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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAElEQVRoge2Zy0rDQBSG/wk+gnSdJ2hLW1GsilXxglK1V1AERRBBEBH1dbpw4V5cW1DQraIPkF3xJXJc6ISkbZJJk2ZmoD+UGZqGfl/mzKUUZIGgcQwA0FnCkA0QNwYAtO9a2o6CMwK6SnhKSEeJ/jlg6ybRL6DdnPBdhXSRCFpGtSinIAEtykloI1NZQnQnVracRAUMAGjdNpWTED4LEf1xN28aSkkICXB4IgIR2fXrmjISoQJ98CAig4iwf7WnhESgwBB4z2v3sipdwlcgDJ6IYNs2di62pUoMFRCF5/2t801pEgMCUeF5f+NsXYqER2BUeN5fO11NXcIRiAvP28rxcqoSRpLwvF06WkxNwjMCScDztnwwn4qEMwJJwvPPzLVnxy4RKBAHnvdnGqWxSvgKJAHP22KtMDaJqWECIvDPnW7kLyMLxEywsQoMA+71fpDJTHveA4CkYUaJR8AP/vPxAwCwclJxrqkSZw4EwTMTjJlgz52uc23hsCz9JAr8C4TBu2/oLyPZ8axCYfDMBHu5f011nQ/LQAn5wbuj0ih4SkgEnplgbw/vjkSpXpT/g0YU3h33vJEaskDZbJ6iPkWyQIVCgfL5POVyucj3JxUDQKQn744KoxBrJyULlKtmHYmvp2+wlHfn2P9Suo8hMhL7ablrnylwNppkkkkmSTe/6Kfhkw2E5BQAAAAASUVORK5CYII=) 1 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur113797 4s linear infinite forwards;
}