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.sl-wrapper {
    z-index: 1040;
    width: 100%;
    height: 100%;
    left: 0;
    top: 0;
    position: fixed;
}

.sl-wrapper * {
    box-sizing: border-box;
}

.sl-wrapper button {
    border: 0 none;
    background: transparent;
    font-size: 28px;
    padding: 0;
    cursor: pointer;
}

.sl-wrapper button:hover {
    opacity: 0.7;
}

.sl-wrapper .sl-close {
    display: none;
    position: fixed;
    right: 30px;
    top: 30px;
    z-index: 10060;
    margin-top: -14px;
    margin-right: -14px;
    height: 44px;
    width: 44px;
    line-height: 44px;
    font-family: Arial, Baskerville, monospace;
    color: #000;
    font-size: 3rem;
}

.sl-wrapper .sl-counter {
    display: none;
    position: fixed;
    top: 30px;
    left: 30px;
    z-index: 10060;
    color: #000;
    font-size: 1rem;
}

.sl-wrapper .sl-download {
    display: none;
    position: fixed;
    bottom: 5px;
    width: 100%;
    text-align: center;
    z-index: 10060;
    color: #fff;
    font-size: 1rem;
}

.sl-wrapper .sl-download a {
    color: #fff;
}

.sl-wrapper .sl-navigation {
    width: 100%;
    display: none;
}

.sl-wrapper .sl-navigation button {
    position: fixed;
    top: 50%;
    margin-top: -22px;
    height: 44px;
    width: 22px;
    line-height: 44px;
    text-align: center;
    display: block;
    z-index: 10060;
    font-family: Arial, Baskerville, monospace;
    color: #000;
}

.sl-wrapper .sl-navigation button.sl-next {
    right: 5px;
    font-size: 2rem;
}

.sl-wrapper .sl-navigation button.sl-prev {
    left: 5px;
    font-size: 2rem;
}

@media (min-width: 35.5em) {
    .sl-wrapper .sl-navigation button {
        width: 44px;
    }

    .sl-wrapper .sl-navigation button.sl-next {
        right: 10px;
        font-size: 3rem;
    }

    .sl-wrapper .sl-navigation button.sl-prev {
        left: 10px;
        font-size: 3rem;
    }
}

@media (min-width: 50em) {
    .sl-wrapper .sl-navigation button {
        width: 44px;
    }

    .sl-wrapper .sl-navigation button.sl-next {
        right: 20px;
        font-size: 3rem;
    }

    .sl-wrapper .sl-navigation button.sl-prev {
        left: 20px;
        font-size: 3rem;
    }
}

.sl-wrapper.sl-dir-rtl .sl-navigation {
    direction: ltr;
}

.sl-wrapper .sl-image {
    position: fixed;
    -ms-touch-action: none;
    touch-action: none;
    z-index: 10000;
}

.sl-wrapper .sl-image img {
    margin: 0;
    padding: 0;
    display: block;
    border: 0 none;
    width: 100%;
    height: auto;
}

@media (min-width: 35.5em) {
    .sl-wrapper .sl-image img {
        border: 0 none;
    }
}

@media (min-width: 50em) {
    .sl-wrapper .sl-image img {
        border: 0 none;
    }
}

.sl-wrapper .sl-image iframe {
    background: #000;
    border: 0 none;
}

@media (min-width: 35.5em) {
    .sl-wrapper .sl-image iframe {
        border: 0 none;
    }
}

@media (min-width: 50em) {
    .sl-wrapper .sl-image iframe {
        border: 0 none;
    }
}

.sl-wrapper .sl-image .sl-caption {
    display: none;
    padding: 10px;
    color: #fff;
    background: rgba(0, 0, 0, 0.8);
    font-size: 1rem;
    position: absolute;
    bottom: 0;
    left: 0;
    right: 0;
}

.sl-wrapper .sl-image .sl-caption.pos-top {
    bottom: auto;
    top: 0;
}

.sl-wrapper .sl-image .sl-caption.pos-outside {
    bottom: auto;
}

.sl-spinner {
    display: none;
    border: 5px solid #333;
    border-radius: 40px;
    height: 40px;
    left: 50%;
    margin: -20px 0 0 -20px;
    opacity: 0;
    position: fixed;
    top: 50%;
    width: 40px;
    z-index: 1007;
    -webkit-animation: pulsate 1s ease-out infinite;
    -moz-animation: pulsate 1s ease-out infinite;
    -ms-animation: pulsate 1s ease-out infinite;
    -o-animation: pulsate 1s ease-out infinite;
    animation: pulsate 1s ease-out infinite;
}

.sl-scrollbar-measure {
    position: absolute;
    top: -9999px;
    width: 50px;
    height: 50px;
    overflow: scroll;
}

.sl-transition {
    transition: -moz-transform ease 200ms;
    transition: -ms-transform ease 200ms;
    transition: -o-transform ease 200ms;
    transition: -webkit-transform ease 200ms;
    transition: transform ease 200ms;
}

@-webkit-keyframes pulsate {
    0% {
        transform: scale(0.1);
        opacity: 0;
    }

    50% {
        opacity: 1;
    }

    100% {
        transform: scale(1.2);
        opacity: 0;
    }
}

@keyframes pulsate {
    0% {
        transform: scale(0.1);
        opacity: 0;
    }

    50% {
        opacity: 1;
    }

    100% {
        transform: scale(1.2);
        opacity: 0;
    }
}

@-moz-keyframes pulsate {
    0% {
        transform: scale(0.1);
        opacity: 0;
    }

    50% {
        opacity: 1;
    }

    100% {
        transform: scale(1.2);
        opacity: 0;
    }
}

@-o-keyframes pulsate {
    0% {
        transform: scale(0.1);
        opacity: 0;
    }

    50% {
        opacity: 1;
    }

    100% {
        transform: scale(1.2);
        opacity: 0;
    }
}

@-ms-keyframes pulsate {
    0% {
        transform: scale(0.1);
        opacity: 0;
    }

    50% {
        opacity: 1;
    }

    100% {
        transform: scale(1.2);
        opacity: 0;
    }
}
</style></div><div class="HtmlFooter"></div></div><div class="ContentUserControl">
	
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t=e.relatedElements[e.currentImageIndex];e.currentImage&&(e.currentImage.setAttribute("src",t.getAttribute(e.options.sourceAttr)),-1===e.loadedImages.indexOf(t.getAttribute(e.options.sourceAttr))&&e.show(e.domNodes.spinner),e.domNodes.image.contains(e.domNodes.caption)&&e.domNodes.image.removeChild(e.domNodes.caption),e.adjustImage(o),e.options.preloading&&e.preload())},100)})}},{key:"adjustImage",value:function(s){var a=this;if(!this.currentImage)return!1;var t=new Image,r=window.innerWidth*this.options.widthRatio,l=window.innerHeight*this.options.heightRatio;t.setAttribute("src",this.currentImage.getAttribute("src")),this.currentImage.dataset.scale=1,this.currentImage.dataset.translateX=0,this.currentImage.dataset.translateY=0,this.zoomPanElement(0,0,1),t.addEventListener("error",function(t){a.relatedElements[a.currentImageIndex].dispatchEvent(new Event("error."+a.eventNamespace)),a.isAnimating=!1,a.isOpen=!0,a.domNodes.spinner.style.display="none";var e=1===s||-1===s;if(a.initialImageIndex===a.currentImageIndex&&e)return a.close();a.options.alertError&&alert(a.options.alertErrorMessage),a.loadImage(e?s:1)}),t.addEventListener("load",function(t){void 0!==s&&(a.relatedElements[a.currentImageIndex].dispatchEvent(new Event("changed."+a.eventNamespace)),a.relatedElements[a.currentImageIndex].dispatchEvent(new Event((1===s?"nextDone":"prevDone")+"."+a.eventNamespace))),a.options.history&&a.updateURL(),-1===a.loadedImages.indexOf(a.currentImage.getAttribute("src"))&&a.loadedImages.push(a.currentImage.getAttribute("src"));var e,o,n,i=t.target.width,t=t.target.height;(a.options.scaleImageToRatio||r<i||l<t)&&(i/=e=r/l<i/t?i/r:t/l,t/=e),a.domNodes.image.style.top=(window.innerHeight-t)/2+"px",a.domNodes.image.style.left=(window.innerWidth-i-a.globalScrollbarWidth)/2+"px",a.domNodes.image.style.width=i+"px",a.domNodes.image.style.height=t+"px",a.domNodes.spinner.style.display="none",a.options.focus&&a.forceFocus(),a.fadeIn(a.currentImage,a.options.fadeSpeed,function(){a.options.focus&&a.domNodes.wrapper.focus()}),a.isOpen=!0,"string"==typeof a.options.captionSelector?o="self"===a.options.captionSelector?a.relatedElements[a.currentImageIndex]:a.getCaptionElement(a.relatedElements[a.currentImageIndex]):"function"==typeof a.options.captionSelector&&(o=a.options.captionSelector(a.relatedElements[a.currentImageIndex])),a.options.captions&&o&&(n="data"===a.options.captionType?o.dataset[a.options.captionsData]:"text"===a.options.captionType?o.innerHTML:o.getAttribute(a.options.captionsData)),a.options.loop?1===a.relatedElements.length?a.hide(a.domNodes.navigation.querySelectorAll(".sl-prev, .sl-next")):a.show(a.domNodes.navigation.querySelectorAll(".sl-prev, .sl-next")):(0===a.currentImageIndex&&a.hide(a.domNodes.navigation.querySelector(".sl-prev")),a.currentImageIndex>=a.relatedElements.length-1&&a.hide(a.domNodes.navigation.querySelector(".sl-next")),0<a.currentImageIndex&&a.show(a.domNodes.navigation.querySelector(".sl-prev")),a.currentImageIndex<a.relatedElements.length-1&&a.show(a.domNodes.navigation.querySelector(".sl-next"))),1===s||-1===s?(a.options.animationSlide&&(a.slide(0,100*s+"px"),setTimeout(function(){a.slide(a.options.animationSpeed/1e3,"0px")},50)),a.fadeIn(a.domNodes.image,a.options.fadeSpeed,function(){a.isAnimating=!1,a.setCaption(n,i)})):(a.isAnimating=!1,a.setCaption(n,i)),a.options.additionalHtml&&!a.domNodes.additionalHtml&&(a.domNodes.additionalHtml=document.createElement("div"),a.domNodes.additionalHtml.classList.add("sl-additional-html"),a.domNodes.additionalHtml.innerHTML=a.options.additionalHtml,a.domNodes.image.appendChild(a.domNodes.additionalHtml)),a.options.download&&a.domNodes.downloadLink.setAttribute("href",a.currentImage.getAttribute("src"))})}},{key:"zoomPanElement",value:function(t,e,o){this.currentImage.style[this.transitionPrefix+"transform"]="translate("+t+","+e+") scale("+o+")"}},{key:"minMax",value:function(t,e,o){return t<e?e:o<t?o:t}},{key:"setZoomData",value:function(t,e,o){this.currentImage.dataset.scale=t,this.currentImage.dataset.translateX=e,this.currentImage.dataset.translateY=o}},{key:"hashchangeHandler",value:function(){this.isOpen&&this.hash===this.initialLocationHash&&(this.hashReseted=!0,this.close())}},{key:"addEvents",value:function(){var o,n=this;this.addEventListener(window,"resize."+this.eventNamespace,function(t){n.isOpen&&n.adjustImage()}),this.addEventListener(this.domNodes.closeButton,["click."+this.eventNamespace,"touchstart."+this.eventNamespace],this.close.bind(this)),this.options.history&&setTimeout(function(){n.addEventListener(window,"hashchange."+n.eventNamespace,function(t){n.isOpen&&n.hashchangeHandler()})},40),this.addEventListener(this.domNodes.navigation.getElementsByTagName("button"),"click."+this.eventNamespace,function(t){if(!t.currentTarget.tagName.match(/button/i))return!0;t.preventDefault(),n.controlCoordinates.swipeDiff=0,n.loadImage(t.currentTarget.classList.contains("sl-next")?1:-1)}),this.options.scrollZoom&&(o=1,this.addEventListener(this.domNodes.image,["mousewheel","DOMMouseScroll"],function(t){if(n.controlCoordinates.mousedown||n.isAnimating||n.isClosing||!n.isOpen)return!0;0==n.controlCoordinates.containerHeight&&(n.controlCoordinates.containerHeight=n.getDimensions(n.domNodes.image).height,n.controlCoordinates.containerWidth=n.getDimensions(n.domNodes.image).width,n.controlCoordinates.imgHeight=n.getDimensions(n.currentImage).height,n.controlCoordinates.imgWidth=n.getDimensions(n.currentImage).width,n.controlCoordinates.containerOffsetX=n.domNodes.image.offsetLeft,n.controlCoordinates.containerOffsetY=n.domNodes.image.offsetTop,n.controlCoordinates.initialOffsetX=parseFloat(n.currentImage.dataset.translateX),n.controlCoordinates.initialOffsetY=parseFloat(n.currentImage.dataset.translateY));var e=t.delta||t.wheelDelta,e=(void 0===e&&(e=t.detail),e=Math.max(-1,Math.min(1,e)),o+=e*n.options.scrollZoomFactor*o,o=Math.max(1,Math.min(n.options.maxZoom,o)),n.controlCoordinates.targetScale=o,document.documentElement.scrollTop||document.body.scrollTop);n.controlCoordinates.pinchOffsetX=t.pageX,n.controlCoordinates.pinchOffsetY=t.pageY-e||0,n.controlCoordinates.limitOffsetX=(n.controlCoordinates.imgWidth*n.controlCoordinates.targetScale-n.controlCoordinates.containerWidth)/2,n.controlCoordinates.limitOffsetY=(n.controlCoordinates.imgHeight*n.controlCoordinates.targetScale-n.controlCoordinates.containerHeight)/2,n.controlCoordinates.scaleDifference=n.controlCoordinates.targetScale-n.controlCoordinates.initialScale,n.controlCoordinates.targetOffsetX=n.controlCoordinates.imgWidth*n.controlCoordinates.targetScale<=n.controlCoordinates.containerWidth?0:n.minMax(n.controlCoordinates.initialOffsetX-(n.controlCoordinates.pinchOffsetX-n.controlCoordinates.containerOffsetX-n.controlCoordinates.containerWidth/2-n.controlCoordinates.initialOffsetX)/(n.controlCoordinates.targetScale-n.controlCoordinates.scaleDifference)*n.controlCoordinates.scaleDifference,-1*n.controlCoordinates.limitOffsetX,n.controlCoordinates.limitOffsetX),n.controlCoordinates.targetOffsetY=n.controlCoordinates.imgHeight*n.controlCoordinates.targetScale<=n.controlCoordinates.containerHeight?0:n.minMax(n.controlCoordinates.initialOffsetY-(n.controlCoordinates.pinchOffsetY-n.controlCoordinates.containerOffsetY-n.controlCoordinates.containerHeight/2-n.controlCoordinates.initialOffsetY)/(n.controlCoordinates.targetScale-n.controlCoordinates.scaleDifference)*n.controlCoordinates.scaleDifference,-1*n.controlCoordinates.limitOffsetY,n.controlCoordinates.limitOffsetY),n.zoomPanElement(n.controlCoordinates.targetOffsetX+"px",n.controlCoordinates.targetOffsetY+"px",n.controlCoordinates.targetScale),1<n.controlCoordinates.targetScale?(n.controlCoordinates.zoomed=!0,(!n.domNodes.caption.style.opacity||0<n.domNodes.caption.style.opacity)&&"none"!==n.domNodes.caption.style.display&&n.fadeOut(n.domNodes.caption,n.options.fadeSpeed)):(1===n.controlCoordinates.initialScale&&(n.controlCoordinates.zoomed=!1,"none"===n.domNodes.caption.style.display&&n.fadeIn(n.domNodes.caption,n.options.fadeSpeed)),n.controlCoordinates.initialPinchDistance=null,n.controlCoordinates.capture=!1),n.controlCoordinates.initialPinchDistance=n.controlCoordinates.targetPinchDistance,n.controlCoordinates.initialScale=n.controlCoordinates.targetScale,n.controlCoordinates.initialOffsetX=n.controlCoordinates.targetOffsetX,n.controlCoordinates.initialOffsetY=n.controlCoordinates.targetOffsetY,n.setZoomData(n.controlCoordinates.targetScale,n.controlCoordinates.targetOffsetX,n.controlCoordinates.targetOffsetY),n.zoomPanElement(n.controlCoordinates.targetOffsetX+"px",n.controlCoordinates.targetOffsetY+"px",n.controlCoordinates.targetScale)})),this.addEventListener(this.domNodes.image,["touchstart."+this.eventNamespace,"mousedown."+this.eventNamespace],function(t){if("A"===t.target.tagName&&"touchstart"===t.type)return!0;if("mousedown"===t.type)t.preventDefault(),n.controlCoordinates.initialPointerOffsetX=t.clientX,n.controlCoordinates.initialPointerOffsetY=t.clientY,n.controlCoordinates.containerHeight=n.getDimensions(n.domNodes.image).height,n.controlCoordinates.containerWidth=n.getDimensions(n.domNodes.image).width,n.controlCoordinates.imgHeight=n.getDimensions(n.currentImage).height,n.controlCoordinates.imgWidth=n.getDimensions(n.currentImage).width,n.controlCoordinates.containerOffsetX=n.domNodes.image.offsetLeft,n.controlCoordinates.containerOffsetY=n.domNodes.image.offsetTop,n.controlCoordinates.initialOffsetX=parseFloat(n.currentImage.dataset.translateX),n.controlCoordinates.initialOffsetY=parseFloat(n.currentImage.dataset.translateY);else if(n.controlCoordinates.touchCount=t.touches.length,n.controlCoordinates.initialPointerOffsetX=t.touches[0].clientX,n.controlCoordinates.initialPointerOffsetY=t.touches[0].clientY,n.controlCoordinates.containerHeight=n.getDimensions(n.domNodes.image).height,n.controlCoordinates.containerWidth=n.getDimensions(n.domNodes.image).width,n.controlCoordinates.imgHeight=n.getDimensions(n.currentImage).height,n.controlCoordinates.imgWidth=n.getDimensions(n.currentImage).width,n.controlCoordinates.containerOffsetX=n.domNodes.image.offsetLeft,n.controlCoordinates.containerOffsetY=n.domNodes.image.offsetTop,1===n.controlCoordinates.touchCount){if(n.controlCoordinates.doubleTapped)return n.currentImage.classList.add("sl-transition"),n.controlCoordinates.zoomed?(n.controlCoordinates.initialScale=1,n.setZoomData(n.controlCoordinates.initialScale,0,0),n.zoomPanElement("0px","0px",n.controlCoordinates.initialScale),n.controlCoordinates.zoomed=!1):(n.controlCoordinates.initialScale=n.options.doubleTapZoom,n.setZoomData(n.controlCoordinates.initialScale,0,0),n.zoomPanElement("0px","0px",n.controlCoordinates.initialScale),(!n.domNodes.caption.style.opacity||0<n.domNodes.caption.style.opacity)&&"none"!==n.domNodes.caption.style.display&&n.fadeOut(n.domNodes.caption,n.options.fadeSpeed),n.controlCoordinates.zoomed=!0),setTimeout(function(){n.currentImage&&n.currentImage.classList.remove("sl-transition")},200),!1;n.controlCoordinates.doubleTapped=!0,setTimeout(function(){n.controlCoordinates.doubleTapped=!1},300),n.controlCoordinates.initialOffsetX=parseFloat(n.currentImage.dataset.translateX),n.controlCoordinates.initialOffsetY=parseFloat(n.currentImage.dataset.translateY)}else 2===n.controlCoordinates.touchCount&&(n.controlCoordinates.initialPointerOffsetX2=t.touches[1].clientX,n.controlCoordinates.initialPointerOffsetY2=t.touches[1].clientY,n.controlCoordinates.initialOffsetX=parseFloat(n.currentImage.dataset.translateX),n.controlCoordinates.initialOffsetY=parseFloat(n.currentImage.dataset.translateY),n.controlCoordinates.pinchOffsetX=(n.controlCoordinates.initialPointerOffsetX+n.controlCoordinates.initialPointerOffsetX2)/2,n.controlCoordinates.pinchOffsetY=(n.controlCoordinates.initialPointerOffsetY+n.controlCoordinates.initialPointerOffsetY2)/2,n.controlCoordinates.initialPinchDistance=Math.sqrt((n.controlCoordinates.initialPointerOffsetX-n.controlCoordinates.initialPointerOffsetX2)*(n.controlCoordinates.initialPointerOffsetX-n.controlCoordinates.initialPointerOffsetX2)+(n.controlCoordinates.initialPointerOffsetY-n.controlCoordinates.initialPointerOffsetY2)*(n.controlCoordinates.initialPointerOffsetY-n.controlCoordinates.initialPointerOffsetY2)));return n.controlCoordinates.capture=!0,!!n.controlCoordinates.mousedown||(n.transitionCapable&&(n.controlCoordinates.imageLeft=parseInt(n.domNodes.image.style.left,10)),n.controlCoordinates.mousedown=!0,n.controlCoordinates.swipeDiff=0,n.controlCoordinates.swipeYDiff=0,n.controlCoordinates.swipeStart=t.pageX||t.touches[0].pageX,n.controlCoordinates.swipeYStart=t.pageY||t.touches[0].pageY,!1)}),this.addEventListener(this.domNodes.image,["touchmove."+this.eventNamespace,"mousemove."+this.eventNamespace,"MSPointerMove"],function(t){if(!n.controlCoordinates.mousedown)return!0;if("touchmove"===t.type){if(!1===n.controlCoordinates.capture)return!1;n.controlCoordinates.pointerOffsetX=t.touches[0].clientX,n.controlCoordinates.pointerOffsetY=t.touches[0].clientY,n.controlCoordinates.touchCount=t.touches.length,n.controlCoordinates.touchmoveCount++,1<n.controlCoordinates.touchCount?(n.controlCoordinates.pointerOffsetX2=t.touches[1].clientX,n.controlCoordinates.pointerOffsetY2=t.touches[1].clientY,n.controlCoordinates.targetPinchDistance=Math.sqrt((n.controlCoordinates.pointerOffsetX-n.controlCoordinates.pointerOffsetX2)*(n.controlCoordinates.pointerOffsetX-n.controlCoordinates.pointerOffsetX2)+(n.controlCoordinates.pointerOffsetY-n.controlCoordinates.pointerOffsetY2)*(n.controlCoordinates.pointerOffsetY-n.controlCoordinates.pointerOffsetY2)),null===n.controlCoordinates.initialPinchDistance&&(n.controlCoordinates.initialPinchDistance=n.controlCoordinates.targetPinchDistance),1<=Math.abs(n.controlCoordinates.initialPinchDistance-n.controlCoordinates.targetPinchDistance)&&(n.controlCoordinates.targetScale=n.minMax(n.controlCoordinates.targetPinchDistance/n.controlCoordinates.initialPinchDistance*n.controlCoordinates.initialScale,1,n.options.maxZoom),n.controlCoordinates.limitOffsetX=(n.controlCoordinates.imgWidth*n.controlCoordinates.targetScale-n.controlCoordinates.containerWidth)/2,n.controlCoordinates.limitOffsetY=(n.controlCoordinates.imgHeight*n.controlCoordinates.targetScale-n.controlCoordinates.containerHeight)/2,n.controlCoordinates.scaleDifference=n.controlCoordinates.targetScale-n.controlCoordinates.initialScale,n.controlCoordinates.targetOffsetX=n.controlCoordinates.imgWidth*n.controlCoordinates.targetScale<=n.controlCoordinates.containerWidth?0:n.minMax(n.controlCoordinates.initialOffsetX-(n.controlCoordinates.pinchOffsetX-n.controlCoordinates.containerOffsetX-n.controlCoordinates.containerWidth/2-n.controlCoordinates.initialOffsetX)/(n.controlCoordinates.targetScale-n.controlCoordinates.scaleDifference)*n.controlCoordinates.scaleDifference,-1*n.controlCoordinates.limitOffsetX,n.controlCoordinates.limitOffsetX),n.controlCoordinates.targetOffsetY=n.controlCoordinates.imgHeight*n.controlCoordinates.targetScale<=n.controlCoordinates.containerHeight?0:n.minMax(n.controlCoordinates.initialOffsetY-(n.controlCoordinates.pinchOffsetY-n.controlCoordinates.containerOffsetY-n.controlCoordinates.containerHeight/2-n.controlCoordinates.initialOffsetY)/(n.controlCoordinates.targetScale-n.controlCoordinates.scaleDifference)*n.controlCoordinates.scaleDifference,-1*n.controlCoordinates.limitOffsetY,n.controlCoordinates.limitOffsetY),n.zoomPanElement(n.controlCoordinates.targetOffsetX+"px",n.controlCoordinates.targetOffsetY+"px",n.controlCoordinates.targetScale),1<n.controlCoordinates.targetScale&&(n.controlCoordinates.zoomed=!0,(!n.domNodes.caption.style.opacity||0<n.domNodes.caption.style.opacity)&&"none"!==n.domNodes.caption.style.display&&n.fadeOut(n.domNodes.caption,n.options.fadeSpeed)),n.controlCoordinates.initialPinchDistance=n.controlCoordinates.targetPinchDistance,n.controlCoordinates.initialScale=n.controlCoordinates.targetScale,n.controlCoordinates.initialOffsetX=n.controlCoordinates.targetOffsetX,n.controlCoordinates.initialOffsetY=n.controlCoordinates.targetOffsetY)):(n.controlCoordinates.targetScale=n.controlCoordinates.initialScale,n.controlCoordinates.limitOffsetX=(n.controlCoordinates.imgWidth*n.controlCoordinates.targetScale-n.controlCoordinates.containerWidth)/2,n.controlCoordinates.limitOffsetY=(n.controlCoordinates.imgHeight*n.controlCoordinates.targetScale-n.controlCoordinates.containerHeight)/2,n.controlCoordinates.targetOffsetX=n.controlCoordinates.imgWidth*n.controlCoordinates.targetScale<=n.controlCoordinates.containerWidth?0:n.minMax(n.controlCoordinates.pointerOffsetX-(n.controlCoordinates.initialPointerOffsetX-n.controlCoordinates.initialOffsetX),-1*n.controlCoordinates.limitOffsetX,n.controlCoordinates.limitOffsetX),n.controlCoordinates.targetOffsetY=n.controlCoordinates.imgHeight*n.controlCoordinates.targetScale<=n.controlCoordinates.containerHeight?0:n.minMax(n.controlCoordinates.pointerOffsetY-(n.controlCoordinates.initialPointerOffsetY-n.controlCoordinates.initialOffsetY),-1*n.controlCoordinates.limitOffsetY,n.controlCoordinates.limitOffsetY),Math.abs(n.controlCoordinates.targetOffsetX)===Math.abs(n.controlCoordinates.limitOffsetX)&&(n.controlCoordinates.initialOffsetX=n.controlCoordinates.targetOffsetX,n.controlCoordinates.initialPointerOffsetX=n.controlCoordinates.pointerOffsetX),Math.abs(n.controlCoordinates.targetOffsetY)===Math.abs(n.controlCoordinates.limitOffsetY)&&(n.controlCoordinates.initialOffsetY=n.controlCoordinates.targetOffsetY,n.controlCoordinates.initialPointerOffsetY=n.controlCoordinates.pointerOffsetY),n.setZoomData(n.controlCoordinates.initialScale,n.controlCoordinates.targetOffsetX,n.controlCoordinates.targetOffsetY),n.zoomPanElement(n.controlCoordinates.targetOffsetX+"px",n.controlCoordinates.targetOffsetY+"px",n.controlCoordinates.targetScale))}if("mousemove"===t.type&&n.controlCoordinates.mousedown){if("touchmove"==t.type)return!0;if(t.preventDefault(),!1===n.controlCoordinates.capture)return!1;n.controlCoordinates.pointerOffsetX=t.clientX,n.controlCoordinates.pointerOffsetY=t.clientY,n.controlCoordinates.targetScale=n.controlCoordinates.initialScale,n.controlCoordinates.limitOffsetX=(n.controlCoordinates.imgWidth*n.controlCoordinates.targetScale-n.controlCoordinates.containerWidth)/2,n.controlCoordinates.limitOffsetY=(n.controlCoordinates.imgHeight*n.controlCoordinates.targetScale-n.controlCoordinates.containerHeight)/2,n.controlCoordinates.targetOffsetX=n.controlCoordinates.imgWidth*n.controlCoordinates.targetScale<=n.controlCoordinates.containerWidth?0:n.minMax(n.controlCoordinates.pointerOffsetX-(n.controlCoordinates.initialPointerOffsetX-n.controlCoordinates.initialOffsetX),-1*n.controlCoordinates.limitOffsetX,n.controlCoordinates.limitOffsetX),n.controlCoordinates.targetOffsetY=n.controlCoordinates.imgHeight*n.controlCoordinates.targetScale<=n.controlCoordinates.containerHeight?0:n.minMax(n.controlCoordinates.pointerOffsetY-(n.controlCoordinates.initialPointerOffsetY-n.controlCoordinates.initialOffsetY),-1*n.controlCoordinates.limitOffsetY,n.controlCoordinates.limitOffsetY),Math.abs(n.controlCoordinates.targetOffsetX)===Math.abs(n.controlCoordinates.limitOffsetX)&&(n.controlCoordinates.initialOffsetX=n.controlCoordinates.targetOffsetX,n.controlCoordinates.initialPointerOffsetX=n.controlCoordinates.pointerOffsetX),Math.abs(n.controlCoordinates.targetOffsetY)===Math.abs(n.controlCoordinates.limitOffsetY)&&(n.controlCoordinates.initialOffsetY=n.controlCoordinates.targetOffsetY,n.controlCoordinates.initialPointerOffsetY=n.controlCoordinates.pointerOffsetY),n.setZoomData(n.controlCoordinates.initialScale,n.controlCoordinates.targetOffsetX,n.controlCoordinates.targetOffsetY),n.zoomPanElement(n.controlCoordinates.targetOffsetX+"px",n.controlCoordinates.targetOffsetY+"px",n.controlCoordinates.targetScale)}n.controlCoordinates.zoomed||(n.controlCoordinates.swipeEnd=t.pageX||t.touches[0].pageX,n.controlCoordinates.swipeYEnd=t.pageY||t.touches[0].pageY,n.controlCoordinates.swipeDiff=n.controlCoordinates.swipeStart-n.controlCoordinates.swipeEnd,n.controlCoordinates.swipeYDiff=n.controlCoordinates.swipeYStart-n.controlCoordinates.swipeYEnd,n.options.animationSlide&&n.slide(0,-n.controlCoordinates.swipeDiff+"px"))}),this.addEventListener(this.domNodes.image,["touchend."+this.eventNamespace,"mouseup."+this.eventNamespace,"touchcancel."+this.eventNamespace,"mouseleave."+this.eventNamespace,"pointerup","pointercancel","MSPointerUp","MSPointerCancel"],function(t){n.isTouchDevice&&"touchend"===t.type&&(n.controlCoordinates.touchCount=t.touches.length,0===n.controlCoordinates.touchCount?(n.currentImage&&n.setZoomData(n.controlCoordinates.initialScale,n.controlCoordinates.targetOffsetX,n.controlCoordinates.targetOffsetY),1===n.controlCoordinates.initialScale&&(n.controlCoordinates.zoomed=!1,"none"===n.domNodes.caption.style.display&&n.fadeIn(n.domNodes.caption,n.options.fadeSpeed)),n.controlCoordinates.initialPinchDistance=null,n.controlCoordinates.capture=!1):1===n.controlCoordinates.touchCount?(n.controlCoordinates.initialPointerOffsetX=t.touches[0].clientX,n.controlCoordinates.initialPointerOffsetY=t.touches[0].clientY):1<n.controlCoordinates.touchCount&&(n.controlCoordinates.initialPinchDistance=null)),n.controlCoordinates.mousedown&&(t=!(n.controlCoordinates.mousedown=!1),n.options.loop||(0===n.currentImageIndex&&n.controlCoordinates.swipeDiff<0&&(t=!1),n.currentImageIndex>=n.relatedElements.length-1&&0<n.controlCoordinates.swipeDiff&&(t=!1)),Math.abs(n.controlCoordinates.swipeDiff)>n.options.swipeTolerance&&t?n.loadImage(0<n.controlCoordinates.swipeDiff?1:-1):n.options.animationSlide&&n.slide(n.options.animationSpeed/1e3,"0px"),n.options.swipeClose&&50<Math.abs(n.controlCoordinates.swipeYDiff)&&Math.abs(n.controlCoordinates.swipeDiff)<n.options.swipeTolerance&&n.close())}),this.addEventListener(this.domNodes.image,["dblclick"],function(t){if(!n.isTouchDevice)return n.controlCoordinates.initialPointerOffsetX=t.clientX,n.controlCoordinates.initialPointerOffsetY=t.clientY,n.controlCoordinates.containerHeight=n.getDimensions(n.domNodes.image).height,n.controlCoordinates.containerWidth=n.getDimensions(n.domNodes.image).width,n.controlCoordinates.imgHeight=n.getDimensions(n.currentImage).height,n.controlCoordinates.imgWidth=n.getDimensions(n.currentImage).width,n.controlCoordinates.containerOffsetX=n.domNodes.image.offsetLeft,n.controlCoordinates.containerOffsetY=n.domNodes.image.offsetTop,n.currentImage.classList.add("sl-transition"),n.controlCoordinates.zoomed?(n.controlCoordinates.initialScale=1,n.setZoomData(n.controlCoordinates.initialScale,0,0),n.zoomPanElement("0px","0px",n.controlCoordinates.initialScale),n.controlCoordinates.zoomed=!1,"none"===n.domNodes.caption.style.display&&n.fadeIn(n.domNodes.caption,n.options.fadeSpeed)):(n.controlCoordinates.initialScale=n.options.doubleTapZoom,n.setZoomData(n.controlCoordinates.initialScale,0,0),n.zoomPanElement("0px","0px",n.controlCoordinates.initialScale),(!n.domNodes.caption.style.opacity||0<n.domNodes.caption.style.opacity)&&"none"!==n.domNodes.caption.style.display&&n.fadeOut(n.domNodes.caption,n.options.fadeSpeed),n.controlCoordinates.zoomed=!0),setTimeout(function(){n.currentImage&&(n.currentImage.classList.remove("sl-transition"),n.currentImage.style[n.transitionPrefix+"transform-origin"]=null)},200),!(n.controlCoordinates.capture=!0)})}},{key:"getDimensions",value:function(t){var 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