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0%,4.4454545454545%,100% {cursor:url(data:image/png;base64,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) 13 19, auto;}
4.5454545454545%,8.9909090909091% {cursor:url(data:image/png;base64,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) 13 19, auto;}
9.0909090909091%,13.536363636364% {cursor:url(data:image/png;base64,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) 13 19, auto;}
13.636363636364%,18.081818181818% {cursor:url(data:image/png;base64,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) 13 19, auto;}
18.181818181818%,22.627272727273% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSElEQVRYhe2Wz24SURTGf2jTCMHimCbAwNiulTALEleNrKyGV3DP7PQZfAV37owv4G6iK3VlXHRRQmKMC0OHFppICLFJN5JxwdzhznT+3AGauPBLboB7z5zvm3PPH+A//nHc8NY2UAB2gF3dMF2g4n2uhS0F8i1vbXvrlne+sy65IEk6E6QFoAjcObT2fwIcWvvfAR5399aKQi7hrMDyjYu6Yf4AaHRmVwz7dokz5zjJ10oC7noiirphfmtbc/9g4lxsTETSA/d0wxwACPIo4nVFxCahbpgDVeJ1kJSE106eKuC6ySHhCs6c4xy2WqOJqgxVKCeMbphu25pzcPuBv/fm4ydOjyrUWmO0cp6+XQLIlIipOSDIxfc9Q/OXVs7T6MzQynlgGYksLTpN6UPdML+2rTkT58J/wyjI1zA9v+T0qKIUiaRZgEweJglDiMuaD4kCIL4SBGGtNfaI5f34SGUWAIuQhlFrLfZEEi5tsiViqpFqQolIqN69sgAhom3NeXb/wN979eF9wEZO0I2XoQpEBLIOo40JWBWpAqr1pvuo+4dfJ79xXTd1ZUVsFVTrzYC350+eZnaugsgICHL5X5AqwsLTcCUCWR0IaOU8muiC9sLHaNjL3opHw16uWm+6jc6MiQNpXS1qPjRCQsL+5d+xCoWIvl1CzINwHnRffEGeFbKouJnQt0sBEbFVMBr2cuG3CzcfIDAlZfvp+WXkqrXGgWtOLEOh9PPrm76Dl2/fMXCmDJxpwFbMgqi5kQTlrrVqckZBvoK/n20alb0y9V0AAAAASUVORK5CYII=) 13 19, auto;}
22.727272727273%,27.172727272727% {cursor:url(data:image/png;base64,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) 13 19, auto;}
27.272727272727%,31.718181818182% {cursor:url(data:image/png;base64,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) 13 19, auto;}
31.818181818182%,36.263636363636% {cursor:url(data:image/png;base64,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) 13 19, auto;}
36.363636363636%,40.809090909091% {cursor:url(data:image/png;base64,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) 13 19, auto;}
40.909090909091%,45.354545454545% {cursor:url(data:image/png;base64,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) 13 19, auto;}
45.454545454545%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOElEQVRYhe2WP2/TQBjGfylVRaJAMEsSJw47RPEQiakiSytQvgIzyQafga/Axob4AmwWTMCEGDq0isTAFNw/qUQURVTqQmSG+Nyzse/OSSox8EgnR3dv7nn83vPea/iPfxxb4dgBSsDtWrMTAIjnutg2IN8Ox044NootzZogLQFl4A7A/qAViOfes9ZamSgo1koh+U2gbDvud4B2f/5X4MircOofqvZaScDdUETZdtxvveEiWpj6FxsTofpDy3bcMYAgTyNeV0SmCW3HHZsSrwOVCa+dXCvguslBcQSn/mEBzzUqsbTKMIWxYWzHDXrDBbu3HkRzbz5+4uSgRqM7waoWGXkVgFxG1HpAkIvf9xwrGla1SLs/x6oWgatMyPE66JQ+tB33a2+4YOpfRG+YBvkYZueXnBzUjDKh6gXI5EmSJIS4vH5QCoDsShCEje4kJJbnszOVWwAsU5pEo7ucEya8islnRG2QqaFEJkzP3liAENEbLnh6fzeae/XhfSxGNujGy9AEIgN5m9HGBKwKrYB6sxM8Gvzm549fBEGgHXmRWQX1xEfn88dPcm9ugtQMCHL5K8gUSeE6GN0DJrCqRSxxC3pLEWfHR6tfxe3+nKkPulstrT+0E0JkJEVlKqw3O0G7P2fkVRD9IOmDwYsvyL1CFpXVE0ZeJSYiswrOjo8KybdLXj5ArEvK8bPzy9TR6E5iPlGWoVD6+fWNaIOXb98x9meM/VksVvSCtL6hgvGtldfdKshH8Ae7ahUkwObBwAAAAABJRU5ErkJggg==) 13 19, auto;}
50%,54.445454545455% {cursor:url(data:image/png;base64,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) 13 19, auto;}
54.545454545455%,58.990909090909% {cursor:url(data:image/png;base64,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) 13 19, auto;}
59.090909090909%,63.536363636364% {cursor:url(data:image/png;base64,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) 13 19, auto;}
63.636363636364%,68.081818181818% {cursor:url(data:image/png;base64,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) 13 19, auto;}
68.181818181818%,72.627272727273% {cursor:url(data:image/png;base64,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) 13 19, auto;}
72.727272727273%,77.172727272727% {cursor:url(data:image/png;base64,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) 13 19, auto;}
77.272727272727%,81.718181818182% {cursor:url(data:image/png;base64,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) 13 19, auto;}
81.818181818182%,86.263636363636% {cursor:url(data:image/png;base64,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) 13 19, auto;}
86.363636363636%,90.809090909091% {cursor:url(data:image/png;base64,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) 13 19, auto;}
90.909090909091%,95.354545454545% {cursor:url(data:image/png;base64,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) 13 19, auto;}
95.454545454545%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFElEQVRYhe2Wz0rjUBTGf44i01LtZBBaUqKutZBFwZWQlX/oK7g3O30GX8GdO/EF3JWZlboaZuFCKAziYihBqQspBcFV0IU5aRrTmxvTogs/uLTce5Lvy7nfPefCFz45vgVjFigC88CCadnPQDX4zYUZDfKZYMwG43uwPp+XXEhUa0JaBErAj013+T/Aprt8DbCxu5QrC1OKtSKDLy6Zln0DUG/23wS2W2XuvCvVu94l4GcgomRa9j/H9cOFB+9xbCJUDyyalt0BEPIk4rwiRprQtOyOLnEeqEw4cfJUAZMmB8UW3HlXU7T0Ck3SydCFtmFMy352XJ/1udVw7vjsnNvLKrVGF6NSoN0qA2QyYqoHhFz+L1lGOIxKgXqzj1EpAINMZCnRaUrXTMv+67g+D95j+IVJiG5D7/6J28uqViZUvYAoeZwkDhGX1Q9KATD6JAhhrdENiKPzozOVWQC8pjSOWuN1Tkw4iMlmxNQgXUNJJnT3XluAiHBcn52V9XDu8PevoZioQcd+DHUgGcjajMYm4L1IFSDpn1Rf0M7A3tb2xwrQRdabslYd0IFRKWBIFQy66DhKcerXJPWHekxIFHFRiQqF2HF9Lo6mERPGfbC7/4ckg7Zb5ZE9IX5vzHQjihcfiZEsRLPRu39KHLVGdyizqSasN/tcHE2HLzg4OaXj9eh4vaE46QVJfUMF5RZMCtEteAEYSPFWRyL8MwAAAABJRU5ErkJggg==) 13 19, auto;}
}
div.testarea{
animation:rwdcur80316 3.6666666666667s linear infinite forwards;
}