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605p0032hdH1LfYwJ+xyM4mGThbEv88Ed8aJoBYdJFalgM1VEtA5vUrq9Rf6sKAKKdv7QX/OFS8IV4j9mfMLBIp7ECjnKiMok1IoR2z9vb3TbTC9vo4oi0yha4TIaYjXaAOoyRYpOLoXiF9aBR0pdbijXNzDCC/4z4UgUIcgNEBU6vcK6gZjKGOLywCcEP/q08RHqD4aw/ECQu2+XkQu+1y74fR/7nn5zpgo2sz9sLnMWe1WeMsjsm3kGWVITkD7JSgbBXhdIjMJK8h8oDiDWyRNDnlp9OdKyKcenEy70/DVos5WsX1MSeLkggA9rPzw4g/4zyctxiUJSIhoLPxIJ+IXhQlS1yuS3ol2kAlZxumXk49fr60MPC4OGvyLtJQyIBw1GwujBeWjHh+B2HDPrqWCFQS1nk/qWy9QM9cQV2FwguXOEnR/OCD2l4cdN21v/gvTPGAqKNlIr+LkvdPHKlz1vCjih2rtPosqYBjARjIh8wkAHKM0pslZ/gg6CQ5RuOBpev4UtvRl6rofZPTV1dF9MCDONBi7SGNje7IQvAKhLCzBLVXLaWLJ/THTcW7c3yAb7NrZHgnRFHgeyDEObxndFA+Dxg7TxX2JotsfX+RhFjc3Z2VhFD0iMJJEuWxacsclquLj1d4xEHyzF5B93BIhSBsl3bgV2rPMexf2azVxC2VuFBtcgiQl7FapCqGNyt42auiAGtrJ9Sdvz6YKc6tzouDx2ji8Ul996j2E9TxmPX39Hzvo0wr6Zoc1eUAse4ZXdcDiaVzsh0NTuQH2kIU9vl7dxLv2thlTQ0rF2/AYmgBnpsTxKM4nTvwiIc1aMeXJowEEJHavUoJSqAbCQaKlAfPTTeYe2GZG4VI2ECLQMGu5TsEeaK62m7b3/jbhZxVVZ30HLY2y6qerapiV0oRiR7BqNHiHGgtGG1nBNUj7zBYwD/kjyMRHYTVQbx9XBG0ZgEDChRCQTUMhl2INsXyg4Vy3KY3u0aZh2TcHIIUbOdWXLVEyqljLXAZzLZjx02Oaoz9+UHZKsbHya7Dv4Rh4+Zxf3n31NkPyohhlZk1cLt+TfxzdKOxibNbG4Y00YbyJuXat7hexNGCFaJki6oQgTZSF9jpT7N8iO4yrk0iLemavnZfXnlAtz98sA4cFDD0VVyk2S8JKm7/ajkrDY9iO6f7InzFo9QusUxpTehMu3lKBcUmYfiMwBNByRfm92zpJKnSft8wjaNlrtJU2LTcqFPKUnUwOMcKtKLJtwaqNAtKtYxsxRQSXYUC4PVdHaZk81EasxTx4Gso1DarqUoV22hRvWfmXhZSsjnc16QJ9iJ1Sx2zX5zdMcxjJeWKyxVOgvCrddy0GaDkWEnAmQdFlho5LU2AUeUBr3g4dZQDgrQG9z/R2zXTrEGXsxJ0l7XKLr5lfywnnEupn31T7ow4PHq+pV5Q5G6oWDKcE2MhpOZ/Ge7c5elkWyVX9txQPOiwamsStfyL4siHPwQllpqVg9fbspWlNWII9Z+AxE4Xu8OOvTDhLWTWlOkDqO8jLHkqDXs1EXrpJnGi9afrvMgouHCYRUYjMeR38S4nSzZEV6aCcHXtkwZrdmJtvEURRXKr5Y30r+vCcsf2dKoEYsi/t3RZsnj57Rcm6bG88TiAY4DWBG6pEOjJm9lVag+dS//CUnm6qwTfg7C9sv3q/UEmhwJ29ymsJw/qnsf3U+9dc9zgTFDsItKH4/jxIlXrkhzvSsUq/9cSIEGE41TTXIdoso8yv38O/A6vk6262zwVBsjNj9Ie+Q9Mi9ztV9hti8UdXsMX8gjhjyBYu/qE334s/v27j+y0hZj+qhFpEPq4CIxtLEDldkr524t+Y9OU8CY66VzRbpDABthgRPqhQ8Qnq2TFR5nhmJNgg2Y2TwjcqhG+oW9rFDGTrVJ9xZwIf5LPeSkODxxA0suTqxHWiQwjqNrZxjgvByQCJZ+QGS2AqysLlKEjzWSOu6QvJlLM7wlsrx+rM+fjBts5x4VaOfSzHiUv2j6a1YzAqTU3zVoJ3T52+t/iNrUC8Gq+wVKaM2IMp2iD3hcq52RmVjypc1pMIPdwsKOMxodbEE/WQb9oc1U2hclvonIM8XTPUr30J+avrpPbREvDbTDINRJzNHdHAEeJTedAk38z+GwwDtZHysHDe3PBFfhig9BVUlxB19uuUnPFtxPPyTtcRRUuEZA5wXmBNt+OEeYJBSBjVQFG2dUCiRbRzl/2+f5qiArthDJJ5Q9ITMAIxPwun0rpo8VxGR1HnFCLmSAhwHYESIjHNHX64EOjOgNtqVHxdKigO6BTgVI473yzDT7vf6Pv20Zue4+uq7a3dLbMCT200nTsl8FujS7IWvGktklR8lcdUZIex7O483BJF104jI7s962/7ozDOCDdlEG9wKCdw81dNc2YoctMytOL7syTwarxnevbBuTiSMdK2oqnBsZQMojhUiA73lLF2rIPs6kT6P8Z6alZxoXrFGEps9iDC3wSpPepRp4Ahp7y9bUxng9YNOtj2RLOCWYI364FZ0FCYixJRfQ/+hff+BKF2qfGX152DnAqv5Ckt2SUtLb9pdNHPbvtR9XTD5Y6Zp8gqUgM6sUGpANcwBET4Auxu0fwkTGVpICWoGJsM3KvED6GYGZnqsKGHm5YqFRgrz14vM/M5xayTM6F7NsbnRfP+n1iPjcJTDpndnO9NRpJu4QH8T0NbJSCKl7fUXSOqUphjnNBRlV50xe1coqpPf0ExI6Btp5jg5A8HviNAwAnHyKpcZTzPB2+8N1VV19MNHzLJ6UExoe+VlA1hcrqyz6WQuuNZCwyQYGFSWFCe4lynjQDZK7YHdvse/PORIT3uVXYLxxqHUAt7w4s3vsBn6Kc49bExwFmHEe6NHcttcdlEGHfwBsXRA5PZ3qaesjhdy8COLOy4qhWRRDnEN4WVQSjXDC14Z6tZMIC0Xk+rmfrcQ76j3/zjLlt/tRBEMX6KtgtUBUUmaKiiTN1eAaIXWWWgY/H4rDKPQObC7cB70vHs4eXLOFk35doXuXoQhI86g/eLLeJYbeekugaSRbQ50828RxrW4u2kYNg4ho6BO8o7X3SDPR4zk7qLaGXGvimCs/cezUXcghOIkNVXepxEXTnlFqJ4FD78AhuuAP2V1ochniWq9SJ37qdRibshQZQwMwqETY83Kc5YtsKnzq1oVdpWF7IOKwOPGlhQur5HEHGbxsWksPq1nwOIGWWwYAvZY9pOZ6vR1o/ulzZVEnDmXfpt2BsNeOd0QFkEi5RCVdiKBxsiVi6Rze0+wxar5CRFMj1Wsygwo++HzQTgo/gCNTPi4aptkhfAQFPQbf0EDX2krekrSonxZkJntYgmAOy0+7nck/czWJt4T/uUE61OiiAKKf1tKFQuGmIkXX4a6eGycKHlUQ77vL/gTNAI+sDzcTvKGyyGGSewv0U1QVeMnXTtZ4GW+u0XnlKqj67cXiwmuGCZRfZrZ0x670fUzXgiSlY9h+1kv5Q6GwuuJtx8qlmKVdEuZ9ZYtRHqKQaMgTtdyABoXwCGsmZQZAXTGAa+s4uz6QWgaWBkF4dYsYAlePRLQHoC4lkITsXWxy/pztSpg8DUuT8SeGsMTke5IhJBWW56jKb7ngfaygq1PBqLTydkoD/0hRtPGwYC5JVtz9tRv1hyO0x4a8OQe+QgnnFZImGvtctfwlnM8COfOsZv0kmBPDSwW0FFfAfune0A1mRbT5Ft+0qO03FhGhk9sbT+of3f8UrjbvcLY67ySLLtS6kUO1SKHjbIHA9O7fptXEN7xHCq7wShvKmvA1kpb+rb5muuOoKoC4lV2NfYoWeu4EU+FTNlLyrZ+qZAa3pKkEaBggYvtbZ0gRhY0Gp5vS6kYLVy0+3SWwiOvjC0ADda7hxNqbvIruxRetID+vw0DliaGATdbOM3MRB8ksqpGWc0Ay9D/EfrTxjjOMi/U8xWy43k7SLU+JCoQoMB4nYU5PTqH21qzyYpJ+g5K/7W498XDEsuUCcG3UDn7ZqT6iRJ3i7IfUVp9kkBI6tL26WbmPH48DyBcOznzhdIcwxU232K09fiByBpb+Q0Xlj9XeCgyLf8Y7VasMmL6RG/gBbU/b5g+Q/IrlGAh++4m+ecbwV6onSTjVVrdb/zi7+Ml7qHnsrpC8qZVV+G/GQy0mM6pROf+eUTqfqEx9wUJOSCEMrOk+XzCG9xjuFyov7ZX8gL0VgqiP08RkUkiSyV9iCw4HUkNhILPnyAOSYUqfEmm9fDWYeAUAoEoZBNGJym5VFTLp2Aryv0RSL0lVuOhDAkXiCvMrBD9DFgRmAkQG812Zs0zP2A3UCY+gK/71CqLh15ewSDgntmEVugLDq9uBsTV0Yzxc6ExFo5ml8t/JB/Qczotdo9srg06vh2HG22Mh9g32Z/d7xl6JUXOw2EcLBucDJnc20Z5AxXw7sGWhp3FyQrngtdp1kK7D2OioDUFWGjYOfyzQZmINE8YtKbamhR2mKbeZrjjhtfwvNiGr4gx9x3cM88wgWf9QuhlKtxf6HLavWpvDGwZhXa+BE51V4KXQ/peT9SFLRc/lmNJvzTC9JYXPNVw5qHkU75ldolg+PBXb4IhNMEmCvx0kVr16TIaNVrpCxzCyKgxFIWWx/Zc4uxAe/J69brGfkoSA1qFqsEIYcnffFPy/1QMcNZ/f63/N4cYqSkISKsKPK+BJ1Uo7AGipdw4702ruP9ox4w7OA4QwKU3/VF/hVn3bW0ukuDoGQR+oX3z/ii/u7be+hpy/zHAgD/iK6KuZD/74OtnIdU7+wfVwHLz2t40IruQpJjlI0dGeaLAcwdauilNq3xKzBcnx+IT0VlTlM400pLgY+p3nelYgv4KgU/6aoL0rl6fBhekONR2PX89Auiqt+Uivq3wT0NDWvQRI0HZOT4uCrU3O3TiIWGiv38tGiMabHElzmb6UhRQ4TpsS7d8IoBdJZT9+OFdc09gV+aWUemhwVpj5PY+mPBR+5ngy8v/aZWTjpg/v2IZyASWNOsrNwotCgz7MoxO3NK0s/cqN+0ldFC4DdP+4TWQLTwD6QbDyCKKA0iWuS5/rDP6fn9j1qbcHy0628Vy2N/mQs+skSIRRzw5C6lyLEG5soiNChcMbQLVbpUTGdkhT+SRSzTI60jIsN1hQZ/MUsHpAMKVnEgKUxIS8Xc34O5i2wlvJJWd8nSW5eG9ezOq007dCuw1JS7wJ9fjdpKyCwxN/r8oN9ujfq8HwzJQ2w25tBDixHzeKvG5tbhjc1N+EzV5N9JTSBwMcyLPMiVIF3iMS9xqf9+A0rTA3QKeXp4cDJSRqi2qTsl6hiYpkkUmr8+yU3KIwvCaltQ0rUV9SnWO4qbPvFvSEDOJyIgunONBKii7IvaKBfdmQ+txPF8CZwe+rszT+ZYCtcQbtRA2byPG23YirybezKzXlpyO13WztPY1Bp0wrwHy00QuqDh4HUNL+0fYGPXXt8JjQ5wvsLG0iV8ll4BCufDTWPbr172ucKh4Fq/+hWj1umu13fQFuP4L9zX95rHpP1R5UifrhhTMWMwcAfxRYOo7wNwKq4bE00Zakb/niyykCvnPR1H1vvN/FhsK0Q5tnazDnexSvvUx18tXOkudniXQuBbR1WaYz8HHbTNEObXDTBIcgCwUrTWDInjuir1+mkaJRB8KB7ni952irVIOjk58UsdhMZkTe26nyDXHBhN7KUv8WGtdWqFDM9YfEDrGpZSo/2tZxI/MqTidbPsq3sZuVX5bClaqSASI5fhpREUTt3Rbj60wG7Xlt781L59dkHo5CAlzPkcfY4QtpXp9QRqaglQ+zrwn205TIxh3xiRrVd6EVBn7UFxJq3AcdCwVF64LyURvgVTSQeknVYxeZ283tlDaxS+Phm4lfsNS/ptRk9FEAWhpT3JVNXdB8wU8LtbuZHJaY/WMf0hTeDtZ0wQgt/u9g9mHKzMTJ0zLRw/s7o+9zd8XGW1JOjFMHjcENTZXukD00zTi6I/ReTH9CBHGJVPGqMNbXPoYZ0fL1t2ZecvWU4B/qjCsMrijxjyaMflQkZO8mLP/7zNE2GUjQuEQF4x1zcrgowWckaBBwQt9g6wBkhe3sOJuzmqxErx2tpQDPGOVY4TwR/Ne228ZVwU0Hz0MtJeL2DoDD+Gm3kNcanOIThroGOfhZIufTUq7vKBlufKPInk3nXrxlSBaBwvC08afXv3jwh/A+zPVTYwf29N1dPkSsZZ+3fNCKO78odlO2ub0b3SI0ggJpuqBTpRdEDuUVrLvefe4Pq5PRDikV+ofLYJquJqAVS66ibdk91mv8IFF/FAND69/NIq8ZWDFTO5agf4mXkekKwDObIB2m/bEPSaXemVIaplQvBKvQZEe2paPiSJGHZOOr4cxLGbt9+4XukDx3LJsayNxV3D5Q
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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 e=window.getComputedStyle(t),o=t.offsetHeight,t=t.offsetWidth,n=parseFloat(e.borderTopWidth);return{height:o-parseFloat(e.borderBottomWidth)-n-parseFloat(e.paddingTop)-parseFloat(e.paddingBottom),width:t-parseFloat(e.borderLeftWidth)-parseFloat(e.borderRightWidth)-parseFloat(e.paddingLeft)-parseFloat(e.paddingRight)}}},{key:"updateHash",value:function(){var t="pid="+(this.currentImageIndex+1),e=window.location.href.split("#")[0]+"#"+t;this.hashReseted=!1,this.pushStateSupport?window.history[this.historyHasChanges?"replaceState":"pushState"]("",document.title,e):this.historyHasChanges?window.location.replace(e):window.location.hash=t,this.historyHasChanges||(this.urlChangedOnce=!0),this.historyHasChanges=!0}},{key:"resetHash",value:function(){this.hashReseted=!0,this.urlChangedOnce?history.back():this.pushStateSupport?history.pushState("",document.title,window.location.pathname+window.location.search):window.location.hash="",clearTimeout(this.historyUpdateTimeout)}},{key:"updateURL",value:function(){clearTimeout(this.historyUpdateTimeout),this.historyHasChanges?this.historyUpdateTimeout=setTimeout(this.updateHash.bind(this),800):this.updateHash()}},{key:"setCaption",value:function(t,e,o){var n=this;this.options.captions&&t&&""!==t&&void 0!==t&&(o=null==(o=null!=o?o:this.options.captionHTML)||o?"innerHTML":"innerText",this.hide(this.domNodes.caption),this.domNodes.caption.style.width=e+"px",this.domNodes.caption[o]=t,this.domNodes.image.appendChild(this.domNodes.caption),setTimeout(function(){n.fadeIn(n.domNodes.caption,n.options.fadeSpeed)},this.options.captionDelay))}},{key:"slide",value:function(t,e){if(!this.transitionCapable)return this.domNodes.image.style.left=e;this.domNodes.image.style[this.transitionPrefix+"transform"]="translateX("+e+")",this.domNodes.image.style[this.transitionPrefix+"transition"]=this.transitionPrefix+"transform "+t+"s linear"}},{key:"getRelated",value:function(e){var t=e&&!1!==e&&"nofollow"!==e?Array.from(this.elements).filter(function(t){return t.getAttribute("rel")===e}):this.elements;return t}},{key:"openImage",value:function(t){var e=this,o=(t.dispatchEvent(new Event("show."+this.eventNamespace)),this.globalScrollbarWidth=this.getScrollbarWidth(),this.options.disableScroll&&(this.toggleScrollbar("hide"),this.globalScrollbarWidth=0),this.options.htmlClass&&""!==this.options.htmlClass&&document.querySelector("html").classList.add(this.options.htmlClass),document.body.appendChild(this.domNodes.wrapper),this.domNodes.wrapper.appendChild(this.domNodes.image),this.options.overlay&&document.body.appendChild(this.domNodes.overlay),this.relatedElements=this.getRelated(t.rel),this.options.showCounter&&(1==this.relatedElements.length&&this.domNodes.wrapper.contains(this.domNodes.counter)?this.domNodes.wrapper.removeChild(this.domNodes.counter):1<this.relatedElements.length&&!this.domNodes.wrapper.contains(this.domNodes.counter)&&this.domNodes.wrapper.appendChild(this.domNodes.counter)),this.options.download&&this.domNodes.download&&this.domNodes.wrapper.appendChild(this.domNodes.download),this.isAnimating=!0,this.currentImageIndex=this.relatedElements.indexOf(t),t.getAttribute(this.options.sourceAttr));this.currentImage=document.createElement("img"),this.currentImage.style.display="none",this.currentImage.setAttribute("src",o),this.currentImage.dataset.scale=1,this.currentImage.dataset.translateX=0,this.currentImage.dataset.translateY=0,-1===this.loadedImages.indexOf(o)&&this.loadedImages.push(o),this.domNodes.image.innerHTML="",this.domNodes.image.setAttribute("style",""),this.domNodes.image.appendChild(this.currentImage),this.fadeIn(this.domNodes.overlay,this.options.fadeSpeed),this.fadeIn([this.domNodes.counter,this.domNodes.navigation,this.domNodes.closeButton,this.domNodes.download],this.options.fadeSpeed),this.show(this.domNodes.spinner),this.domNodes.counter.querySelector(".sl-current").innerHTML=this.currentImageIndex+1,this.domNodes.counter.querySelector(".sl-total").innerHTML=this.relatedElements.length,this.adjustImage(),this.options.preloading&&this.preload(),setTimeout(function(){t.dispatchEvent(new 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998af50bf923/UploadedImages/ACA-Master-Logo_-White1920-768x179.png" alt="logo_white.png" caption="false" class="img-responsive"></p></div><div class="HtmlFooter"></div></div></div><div class="col-md-6 section2"><div class="ContentItemHtml footer-social"><div class="HtmlContent"><ul> 999<li><a class="footer-social-link" href="http://www.facebook.com/theacainc" target="_blank" rel="noopener"><i class="fa-brands fa-facebook-f" aria-label="Facebook"></i></a></li> 1000<li><a class="footer-social-link" href="https://www.instagram.com/auscounsellingassociation/" target="_blank" rel="noopener"><i class="fa-brands fa-instagram" aria-label="Instagram"></i></a></li> 1001<li><a class="footer-social-link" href="http://www.linkedin.com/company/australian-counselling-association" target="_blank" rel="noopener"><i class="fa-brands fa-linkedin-in" aria-label="LinkedIn"></i></a></li> 1002</ul></div><div class="HtmlFooter"></div></div></div></div><div class="row row-wide clearfix hl-md-v-padding footer-middle-row "><div class="col-md-4 section3"><div class="ContentItemHtml"> 1003 1004<h2>Australian Counselling Association</h2><div class="HtmlContent"><p><span>34 Station Street </span><br><span>Nundah QLD 4012</span></p> 1005<p><span>Office Hours: 8:30am - 4:30pm AEST, Monday to Friday</span></p></div><div class="HtmlFooter"></div></div></div><div class="col-md-8" ><div class="row row-wide clearfix "><div class="col-md-4 section4"><div class="ContentItemHtml"> 1006 1007<h2>Contact Us</h2><div class="HtmlContent"><p><i class="fa-solid fa-square-phone" aria-label="phone"></i> <a href="tel:07-3356-4255">(07) 3356 4255</a><br><i class="fa-solid fa-envelope" aria-label="email"></i> <a href="mailto:[email protected]">[email protected]</a></p></div><div class="HtmlFooter"></div></div></div><div class="col-md-4 section5"><div class="ContentItemHtml footer-links"> 1008 1009<h2>Quick Links</h2><div class="HtmlContent"><p><a href="who-we-are">About Us</a><br><a href="https://theaca.net.au/aca-directories/find-a-counsellor">Find a Counsellor</a><br><a href="register-with-aca">Become a Member</a></p></div><div class="HtmlFooter"></div></div></div><div class="col-md-4 section6"><div class="ContentItemHtml footer-links"><h2>Legal</h2><div class="HtmlContent"><p><a href="privacy-policy">Privacy Policy</a><br><a href="/termsandconditions">Terms of Use</a></p></div><div class="HtmlFooter"></div></div></div></div></div></div><div class="row row-wide clearfix hl-sm-v-padding footer-bottom-row "><div class="col-md-6 section7"><div class="ContentUserControl"> 1010
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