaJogMJsYjfGCnwdvWBOiqNzCeJ/M10N0a4YNvLePOG0L4bAXlwWNHM+qQngEdgXEZFj/k8FxWCLGrpYRe3rQfGPfBB2zo3Ax+zCKMYTeOyDYg30D/gfkhGxYQ0SYgvrMfUP8QL7GO8yb5AncXU8UQxhhcuakNP/WuFfgVvvn+5E9txkMPX8BjT/fjB35kJfYcncDDvPF+kNvqf/GOFfjo3SvQxKcY0LeLAAAQAElEQVQmJF9LncdJz0eOHY/m4T6VsZU32NuX1mFJU9ZuuQ/xTfrAqQt49Ug/BvonMTkxg5CdXXECXtG3BtPYFg5jDbf83UvaUCiwxxpJYxDpcQXmIo7nez1s7MxgbWsWKzoasXplD1SeclDmACpCurOzM3jlwhSeHfDx7NkSRsaVHvgMl8PNO1fhR3d6GB7sx2deLnKHUOYqH9p4rJI4QevLkkomzOEsknyVj4i1DGhAq24bG+vwjqtW455VRew9O4ovHYpwcSIe0MPTIb7K8J5TQ7hnzQzetKkLGU4AIdtM/TuT9dGzpAkr+GxV4GVkhpnIZYwdsL7vgUH47HQ++4jv+6QJHuBxdfbJJ4JB9VM2BTaDFbY0xHWYtJwrTEVvHkEdx0mRjgX9uAq1CVVkllABBTZgFZWBOFTxE8tCi0hjNQkFcchaSkiLbGXYCzGDe4/N2X/94nPLvKw1Y1fJvgmD/kmDSZ5fI1Z8MQB6B4EzvQEmeMZWHnetAn7sTSFuXhmgkLE1jJZGD3fdGOEH747Q2QqUedljrCjOjAYY2wDixVtkwLAQ4odUkewyDuZ1TQF2D+RwZCrLBkQyQGOsga844Cc7ihuvWAYeCJwwPClQyBDjexhjOY4OFXnRx3Mdt8WzpQiFrIf33NKDf/XBVfiNf7MdD3HrvGllI7ZtbMWdV7TjV7lib+S2GIt8iruiOYtuPq35noHejTd05bG6PcdjSoCDF+fw6ukhvHKwF7NBnvKC3TZbUyynxcyrno+62prR0tRMlonbiXL2XZYl4vtoiN3nI/zli5OYGTqHi7yoGpyYhUcFn9pDPBLN8EgyOqNnpwgn55oR5jqRz3AXgmY8di6PPbxom5kr2cHX1tqEd1yxhJPwLF48OoYvvFbEwHjZdkzZjDsnM8DcqI3BPOINPrWZ+seybt5u72jGjoYRPHxgDP/rqX58ac8w1ueH8APc3vd0tdv0wyhiruNUYt9wksmgs70JLc0FaPX1OEI9dgQd4XzfgycwHnzWswOTylNEmmZjcwowHLt0gOkyKD2iWLyYLyGBzuZzgUoi8BYIEkZcaUnAIpdVxbSM2GOQLqbpp2kGq4Vx0S0z5SmCSmPl7ICcCZe3emjhm6/PypOmBq3GpX6COTht7I8wxvlsNT4RYJzbyosjIVcAaQJZVu5NGw1+8oYy3n5FgB95Z4DNayM2mgHrHhp0HlUNgaoMG2hV9gxxwjPEAo/e3Mwkt4sGxyd85BCikR32+Ys5DBR9ZJk/RgMNyNFWRLBBdmxiGHmsA2Kw4YmUvituOQAe5ZvtX+6dwjk+FQ3zlrvMnthcl+HEsxznzs9A2/3/8KE1uGF7O77dp7y01vlcJQtY15FHjvk7MVzGkYszeOlQH8ZYd40NTShzaxPxmlj6sqkVucCVu3tpC1ra6mF8D5GJBzGLCzugqH9mlLfbr0zjyJHT+OCWEm7dvgTjcz7rAQj5XFjg6tWYA17nTurpcxlMBXUc+BzeWioN+OTDxs7V4/BsB752uIyjfKMOWF6wnpZz9f/Ita3Y0jiBv3l5At88XsYst2dqKzCadGgCkSoP8z4rT3ik6SCzHndem1d14IeubsaPXduCf0bYtb4bupjSAE5iECmGrAtEA8YY1NXlOJjrUFfwof5njLF83/OQYR1lWL8eefi2X2wTMHDfYsVwMosVhUBni1+NaaWszAQTScfWE+ka5yqrNjGpJ2oiBQwmyCbG4CWdbElXUKuUcKRAKwoJKjoMFLla8RjHAQxo0E0VYbfYHitybtRgatiww6DmaywYvHkXsHm1QUOeItqPCxtZG2wLDrq4etQWhmmLZ2kqis7nIuw+Po4XeKZa21DCTSvKWNlYwo3LShgrGXzrYgbTkc9GNWAPA33b6RXXGEP7gDEejGc4ezNdD9QTROidjHA/t5qjfE9dlZvFnlOTePHUOHrHaZsDOmJPvOGyNnz83auQyyoi432HjtMahrjKv9o3i2+9ehpHzo2gvlAHw5mjVAqgfCIyrLMQPgdf55JWtHe2IJPNVFKwA5ghw3Pw6EyI+w4Vcd8Lp3Fj+wh+8NbVWNLVhojyYnEWHKEo83mpn2myCJhCI7I5pmcTotI8F3JXNIxWHJxrx5mL43bQhSGggbdjfSf+xXV1wNgF/MULkzjWH8EYMI3IpkdqcReRTaCzesKsQk69BsbzkWP5fT/LtAyB5mCsHtzH/qE2rGUCxgAFXsTV8cIuw214jnWU5ajmOEb6U3oWrJeWiKaRxLDGlpIS95JAG3Q14pqwCzhMzQU9RAkZo4QpTRIXVQFFplho0QxJIGVhAekEkaJzkYQFYiVAVHWKJBCH+dGkPjUTYZwDQNmam2BbnzeYmzKI/6fdUqyCokbsrDluz1f1GKxeEkGVrwKr89IkG4k83lRq4GmldLELWabDjvmti1lMcNW/tmMOTRkwnYhxWHj2kK0tAa7tLmM/t/evDGQQGh+ejNKIgbG0xQA439AHz38RpjkJPXwmwIsnhnBlfhqXdXCd581waWaOaZXwMgf03tPD6JsqY3KOQzIyqP0uHYoi1slsgGPcsj/2+hm8uO8s6hqbUWDeykxDMQ3tUY2dOUQbz7XdS3kOrstKFAOFStGYCCUO/OfOGXz6+SF0zJ7FT9y+FFs2rEBEe7qNDuGhvSGD06MhXu0rIpcv2AkDlMfGFvoBG7Jg5vDWnkHcvqyIZZ2NVIqg/1itdixpe3/n1Svw3m0eXjh2kbfmnCyotaiLwLgxXFIuHQfUVvniGGQqUoJEOhBLYMMk1Edy7AO+B7Yuaj7VO80mPCpbSliglFi6mLQSLLCAymdtJaGaKAnPpsMCSOZAKTBbCpKkBQ1iMJEYY+EXq9rKXigkR3ImYhNjUE4sYaZgHQwVmFbMM1bVwNhgRbdCWDZyPjHjBISQrT3N264prsRSYxA+5b4bLVIlJIZJScugod7D+uUGHTzr8kIVGnQ+VxvjGShLHjtuljeVJhNhz1gW53hBcnN3EUvZchG3lWpIDXbfC5meAejyrL2bloVYWpjF070lHBrzOVgNYnsGcRzAACizA+8f8vCtk+NYi2Hcua4ZGfLm9E+ojM+6CWH/COHkLC9ngGcODWPv6RFolZsphbTwxk46vTxbPnd0AN988SSftbJobWxCaXoubi8NYELApS9XyGLpig40NtfBGOUuti1K9aAIJ/gU+Be7J3H+6CH8yM4sbrpyA7LZHJhliqM4Av2D5ye4Atehq72VVe5TRuYiTraDMMCm5km8Y10JPa2NmCrnuJthJUJSRYpoI8bMJmYzTTC8CU1lUcIYkiwIVWPHosV8WRaAacUY8ScDMVXxa1gKuAQYt6KUEOySqLClawOWAEhHVDDE4CeaiM7JSTpHFlWtJknHrWIxBeRIjyhxYhqwFk1S+QaX/KRLoLukStIC7JDWWb1a/cR+hcl0GUncSsVWZDZ6xcv54Fsq0MTtslQ0mDwOXA2spUuATZsArSBwnyupxXEKEqlDdLRlsaYHvOwpc1Xy4VHsIUSWiRyby2DPoIdNdTO4olMpgQOQg4ik4voc1AYeGMUOUl2OUYSlzRm8ZbWPcG4KD5426JvwoAHBLEK1cZ5n0yd4KTc1fBG3rspxu9+FBh4mu3paUKgrIFKvNR5xQPUI5dk5BHzT7h0p41v7e3FyZM4O6LJmLVpMO/EucNdwgDfDDzx7BOcGZ9Hexm0v4wdl5l255QAu8ybZ55awZ1krurqbITptx2PAsD30f7n40uEAD790FG/uGsf7btmMNg5SJS2gCjVjZ2i7g7IL3BWd5arsi23kxaC6Ub2VORE1m3Fc2zOOek6WT5/27Za5yBt720SJUeVBMMrb5a8c4qXnC714U/ccn8HyiUZs1wUUV8lFCbuCxHBApkgwr3BfzGBdO0aMHTsO0XcMh8mSc0Glb806hoQVYG1SQeWvDuCKsJZgfDrLc9gGnLcoU0IJWANMh73HMYQFEgovDotKU0yRNO3qumpEAsu1BKlo8TqIqlGqVARt5Vp5AdbT4iGXy6GhLsL6NQYtLYYrWazJ8iCuNEOGDDnMYOKko0uKJR1Z9LQZ5Ln1vlDK4OmLgJ5ebuwuoz7r0w7sllgNoYxaTBueRr4BV96Ig9WAY9vqSeeK5XW4Y2mRzyiT+PpxHxe4/X/+fIgDpwdxRfMU3rSxOx64VLb54MBq62hAR3cjshkfYK2AMs4r9l9sBbzlKwUFvHx0FC8cuYijw0V7A62LmoCjSj8COcz34G/uPsGzcC9X2DbkvAyCYgkIDctgoL9VxitgdC1pRc/yVmTz3Ea7wgDwLETc8od47KyHz+3uw+q50/jnt63ExvUrEVFX84zyS9WKs7VrwHxngPIcUJzC2ZFpDPNI4POWntFQ5ta8VJrGRh5NVrdEmJ0qcBeSwbrGCNNTs+g9cQJFbvlpxuZjjuf3p05H+LOn+9A1dwI/dVs3NqzuQaQ6UcoRPUEVUcZA2iXyNAtpLRVECS6qR03Hd7jWkLVkozu5w1ZPAYFh3UcwRtgKFnpRwiKmSwKLoJRQZGXRq+QkjsMqjwkWwRFVHMe0YZGW+A68BbqWIU9VUE1JHGtOhMAGqp5YgkbuYds5cEOO5kwG6OStdlcXwH6CXD7CZZsM8rlqvEVSiFkyRrUEYbQIvDLqsxMFuKmrjG6ukgEHgHLJNmBDAOrEAS/btLqKp/rzuQ3XgLZjmsoeBRnPwCPWP7ZfwW1jLwfYK30Bxvg0c9OGduhJB/yUtvoSyYrLM/Md3U1o4Zu58QxCSWjXMLFAHT0IMM637OcPDOAVvoEeHSnhOAf1c4cv4PE9vUC+CR3NzYhUIYzMkwA02ENuZZvbG7CU2+i6BlUQjco2QZRH+yGVD3HL/9cvT2Lq9EH82BVNeNPOdchySxsyo/8/0r40WI7rOu/rnpm3r3gP28NOgCAAgjspkuBOSdBGSrao3dFiSbaVWP6RKv9xpZLKH8eVOJWknLIqcSzZkixLiijLsiTaWiyJEmmCFEkABAiCAIh9x3tY3r7NdL7v3Ht7mZn36CTDe+455/vOPXfpvt09PQCh8TK8UAJWrdb4BDDGi8U8ZpIKlndE/D4+jeOXxnBlYhzd0Sg2dTN6JsHkVAv0WF5jf1dHzmFt9yTuvm0D2tvKSLjI+pdtvviraYycfgO/fXcPHrhlAy86rdaGGcCh2hhkS8zJV01AQRJAs3UW9MmZciUFqOCIzQk5LksOCCYJ64dD9QHuphL4nFYoXR9Gq654PsxZbIBgfcjjnJRAAiBmt1R1RXEUFsslXRfhmomgsDTGGcjKOqJmgsSiIlq+CJZ4NyhBEvO90d0W8/E6Qm8LUJuH3Qn7e+axhXflTp5AFluf34EQrDSSiNjoNPBP52IcvQbcv6KK24ZKGOwtg782gHvRhPvJdI1nX2RziKCNFXHFooh2BFAhZlWKI7PPXKviG/vm8drJy3j/DbP8HhxhXpjhwwAAEABJREFURUfMn1pmsefcPGq8i0Zo/omiCB0drVg21Icu/bVBDpbhLjjhluMbvQo7v3AtwTN7z+AfXz6JS3yk7uvqQkQuYXDCjaU+atTtnW3cwEvQ09vBsalXCaCaU+ATRQ1nxxI8ub+KXXuO4t1rJvH4/TegmxcEpoLEps1xwH9ypq1pxPEM9nZjdCZGaXYcekro4JOF5ryuK0JXpRXTswk0JjCZ1q+1eg3brluKoZUDPIYRzl6r4Zv7a3h+73E8tnYCv37fRo6hG+pfomNnwjGof42fZrGIEOJ1wgYSGyRt0+IkyDLIDRLClKaZWJyqrDnDBARhL5wjcvmxwCdrwTYLxNh4yOVj02gDVTHAFx1TbxZVMazIhU6EhrjC/ERYkENdTGRTdAvMAAfSWKCIl+RonSgDPEGG+Ei8iS+uBrt4+zFegREtiWyavmhthYjRnwr7hz1T+NWFKq7rnMWO1eBPU9wkDNAdtrs9Rl9XCZVyxE0dYevyCnbeuxRRqYQ4ZsII3LhAFIE64okYm740keCHx2I88/pVPLhyGu+/vR8D/d0olWLcuqYdj10fY3RiDt99rYqTV6u2iXw66KMxSiMC88X8LbcdS1f2oaWljBrvVtoE4GYGz+yEj81tpQp62jpQSrg1eBeu8jsob3TQ9+VKa8kuBgNLu1GulC1tqCIaUZRggr8j/+RkCX/73AlsLp3FJx5Zg7WrVzB9BL1QTMfDeBUuj5SGZ0fVHFZaB34LQW9HBdeiHszyaUZ3oblaiZs7Aq8vNnRNoYMX4pX9MVYNLUFrWwWjU/P4+8MxvvPCWWwpn8YnH13LMSyzMXCa1o5dWAn9y8nb8t2A6lHN1FgYL1qDNUiOg81VJSjXRFAQUVqPlBZgpAyHigci/se8zkHho9AA5O2A5bXnpSSOClZEN9g0fRESe9spIhoHlfOb1Z70Ko1IfUuQejneb2FRkpQpGkZZVcTl8SsUtJl1TLhHMDfHZ2MRJmokoSMloamiIR3n3fcfj8/j8omLeHg175R8QSUuiGLAQ1HmM/T6JSXcu6YV63mX3nlHHx6/uc9etOnxWX0rRvY8Xyi9cCHGUwevYVXtAp64rReruIHUtS4xplm18Xvp/Rvbcd+qebxwbBRPHZnFVZ7IER+idWgk1j9jeSpAn0olhl6GDS7vRRLVUOXjtWKqfEIw4YusmtngyZ8gYszg0h4sH+pHW1uLUqSi/JwWA2vYezHCl351DdOnXsVv3r8ct25biyguWY4ECVTShjmDjKNSw5F8GMFgO6A/636SL/mOXCvzghIhIq01KLHjQb7X6O8EeF3iPHj3PR3hi89cRPnyAXz2/kHctm09L5QxOJ2sD7aXo+68KZVJIAyJFOpFhMSIrNLi0RMjoelKcIJ2qOUy0+O+uUHNFkkXMB/qY+qUSApLHeFdERK6XtFS8Z4GYCIsE88iFmR8QATUizgvUoFObUsQUOmwsHZqCGg2d4ezVp4g2QqSqCs6OXTn0RVbVKL/EZeMnGgoOossH6vLU8DPTiUYHp3EAyvm0cUAnVzWD3kWhVMStPMGtm1JDP1fJNt4V47Y4dHzE3yZNo87eHfu43f11jKXjDle589fX391HLUrZ/CRG9txk/8TQ8pnw6HBMGfKZg/LetvwxC19WN8yge+8NoWfc1z2sod3Sbdi8B927K12Pu8PrVmKvoFO2N1ZuO7E0hSdQD197VizbhA93a0oc2epdRC6fAKo4jQfo7/M78Evv7QXT2yYw2P3b0VbRzu0lrpj2lg5TqZMi1xJWKuUqDfYWSt/truhZxbLKtMYHZ9EBVW7+PV1xmjhZtYJcHg4wf94bhTHXt+PT9zWjp13b0VLW5sbg3XExNKRop0QKRbxAfG2O8tSh2xjAs9mSRPA5sXofMnH2ZrkSbMVwaNFpbVvHmOBrlIcLapm3bnxiGSMiubC0dMUKPEmlYpHLFew5diftdYJmw+SnYqiXWbF83R0fWc8AywBtZ+VBpPxqVXX0OFsZTktuRwHN9T5RYuSagMvQN1rqNIz88CL5yMcGJ7Hzb3TuGN1B1+sVDBnfxIpGwoPCcrcSBt6S7h1WRn620HTc8A475h/+JfP4N2f/zIe+90v4dDpy7iFm7mfN7unjszh+OkLeN+6BPduWck7YGth+Opf46kX3aGiKMKN65bgw1vLqI5dwNf2jmLfhRoS7qaYWSJrxIVgkSmlzdjd04GVa5bwZyue+HyJpU3dwjv9qjUDGBzsxjTne2EyskdW7lzoiSXmHV//ftNTx2J899nDuK39Aj71zpsxtEqPsLANZGN1naq7VNSvwalBSjZVvgiyOB7FcqWCwZ4WXL+0BT3tEdpaIpQ4p2FeTP/3AeCnL7+Bdw6N4cOP3oiBgX5udT8G8KNEEple0yyWgAdN1p1rES0WTUamNF2VXChHQsR46iZFsUbLSPngSEt4xuTyp2H1hkKJSSknzUWL5qFYcB1lwz5saSA1fZmypOm6IoegzhEsOC4FKZyaRZZbDLNYqSFPzAUTqBE7KTZiO19Ey1Qa6YXE8S5Rjc6sdimDQ3vL7x09eh8YifDMmQQrWqZw3+oSBnvbGQ0Lq/L3VFm8r0K/9Q51xbh9RQVD3SWAc/mDb87i/f91Ho/89i/w5NPH0NbRhY6uDoxOziHmnWXrshZ8/o427Ny+FEuW9EAfdS2R/WaiuBrvqO3t7Xh06wq8d3Mrjl64jG++NoMz+v7MUWpsysOpShExhXK5hCV8dB9aO4ChtUuwfGUfWlpiHLs4x6eONsygDRXmPX95Bvofvz13NsLXdg2j5eIhfOahtbhl+yZOPXIbWCk1GLes8lIRLMf6b8KLk4g3OjQgWOIatvN7eiu/PE/y6vLjE8A3dp3BhupRfPqR9dikn7QYb4/R1GzCMVmdztN5dXWIJRxOdKdtBER9KcQBBVacBI0fg1mx1JHKICho2W8iPonWR5HelelEQBAiMmEjhfsYwP5CgoVWxuLYhDr38xMBFYJS+bYBMjwQ1ok6cyg4EMVJoI8M0iFckERwXtfz4vJi3figEvO5g8djHxL5YLkXpyL8/EyMUm0aD69JsLq/DVFkjSyKFq85qiPwxoFbllWwoa+MskuM5147h1deOY+J1ggrH30YE5X78b4Ht+IH/+03cO+NKy0H2Hx1XwW38e7MPQT5CB8NQhL8Oq252JMFcV2QEsQY6O3Ee28axI6BafzsyCR+cjTCJF9G6QorYXeMzhXmL1fKqJQrGJuYxc9fOoprkzUcOA/sOlXDK+cinJ9twVd3T+HIgYP4wLYS3nbP5uwRlmvJFFxAn9McZ8uUmBeMoA3MKs1Fczft4YhPNhLNbe+FCH/x4gymzx3FJ+/qxVtu3ohSuYxqLevaNyuopt3lQB3/iB1Lgxr6iJfI9iI3oi1NtWgpxKROarCtszVXHT8CzQvDFCOSplSj1BFFl54S2MBpN7bm+evBOjpc/D3rlQ+SknjUKd5NXDbrjZiLcAtLV8VBCx4xjZXn0+I881gcNeyAJSiVkH3YfblUsaGMzgL/xBcox0bmce+yedywtBWlmFNjTGigIelOWG7twI2DZWznJm6vuIDTF8fxuT9+Cv/qj36AMb5q7arM4D8/Pof/8AfrsbvvLvzZLxinBExGCz+uTqPWAty0tIzLI1dtdDYf8gsWTkYb00nCLaxMCXTSq826Ff34yC3t6K+N4K/2zODF03OY49toxUcKyMkcX3S9ceoyzp6/jNs3r+CdmnNlucwL2RWuxZXpGdzbO4JPvP0GPnYv4RrpLpy4IWoeklw+mQWo4IjNRBSn4gA5tDQ+Pd1wMjhxFfiLl2awd//reOL6KTx+z0Z08ycyfnMQzeisVLmr5zkXIT6VzEwESoj40dPSaSNQvUpLDE6rgARtE0+dNKwIF3g5Ib+LX3QDK0RNpCk5k54vOTCYQbsIeeqTnkyqUORKgm8DTx1n8PA7w8gE5qiRxJx8pSPo+9JyilKcRLblMKOxUoykkWmG8LCpL0uoVhKkGyaSRajc3ol9fIx+4Qw3b+8c7uZjtB7r8s2UhqFqwRMaqLSV0cefQoRV+Xz3h3/5Szz4qT/Bz/S77LkzmJ0ex+hUK2arZdzYMYM1qxL84OQc+KsPRvim7U/nxvBA1Ior1yJ86/kL/BZatu6w0IcdxeS0IfmkiXPjsf2Jr1leMISJ0xhrjCvxTnvHpgF87EZg5MoY/nr/KA5fnIb7/swkLLNz87h2dQKrl3Vg5fIBnONjOX/NQaU2hdnZSZw8dhjx8HHctGUdN47bwPwGzpYs7AN6QqEZiiCJ+alhXkOlcUY5NOLMtYFjVHF1Gvj261X8/QvHsYMXkY8/sgkrlg2SAbjMjMw1ZD/KNcsnj1IcFzmFkW8EdcaJ8CNQArkStaHkTAVnQi5fFCcxTIYkdcxg5UBtYHVFoHlRGIXFhuxHV4wVKSRo2s5U7cWUKpdBVhCGLzgXcYrTeeSCXHvhjZLOhEHeVmOJBacGvbztXTVhS3osdTwRWwBpiWKBNBrZJ0ILf5KJoggRd8CRq8Dz52bQPj+OR9bxEVV/PSkLLuQMsDbExJUp6GesiKCGMk9jdraK3nge//3ffhw/+k83454twJ/8KkK50gr+NAp2B30GEeMj1W784tUr+NFLx7BssAODSzrhxozih8mZGjrR9fv1Cb7lnqpW8NbrWvC+ra1o4+P86cuTbJvw6QGIGKw82tCd/E6+c3s/3jYU4/nj4/gbbujhsVnolG/ld89lg11ob29DT2cZtf41+OGhaxi4dgD3tx/FR25bgkfu3IIaIm5kd2jdYrAD8KNOpChp4Vib2h70TcCUHK8paF5al1neUX9+HPiS/ljl1Cl85uEhbNu8il3GbgPnc6P4aWuvQDmxyIeXdOZKGKbxSxI/qawREXM8a/abVmokscBgKIOAyObJjuU0F99EShJayi40IMCSQpkti62kJDoBLEqOGVkliKEZkFmiNE6dGw41pGGNMiA9mhnkGvrat/deg7Lmi8SIl7jszQITHkxgnDtvz7UKxqbGce+KEjYt70TMq3raYeIypH7OqJRjfOYj63BhrIpL41WUeSb+u088gO9/4XP42V98Du9/6DrwVx788XtK+Nf3xPjTV4AJvg1Wx9N8zN13bopvfw9hjI+u265fhY6Odm6W5iusP8apPxF2eRo4P92C+ze04r3Xx1jaDtvED2zowNs39+Li2DzOXdUmBTeHG6zWIWGnq5b34GO39+H69ml8ffcV/OIUMDpZBfcOzo9W+YJsDk8/txvvGprBv3jnjbjj5s3o6u4y3uVgvoSiIkCakkK0dRJIpdqcrEpjaUQSBup7sC6KBy5F+PMXxnHu0B58+o4OPHzbel78Wqz/WpbCWWzLprZBZDqwrhYhIewVLVe0oe3I1hOOVmoTqxaIUagtQwMfkQoge7Ig6414k5KFpmSAFgLES1xWZ6WxMnJ9FtjgBGiRzEkAABAASURBVM1YmRKaLh2NmJLO3ZGudivubQV5ERLxJDNXjsQcVwVXWmLJHdW0tvG7KsdHOZtjZSKF6I30nnMJbuiYwu0ru9DS2uLiyFs/1CxhdAZZAEG1j7jhL3NDjvL3pXl+1z99ZQ78moZbNy9FR2vZQlUxHFuXAn/0QAR+lcYNgxF+uu8M9h8btr9IsGL5gG1g3T0VH0Sj1pVRMjWX4MJUjOsHWvHhLRHWdgPzVWBiNsGp0QQjUwkGOkr44E3duH11Ow4Pz2F0ag52AVAiJtX3SsRl3HL9Cnz2Lb1I+Jv1V37xKv7L91/Ft3+xD9dNH8Vn3nEj1l+3ysajDe4eYyM7fNkCMJkvmpullyHxeL0SpTVzORJbU7WLeK/XXwb5631VPP3iPrxn1Tg+8o7b0dffiyrXtH5NlFd5EhkLiUgJeW4j1iqyUpAnATHv0rIiV2JjNMPghkpUkCIpVEjQ7IZmFGmmwhtFc9FiMMy6bYgQEUDaLPRcTYMdqGZ+QZbMQXLFpEkFSAzMKkFsbY18cyPtrbUR5qqil0bQtsyR1VpaReh7gwFychI6kW7G50JztKLVj1jZec3xEgrrmvBEqXIVuzt5W0tIhFA2lycJkLSJ4sgDiZ3crW3tuMhN9NqZq7jGDX16dJ5viWsWqkFNvnEK8xdHLHZiJsHDXZd5S30D/Uv7sXbNciAu8YTluFyLtI5o6XGzykFMVUvoamvFO6+rYNtAhFNj/A31eIKfUH55OsH+S3o5BxwcSaC5XT9Qwafu6MJS/gR28FIN/BoM5RKXMK+m0NbWhoduWo3Pv+Mm/P57tuFfvvsWvOX2LSiVK6jx+V8zCMfHBs92+WJ5PKB83myqjFcDsrr7xhxIHNUwxp/9njoa4xvPncQN0Un89tu3Yt26IetOF0TfhK2yolxaGyHNeK05LECjT2jqXEsUTiEhk/3TSYsgiQEyGJbaZmRVSsuQZBQtNRTIPqnsvCYaNM2skNdYrYXsjMmsgFOzeFyWteJJQ9tM6jpWrqHGyyuKOIlQral0XtI7soEh0pwso5bYoH9GZSmsYnDQNPPFBkLOLVjWTz5GtuKMZax8vbXePAD88jRw/CoZj2uBxTeIeJ0E0jxFpJSzXC6hrbML5yaAEyMT0B3yKn/CUfu2dSsx1dOPl4+P4YcvHUcZMZ7YeR3KlRa3gZVEgV44CkY4cJqP/e0tLXjLUBk7Vsfo5s9Y8+zwEDeswrXJD54HzlxJeDcG+L5KsG0Ebd57Vnfgo7d0YGKuhKOXqpa3ZEcIFmObNSIQs1de1HT3S6jT4+OGYTnz1QJwPsTsfBx7gLphb5jlo8SzpyJ85fmrqIwcw2/dO4C7+HNSxAOiDaxxWIJQ+UQJtfJQBaaoA0Gd8PiITFQFSRMU0MByUWgu0oGaM8LWTjqTkE9am1g6YxssT0tJGngBOSKY7rjUDTCQbCOzwAqQkGtaFuF0nHJtGGmz5+Rsd0gXaYNzUMFk80V5BrvNS8MCNQ3ZOVEOujYMaUq+6BF1x1CCYd5Vn+ZPTvp/U4lvyFRI4JMyUIsrTydfJ99gV1rbcerKNPZzV5/go/Ybl6v44e5T0F/F27B+CD3dnXyYjKB4Ni8U65P91LjDyuUy1vW34O6VEfrbjLFYvkeDvovL2XOoyu+2ib3c+rvdNVybAQ6eT/AnP6li3+maQtDdEuHXtlbwjq2dOD0yhzMjkyjxy6muRwrQ+iXcvHoTnfDk13yEp5KkVqMhTtLIOIRcQtHo9T9tqNWqOMwHkj/fNca34cfwke0xdr5lAzq5JrooNVuTcFhDHqZzuUMdgKCJF+fgCa8sH2NUBElkp3gKGJrBwjURaUf5WkAgIm5y+Z76f1W5FNlcBKofJpXJY0YrLYLkBJ0OXGCdpDHCC44ASYJsI2vleWI4ODErGxTRhLJAEWXNF+AFF3LZqDVJaym6IG+Wq7Uc4Q5umO19c3jxXIRdZ+ft8Vgvl3jOuyu1n0FIXOif3Wpj1HgmTs7U0N5aQlQqY++Jq9h7bAQrVizFyhWD3LxR07twGJ/+plBnewW9Ha1Yys3bUeb3Yr5I099CSvtlXzEHxVMGj98V4988EuP6JRE+/2CMH71Ww96zCX7nkRLu2lDC6HQVIxNz1nSoK8LH7ujB9tVd2K/5Tc3ahtZdErZ+CmPyoLwpN4ggifmpYV5DpTlFPCR8mc6Vq/ElXIInOb6fvngY71w9jo8+sB6DA/22HroLK74hiQcCl3i/QXlCSgL26ObEAQiQoPgpQAWnGCcv9J8uk8Cco4uhXNPGLVCpHwqLwhuDcoRMF8A5WHTQgQnazdTF+jqjPOCUYIl5qWFeXRVxI2vWEuijaA0g15kgieicCDKxKkfUmUZbxVPZ+nH5cz24Fowx2nmNNXlbHzLBHOgqY+d1eiE1j58cncNrwwnfmNZ4WriIUEuzWdqlRqBNHHPzXplvxb4LwPmrM1g62IuhlYPQC6Zmd5w0D5NFFP157IkqsLyjxpdlsL/Zc4Q/Kb14ZhwXx+d4tQe6eId9eG3En8gi3LosRkcLsIldHBqp4cO3xvjw7bEOAk5cnoH+RtQ4X4ZdnZxndkAba/uyFnzgti4cHW/BrqPzmOfvz9psMfjRgCQAnawIkhgiQ2JOsRJsa05DF4iYCzzBl4E/PT6Prz59HGtmjuLTD6/DxvV8mYYIi25g5rBcxS4yjzzTm5+ZwZImpQSaNM1QxEjMTw3zCpUoa15A5YiRlsjWkUMYisBGYZhyUTWPqyPkKknxZkGUJZ9AruJM5AQxIKtSOBjSGU1LgBNdjCTp+QAeKPCTDsbFEVmgiF+AEpzSWpF0NlrElFGYraiFiCJSxxJhEeh5emkxmAf+usFWvH1DhInJSfzw2DRO+H+ZzyanaAVKS2hrjkevxTg9WsLlyQgvnG/hG+lRHDs9wguBWAVmwibmaAg2VnpavG7eyX+x9wK+vm8aV2YitJRjrF/SgTZ+Bz94aQqvnJ/ANd5loyji47Ragz64uYFHeQfua49sw58fm0NbS4mrpO/VMXraaSfA8Pg8XuJFYXh8Bh+8sQU7t3fiJ8diHDo/Bdt4LiWaftieCZtSAjUPNefQmCvhJq1hz8UYX35+BFePv4bP7OjHjts3u3cDNR4m5mNR06IQVC6dPspHt4G3cYgsMIr0oEwlEG/J2J/sIMZ7J28TkqsmlomVbMIsYqhYdKxg+SNeXDMc/x+fkMVpV8P6oM2C3Cfv5u1cSKO5aKDmwTXKxcQhg07fFE+NwGZaVLpYcjIqtQy2KoVoCJDQzJWApDlznJk+QLxMieG+cnjEx+MK7lzbibuXVHHo4hh+dKzGx9QEmqBOVjuZfBseb27YGEf40umZkwl/9gFq+t+OMPDZl47g/PAoI3M90bR+qGGJtFpAzDdRD21dgjWtE/irZ8/g+4dnMDoXY3l3G1b3tUPfj/dzM+vfWtLv0EyKJdy8ukvPzCcY5o/UZe5IbeIW5lrVW0Z/RxkTvCu/cn4SBy9NWm9tlRg1fsfiNQNnp9rxD2e78bP9l5UuFQ0tiDVKmaJhMaw4VbBr6OvISU73q7vHsXv3Xjy+bh5PPHITevv72CegJxOGN6YUmEtt65PzG0wfn1gm78hOzWC4FVZ7Q6yiFzTNZkX9K53jFBw509fazBLvNio1oSgPVSMvRASFRV6dCKWw5IngBm1jTJ0sUpCJVRneaHEFNcg6wn5+KmBKVFyDYt9N+Hx7LZZr3rxDS8YGGouEZrEovxBpCW2vaOWKQIlB7Is64RVxsL8Lb9vcg+29M3j6+DiePxthRv/fK/JuXO5EGZsYx2R1HmV+346iGQ4rxjB/itq+eSXmpqdw+swVzM9V/RU8Yet8cZn056RrhFcM9uDdNy9BMj6GL+86j+f4WzdQwqq+Ngx0tvLF3Bxe5p311NVZ6LdwNrG/ozvYWba7eH9bjP722DbOGyPT2Ht+HBPse6CrBRt4hz81Wsa/fzrB9w4Ds+xwrjqDayPcyH4BC6MrOOrJzTfAESFt4JgzHp2q4XtHgb/ddQy3tl7EJ9+2DWvWrOA4YugFXi00Ypu0eExK3UunnIwASEuI6eg4oWOFoxAnMT+rBJEtDjqjOWrnKE79p4CDWYtRBmn2KkV0saI8i4aJlDAJM/Iso8GOZcui6cerfoVEKSSv6BhSqHzqAlZ0FCFhN1RRFPrJonTDch4DrEN5sqUpMq0ZDU2YELNZXag0KW1isBPTxlpLWl4zB2imecg0FPLpOEj6JrRyRWDqygkLl/ANM4dHaNVABx7b3IH22gSeOjSLA/weXOVbWDuJOcY7V7VgS9s1dF8+iI0Tr2NNXws2r+kHeAtaNbQMK5f3YWYu4UZWR2FQTCw3N0Cd7GxCJMaWtT3YubkLx09cwNf2TmH/SIzO1grWcTN2t1dw4to0Xubb8WF7oZXYHbGrJUbMo3BudNY2+/nxWXS3lrGRbapJC77wEvA/dwOT/GlLg5k4fRh3Vg/h8fs2AJxHGBEHwImj4SNeoxcvHdPQ9+xnz0T40q5h9F49jN95aAi3bd8IxCXoe7AuUGq3ULIFj58aRWwlTaXCFUTE/2SnA2ySQE0kiqujBaUS0TI+BNN3RYDEIrRUDn6TWrnUQmFqLV0QgQyQkoBz0ZxgHxFEeRzM5dpKZzw90mxCg0U2Vb4IYha3NHLypNkCI5tP2FdBG+2r2LRizShWgtWJJltkip7ikCiSYk7ggxM08ZxJr1jEUVgMr9cIgDfcgnGS3rdGvqoxtsLvqjetasfb1pdxdXoSPz48i7P8iUkLEfOk3bCiBx96aAMeums9lvW3oa01Rl9fF6Io4jkdo6O9ZLZbZTR8tC6csS2y+tMmKFdacOemJbh1YAavHB7GX786jeOjEQb5lmtNbwdiXkleG57CgYtTHFOVj//z2Htuko/50yiXYqztbedGbsMz/Gntz/dGOMm2hDF89hRWje7Dbz3Qh4fu2YqoxE3HOdqggjYnqwRrfEJKfHMOXsgOXYnw1d3TuHTiGD5+cyseuuN6tLS2QhcjzUFtFN8ggQi6IcADOb7h+OQ4H21qAdi4fKU4SR7L7DBTHi0fpOOT8Tkrx6uVd3MB3gxE0B52ii1DB0E7IqvVjmFNTk+LCc2CNjBXpeu3UECIZT/xgp34IMZ4axGVBsmQ1MUKorAs1F3aQDGLzN0fJbd5IzhdaKwEHpCZMKa7swU71rXj9mU1vHBmFk8fm8fl8WmOJQGiCN3dHVgy0IkSNwcRuI+syJlWOzusaaqNc5VaaDNrU/Qw51s2dmF1aRR/t/sSvnWwhkvTMYa627GSorfD+y9M4MDwJGbYaGV3K1b1tOOVSyV84WVgz4WIm54vx/j4m5x5HZ/iG+4PPLwFvT09YDjUB/RRp9J1Ijgm5iTBhXH+nHQQ+Nnzb+DBwSv4tR3rsGRJL7R59Rgd5sMmjUXJiEpJaDYWT7iTj4eJqwu4NUP+4+MCVHBSLtWjAAAQAElEQVTlSAJZr8VJ6nHry4G6SDtrgVrtOawwX7mFyAAETTIzZUlCAmryoYiRmB+MoA3UujjD+lfzOj5EaB0jrp/FuSbNa7ZngY5zQ4AIA2VIzGms1InEMQqMnNmkFtsEdpBIifNyh8UDUllH5F2wJivKxEFm1leiEj4xLOvvxOM3tGGwNIUfH5nB7jPz0N980uUg4qK5dhGVWgQtmxB7VS1JAiSniWhz2GZjztVLe/HOrV0oT4/gqy9exfeOgZuwhLX97Vja1UZphR6jr82U8cVXIjx9ggl51z7Mn6NefeEFbEmOomNoAJdL/ZiZ53d20iq6weaGJKggTAH98coJvnH78ckY3/qnE1g/fwSffdsabNqwmhs4gn6C01gXnI4ICTN7RatJKZARhyUgt35yJb5pMIM2uOAYklaiFl9z9qkABaatFjYUujBLxueRkhBhkcU5SaUJ5JBiyax6h35dadKcEVkGuxjxfDXN1STZvGRNihs5xWVImje3R0k3GAUFUbBsTtabijGRXy8KDUIuZ9LLlVwCt3F9/hCyQMMAW3M6LNBJq0fS7Wu78dgN7RgbG8PfvDaN1y/MoMZNoseTLLtahE6o6SpXxhPLF/L5NZer/qo8IIhLuHFNH96zqQXDp8/hC7vG8PPTMTrKZVTiFnznUIwnD0bcqAlmuENf3bMPG8f24fd/fQt23rkaj/GrweFTw/yZawyHL0zyol1DHAPNxiJMm1j/TMvu83yM3nUO86dfxafvX4q7btmMqNzCCwlsLRIs8BEhIS0loVksAoOQcaZqOlZos+TXxGBfiTJThsScrBJkYlXA5ciWdqKTXRJQNF0VQOPQ8aPVvLh0xmVmsKRJWQKtMG1fxEjMTQ3zCpUoa15AkfN4MdIg0/GrRY7Om6SUi8paiOLpYHOUbSLSjDetFJmfVLCJu/KmGRTAUBtMaC3MJIyUTtjAESfpbAOLAydUKEpcAJwjWJurra0FD97Qj7euiXCYPzc9yZ9zzvKNcczXZXEE9gT3YQMNJQB0HZ6vBbJNHgq2KD266g5daSnjvi1L8NZ1wLP7z+I/PjeJbx0CrkwlqFSAgyfPYPrQr/C7jw5h5/3boe/b+htNXV3tePyWpXh4BfDLY+N4cs8Ihq/MII5qFNjQ1H3MiwA4/jeuAF/cM469r+zH+7e04V07tqK9owsag056mw8W/ySkJVSLFsXomKh/2EiEAHZQqVQ8IjODBUoMbVIVuOC4XsB+AoL0E7g6hq7N19N00xZmCJB43jCrcqBM9mmwn4EgiWGpQS9ve1f9W3pVdbwWSseEoeyBm1nBcv4vJf35ydqrE0mTJIIV4zqVVx/kMSqWejLzRUoyxKwCZI5mbZRVOlkk3jHVrFJTjdM4OWYUK8GKqXHplvZ34D3bBnFzXxU/P34Fz5yYwuTULJmEwnZ+GIqn11gSB4mXKXGIrz0g3u7QNaCHL76euG0Jbu0Yw9Ejx/D8gX04+up+PLauit945y3o7Ork79xAlW0luhAkHM3qFb34xJ0DWN86jW/sv4IfH57D1NQ09CJLF6AR3qy/8zrwwxdfx/0d7uekZcsG7O6rN9E6BzUOP7LmKtGp1ZwylLzymG2VALWRprAUeQsySJR5qWFeoRKVjlGOsf4gmJ3wiZAEiyU1TJUAaS/e9YptPL6AUp+KZXZGyKJSCaYC5FMCRFMTN1Uci4PytTUvNMyzTMMAt7eKeOqpLYVhTbuyO3JTJs3gOinGhIVlZsVJeZEKrCgTgRI6Xlm6YBPOikZqnpZUYk5WqVFdB4IkFiSjjjfcV1os0cosWxsF3CRb1i/HB25aimhqDE8emMT+c1Oo8XdmLZDu0Agf5ZctLaHtFa1cESgxyHozi/uYGzTifRPYtLoPH7tnOT63Yy0+89brsG718nQDK86WgjlY3GYkGJdKuGvbGvzm7b2Yu3oW/+ulGl45M4XnzpfxlefPYHDsMH7roeuwfdtGgC/yND9dQJRLedDsI8KLlNanECZQQlAzoeLxk+VBB7AOLYPmuUO0UHJNAi5IYr6MrLlBLosIWlRR5AJoej6nPCilOecYZ4qQJS2h7RWtUJhfYJMEgslyIIyVQ5UvAZK25jLyAVw557r1sxgHLFgrpiFNPppknObNEzlbJ3sUaeiMToNl+yCZpKUkQoOWbU3Iy9aAZBZ4ERKREkRsokmCFrKPGkmEBE1bpnKyUXbVFUguXwS59Mwvx0i1TLipItso5UoZ921dzsfRdly8PIHvHpzFqeFpHrQkfYS1QaXtSVmeuqrAy1E/ipVNzYHoLqtH3SpilFvaOIaSbWJSmgqDAOsL2UetbVMS6u7kI/Md63Df+hY8xTvz6ddewWfu6MWDd27mI3nZ5mOxbOR6Z6Nmhbz6kZIoJGjZNhifQGOLGJwYKDZy4yQmL38ACjlECpDIzokgZrE8ym+UQDNUyYkstc5FQ9JAeTlxoRabQzPT8+nwyWgu1r+BPqBJfjESNlkwv3jlsuZyFJyKAIlFWI4orFuq0+DUUK7Ie2rtzUwJZECcIZklTp5bOC1iQIRmok40BtMZnFlqxk5sjTwqyJt28Mw2UIHyMjFYbmrIyUSwWi3Yvw9VXDqG1LGW+Qh38teAro5WPMLH7R0rq3j+5DS+f3AGl0enOdWE245N1JTKUlGnpQ5wJwnXL+08jTRD4Rq7dI2ItCQNN4eEL+rWng54FTg9WsPX9/O36gOv46MbJ/GhR7ejp6eLc4hA2lIot5rWpRHkxBMhzoG5Wrw6lfZwZpJQQyo7Kz0vFWKCtsGIqBPxTZozSgyVNWSE+pG7mOSbvElcMTRiL0LUT/OGYpszjejCsczPM0gtwnTc/jJEVSY+ieLUyrsZHyxPKK5hIyu5NRbrO3bthDpLtWgh0vIbxHfCVVIxKcSItwRC5bh9rZNfSCqOanADHHQaUGcYb5UIGZLQsTRxQRKa2lB6HE049xVLuvHErT1Y1zmL7x+ewrMnxzE1M8fNLBaMQOPHL4jmETEiyUfIkeQx2ikkQ0KsvmgD65Qbm67hBydL+M5zx3EDzuA3374Na1avsLu57vD2XTjiWi6QJz0Qnveqvjsm8FAhQI6EnJ9nmo+QimcXaK8IJyEupHGoajGcgCV2WoiYBcUHSEka4gRKSEgtmtUPSHEMt1FImwiUmJNVgiQWbEbGOcuBOie0vxy2QK1QDtAPw1IWIsULCFo2pWEjQyefZWE2SxNaeE1lNLJjRbNYGFME6rzAB60+rS8fJzyIh/JKlPkyJOZkVYBsnMGx/JqT4gIYdONcxNijaRTjZv5c9cFt7Zgfn8E3941i7+kx3vVq0FvidAET5ZVou8kJWjZxr2ilRZDEgNQwL600Yr3MqnKX7joPfHnXWZRO7MFnH1yN22/eaLNyF54sgc07zdBoBD5rkYsRKGmABGo0JGRS5UsBCk7Q+UDaoX8bPH1X8sHO1kmfxrqgYq0wCVGvaL150YYCzzl31NmSJf9UIRf8BE3ThZqxQFUIro/huaCJ6KfIeqrOVxqF1sFFV0FEpCQ0kZ2HRLRwAp0QcEZaWwf+WKZg3sg1kRkkDRFgjgwnWlSJwVYt3IFaGCtDYvFNKnI2VjtT6JhWnGzLYAdGMSai6oWhxlHXeADa9P/M2jaA92xsxdFL4/j2/nGcHpnh6VCzRVTW4jwSl1FK4jyr5UoaHUOsUj53F67hyNUIX3rxKo69shf6B+Pe9eDNqLS28GIC1HyiMFa1swT1leIkHs+ZHqES6BPI1HwkCOunTjhjRqbFxTlXtrOa1wW+4IR4gTrp2aPMANdrcRLiUhKaxSIwCBlnqqZjhTZLmJogudIFESgpgBwffcG2JDLoNxauHgOyfaVAv8D1waQYWre6uSDyYaw5kwHyAPtH3NSRvc+yNI5gRFrUgZyIVbBpZiXfhDZLxskKjSyBAB4sqSDWQCSBEEszFKO9k7c9VFAZL8vntIhgE3fF0DerGGqbRcOqcUMv7e/Cr926AncOzPPnnzH84NA0Rqf4yoq/4ZZsEdWCWaUkNLOSsxbhwga+yJ+T/uZwgp+9cACPDI7ioztvweDggHvrzfYsdiPR2KLIzU9YrhczxduhpdeMDycIaXeGpobL6fhguwyutsBcG/oFgj5LHrKxEMsaiZUov0S2BSxaKUqyaBBJxXA7+ekrP0EVEdKUYIoNts05dRiUKwZblQPrTPUJ3yvso+wy6hrStTXxNF0FZSJA4vki4T0miL3JE0LRkoB47SHG2tw8minPBzK4WYAsjkKEhIFuktmhVAQHUAcYymiv1TaIgwq1UVYJliGdF4ctOI8QqjAKS0BMy5e4x9gY163ux2/wJ6CBeBzfenUSL52csP97h9uEKBxC5D7KkU0qI7hCdmeP+f56Yi7BT0+X8O2XTmPV5FF86tHN2LRxHZtF3MRaPcuSNaalizFVY/GhC87b80xubV32ABrkKiVwVgj1nldqIvFuUAaxsubUAUf9CjFAc6DCoh/mYFk4RKSkEKEbhwfVgTfzIYIkhqWGeYXKKKsIB00zK1xB34dUHs9sWr6tV3b6E12wKJdiJS5IZwwtD3Aje4sY0sVlEOHQGM0+5MMRDaZ0IVSAxALNMCtK+2G0g2kUi2CJoalhXkOlcVpiYxQcmQUPipd413M5pSYSQl7RCq3NzBwmYgG/sqJSqeCeTYP44A0RhsemuaFnceTSvG1I3SDzo1BeiY0hED61XP25aP1d5ZcvlvCVF0Ywe/JVfPL2Adxz6yb7yxzqr8YE6htcP2kJ6j+MMUiawmJuQyVCQoKnng2Lpi8aEU114GPoWZHrWXfyCTCmWAmW1CVmkKFeO7tJN+RzRWFepEL/aYRACQGv2G1+VkRZSPviMgiSeNCpBsAd+hSW4Zq7eKsFShhLFUUhgI7xucpDUpp3jnGmCFnSEtpe0VLxnhpLCAnhRqbFE0M1h+GVFgEpivqPWnpMZhi2h1waEQbI0BVRsGyvnWkR9VWBKjj1kcylydgAFCiRI+1ijRZEN0PphCIw8LRlUgU2p4mygKui1ZFZ5aO2pLurEzu3LcFDK+d4Zx7D3/H35yvc2HoZpnwSnlkcLNxHjWkJ1x0cSQ2nxiL7Oen1117DB64H3nXfVvuXLNwGViSbczI6R3TnYvPmRaHMz9KcF5ojNZeIc2J2DtET7IeOIlMRIxFgWlUkr1FENUfFqJG0i1BXQpzXpFYoA6Qkighato2TvOyQy/ECKQJtfowwm5qNFENWjhMBEueltSCLo5FrnvJaNzC/uHBcgkb9hzkYCsXWU+Z7nsMzV5UgadePPI4ml8AjvHlE0ZgLYrjQTOXzEW0sCmfaJnFiFC+tTSwt30twg66D04R1vA/LaOM5gqBDgNeaL9l/1sJZCrYLmma6LK5DZTLUV/K1DWDfoWs8QkPLevBB/ly1uXMS3+Nm/uXRGUzPzHKRE2jDqkUQ+XqMvjqd4LtvJHjqucO4o+Mih5/hfwAABVpJREFUPvbQZixd6r4H6//SmTAv3ACsX83JjGZVQpDCQiPfytwGQKOPmF/aR1BFlGIJ+VI0AEEbkauEB0nhLG+YQ6rTmKKR8spVpJwnXGmlHeJXygNK4K58nnXKsz6WWABo5otgSy8jT6S2CJ7f6ifFFjAYytJwDBqiGcRicNDm8DhlA3aIeI2P3ljMeb5Kw4qIRcfEgMDTTNuYoUqgBSi9HGkRORGcc+vNQvN6kr54ZS1e9fJJnZ3GsU3T4sJsYYNZiBNoHWWoTniJQxRAKyhq3T0RlbBlTR8+eFMbapOX8Zd7J7D/3DRqVfdCLGJO3an1j5/99GyEv9p1BkuuHManH16Lrdev4TfkCLrLu/kxWEePuaXY25sWhS4a5APcPHgSpsHsS5wWLsXqDOPrsJxrtKoc5swM1Ly0Bgt240PFc0QLT9vHKUCmJOuLLZXATv4ik3rBCNo1VjqzAmxpDAlVyhBgP6zftIQmDMyZ9HwRKKErpazSdH3JeX5AQrK4+FU+Wpe+ptF73jdsotTSwznTI1SFBIrQSaLTRbZ4L1T1RRGSFC84Ds1DOhmgg6SBI3x8BFUYCs1AFrUnpCRFkl4AgzZIjpbOHFjXgujmS41OlXhbWwseunElnthYwpGLo3jy4BQODdcwOZtg93CEr748irE39uPjt3ThwbfcwO/bLajqn35hW5eciawT5xksqJmQ1JypmrEOy5E6KkjXzxNKgOJHjMTQ1DCvoWrSPBejdcsSLB7L+fpQr3J5aAqU0CyWHJh2kGGZxVbBCZpQvjRpnqPDXHh+M9Cdizk6byq/hJhXtN68NMTyKxzYV2gZ+KD5uPe1uG9F/GeIoj0hqEErWkJCKqIuFIESA2VwgrTdyWIGjwx1k6JoiVEyJOYUK4NZFReNgIUFzW5kNgzQglwlnpaUhGaxNICahRMXqIDmHYiRKE5rrj8mWUWEZQM9eN/NS3Fn9zjOXZ3HnvMxrp45jZ1DU3jvA9vR29eLGjewNj9nwOYuv3IEIdhY1BnFYhpZh5C3a4E0Ec2EypcUdN16VEqMRHa+vfm5SjEmqoQHbY0CIJA9U2ms4Jqg2Sflm5EeY0xoLtOJ6sDLduvnERuJ0OAvphWXtpbTEOxAzaN4LtYFKozCsnD/daRzVSuXNMV1RIB2WqcjJGJlT62968/i7VE0W6pVHovqN7PaShjrFa3cMU9BGRJ1IJFtoYtWaZQMiZo2aaG56GoUGW8Vo4KmyWIx1Cp5W76J8pvBKm/TtRIwpfU2Tz0eBAGMMCzY5hB0RZ7Esw70tcaiDZpEMa5buwIPbmzBjrU1PHzzKqxetcI/RmtNQwZloc3iUyyo3jQkF6C5uETuImu2eIk5TarFOIandGoQTIufB32tgSSKhBHgqqrOi3htUEU0TZcHUzs1uICy1ZpiyQgVOsg5Cs25MvOQby44JyGC+ZuMPxeYmqFFCuSNHClTx0eZoUWAPvREyKQ4MzJWsYTCBPck1ZbHPrQ9muWjNbBjTXSmf6hyd1wq/x7Dd0X2AszC02G7ZA5rBqoDJ4xRcBC6+ZLCMuqJnF+keQKmKyxG4oO9mdIeTpXnw5iDm/LBECFhoOYR4FSrA+NTpGCIZtOwwAVOPxs5iVDjY1KVkpjkw5ScPVOx5ImiTTKhFMGcJ07iIWdGHJqzbIDB9DFSgoIwWJCFOqNYKy6NKVL0xEpo5sqCdzAfqjl5M9eKZgC9luIqkYgoLAKodLEPA04h4UEESoLvtUGs1P/Cc2JmBmgOVL5lcyWe6ZqTQj3plRCKjg+ViiUosgZzcEIjRPx9I9oVlUq/l3T23v2hHR1nxP8fAAAA//9oMx1tAAAABklEQVQDAOTBD8kaMietAAAAAElFTkSuQmCC"},45426:function(t,w,s){t.exports=s.p+"static/sjxmal.65469b6b.png"},46171:function(t){t.exports="data:image/png;base64,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"},11977:function(t){t.exports="data:image/png;base64,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"}}]);
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diff --git a/umi.9bc8d523.js b/umi.79940a0a.js
similarity index 99%
rename from umi.9bc8d523.js
rename to umi.79940a0a.js
index f6d86751bf..91c0d36060 100644
--- a/umi.9bc8d523.js
+++ b/umi.79940a0a.js
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s/t.frameRate;case"t":return s/t.tickRate}return s}class Nf{constructor(t,n){this.timelineController=void 0,this.cueRanges=[],this.trackName=void 0,this.startTime=null,this.endTime=null,this.screen=null,this.timelineController=t,this.trackName=n}dispatchCue(){this.startTime!==null&&(this.timelineController.addCues(this.trackName,this.startTime,this.endTime,this.screen,this.cueRanges),this.startTime=null)}newCue(t,n,s){(this.startTime===null||this.startTime>t)&&(this.startTime=t),this.endTime=n,this.screen=s,this.timelineController.createCaptionsTrack(this.trackName)}reset(){this.cueRanges=[],this.startTime=null}}class ad{constructor(t){this.hls=void 0,this.media=null,this.config=void 0,this.enabled=!0,this.Cues=void 0,this.textTracks=[],this.tracks=[],this.initPTS=[],this.unparsedVttFrags=[],this.captionsTracks={},this.nonNativeCaptionsTracks={},this.cea608Parser1=void 0,this.cea608Parser2=void 0,this.lastCc=-1,this.lastSn=-1,this.lastPartIndex=-1,this.prevCC=-1,this.vttCCs=g(),this.captionsProperties=void 0,this.hls=t,this.config=t.config,this.Cues=t.config.cueHandler,this.captionsProperties={textTrack1:{label:this.config.captionsTextTrack1Label,languageCode:this.config.captionsTextTrack1LanguageCode},textTrack2:{label:this.config.captionsTextTrack2Label,languageCode:this.config.captionsTextTrack2LanguageCode},textTrack3:{label:this.config.captionsTextTrack3Label,languageCode:this.config.captionsTextTrack3LanguageCode},textTrack4:{label:this.config.captionsTextTrack4Label,languageCode:this.config.captionsTextTrack4LanguageCode}},t.on(o.MEDIA_ATTACHING,this.onMediaAttaching,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.MANIFEST_LOADED,this.onManifestLoaded,this),t.on(o.SUBTITLE_TRACKS_UPDATED,this.onSubtitleTracksUpdated,this),t.on(o.FRAG_LOADING,this.onFragLoading,this),t.on(o.FRAG_LOADED,this.onFragLoaded,this),t.on(o.FRAG_PARSING_USERDATA,this.onFragParsingUserdata,this),t.on(o.FRAG_DECRYPTED,this.onFragDecrypted,this),t.on(o.INIT_PTS_FOUND,this.onInitPtsFound,this),t.on(o.SUBTITLE_TRACKS_CLEARED,this.onSubtitleTracksCleared,this),t.on(o.BUFFER_FLUSHING,this.onBufferFlushing,this)}destroy(){const{hls:t}=this;t.off(o.MEDIA_ATTACHING,this.onMediaAttaching,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.MANIFEST_LOADED,this.onManifestLoaded,this),t.off(o.SUBTITLE_TRACKS_UPDATED,this.onSubtitleTracksUpdated,this),t.off(o.FRAG_LOADING,this.onFragLoading,this),t.off(o.FRAG_LOADED,this.onFragLoaded,this),t.off(o.FRAG_PARSING_USERDATA,this.onFragParsingUserdata,this),t.off(o.FRAG_DECRYPTED,this.onFragDecrypted,this),t.off(o.INIT_PTS_FOUND,this.onInitPtsFound,this),t.off(o.SUBTITLE_TRACKS_CLEARED,this.onSubtitleTracksCleared,this),t.off(o.BUFFER_FLUSHING,this.onBufferFlushing,this),this.hls=this.config=this.media=null,this.cea608Parser1=this.cea608Parser2=void 0}initCea608Parsers(){const t=new Nf(this,"textTrack1"),n=new Nf(this,"textTrack2"),s=new Nf(this,"textTrack3"),v=new Nf(this,"textTrack4");this.cea608Parser1=new wl(1,t,n),this.cea608Parser2=new wl(3,s,v)}addCues(t,n,s,v,w){let T=!1;for(let j=w.length;j--;){const X=w[j],$=Gf(X[0],X[1],n,s);if($>=0&&(X[0]=Math.min(X[0],n),X[1]=Math.max(X[1],s),T=!0,$/(s-n)>.5))return}if(T||w.push([n,s]),this.config.renderTextTracksNatively){const j=this.captionsTracks[t];this.Cues.newCue(j,n,s,v)}else{const j=this.Cues.newCue(null,n,s,v);this.hls.trigger(o.CUES_PARSED,{type:"captions",cues:j,track:t})}}onInitPtsFound(t,{frag:n,id:s,initPTS:v,timescale:w,trackId:T}){const{unparsedVttFrags:j}=this;s===u.MAIN&&(this.initPTS[n.cc]={baseTime:v,timescale:w,trackId:T}),j.length&&(this.unparsedVttFrags=[],j.forEach(X=>{this.initPTS[X.frag.cc]?this.onFragLoaded(o.FRAG_LOADED,X):this.hls.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:X.frag,error:new Error("Subtitle discontinuity domain does not match main")})}))}getExistingTrack(t,n){const{media:s}=this;if(s)for(let v=0;v<s.textTracks.length;v++){const w=s.textTracks[v];if(Jf(w,{name:t,lang:n,characteristics:"transcribes-spoken-dialog,describes-music-and-sound"}))return w}return null}createCaptionsTrack(t){this.config.renderTextTracksNatively?this.createNativeTrack(t):this.createNonNativeTrack(t)}createNativeTrack(t){if(this.captionsTracks[t])return;const{captionsProperties:n,captionsTracks:s,media:v}=this,{label:w,languageCode:T}=n[t],j=this.getExistingTrack(w,T);if(j)s[t]=j,is(s[t]),$a(s[t],v);else{const X=this.createTextTrack("captions",w,T);X&&(X[t]=!0,s[t]=X)}}createNonNativeTrack(t){if(this.nonNativeCaptionsTracks[t])return;const n=this.captionsProperties[t];if(!n)return;const s=n.label,v={_id:t,label:s,kind:"captions",default:n.media?!!n.media.default:!1,closedCaptions:n.media};this.nonNativeCaptionsTracks[t]=v,this.hls.trigger(o.NON_NATIVE_TEXT_TRACKS_FOUND,{tracks:[v]})}createTextTrack(t,n,s){const v=this.media;if(v)return v.addTextTrack(t,n,s)}onMediaAttaching(t,n){this.media=n.media,n.mediaSource||this._cleanTracks()}onMediaDetaching(t,n){const s=!!n.transferMedia;if(this.media=null,s)return;const{captionsTracks:v}=this;Object.keys(v).forEach(w=>{is(v[w]),delete v[w]}),this.nonNativeCaptionsTracks={}}onManifestLoading(){this.lastCc=-1,this.lastSn=-1,this.lastPartIndex=-1,this.prevCC=-1,this.vttCCs=g(),this._cleanTracks(),this.tracks=[],this.captionsTracks={},this.nonNativeCaptionsTracks={},this.textTracks=[],this.unparsedVttFrags=[],this.initPTS=[],this.cea608Parser1&&this.cea608Parser2&&(this.cea608Parser1.reset(),this.cea608Parser2.reset())}_cleanTracks(){const{media:t}=this;if(!t)return;const n=t.textTracks;if(n)for(let s=0;s<n.length;s++)is(n[s])}onSubtitleTracksUpdated(t,n){const s=n.subtitleTracks||[],v=s.some(w=>w.textCodec===uu);if(this.config.enableWebVTT||v&&this.config.enableIMSC1){if(Kc(this.tracks,s)){this.tracks=s;return}if(this.textTracks=[],this.tracks=s,this.config.renderTextTracksNatively){const T=this.media,j=T?Jl(T.textTracks):null;if(this.tracks.forEach((X,$)=>{let ue;if(j){let de=null;for(let be=0;be<j.length;be++)if(j[be]&&Jf(j[be],X)){de=j[be],j[be]=null;break}de&&(ue=de)}if(ue)is(ue);else{const de=Pf(X);ue=this.createTextTrack(de,X.name,X.lang),ue&&(ue.mode="disabled")}ue&&this.textTracks.push(ue)}),j!=null&&j.length){const X=j.filter($=>$!==null).map($=>$.label);X.length&&this.hls.logger.warn(`Media element contains unused subtitle tracks: ${X.join(", ")}. Replace media element for each source to clear TextTracks and captions menu.`)}}else if(this.tracks.length){const T=this.tracks.map(j=>({label:j.name,kind:j.type.toLowerCase(),default:j.default,subtitleTrack:j}));this.hls.trigger(o.NON_NATIVE_TEXT_TRACKS_FOUND,{tracks:T})}}}onManifestLoaded(t,n){this.config.enableCEA708Captions&&n.captions&&n.captions.forEach(s=>{const v=/(?:CC|SERVICE)([1-4])/.exec(s.instreamId);if(!v)return;const w=`textTrack${v[1]}`,T=this.captionsProperties[w];T&&(T.label=s.name,s.lang&&(T.languageCode=s.lang),T.media=s)})}closedCaptionsForLevel(t){const n=this.hls.levels[t.level];return n==null?void 0:n.attrs["CLOSED-CAPTIONS"]}onFragLoading(t,n){if(this.enabled&&n.frag.type===u.MAIN){var s,v;const{cea608Parser1:w,cea608Parser2:T,lastSn:j}=this,{cc:X,sn:$}=n.frag,ue=(s=(v=n.part)==null?void 0:v.index)!=null?s:-1;w&&T&&($!==j+1||$===j&&ue!==this.lastPartIndex+1||X!==this.lastCc)&&(w.reset(),T.reset()),this.lastCc=X,this.lastSn=$,this.lastPartIndex=ue}}onFragLoaded(t,n){const{frag:s,payload:v}=n;if(s.type===u.SUBTITLE)if(v.byteLength){const w=s.decryptdata,T="stats"in n;if(w==null||!w.encrypted||T){const j=this.tracks[s.level],X=this.vttCCs;X[s.cc]||(X[s.cc]={start:s.start,prevCC:this.prevCC,new:!0},this.prevCC=s.cc),j&&j.textCodec===uu?this._parseIMSC1(s,v):this._parseVTTs(n)}}else this.hls.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:s,error:new Error("Empty subtitle payload")})}_parseIMSC1(t,n){const s=this.hls;zc(n,this.initPTS[t.cc],v=>{this._appendCues(v,t.level),s.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!0,frag:t})},v=>{s.logger.log(`Failed to parse IMSC1: ${v}`),s.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:t,error:v})})}_parseVTTs(t){var n;const{frag:s,payload:v}=t,{initPTS:w,unparsedVttFrags:T}=this,j=w.length-1;if(!w[s.cc]&&j===-1){T.push(t);return}const X=this.hls,$=(n=s.initSegment)!=null&&n.data?Yt(s.initSegment.data,new Uint8Array(v)).buffer:v;Uc($,this.initPTS[s.cc],this.vttCCs,s.cc,s.start,ue=>{this._appendCues(ue,s.level),X.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!0,frag:s})},ue=>{const de=ue.message==="Missing initPTS for VTT MPEGTS";de?T.push(t):this._fallbackToIMSC1(s,v),X.logger.log(`Failed to parse VTT cue: ${ue}`),!(de&&j>s.cc)&&X.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:s,error:ue})})}_fallbackToIMSC1(t,n){const s=this.tracks[t.level];s.textCodec||zc(n,this.initPTS[t.cc],()=>{s.textCodec=uu,this._parseIMSC1(t,n)},()=>{s.textCodec="wvtt"})}_appendCues(t,n){const s=this.hls;if(this.config.renderTextTracksNatively){const v=this.textTracks[n];if(!v||v.mode==="disabled")return;t.forEach(w=>Yo(v,w))}else{const v=this.tracks[n];if(!v)return;const w=v.default?"default":"subtitles"+n;s.trigger(o.CUES_PARSED,{type:"subtitles",cues:t,track:w})}}onFragDecrypted(t,n){const{frag:s}=n;s.type===u.SUBTITLE&&this.onFragLoaded(o.FRAG_LOADED,n)}onSubtitleTracksCleared(){this.tracks=[],this.captionsTracks={}}onFragParsingUserdata(t,n){if(!this.enabled||!this.config.enableCEA708Captions)return;const{frag:s,samples:v}=n;if(!(s.type===u.MAIN&&this.closedCaptionsForLevel(s)==="NONE"))for(let w=0;w<v.length;w++){const T=v[w].bytes;if(T){this.cea608Parser1||this.initCea608Parsers();const j=this.extractCea608Data(T);this.cea608Parser1.addData(v[w].pts,j[0]),this.cea608Parser2.addData(v[w].pts,j[1])}}}onBufferFlushing(t,{startOffset:n,endOffset:s,endOffsetSubtitles:v,type:w}){const{media:T}=this;if(!(!T||T.currentTime<s)){if(!w||w==="video"){const{captionsTracks:j}=this;Object.keys(j).forEach(X=>Po(j[X],n,s))}if(this.config.renderTextTracksNatively&&n===0&&v!==void 0){const{textTracks:j}=this;Object.keys(j).forEach(X=>Po(j[X],n,v))}}}extractCea608Data(t){const n=[[],[]],s=t[0]&31;let v=2;for(let w=0;w<s;w++){const T=t[v++],j=127&t[v++],X=127&t[v++];if(j===0&&X===0)continue;if((4&T)!==0){const ue=3&T;(ue===0||ue===1)&&(n[ue].push(j),n[ue].push(X))}}return n}}function Pf(D){return D.characteristics&&/transcribes-spoken-dialog/gi.test(D.characteristics)&&/describes-music-and-sound/gi.test(D.characteristics)?"captions":"subtitles"}function Jf(D,t){return!!D&&D.kind===Pf(t)&&lc(t,D)}function Gf(D,t,n,s){return Math.min(t,s)-Math.max(D,n)}function g(){return{ccOffset:0,presentationOffset:0,0:{start:0,prevCC:-1,new:!0}}}const C=/\s/,z={newCue(D,t,n,s){const v=[];let w,T,j,X,$;const ue=self.VTTCue||self.TextTrackCue;for(let be=0;be<s.rows.length;be++)if(w=s.rows[be],j=!0,X=0,$="",!w.isEmpty()){var de;for(let at=0;at<w.chars.length;at++)C.test(w.chars[at].uchar)&&j?X++:($+=w.chars[at].uchar,j=!1);w.cueStartTime=t,t===n&&(n+=1e-4),X>=16?X--:X++;const 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w=Ut(t,this.controller.signal),T=t.responseType==="arraybuffer",j=T?"byteLength":"length",{maxTimeToFirstByteMs:X,maxLoadTimeMs:$}=n.loadPolicy;this.context=t,this.config=n,this.callbacks=s,this.request=this.fetchSetup(t,w),self.clearTimeout(this.requestTimeout),n.timeout=X&&r(X)?X:$,this.requestTimeout=self.setTimeout(()=>{this.callbacks&&(this.abortInternal(),this.callbacks.onTimeout(v,t,this.response))},n.timeout),(ho(this.request)?this.request.then(self.fetch):self.fetch(this.request)).then(de=>{var be;this.response=this.loader=de;const Re=Math.max(self.performance.now(),v.loading.start);if(self.clearTimeout(this.requestTimeout),n.timeout=$,this.requestTimeout=self.setTimeout(()=>{this.callbacks&&(this.abortInternal(),this.callbacks.onTimeout(v,t,this.response))},$-(Re-v.loading.start)),!de.ok){const{status:at,statusText:it}=de;throw new Ii(it||"fetch, bad network response",at,de)}v.loading.first=Re,v.total=Dr(de.headers)||v.total;const Le=(be=this.callbacks)==null?void 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this.response?this.response.headers.get(t):null}loadProgressively(t,n,s,v=0,w){const T=new Sr,j=t.body.getReader(),X=()=>j.read().then($=>{if($.done)return T.dataLength&&w(n,s,T.flush().buffer,t),Promise.resolve(new ArrayBuffer(0));const ue=$.value,de=ue.length;return n.loaded+=de,de<v||T.dataLength?(T.push(ue),T.dataLength>=v&&w(n,s,T.flush().buffer,t)):w(n,s,ue.buffer,t),X()}).catch(()=>Promise.reject());return X()}}function Ut(D,t){const n={method:"GET",mode:"cors",credentials:"same-origin",signal:t,headers:new self.Headers(y({},D.headers))};return D.rangeEnd&&n.headers.set("Range","bytes="+D.rangeStart+"-"+String(D.rangeEnd-1)),n}function fr(D){const t=De.exec(D);if(t)return parseInt(t[2])-parseInt(t[1])+1}function Dr(D){const t=D.get("Content-Range");if(t){const s=fr(t);if(r(s))return s}const n=D.get("Content-Length");if(n)return parseInt(n)}function _n(D,t){return new self.Request(D.url,t)}class Ii extends Error{constructor(t,n,s){super(t),this.code=void 0,this.details=void 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v)t.setRequestHeader(j,v[j]);n.rangeEnd&&t.setRequestHeader("Range","bytes="+n.rangeStart+"-"+(n.rangeEnd-1)),t.onreadystatechange=this.readystatechange.bind(this),t.onprogress=this.loadprogress.bind(this),t.responseType=n.responseType,self.clearTimeout(this.requestTimeout),s.timeout=w&&r(w)?w:T,this.requestTimeout=self.setTimeout(this.loadtimeout.bind(this),s.timeout),t.send()}readystatechange(){const{context:t,loader:n,stats:s}=this;if(!t||!n)return;const v=n.readyState,w=this.config;if(!s.aborted&&v>=2&&(s.loading.first===0&&(s.loading.first=Math.max(self.performance.now(),s.loading.start),w.timeout!==w.loadPolicy.maxLoadTimeMs&&(self.clearTimeout(this.requestTimeout),w.timeout=w.loadPolicy.maxLoadTimeMs,this.requestTimeout=self.setTimeout(this.loadtimeout.bind(this),w.loadPolicy.maxLoadTimeMs-(s.loading.first-s.loading.start)))),v===4)){self.clearTimeout(this.requestTimeout),n.onreadystatechange=null,n.onprogress=null;const $=n.status,ue=n.responseType==="text"?n.responseText:null;if($>=200&&$<300){const Le=ue!=null?ue:n.response;if(Le!=null){var T,j;s.loading.end=Math.max(self.performance.now(),s.loading.first);const at=n.responseType==="arraybuffer"?Le.byteLength:Le.length;s.loaded=s.total=at,s.bwEstimate=s.total*8e3/(s.loading.end-s.loading.first);const it=(T=this.callbacks)==null?void 0:T.onProgress;it&&it(s,t,Le,n);const Qt={url:n.responseURL,data:Le,code:$};(j=this.callbacks)==null||j.onSuccess(Qt,s,t,n);return}}const de=w.loadPolicy.errorRetry,be=s.retry,Re={url:t.url,data:void 0,code:$};if(ct(de,be,!1,Re))this.retry(de);else{var X;H.error(`${$} while loading ${t.url}`),(X=this.callbacks)==null||X.onError({code:$,text:n.statusText},t,n,s)}}}loadtimeout(){if(!this.config)return;const t=this.config.loadPolicy.timeoutRetry,n=this.stats.retry;if(ct(t,n,!0))this.retry(t);else{var s;H.warn(`timeout while loading ${(s=this.context)==null?void 0:s.url}`);const v=this.callbacks;v&&(this.abortInternal(),v.onTimeout(this.stats,this.context,this.loader))}}retry(t){const{context:n,stats:s}=this;this.retryDelay=Xn(t,s.retry),s.retry++,H.warn(`${status?"HTTP Status "+status:"Timeout"} while loading ${n==null?void 0:n.url}, retrying ${s.retry}/${t.maxNumRetry} in ${this.retryDelay}ms`),this.abortInternal(),this.loader=null,self.clearTimeout(this.retryTimeout),this.retryTimeout=self.setTimeout(this.loadInternal.bind(this),this.retryDelay)}loadprogress(t){const n=this.stats;n.loaded=t.loaded,t.lengthComputable&&(n.total=t.total)}getCacheAge(){let t=null;if(this.loader&&Ua.test(this.loader.getAllResponseHeaders())){const n=this.loader.getResponseHeader("age");t=n?parseFloat(n):null}return t}getResponseHeader(t){return this.loader&&new RegExp(`^${t}:\\s*[\\d.]+\\s*$`,"im").test(this.loader.getAllResponseHeaders())?this.loader.getResponseHeader(t):null}}const la={maxTimeToFirstByteMs:8e3,maxLoadTimeMs:2e4,timeoutRetry:null,errorRetry:null},za=b(b({autoStartLoad:!0,startPosition:-1,defaultAudioCodec:void 0,debug:!1,capLevelOnFPSDrop:!1,capLevelToPlayerSize:!1,ignoreDevicePixelRatio:!1,maxDevicePixelRatio:Number.POSITIVE_INFINITY,preferManagedMediaSource:!0,initialLiveManifestSize:1,maxBufferLength:30,backBufferLength:1/0,frontBufferFlushThreshold:1/0,startOnSegmentBoundary:!1,maxBufferSize:60*1e3*1e3,maxFragLookUpTolerance:.25,maxBufferHole:.1,detectStallWithCurrentTimeMs:1250,highBufferWatchdogPeriod:2,nudgeOffset:.1,nudgeMaxRetry:3,nudgeOnVideoHole:!0,liveSyncMode:"edge",liveSyncDurationCount:3,liveSyncOnStallIncrease:1,liveMaxLatencyDurationCount:1/0,liveSyncDuration:void 0,liveMaxLatencyDuration:void 0,maxLiveSyncPlaybackRate:1,liveDurationInfinity:!1,liveBackBufferLength:null,maxMaxBufferLength:600,enableWorker:!0,workerPath:null,enableSoftwareAES:!0,startLevel:void 0,startFragPrefetch:!1,fpsDroppedMonitoringPeriod:5e3,fpsDroppedMonitoringThreshold:.2,appendErrorMaxRetry:3,ignorePlaylistParsingErrors:!1,loader:Kn,fLoader:void 0,pLoader:void 0,xhrSetup:void 0,licenseXhrSetup:void 0,licenseResponseCallback:void 0,abrController:Je,bufferController:mo,capLevelController:Al,errorController:Gr,fpsController:ds,stretchShortVideoTrack:!1,maxAudioFramesDrift:1,forceKeyFrameOnDiscontinuity:!0,abrEwmaFastLive:3,abrEwmaSlowLive:9,abrEwmaFastVoD:3,abrEwmaSlowVoD:9,abrEwmaDefaultEstimate:5e5,abrEwmaDefaultEstimateMax:5e6,abrBandWidthFactor:.95,abrBandWidthUpFactor:.7,abrMaxWithRealBitrate:!1,maxStarvationDelay:4,maxLoadingDelay:4,minAutoBitrate:0,emeEnabled:!1,widevineLicenseUrl:void 0,drmSystems:{},drmSystemOptions:{},requestMediaKeySystemAccessFunc:wu,requireKeySystemAccessOnStart:!1,testBandwidth:!0,progressive:!1,lowLatencyMode:!0,cmcd:void 0,enableDateRangeMetadataCues:!0,enableEmsgMetadataCues:!0,enableEmsgKLVMetadata:!1,enableID3MetadataCues:!0,enableInterstitialPlayback:!0,interstitialAppendInPlace:!0,interstitialLiveLookAhead:10,useMediaCapabilities:!0,preserveManualLevelOnError:!1,certLoadPolicy:{default:la},keyLoadPolicy:{default:{maxTimeToFirstByteMs:8e3,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:1,retryDelayMs:1e3,maxRetryDelayMs:2e4,backoff:"linear"},errorRetry:{maxNumRetry:8,retryDelayMs:1e3,maxRetryDelayMs:2e4,backoff:"linear"}}},manifestLoadPolicy:{default:{maxTimeToFirstByteMs:1/0,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:2,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:1,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},playlistLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:2,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:2,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},fragLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:12e4,timeoutRetry:{maxNumRetry:4,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:6,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},steeringManifestLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:2,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:1,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},interstitialAssetListLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:3e4,timeoutRetry:{maxNumRetry:0,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:0,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},manifestLoadingTimeOut:1e4,manifestLoadingMaxRetry:1,manifestLoadingRetryDelay:1e3,manifestLoadingMaxRetryTimeout:64e3,levelLoadingTimeOut:1e4,levelLoadingMaxRetry:4,levelLoadingRetryDelay:1e3,levelLoadingMaxRetryTimeout:64e3,fragLoadingTimeOut:2e4,fragLoadingMaxRetry:6,fragLoadingRetryDelay:1e3,fragLoadingMaxRetryTimeout:64e3},ka()),{},{subtitleStreamController:Pl,subtitleTrackController:Bc,timelineController:ad,audioStreamController:$c,audioTrackController:Dl,emeController:Oe,cmcdController:xf,contentSteeringController:O,interstitialsController:Ef});function ka(){return{cueHandler:z,enableWebVTT:!0,enableIMSC1:!0,enableCEA708Captions:!0,captionsTextTrack1Label:"English",captionsTextTrack1LanguageCode:"en",captionsTextTrack2Label:"Spanish",captionsTextTrack2LanguageCode:"es",captionsTextTrack3Label:"Unknown CC",captionsTextTrack3LanguageCode:"",captionsTextTrack4Label:"Unknown CC",captionsTextTrack4LanguageCode:"",renderTextTracksNatively:!0}}function nn(D,t,n){if((t.liveSyncDurationCount||t.liveMaxLatencyDurationCount)&&(t.liveSyncDuration||t.liveMaxLatencyDuration))throw new Error("Illegal hls.js config: don't mix up liveSyncDurationCount/liveMaxLatencyDurationCount and liveSyncDuration/liveMaxLatencyDuration");if(t.liveMaxLatencyDurationCount!==void 0&&(t.liveSyncDurationCount===void 0||t.liveMaxLatencyDurationCount<=t.liveSyncDurationCount))throw new Error('Illegal hls.js config: "liveMaxLatencyDurationCount" must be greater than "liveSyncDurationCount"');if(t.liveMaxLatencyDuration!==void 0&&(t.liveSyncDuration===void 0||t.liveMaxLatencyDuration<=t.liveSyncDuration))throw new Error('Illegal hls.js config: "liveMaxLatencyDuration" must be greater than "liveSyncDuration"');const s=jr(D),v=["manifest","level","frag"],w=["TimeOut","MaxRetry","RetryDelay","MaxRetryTimeout"];return v.forEach(T=>{const j=`${T==="level"?"playlist":T}LoadPolicy`,X=t[j]===void 0,$=[];w.forEach(ue=>{const de=`${T}Loading${ue}`,be=t[de];if(be!==void 0&&X){$.push(de);const Re=s[j].default;switch(t[j]={default:Re},ue){case"TimeOut":Re.maxLoadTimeMs=be,Re.maxTimeToFirstByteMs=be;break;case"MaxRetry":Re.errorRetry.maxNumRetry=be,Re.timeoutRetry.maxNumRetry=be;break;case"RetryDelay":Re.errorRetry.retryDelayMs=be,Re.timeoutRetry.retryDelayMs=be;break;case"MaxRetryTimeout":Re.errorRetry.maxRetryDelayMs=be,Re.timeoutRetry.maxRetryDelayMs=be;break}}}),$.length&&n.warn(`hls.js config: "${$.join('", "')}" setting(s) are deprecated, use "${j}": ${Yi(t[j])}`)}),b(b({},s),t)}function jr(D){return D&&typeof D=="object"?Array.isArray(D)?D.map(jr):Object.keys(D).reduce((t,n)=>(t[n]=jr(D[n]),t),{}):D}function rn(D,t){const n=D.loader;n!==rt&&n!==Kn?(t.log("[config]: Custom loader detected, cannot enable progressive streaming"),D.progressive=!1):_e()&&(D.loader=rt,D.progressive=!0,D.enableSoftwareAES=!0,t.log("[config]: Progressive streaming enabled, using FetchLoader"))}const On=2,Un=.1,Ya=.05,Ui=100;class Xa extends ro{constructor(t,n){super("gap-controller",t.logger),this.hls=void 0,this.fragmentTracker=void 0,this.media=null,this.mediaSource=void 0,this.nudgeRetry=0,this.stallReported=!1,this.stalled=null,this.moved=!1,this.seeking=!1,this.buffered={},this.lastCurrentTime=0,this.ended=0,this.waiting=0,this.onMediaPlaying=()=>{this.ended=0,this.waiting=0},this.onMediaWaiting=()=>{var s;(s=this.media)!=null&&s.seeking||(this.waiting=self.performance.now(),this.tick())},this.onMediaEnded=()=>{if(this.hls){var s;this.ended=((s=this.media)==null?void 0:s.currentTime)||1,this.hls.trigger(o.MEDIA_ENDED,{stalled:!1})}},this.hls=t,this.fragmentTracker=n,this.registerListeners()}registerListeners(){const{hls:t}=this;t&&(t.on(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.BUFFER_APPENDED,this.onBufferAppended,this))}unregisterListeners(){const{hls:t}=this;t&&(t.off(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.BUFFER_APPENDED,this.onBufferAppended,this))}destroy(){super.destroy(),this.unregisterListeners(),this.media=this.hls=this.fragmentTracker=null,this.mediaSource=void 0}onMediaAttached(t,n){this.setInterval(Ui),this.mediaSource=n.mediaSource;const s=this.media=n.media;ja(s,"playing",this.onMediaPlaying),ja(s,"waiting",this.onMediaWaiting),ja(s,"ended",this.onMediaEnded)}onMediaDetaching(t,n){this.clearInterval();const{media:s}=this;s&&(os(s,"playing",this.onMediaPlaying),os(s,"waiting",this.onMediaWaiting),os(s,"ended",this.onMediaEnded),this.media=null),this.mediaSource=void 0}onBufferAppended(t,n){this.buffered=n.timeRanges}get hasBuffered(){return Object.keys(this.buffered).length>0}tick(){var t;if(!((t=this.media)!=null&&t.readyState)||!this.hasBuffered)return;const n=this.media.currentTime;this.poll(n,this.lastCurrentTime),this.lastCurrentTime=n}poll(t,n){var s,v;const w=(s=this.hls)==null?void 0:s.config;if(!w)return;const T=this.media;if(!T)return;const{seeking:j}=T,X=this.seeking&&!j,$=!this.seeking&&j,ue=T.paused&&!j||T.ended||T.playbackRate===0;if(this.seeking=j,t!==n){n&&(this.ended=0),this.moved=!0,j||(this.nudgeRetry=0,w.nudgeOnVideoHole&&!ue&&t>n&&this.nudgeOnVideoHole(t,n)),this.waiting===0&&this.stallResolved(t);return}if($||X){X&&this.stallResolved(t);return}if(ue){this.nudgeRetry=0,this.stallResolved(t),!this.ended&&T.ended&&this.hls&&(this.ended=t||1,this.hls.trigger(o.MEDIA_ENDED,{stalled:!1}));return}if(!di.getBuffered(T).length){this.nudgeRetry=0;return}const de=di.bufferInfo(T,t,0),be=de.nextStart||0,Re=this.fragmentTracker;if(j&&Re&&this.hls){const mn=hs(this.hls.inFlightFragments,t),Zr=de.len>On,ln=!be||mn||be-t>On&&!Re.getPartialFragment(t);if(Zr||ln)return;this.moved=!1}const Le=(v=this.hls)==null?void 0:v.latestLevelDetails;if(!this.moved&&this.stalled!==null&&Re){if(!(de.len>0)&&!be)return;const Zr=Math.max(be,de.start||0)-t,on=!!(Le!=null&&Le.live)?Le.targetduration*2:On,Xr=Ul(t,Re);if(Zr>0&&(Zr<=on||Xr)){T.paused||this._trySkipBufferHole(Xr);return}}const at=w.detectStallWithCurrentTimeMs,it=self.performance.now(),Qt=this.waiting;let ir=this.stalled;if(ir===null)if(Qt>0&&it-Qt<at)ir=this.stalled=Qt;else{this.stalled=it;return}const ur=it-ir;if(!j&&(ur>=at||Qt)&&this.hls){var Ar;if(((Ar=this.mediaSource)==null?void 0:Ar.readyState)==="ended"&&!(Le!=null&&Le.live)&&Math.abs(t-((Le==null?void 0:Le.edge)||0))<1){if(this.ended)return;this.ended=t||1,this.hls.trigger(o.MEDIA_ENDED,{stalled:!0});return}if(this._reportStall(de),!this.media||!this.hls)return}const Ur=di.bufferInfo(T,t,w.maxBufferHole);this._tryFixBufferStall(Ur,ur,t)}stallResolved(t){const n=this.stalled;if(n&&this.hls&&(this.stalled=null,this.stallReported)){const s=self.performance.now()-n;this.log(`playback not stuck anymore @${t}, after ${Math.round(s)}ms`),this.stallReported=!1,this.waiting=0,this.hls.trigger(o.STALL_RESOLVED,{})}}nudgeOnVideoHole(t,n){var s;const v=this.buffered.video;if(this.hls&&this.media&&this.fragmentTracker&&(s=this.buffered.audio)!=null&&s.length&&v&&v.length>1&&t>v.end(0)){const w=di.bufferedInfo(di.timeRangesToArray(this.buffered.audio),t,0);if(w.len>1&&n>=w.start){const T=di.timeRangesToArray(v),j=di.bufferedInfo(T,n,0).bufferedIndex;if(j>-1&&j<T.length-1){const X=di.bufferedInfo(T,t,0).bufferedIndex,$=T[j].end,ue=T[j+1].start;if((X===-1||X>j)&&ue-$<1&&t-$<2){const de=new Error(`nudging playhead to flush pipeline after video hole. currentTime: ${t} hole: ${$} -> ${ue} buffered index: ${X}`);this.warn(de.message),this.media.currentTime+=1e-6;let be=Ul(t,this.fragmentTracker);be&&"fragment"in be?be=be.fragment:be||(be=void 0);const Re=di.bufferInfo(this.media,t,0);this.hls.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_SEEK_OVER_HOLE,fatal:!1,error:de,reason:de.message,frag:be,buffer:Re.len,bufferInfo:Re})}}}}}_tryFixBufferStall(t,n,s){var v,w;const{fragmentTracker:T,media:j}=this,X=(v=this.hls)==null?void 0:v.config;if(!j||!T||!X)return;const $=(w=this.hls)==null?void 0:w.latestLevelDetails,ue=Ul(s,T);if((ue||$!=null&&$.live&&s<$.fragmentStart)&&(this._trySkipBufferHole(ue)||!this.media))return;const de=t.buffered,be=this.adjacentTraversal(t,s);(de&&de.length>1&&t.len>X.maxBufferHole||t.nextStart&&(t.nextStart-s<X.maxBufferHole||be))&&(n>X.highBufferWatchdogPeriod*1e3||this.waiting)&&(this.warn("Trying to nudge playhead over buffer-hole"),this._tryNudgeBuffer(t))}adjacentTraversal(t,n){const s=this.fragmentTracker,v=t.nextStart;if(s&&v){const w=s.getFragAtPos(n,u.MAIN),T=s.getFragAtPos(v,u.MAIN);if(w&&T)return T.sn-w.sn<2}return!1}_reportStall(t){const{hls:n,media:s,stallReported:v,stalled:w}=this;if(!v&&w!==null&&s&&n){this.stallReported=!0;const T=new Error(`Playback stalling at @${s.currentTime} due to low buffer (${Yi(t)})`);this.warn(T.message),n.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_STALLED_ERROR,fatal:!1,error:T,buffer:t.len,bufferInfo:t,stalled:{start:w}})}}_trySkipBufferHole(t){var n;const{fragmentTracker:s,media:v}=this,w=(n=this.hls)==null?void 0:n.config;if(!v||!s||!w)return 0;const T=v.currentTime,j=di.bufferInfo(v,T,0),X=T<j.start?j.start:j.nextStart;if(X&&this.hls){const ue=j.len<=w.maxBufferHole,de=j.len>0&&j.len<1&&v.readyState<3,be=X-T;if(be>0&&(ue||de)){if(be>w.maxBufferHole){let Le=!1;if(T===0){const at=s.getAppendedFrag(0,u.MAIN);at&&X<at.end&&(Le=!0)}if(!Le&&t){var $;if(!(($=this.hls.loadLevelObj)!=null&&$.details)||hs(this.hls.inFlightFragments,X))return 0;let it=!1,Qt=t.end;for(;Qt<X;){const ir=Ul(Qt,s);if(ir)Qt+=ir.duration;else{it=!0;break}}if(it)return 0}}const Re=Math.max(X+Ya,T+Un);if(this.warn(`skipping hole, adjusting currentTime from ${T} to ${Re}`),this.moved=!0,v.currentTime=Re,!(t!=null&&t.gap)){const Le=new Error(`fragment loaded with buffer holes, seeking from ${T} to ${Re}`),at={type:c.MEDIA_ERROR,details:f.BUFFER_SEEK_OVER_HOLE,fatal:!1,error:Le,reason:Le.message,buffer:j.len,bufferInfo:j};t&&("fragment"in t?at.part=t:at.frag=t),this.hls.trigger(o.ERROR,at)}return Re}}return 0}_tryNudgeBuffer(t){const{hls:n,media:s,nudgeRetry:v}=this,w=n==null?void 0:n.config;if(!s||!w)return 0;const T=s.currentTime;if(this.nudgeRetry++,v<w.nudgeMaxRetry){const j=T+(v+1)*w.nudgeOffset,X=new Error(`Nudging 'currentTime' from ${T} to ${j}`);this.warn(X.message),s.currentTime=j,n.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_NUDGE_ON_STALL,error:X,fatal:!1,buffer:t.len,bufferInfo:t})}else{const j=new Error(`Playhead still not moving while enough data buffered @${T} after ${w.nudgeMaxRetry} nudges`);this.error(j.message),n.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_STALLED_ERROR,error:j,fatal:!0,buffer:t.len,bufferInfo:t})}}}function hs(D,t){const n=qa(D.main);if(n&&n.start<=t)return n;const s=qa(D.audio);return s&&s.start<=t?s:null}function qa(D){if(!D)return null;switch(D.state){case Ie.IDLE:case Ie.STOPPED:case Ie.ENDED:case Ie.ERROR:return null}return D.frag}function Ul(D,t){return t.getAppendedFrag(D,u.MAIN)||t.getPartialFragment(D)}const sd=.25;function od(){if(typeof self!="undefined")return self.VTTCue||self.TextTrackCue}function ud(D,t,n,s,v){let w=new D(t,n,"");try{w.value=s,v&&(w.type=v)}catch(T){w=new D(t,n,Yi(v?b({type:v},s):s))}return w}const ed=(()=>{const D=od();try{D&&new D(0,Number.POSITIVE_INFINITY,"")}catch(t){return Number.MAX_VALUE}return Number.POSITIVE_INFINITY})();class Sd{constructor(t){this.hls=void 0,this.id3Track=null,this.media=null,this.dateRangeCuesAppended={},this.removeCues=!0,this.assetCue=void 0,this.onEventCueEnter=()=>{this.hls&&this.hls.trigger(o.EVENT_CUE_ENTER,{})},this.hls=t,this._registerListeners()}destroy(){this._unregisterListeners(),this.id3Track=null,this.media=null,this.dateRangeCuesAppended={},this.hls=this.onEventCueEnter=null}_registerListeners(){const{hls:t}=this;t&&(t.on(o.MEDIA_ATTACHING,this.onMediaAttaching,this),t.on(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.FRAG_PARSING_METADATA,this.onFragParsingMetadata,this),t.on(o.BUFFER_FLUSHING,this.onBufferFlushing,this),t.on(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.on(o.LEVEL_PTS_UPDATED,this.onLevelPtsUpdated,this))}_unregisterListeners(){const{hls:t}=this;t&&(t.off(o.MEDIA_ATTACHING,this.onMediaAttaching,this),t.off(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.FRAG_PARSING_METADATA,this.onFragParsingMetadata,this),t.off(o.BUFFER_FLUSHING,this.onBufferFlushing,this),t.off(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.off(o.LEVEL_PTS_UPDATED,this.onLevelPtsUpdated,this))}onMediaAttaching(t,n){var s;this.media=n.media,((s=n.overrides)==null?void 0:s.cueRemoval)===!1&&(this.removeCues=!1)}onMediaAttached(){var t;const n=(t=this.hls)==null?void 0:t.latestLevelDetails;n&&this.updateDateRangeCues(n)}onMediaDetaching(t,n){this.media=null,!n.transferMedia&&(this.id3Track&&(this.removeCues&&is(this.id3Track,this.onEventCueEnter),this.id3Track=null),this.dateRangeCuesAppended={})}onManifestLoading(){this.dateRangeCuesAppended={}}createTrack(t){const n=this.getID3Track(t.textTracks);return n.mode="hidden",n}getID3Track(t){if(this.media){for(let n=0;n<t.length;n++){const s=t[n];if(s.kind==="metadata"&&s.label==="id3")return $a(s,this.media),s}return this.media.addTextTrack("metadata","id3")}}onFragParsingMetadata(t,n){if(!this.media||!this.hls)return;const{enableEmsgMetadataCues:s,enableID3MetadataCues:v}=this.hls.config;if(!s&&!v)return;const{samples:w}=n;this.id3Track||(this.id3Track=this.createTrack(this.media));const T=od();if(T)for(let j=0;j<w.length;j++){const X=w[j].type;if(X===gn.emsg&&!s||!v)continue;const $=jt(w[j].data),ue=w[j].pts;let de=ue+w[j].duration;de>ed&&(de=ed),de-ue<=0&&(de=ue+sd);for(let Re=0;Re<$.length;Re++){const Le=$[Re];if(!Er(Le)){this.updateId3CueEnds(ue,X);const at=ud(T,ue,de,Le,X);at&&this.id3Track.addCue(at)}}}}updateId3CueEnds(t,n){var s;const v=(s=this.id3Track)==null?void 0:s.cues;if(v)for(let w=v.length;w--;){const T=v[w];T.type===n&&T.startTime<t&&T.endTime===ed&&(T.endTime=t)}}onBufferFlushing(t,{startOffset:n,endOffset:s,type:v}){const{id3Track:w,hls:T}=this;if(!T)return;const{config:{enableEmsgMetadataCues:j,enableID3MetadataCues:X}}=T;if(w&&(j||X)){let $;v==="audio"?$=ue=>ue.type===gn.audioId3&&X:v==="video"?$=ue=>ue.type===gn.emsg&&j:$=ue=>ue.type===gn.audioId3&&X||ue.type===gn.emsg&&j,Po(w,n,s,$)}}onLevelUpdated(t,{details:n}){this.updateDateRangeCues(n,!0)}onLevelPtsUpdated(t,n){Math.abs(n.drift)>.01&&this.updateDateRangeCues(n.details)}updateDateRangeCues(t,n){if(!this.hls||!this.media)return;const{assetPlayerId:s,timelineOffset:v,enableDateRangeMetadataCues:w,interstitialsController:T}=this.hls.config;if(!w)return;const j=od();if(s&&v&&!T){const{fragmentStart:at,fragmentEnd:it}=t;let Qt=this.assetCue;Qt?(Qt.startTime=at,Qt.endTime=it):j&&(Qt=this.assetCue=ud(j,at,it,{assetPlayerId:this.hls.config.assetPlayerId},"hlsjs.interstitial.asset"),Qt&&(Qt.id=s,this.id3Track||(this.id3Track=this.createTrack(this.media)),this.id3Track.addCue(Qt),Qt.addEventListener("enter",this.onEventCueEnter)))}if(!t.hasProgramDateTime)return;const{id3Track:X}=this,{dateRanges:$}=t,ue=Object.keys($);let de=this.dateRangeCuesAppended;if(X&&n){var be;if((be=X.cues)!=null&&be.length){const at=Object.keys(de).filter(it=>!ue.includes(it));for(let it=at.length;it--;){var Re;const Qt=at[it],ir=(Re=de[Qt])==null?void 0:Re.cues;delete de[Qt],ir&&Object.keys(ir).forEach(ur=>{const Ar=ir[ur];if(Ar){Ar.removeEventListener("enter",this.onEventCueEnter);try{X.removeCue(Ar)}catch(Ur){}}})}}else de=this.dateRangeCuesAppended={}}const Le=t.fragments[t.fragments.length-1];if(!(ue.length===0||!r(Le==null?void 0:Le.programDateTime))){this.id3Track||(this.id3Track=this.createTrack(this.media));for(let at=0;at<ue.length;at++){const it=ue[at],Qt=$[it],ir=Qt.startTime,ur=de[it],Ar=(ur==null?void 0:ur.cues)||{};let Ur=(ur==null?void 0:ur.durationKnown)||!1,mn=ed;const{duration:Zr,endDate:ln}=Qt;if(ln&&Zr!==null)mn=ir+Zr,Ur=!0;else if(Qt.endOnNext&&!Ur){const Xr=ue.reduce((Dn,wi)=>{if(wi!==Qt.id){const Ki=$[wi];if(Ki.class===Qt.class&&Ki.startDate>Qt.startDate&&(!Dn||Qt.startDate<Dn.startDate))return Ki}return Dn},null);Xr&&(mn=Xr.startTime,Ur=!0)}const on=Object.keys(Qt.attr);for(let Xr=0;Xr<on.length;Xr++){const Dn=on[Xr];if(!xo(Dn))continue;const wi=Ar[Dn];if(wi)Ur&&!(ur!=null&&ur.durationKnown)?wi.endTime=mn:Math.abs(wi.startTime-ir)>.01&&(wi.startTime=ir,wi.endTime=mn);else if(j){let Ki=Qt.attr[Dn];Ho(Dn)&&(Ki=V(Ki));const Vi=ud(j,ir,mn,{key:Dn,data:Ki},gn.dateRange);Vi&&(Vi.id=it,this.id3Track.addCue(Vi),Ar[Dn]=Vi,T&&(Dn==="X-ASSET-LIST"||Dn==="X-ASSET-URL")&&Vi.addEventListener("enter",this.onEventCueEnter))}}de[it]={cues:Ar,dateRange:Qt,durationKnown:Ur}}}}}class Ad{constructor(t){this.hls=void 0,this.config=void 0,this.media=null,this.currentTime=0,this.stallCount=0,this._latency=null,this._targetLatencyUpdated=!1,this.onTimeupdate=()=>{const{media:n}=this,s=this.levelDetails;if(!n||!s)return;this.currentTime=n.currentTime;const v=this.computeLatency();if(v===null)return;this._latency=v;const{lowLatencyMode:w,maxLiveSyncPlaybackRate:T}=this.config;if(!w||T===1||!s.live)return;const j=this.targetLatency;if(j===null)return;const X=v-j,$=Math.min(this.maxLatency,j+s.targetduration);if(X<$&&X>.05&&this.forwardBufferLength>1){const de=Math.min(2,Math.max(1,T)),be=Math.round(2/(1+Math.exp(-.75*X-this.edgeStalled))*20)/20,Re=Math.min(de,Math.max(1,be));this.changeMediaPlaybackRate(n,Re)}else n.playbackRate!==1&&n.playbackRate!==0&&this.changeMediaPlaybackRate(n,1)},this.hls=t,this.config=t.config,this.registerListeners()}get levelDetails(){var t;return((t=this.hls)==null?void 0:t.latestLevelDetails)||null}get latency(){return this._latency||0}get maxLatency(){const{config:t}=this;if(t.liveMaxLatencyDuration!==void 0)return t.liveMaxLatencyDuration;const n=this.levelDetails;return n?t.liveMaxLatencyDurationCount*n.targetduration:0}get targetLatency(){const t=this.levelDetails;if(t===null||this.hls===null)return null;const{holdBack:n,partHoldBack:s,targetduration:v}=t,{liveSyncDuration:w,liveSyncDurationCount:T,lowLatencyMode:j}=this.config,X=this.hls.userConfig;let $=j&&s||n;(this._targetLatencyUpdated||X.liveSyncDuration||X.liveSyncDurationCount||$===0)&&($=w!==void 0?w:T*v);const ue=v;return $+Math.min(this.stallCount*this.config.liveSyncOnStallIncrease,ue)}set targetLatency(t){this.stallCount=0,this.config.liveSyncDuration=t,this._targetLatencyUpdated=!0}get liveSyncPosition(){const t=this.estimateLiveEdge(),n=this.targetLatency;if(t===null||n===null)return null;const s=this.levelDetails;if(s===null)return null;const v=s.edge,w=t-n-this.edgeStalled,T=v-s.totalduration,j=v-(this.config.lowLatencyMode&&s.partTarget||s.targetduration);return Math.min(Math.max(T,w),j)}get drift(){const t=this.levelDetails;return t===null?1:t.drift}get edgeStalled(){const t=this.levelDetails;if(t===null)return 0;const n=(this.config.lowLatencyMode&&t.partTarget||t.targetduration)*3;return Math.max(t.age-n,0)}get forwardBufferLength(){const{media:t}=this,n=this.levelDetails;if(!t||!n)return 0;const s=t.buffered.length;return(s?t.buffered.end(s-1):n.edge)-this.currentTime}destroy(){this.unregisterListeners(),this.onMediaDetaching(),this.hls=null}registerListeners(){const{hls:t}=this;t&&(t.on(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.on(o.ERROR,this.onError,this))}unregisterListeners(){const{hls:t}=this;t&&(t.off(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.off(o.ERROR,this.onError,this))}onMediaAttached(t,n){this.media=n.media,this.media.addEventListener("timeupdate",this.onTimeupdate)}onMediaDetaching(){this.media&&(this.media.removeEventListener("timeupdate",this.onTimeupdate),this.media=null)}onManifestLoading(){this._latency=null,this.stallCount=0}onLevelUpdated(t,{details:n}){n.advanced&&this.onTimeupdate(),!n.live&&this.media&&this.media.removeEventListener("timeupdate",this.onTimeupdate)}onError(t,n){var s;n.details===f.BUFFER_STALLED_ERROR&&(this.stallCount++,this.hls&&(s=this.levelDetails)!=null&&s.live&&this.hls.logger.warn("[latency-controller]: Stall detected, adjusting target latency"))}changeMediaPlaybackRate(t,n){var s,v;t.playbackRate!==n&&((s=this.hls)==null||s.logger.debug(`[latency-controller]: latency=${this.latency.toFixed(3)}, targetLatency=${(v=this.targetLatency)==null?void 0:v.toFixed(3)}, forwardBufferLength=${this.forwardBufferLength.toFixed(3)}: adjusting playback rate from ${t.playbackRate} to ${n}`),t.playbackRate=n)}estimateLiveEdge(){const t=this.levelDetails;return t===null?null:t.edge+t.age}computeLatency(){const t=this.estimateLiveEdge();return t===null?null:t-this.currentTime}}class Cd extends Ao{constructor(t,n){super(t,"level-controller"),this._levels=[],this._firstLevel=-1,this._maxAutoLevel=-1,this._startLevel=void 0,this.currentLevel=null,this.currentLevelIndex=-1,this.manualLevelIndex=-1,this.steering=void 0,this.onParsedComplete=void 0,this.steering=n,this._registerListeners()}_registerListeners(){const{hls:t}=this;t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.MANIFEST_LOADED,this.onManifestLoaded,this),t.on(o.LEVEL_LOADED,this.onLevelLoaded,this),t.on(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.on(o.FRAG_BUFFERED,this.onFragBuffered,this),t.on(o.ERROR,this.onError,this)}_unregisterListeners(){const{hls:t}=this;t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.MANIFEST_LOADED,this.onManifestLoaded,this),t.off(o.LEVEL_LOADED,this.onLevelLoaded,this),t.off(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.off(o.FRAG_BUFFERED,this.onFragBuffered,this),t.off(o.ERROR,this.onError,this)}destroy(){this._unregisterListeners(),this.steering=null,this.resetLevels(),super.destroy()}stopLoad(){this._levels.forEach(n=>{n.loadError=0,n.fragmentError=0}),super.stopLoad()}resetLevels(){this._startLevel=void 0,this.manualLevelIndex=-1,this.currentLevelIndex=-1,this.currentLevel=null,this._levels=[],this._maxAutoLevel=-1}onManifestLoading(t,n){this.resetLevels()}onManifestLoaded(t,n){const s=this.hls.config.preferManagedMediaSource,v=[],w={},T={};let j=!1,X=!1,$=!1;n.levels.forEach(ue=>{const de=ue.attrs;let{audioCodec:be,videoCodec:Re}=ue;be&&(ue.audioCodec=be=mt(be,s)||void 0),Re&&(Re=ue.videoCodec=Jt(Re));const{width:Le,height:at,unknownCodecs:it}=ue,Qt=(it==null?void 0:it.length)||0;if(j||(j=!!(Le&&at)),X||(X=!!Re),$||($=!!be),Qt||be&&!this.isAudioSupported(be)||Re&&!this.isVideoSupported(Re)){this.log(`Some or all CODECS not supported "${de.CODECS}"`);return}const{CODECS:ir,"FRAME-RATE":ur,"HDCP-LEVEL":Ar,"PATHWAY-ID":Ur,RESOLUTION:mn,"VIDEO-RANGE":Zr}=de,on=`${`${Ur||"."}-`}${ue.bitrate}-${mn}-${ur}-${ir}-${Zr}-${Ar}`;if(w[on])if(w[on].uri!==ue.url&&!ue.attrs["PATHWAY-ID"]){const Xr=T[on]+=1;ue.attrs["PATHWAY-ID"]=new Array(Xr+1).join(".");const Dn=this.createLevel(ue);w[on]=Dn,v.push(Dn)}else w[on].addGroupId("audio",de.AUDIO),w[on].addGroupId("text",de.SUBTITLES);else{const Xr=this.createLevel(ue);w[on]=Xr,T[on]=1,v.push(Xr)}}),this.filterAndSortMediaOptions(v,n,j,X,$)}createLevel(t){const n=new zi(t),s=t.supplemental;if(s!=null&&s.videoCodec&&!this.isVideoSupported(s.videoCodec)){const v=new Error(`SUPPLEMENTAL-CODECS not supported "${s.videoCodec}"`);this.log(v.message),n.supportedResult=Bt(v,[])}return n}isAudioSupported(t){return Ce(t,"audio",this.hls.config.preferManagedMediaSource)}isVideoSupported(t){return Ce(t,"video",this.hls.config.preferManagedMediaSource)}filterAndSortMediaOptions(t,n,s,v,w){var T;let j=[],X=[],$=t;const ue=((T=n.stats)==null?void 0:T.parsing)||{};if((s||v)&&w&&($=$.filter(({videoCodec:ir,videoRange:ur,width:Ar,height:Ur})=>(!!ir||!!(Ar&&Ur))&&Bi(ur))),$.length===0){Promise.resolve().then(()=>{if(this.hls){let ir="no level with compatible codecs found in manifest",ur=ir;n.levels.length&&(ur=`one or more CODECS in variant not supported: ${Yi(n.levels.map(Ur=>Ur.attrs.CODECS).filter((Ur,mn,Zr)=>Zr.indexOf(Ur)===mn))}`,this.warn(ur),ir+=` (${ur})`);const Ar=new Error(ir);this.hls.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.MANIFEST_INCOMPATIBLE_CODECS_ERROR,fatal:!0,url:n.url,error:Ar,reason:ur})}}),ue.end=performance.now();return}n.audioTracks&&(j=n.audioTracks.filter(ir=>!ir.audioCodec||this.isAudioSupported(ir.audioCodec)),hd(j)),n.subtitles&&(X=n.subtitles,hd(X));const de=$.slice(0);$.sort((ir,ur)=>{if(ir.attrs["HDCP-LEVEL"]!==ur.attrs["HDCP-LEVEL"])return(ir.attrs["HDCP-LEVEL"]||"")>(ur.attrs["HDCP-LEVEL"]||"")?1:-1;if(s&&ir.height!==ur.height)return ir.height-ur.height;if(ir.frameRate!==ur.frameRate)return ir.frameRate-ur.frameRate;if(ir.videoRange!==ur.videoRange)return ii.indexOf(ir.videoRange)-ii.indexOf(ur.videoRange);if(ir.videoCodec!==ur.videoCodec){const Ar=xe(ir.videoCodec),Ur=xe(ur.videoCodec);if(Ar!==Ur)return Ur-Ar}if(ir.uri===ur.uri&&ir.codecSet!==ur.codecSet){const Ar=dt(ir.codecSet),Ur=dt(ur.codecSet);if(Ar!==Ur)return Ur-Ar}return ir.averageBitrate!==ur.averageBitrate?ir.averageBitrate-ur.averageBitrate:0});let be=de[0];if(this.steering&&($=this.steering.filterParsedLevels($),$.length!==de.length)){for(let ir=0;ir<de.length;ir++)if(de[ir].pathwayId===$[0].pathwayId){be=de[ir];break}}this._levels=$;for(let ir=0;ir<$.length;ir++)if($[ir]===be){var Re;this._firstLevel=ir;const ur=be.bitrate,Ar=this.hls.bandwidthEstimate;if(this.log(`manifest loaded, ${$.length} level(s) found, first bitrate: ${ur}`),((Re=this.hls.userConfig)==null?void 0:Re.abrEwmaDefaultEstimate)===void 0){const Ur=Math.min(ur,this.hls.config.abrEwmaDefaultEstimateMax);Ur>Ar&&Ar===this.hls.abrEwmaDefaultEstimate&&(this.hls.bandwidthEstimate=Ur)}break}const Le=w&&!v,at=this.hls.config,it=!!(at.audioStreamController&&at.audioTrackController),Qt={levels:$,audioTracks:j,subtitleTracks:X,sessionData:n.sessionData,sessionKeys:n.sessionKeys,firstLevel:this._firstLevel,stats:n.stats,audio:w,video:v,altAudio:it&&!Le&&j.some(ir=>!!ir.url)};ue.end=performance.now(),this.hls.trigger(o.MANIFEST_PARSED,Qt)}get levels(){return this._levels.length===0?null:this._levels}get loadLevelObj(){return this.currentLevel}get level(){return this.currentLevelIndex}set level(t){const n=this._levels;if(n.length===0)return;if(t<0||t>=n.length){const ue=new Error("invalid level idx"),de=t<0;if(this.hls.trigger(o.ERROR,{type:c.OTHER_ERROR,details:f.LEVEL_SWITCH_ERROR,level:t,fatal:de,error:ue,reason:ue.message}),de)return;t=Math.min(t,n.length-1)}const s=this.currentLevelIndex,v=this.currentLevel,w=v?v.attrs["PATHWAY-ID"]:void 0,T=n[t],j=T.attrs["PATHWAY-ID"];if(this.currentLevelIndex=t,this.currentLevel=T,s===t&&v&&w===j)return;this.log(`Switching to level ${t} (${T.height?T.height+"p ":""}${T.videoRange?T.videoRange+" ":""}${T.codecSet?T.codecSet+" ":""}@${T.bitrate})${j?" with Pathway "+j:""} from level ${s}${w?" with Pathway "+w:""}`);const X={level:t,attrs:T.attrs,details:T.details,bitrate:T.bitrate,averageBitrate:T.averageBitrate,maxBitrate:T.maxBitrate,realBitrate:T.realBitrate,width:T.width,height:T.height,codecSet:T.codecSet,audioCodec:T.audioCodec,videoCodec:T.videoCodec,audioGroups:T.audioGroups,subtitleGroups:T.subtitleGroups,loaded:T.loaded,loadError:T.loadError,fragmentError:T.fragmentError,name:T.name,id:T.id,uri:T.uri,url:T.url,urlId:0,audioGroupIds:T.audioGroupIds,textGroupIds:T.textGroupIds};this.hls.trigger(o.LEVEL_SWITCHING,X);const $=T.details;if(!$||$.live){const ue=this.switchParams(T.uri,v==null?void 0:v.details,$);this.loadPlaylist(ue)}}get manualLevel(){return this.manualLevelIndex}set manualLevel(t){this.manualLevelIndex=t,this._startLevel===void 0&&(this._startLevel=t),t!==-1&&(this.level=t)}get firstLevel(){return this._firstLevel}set firstLevel(t){this._firstLevel=t}get startLevel(){if(this._startLevel===void 0){const t=this.hls.config.startLevel;return t!==void 0?t:this.hls.firstAutoLevel}return this._startLevel}set startLevel(t){this._startLevel=t}get pathways(){return this.steering?this.steering.pathways():[]}get pathwayPriority(){return this.steering?this.steering.pathwayPriority:null}set pathwayPriority(t){if(this.steering){const n=this.steering.pathways(),s=t.filter(v=>n.indexOf(v)!==-1);if(t.length<1){this.warn(`pathwayPriority ${t} should contain at least one pathway from list: ${n}`);return}this.steering.pathwayPriority=s}}onError(t,n){n.fatal||!n.context||n.context.type===h.LEVEL&&n.context.level===this.level&&this.checkRetry(n)}onFragBuffered(t,{frag:n}){if(n!==void 0&&n.type===u.MAIN){const s=n.elementaryStreams;if(!Object.keys(s).some(w=>!!s[w]))return;const v=this._levels[n.level];v!=null&&v.loadError&&(this.log(`Resetting level error count of ${v.loadError} on frag buffered`),v.loadError=0)}}onLevelLoaded(t,n){var s;const{level:v,details:w}=n,T=n.levelInfo;if(!T){var j;this.warn(`Invalid level index ${v}`),(j=n.deliveryDirectives)!=null&&j.skip&&(w.deltaUpdateFailed=!0);return}if(T===this.currentLevel||n.withoutMultiVariant){T.fragmentError===0&&(T.loadError=0);let X=T.details;X===n.details&&X.advanced&&(X=void 0),this.playlistLoaded(v,n,X)}else(s=n.deliveryDirectives)!=null&&s.skip&&(w.deltaUpdateFailed=!0)}loadPlaylist(t){super.loadPlaylist(),this.shouldLoadPlaylist(this.currentLevel)&&this.scheduleLoading(this.currentLevel,t)}loadingPlaylist(t,n){super.loadingPlaylist(t,n);const s=this.getUrlWithDirectives(t.uri,n),v=this.currentLevelIndex,w=t.attrs["PATHWAY-ID"],T=t.details,j=T==null?void 0:T.age;this.log(`Loading level index ${v}${(n==null?void 0:n.msn)!==void 0?" at sn "+n.msn+" part "+n.part:""}${w?" Pathway "+w:""}${j&&T.live?" age "+j.toFixed(1)+(T.type?" "+T.type||0:""):""} ${s}`),this.hls.trigger(o.LEVEL_LOADING,{url:s,level:v,levelInfo:t,pathwayId:t.attrs["PATHWAY-ID"],id:0,deliveryDirectives:n||null})}get nextLoadLevel(){return this.manualLevelIndex!==-1?this.manualLevelIndex:this.hls.nextAutoLevel}set nextLoadLevel(t){this.level=t,this.manualLevelIndex===-1&&(this.hls.nextAutoLevel=t)}removeLevel(t){var n;if(this._levels.length===1)return;const s=this._levels.filter((w,T)=>T!==t?!0:(this.steering&&this.steering.removeLevel(w),w===this.currentLevel&&(this.currentLevel=null,this.currentLevelIndex=-1,w.details&&w.details.fragments.forEach(j=>j.level=-1)),!1));Ra(s),this._levels=s,this.currentLevelIndex>-1&&(n=this.currentLevel)!=null&&n.details&&(this.currentLevelIndex=this.currentLevel.details.fragments[0].level),this.manualLevelIndex>-1&&(this.manualLevelIndex=this.currentLevelIndex);const v=s.length-1;this._firstLevel=Math.min(this._firstLevel,v),this._startLevel&&(this._startLevel=Math.min(this._startLevel,v)),this.hls.trigger(o.LEVELS_UPDATED,{levels:s})}onLevelsUpdated(t,{levels:n}){this._levels=n}checkMaxAutoUpdated(){const{autoLevelCapping:t,maxAutoLevel:n,maxHdcpLevel:s}=this.hls;this._maxAutoLevel!==n&&(this._maxAutoLevel=n,this.hls.trigger(o.MAX_AUTO_LEVEL_UPDATED,{autoLevelCapping:t,levels:this.levels,maxAutoLevel:n,minAutoLevel:this.hls.minAutoLevel,maxHdcpLevel:s}))}}function hd(D){const t={};D.forEach(n=>{const s=n.groupId||"";n.id=t[s]=t[s]||0,t[s]++})}function pd(){return self.SourceBuffer||self.WebKitSourceBuffer}function md(){if(!ae())return!1;const t=pd();return!t||t.prototype&&typeof t.prototype.appendBuffer=="function"&&typeof t.prototype.remove=="function"}function Td(){if(!md())return!1;const D=ae();return typeof(D==null?void 0:D.isTypeSupported)=="function"&&(["avc1.42E01E,mp4a.40.2","av01.0.01M.08","vp09.00.50.08"].some(t=>D.isTypeSupported(Ze(t,"video")))||["mp4a.40.2","fLaC"].some(t=>D.isTypeSupported(Ze(t,"audio"))))}function Pd(){var D;const t=pd();return typeof(t==null||(D=t.prototype)==null?void 0:D.changeType)=="function"}const vd=100;class _d extends Ft{constructor(t,n,s){super(t,n,s,"stream-controller",u.MAIN),this.audioCodecSwap=!1,this.level=-1,this._forceStartLoad=!1,this._hasEnoughToStart=!1,this.altAudio=0,this.audioOnly=!1,this.fragPlaying=null,this.fragLastKbps=0,this.couldBacktrack=!1,this.backtrackFragment=null,this.audioCodecSwitch=!1,this.videoBuffer=null,this.onMediaPlaying=()=>{this.tick()},this.onMediaSeeked=()=>{const v=this.media,w=v?v.currentTime:null;if(w===null||!r(w)||(this.log(`Media seeked to ${w.toFixed(3)}`),!this.getBufferedFrag(w)))return;const T=this.getFwdBufferInfoAtPos(v,w,u.MAIN,0);if(T===null||T.len===0){this.warn(`Main forward buffer length at ${w} on "seeked" event ${T?T.len:"empty"})`);return}this.tick()},this.registerListeners()}registerListeners(){super.registerListeners();const{hls:t}=this;t.on(o.MANIFEST_PARSED,this.onManifestParsed,this),t.on(o.LEVEL_LOADING,this.onLevelLoading,this),t.on(o.LEVEL_LOADED,this.onLevelLoaded,this),t.on(o.FRAG_LOAD_EMERGENCY_ABORTED,this.onFragLoadEmergencyAborted,this),t.on(o.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),t.on(o.AUDIO_TRACK_SWITCHED,this.onAudioTrackSwitched,this),t.on(o.BUFFER_CREATED,this.onBufferCreated,this),t.on(o.BUFFER_FLUSHED,this.onBufferFlushed,this),t.on(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.on(o.FRAG_BUFFERED,this.onFragBuffered,this)}unregisterListeners(){super.unregisterListeners();const{hls:t}=this;t.off(o.MANIFEST_PARSED,this.onManifestParsed,this),t.off(o.LEVEL_LOADED,this.onLevelLoaded,this),t.off(o.FRAG_LOAD_EMERGENCY_ABORTED,this.onFragLoadEmergencyAborted,this),t.off(o.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),t.off(o.AUDIO_TRACK_SWITCHED,this.onAudioTrackSwitched,this),t.off(o.BUFFER_CREATED,this.onBufferCreated,this),t.off(o.BUFFER_FLUSHED,this.onBufferFlushed,this),t.off(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.off(o.FRAG_BUFFERED,this.onFragBuffered,this)}onHandlerDestroying(){this.onMediaPlaying=this.onMediaSeeked=null,this.unregisterListeners(),super.onHandlerDestroying()}startLoad(t,n){if(this.levels){const{lastCurrentTime:s,hls:v}=this;if(this.stopLoad(),this.setInterval(vd),this.level=-1,!this.startFragRequested){let w=v.startLevel;w===-1&&(v.config.testBandwidth&&this.levels.length>1?(w=0,this.bitrateTest=!0):w=v.firstAutoLevel),v.nextLoadLevel=w,this.level=v.loadLevel,this._hasEnoughToStart=!!n}s>0&&t===-1&&!n&&(this.log(`Override startPosition with lastCurrentTime @${s.toFixed(3)}`),t=s),this.state=Ie.IDLE,this.nextLoadPosition=this.lastCurrentTime=t+this.timelineOffset,this.startPosition=n?-1:t,this.tick()}else this._forceStartLoad=!0,this.state=Ie.STOPPED}stopLoad(){this._forceStartLoad=!1,super.stopLoad()}doTick(){switch(this.state){case Ie.WAITING_LEVEL:{const{levels:t,level:n}=this,s=t==null?void 0:t[n],v=s==null?void 0:s.details;if(v&&(!v.live||this.levelLastLoaded===s&&!this.waitForLive(s))){if(this.waitForCdnTuneIn(v))break;this.state=Ie.IDLE;break}else if(this.hls.nextLoadLevel!==this.level){this.state=Ie.IDLE;break}break}case Ie.FRAG_LOADING_WAITING_RETRY:this.checkRetryDate();break}this.state===Ie.IDLE&&this.doTickIdle(),this.onTickEnd()}onTickEnd(){var t;super.onTickEnd(),(t=this.media)!=null&&t.readyState&&this.media.seeking===!1&&(this.lastCurrentTime=this.media.currentTime),this.checkFragmentChanged()}doTickIdle(){const{hls:t,levelLastLoaded:n,levels:s,media:v}=this;if(n===null||!v&&!this.primaryPrefetch&&(this.startFragRequested||!t.config.startFragPrefetch)||this.altAudio&&this.audioOnly)return;const w=this.buffering?t.nextLoadLevel:t.loadLevel;if(!(s!=null&&s[w]))return;const T=s[w],j=this.getMainFwdBufferInfo();if(j===null)return;const X=this.getLevelDetails();if(X&&this._streamEnded(j,X)){const at={};this.altAudio===2&&(at.type="video"),this.hls.trigger(o.BUFFER_EOS,at),this.state=Ie.ENDED;return}if(!this.buffering)return;t.loadLevel!==w&&t.manualLevel===-1&&this.log(`Adapting to level ${w} from level ${this.level}`),this.level=t.nextLoadLevel=w;const $=T.details;if(!$||this.state===Ie.WAITING_LEVEL||this.waitForLive(T)){this.level=w,this.state=Ie.WAITING_LEVEL,this.startFragRequested=!1;return}const ue=j.len,de=this.getMaxBufferLength(T.maxBitrate);if(ue>=de)return;this.backtrackFragment&&this.backtrackFragment.start>j.end&&(this.backtrackFragment=null);const be=this.backtrackFragment?this.backtrackFragment.start:j.end;let Re=this.getNextFragment(be,$);if(this.couldBacktrack&&!this.fragPrevious&&Re&&Se(Re)&&this.fragmentTracker.getState(Re)!==hn.OK){var Le;const it=((Le=this.backtrackFragment)!=null?Le:Re).sn-$.startSN,Qt=$.fragments[it-1];Qt&&Re.cc===Qt.cc&&(Re=Qt,this.fragmentTracker.removeFragment(Qt))}else this.backtrackFragment&&j.len&&(this.backtrackFragment=null);if(Re&&this.isLoopLoading(Re,be)){if(!Re.gap){const it=this.audioOnly&&!this.altAudio?ie.AUDIO:ie.VIDEO,Qt=(it===ie.VIDEO?this.videoBuffer:this.mediaBuffer)||this.media;Qt&&this.afterBufferFlushed(Qt,it,u.MAIN)}Re=this.getNextFragmentLoopLoading(Re,$,j,u.MAIN,de)}Re&&(Re.initSegment&&!Re.initSegment.data&&!this.bitrateTest&&(Re=Re.initSegment),this.loadFragment(Re,T,be))}loadFragment(t,n,s){const v=this.fragmentTracker.getState(t);v===hn.NOT_LOADED||v===hn.PARTIAL?Se(t)?this.bitrateTest?(this.log(`Fragment ${t.sn} of level ${t.level} is being downloaded to test bitrate and will not be buffered`),this._loadBitrateTestFrag(t,n)):super.loadFragment(t,n,s):this._loadInitSegment(t,n):this.clearTrackerIfNeeded(t)}getBufferedFrag(t){return this.fragmentTracker.getBufferedFrag(t,u.MAIN)}followingBufferedFrag(t){return t?this.getBufferedFrag(t.end+.5):null}immediateLevelSwitch(){this.abortCurrentFrag(),this.flushMainBuffer(0,Number.POSITIVE_INFINITY)}nextLevelSwitch(){const{levels:t,media:n}=this;if(n!=null&&n.readyState){let s;const v=this.getAppendedFrag(n.currentTime);v&&v.start>1&&this.flushMainBuffer(0,v.start-1);const w=this.getLevelDetails();if(w!=null&&w.live){const j=this.getMainFwdBufferInfo();if(!j||j.len<w.targetduration*2)return}if(!n.paused&&t){const j=this.hls.nextLoadLevel,X=t[j],$=this.fragLastKbps;$&&this.fragCurrent?s=this.fragCurrent.duration*X.maxBitrate/(1e3*$)+1:s=0}else s=0;const T=this.getBufferedFrag(n.currentTime+s);if(T){const j=this.followingBufferedFrag(T);if(j){this.abortCurrentFrag();const X=j.maxStartPTS?j.maxStartPTS:j.start,$=j.duration,ue=Math.max(T.end,X+Math.min(Math.max($-this.config.maxFragLookUpTolerance,$*(this.couldBacktrack?.5:.125)),$*(this.couldBacktrack?.75:.25)));this.flushMainBuffer(ue,Number.POSITIVE_INFINITY)}}}}abortCurrentFrag(){const t=this.fragCurrent;switch(this.fragCurrent=null,this.backtrackFragment=null,t&&(t.abortRequests(),this.fragmentTracker.removeFragment(t)),this.state){case Ie.KEY_LOADING:case Ie.FRAG_LOADING:case Ie.FRAG_LOADING_WAITING_RETRY:case Ie.PARSING:case Ie.PARSED:this.state=Ie.IDLE;break}this.nextLoadPosition=this.getLoadPosition()}flushMainBuffer(t,n){super.flushMainBuffer(t,n,this.altAudio===2?"video":null)}onMediaAttached(t,n){super.onMediaAttached(t,n);const s=n.media;ja(s,"playing",this.onMediaPlaying),ja(s,"seeked",this.onMediaSeeked)}onMediaDetaching(t,n){const{media:s}=this;s&&(os(s,"playing",this.onMediaPlaying),os(s,"seeked",this.onMediaSeeked)),this.videoBuffer=null,this.fragPlaying=null,super.onMediaDetaching(t,n),!n.transferMedia&&(this._hasEnoughToStart=!1)}onManifestLoading(){super.onManifestLoading(),this.log("Trigger BUFFER_RESET"),this.hls.trigger(o.BUFFER_RESET,void 0),this.couldBacktrack=!1,this.fragLastKbps=0,this.fragPlaying=this.backtrackFragment=null,this.altAudio=0,this.audioOnly=!1}onManifestParsed(t,n){let s=!1,v=!1;for(let w=0;w<n.levels.length;w++){const T=n.levels[w].audioCodec;T&&(s=s||T.indexOf("mp4a.40.2")!==-1,v=v||T.indexOf("mp4a.40.5")!==-1)}this.audioCodecSwitch=s&&v&&!Pd(),this.audioCodecSwitch&&this.log("Both AAC/HE-AAC audio found in levels; declaring level codec as HE-AAC"),this.levels=n.levels,this.startFragRequested=!1}onLevelLoading(t,n){const{levels:s}=this;if(!s||this.state!==Ie.IDLE)return;const v=n.levelInfo;(!v.details||v.details.live&&(this.levelLastLoaded!==v||v.details.expired)||this.waitForCdnTuneIn(v.details))&&(this.state=Ie.WAITING_LEVEL)}onLevelLoaded(t,n){var s;const{levels:v,startFragRequested:w}=this,T=n.level,j=n.details,X=j.totalduration;if(!v){this.warn(`Levels were reset while loading level ${T}`);return}this.log(`Level ${T} loaded [${j.startSN},${j.endSN}]${j.lastPartSn?`[part-${j.lastPartSn}-${j.lastPartIndex}]`:""}, cc [${j.startCC}, ${j.endCC}] duration:${X}`);const $=n.levelInfo,ue=this.fragCurrent;ue&&(this.state===Ie.FRAG_LOADING||this.state===Ie.FRAG_LOADING_WAITING_RETRY)&&ue.level!==n.level&&ue.loader&&this.abortCurrentFrag();let de=0;if(j.live||(s=$.details)!=null&&s.live){var be;if(this.checkLiveUpdate(j),j.deltaUpdateFailed)return;de=this.alignPlaylists(j,$.details,(be=this.levelLastLoaded)==null?void 0:be.details)}if($.details=j,this.levelLastLoaded=$,w||this.setStartPosition(j,de),this.hls.trigger(o.LEVEL_UPDATED,{details:j,level:T}),this.state===Ie.WAITING_LEVEL){if(this.waitForCdnTuneIn(j))return;this.state=Ie.IDLE}w&&j.live&&this.synchronizeToLiveEdge(j),this.tick()}synchronizeToLiveEdge(t){const{config:n,media:s}=this;if(!s)return;const v=this.hls.liveSyncPosition,w=this.getLoadPosition(),T=t.fragmentStart,j=t.edge,X=w>=T-n.maxFragLookUpTolerance&&w<=j;if(v!==null&&s.duration>v&&(w<v||!X)){const ue=n.liveMaxLatencyDuration!==void 0?n.liveMaxLatencyDuration:n.liveMaxLatencyDurationCount*t.targetduration;if((!X&&s.readyState<4||w<j-ue)&&(this._hasEnoughToStart||(this.nextLoadPosition=v),s.readyState))if(this.warn(`Playback: ${w.toFixed(3)} is located too far from the end of live sliding playlist: ${j}, reset currentTime to : ${v.toFixed(3)}`),this.config.liveSyncMode==="buffered"){var $;const de=di.bufferInfo(s,v,0);if(!(($=de.buffered)!=null&&$.length)){s.currentTime=v;return}if(de.start<=w){s.currentTime=v;return}const{nextStart:Re}=di.bufferedInfo(de.buffered,w,0);Re&&(s.currentTime=Re)}else s.currentTime=v}}_handleFragmentLoadProgress(t){var n;const s=t.frag,{part:v,payload:w}=t,{levels:T}=this;if(!T){this.warn(`Levels were reset while fragment load was in progress. Fragment ${s.sn} of level ${s.level} will not be buffered`);return}const j=T[s.level];if(!j){this.warn(`Level ${s.level} not found on progress`);return}const X=j.details;if(!X){this.warn(`Dropping fragment ${s.sn} of level ${s.level} after level details were reset`),this.fragmentTracker.removeFragment(s);return}const $=j.videoCodec,ue=X.PTSKnown||!X.live,de=(n=s.initSegment)==null?void 0:n.data,be=this._getAudioCodec(j),Re=this.transmuxer=this.transmuxer||new il(this.hls,u.MAIN,this._handleTransmuxComplete.bind(this),this._handleTransmuxerFlush.bind(this)),Le=v?v.index:-1,at=Le!==-1,it=new Wo(s.level,s.sn,s.stats.chunkCount,w.byteLength,Le,at),Qt=this.initPTS[s.cc];Re.push(w,de,be,$,s,v,X.totalduration,ue,it,Qt)}onAudioTrackSwitching(t,n){const s=this.hls,v=this.altAudio!==0;if(nt(n.url,s))this.altAudio=1;else{if(this.mediaBuffer!==this.media){this.log("Switching on main audio, use media.buffered to schedule main fragment loading"),this.mediaBuffer=this.media;const T=this.fragCurrent;T&&(this.log("Switching to main audio track, cancel main fragment load"),T.abortRequests(),this.fragmentTracker.removeFragment(T)),this.resetTransmuxer(),this.resetLoadingState()}else this.audioOnly&&this.resetTransmuxer();if(v){this.altAudio=0,this.fragmentTracker.removeAllFragments(),s.once(o.BUFFER_FLUSHED,()=>{this.hls&&this.hls.trigger(o.AUDIO_TRACK_SWITCHED,n)}),s.trigger(o.BUFFER_FLUSHING,{startOffset:0,endOffset:Number.POSITIVE_INFINITY,type:null});return}s.trigger(o.AUDIO_TRACK_SWITCHED,n)}}onAudioTrackSwitched(t,n){const s=nt(n.url,this.hls);if(s){const v=this.videoBuffer;v&&this.mediaBuffer!==v&&(this.log("Switching on alternate audio, use video.buffered to schedule main fragment loading"),this.mediaBuffer=v)}this.altAudio=s?2:0,this.tick()}onBufferCreated(t,n){const s=n.tracks;let v,w,T=!1;for(const j in s){const X=s[j];if(X.id==="main"){if(w=j,v=X,j==="video"){const $=s[j];$&&(this.videoBuffer=$.buffer)}}else T=!0}T&&v?(this.log(`Alternate track found, use ${w}.buffered to schedule main fragment loading`),this.mediaBuffer=v.buffer):this.mediaBuffer=this.media}onFragBuffered(t,n){const{frag:s,part:v}=n,w=s.type===u.MAIN;if(w){if(this.fragContextChanged(s)){this.warn(`Fragment ${s.sn}${v?" p: "+v.index:""} of level ${s.level} finished buffering, but was aborted. state: ${this.state}`),this.state===Ie.PARSED&&(this.state=Ie.IDLE);return}const j=v?v.stats:s.stats;this.fragLastKbps=Math.round(8*j.total/(j.buffering.end-j.loading.first)),Se(s)&&(this.fragPrevious=s),this.fragBufferedComplete(s,v)}const T=this.media;T&&(!this._hasEnoughToStart&&di.getBuffered(T).length&&(this._hasEnoughToStart=!0,this.seekToStartPos()),w&&this.tick())}get hasEnoughToStart(){return this._hasEnoughToStart}onError(t,n){var s;if(n.fatal){this.state=Ie.ERROR;return}switch(n.details){case f.FRAG_GAP:case f.FRAG_PARSING_ERROR:case f.FRAG_DECRYPT_ERROR:case f.FRAG_LOAD_ERROR:case f.FRAG_LOAD_TIMEOUT:case f.KEY_LOAD_ERROR:case f.KEY_LOAD_TIMEOUT:this.onFragmentOrKeyLoadError(u.MAIN,n);break;case f.LEVEL_LOAD_ERROR:case f.LEVEL_LOAD_TIMEOUT:case f.LEVEL_PARSING_ERROR:!n.levelRetry&&this.state===Ie.WAITING_LEVEL&&((s=n.context)==null?void 0:s.type)===h.LEVEL&&(this.state=Ie.IDLE);break;case f.BUFFER_ADD_CODEC_ERROR:case f.BUFFER_APPEND_ERROR:if(n.parent!=="main")return;this.reduceLengthAndFlushBuffer(n)&&this.resetLoadingState();break;case f.BUFFER_FULL_ERROR:if(n.parent!=="main")return;this.reduceLengthAndFlushBuffer(n)&&(!this.config.interstitialsController&&this.config.assetPlayerId?this._hasEnoughToStart=!0:this.flushMainBuffer(0,Number.POSITIVE_INFINITY));break;case f.INTERNAL_EXCEPTION:this.recoverWorkerError(n);break}}onFragLoadEmergencyAborted(){this.state=Ie.IDLE,this._hasEnoughToStart||(this.startFragRequested=!1,this.nextLoadPosition=this.lastCurrentTime),this.tickImmediate()}onBufferFlushed(t,{type:n}){if(n!==ie.AUDIO||!this.altAudio){const s=(n===ie.VIDEO?this.videoBuffer:this.mediaBuffer)||this.media;s&&(this.afterBufferFlushed(s,n,u.MAIN),this.tick())}}onLevelsUpdated(t,n){this.level>-1&&this.fragCurrent&&(this.level=this.fragCurrent.level,this.level===-1&&this.resetWhenMissingContext(this.fragCurrent)),this.levels=n.levels}swapAudioCodec(){this.audioCodecSwap=!this.audioCodecSwap}seekToStartPos(){const{media:t}=this;if(!t)return;const n=t.currentTime;let s=this.startPosition;if(s>=0&&n<s){if(t.seeking){this.log(`could not seek to ${s}, already seeking at ${n}`);return}const v=this.timelineOffset;v&&s&&(s+=v);const w=this.getLevelDetails(),T=di.getBuffered(t),j=T.length?T.start(0):0,X=j-s,$=Math.max(this.config.maxBufferHole,this.config.maxFragLookUpTolerance);(this.config.startOnSegmentBoundary||X>0&&(X<$||this.loadingParts&&X<2*((w==null?void 0:w.partTarget)||0)))&&(this.log(`adjusting start position by ${X} to match buffer start`),s+=X,this.startPosition=s),n<s&&(this.log(`seek to target start position ${s} from current time ${n} buffer start ${j}`),t.currentTime=s)}}_getAudioCodec(t){let n=this.config.defaultAudioCodec||t.audioCodec;return this.audioCodecSwap&&n&&(this.log("Swapping audio codec"),n.indexOf("mp4a.40.5")!==-1?n="mp4a.40.2":n="mp4a.40.5"),n}_loadBitrateTestFrag(t,n){t.bitrateTest=!0,this._doFragLoad(t,n).then(s=>{const{hls:v}=this,w=s==null?void 0:s.frag;if(!w||this.fragContextChanged(w))return;n.fragmentError=0,this.state=Ie.IDLE,this.startFragRequested=!1,this.bitrateTest=!1;const T=w.stats;T.parsing.start=T.parsing.end=T.buffering.start=T.buffering.end=self.performance.now(),v.trigger(o.FRAG_LOADED,s),w.bitrateTest=!1}).catch(s=>{this.state===Ie.STOPPED||this.state===Ie.ERROR||(this.warn(s),this.resetFragmentLoading(t))})}_handleTransmuxComplete(t){const n=this.playlistType,{hls:s}=this,{remuxResult:v,chunkMeta:w}=t,T=this.getCurrentContext(w);if(!T){this.resetWhenMissingContext(w);return}const{frag:j,part:X,level:$}=T,{video:ue,text:de,id3:be,initSegment:Re}=v,{details:Le}=$,at=this.altAudio?void 0:v.audio;if(this.fragContextChanged(j)){this.fragmentTracker.removeFragment(j);return}if(this.state=Ie.PARSING,Re){const it=Re.tracks;if(it){const Ar=j.initSegment||j;if(this.unhandledEncryptionError(Re,j))return;this._bufferInitSegment($,it,Ar,w),s.trigger(o.FRAG_PARSING_INIT_SEGMENT,{frag:Ar,id:n,tracks:it})}const Qt=Re.initPTS,ir=Re.timescale,ur=this.initPTS[j.cc];if(r(Qt)&&(!ur||ur.baseTime!==Qt||ur.timescale!==ir)){const Ar=Re.trackId;this.initPTS[j.cc]={baseTime:Qt,timescale:ir,trackId:Ar},s.trigger(o.INIT_PTS_FOUND,{frag:j,id:n,initPTS:Qt,timescale:ir,trackId:Ar})}}if(ue&&Le){at&&ue.type==="audiovideo"&&this.logMuxedErr(j);const it=Le.fragments[j.sn-1-Le.startSN],Qt=j.sn===Le.startSN,ir=!it||j.cc>it.cc;if(v.independent!==!1){const{startPTS:ur,endPTS:Ar,startDTS:Ur,endDTS:mn}=ue;if(X)X.elementaryStreams[ue.type]={startPTS:ur,endPTS:Ar,startDTS:Ur,endDTS:mn};else if(ue.firstKeyFrame&&ue.independent&&w.id===1&&!ir&&(this.couldBacktrack=!0),ue.dropped&&ue.independent){const Zr=this.getMainFwdBufferInfo(),ln=(Zr?Zr.end:this.getLoadPosition())+this.config.maxBufferHole,on=ue.firstKeyFramePTS?ue.firstKeyFramePTS:ur;if(!Qt&&ln<on-this.config.maxBufferHole&&!ir){this.backtrack(j);return}else ir&&(j.gap=!0);j.setElementaryStreamInfo(ue.type,j.start,Ar,j.start,mn,!0)}else Qt&&ur-(Le.appliedTimelineOffset||0)>On&&(j.gap=!0);j.setElementaryStreamInfo(ue.type,ur,Ar,Ur,mn),this.backtrackFragment&&(this.backtrackFragment=j),this.bufferFragmentData(ue,j,X,w,Qt||ir)}else if(Qt||ir)j.gap=!0;else{this.backtrack(j);return}}if(at){const{startPTS:it,endPTS:Qt,startDTS:ir,endDTS:ur}=at;X&&(X.elementaryStreams[ie.AUDIO]={startPTS:it,endPTS:Qt,startDTS:ir,endDTS:ur}),j.setElementaryStreamInfo(ie.AUDIO,it,Qt,ir,ur),this.bufferFragmentData(at,j,X,w)}if(Le&&be!=null&&be.samples.length){const it={id:n,frag:j,details:Le,samples:be.samples};s.trigger(o.FRAG_PARSING_METADATA,it)}if(Le&&de){const it={id:n,frag:j,details:Le,samples:de.samples};s.trigger(o.FRAG_PARSING_USERDATA,it)}}logMuxedErr(t){this.warn(`${Se(t)?"Media":"Init"} segment with muxed audiovideo where only video expected: ${t.url}`)}_bufferInitSegment(t,n,s,v){if(this.state!==Ie.PARSING)return;this.audioOnly=!!n.audio&&!n.video,this.altAudio&&!this.audioOnly&&(delete n.audio,n.audiovideo&&this.logMuxedErr(s));const{audio:w,video:T,audiovideo:j}=n;if(w){const $=t.audioCodec;let ue=an(w.codec,$);ue==="mp4a"&&(ue="mp4a.40.5");const de=navigator.userAgent.toLowerCase();if(this.audioCodecSwitch){ue&&(ue.indexOf("mp4a.40.5")!==-1?ue="mp4a.40.2":ue="mp4a.40.5");const be=w.metadata;be&&"channelCount"in be&&(be.channelCount||1)!==1&&de.indexOf("firefox")===-1&&(ue="mp4a.40.5")}ue&&ue.indexOf("mp4a.40.5")!==-1&&de.indexOf("android")!==-1&&w.container!=="audio/mpeg"&&(ue="mp4a.40.2",this.log(`Android: force audio codec to ${ue}`)),$&&$!==ue&&this.log(`Swapping manifest audio codec "${$}" for "${ue}"`),w.levelCodec=ue,w.id=u.MAIN,this.log(`Init audio buffer, container:${w.container}, codecs[selected/level/parsed]=[${ue||""}/${$||""}/${w.codec}]`),delete n.audiovideo}if(T){T.levelCodec=t.videoCodec,T.id=u.MAIN;const $=T.codec;if(($==null?void 0:$.length)===4)switch($){case"hvc1":case"hev1":T.codec="hvc1.1.6.L120.90";break;case"av01":T.codec="av01.0.04M.08";break;case"avc1":T.codec="avc1.42e01e";break}this.log(`Init video buffer, container:${T.container}, codecs[level/parsed]=[${t.videoCodec||""}/${$}]${T.codec!==$?" parsed-corrected="+T.codec:""}${T.supplemental?" supplemental="+T.supplemental:""}`),delete n.audiovideo}j&&(this.log(`Init audiovideo buffer, container:${j.container}, codecs[level/parsed]=[${t.codecs}/${j.codec}]`),delete n.video,delete n.audio);const X=Object.keys(n);if(X.length){if(this.hls.trigger(o.BUFFER_CODECS,n),!this.hls)return;X.forEach($=>{const de=n[$].initSegment;de!=null&&de.byteLength&&this.hls.trigger(o.BUFFER_APPENDING,{type:$,data:de,frag:s,part:null,chunkMeta:v,parent:s.type})})}this.tickImmediate()}getMainFwdBufferInfo(){const t=this.mediaBuffer&&this.altAudio===2?this.mediaBuffer:this.media;return this.getFwdBufferInfo(t,u.MAIN)}get maxBufferLength(){const{levels:t,level:n}=this,s=t==null?void 0:t[n];return s?this.getMaxBufferLength(s.maxBitrate):this.config.maxBufferLength}backtrack(t){this.couldBacktrack=!0,this.backtrackFragment=t,this.resetTransmuxer(),this.flushBufferGap(t),this.fragmentTracker.removeFragment(t),this.fragPrevious=null,this.nextLoadPosition=t.start,this.state=Ie.IDLE}checkFragmentChanged(){const t=this.media;let n=null;if(t&&t.readyState>1&&t.seeking===!1){const s=t.currentTime;if(di.isBuffered(t,s)?n=this.getAppendedFrag(s):di.isBuffered(t,s+.1)&&(n=this.getAppendedFrag(s+.1)),n){this.backtrackFragment=null;const v=this.fragPlaying,w=n.level;(!v||n.sn!==v.sn||v.level!==w)&&(this.fragPlaying=n,this.hls.trigger(o.FRAG_CHANGED,{frag:n}),(!v||v.level!==w)&&this.hls.trigger(o.LEVEL_SWITCHED,{level:w}))}}}get nextLevel(){const t=this.nextBufferedFrag;return t?t.level:-1}get currentFrag(){var t;if(this.fragPlaying)return this.fragPlaying;const n=((t=this.media)==null?void 0:t.currentTime)||this.lastCurrentTime;return r(n)?this.getAppendedFrag(n):null}get currentProgramDateTime(){var t;const n=((t=this.media)==null?void 0:t.currentTime)||this.lastCurrentTime;if(r(n)){const s=this.getLevelDetails(),v=this.currentFrag||(s?hr(null,s.fragments,n):null);if(v){const w=v.programDateTime;if(w!==null){const T=w+(n-v.start)*1e3;return new Date(T)}}}return null}get currentLevel(){const t=this.currentFrag;return t?t.level:-1}get nextBufferedFrag(){const t=this.currentFrag;return t?this.followingBufferedFrag(t):null}get forceStartLoad(){return this._forceStartLoad}}class Id extends R{constructor(t,n){super("key-loader",n),this.config=void 0,this.keyIdToKeyInfo={},this.emeController=null,this.config=t}abort(t){for(const s in this.keyIdToKeyInfo){const v=this.keyIdToKeyInfo[s].loader;if(v){var n;if(t&&t!==((n=v.context)==null?void 0:n.frag.type))return;v.abort()}}}detach(){for(const t in this.keyIdToKeyInfo){const n=this.keyIdToKeyInfo[t];(n.mediaKeySessionContext||n.decryptdata.isCommonEncryption)&&delete this.keyIdToKeyInfo[t]}}destroy(){this.detach();for(const t in this.keyIdToKeyInfo){const n=this.keyIdToKeyInfo[t].loader;n&&n.destroy()}this.keyIdToKeyInfo={}}createKeyLoadError(t,n=f.KEY_LOAD_ERROR,s,v,w){return new qi({type:c.NETWORK_ERROR,details:n,fatal:!1,frag:t,response:w,error:s,networkDetails:v})}loadClear(t,n,s){if(this.emeController&&this.config.emeEnabled&&!this.emeController.getSelectedKeySystemFormats().length){if(n.length)for(let v=0,w=n.length;v<w;v++){const T=n[v];if(t.cc<=T.cc&&(!Se(t)||!Se(T)||t.sn<T.sn)||!s&&v==w-1)return this.emeController.selectKeySystemFormat(T).then(j=>{if(!this.emeController)return;T.setKeyFormat(j);const X=qo(j);if(X)return this.emeController.getKeySystemAccess([X])})}if(this.config.requireKeySystemAccessOnStart){const v=Mo(this.config);if(v.length)return this.emeController.getKeySystemAccess(v)}}return null}load(t){return!t.decryptdata&&t.encrypted&&this.emeController&&this.config.emeEnabled?this.emeController.selectKeySystemFormat(t).then(n=>this.loadInternal(t,n)):this.loadInternal(t)}loadInternal(t,n){var s,v;n&&t.setKeyFormat(n);const w=t.decryptdata;if(!w){const $=new Error(n?`Expected frag.decryptdata to be defined after setting format ${n}`:`Missing decryption data on fragment in onKeyLoading (emeEnabled with controller: ${this.emeController&&this.config.emeEnabled})`);return Promise.reject(this.createKeyLoadError(t,f.KEY_LOAD_ERROR,$))}const T=w.uri;if(!T)return Promise.reject(this.createKeyLoadError(t,f.KEY_LOAD_ERROR,new Error(`Invalid key URI: "${T}"`)));const j=ld(w);let X=this.keyIdToKeyInfo[j];if((s=X)!=null&&s.decryptdata.key)return w.key=X.decryptdata.key,Promise.resolve({frag:t,keyInfo:X});if(this.emeController&&(v=X)!=null&&v.keyLoadPromise)switch(this.emeController.getKeyStatus(X.decryptdata)){case"usable":case"usable-in-future":return X.keyLoadPromise.then(ue=>{const{keyInfo:de}=ue;return w.key=de.decryptdata.key,{frag:t,keyInfo:de}})}switch(this.log(`${this.keyIdToKeyInfo[j]?"Rel":"L"}oading${w.keyId?" keyId: "+Q(w.keyId):""} URI: ${w.uri} from ${t.type} ${t.level}`),X=this.keyIdToKeyInfo[j]={decryptdata:w,keyLoadPromise:null,loader:null,mediaKeySessionContext:null},w.method){case"SAMPLE-AES":case"SAMPLE-AES-CENC":case"SAMPLE-AES-CTR":return w.keyFormat==="identity"?this.loadKeyHTTP(X,t):this.loadKeyEME(X,t);case"AES-128":case"AES-256":case"AES-256-CTR":return this.loadKeyHTTP(X,t);default:return Promise.reject(this.createKeyLoadError(t,f.KEY_LOAD_ERROR,new Error(`Key supplied with unsupported METHOD: "${w.method}"`)))}}loadKeyEME(t,n){const s={frag:n,keyInfo:t};if(this.emeController&&this.config.emeEnabled){var v;if(!t.decryptdata.keyId&&(v=n.initSegment)!=null&&v.data){const T=pt(n.initSegment.data);if(T.length){let j=T[0];j.some(X=>X!==0)?(this.log(`Using keyId found in init segment ${Q(j)}`),Bo.setKeyIdForUri(t.decryptdata.uri,j)):(j=Bo.addKeyIdForUri(t.decryptdata.uri),this.log(`Generating keyId to patch media ${Q(j)}`)),t.decryptdata.keyId=j}}if(!t.decryptdata.keyId&&!Se(n))return Promise.resolve(s);const w=this.emeController.loadKey(s);return(t.keyLoadPromise=w.then(T=>(t.mediaKeySessionContext=T,s))).catch(T=>{throw t.keyLoadPromise=null,"data"in T&&(T.data.frag=n),T})}return Promise.resolve(s)}loadKeyHTTP(t,n){const s=this.config,v=s.loader,w=new v(s);return n.keyLoader=t.loader=w,t.keyLoadPromise=new Promise((T,j)=>{const X={keyInfo:t,frag:n,responseType:"arraybuffer",url:t.decryptdata.uri},$=s.keyLoadPolicy.default,ue={loadPolicy:$,timeout:$.maxLoadTimeMs,maxRetry:0,retryDelay:0,maxRetryDelay:0},de={onSuccess:(be,Re,Le,at)=>{const{frag:it,keyInfo:Qt}=Le,ir=ld(Qt.decryptdata);if(!it.decryptdata||Qt!==this.keyIdToKeyInfo[ir])return j(this.createKeyLoadError(it,f.KEY_LOAD_ERROR,new Error("after key load, decryptdata unset or changed"),at));Qt.decryptdata.key=it.decryptdata.key=new Uint8Array(be.data),it.keyLoader=null,Qt.loader=null,T({frag:it,keyInfo:Qt})},onError:(be,Re,Le,at)=>{this.resetLoader(Re),j(this.createKeyLoadError(n,f.KEY_LOAD_ERROR,new Error(`HTTP Error ${be.code} loading key ${be.text}`),Le,b({url:X.url,data:void 0},be)))},onTimeout:(be,Re,Le)=>{this.resetLoader(Re),j(this.createKeyLoadError(n,f.KEY_LOAD_TIMEOUT,new Error("key loading timed out"),Le))},onAbort:(be,Re,Le)=>{this.resetLoader(Re),j(this.createKeyLoadError(n,f.INTERNAL_ABORTED,new Error("key loading aborted"),Le))}};w.load(X,ue,de)})}resetLoader(t){const{frag:n,keyInfo:s,url:v}=t,w=s.loader;n.keyLoader===w&&(n.keyLoader=null,s.loader=null);const T=ld(s.decryptdata)||v;delete this.keyIdToKeyInfo[T],w&&w.destroy()}}function ld(D){if(D.keyFormat!==ms.FAIRPLAY){const t=D.keyId;if(t)return Q(t)}return D.uri}function gd(D){const{type:t}=D;switch(t){case h.AUDIO_TRACK:return u.AUDIO;case h.SUBTITLE_TRACK:return u.SUBTITLE;default:return u.MAIN}}function cd(D,t){let n=D.url;return(n===void 0||n.indexOf("data:")===0)&&(n=t.url),n}class td{constructor(t){this.hls=void 0,this.loaders=Object.create(null),this.variableList=null,this.onManifestLoaded=this.checkAutostartLoad,this.hls=t,this.registerListeners()}startLoad(t){}stopLoad(){this.destroyInternalLoaders()}registerListeners(){const{hls:t}=this;t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.LEVEL_LOADING,this.onLevelLoading,this),t.on(o.AUDIO_TRACK_LOADING,this.onAudioTrackLoading,this),t.on(o.SUBTITLE_TRACK_LOADING,this.onSubtitleTrackLoading,this),t.on(o.LEVELS_UPDATED,this.onLevelsUpdated,this)}unregisterListeners(){const{hls:t}=this;t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.LEVEL_LOADING,this.onLevelLoading,this),t.off(o.AUDIO_TRACK_LOADING,this.onAudioTrackLoading,this),t.off(o.SUBTITLE_TRACK_LOADING,this.onSubtitleTrackLoading,this),t.off(o.LEVELS_UPDATED,this.onLevelsUpdated,this)}createInternalLoader(t){const n=this.hls.config,s=n.pLoader,v=n.loader,w=s||v,T=new w(n);return this.loaders[t.type]=T,T}getInternalLoader(t){return this.loaders[t.type]}resetInternalLoader(t){this.loaders[t]&&delete this.loaders[t]}destroyInternalLoaders(){for(const t in this.loaders){const n=this.loaders[t];n&&n.destroy(),this.resetInternalLoader(t)}}destroy(){this.variableList=null,this.unregisterListeners(),this.destroyInternalLoaders()}onManifestLoading(t,n){const{url:s}=n;this.variableList=null,this.load({id:null,level:0,responseType:"text",type:h.MANIFEST,url:s,deliveryDirectives:null,levelOrTrack:null})}onLevelLoading(t,n){const{id:s,level:v,pathwayId:w,url:T,deliveryDirectives:j,levelInfo:X}=n;this.load({id:s,level:v,pathwayId:w,responseType:"text",type:h.LEVEL,url:T,deliveryDirectives:j,levelOrTrack:X})}onAudioTrackLoading(t,n){const{id:s,groupId:v,url:w,deliveryDirectives:T,track:j}=n;this.load({id:s,groupId:v,level:null,responseType:"text",type:h.AUDIO_TRACK,url:w,deliveryDirectives:T,levelOrTrack:j})}onSubtitleTrackLoading(t,n){const{id:s,groupId:v,url:w,deliveryDirectives:T,track:j}=n;this.load({id:s,groupId:v,level:null,responseType:"text",type:h.SUBTITLE_TRACK,url:w,deliveryDirectives:T,levelOrTrack:j})}onLevelsUpdated(t,n){const s=this.loaders[h.LEVEL];if(s){const v=s.context;v&&!n.levels.some(w=>w===v.levelOrTrack)&&(s.abort(),delete this.loaders[h.LEVEL])}}load(t){var n;const s=this.hls.config;let v=this.getInternalLoader(t);if(v){const $=this.hls.logger,ue=v.context;if(ue&&ue.levelOrTrack===t.levelOrTrack&&(ue.url===t.url||ue.deliveryDirectives&&!t.deliveryDirectives)){ue.url===t.url?$.log(`[playlist-loader]: ignore ${t.url} ongoing request`):$.log(`[playlist-loader]: ignore ${t.url} in favor of ${ue.url}`);return}$.log(`[playlist-loader]: aborting previous loader for type: ${t.type}`),v.abort()}let w;if(t.type===h.MANIFEST?w=s.manifestLoadPolicy.default:w=y({},s.playlistLoadPolicy.default,{timeoutRetry:null,errorRetry:null}),v=this.createInternalLoader(t),r((n=t.deliveryDirectives)==null?void 0:n.part)){let $;if(t.type===h.LEVEL&&t.level!==null?$=this.hls.levels[t.level].details:t.type===h.AUDIO_TRACK&&t.id!==null?$=this.hls.audioTracks[t.id].details:t.type===h.SUBTITLE_TRACK&&t.id!==null&&($=this.hls.subtitleTracks[t.id].details),$){const ue=$.partTarget,de=$.targetduration;if(ue&&de){const be=Math.max(ue*3,de*.8)*1e3;w=y({},w,{maxTimeToFirstByteMs:Math.min(be,w.maxTimeToFirstByteMs),maxLoadTimeMs:Math.min(be,w.maxTimeToFirstByteMs)})}}}const T=w.errorRetry||w.timeoutRetry||{},j={loadPolicy:w,timeout:w.maxLoadTimeMs,maxRetry:T.maxNumRetry||0,retryDelay:T.retryDelayMs||0,maxRetryDelay:T.maxRetryDelayMs||0},X={onSuccess:($,ue,de,be)=>{const Re=this.getInternalLoader(de);this.resetInternalLoader(de.type);const Le=$.data;ue.parsing.start=performance.now(),Ko.isMediaPlaylist(Le)||de.type!==h.MANIFEST?this.handleTrackOrLevelPlaylist($,ue,de,be||null,Re):this.handleMasterPlaylist($,ue,de,be)},onError:($,ue,de,be)=>{this.handleNetworkError(ue,de,!1,$,be)},onTimeout:($,ue,de)=>{this.handleNetworkError(ue,de,!0,void 0,$)}};v.load(t,j,X)}checkAutostartLoad(){if(!this.hls)return;const{config:{autoStartLoad:t,startPosition:n},forceStartLoad:s}=this.hls;(t||s)&&(this.hls.logger.log(`${t?"auto":"force"} startLoad with configured startPosition ${n}`),this.hls.startLoad(n))}handleMasterPlaylist(t,n,s,v){const w=this.hls,T=t.data,j=cd(t,s),X=Ko.parseMasterPlaylist(T,j);if(X.playlistParsingError){n.parsing.end=performance.now(),this.handleManifestParsingError(t,s,X.playlistParsingError,v,n);return}const{contentSteering:$,levels:ue,sessionData:de,sessionKeys:be,startTimeOffset:Re,variableList:Le}=X;this.variableList=Le,ue.forEach(ir=>{const{unknownCodecs:ur}=ir;if(ur){const{preferManagedMediaSource:Ar}=this.hls.config;let{audioCodec:Ur,videoCodec:mn}=ir;for(let Zr=ur.length;Zr--;){const ln=ur[Zr];Ce(ln,"audio",Ar)?(ir.audioCodec=Ur=Ur?`${Ur},${ln}`:ln,$t.audio[Ur.substring(0,4)]=2,ur.splice(Zr,1)):Ce(ln,"video",Ar)&&(ir.videoCodec=mn=mn?`${mn},${ln}`:ln,$t.video[mn.substring(0,4)]=2,ur.splice(Zr,1))}}});const{AUDIO:at=[],SUBTITLES:it,"CLOSED-CAPTIONS":Qt}=Ko.parseMasterPlaylistMedia(T,j,X);at.length&&!at.some(ur=>!ur.url)&&ue[0].audioCodec&&!ue[0].attrs.AUDIO&&(this.hls.logger.log("[playlist-loader]: audio codec signaled in quality level, but no embedded audio track signaled, create one"),at.unshift({type:"main",name:"main",groupId:"main",default:!1,autoselect:!1,forced:!1,id:-1,attrs:new Ni({}),bitrate:0,url:""})),w.trigger(o.MANIFEST_LOADED,{levels:ue,audioTracks:at,subtitles:it,captions:Qt,contentSteering:$,url:j,stats:n,networkDetails:v,sessionData:de,sessionKeys:be,startTimeOffset:Re,variableList:Le})}handleTrackOrLevelPlaylist(t,n,s,v,w){const T=this.hls,{id:j,level:X,type:$}=s,ue=cd(t,s),de=r(X)?X:r(j)?j:0,be=gd(s),Re=Ko.parseLevelPlaylist(t.data,ue,de,be,0,this.variableList);if($===h.MANIFEST){const Le={attrs:new Ni({}),bitrate:0,details:Re,name:"",url:ue};Re.requestScheduled=n.loading.start+gi(Re,0),T.trigger(o.MANIFEST_LOADED,{levels:[Le],audioTracks:[],url:ue,stats:n,networkDetails:v,sessionData:null,sessionKeys:null,contentSteering:null,startTimeOffset:null,variableList:null})}n.parsing.end=performance.now(),s.levelDetails=Re,this.handlePlaylistLoaded(Re,t,n,s,v,w)}handleManifestParsingError(t,n,s,v,w){this.hls.trigger(o.ERROR,{type:c.NETWORK_ERROR,details:f.MANIFEST_PARSING_ERROR,fatal:n.type===h.MANIFEST,url:t.url,err:s,error:s,reason:s.message,response:t,context:n,networkDetails:v,stats:w})}handleNetworkError(t,n,s=!1,v,w){let T=`A network ${s?"timeout":"error"+(v?" (status "+v.code+")":"")} occurred while loading ${t.type}`;t.type===h.LEVEL?T+=`: ${t.level} id: ${t.id}`:(t.type===h.AUDIO_TRACK||t.type===h.SUBTITLE_TRACK)&&(T+=` id: ${t.id} group-id: "${t.groupId}"`);const j=new Error(T);this.hls.logger.warn(`[playlist-loader]: ${T}`);let X=f.UNKNOWN,$=!1;const ue=this.getInternalLoader(t);switch(t.type){case h.MANIFEST:X=s?f.MANIFEST_LOAD_TIMEOUT:f.MANIFEST_LOAD_ERROR,$=!0;break;case h.LEVEL:X=s?f.LEVEL_LOAD_TIMEOUT:f.LEVEL_LOAD_ERROR,$=!1;break;case h.AUDIO_TRACK:X=s?f.AUDIO_TRACK_LOAD_TIMEOUT:f.AUDIO_TRACK_LOAD_ERROR,$=!1;break;case h.SUBTITLE_TRACK:X=s?f.SUBTITLE_TRACK_LOAD_TIMEOUT:f.SUBTITLE_LOAD_ERROR,$=!1;break}ue&&this.resetInternalLoader(t.type);const de={type:c.NETWORK_ERROR,details:X,fatal:$,url:t.url,loader:ue,context:t,error:j,networkDetails:n,stats:w};if(v){const be=(n==null?void 0:n.url)||t.url;de.response=b({url:be,data:void 0},v)}this.hls.trigger(o.ERROR,de)}handlePlaylistLoaded(t,n,s,v,w,T){const j=this.hls,{type:X,level:$,levelOrTrack:ue,id:de,groupId:be,deliveryDirectives:Re}=v,Le=cd(n,v),at=gd(v);let it=typeof v.level=="number"&&at===u.MAIN?$:void 0;const Qt=t.playlistParsingError;if(Qt){if(this.hls.logger.warn(`${Qt} ${t.url}`),!j.config.ignorePlaylistParsingErrors){j.trigger(o.ERROR,{type:c.NETWORK_ERROR,details:f.LEVEL_PARSING_ERROR,fatal:!1,url:Le,error:Qt,reason:Qt.message,response:n,context:v,level:it,parent:at,networkDetails:w,stats:s});return}t.playlistParsingError=null}if(!t.fragments.length){const ir=t.playlistParsingError=new Error("No Segments found in Playlist");j.trigger(o.ERROR,{type:c.NETWORK_ERROR,details:f.LEVEL_EMPTY_ERROR,fatal:!1,url:Le,error:ir,reason:ir.message,response:n,context:v,level:it,parent:at,networkDetails:w,stats:s});return}switch(t.live&&T&&(T.getCacheAge&&(t.ageHeader=T.getCacheAge()||0),(!T.getCacheAge||isNaN(t.ageHeader))&&(t.ageHeader=0)),X){case h.MANIFEST:case h.LEVEL:if(it){if(!ue)it=0;else if(ue!==j.levels[it]){const ir=j.levels.indexOf(ue);ir>-1&&(it=ir)}}j.trigger(o.LEVEL_LOADED,{details:t,levelInfo:ue||j.levels[0],level:it||0,id:de||0,stats:s,networkDetails:w,deliveryDirectives:Re,withoutMultiVariant:X===h.MANIFEST});break;case h.AUDIO_TRACK:j.trigger(o.AUDIO_TRACK_LOADED,{details:t,track:ue,id:de||0,groupId:be||"",stats:s,networkDetails:w,deliveryDirectives:Re});break;case h.SUBTITLE_TRACK:j.trigger(o.SUBTITLE_TRACK_LOADED,{details:t,track:ue,id:de||0,groupId:be||"",stats:s,networkDetails:w,deliveryDirectives:Re});break}}}class If{static get version(){return ni}static isMSESupported(){return md()}static isSupported(){return Td()}static getMediaSource(){return ae()}static get Events(){return o}static get MetadataSchema(){return gn}static get ErrorTypes(){return c}static get ErrorDetails(){return f}static get DefaultConfig(){return If.defaultConfig?If.defaultConfig:za}static set DefaultConfig(t){If.defaultConfig=t}constructor(t={}){this.config=void 0,this.userConfig=void 0,this.logger=void 0,this.coreComponents=void 0,this.networkControllers=void 0,this._emitter=new ri,this._autoLevelCapping=-1,this._maxHdcpLevel=null,this.abrController=void 0,this.bufferController=void 0,this.capLevelController=void 0,this.latencyController=void 0,this.levelController=void 0,this.streamController=void 0,this.audioStreamController=void 0,this.subtititleStreamController=void 0,this.audioTrackController=void 0,this.subtitleTrackController=void 0,this.interstitialsController=void 0,this.gapController=void 0,this.emeController=void 0,this.cmcdController=void 0,this._media=null,this._url=null,this._sessionId=void 0,this.triggeringException=void 0,this.started=!1;const n=this.logger=G(t.debug||!1,"Hls instance",t.assetPlayerId),s=this.config=nn(If.DefaultConfig,t,n);this.userConfig=t,s.progressive&&rn(s,n);const{abrController:v,bufferController:w,capLevelController:T,errorController:j,fpsController:X}=s,$=new j(this),ue=this.abrController=new v(this),de=new Si(this),be=s.interstitialsController,Re=be?this.interstitialsController=new be(this,If):null,Le=this.bufferController=new w(this,de),at=this.capLevelController=new T(this),it=new X(this),Qt=new td(this),ir=s.contentSteeringController,ur=ir?new ir(this):null,Ar=this.levelController=new Cd(this,ur),Ur=new Sd(this),mn=new Id(this.config,this.logger),Zr=this.streamController=new _d(this,de,mn),ln=this.gapController=new Xa(this,de);at.setStreamController(Zr),it.setStreamController(Zr);const on=[Qt,Ar,Zr];Re&&on.splice(1,0,Re),ur&&on.splice(1,0,ur),this.networkControllers=on;const Xr=[ue,Le,ln,at,it,Ur,de];this.audioTrackController=this.createController(s.audioTrackController,on);const Dn=s.audioStreamController;Dn&&on.push(this.audioStreamController=new Dn(this,de,mn)),this.subtitleTrackController=this.createController(s.subtitleTrackController,on);const wi=s.subtitleStreamController;wi&&on.push(this.subtititleStreamController=new wi(this,de,mn)),this.createController(s.timelineController,Xr),mn.emeController=this.emeController=this.createController(s.emeController,Xr),this.cmcdController=this.createController(s.cmcdController,Xr),this.latencyController=this.createController(Ad,Xr),this.coreComponents=Xr,on.push($);const Ki=$.onErrorOut;typeof Ki=="function"&&this.on(o.ERROR,Ki,$),this.on(o.MANIFEST_LOADED,Qt.onManifestLoaded,Qt)}createController(t,n){if(t){const s=new t(this);return n&&n.push(s),s}return null}on(t,n,s=this){this._emitter.on(t,n,s)}once(t,n,s=this){this._emitter.once(t,n,s)}removeAllListeners(t){this._emitter.removeAllListeners(t)}off(t,n,s=this,v){this._emitter.off(t,n,s,v)}listeners(t){return this._emitter.listeners(t)}emit(t,n,s){return this._emitter.emit(t,n,s)}trigger(t,n){if(this.config.debug)return this.emit(t,t,n);try{return this.emit(t,t,n)}catch(s){if(this.logger.error("An internal error happened while handling event "+t+'. Error message: "'+s.message+'". Here is a stacktrace:',s),!this.triggeringException){this.triggeringException=!0;const v=t===o.ERROR;this.trigger(o.ERROR,{type:c.OTHER_ERROR,details:f.INTERNAL_EXCEPTION,fatal:v,event:t,error:s}),this.triggeringException=!1}}return!1}listenerCount(t){return this._emitter.listenerCount(t)}destroy(){this.logger.log("destroy"),this.trigger(o.DESTROYING,void 0),this.detachMedia(),this.removeAllListeners(),this._autoLevelCapping=-1,this._url=null,this.networkControllers.forEach(n=>n.destroy()),this.networkControllers.length=0,this.coreComponents.forEach(n=>n.destroy()),this.coreComponents.length=0;const t=this.config;t.xhrSetup=t.fetchSetup=void 0,this.userConfig=null}attachMedia(t){if(!t||"media"in t&&!t.media){const w=new Error(`attachMedia failed: invalid argument (${t})`);this.trigger(o.ERROR,{type:c.OTHER_ERROR,details:f.ATTACH_MEDIA_ERROR,fatal:!0,error:w});return}this.logger.log("attachMedia"),this._media&&(this.logger.warn("media must be detached before attaching"),this.detachMedia());const n="media"in t,s=n?t.media:t,v=n?t:{media:s};this._media=s,this.trigger(o.MEDIA_ATTACHING,v)}detachMedia(){this.logger.log("detachMedia"),this.trigger(o.MEDIA_DETACHING,{}),this._media=null}transferMedia(){this._media=null;const t=this.bufferController.transferMedia();return this.trigger(o.MEDIA_DETACHING,{transferMedia:t}),t}loadSource(t){this.stopLoad();const n=this.media,s=this._url,v=this._url=Z.buildAbsoluteURL(self.location.href,t,{alwaysNormalize:!0});this._autoLevelCapping=-1,this._maxHdcpLevel=null,this.logger.log(`loadSource:${v}`),n&&s&&(s!==v||this.bufferController.hasSourceTypes())&&(this.detachMedia(),this.attachMedia(n)),this.trigger(o.MANIFEST_LOADING,{url:t})}get url(){return this._url}get hasEnoughToStart(){return this.streamController.hasEnoughToStart}get startPosition(){return this.streamController.startPositionValue}startLoad(t=-1,n){this.logger.log(`startLoad(${t+(n?", <skip seek to start>":"")})`),this.started=!0,this.resumeBuffering();for(let s=0;s<this.networkControllers.length&&(this.networkControllers[s].startLoad(t,n),!(!this.started||!this.networkControllers));s++);}stopLoad(){this.logger.log("stopLoad"),this.started=!1;for(let t=0;t<this.networkControllers.length&&(this.networkControllers[t].stopLoad(),!(this.started||!this.networkControllers));t++);}get loadingEnabled(){return this.started}get bufferingEnabled(){return this.streamController.bufferingEnabled}resumeBuffering(){this.bufferingEnabled||(this.logger.log("resume buffering"),this.networkControllers.forEach(t=>{t.resumeBuffering&&t.resumeBuffering()}))}pauseBuffering(){this.bufferingEnabled&&(this.logger.log("pause buffering"),this.networkControllers.forEach(t=>{t.pauseBuffering&&t.pauseBuffering()}))}get inFlightFragments(){const t={[u.MAIN]:this.streamController.inFlightFrag};return this.audioStreamController&&(t[u.AUDIO]=this.audioStreamController.inFlightFrag),this.subtititleStreamController&&(t[u.SUBTITLE]=this.subtititleStreamController.inFlightFrag),t}swapAudioCodec(){this.logger.log("swapAudioCodec"),this.streamController.swapAudioCodec()}recoverMediaError(){this.logger.log("recoverMediaError");const t=this._media,n=t==null?void 0:t.currentTime;this.detachMedia(),t&&(this.attachMedia(t),n&&this.startLoad(n))}removeLevel(t){this.levelController.removeLevel(t)}get sessionId(){let t=this._sessionId;return t||(t=this._sessionId=rf()),t}get levels(){const t=this.levelController.levels;return t||[]}get latestLevelDetails(){return this.streamController.getLevelDetails()||null}get loadLevelObj(){return this.levelController.loadLevelObj}get currentLevel(){return this.streamController.currentLevel}set currentLevel(t){this.logger.log(`set currentLevel:${t}`),this.levelController.manualLevel=t,this.streamController.immediateLevelSwitch()}get nextLevel(){return this.streamController.nextLevel}set nextLevel(t){this.logger.log(`set nextLevel:${t}`),this.levelController.manualLevel=t,this.streamController.nextLevelSwitch()}get loadLevel(){return this.levelController.level}set loadLevel(t){this.logger.log(`set loadLevel:${t}`),this.levelController.manualLevel=t}get nextLoadLevel(){return this.levelController.nextLoadLevel}set nextLoadLevel(t){this.levelController.nextLoadLevel=t}get firstLevel(){return Math.max(this.levelController.firstLevel,this.minAutoLevel)}set firstLevel(t){this.logger.log(`set firstLevel:${t}`),this.levelController.firstLevel=t}get startLevel(){const t=this.levelController.startLevel;return t===-1&&this.abrController.forcedAutoLevel>-1?this.abrController.forcedAutoLevel:t}set startLevel(t){this.logger.log(`set startLevel:${t}`),t!==-1&&(t=Math.max(t,this.minAutoLevel)),this.levelController.startLevel=t}get capLevelToPlayerSize(){return this.config.capLevelToPlayerSize}set capLevelToPlayerSize(t){const n=!!t;n!==this.config.capLevelToPlayerSize&&(n?this.capLevelController.startCapping():(this.capLevelController.stopCapping(),this.autoLevelCapping=-1,this.streamController.nextLevelSwitch()),this.config.capLevelToPlayerSize=n)}get autoLevelCapping(){return this._autoLevelCapping}get bandwidthEstimate(){const{bwEstimator:t}=this.abrController;return t?t.getEstimate():NaN}set bandwidthEstimate(t){this.abrController.resetEstimator(t)}get abrEwmaDefaultEstimate(){const{bwEstimator:t}=this.abrController;return t?t.defaultEstimate:NaN}get ttfbEstimate(){const{bwEstimator:t}=this.abrController;return t?t.getEstimateTTFB():NaN}set autoLevelCapping(t){this._autoLevelCapping!==t&&(this.logger.log(`set autoLevelCapping:${t}`),this._autoLevelCapping=t,this.levelController.checkMaxAutoUpdated())}get maxHdcpLevel(){return this._maxHdcpLevel}set maxHdcpLevel(t){Vr(t)&&this._maxHdcpLevel!==t&&(this._maxHdcpLevel=t,this.levelController.checkMaxAutoUpdated())}get autoLevelEnabled(){return this.levelController.manualLevel===-1}get manualLevel(){return this.levelController.manualLevel}get minAutoLevel(){const{levels:t,config:{minAutoBitrate:n}}=this;if(!t)return 0;const s=t.length;for(let v=0;v<s;v++)if(t[v].maxBitrate>=n)return v;return 0}get maxAutoLevel(){const{levels:t,autoLevelCapping:n,maxHdcpLevel:s}=this;let v;if(n===-1&&t!=null&&t.length?v=t.length-1:v=n,s)for(let w=v;w--;){const T=t[w].attrs["HDCP-LEVEL"];if(T&&T<=s)return w}return v}get firstAutoLevel(){return this.abrController.firstAutoLevel}get nextAutoLevel(){return this.abrController.nextAutoLevel}set nextAutoLevel(t){this.abrController.nextAutoLevel=t}get playingDate(){return this.streamController.currentProgramDateTime}get mainForwardBufferInfo(){return this.streamController.getMainFwdBufferInfo()}get maxBufferLength(){return this.streamController.maxBufferLength}setAudioOption(t){var n;return((n=this.audioTrackController)==null?void 0:n.setAudioOption(t))||null}setSubtitleOption(t){var n;return((n=this.subtitleTrackController)==null?void 0:n.setSubtitleOption(t))||null}get allAudioTracks(){const t=this.audioTrackController;return t?t.allAudioTracks:[]}get audioTracks(){const t=this.audioTrackController;return t?t.audioTracks:[]}get audioTrack(){const t=this.audioTrackController;return t?t.audioTrack:-1}set audioTrack(t){const n=this.audioTrackController;n&&(n.audioTrack=t)}get allSubtitleTracks(){const t=this.subtitleTrackController;return t?t.allSubtitleTracks:[]}get subtitleTracks(){const t=this.subtitleTrackController;return t?t.subtitleTracks:[]}get subtitleTrack(){const t=this.subtitleTrackController;return t?t.subtitleTrack:-1}get media(){return this._media}set subtitleTrack(t){const n=this.subtitleTrackController;n&&(n.subtitleTrack=t)}get subtitleDisplay(){const t=this.subtitleTrackController;return t?t.subtitleDisplay:!1}set subtitleDisplay(t){const n=this.subtitleTrackController;n&&(n.subtitleDisplay=t)}get lowLatencyMode(){return this.config.lowLatencyMode}set lowLatencyMode(t){this.config.lowLatencyMode=t}get liveSyncPosition(){return this.latencyController.liveSyncPosition}get latency(){return this.latencyController.latency}get maxLatency(){return this.latencyController.maxLatency}get targetLatency(){return this.latencyController.targetLatency}set targetLatency(t){this.latencyController.targetLatency=t}get drift(){return this.latencyController.drift}get forceStartLoad(){return this.streamController.forceStartLoad}get pathways(){return this.levelController.pathways}get pathwayPriority(){return this.levelController.pathwayPriority}set pathwayPriority(t){this.levelController.pathwayPriority=t}get bufferedToEnd(){var t;return!!((t=this.bufferController)!=null&&t.bufferedToEnd)}get interstitialsManager(){var t;return((t=this.interstitialsController)==null?void 0:t.interstitialsManager)||null}getMediaDecodingInfo(t,n=this.allAudioTracks){const s=Ta(n);return 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main")})}))}getExistingTrack(t,n){const{media:s}=this;if(s)for(let v=0;v<s.textTracks.length;v++){const w=s.textTracks[v];if(Jf(w,{name:t,lang:n,characteristics:"transcribes-spoken-dialog,describes-music-and-sound"}))return w}return null}createCaptionsTrack(t){this.config.renderTextTracksNatively?this.createNativeTrack(t):this.createNonNativeTrack(t)}createNativeTrack(t){if(this.captionsTracks[t])return;const{captionsProperties:n,captionsTracks:s,media:v}=this,{label:w,languageCode:T}=n[t],j=this.getExistingTrack(w,T);if(j)s[t]=j,is(s[t]),$a(s[t],v);else{const X=this.createTextTrack("captions",w,T);X&&(X[t]=!0,s[t]=X)}}createNonNativeTrack(t){if(this.nonNativeCaptionsTracks[t])return;const n=this.captionsProperties[t];if(!n)return;const s=n.label,v={_id:t,label:s,kind:"captions",default:n.media?!!n.media.default:!1,closedCaptions:n.media};this.nonNativeCaptionsTracks[t]=v,this.hls.trigger(o.NON_NATIVE_TEXT_TRACKS_FOUND,{tracks:[v]})}createTextTrack(t,n,s){const v=this.media;if(v)return v.addTextTrack(t,n,s)}onMediaAttaching(t,n){this.media=n.media,n.mediaSource||this._cleanTracks()}onMediaDetaching(t,n){const s=!!n.transferMedia;if(this.media=null,s)return;const{captionsTracks:v}=this;Object.keys(v).forEach(w=>{is(v[w]),delete v[w]}),this.nonNativeCaptionsTracks={}}onManifestLoading(){this.lastCc=-1,this.lastSn=-1,this.lastPartIndex=-1,this.prevCC=-1,this.vttCCs=g(),this._cleanTracks(),this.tracks=[],this.captionsTracks={},this.nonNativeCaptionsTracks={},this.textTracks=[],this.unparsedVttFrags=[],this.initPTS=[],this.cea608Parser1&&this.cea608Parser2&&(this.cea608Parser1.reset(),this.cea608Parser2.reset())}_cleanTracks(){const{media:t}=this;if(!t)return;const n=t.textTracks;if(n)for(let s=0;s<n.length;s++)is(n[s])}onSubtitleTracksUpdated(t,n){const s=n.subtitleTracks||[],v=s.some(w=>w.textCodec===uu);if(this.config.enableWebVTT||v&&this.config.enableIMSC1){if(Kc(this.tracks,s)){this.tracks=s;return}if(this.textTracks=[],this.tracks=s,this.config.renderTextTracksNatively){const T=this.media,j=T?Jl(T.textTracks):null;if(this.tracks.forEach((X,$)=>{let ue;if(j){let de=null;for(let be=0;be<j.length;be++)if(j[be]&&Jf(j[be],X)){de=j[be],j[be]=null;break}de&&(ue=de)}if(ue)is(ue);else{const de=Pf(X);ue=this.createTextTrack(de,X.name,X.lang),ue&&(ue.mode="disabled")}ue&&this.textTracks.push(ue)}),j!=null&&j.length){const X=j.filter($=>$!==null).map($=>$.label);X.length&&this.hls.logger.warn(`Media element contains unused subtitle tracks: ${X.join(", ")}. Replace media element for each source to clear TextTracks and captions menu.`)}}else if(this.tracks.length){const T=this.tracks.map(j=>({label:j.name,kind:j.type.toLowerCase(),default:j.default,subtitleTrack:j}));this.hls.trigger(o.NON_NATIVE_TEXT_TRACKS_FOUND,{tracks:T})}}}onManifestLoaded(t,n){this.config.enableCEA708Captions&&n.captions&&n.captions.forEach(s=>{const v=/(?:CC|SERVICE)([1-4])/.exec(s.instreamId);if(!v)return;const w=`textTrack${v[1]}`,T=this.captionsProperties[w];T&&(T.label=s.name,s.lang&&(T.languageCode=s.lang),T.media=s)})}closedCaptionsForLevel(t){const n=this.hls.levels[t.level];return n==null?void 0:n.attrs["CLOSED-CAPTIONS"]}onFragLoading(t,n){if(this.enabled&&n.frag.type===u.MAIN){var s,v;const{cea608Parser1:w,cea608Parser2:T,lastSn:j}=this,{cc:X,sn:$}=n.frag,ue=(s=(v=n.part)==null?void 0:v.index)!=null?s:-1;w&&T&&($!==j+1||$===j&&ue!==this.lastPartIndex+1||X!==this.lastCc)&&(w.reset(),T.reset()),this.lastCc=X,this.lastSn=$,this.lastPartIndex=ue}}onFragLoaded(t,n){const{frag:s,payload:v}=n;if(s.type===u.SUBTITLE)if(v.byteLength){const w=s.decryptdata,T="stats"in n;if(w==null||!w.encrypted||T){const j=this.tracks[s.level],X=this.vttCCs;X[s.cc]||(X[s.cc]={start:s.start,prevCC:this.prevCC,new:!0},this.prevCC=s.cc),j&&j.textCodec===uu?this._parseIMSC1(s,v):this._parseVTTs(n)}}else this.hls.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:s,error:new Error("Empty subtitle payload")})}_parseIMSC1(t,n){const s=this.hls;zc(n,this.initPTS[t.cc],v=>{this._appendCues(v,t.level),s.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!0,frag:t})},v=>{s.logger.log(`Failed to parse IMSC1: ${v}`),s.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:t,error:v})})}_parseVTTs(t){var n;const{frag:s,payload:v}=t,{initPTS:w,unparsedVttFrags:T}=this,j=w.length-1;if(!w[s.cc]&&j===-1){T.push(t);return}const X=this.hls,$=(n=s.initSegment)!=null&&n.data?Yt(s.initSegment.data,new Uint8Array(v)).buffer:v;Uc($,this.initPTS[s.cc],this.vttCCs,s.cc,s.start,ue=>{this._appendCues(ue,s.level),X.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!0,frag:s})},ue=>{const de=ue.message==="Missing initPTS for VTT MPEGTS";de?T.push(t):this._fallbackToIMSC1(s,v),X.logger.log(`Failed to parse VTT cue: ${ue}`),!(de&&j>s.cc)&&X.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:s,error:ue})})}_fallbackToIMSC1(t,n){const s=this.tracks[t.level];s.textCodec||zc(n,this.initPTS[t.cc],()=>{s.textCodec=uu,this._parseIMSC1(t,n)},()=>{s.textCodec="wvtt"})}_appendCues(t,n){const s=this.hls;if(this.config.renderTextTracksNatively){const v=this.textTracks[n];if(!v||v.mode==="disabled")return;t.forEach(w=>Yo(v,w))}else{const v=this.tracks[n];if(!v)return;const 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once.");this.stats.loading.start=self.performance.now(),this.context=t,this.config=n,this.callbacks=s,this.loadInternal()}loadInternal(){const{config:t,context:n}=this;if(!t||!n)return;const s=this.loader=new self.XMLHttpRequest,v=this.stats;v.loading.first=0,v.loaded=0,v.aborted=!1;const w=this.xhrSetup;w?Promise.resolve().then(()=>{if(!(this.loader!==s||this.stats.aborted))return w(s,n.url)}).catch(T=>{if(!(this.loader!==s||this.stats.aborted))return s.open("GET",n.url,!0),w(s,n.url)}).then(()=>{this.loader!==s||this.stats.aborted||this.openAndSendXhr(s,n,t)}).catch(T=>{var j;(j=this.callbacks)==null||j.onError({code:s.status,text:T.message},n,s,v)}):this.openAndSendXhr(s,n,t)}openAndSendXhr(t,n,s){t.readyState||t.open("GET",n.url,!0);const v=n.headers,{maxTimeToFirstByteMs:w,maxLoadTimeMs:T}=s.loadPolicy;if(v)for(const j in v)t.setRequestHeader(j,v[j]);n.rangeEnd&&t.setRequestHeader("Range","bytes="+n.rangeStart+"-"+(n.rangeEnd-1)),t.onreadystatechange=this.readystatechange.bind(this),t.onprogress=this.loadprogress.bind(this),t.responseType=n.responseType,self.clearTimeout(this.requestTimeout),s.timeout=w&&r(w)?w:T,this.requestTimeout=self.setTimeout(this.loadtimeout.bind(this),s.timeout),t.send()}readystatechange(){const{context:t,loader:n,stats:s}=this;if(!t||!n)return;const v=n.readyState,w=this.config;if(!s.aborted&&v>=2&&(s.loading.first===0&&(s.loading.first=Math.max(self.performance.now(),s.loading.start),w.timeout!==w.loadPolicy.maxLoadTimeMs&&(self.clearTimeout(this.requestTimeout),w.timeout=w.loadPolicy.maxLoadTimeMs,this.requestTimeout=self.setTimeout(this.loadtimeout.bind(this),w.loadPolicy.maxLoadTimeMs-(s.loading.first-s.loading.start)))),v===4)){self.clearTimeout(this.requestTimeout),n.onreadystatechange=null,n.onprogress=null;const $=n.status,ue=n.responseType==="text"?n.responseText:null;if($>=200&&$<300){const Le=ue!=null?ue:n.response;if(Le!=null){var T,j;s.loading.end=Math.max(self.performance.now(),s.loading.first);const at=n.responseType==="arraybuffer"?Le.byteLength:Le.length;s.loaded=s.total=at,s.bwEstimate=s.total*8e3/(s.loading.end-s.loading.first);const it=(T=this.callbacks)==null?void 0:T.onProgress;it&&it(s,t,Le,n);const Qt={url:n.responseURL,data:Le,code:$};(j=this.callbacks)==null||j.onSuccess(Qt,s,t,n);return}}const de=w.loadPolicy.errorRetry,be=s.retry,Re={url:t.url,data:void 0,code:$};if(ct(de,be,!1,Re))this.retry(de);else{var X;H.error(`${$} while loading ${t.url}`),(X=this.callbacks)==null||X.onError({code:$,text:n.statusText},t,n,s)}}}loadtimeout(){if(!this.config)return;const t=this.config.loadPolicy.timeoutRetry,n=this.stats.retry;if(ct(t,n,!0))this.retry(t);else{var s;H.warn(`timeout while loading ${(s=this.context)==null?void 0:s.url}`);const v=this.callbacks;v&&(this.abortInternal(),v.onTimeout(this.stats,this.context,this.loader))}}retry(t){const{context:n,stats:s}=this;this.retryDelay=Xn(t,s.retry),s.retry++,H.warn(`${status?"HTTP Status "+status:"Timeout"} while loading ${n==null?void 0:n.url}, retrying ${s.retry}/${t.maxNumRetry} in ${this.retryDelay}ms`),this.abortInternal(),this.loader=null,self.clearTimeout(this.retryTimeout),this.retryTimeout=self.setTimeout(this.loadInternal.bind(this),this.retryDelay)}loadprogress(t){const n=this.stats;n.loaded=t.loaded,t.lengthComputable&&(n.total=t.total)}getCacheAge(){let t=null;if(this.loader&&Ua.test(this.loader.getAllResponseHeaders())){const n=this.loader.getResponseHeader("age");t=n?parseFloat(n):null}return t}getResponseHeader(t){return this.loader&&new RegExp(`^${t}:\\s*[\\d.]+\\s*$`,"im").test(this.loader.getAllResponseHeaders())?this.loader.getResponseHeader(t):null}}const la={maxTimeToFirstByteMs:8e3,maxLoadTimeMs:2e4,timeoutRetry:null,errorRetry:null},za=b(b({autoStartLoad:!0,startPosition:-1,defaultAudioCodec:void 0,debug:!1,capLevelOnFPSDrop:!1,capLevelToPlayerSize:!1,ignoreDevicePixelRatio:!1,maxDevicePixelRatio:Number.POSITIVE_INFINITY,preferManagedMediaSource:!0,initialLiveManifestSize:1,maxBufferLength:30,backBufferLength:1/0,frontBufferFlushThreshold:1/0,startOnSegmentBoundary:!1,maxBufferSize:60*1e3*1e3,maxFragLookUpTolerance:.25,maxBufferHole:.1,detectStallWithCurrentTimeMs:1250,highBufferWatchdogPeriod:2,nudgeOffset:.1,nudgeMaxRetry:3,nudgeOnVideoHole:!0,liveSyncMode:"edge",liveSyncDurationCount:3,liveSyncOnStallIncrease:1,liveMaxLatencyDurationCount:1/0,liveSyncDuration:void 0,liveMaxLatencyDuration:void 0,maxLiveSyncPlaybackRate:1,liveDurationInfinity:!1,liveBackBufferLength:null,maxMaxBufferLength:600,enableWorker:!0,workerPath:null,enableSoftwareAES:!0,startLevel:void 0,startFragPrefetch:!1,fpsDroppedMonitoringPeriod:5e3,fpsDroppedMonitoringThreshold:.2,appendErrorMaxRetry:3,ignorePlaylistParsingErrors:!1,loader:Kn,fLoader:void 0,pLoader:void 0,xhrSetup:void 0,licenseXhrSetup:void 0,licenseResponseCallback:void 0,abrController:Je,bufferController:mo,capLevelController:Al,errorController:Gr,fpsController:ds,stretchShortVideoTrack:!1,maxAudioFramesDrift:1,forceKeyFrameOnDiscontinuity:!0,abrEwmaFastLive:3,abrEwmaSlowLive:9,abrEwmaFastVoD:3,abrEwmaSlowVoD:9,abrEwmaDefaultEstimate:5e5,abrEwmaDefaultEstimateMax:5e6,abrBandWidthFactor:.95,abrBandWidthUpFactor:.7,abrMaxWithRealBitrate:!1,maxStarvationDelay:4,maxLoadingDelay:4,minAutoBitrate:0,emeEnabled:!1,widevineLicenseUrl:void 0,drmSystems:{},drmSystemOptions:{},requestMediaKeySystemAccessFunc:wu,requireKeySystemAccessOnStart:!1,testBandwidth:!0,progressive:!1,lowLatencyMode:!0,cmcd:void 0,enableDateRangeMetadataCues:!0,enableEmsgMetadataCues:!0,enableEmsgKLVMetadata:!1,enableID3MetadataCues:!0,enableInterstitialPlayback:!0,interstitialAppendInPlace:!0,interstitialLiveLookAhead:10,useMediaCapabilities:!0,preserveManualLevelOnError:!1,certLoadPolicy:{default:la},keyLoadPolicy:{default:{maxTimeToFirstByteMs:8e3,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:1,retryDelayMs:1e3,maxRetryDelayMs:2e4,backoff:"linear"},errorRetry:{maxNumRetry:8,retryDelayMs:1e3,maxRetryDelayMs:2e4,backoff:"linear"}}},manifestLoadPolicy:{default:{maxTimeToFirstByteMs:1/0,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:2,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:1,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},playlistLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:2,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:2,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},fragLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:12e4,timeoutRetry:{maxNumRetry:4,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:6,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},steeringManifestLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:2,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:1,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},interstitialAssetListLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:3e4,timeoutRetry:{maxNumRetry:0,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:0,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},manifestLoadingTimeOut:1e4,manifestLoadingMaxRetry:1,manifestLoadingRetryDelay:1e3,manifestLoadingMaxRetryTimeout:64e3,levelLoadingTimeOut:1e4,levelLoadingMaxRetry:4,levelLoadingRetryDelay:1e3,levelLoadingMaxRetryTimeout:64e3,fragLoadingTimeOut:2e4,fragLoadingMaxRetry:6,fragLoadingRetryDelay:1e3,fragLoadingMaxRetryTimeout:64e3},ka()),{},{subtitleStreamController:Pl,subtitleTrackController:Bc,timelineController:ad,audioStreamController:$c,audioTrackController:Dl,emeController:Oe,cmcdController:xf,contentSteeringController:O,interstitialsController:Ef});function ka(){return{cueHandler:z,enableWebVTT:!0,enableIMSC1:!0,enableCEA708Captions:!0,captionsTextTrack1Label:"English",captionsTextTrack1LanguageCode:"en",captionsTextTrack2Label:"Spanish",captionsTextTrack2LanguageCode:"es",captionsTextTrack3Label:"Unknown CC",captionsTextTrack3LanguageCode:"",captionsTextTrack4Label:"Unknown CC",captionsTextTrack4LanguageCode:"",renderTextTracksNatively:!0}}function nn(D,t,n){if((t.liveSyncDurationCount||t.liveMaxLatencyDurationCount)&&(t.liveSyncDuration||t.liveMaxLatencyDuration))throw new Error("Illegal hls.js config: don't mix up liveSyncDurationCount/liveMaxLatencyDurationCount and liveSyncDuration/liveMaxLatencyDuration");if(t.liveMaxLatencyDurationCount!==void 0&&(t.liveSyncDurationCount===void 0||t.liveMaxLatencyDurationCount<=t.liveSyncDurationCount))throw new Error('Illegal hls.js config: "liveMaxLatencyDurationCount" must be greater than "liveSyncDurationCount"');if(t.liveMaxLatencyDuration!==void 0&&(t.liveSyncDuration===void 0||t.liveMaxLatencyDuration<=t.liveSyncDuration))throw new Error('Illegal hls.js config: "liveMaxLatencyDuration" must be greater than "liveSyncDuration"');const s=jr(D),v=["manifest","level","frag"],w=["TimeOut","MaxRetry","RetryDelay","MaxRetryTimeout"];return v.forEach(T=>{const j=`${T==="level"?"playlist":T}LoadPolicy`,X=t[j]===void 0,$=[];w.forEach(ue=>{const de=`${T}Loading${ue}`,be=t[de];if(be!==void 0&&X){$.push(de);const Re=s[j].default;switch(t[j]={default:Re},ue){case"TimeOut":Re.maxLoadTimeMs=be,Re.maxTimeToFirstByteMs=be;break;case"MaxRetry":Re.errorRetry.maxNumRetry=be,Re.timeoutRetry.maxNumRetry=be;break;case"RetryDelay":Re.errorRetry.retryDelayMs=be,Re.timeoutRetry.retryDelayMs=be;break;case"MaxRetryTimeout":Re.errorRetry.maxRetryDelayMs=be,Re.timeoutRetry.maxRetryDelayMs=be;break}}}),$.length&&n.warn(`hls.js config: "${$.join('", "')}" setting(s) are deprecated, use "${j}": ${Yi(t[j])}`)}),b(b({},s),t)}function jr(D){return D&&typeof D=="object"?Array.isArray(D)?D.map(jr):Object.keys(D).reduce((t,n)=>(t[n]=jr(D[n]),t),{}):D}function rn(D,t){const n=D.loader;n!==rt&&n!==Kn?(t.log("[config]: Custom loader detected, cannot enable progressive streaming"),D.progressive=!1):_e()&&(D.loader=rt,D.progressive=!0,D.enableSoftwareAES=!0,t.log("[config]: Progressive streaming enabled, using FetchLoader"))}const On=2,Un=.1,Ya=.05,Ui=100;class Xa extends ro{constructor(t,n){super("gap-controller",t.logger),this.hls=void 0,this.fragmentTracker=void 0,this.media=null,this.mediaSource=void 0,this.nudgeRetry=0,this.stallReported=!1,this.stalled=null,this.moved=!1,this.seeking=!1,this.buffered={},this.lastCurrentTime=0,this.ended=0,this.waiting=0,this.onMediaPlaying=()=>{this.ended=0,this.waiting=0},this.onMediaWaiting=()=>{var s;(s=this.media)!=null&&s.seeking||(this.waiting=self.performance.now(),this.tick())},this.onMediaEnded=()=>{if(this.hls){var s;this.ended=((s=this.media)==null?void 0:s.currentTime)||1,this.hls.trigger(o.MEDIA_ENDED,{stalled:!1})}},this.hls=t,this.fragmentTracker=n,this.registerListeners()}registerListeners(){const{hls:t}=this;t&&(t.on(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.BUFFER_APPENDED,this.onBufferAppended,this))}unregisterListeners(){const{hls:t}=this;t&&(t.off(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.BUFFER_APPENDED,this.onBufferAppended,this))}destroy(){super.destroy(),this.unregisterListeners(),this.media=this.hls=this.fragmentTracker=null,this.mediaSource=void 0}onMediaAttached(t,n){this.setInterval(Ui),this.mediaSource=n.mediaSource;const s=this.media=n.media;ja(s,"playing",this.onMediaPlaying),ja(s,"waiting",this.onMediaWaiting),ja(s,"ended",this.onMediaEnded)}onMediaDetaching(t,n){this.clearInterval();const{media:s}=this;s&&(os(s,"playing",this.onMediaPlaying),os(s,"waiting",this.onMediaWaiting),os(s,"ended",this.onMediaEnded),this.media=null),this.mediaSource=void 0}onBufferAppended(t,n){this.buffered=n.timeRanges}get hasBuffered(){return Object.keys(this.buffered).length>0}tick(){var t;if(!((t=this.media)!=null&&t.readyState)||!this.hasBuffered)return;const n=this.media.currentTime;this.poll(n,this.lastCurrentTime),this.lastCurrentTime=n}poll(t,n){var s,v;const w=(s=this.hls)==null?void 0:s.config;if(!w)return;const T=this.media;if(!T)return;const{seeking:j}=T,X=this.seeking&&!j,$=!this.seeking&&j,ue=T.paused&&!j||T.ended||T.playbackRate===0;if(this.seeking=j,t!==n){n&&(this.ended=0),this.moved=!0,j||(this.nudgeRetry=0,w.nudgeOnVideoHole&&!ue&&t>n&&this.nudgeOnVideoHole(t,n)),this.waiting===0&&this.stallResolved(t);return}if($||X){X&&this.stallResolved(t);return}if(ue){this.nudgeRetry=0,this.stallResolved(t),!this.ended&&T.ended&&this.hls&&(this.ended=t||1,this.hls.trigger(o.MEDIA_ENDED,{stalled:!1}));return}if(!di.getBuffered(T).length){this.nudgeRetry=0;return}const de=di.bufferInfo(T,t,0),be=de.nextStart||0,Re=this.fragmentTracker;if(j&&Re&&this.hls){const mn=hs(this.hls.inFlightFragments,t),Zr=de.len>On,ln=!be||mn||be-t>On&&!Re.getPartialFragment(t);if(Zr||ln)return;this.moved=!1}const Le=(v=this.hls)==null?void 0:v.latestLevelDetails;if(!this.moved&&this.stalled!==null&&Re){if(!(de.len>0)&&!be)return;const Zr=Math.max(be,de.start||0)-t,on=!!(Le!=null&&Le.live)?Le.targetduration*2:On,Xr=Ul(t,Re);if(Zr>0&&(Zr<=on||Xr)){T.paused||this._trySkipBufferHole(Xr);return}}const at=w.detectStallWithCurrentTimeMs,it=self.performance.now(),Qt=this.waiting;let ir=this.stalled;if(ir===null)if(Qt>0&&it-Qt<at)ir=this.stalled=Qt;else{this.stalled=it;return}const ur=it-ir;if(!j&&(ur>=at||Qt)&&this.hls){var Ar;if(((Ar=this.mediaSource)==null?void 0:Ar.readyState)==="ended"&&!(Le!=null&&Le.live)&&Math.abs(t-((Le==null?void 0:Le.edge)||0))<1){if(this.ended)return;this.ended=t||1,this.hls.trigger(o.MEDIA_ENDED,{stalled:!0});return}if(this._reportStall(de),!this.media||!this.hls)return}const Ur=di.bufferInfo(T,t,w.maxBufferHole);this._tryFixBufferStall(Ur,ur,t)}stallResolved(t){const n=this.stalled;if(n&&this.hls&&(this.stalled=null,this.stallReported)){const s=self.performance.now()-n;this.log(`playback not stuck anymore @${t}, after ${Math.round(s)}ms`),this.stallReported=!1,this.waiting=0,this.hls.trigger(o.STALL_RESOLVED,{})}}nudgeOnVideoHole(t,n){var s;const v=this.buffered.video;if(this.hls&&this.media&&this.fragmentTracker&&(s=this.buffered.audio)!=null&&s.length&&v&&v.length>1&&t>v.end(0)){const w=di.bufferedInfo(di.timeRangesToArray(this.buffered.audio),t,0);if(w.len>1&&n>=w.start){const T=di.timeRangesToArray(v),j=di.bufferedInfo(T,n,0).bufferedIndex;if(j>-1&&j<T.length-1){const X=di.bufferedInfo(T,t,0).bufferedIndex,$=T[j].end,ue=T[j+1].start;if((X===-1||X>j)&&ue-$<1&&t-$<2){const de=new Error(`nudging playhead to flush pipeline after video hole. currentTime: ${t} hole: ${$} -> ${ue} buffered index: ${X}`);this.warn(de.message),this.media.currentTime+=1e-6;let be=Ul(t,this.fragmentTracker);be&&"fragment"in be?be=be.fragment:be||(be=void 0);const Re=di.bufferInfo(this.media,t,0);this.hls.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_SEEK_OVER_HOLE,fatal:!1,error:de,reason:de.message,frag:be,buffer:Re.len,bufferInfo:Re})}}}}}_tryFixBufferStall(t,n,s){var v,w;const{fragmentTracker:T,media:j}=this,X=(v=this.hls)==null?void 0:v.config;if(!j||!T||!X)return;const $=(w=this.hls)==null?void 0:w.latestLevelDetails,ue=Ul(s,T);if((ue||$!=null&&$.live&&s<$.fragmentStart)&&(this._trySkipBufferHole(ue)||!this.media))return;const de=t.buffered,be=this.adjacentTraversal(t,s);(de&&de.length>1&&t.len>X.maxBufferHole||t.nextStart&&(t.nextStart-s<X.maxBufferHole||be))&&(n>X.highBufferWatchdogPeriod*1e3||this.waiting)&&(this.warn("Trying to nudge playhead over buffer-hole"),this._tryNudgeBuffer(t))}adjacentTraversal(t,n){const s=this.fragmentTracker,v=t.nextStart;if(s&&v){const w=s.getFragAtPos(n,u.MAIN),T=s.getFragAtPos(v,u.MAIN);if(w&&T)return T.sn-w.sn<2}return!1}_reportStall(t){const{hls:n,media:s,stallReported:v,stalled:w}=this;if(!v&&w!==null&&s&&n){this.stallReported=!0;const T=new Error(`Playback stalling at @${s.currentTime} due to low buffer (${Yi(t)})`);this.warn(T.message),n.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_STALLED_ERROR,fatal:!1,error:T,buffer:t.len,bufferInfo:t,stalled:{start:w}})}}_trySkipBufferHole(t){var n;const{fragmentTracker:s,media:v}=this,w=(n=this.hls)==null?void 0:n.config;if(!v||!s||!w)return 0;const T=v.currentTime,j=di.bufferInfo(v,T,0),X=T<j.start?j.start:j.nextStart;if(X&&this.hls){const ue=j.len<=w.maxBufferHole,de=j.len>0&&j.len<1&&v.readyState<3,be=X-T;if(be>0&&(ue||de)){if(be>w.maxBufferHole){let Le=!1;if(T===0){const at=s.getAppendedFrag(0,u.MAIN);at&&X<at.end&&(Le=!0)}if(!Le&&t){var $;if(!(($=this.hls.loadLevelObj)!=null&&$.details)||hs(this.hls.inFlightFragments,X))return 0;let it=!1,Qt=t.end;for(;Qt<X;){const ir=Ul(Qt,s);if(ir)Qt+=ir.duration;else{it=!0;break}}if(it)return 0}}const Re=Math.max(X+Ya,T+Un);if(this.warn(`skipping hole, adjusting currentTime from ${T} to ${Re}`),this.moved=!0,v.currentTime=Re,!(t!=null&&t.gap)){const Le=new Error(`fragment loaded with buffer holes, seeking from ${T} to ${Re}`),at={type:c.MEDIA_ERROR,details:f.BUFFER_SEEK_OVER_HOLE,fatal:!1,error:Le,reason:Le.message,buffer:j.len,bufferInfo:j};t&&("fragment"in t?at.part=t:at.frag=t),this.hls.trigger(o.ERROR,at)}return Re}}return 0}_tryNudgeBuffer(t){const{hls:n,media:s,nudgeRetry:v}=this,w=n==null?void 0:n.config;if(!s||!w)return 0;const T=s.currentTime;if(this.nudgeRetry++,v<w.nudgeMaxRetry){const j=T+(v+1)*w.nudgeOffset,X=new Error(`Nudging 'currentTime' from ${T} to ${j}`);this.warn(X.message),s.currentTime=j,n.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_NUDGE_ON_STALL,error:X,fatal:!1,buffer:t.len,bufferInfo:t})}else{const j=new Error(`Playhead still not moving while enough data buffered @${T} after ${w.nudgeMaxRetry} nudges`);this.error(j.message),n.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_STALLED_ERROR,error:j,fatal:!0,buffer:t.len,bufferInfo:t})}}}function hs(D,t){const n=qa(D.main);if(n&&n.start<=t)return n;const s=qa(D.audio);return s&&s.start<=t?s:null}function qa(D){if(!D)return null;switch(D.state){case Ie.IDLE:case Ie.STOPPED:case Ie.ENDED:case Ie.ERROR:return null}return D.frag}function Ul(D,t){return t.getAppendedFrag(D,u.MAIN)||t.getPartialFragment(D)}const sd=.25;function od(){if(typeof self!="undefined")return self.VTTCue||self.TextTrackCue}function ud(D,t,n,s,v){let w=new D(t,n,"");try{w.value=s,v&&(w.type=v)}catch(T){w=new D(t,n,Yi(v?b({type:v},s):s))}return w}const ed=(()=>{const D=od();try{D&&new D(0,Number.POSITIVE_INFINITY,"")}catch(t){return Number.MAX_VALUE}return Number.POSITIVE_INFINITY})();class Sd{constructor(t){this.hls=void 0,this.id3Track=null,this.media=null,this.dateRangeCuesAppended={},this.removeCues=!0,this.assetCue=void 0,this.onEventCueEnter=()=>{this.hls&&this.hls.trigger(o.EVENT_CUE_ENTER,{})},this.hls=t,this._registerListeners()}destroy(){this._unregisterListeners(),this.id3Track=null,this.media=null,this.dateRangeCuesAppended={},this.hls=this.onEventCueEnter=null}_registerListeners(){const{hls:t}=this;t&&(t.on(o.MEDIA_ATTACHING,this.onMediaAttaching,this),t.on(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.FRAG_PARSING_METADATA,this.onFragParsingMetadata,this),t.on(o.BUFFER_FLUSHING,this.onBufferFlushing,this),t.on(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.on(o.LEVEL_PTS_UPDATED,this.onLevelPtsUpdated,this))}_unregisterListeners(){const{hls:t}=this;t&&(t.off(o.MEDIA_ATTACHING,this.onMediaAttaching,this),t.off(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.FRAG_PARSING_METADATA,this.onFragParsingMetadata,this),t.off(o.BUFFER_FLUSHING,this.onBufferFlushing,this),t.off(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.off(o.LEVEL_PTS_UPDATED,this.onLevelPtsUpdated,this))}onMediaAttaching(t,n){var s;this.media=n.media,((s=n.overrides)==null?void 0:s.cueRemoval)===!1&&(this.removeCues=!1)}onMediaAttached(){var t;const n=(t=this.hls)==null?void 0:t.latestLevelDetails;n&&this.updateDateRangeCues(n)}onMediaDetaching(t,n){this.media=null,!n.transferMedia&&(this.id3Track&&(this.removeCues&&is(this.id3Track,this.onEventCueEnter),this.id3Track=null),this.dateRangeCuesAppended={})}onManifestLoading(){this.dateRangeCuesAppended={}}createTrack(t){const n=this.getID3Track(t.textTracks);return n.mode="hidden",n}getID3Track(t){if(this.media){for(let n=0;n<t.length;n++){const s=t[n];if(s.kind==="metadata"&&s.label==="id3")return $a(s,this.media),s}return this.media.addTextTrack("metadata","id3")}}onFragParsingMetadata(t,n){if(!this.media||!this.hls)return;const{enableEmsgMetadataCues:s,enableID3MetadataCues:v}=this.hls.config;if(!s&&!v)return;const{samples:w}=n;this.id3Track||(this.id3Track=this.createTrack(this.media));const T=od();if(T)for(let j=0;j<w.length;j++){const X=w[j].type;if(X===gn.emsg&&!s||!v)continue;const $=jt(w[j].data),ue=w[j].pts;let de=ue+w[j].duration;de>ed&&(de=ed),de-ue<=0&&(de=ue+sd);for(let Re=0;Re<$.length;Re++){const Le=$[Re];if(!Er(Le)){this.updateId3CueEnds(ue,X);const at=ud(T,ue,de,Le,X);at&&this.id3Track.addCue(at)}}}}updateId3CueEnds(t,n){var s;const v=(s=this.id3Track)==null?void 0:s.cues;if(v)for(let w=v.length;w--;){const T=v[w];T.type===n&&T.startTime<t&&T.endTime===ed&&(T.endTime=t)}}onBufferFlushing(t,{startOffset:n,endOffset:s,type:v}){const{id3Track:w,hls:T}=this;if(!T)return;const{config:{enableEmsgMetadataCues:j,enableID3MetadataCues:X}}=T;if(w&&(j||X)){let $;v==="audio"?$=ue=>ue.type===gn.audioId3&&X:v==="video"?$=ue=>ue.type===gn.emsg&&j:$=ue=>ue.type===gn.audioId3&&X||ue.type===gn.emsg&&j,Po(w,n,s,$)}}onLevelUpdated(t,{details:n}){this.updateDateRangeCues(n,!0)}onLevelPtsUpdated(t,n){Math.abs(n.drift)>.01&&this.updateDateRangeCues(n.details)}updateDateRangeCues(t,n){if(!this.hls||!this.media)return;const{assetPlayerId:s,timelineOffset:v,enableDateRangeMetadataCues:w,interstitialsController:T}=this.hls.config;if(!w)return;const j=od();if(s&&v&&!T){const{fragmentStart:at,fragmentEnd:it}=t;let Qt=this.assetCue;Qt?(Qt.startTime=at,Qt.endTime=it):j&&(Qt=this.assetCue=ud(j,at,it,{assetPlayerId:this.hls.config.assetPlayerId},"hlsjs.interstitial.asset"),Qt&&(Qt.id=s,this.id3Track||(this.id3Track=this.createTrack(this.media)),this.id3Track.addCue(Qt),Qt.addEventListener("enter",this.onEventCueEnter)))}if(!t.hasProgramDateTime)return;const{id3Track:X}=this,{dateRanges:$}=t,ue=Object.keys($);let de=this.dateRangeCuesAppended;if(X&&n){var be;if((be=X.cues)!=null&&be.length){const at=Object.keys(de).filter(it=>!ue.includes(it));for(let it=at.length;it--;){var Re;const Qt=at[it],ir=(Re=de[Qt])==null?void 0:Re.cues;delete de[Qt],ir&&Object.keys(ir).forEach(ur=>{const Ar=ir[ur];if(Ar){Ar.removeEventListener("enter",this.onEventCueEnter);try{X.removeCue(Ar)}catch(Ur){}}})}}else de=this.dateRangeCuesAppended={}}const Le=t.fragments[t.fragments.length-1];if(!(ue.length===0||!r(Le==null?void 0:Le.programDateTime))){this.id3Track||(this.id3Track=this.createTrack(this.media));for(let at=0;at<ue.length;at++){const it=ue[at],Qt=$[it],ir=Qt.startTime,ur=de[it],Ar=(ur==null?void 0:ur.cues)||{};let Ur=(ur==null?void 0:ur.durationKnown)||!1,mn=ed;const{duration:Zr,endDate:ln}=Qt;if(ln&&Zr!==null)mn=ir+Zr,Ur=!0;else if(Qt.endOnNext&&!Ur){const Xr=ue.reduce((Dn,wi)=>{if(wi!==Qt.id){const Ki=$[wi];if(Ki.class===Qt.class&&Ki.startDate>Qt.startDate&&(!Dn||Qt.startDate<Dn.startDate))return Ki}return Dn},null);Xr&&(mn=Xr.startTime,Ur=!0)}const on=Object.keys(Qt.attr);for(let Xr=0;Xr<on.length;Xr++){const Dn=on[Xr];if(!xo(Dn))continue;const wi=Ar[Dn];if(wi)Ur&&!(ur!=null&&ur.durationKnown)?wi.endTime=mn:Math.abs(wi.startTime-ir)>.01&&(wi.startTime=ir,wi.endTime=mn);else if(j){let Ki=Qt.attr[Dn];Ho(Dn)&&(Ki=V(Ki));const Vi=ud(j,ir,mn,{key:Dn,data:Ki},gn.dateRange);Vi&&(Vi.id=it,this.id3Track.addCue(Vi),Ar[Dn]=Vi,T&&(Dn==="X-ASSET-LIST"||Dn==="X-ASSET-URL")&&Vi.addEventListener("enter",this.onEventCueEnter))}}de[it]={cues:Ar,dateRange:Qt,durationKnown:Ur}}}}}class Ad{constructor(t){this.hls=void 0,this.config=void 0,this.media=null,this.currentTime=0,this.stallCount=0,this._latency=null,this._targetLatencyUpdated=!1,this.onTimeupdate=()=>{const{media:n}=this,s=this.levelDetails;if(!n||!s)return;this.currentTime=n.currentTime;const v=this.computeLatency();if(v===null)return;this._latency=v;const{lowLatencyMode:w,maxLiveSyncPlaybackRate:T}=this.config;if(!w||T===1||!s.live)return;const j=this.targetLatency;if(j===null)return;const X=v-j,$=Math.min(this.maxLatency,j+s.targetduration);if(X<$&&X>.05&&this.forwardBufferLength>1){const de=Math.min(2,Math.max(1,T)),be=Math.round(2/(1+Math.exp(-.75*X-this.edgeStalled))*20)/20,Re=Math.min(de,Math.max(1,be));this.changeMediaPlaybackRate(n,Re)}else n.playbackRate!==1&&n.playbackRate!==0&&this.changeMediaPlaybackRate(n,1)},this.hls=t,this.config=t.config,this.registerListeners()}get levelDetails(){var t;return((t=this.hls)==null?void 0:t.latestLevelDetails)||null}get latency(){return this._latency||0}get maxLatency(){const{config:t}=this;if(t.liveMaxLatencyDuration!==void 0)return t.liveMaxLatencyDuration;const n=this.levelDetails;return n?t.liveMaxLatencyDurationCount*n.targetduration:0}get targetLatency(){const t=this.levelDetails;if(t===null||this.hls===null)return null;const{holdBack:n,partHoldBack:s,targetduration:v}=t,{liveSyncDuration:w,liveSyncDurationCount:T,lowLatencyMode:j}=this.config,X=this.hls.userConfig;let $=j&&s||n;(this._targetLatencyUpdated||X.liveSyncDuration||X.liveSyncDurationCount||$===0)&&($=w!==void 0?w:T*v);const ue=v;return $+Math.min(this.stallCount*this.config.liveSyncOnStallIncrease,ue)}set targetLatency(t){this.stallCount=0,this.config.liveSyncDuration=t,this._targetLatencyUpdated=!0}get liveSyncPosition(){const t=this.estimateLiveEdge(),n=this.targetLatency;if(t===null||n===null)return null;const s=this.levelDetails;if(s===null)return null;const v=s.edge,w=t-n-this.edgeStalled,T=v-s.totalduration,j=v-(this.config.lowLatencyMode&&s.partTarget||s.targetduration);return Math.min(Math.max(T,w),j)}get drift(){const t=this.levelDetails;return t===null?1:t.drift}get edgeStalled(){const t=this.levelDetails;if(t===null)return 0;const n=(this.config.lowLatencyMode&&t.partTarget||t.targetduration)*3;return Math.max(t.age-n,0)}get forwardBufferLength(){const{media:t}=this,n=this.levelDetails;if(!t||!n)return 0;const s=t.buffered.length;return(s?t.buffered.end(s-1):n.edge)-this.currentTime}destroy(){this.unregisterListeners(),this.onMediaDetaching(),this.hls=null}registerListeners(){const{hls:t}=this;t&&(t.on(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.on(o.ERROR,this.onError,this))}unregisterListeners(){const{hls:t}=this;t&&(t.off(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.off(o.ERROR,this.onError,this))}onMediaAttached(t,n){this.media=n.media,this.media.addEventListener("timeupdate",this.onTimeupdate)}onMediaDetaching(){this.media&&(this.media.removeEventListener("timeupdate",this.onTimeupdate),this.media=null)}onManifestLoading(){this._latency=null,this.stallCount=0}onLevelUpdated(t,{details:n}){n.advanced&&this.onTimeupdate(),!n.live&&this.media&&this.media.removeEventListener("timeupdate",this.onTimeupdate)}onError(t,n){var s;n.details===f.BUFFER_STALLED_ERROR&&(this.stallCount++,this.hls&&(s=this.levelDetails)!=null&&s.live&&this.hls.logger.warn("[latency-controller]: Stall detected, adjusting target latency"))}changeMediaPlaybackRate(t,n){var s,v;t.playbackRate!==n&&((s=this.hls)==null||s.logger.debug(`[latency-controller]: latency=${this.latency.toFixed(3)}, targetLatency=${(v=this.targetLatency)==null?void 0:v.toFixed(3)}, forwardBufferLength=${this.forwardBufferLength.toFixed(3)}: adjusting playback rate from ${t.playbackRate} to ${n}`),t.playbackRate=n)}estimateLiveEdge(){const t=this.levelDetails;return t===null?null:t.edge+t.age}computeLatency(){const t=this.estimateLiveEdge();return t===null?null:t-this.currentTime}}class Cd extends Ao{constructor(t,n){super(t,"level-controller"),this._levels=[],this._firstLevel=-1,this._maxAutoLevel=-1,this._startLevel=void 0,this.currentLevel=null,this.currentLevelIndex=-1,this.manualLevelIndex=-1,this.steering=void 0,this.onParsedComplete=void 0,this.steering=n,this._registerListeners()}_registerListeners(){const{hls:t}=this;t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.MANIFEST_LOADED,this.onManifestLoaded,this),t.on(o.LEVEL_LOADED,this.onLevelLoaded,this),t.on(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.on(o.FRAG_BUFFERED,this.onFragBuffered,this),t.on(o.ERROR,this.onError,this)}_unregisterListeners(){const{hls:t}=this;t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.MANIFEST_LOADED,this.onManifestLoaded,this),t.off(o.LEVEL_LOADED,this.onLevelLoaded,this),t.off(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.off(o.FRAG_BUFFERED,this.onFragBuffered,this),t.off(o.ERROR,this.onError,this)}destroy(){this._unregisterListeners(),this.steering=null,this.resetLevels(),super.destroy()}stopLoad(){this._levels.forEach(n=>{n.loadError=0,n.fragmentError=0}),super.stopLoad()}resetLevels(){this._startLevel=void 0,this.manualLevelIndex=-1,this.currentLevelIndex=-1,this.currentLevel=null,this._levels=[],this._maxAutoLevel=-1}onManifestLoading(t,n){this.resetLevels()}onManifestLoaded(t,n){const s=this.hls.config.preferManagedMediaSource,v=[],w={},T={};let j=!1,X=!1,$=!1;n.levels.forEach(ue=>{const de=ue.attrs;let{audioCodec:be,videoCodec:Re}=ue;be&&(ue.audioCodec=be=mt(be,s)||void 0),Re&&(Re=ue.videoCodec=Jt(Re));const{width:Le,height:at,unknownCodecs:it}=ue,Qt=(it==null?void 0:it.length)||0;if(j||(j=!!(Le&&at)),X||(X=!!Re),$||($=!!be),Qt||be&&!this.isAudioSupported(be)||Re&&!this.isVideoSupported(Re)){this.log(`Some or all CODECS not supported "${de.CODECS}"`);return}const{CODECS:ir,"FRAME-RATE":ur,"HDCP-LEVEL":Ar,"PATHWAY-ID":Ur,RESOLUTION:mn,"VIDEO-RANGE":Zr}=de,on=`${`${Ur||"."}-`}${ue.bitrate}-${mn}-${ur}-${ir}-${Zr}-${Ar}`;if(w[on])if(w[on].uri!==ue.url&&!ue.attrs["PATHWAY-ID"]){const Xr=T[on]+=1;ue.attrs["PATHWAY-ID"]=new Array(Xr+1).join(".");const Dn=this.createLevel(ue);w[on]=Dn,v.push(Dn)}else w[on].addGroupId("audio",de.AUDIO),w[on].addGroupId("text",de.SUBTITLES);else{const Xr=this.createLevel(ue);w[on]=Xr,T[on]=1,v.push(Xr)}}),this.filterAndSortMediaOptions(v,n,j,X,$)}createLevel(t){const n=new zi(t),s=t.supplemental;if(s!=null&&s.videoCodec&&!this.isVideoSupported(s.videoCodec)){const v=new Error(`SUPPLEMENTAL-CODECS not supported "${s.videoCodec}"`);this.log(v.message),n.supportedResult=Bt(v,[])}return n}isAudioSupported(t){return Ce(t,"audio",this.hls.config.preferManagedMediaSource)}isVideoSupported(t){return Ce(t,"video",this.hls.config.preferManagedMediaSource)}filterAndSortMediaOptions(t,n,s,v,w){var T;let j=[],X=[],$=t;const ue=((T=n.stats)==null?void 0:T.parsing)||{};if((s||v)&&w&&($=$.filter(({videoCodec:ir,videoRange:ur,width:Ar,height:Ur})=>(!!ir||!!(Ar&&Ur))&&Bi(ur))),$.length===0){Promise.resolve().then(()=>{if(this.hls){let ir="no level with compatible codecs found in manifest",ur=ir;n.levels.length&&(ur=`one or more CODECS in variant not supported: ${Yi(n.levels.map(Ur=>Ur.attrs.CODECS).filter((Ur,mn,Zr)=>Zr.indexOf(Ur)===mn))}`,this.warn(ur),ir+=` (${ur})`);const Ar=new Error(ir);this.hls.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.MANIFEST_INCOMPATIBLE_CODECS_ERROR,fatal:!0,url:n.url,error:Ar,reason:ur})}}),ue.end=performance.now();return}n.audioTracks&&(j=n.audioTracks.filter(ir=>!ir.audioCodec||this.isAudioSupported(ir.audioCodec)),hd(j)),n.subtitles&&(X=n.subtitles,hd(X));const de=$.slice(0);$.sort((ir,ur)=>{if(ir.attrs["HDCP-LEVEL"]!==ur.attrs["HDCP-LEVEL"])return(ir.attrs["HDCP-LEVEL"]||"")>(ur.attrs["HDCP-LEVEL"]||"")?1:-1;if(s&&ir.height!==ur.height)return ir.height-ur.height;if(ir.frameRate!==ur.frameRate)return ir.frameRate-ur.frameRate;if(ir.videoRange!==ur.videoRange)return ii.indexOf(ir.videoRange)-ii.indexOf(ur.videoRange);if(ir.videoCodec!==ur.videoCodec){const Ar=xe(ir.videoCodec),Ur=xe(ur.videoCodec);if(Ar!==Ur)return Ur-Ar}if(ir.uri===ur.uri&&ir.codecSet!==ur.codecSet){const Ar=dt(ir.codecSet),Ur=dt(ur.codecSet);if(Ar!==Ur)return Ur-Ar}return ir.averageBitrate!==ur.averageBitrate?ir.averageBitrate-ur.averageBitrate:0});let be=de[0];if(this.steering&&($=this.steering.filterParsedLevels($),$.length!==de.length)){for(let ir=0;ir<de.length;ir++)if(de[ir].pathwayId===$[0].pathwayId){be=de[ir];break}}this._levels=$;for(let ir=0;ir<$.length;ir++)if($[ir]===be){var Re;this._firstLevel=ir;const ur=be.bitrate,Ar=this.hls.bandwidthEstimate;if(this.log(`manifest loaded, ${$.length} level(s) found, first bitrate: ${ur}`),((Re=this.hls.userConfig)==null?void 0:Re.abrEwmaDefaultEstimate)===void 0){const Ur=Math.min(ur,this.hls.config.abrEwmaDefaultEstimateMax);Ur>Ar&&Ar===this.hls.abrEwmaDefaultEstimate&&(this.hls.bandwidthEstimate=Ur)}break}const Le=w&&!v,at=this.hls.config,it=!!(at.audioStreamController&&at.audioTrackController),Qt={levels:$,audioTracks:j,subtitleTracks:X,sessionData:n.sessionData,sessionKeys:n.sessionKeys,firstLevel:this._firstLevel,stats:n.stats,audio:w,video:v,altAudio:it&&!Le&&j.some(ir=>!!ir.url)};ue.end=performance.now(),this.hls.trigger(o.MANIFEST_PARSED,Qt)}get levels(){return this._levels.length===0?null:this._levels}get loadLevelObj(){return this.currentLevel}get level(){return this.currentLevelIndex}set level(t){const n=this._levels;if(n.length===0)return;if(t<0||t>=n.length){const ue=new Error("invalid level idx"),de=t<0;if(this.hls.trigger(o.ERROR,{type:c.OTHER_ERROR,details:f.LEVEL_SWITCH_ERROR,level:t,fatal:de,error:ue,reason:ue.message}),de)return;t=Math.min(t,n.length-1)}const s=this.currentLevelIndex,v=this.currentLevel,w=v?v.attrs["PATHWAY-ID"]:void 0,T=n[t],j=T.attrs["PATHWAY-ID"];if(this.currentLevelIndex=t,this.currentLevel=T,s===t&&v&&w===j)return;this.log(`Switching to level ${t} (${T.height?T.height+"p ":""}${T.videoRange?T.videoRange+" ":""}${T.codecSet?T.codecSet+" ":""}@${T.bitrate})${j?" with Pathway "+j:""} from level ${s}${w?" with Pathway "+w:""}`);const X={level:t,attrs:T.attrs,details:T.details,bitrate:T.bitrate,averageBitrate:T.averageBitrate,maxBitrate:T.maxBitrate,realBitrate:T.realBitrate,width:T.width,height:T.height,codecSet:T.codecSet,audioCodec:T.audioCodec,videoCodec:T.videoCodec,audioGroups:T.audioGroups,subtitleGroups:T.subtitleGroups,loaded:T.loaded,loadError:T.loadError,fragmentError:T.fragmentError,name:T.name,id:T.id,uri:T.uri,url:T.url,urlId:0,audioGroupIds:T.audioGroupIds,textGroupIds:T.textGroupIds};this.hls.trigger(o.LEVEL_SWITCHING,X);const $=T.details;if(!$||$.live){const ue=this.switchParams(T.uri,v==null?void 0:v.details,$);this.loadPlaylist(ue)}}get manualLevel(){return this.manualLevelIndex}set manualLevel(t){this.manualLevelIndex=t,this._startLevel===void 0&&(this._startLevel=t),t!==-1&&(this.level=t)}get firstLevel(){return this._firstLevel}set firstLevel(t){this._firstLevel=t}get startLevel(){if(this._startLevel===void 0){const t=this.hls.config.startLevel;return t!==void 0?t:this.hls.firstAutoLevel}return this._startLevel}set startLevel(t){this._startLevel=t}get pathways(){return this.steering?this.steering.pathways():[]}get pathwayPriority(){return this.steering?this.steering.pathwayPriority:null}set pathwayPriority(t){if(this.steering){const n=this.steering.pathways(),s=t.filter(v=>n.indexOf(v)!==-1);if(t.length<1){this.warn(`pathwayPriority ${t} should contain at least one pathway from list: ${n}`);return}this.steering.pathwayPriority=s}}onError(t,n){n.fatal||!n.context||n.context.type===h.LEVEL&&n.context.level===this.level&&this.checkRetry(n)}onFragBuffered(t,{frag:n}){if(n!==void 0&&n.type===u.MAIN){const s=n.elementaryStreams;if(!Object.keys(s).some(w=>!!s[w]))return;const v=this._levels[n.level];v!=null&&v.loadError&&(this.log(`Resetting level error count of ${v.loadError} on frag buffered`),v.loadError=0)}}onLevelLoaded(t,n){var s;const{level:v,details:w}=n,T=n.levelInfo;if(!T){var j;this.warn(`Invalid level index ${v}`),(j=n.deliveryDirectives)!=null&&j.skip&&(w.deltaUpdateFailed=!0);return}if(T===this.currentLevel||n.withoutMultiVariant){T.fragmentError===0&&(T.loadError=0);let X=T.details;X===n.details&&X.advanced&&(X=void 0),this.playlistLoaded(v,n,X)}else(s=n.deliveryDirectives)!=null&&s.skip&&(w.deltaUpdateFailed=!0)}loadPlaylist(t){super.loadPlaylist(),this.shouldLoadPlaylist(this.currentLevel)&&this.scheduleLoading(this.currentLevel,t)}loadingPlaylist(t,n){super.loadingPlaylist(t,n);const s=this.getUrlWithDirectives(t.uri,n),v=this.currentLevelIndex,w=t.attrs["PATHWAY-ID"],T=t.details,j=T==null?void 0:T.age;this.log(`Loading level index ${v}${(n==null?void 0:n.msn)!==void 0?" at sn "+n.msn+" part "+n.part:""}${w?" Pathway "+w:""}${j&&T.live?" age "+j.toFixed(1)+(T.type?" "+T.type||0:""):""} ${s}`),this.hls.trigger(o.LEVEL_LOADING,{url:s,level:v,levelInfo:t,pathwayId:t.attrs["PATHWAY-ID"],id:0,deliveryDirectives:n||null})}get nextLoadLevel(){return this.manualLevelIndex!==-1?this.manualLevelIndex:this.hls.nextAutoLevel}set nextLoadLevel(t){this.level=t,this.manualLevelIndex===-1&&(this.hls.nextAutoLevel=t)}removeLevel(t){var n;if(this._levels.length===1)return;const s=this._levels.filter((w,T)=>T!==t?!0:(this.steering&&this.steering.removeLevel(w),w===this.currentLevel&&(this.currentLevel=null,this.currentLevelIndex=-1,w.details&&w.details.fragments.forEach(j=>j.level=-1)),!1));Ra(s),this._levels=s,this.currentLevelIndex>-1&&(n=this.currentLevel)!=null&&n.details&&(this.currentLevelIndex=this.currentLevel.details.fragments[0].level),this.manualLevelIndex>-1&&(this.manualLevelIndex=this.currentLevelIndex);const v=s.length-1;this._firstLevel=Math.min(this._firstLevel,v),this._startLevel&&(this._startLevel=Math.min(this._startLevel,v)),this.hls.trigger(o.LEVELS_UPDATED,{levels:s})}onLevelsUpdated(t,{levels:n}){this._levels=n}checkMaxAutoUpdated(){const{autoLevelCapping:t,maxAutoLevel:n,maxHdcpLevel:s}=this.hls;this._maxAutoLevel!==n&&(this._maxAutoLevel=n,this.hls.trigger(o.MAX_AUTO_LEVEL_UPDATED,{autoLevelCapping:t,levels:this.levels,maxAutoLevel:n,minAutoLevel:this.hls.minAutoLevel,maxHdcpLevel:s}))}}function hd(D){const t={};D.forEach(n=>{const s=n.groupId||"";n.id=t[s]=t[s]||0,t[s]++})}function pd(){return self.SourceBuffer||self.WebKitSourceBuffer}function md(){if(!ae())return!1;const t=pd();return!t||t.prototype&&typeof t.prototype.appendBuffer=="function"&&typeof t.prototype.remove=="function"}function Td(){if(!md())return!1;const D=ae();return typeof(D==null?void 0:D.isTypeSupported)=="function"&&(["avc1.42E01E,mp4a.40.2","av01.0.01M.08","vp09.00.50.08"].some(t=>D.isTypeSupported(Ze(t,"video")))||["mp4a.40.2","fLaC"].some(t=>D.isTypeSupported(Ze(t,"audio"))))}function Pd(){var D;const t=pd();return typeof(t==null||(D=t.prototype)==null?void 0:D.changeType)=="function"}const vd=100;class _d extends Ft{constructor(t,n,s){super(t,n,s,"stream-controller",u.MAIN),this.audioCodecSwap=!1,this.level=-1,this._forceStartLoad=!1,this._hasEnoughToStart=!1,this.altAudio=0,this.audioOnly=!1,this.fragPlaying=null,this.fragLastKbps=0,this.couldBacktrack=!1,this.backtrackFragment=null,this.audioCodecSwitch=!1,this.videoBuffer=null,this.onMediaPlaying=()=>{this.tick()},this.onMediaSeeked=()=>{const v=this.media,w=v?v.currentTime:null;if(w===null||!r(w)||(this.log(`Media seeked to ${w.toFixed(3)}`),!this.getBufferedFrag(w)))return;const T=this.getFwdBufferInfoAtPos(v,w,u.MAIN,0);if(T===null||T.len===0){this.warn(`Main forward buffer length at ${w} on "seeked" event ${T?T.len:"empty"})`);return}this.tick()},this.registerListeners()}registerListeners(){super.registerListeners();const{hls:t}=this;t.on(o.MANIFEST_PARSED,this.onManifestParsed,this),t.on(o.LEVEL_LOADING,this.onLevelLoading,this),t.on(o.LEVEL_LOADED,this.onLevelLoaded,this),t.on(o.FRAG_LOAD_EMERGENCY_ABORTED,this.onFragLoadEmergencyAborted,this),t.on(o.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),t.on(o.AUDIO_TRACK_SWITCHED,this.onAudioTrackSwitched,this),t.on(o.BUFFER_CREATED,this.onBufferCreated,this),t.on(o.BUFFER_FLUSHED,this.onBufferFlushed,this),t.on(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.on(o.FRAG_BUFFERED,this.onFragBuffered,this)}unregisterListeners(){super.unregisterListeners();const{hls:t}=this;t.off(o.MANIFEST_PARSED,this.onManifestParsed,this),t.off(o.LEVEL_LOADED,this.onLevelLoaded,this),t.off(o.FRAG_LOAD_EMERGENCY_ABORTED,this.onFragLoadEmergencyAborted,this),t.off(o.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),t.off(o.AUDIO_TRACK_SWITCHED,this.onAudioTrackSwitched,this),t.off(o.BUFFER_CREATED,this.onBufferCreated,this),t.off(o.BUFFER_FLUSHED,this.onBufferFlushed,this),t.off(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.off(o.FRAG_BUFFERED,this.onFragBuffered,this)}onHandlerDestroying(){this.onMediaPlaying=this.onMediaSeeked=null,this.unregisterListeners(),super.onHandlerDestroying()}startLoad(t,n){if(this.levels){const{lastCurrentTime:s,hls:v}=this;if(this.stopLoad(),this.setInterval(vd),this.level=-1,!this.startFragRequested){let w=v.startLevel;w===-1&&(v.config.testBandwidth&&this.levels.length>1?(w=0,this.bitrateTest=!0):w=v.firstAutoLevel),v.nextLoadLevel=w,this.level=v.loadLevel,this._hasEnoughToStart=!!n}s>0&&t===-1&&!n&&(this.log(`Override startPosition with lastCurrentTime @${s.toFixed(3)}`),t=s),this.state=Ie.IDLE,this.nextLoadPosition=this.lastCurrentTime=t+this.timelineOffset,this.startPosition=n?-1:t,this.tick()}else this._forceStartLoad=!0,this.state=Ie.STOPPED}stopLoad(){this._forceStartLoad=!1,super.stopLoad()}doTick(){switch(this.state){case Ie.WAITING_LEVEL:{const{levels:t,level:n}=this,s=t==null?void 0:t[n],v=s==null?void 0:s.details;if(v&&(!v.live||this.levelLastLoaded===s&&!this.waitForLive(s))){if(this.waitForCdnTuneIn(v))break;this.state=Ie.IDLE;break}else if(this.hls.nextLoadLevel!==this.level){this.state=Ie.IDLE;break}break}case Ie.FRAG_LOADING_WAITING_RETRY:this.checkRetryDate();break}this.state===Ie.IDLE&&this.doTickIdle(),this.onTickEnd()}onTickEnd(){var t;super.onTickEnd(),(t=this.media)!=null&&t.readyState&&this.media.seeking===!1&&(this.lastCurrentTime=this.media.currentTime),this.checkFragmentChanged()}doTickIdle(){const{hls:t,levelLastLoaded:n,levels:s,media:v}=this;if(n===null||!v&&!this.primaryPrefetch&&(this.startFragRequested||!t.config.startFragPrefetch)||this.altAudio&&this.audioOnly)return;const w=this.buffering?t.nextLoadLevel:t.loadLevel;if(!(s!=null&&s[w]))return;const T=s[w],j=this.getMainFwdBufferInfo();if(j===null)return;const X=this.getLevelDetails();if(X&&this._streamEnded(j,X)){const at={};this.altAudio===2&&(at.type="video"),this.hls.trigger(o.BUFFER_EOS,at),this.state=Ie.ENDED;return}if(!this.buffering)return;t.loadLevel!==w&&t.manualLevel===-1&&this.log(`Adapting to level ${w} from level ${this.level}`),this.level=t.nextLoadLevel=w;const $=T.details;if(!$||this.state===Ie.WAITING_LEVEL||this.waitForLive(T)){this.level=w,this.state=Ie.WAITING_LEVEL,this.startFragRequested=!1;return}const ue=j.len,de=this.getMaxBufferLength(T.maxBitrate);if(ue>=de)return;this.backtrackFragment&&this.backtrackFragment.start>j.end&&(this.backtrackFragment=null);const be=this.backtrackFragment?this.backtrackFragment.start:j.end;let Re=this.getNextFragment(be,$);if(this.couldBacktrack&&!this.fragPrevious&&Re&&Se(Re)&&this.fragmentTracker.getState(Re)!==hn.OK){var Le;const it=((Le=this.backtrackFragment)!=null?Le:Re).sn-$.startSN,Qt=$.fragments[it-1];Qt&&Re.cc===Qt.cc&&(Re=Qt,this.fragmentTracker.removeFragment(Qt))}else this.backtrackFragment&&j.len&&(this.backtrackFragment=null);if(Re&&this.isLoopLoading(Re,be)){if(!Re.gap){const it=this.audioOnly&&!this.altAudio?ie.AUDIO:ie.VIDEO,Qt=(it===ie.VIDEO?this.videoBuffer:this.mediaBuffer)||this.media;Qt&&this.afterBufferFlushed(Qt,it,u.MAIN)}Re=this.getNextFragmentLoopLoading(Re,$,j,u.MAIN,de)}Re&&(Re.initSegment&&!Re.initSegment.data&&!this.bitrateTest&&(Re=Re.initSegment),this.loadFragment(Re,T,be))}loadFragment(t,n,s){const v=this.fragmentTracker.getState(t);v===hn.NOT_LOADED||v===hn.PARTIAL?Se(t)?this.bitrateTest?(this.log(`Fragment ${t.sn} of level ${t.level} is being downloaded to test bitrate and will not be buffered`),this._loadBitrateTestFrag(t,n)):super.loadFragment(t,n,s):this._loadInitSegment(t,n):this.clearTrackerIfNeeded(t)}getBufferedFrag(t){return this.fragmentTracker.getBufferedFrag(t,u.MAIN)}followingBufferedFrag(t){return t?this.getBufferedFrag(t.end+.5):null}immediateLevelSwitch(){this.abortCurrentFrag(),this.flushMainBuffer(0,Number.POSITIVE_INFINITY)}nextLevelSwitch(){const{levels:t,media:n}=this;if(n!=null&&n.readyState){let s;const v=this.getAppendedFrag(n.currentTime);v&&v.start>1&&this.flushMainBuffer(0,v.start-1);const w=this.getLevelDetails();if(w!=null&&w.live){const j=this.getMainFwdBufferInfo();if(!j||j.len<w.targetduration*2)return}if(!n.paused&&t){const j=this.hls.nextLoadLevel,X=t[j],$=this.fragLastKbps;$&&this.fragCurrent?s=this.fragCurrent.duration*X.maxBitrate/(1e3*$)+1:s=0}else s=0;const T=this.getBufferedFrag(n.currentTime+s);if(T){const j=this.followingBufferedFrag(T);if(j){this.abortCurrentFrag();const X=j.maxStartPTS?j.maxStartPTS:j.start,$=j.duration,ue=Math.max(T.end,X+Math.min(Math.max($-this.config.maxFragLookUpTolerance,$*(this.couldBacktrack?.5:.125)),$*(this.couldBacktrack?.75:.25)));this.flushMainBuffer(ue,Number.POSITIVE_INFINITY)}}}}abortCurrentFrag(){const t=this.fragCurrent;switch(this.fragCurrent=null,this.backtrackFragment=null,t&&(t.abortRequests(),this.fragmentTracker.removeFragment(t)),this.state){case Ie.KEY_LOADING:case Ie.FRAG_LOADING:case Ie.FRAG_LOADING_WAITING_RETRY:case Ie.PARSING:case Ie.PARSED:this.state=Ie.IDLE;break}this.nextLoadPosition=this.getLoadPosition()}flushMainBuffer(t,n){super.flushMainBuffer(t,n,this.altAudio===2?"video":null)}onMediaAttached(t,n){super.onMediaAttached(t,n);const s=n.media;ja(s,"playing",this.onMediaPlaying),ja(s,"seeked",this.onMediaSeeked)}onMediaDetaching(t,n){const{media:s}=this;s&&(os(s,"playing",this.onMediaPlaying),os(s,"seeked",this.onMediaSeeked)),this.videoBuffer=null,this.fragPlaying=null,super.onMediaDetaching(t,n),!n.transferMedia&&(this._hasEnoughToStart=!1)}onManifestLoading(){super.onManifestLoading(),this.log("Trigger BUFFER_RESET"),this.hls.trigger(o.BUFFER_RESET,void 0),this.couldBacktrack=!1,this.fragLastKbps=0,this.fragPlaying=this.backtrackFragment=null,this.altAudio=0,this.audioOnly=!1}onManifestParsed(t,n){let s=!1,v=!1;for(let w=0;w<n.levels.length;w++){const T=n.levels[w].audioCodec;T&&(s=s||T.indexOf("mp4a.40.2")!==-1,v=v||T.indexOf("mp4a.40.5")!==-1)}this.audioCodecSwitch=s&&v&&!Pd(),this.audioCodecSwitch&&this.log("Both AAC/HE-AAC audio found in levels; declaring level codec as HE-AAC"),this.levels=n.levels,this.startFragRequested=!1}onLevelLoading(t,n){const{levels:s}=this;if(!s||this.state!==Ie.IDLE)return;const v=n.levelInfo;(!v.details||v.details.live&&(this.levelLastLoaded!==v||v.details.expired)||this.waitForCdnTuneIn(v.details))&&(this.state=Ie.WAITING_LEVEL)}onLevelLoaded(t,n){var s;const{levels:v,startFragRequested:w}=this,T=n.level,j=n.details,X=j.totalduration;if(!v){this.warn(`Levels were reset while loading level ${T}`);return}this.log(`Level ${T} loaded [${j.startSN},${j.endSN}]${j.lastPartSn?`[part-${j.lastPartSn}-${j.lastPartIndex}]`:""}, cc [${j.startCC}, ${j.endCC}] duration:${X}`);const $=n.levelInfo,ue=this.fragCurrent;ue&&(this.state===Ie.FRAG_LOADING||this.state===Ie.FRAG_LOADING_WAITING_RETRY)&&ue.level!==n.level&&ue.loader&&this.abortCurrentFrag();let de=0;if(j.live||(s=$.details)!=null&&s.live){var be;if(this.checkLiveUpdate(j),j.deltaUpdateFailed)return;de=this.alignPlaylists(j,$.details,(be=this.levelLastLoaded)==null?void 0:be.details)}if($.details=j,this.levelLastLoaded=$,w||this.setStartPosition(j,de),this.hls.trigger(o.LEVEL_UPDATED,{details:j,level:T}),this.state===Ie.WAITING_LEVEL){if(this.waitForCdnTuneIn(j))return;this.state=Ie.IDLE}w&&j.live&&this.synchronizeToLiveEdge(j),this.tick()}synchronizeToLiveEdge(t){const{config:n,media:s}=this;if(!s)return;const v=this.hls.liveSyncPosition,w=this.getLoadPosition(),T=t.fragmentStart,j=t.edge,X=w>=T-n.maxFragLookUpTolerance&&w<=j;if(v!==null&&s.duration>v&&(w<v||!X)){const ue=n.liveMaxLatencyDuration!==void 0?n.liveMaxLatencyDuration:n.liveMaxLatencyDurationCount*t.targetduration;if((!X&&s.readyState<4||w<j-ue)&&(this._hasEnoughToStart||(this.nextLoadPosition=v),s.readyState))if(this.warn(`Playback: ${w.toFixed(3)} is located too far from the end of live sliding playlist: ${j}, reset currentTime to : ${v.toFixed(3)}`),this.config.liveSyncMode==="buffered"){var $;const de=di.bufferInfo(s,v,0);if(!(($=de.buffered)!=null&&$.length)){s.currentTime=v;return}if(de.start<=w){s.currentTime=v;return}const{nextStart:Re}=di.bufferedInfo(de.buffered,w,0);Re&&(s.currentTime=Re)}else s.currentTime=v}}_handleFragmentLoadProgress(t){var n;const s=t.frag,{part:v,payload:w}=t,{levels:T}=this;if(!T){this.warn(`Levels were reset while fragment load was in progress. Fragment ${s.sn} of level ${s.level} will not be buffered`);return}const j=T[s.level];if(!j){this.warn(`Level ${s.level} not found on progress`);return}const X=j.details;if(!X){this.warn(`Dropping fragment ${s.sn} of level ${s.level} after level details were reset`),this.fragmentTracker.removeFragment(s);return}const $=j.videoCodec,ue=X.PTSKnown||!X.live,de=(n=s.initSegment)==null?void 0:n.data,be=this._getAudioCodec(j),Re=this.transmuxer=this.transmuxer||new il(this.hls,u.MAIN,this._handleTransmuxComplete.bind(this),this._handleTransmuxerFlush.bind(this)),Le=v?v.index:-1,at=Le!==-1,it=new Wo(s.level,s.sn,s.stats.chunkCount,w.byteLength,Le,at),Qt=this.initPTS[s.cc];Re.push(w,de,be,$,s,v,X.totalduration,ue,it,Qt)}onAudioTrackSwitching(t,n){const s=this.hls,v=this.altAudio!==0;if(nt(n.url,s))this.altAudio=1;else{if(this.mediaBuffer!==this.media){this.log("Switching on main audio, use media.buffered to schedule main fragment loading"),this.mediaBuffer=this.media;const T=this.fragCurrent;T&&(this.log("Switching to main audio track, cancel main fragment load"),T.abortRequests(),this.fragmentTracker.removeFragment(T)),this.resetTransmuxer(),this.resetLoadingState()}else this.audioOnly&&this.resetTransmuxer();if(v){this.altAudio=0,this.fragmentTracker.removeAllFragments(),s.once(o.BUFFER_FLUSHED,()=>{this.hls&&this.hls.trigger(o.AUDIO_TRACK_SWITCHED,n)}),s.trigger(o.BUFFER_FLUSHING,{startOffset:0,endOffset:Number.POSITIVE_INFINITY,type:null});return}s.trigger(o.AUDIO_TRACK_SWITCHED,n)}}onAudioTrackSwitched(t,n){const s=nt(n.url,this.hls);if(s){const v=this.videoBuffer;v&&this.mediaBuffer!==v&&(this.log("Switching on alternate audio, use video.buffered to schedule main fragment loading"),this.mediaBuffer=v)}this.altAudio=s?2:0,this.tick()}onBufferCreated(t,n){const s=n.tracks;let v,w,T=!1;for(const j in s){const X=s[j];if(X.id==="main"){if(w=j,v=X,j==="video"){const $=s[j];$&&(this.videoBuffer=$.buffer)}}else T=!0}T&&v?(this.log(`Alternate track found, use ${w}.buffered to schedule main fragment loading`),this.mediaBuffer=v.buffer):this.mediaBuffer=this.media}onFragBuffered(t,n){const{frag:s,part:v}=n,w=s.type===u.MAIN;if(w){if(this.fragContextChanged(s)){this.warn(`Fragment ${s.sn}${v?" p: "+v.index:""} of level ${s.level} finished buffering, but was aborted. state: ${this.state}`),this.state===Ie.PARSED&&(this.state=Ie.IDLE);return}const j=v?v.stats:s.stats;this.fragLastKbps=Math.round(8*j.total/(j.buffering.end-j.loading.first)),Se(s)&&(this.fragPrevious=s),this.fragBufferedComplete(s,v)}const T=this.media;T&&(!this._hasEnoughToStart&&di.getBuffered(T).length&&(this._hasEnoughToStart=!0,this.seekToStartPos()),w&&this.tick())}get hasEnoughToStart(){return this._hasEnoughToStart}onError(t,n){var s;if(n.fatal){this.state=Ie.ERROR;return}switch(n.details){case f.FRAG_GAP:case f.FRAG_PARSING_ERROR:case f.FRAG_DECRYPT_ERROR:case f.FRAG_LOAD_ERROR:case f.FRAG_LOAD_TIMEOUT:case f.KEY_LOAD_ERROR:case f.KEY_LOAD_TIMEOUT:this.onFragmentOrKeyLoadError(u.MAIN,n);break;case f.LEVEL_LOAD_ERROR:case f.LEVEL_LOAD_TIMEOUT:case f.LEVEL_PARSING_ERROR:!n.levelRetry&&this.state===Ie.WAITING_LEVEL&&((s=n.context)==null?void 0:s.type)===h.LEVEL&&(this.state=Ie.IDLE);break;case f.BUFFER_ADD_CODEC_ERROR:case f.BUFFER_APPEND_ERROR:if(n.parent!=="main")return;this.reduceLengthAndFlushBuffer(n)&&this.resetLoadingState();break;case f.BUFFER_FULL_ERROR:if(n.parent!=="main")return;this.reduceLengthAndFlushBuffer(n)&&(!this.config.interstitialsController&&this.config.assetPlayerId?this._hasEnoughToStart=!0:this.flushMainBuffer(0,Number.POSITIVE_INFINITY));break;case f.INTERNAL_EXCEPTION:this.recoverWorkerError(n);break}}onFragLoadEmergencyAborted(){this.state=Ie.IDLE,this._hasEnoughToStart||(this.startFragRequested=!1,this.nextLoadPosition=this.lastCurrentTime),this.tickImmediate()}onBufferFlushed(t,{type:n}){if(n!==ie.AUDIO||!this.altAudio){const s=(n===ie.VIDEO?this.videoBuffer:this.mediaBuffer)||this.media;s&&(this.afterBufferFlushed(s,n,u.MAIN),this.tick())}}onLevelsUpdated(t,n){this.level>-1&&this.fragCurrent&&(this.level=this.fragCurrent.level,this.level===-1&&this.resetWhenMissingContext(this.fragCurrent)),this.levels=n.levels}swapAudioCodec(){this.audioCodecSwap=!this.audioCodecSwap}seekToStartPos(){const{media:t}=this;if(!t)return;const n=t.currentTime;let s=this.startPosition;if(s>=0&&n<s){if(t.seeking){this.log(`could not seek to ${s}, already seeking at ${n}`);return}const v=this.timelineOffset;v&&s&&(s+=v);const w=this.getLevelDetails(),T=di.getBuffered(t),j=T.length?T.start(0):0,X=j-s,$=Math.max(this.config.maxBufferHole,this.config.maxFragLookUpTolerance);(this.config.startOnSegmentBoundary||X>0&&(X<$||this.loadingParts&&X<2*((w==null?void 0:w.partTarget)||0)))&&(this.log(`adjusting start position by ${X} to match buffer start`),s+=X,this.startPosition=s),n<s&&(this.log(`seek to target start position ${s} from current time ${n} buffer start ${j}`),t.currentTime=s)}}_getAudioCodec(t){let n=this.config.defaultAudioCodec||t.audioCodec;return this.audioCodecSwap&&n&&(this.log("Swapping audio codec"),n.indexOf("mp4a.40.5")!==-1?n="mp4a.40.2":n="mp4a.40.5"),n}_loadBitrateTestFrag(t,n){t.bitrateTest=!0,this._doFragLoad(t,n).then(s=>{const{hls:v}=this,w=s==null?void 0:s.frag;if(!w||this.fragContextChanged(w))return;n.fragmentError=0,this.state=Ie.IDLE,this.startFragRequested=!1,this.bitrateTest=!1;const T=w.stats;T.parsing.start=T.parsing.end=T.buffering.start=T.buffering.end=self.performance.now(),v.trigger(o.FRAG_LOADED,s),w.bitrateTest=!1}).catch(s=>{this.state===Ie.STOPPED||this.state===Ie.ERROR||(this.warn(s),this.resetFragmentLoading(t))})}_handleTransmuxComplete(t){const n=this.playlistType,{hls:s}=this,{remuxResult:v,chunkMeta:w}=t,T=this.getCurrentContext(w);if(!T){this.resetWhenMissingContext(w);return}const{frag:j,part:X,level:$}=T,{video:ue,text:de,id3:be,initSegment:Re}=v,{details:Le}=$,at=this.altAudio?void 0:v.audio;if(this.fragContextChanged(j)){this.fragmentTracker.removeFragment(j);return}if(this.state=Ie.PARSING,Re){const it=Re.tracks;if(it){const Ar=j.initSegment||j;if(this.unhandledEncryptionError(Re,j))return;this._bufferInitSegment($,it,Ar,w),s.trigger(o.FRAG_PARSING_INIT_SEGMENT,{frag:Ar,id:n,tracks:it})}const Qt=Re.initPTS,ir=Re.timescale,ur=this.initPTS[j.cc];if(r(Qt)&&(!ur||ur.baseTime!==Qt||ur.timescale!==ir)){const Ar=Re.trackId;this.initPTS[j.cc]={baseTime:Qt,timescale:ir,trackId:Ar},s.trigger(o.INIT_PTS_FOUND,{frag:j,id:n,initPTS:Qt,timescale:ir,trackId:Ar})}}if(ue&&Le){at&&ue.type==="audiovideo"&&this.logMuxedErr(j);const it=Le.fragments[j.sn-1-Le.startSN],Qt=j.sn===Le.startSN,ir=!it||j.cc>it.cc;if(v.independent!==!1){const{startPTS:ur,endPTS:Ar,startDTS:Ur,endDTS:mn}=ue;if(X)X.elementaryStreams[ue.type]={startPTS:ur,endPTS:Ar,startDTS:Ur,endDTS:mn};else if(ue.firstKeyFrame&&ue.independent&&w.id===1&&!ir&&(this.couldBacktrack=!0),ue.dropped&&ue.independent){const Zr=this.getMainFwdBufferInfo(),ln=(Zr?Zr.end:this.getLoadPosition())+this.config.maxBufferHole,on=ue.firstKeyFramePTS?ue.firstKeyFramePTS:ur;if(!Qt&&ln<on-this.config.maxBufferHole&&!ir){this.backtrack(j);return}else ir&&(j.gap=!0);j.setElementaryStreamInfo(ue.type,j.start,Ar,j.start,mn,!0)}else Qt&&ur-(Le.appliedTimelineOffset||0)>On&&(j.gap=!0);j.setElementaryStreamInfo(ue.type,ur,Ar,Ur,mn),this.backtrackFragment&&(this.backtrackFragment=j),this.bufferFragmentData(ue,j,X,w,Qt||ir)}else if(Qt||ir)j.gap=!0;else{this.backtrack(j);return}}if(at){const{startPTS:it,endPTS:Qt,startDTS:ir,endDTS:ur}=at;X&&(X.elementaryStreams[ie.AUDIO]={startPTS:it,endPTS:Qt,startDTS:ir,endDTS:ur}),j.setElementaryStreamInfo(ie.AUDIO,it,Qt,ir,ur),this.bufferFragmentData(at,j,X,w)}if(Le&&be!=null&&be.samples.length){const it={id:n,frag:j,details:Le,samples:be.samples};s.trigger(o.FRAG_PARSING_METADATA,it)}if(Le&&de){const it={id:n,frag:j,details:Le,samples:de.samples};s.trigger(o.FRAG_PARSING_USERDATA,it)}}logMuxedErr(t){this.warn(`${Se(t)?"Media":"Init"} segment with muxed audiovideo where only video expected: ${t.url}`)}_bufferInitSegment(t,n,s,v){if(this.state!==Ie.PARSING)return;this.audioOnly=!!n.audio&&!n.video,this.altAudio&&!this.audioOnly&&(delete n.audio,n.audiovideo&&this.logMuxedErr(s));const{audio:w,video:T,audiovideo:j}=n;if(w){const $=t.audioCodec;let ue=an(w.codec,$);ue==="mp4a"&&(ue="mp4a.40.5");const de=navigator.userAgent.toLowerCase();if(this.audioCodecSwitch){ue&&(ue.indexOf("mp4a.40.5")!==-1?ue="mp4a.40.2":ue="mp4a.40.5");const be=w.metadata;be&&"channelCount"in be&&(be.channelCount||1)!==1&&de.indexOf("firefox")===-1&&(ue="mp4a.40.5")}ue&&ue.indexOf("mp4a.40.5")!==-1&&de.indexOf("android")!==-1&&w.container!=="audio/mpeg"&&(ue="mp4a.40.2",this.log(`Android: force audio codec to ${ue}`)),$&&$!==ue&&this.log(`Swapping manifest audio codec "${$}" for "${ue}"`),w.levelCodec=ue,w.id=u.MAIN,this.log(`Init audio buffer, container:${w.container}, codecs[selected/level/parsed]=[${ue||""}/${$||""}/${w.codec}]`),delete n.audiovideo}if(T){T.levelCodec=t.videoCodec,T.id=u.MAIN;const $=T.codec;if(($==null?void 0:$.length)===4)switch($){case"hvc1":case"hev1":T.codec="hvc1.1.6.L120.90";break;case"av01":T.codec="av01.0.04M.08";break;case"avc1":T.codec="avc1.42e01e";break}this.log(`Init video buffer, container:${T.container}, codecs[level/parsed]=[${t.videoCodec||""}/${$}]${T.codec!==$?" parsed-corrected="+T.codec:""}${T.supplemental?" supplemental="+T.supplemental:""}`),delete n.audiovideo}j&&(this.log(`Init audiovideo buffer, container:${j.container}, codecs[level/parsed]=[${t.codecs}/${j.codec}]`),delete n.video,delete n.audio);const X=Object.keys(n);if(X.length){if(this.hls.trigger(o.BUFFER_CODECS,n),!this.hls)return;X.forEach($=>{const de=n[$].initSegment;de!=null&&de.byteLength&&this.hls.trigger(o.BUFFER_APPENDING,{type:$,data:de,frag:s,part:null,chunkMeta:v,parent:s.type})})}this.tickImmediate()}getMainFwdBufferInfo(){const t=this.mediaBuffer&&this.altAudio===2?this.mediaBuffer:this.media;return this.getFwdBufferInfo(t,u.MAIN)}get maxBufferLength(){const{levels:t,level:n}=this,s=t==null?void 0:t[n];return s?this.getMaxBufferLength(s.maxBitrate):this.config.maxBufferLength}backtrack(t){this.couldBacktrack=!0,this.backtrackFragment=t,this.resetTransmuxer(),this.flushBufferGap(t),this.fragmentTracker.removeFragment(t),this.fragPrevious=null,this.nextLoadPosition=t.start,this.state=Ie.IDLE}checkFragmentChanged(){const t=this.media;let n=null;if(t&&t.readyState>1&&t.seeking===!1){const s=t.currentTime;if(di.isBuffered(t,s)?n=this.getAppendedFrag(s):di.isBuffered(t,s+.1)&&(n=this.getAppendedFrag(s+.1)),n){this.backtrackFragment=null;const v=this.fragPlaying,w=n.level;(!v||n.sn!==v.sn||v.level!==w)&&(this.fragPlaying=n,this.hls.trigger(o.FRAG_CHANGED,{frag:n}),(!v||v.level!==w)&&this.hls.trigger(o.LEVEL_SWITCHED,{level:w}))}}}get nextLevel(){const t=this.nextBufferedFrag;return t?t.level:-1}get currentFrag(){var t;if(this.fragPlaying)return this.fragPlaying;const n=((t=this.media)==null?void 0:t.currentTime)||this.lastCurrentTime;return r(n)?this.getAppendedFrag(n):null}get currentProgramDateTime(){var t;const n=((t=this.media)==null?void 0:t.currentTime)||this.lastCurrentTime;if(r(n)){const s=this.getLevelDetails(),v=this.currentFrag||(s?hr(null,s.fragments,n):null);if(v){const w=v.programDateTime;if(w!==null){const T=w+(n-v.start)*1e3;return new Date(T)}}}return null}get currentLevel(){const t=this.currentFrag;return t?t.level:-1}get nextBufferedFrag(){const t=this.currentFrag;return t?this.followingBufferedFrag(t):null}get forceStartLoad(){return this._forceStartLoad}}class Id extends R{constructor(t,n){super("key-loader",n),this.config=void 0,this.keyIdToKeyInfo={},this.emeController=null,this.config=t}abort(t){for(const s in this.keyIdToKeyInfo){const v=this.keyIdToKeyInfo[s].loader;if(v){var n;if(t&&t!==((n=v.context)==null?void 0:n.frag.type))return;v.abort()}}}detach(){for(const t in this.keyIdToKeyInfo){const n=this.keyIdToKeyInfo[t];(n.mediaKeySessionContext||n.decryptdata.isCommonEncryption)&&delete this.keyIdToKeyInfo[t]}}destroy(){this.detach();for(const t in this.keyIdToKeyInfo){const n=this.keyIdToKeyInfo[t].loader;n&&n.destroy()}this.keyIdToKeyInfo={}}createKeyLoadError(t,n=f.KEY_LOAD_ERROR,s,v,w){return new qi({type:c.NETWORK_ERROR,details:n,fatal:!1,frag:t,response:w,error:s,networkDetails:v})}loadClear(t,n,s){if(this.emeController&&this.config.emeEnabled&&!this.emeController.getSelectedKeySystemFormats().length){if(n.length)for(let v=0,w=n.length;v<w;v++){const T=n[v];if(t.cc<=T.cc&&(!Se(t)||!Se(T)||t.sn<T.sn)||!s&&v==w-1)return this.emeController.selectKeySystemFormat(T).then(j=>{if(!this.emeController)return;T.setKeyFormat(j);const X=qo(j);if(X)return this.emeController.getKeySystemAccess([X])})}if(this.config.requireKeySystemAccessOnStart){const v=Mo(this.config);if(v.length)return this.emeController.getKeySystemAccess(v)}}return null}load(t){return!t.decryptdata&&t.encrypted&&this.emeController&&this.config.emeEnabled?this.emeController.selectKeySystemFormat(t).then(n=>this.loadInternal(t,n)):this.loadInternal(t)}loadInternal(t,n){var s,v;n&&t.setKeyFormat(n);const w=t.decryptdata;if(!w){const $=new Error(n?`Expected frag.decryptdata to be defined after setting format ${n}`:`Missing decryption data on fragment in onKeyLoading (emeEnabled with controller: ${this.emeController&&this.config.emeEnabled})`);return Promise.reject(this.createKeyLoadError(t,f.KEY_LOAD_ERROR,$))}const T=w.uri;if(!T)return Promise.reject(this.createKeyLoadError(t,f.KEY_LOAD_ERROR,new Error(`Invalid key URI: "${T}"`)));const j=ld(w);let X=this.keyIdToKeyInfo[j];if((s=X)!=null&&s.decryptdata.key)return w.key=X.decryptdata.key,Promise.resolve({frag:t,keyInfo:X});if(this.emeController&&(v=X)!=null&&v.keyLoadPromise)switch(this.emeController.getKeyStatus(X.decryptdata)){case"usable":case"usable-in-future":return X.keyLoadPromise.then(ue=>{const{keyInfo:de}=ue;return w.key=de.decryptdata.key,{frag:t,keyInfo:de}})}switch(this.log(`${this.keyIdToKeyInfo[j]?"Rel":"L"}oading${w.keyId?" keyId: "+Q(w.keyId):""} URI: ${w.uri} from ${t.type} ${t.level}`),X=this.keyIdToKeyInfo[j]={decryptdata:w,keyLoadPromise:null,loader:null,mediaKeySessionContext:null},w.method){case"SAMPLE-AES":case"SAMPLE-AES-CENC":case"SAMPLE-AES-CTR":return w.keyFormat==="identity"?this.loadKeyHTTP(X,t):this.loadKeyEME(X,t);case"AES-128":case"AES-256":case"AES-256-CTR":return this.loadKeyHTTP(X,t);default:return Promise.reject(this.createKeyLoadError(t,f.KEY_LOAD_ERROR,new Error(`Key supplied with unsupported METHOD: "${w.method}"`)))}}loadKeyEME(t,n){const s={frag:n,keyInfo:t};if(this.emeController&&this.config.emeEnabled){var v;if(!t.decryptdata.keyId&&(v=n.initSegment)!=null&&v.data){const T=pt(n.initSegment.data);if(T.length){let j=T[0];j.some(X=>X!==0)?(this.log(`Using keyId found in init segment ${Q(j)}`),Bo.setKeyIdForUri(t.decryptdata.uri,j)):(j=Bo.addKeyIdForUri(t.decryptdata.uri),this.log(`Generating keyId to patch media ${Q(j)}`)),t.decryptdata.keyId=j}}if(!t.decryptdata.keyId&&!Se(n))return Promise.resolve(s);const w=this.emeController.loadKey(s);return(t.keyLoadPromise=w.then(T=>(t.mediaKeySessionContext=T,s))).catch(T=>{throw t.keyLoadPromise=null,"data"in T&&(T.data.frag=n),T})}return Promise.resolve(s)}loadKeyHTTP(t,n){const s=this.config,v=s.loader,w=new v(s);return n.keyLoader=t.loader=w,t.keyLoadPromise=new Promise((T,j)=>{const X={keyInfo:t,frag:n,responseType:"arraybuffer",url:t.decryptdata.uri},$=s.keyLoadPolicy.default,ue={loadPolicy:$,timeout:$.maxLoadTimeMs,maxRetry:0,retryDelay:0,maxRetryDelay:0},de={onSuccess:(be,Re,Le,at)=>{const{frag:it,keyInfo:Qt}=Le,ir=ld(Qt.decryptdata);if(!it.decryptdata||Qt!==this.keyIdToKeyInfo[ir])return j(this.createKeyLoadError(it,f.KEY_LOAD_ERROR,new Error("after key load, decryptdata unset or changed"),at));Qt.decryptdata.key=it.decryptdata.key=new Uint8Array(be.data),it.keyLoader=null,Qt.loader=null,T({frag:it,keyInfo:Qt})},onError:(be,Re,Le,at)=>{this.resetLoader(Re),j(this.createKeyLoadError(n,f.KEY_LOAD_ERROR,new Error(`HTTP Error ${be.code} loading key ${be.text}`),Le,b({url:X.url,data:void 0},be)))},onTimeout:(be,Re,Le)=>{this.resetLoader(Re),j(this.createKeyLoadError(n,f.KEY_LOAD_TIMEOUT,new Error("key loading timed out"),Le))},onAbort:(be,Re,Le)=>{this.resetLoader(Re),j(this.createKeyLoadError(n,f.INTERNAL_ABORTED,new Error("key loading aborted"),Le))}};w.load(X,ue,de)})}resetLoader(t){const{frag:n,keyInfo:s,url:v}=t,w=s.loader;n.keyLoader===w&&(n.keyLoader=null,s.loader=null);const T=ld(s.decryptdata)||v;delete this.keyIdToKeyInfo[T],w&&w.destroy()}}function ld(D){if(D.keyFormat!==ms.FAIRPLAY){const t=D.keyId;if(t)return Q(t)}return D.uri}function gd(D){const{type:t}=D;switch(t){case h.AUDIO_TRACK:return u.AUDIO;case h.SUBTITLE_TRACK:return u.SUBTITLE;default:return u.MAIN}}function cd(D,t){let n=D.url;return(n===void 0||n.indexOf("data:")===0)&&(n=t.url),n}class td{constructor(t){this.hls=void 0,this.loaders=Object.create(null),this.variableList=null,this.onManifestLoaded=this.checkAutostartLoad,this.hls=t,this.registerListeners()}startLoad(t){}stopLoad(){this.destroyInternalLoaders()}registerListeners(){const{hls:t}=this;t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.LEVEL_LOADING,this.onLevelLoading,this),t.on(o.AUDIO_TRACK_LOADING,this.onAudioTrackLoading,this),t.on(o.SUBTITLE_TRACK_LOADING,this.onSubtitleTrackLoading,this),t.on(o.LEVELS_UPDATED,this.onLevelsUpdated,this)}unregisterListeners(){const{hls:t}=this;t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.LEVEL_LOADING,this.onLevelLoading,this),t.off(o.AUDIO_TRACK_LOADING,this.onAudioTrackLoading,this),t.off(o.SUBTITLE_TRACK_LOADING,this.onSubtitleTrackLoading,this),t.off(o.LEVELS_UPDATED,this.onLevelsUpdated,this)}createInternalLoader(t){const n=this.hls.config,s=n.pLoader,v=n.loader,w=s||v,T=new w(n);return this.loaders[t.type]=T,T}getInternalLoader(t){return this.loaders[t.type]}resetInternalLoader(t){this.loaders[t]&&delete this.loaders[t]}destroyInternalLoaders(){for(const t in this.loaders){const n=this.loaders[t];n&&n.destroy(),this.resetInternalLoader(t)}}destroy(){this.variableList=null,this.unregisterListeners(),this.destroyInternalLoaders()}onManifestLoading(t,n){const{url:s}=n;this.variableList=null,this.load({id:null,level:0,responseType:"text",type:h.MANIFEST,url:s,deliveryDirectives:null,levelOrTrack:null})}onLevelLoading(t,n){const{id:s,level:v,pathwayId:w,url:T,deliveryDirectives:j,levelInfo:X}=n;this.load({id:s,level:v,pathwayId:w,responseType:"text",type:h.LEVEL,url:T,deliveryDirectives:j,levelOrTrack:X})}onAudioTrackLoading(t,n){const{id:s,groupId:v,url:w,deliveryDirectives:T,track:j}=n;this.load({id:s,groupId:v,level:null,responseType:"text",type:h.AUDIO_TRACK,url:w,deliveryDirectives:T,levelOrTrack:j})}onSubtitleTrackLoading(t,n){const{id:s,groupId:v,url:w,deliveryDirectives:T,track:j}=n;this.load({id:s,groupId:v,level:null,responseType:"text",type:h.SUBTITLE_TRACK,url:w,deliveryDirectives:T,levelOrTrack:j})}onLevelsUpdated(t,n){const s=this.loaders[h.LEVEL];if(s){const v=s.context;v&&!n.levels.some(w=>w===v.levelOrTrack)&&(s.abort(),delete this.loaders[h.LEVEL])}}load(t){var n;const s=this.hls.config;let v=this.getInternalLoader(t);if(v){const $=this.hls.logger,ue=v.context;if(ue&&ue.levelOrTrack===t.levelOrTrack&&(ue.url===t.url||ue.deliveryDirectives&&!t.deliveryDirectives)){ue.url===t.url?$.log(`[playlist-loader]: ignore ${t.url} ongoing request`):$.log(`[playlist-loader]: ignore ${t.url} in favor of ${ue.url}`);return}$.log(`[playlist-loader]: aborting previous loader for type: ${t.type}`),v.abort()}let w;if(t.type===h.MANIFEST?w=s.manifestLoadPolicy.default:w=y({},s.playlistLoadPolicy.default,{timeoutRetry:null,errorRetry:null}),v=this.createInternalLoader(t),r((n=t.deliveryDirectives)==null?void 0:n.part)){let $;if(t.type===h.LEVEL&&t.level!==null?$=this.hls.levels[t.level].details:t.type===h.AUDIO_TRACK&&t.id!==null?$=this.hls.audioTracks[t.id].details:t.type===h.SUBTITLE_TRACK&&t.id!==null&&($=this.hls.subtitleTracks[t.id].details),$){const ue=$.partTarget,de=$.targetduration;if(ue&&de){const be=Math.max(ue*3,de*.8)*1e3;w=y({},w,{maxTimeToFirstByteMs:Math.min(be,w.maxTimeToFirstByteMs),maxLoadTimeMs:Math.min(be,w.maxTimeToFirstByteMs)})}}}const T=w.errorRetry||w.timeoutRetry||{},j={loadPolicy:w,timeout:w.maxLoadTimeMs,maxRetry:T.maxNumRetry||0,retryDelay:T.retryDelayMs||0,maxRetryDelay:T.maxRetryDelayMs||0},X={onSuccess:($,ue,de,be)=>{const Re=this.getInternalLoader(de);this.resetInternalLoader(de.type);const Le=$.data;ue.parsing.start=performance.now(),Ko.isMediaPlaylist(Le)||de.type!==h.MANIFEST?this.handleTrackOrLevelPlaylist($,ue,de,be||null,Re):this.handleMasterPlaylist($,ue,de,be)},onError:($,ue,de,be)=>{this.handleNetworkError(ue,de,!1,$,be)},onTimeout:($,ue,de)=>{this.handleNetworkError(ue,de,!0,void 0,$)}};v.load(t,j,X)}checkAutostartLoad(){if(!this.hls)return;const{config:{autoStartLoad:t,startPosition:n},forceStartLoad:s}=this.hls;(t||s)&&(this.hls.logger.log(`${t?"auto":"force"} startLoad with configured startPosition ${n}`),this.hls.startLoad(n))}handleMasterPlaylist(t,n,s,v){const w=this.hls,T=t.data,j=cd(t,s),X=Ko.parseMasterPlaylist(T,j);if(X.playlistParsingError){n.parsing.end=performance.now(),this.handleManifestParsingError(t,s,X.playlistParsingError,v,n);return}const{contentSteering:$,levels:ue,sessionData:de,sessionKeys:be,startTimeOffset:Re,variableList:Le}=X;this.variableList=Le,ue.forEach(ir=>{const{unknownCodecs:ur}=ir;if(ur){const{preferManagedMediaSource:Ar}=this.hls.config;let{audioCodec:Ur,videoCodec:mn}=ir;for(let Zr=ur.length;Zr--;){const ln=ur[Zr];Ce(ln,"audio",Ar)?(ir.audioCodec=Ur=Ur?`${Ur},${ln}`:ln,$t.audio[Ur.substring(0,4)]=2,ur.splice(Zr,1)):Ce(ln,"video",Ar)&&(ir.videoCodec=mn=mn?`${mn},${ln}`:ln,$t.video[mn.substring(0,4)]=2,ur.splice(Zr,1))}}});const{AUDIO:at=[],SUBTITLES:it,"CLOSED-CAPTIONS":Qt}=Ko.parseMasterPlaylistMedia(T,j,X);at.length&&!at.some(ur=>!ur.url)&&ue[0].audioCodec&&!ue[0].attrs.AUDIO&&(this.hls.logger.log("[playlist-loader]: audio codec signaled in quality level, but no embedded audio track signaled, create one"),at.unshift({type:"main",name:"main",groupId:"main",default:!1,autoselect:!1,forced:!1,id:-1,attrs:new Ni({}),bitrate:0,url:""})),w.trigger(o.MANIFEST_LOADED,{levels:ue,audioTracks:at,subtitles:it,captions:Qt,contentSteering:$,url:j,stats:n,networkDetails:v,sessionData:de,sessionKeys:be,startTimeOffset:Re,variableList:Le})}handleTrackOrLevelPlaylist(t,n,s,v,w){const T=this.hls,{id:j,level:X,type:$}=s,ue=cd(t,s),de=r(X)?X:r(j)?j:0,be=gd(s),Re=Ko.parseLevelPlaylist(t.data,ue,de,be,0,this.variableList);if($===h.MANIFEST){const Le={attrs:new Ni({}),bitrate:0,details:Re,name:"",url:ue};Re.requestScheduled=n.loading.start+gi(Re,0),T.trigger(o.MANIFEST_LOADED,{levels:[Le],audioTracks:[],url:ue,stats:n,networkDetails:v,sessionData:null,sessionKeys:null,contentSteering:null,startTimeOffset:null,variableList:null})}n.parsing.end=performance.now(),s.levelDetails=Re,this.handlePlaylistLoaded(Re,t,n,s,v,w)}handleManifestParsingError(t,n,s,v,w){this.hls.trigger(o.ERROR,{type:c.NETWORK_ERROR,details:f.MANIFEST_PARSING_ERROR,fatal:n.type===h.MANIFEST,url:t.url,err:s,error:s,reason:s.message,response:t,context:n,networkDetails:v,stats:w})}handleNetworkError(t,n,s=!1,v,w){let T=`A network ${s?"timeout":"error"+(v?" (status "+v.code+")":"")} occurred while loading ${t.type}`;t.type===h.LEVEL?T+=`: ${t.level} id: ${t.id}`:(t.type===h.AUDIO_TRACK||t.type===h.SUBTITLE_TRACK)&&(T+=` id: ${t.id} group-id: "${t.groupId}"`);const j=new Error(T);this.hls.logger.warn(`[playlist-loader]: ${T}`);let X=f.UNKNOWN,$=!1;const ue=this.getInternalLoader(t);switch(t.type){case h.MANIFEST:X=s?f.MANIFEST_LOAD_TIMEOUT:f.MANIFEST_LOAD_ERROR,$=!0;break;case h.LEVEL:X=s?f.LEVEL_LOAD_TIMEOUT:f.LEVEL_LOAD_ERROR,$=!1;break;case h.AUDIO_TRACK:X=s?f.AUDIO_TRACK_LOAD_TIMEOUT:f.AUDIO_TRACK_LOAD_ERROR,$=!1;break;case h.SUBTITLE_TRACK:X=s?f.SUBTITLE_TRACK_LOAD_TIMEOUT:f.SUBTITLE_LOAD_ERROR,$=!1;break}ue&&this.resetInternalLoader(t.type);const de={type:c.NETWORK_ERROR,details:X,fatal:$,url:t.url,loader:ue,context:t,error:j,networkDetails:n,stats:w};if(v){const be=(n==null?void 0:n.url)||t.url;de.response=b({url:be,data:void 0},v)}this.hls.trigger(o.ERROR,de)}handlePlaylistLoaded(t,n,s,v,w,T){const j=this.hls,{type:X,level:$,levelOrTrack:ue,id:de,groupId:be,deliveryDirectives:Re}=v,Le=cd(n,v),at=gd(v);let it=typeof v.level=="number"&&at===u.MAIN?$:void 0;const Qt=t.playlistParsingError;if(Qt){if(this.hls.logger.warn(`${Qt} ${t.url}`),!j.config.ignorePlaylistParsingErrors){j.trigger(o.ERROR,{type:c.NETWORK_ERROR,details:f.LEVEL_PARSING_ERROR,fatal:!1,url:Le,error:Qt,reason:Qt.message,response:n,context:v,level:it,parent:at,networkDetails:w,stats:s});return}t.playlistParsingError=null}if(!t.fragments.length){const ir=t.playlistParsingError=new Error("No Segments found in Playlist");j.trigger(o.ERROR,{type:c.NETWORK_ERROR,details:f.LEVEL_EMPTY_ERROR,fatal:!1,url:Le,error:ir,reason:ir.message,response:n,context:v,level:it,parent:at,networkDetails:w,stats:s});return}switch(t.live&&T&&(T.getCacheAge&&(t.ageHeader=T.getCacheAge()||0),(!T.getCacheAge||isNaN(t.ageHeader))&&(t.ageHeader=0)),X){case h.MANIFEST:case h.LEVEL:if(it){if(!ue)it=0;else if(ue!==j.levels[it]){const ir=j.levels.indexOf(ue);ir>-1&&(it=ir)}}j.trigger(o.LEVEL_LOADED,{details:t,levelInfo:ue||j.levels[0],level:it||0,id:de||0,stats:s,networkDetails:w,deliveryDirectives:Re,withoutMultiVariant:X===h.MANIFEST});break;case h.AUDIO_TRACK:j.trigger(o.AUDIO_TRACK_LOADED,{details:t,track:ue,id:de||0,groupId:be||"",stats:s,networkDetails:w,deliveryDirectives:Re});break;case h.SUBTITLE_TRACK:j.trigger(o.SUBTITLE_TRACK_LOADED,{details:t,track:ue,id:de||0,groupId:be||"",stats:s,networkDetails:w,deliveryDirectives:Re});break}}}class If{static get version(){return ni}static isMSESupported(){return md()}static isSupported(){return Td()}static getMediaSource(){return ae()}static get Events(){return o}static get MetadataSchema(){return gn}static get ErrorTypes(){return c}static get ErrorDetails(){return f}static get DefaultConfig(){return If.defaultConfig?If.defaultConfig:za}static set DefaultConfig(t){If.defaultConfig=t}constructor(t={}){this.config=void 0,this.userConfig=void 0,this.logger=void 0,this.coreComponents=void 0,this.networkControllers=void 0,this._emitter=new ri,this._autoLevelCapping=-1,this._maxHdcpLevel=null,this.abrController=void 0,this.bufferController=void 0,this.capLevelController=void 0,this.latencyController=void 0,this.levelController=void 0,this.streamController=void 0,this.audioStreamController=void 0,this.subtititleStreamController=void 0,this.audioTrackController=void 0,this.subtitleTrackController=void 0,this.interstitialsController=void 0,this.gapController=void 0,this.emeController=void 0,this.cmcdController=void 0,this._media=null,this._url=null,this._sessionId=void 0,this.triggeringException=void 0,this.started=!1;const n=this.logger=G(t.debug||!1,"Hls instance",t.assetPlayerId),s=this.config=nn(If.DefaultConfig,t,n);this.userConfig=t,s.progressive&&rn(s,n);const{abrController:v,bufferController:w,capLevelController:T,errorController:j,fpsController:X}=s,$=new j(this),ue=this.abrController=new v(this),de=new Si(this),be=s.interstitialsController,Re=be?this.interstitialsController=new be(this,If):null,Le=this.bufferController=new w(this,de),at=this.capLevelController=new T(this),it=new X(this),Qt=new td(this),ir=s.contentSteeringController,ur=ir?new ir(this):null,Ar=this.levelController=new Cd(this,ur),Ur=new Sd(this),mn=new Id(this.config,this.logger),Zr=this.streamController=new _d(this,de,mn),ln=this.gapController=new Xa(this,de);at.setStreamController(Zr),it.setStreamController(Zr);const on=[Qt,Ar,Zr];Re&&on.splice(1,0,Re),ur&&on.splice(1,0,ur),this.networkControllers=on;const Xr=[ue,Le,ln,at,it,Ur,de];this.audioTrackController=this.createController(s.audioTrackController,on);const Dn=s.audioStreamController;Dn&&on.push(this.audioStreamController=new Dn(this,de,mn)),this.subtitleTrackController=this.createController(s.subtitleTrackController,on);const wi=s.subtitleStreamController;wi&&on.push(this.subtititleStreamController=new wi(this,de,mn)),this.createController(s.timelineController,Xr),mn.emeController=this.emeController=this.createController(s.emeController,Xr),this.cmcdController=this.createController(s.cmcdController,Xr),this.latencyController=this.createController(Ad,Xr),this.coreComponents=Xr,on.push($);const Ki=$.onErrorOut;typeof Ki=="function"&&this.on(o.ERROR,Ki,$),this.on(o.MANIFEST_LOADED,Qt.onManifestLoaded,Qt)}createController(t,n){if(t){const s=new t(this);return n&&n.push(s),s}return null}on(t,n,s=this){this._emitter.on(t,n,s)}once(t,n,s=this){this._emitter.once(t,n,s)}removeAllListeners(t){this._emitter.removeAllListeners(t)}off(t,n,s=this,v){this._emitter.off(t,n,s,v)}listeners(t){return this._emitter.listeners(t)}emit(t,n,s){return this._emitter.emit(t,n,s)}trigger(t,n){if(this.config.debug)return this.emit(t,t,n);try{return this.emit(t,t,n)}catch(s){if(this.logger.error("An internal error happened while handling event "+t+'. Error message: "'+s.message+'". Here is a stacktrace:',s),!this.triggeringException){this.triggeringException=!0;const v=t===o.ERROR;this.trigger(o.ERROR,{type:c.OTHER_ERROR,details:f.INTERNAL_EXCEPTION,fatal:v,event:t,error:s}),this.triggeringException=!1}}return!1}listenerCount(t){return this._emitter.listenerCount(t)}destroy(){this.logger.log("destroy"),this.trigger(o.DESTROYING,void 0),this.detachMedia(),this.removeAllListeners(),this._autoLevelCapping=-1,this._url=null,this.networkControllers.forEach(n=>n.destroy()),this.networkControllers.length=0,this.coreComponents.forEach(n=>n.destroy()),this.coreComponents.length=0;const t=this.config;t.xhrSetup=t.fetchSetup=void 0,this.userConfig=null}attachMedia(t){if(!t||"media"in t&&!t.media){const w=new Error(`attachMedia failed: invalid argument (${t})`);this.trigger(o.ERROR,{type:c.OTHER_ERROR,details:f.ATTACH_MEDIA_ERROR,fatal:!0,error:w});return}this.logger.log("attachMedia"),this._media&&(this.logger.warn("media must be detached before attaching"),this.detachMedia());const n="media"in t,s=n?t.media:t,v=n?t:{media:s};this._media=s,this.trigger(o.MEDIA_ATTACHING,v)}detachMedia(){this.logger.log("detachMedia"),this.trigger(o.MEDIA_DETACHING,{}),this._media=null}transferMedia(){this._media=null;const t=this.bufferController.transferMedia();return this.trigger(o.MEDIA_DETACHING,{transferMedia:t}),t}loadSource(t){this.stopLoad();const n=this.media,s=this._url,v=this._url=Z.buildAbsoluteURL(self.location.href,t,{alwaysNormalize:!0});this._autoLevelCapping=-1,this._maxHdcpLevel=null,this.logger.log(`loadSource:${v}`),n&&s&&(s!==v||this.bufferController.hasSourceTypes())&&(this.detachMedia(),this.attachMedia(n)),this.trigger(o.MANIFEST_LOADING,{url:t})}get url(){return this._url}get hasEnoughToStart(){return this.streamController.hasEnoughToStart}get startPosition(){return this.streamController.startPositionValue}startLoad(t=-1,n){this.logger.log(`startLoad(${t+(n?", <skip seek to start>":"")})`),this.started=!0,this.resumeBuffering();for(let s=0;s<this.networkControllers.length&&(this.networkControllers[s].startLoad(t,n),!(!this.started||!this.networkControllers));s++);}stopLoad(){this.logger.log("stopLoad"),this.started=!1;for(let t=0;t<this.networkControllers.length&&(this.networkControllers[t].stopLoad(),!(this.started||!this.networkControllers));t++);}get loadingEnabled(){return this.started}get bufferingEnabled(){return this.streamController.bufferingEnabled}resumeBuffering(){this.bufferingEnabled||(this.logger.log("resume buffering"),this.networkControllers.forEach(t=>{t.resumeBuffering&&t.resumeBuffering()}))}pauseBuffering(){this.bufferingEnabled&&(this.logger.log("pause buffering"),this.networkControllers.forEach(t=>{t.pauseBuffering&&t.pauseBuffering()}))}get inFlightFragments(){const t={[u.MAIN]:this.streamController.inFlightFrag};return this.audioStreamController&&(t[u.AUDIO]=this.audioStreamController.inFlightFrag),this.subtititleStreamController&&(t[u.SUBTITLE]=this.subtititleStreamController.inFlightFrag),t}swapAudioCodec(){this.logger.log("swapAudioCodec"),this.streamController.swapAudioCodec()}recoverMediaError(){this.logger.log("recoverMediaError");const t=this._media,n=t==null?void 0:t.currentTime;this.detachMedia(),t&&(this.attachMedia(t),n&&this.startLoad(n))}removeLevel(t){this.levelController.removeLevel(t)}get sessionId(){let t=this._sessionId;return t||(t=this._sessionId=rf()),t}get levels(){const t=this.levelController.levels;return t||[]}get latestLevelDetails(){return this.streamController.getLevelDetails()||null}get loadLevelObj(){return this.levelController.loadLevelObj}get currentLevel(){return this.streamController.currentLevel}set currentLevel(t){this.logger.log(`set currentLevel:${t}`),this.levelController.manualLevel=t,this.streamController.immediateLevelSwitch()}get nextLevel(){return this.streamController.nextLevel}set nextLevel(t){this.logger.log(`set nextLevel:${t}`),this.levelController.manualLevel=t,this.streamController.nextLevelSwitch()}get loadLevel(){return this.levelController.level}set loadLevel(t){this.logger.log(`set loadLevel:${t}`),this.levelController.manualLevel=t}get nextLoadLevel(){return this.levelController.nextLoadLevel}set nextLoadLevel(t){this.levelController.nextLoadLevel=t}get firstLevel(){return Math.max(this.levelController.firstLevel,this.minAutoLevel)}set firstLevel(t){this.logger.log(`set firstLevel:${t}`),this.levelController.firstLevel=t}get startLevel(){const t=this.levelController.startLevel;return t===-1&&this.abrController.forcedAutoLevel>-1?this.abrController.forcedAutoLevel:t}set startLevel(t){this.logger.log(`set startLevel:${t}`),t!==-1&&(t=Math.max(t,this.minAutoLevel)),this.levelController.startLevel=t}get capLevelToPlayerSize(){return this.config.capLevelToPlayerSize}set capLevelToPlayerSize(t){const n=!!t;n!==this.config.capLevelToPlayerSize&&(n?this.capLevelController.startCapping():(this.capLevelController.stopCapping(),this.autoLevelCapping=-1,this.streamController.nextLevelSwitch()),this.config.capLevelToPlayerSize=n)}get autoLevelCapping(){return this._autoLevelCapping}get bandwidthEstimate(){const{bwEstimator:t}=this.abrController;return t?t.getEstimate():NaN}set bandwidthEstimate(t){this.abrController.resetEstimator(t)}get abrEwmaDefaultEstimate(){const{bwEstimator:t}=this.abrController;return t?t.defaultEstimate:NaN}get ttfbEstimate(){const{bwEstimator:t}=this.abrController;return t?t.getEstimateTTFB():NaN}set autoLevelCapping(t){this._autoLevelCapping!==t&&(this.logger.log(`set autoLevelCapping:${t}`),this._autoLevelCapping=t,this.levelController.checkMaxAutoUpdated())}get maxHdcpLevel(){return this._maxHdcpLevel}set maxHdcpLevel(t){Vr(t)&&this._maxHdcpLevel!==t&&(this._maxHdcpLevel=t,this.levelController.checkMaxAutoUpdated())}get autoLevelEnabled(){return this.levelController.manualLevel===-1}get manualLevel(){return this.levelController.manualLevel}get minAutoLevel(){const{levels:t,config:{minAutoBitrate:n}}=this;if(!t)return 0;const s=t.length;for(let v=0;v<s;v++)if(t[v].maxBitrate>=n)return v;return 0}get maxAutoLevel(){const{levels:t,autoLevelCapping:n,maxHdcpLevel:s}=this;let v;if(n===-1&&t!=null&&t.length?v=t.length-1:v=n,s)for(let w=v;w--;){const T=t[w].attrs["HDCP-LEVEL"];if(T&&T<=s)return w}return v}get firstAutoLevel(){return this.abrController.firstAutoLevel}get nextAutoLevel(){return this.abrController.nextAutoLevel}set nextAutoLevel(t){this.abrController.nextAutoLevel=t}get playingDate(){return this.streamController.currentProgramDateTime}get mainForwardBufferInfo(){return this.streamController.getMainFwdBufferInfo()}get maxBufferLength(){return this.streamController.maxBufferLength}setAudioOption(t){var n;return((n=this.audioTrackController)==null?void 0:n.setAudioOption(t))||null}setSubtitleOption(t){var n;return((n=this.subtitleTrackController)==null?void 0:n.setSubtitleOption(t))||null}get allAudioTracks(){const t=this.audioTrackController;return t?t.allAudioTracks:[]}get audioTracks(){const t=this.audioTrackController;return t?t.audioTracks:[]}get audioTrack(){const t=this.audioTrackController;return t?t.audioTrack:-1}set audioTrack(t){const n=this.audioTrackController;n&&(n.audioTrack=t)}get allSubtitleTracks(){const t=this.subtitleTrackController;return t?t.allSubtitleTracks:[]}get subtitleTracks(){const t=this.subtitleTrackController;return t?t.subtitleTracks:[]}get subtitleTrack(){const t=this.subtitleTrackController;return t?t.subtitleTrack:-1}get media(){return this._media}set subtitleTrack(t){const n=this.subtitleTrackController;n&&(n.subtitleTrack=t)}get subtitleDisplay(){const t=this.subtitleTrackController;return t?t.subtitleDisplay:!1}set subtitleDisplay(t){const n=this.subtitleTrackController;n&&(n.subtitleDisplay=t)}get lowLatencyMode(){return this.config.lowLatencyMode}set lowLatencyMode(t){this.config.lowLatencyMode=t}get liveSyncPosition(){return this.latencyController.liveSyncPosition}get latency(){return this.latencyController.latency}get maxLatency(){return this.latencyController.maxLatency}get targetLatency(){return this.latencyController.targetLatency}set targetLatency(t){this.latencyController.targetLatency=t}get drift(){return this.latencyController.drift}get forceStartLoad(){return this.streamController.forceStartLoad}get pathways(){return this.levelController.pathways}get pathwayPriority(){return this.levelController.pathwayPriority}set pathwayPriority(t){this.levelController.pathwayPriority=t}get bufferedToEnd(){var t;return!!((t=this.bufferController)!=null&&t.bufferedToEnd)}get interstitialsManager(){var t;return((t=this.interstitialsController)==null?void 0:t.interstitialsManager)||null}getMediaDecodingInfo(t,n=this.allAudioTracks){const s=Ta(n);return 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