@keyframes rwdcur232185 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWUlEQVRYhe2WT0wcVRzHP7MPbJNuHRYIMEu1t9bUiynaiCFVU0Nq4mG5ehcPVD1IQrhgyq0pHgA9IAcPJsRE0yHRSGM1VqtSUUgqBygmbVh0p+1BJbAVdue9n4edNbMIdibu9tRv8jLz/szv+8l33rwMxNQqY6MAknQnJOmKJN3vJOmelaSbiFsLwIphPA6cCboLh3m9Q5LuDHD6n2KbPZHrlRWJepWxjZA5wPFVxuatzZ4XgZXw2j66N+JC/G9J0t2WpCsBgPTRPR712br/mpxlOAHo8FgnQ/+K2drs2VcGCHQGeC0KwL1ewVuh+8Ju5iGIirk+ukerAfBCcF3pZGhflIKBFt7l8zeqAfAMcLGToaMxzTsGyUxEWl2XbvCUY5/YbW6W4QmAafrnYwAwSGZmkIzce2WQQL2oc7tBdDL0amB+PIb5dUpnw/eRACyxuDH383NJvf/8Tohp+kdjmm8DR4LuF5EAAJzWNEuzP518uFAJkWGkYiNN0rtnrEHkD4WGzkairndSnhR8kXxRvOtrkm555EoYYpr+8Wn6pQwwSe92pMIRZdWlG7zi6u9taIGC4VY2x9Onnv3218Qfb2pvfS6A2MgwcjCUwMorvHf0HC/vtj82B5g6GBWg9BlaVqkpaGt3uHrpcle7aXi7nESGkZ0Fj0zSOzPAVAewEBp/J445QEJEwDIlFJWAeouW9jZmL1ZCBFLAMKUdfnqS3okAYmyAKWuAqUjHb4WUY3uitYgvIgVf9N2CFP/8S7bubMjNH5bk0dbDV/Y6J6qh0itIJMAyGCwMBm2VWlO6lUvup12HTGpnElUGAAxgxEcLaAw+Bq0MjW3NfPLxha7G4oGaQCQAjDEYY9AiaFPEFx8tmqIU8S1NqiXFZxfcrgOy/3y1AerKAFprtNas3fJoaWrGF59DTx67bGHhow0Q4wcuhpRje1tbW5LP52X5lxVRjp3/4KMPJZfLiXLsL5Vjv1QD20qAsLly7BPKsRez2axc/XFOlGMv1tI/AbCW+43HTz51F3g+OP2y84vXaGpIAWRrmkIQcz68w4MUlpaXl+Wrb74W5djXauVfp731UzsHtbc+pxz7hnfn9mPNqUYAv1YAe0o5dlo59pJy7PeVYz9x3wEe6IHul/4GQv1qI6tlTHkAAAAASUVORK5CYII=) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADk0lEQVRYhe2UTUgcZxjHf/Ph6sTVWeNHd0wCaSjGNrEEJWKkBNKG1EIPCt56KZS2B1M85KDZUtIUWu3RWg8ipQehpcEy3kxsStscpGzQIhK0KxjR1MWQgqvuuq478/aQWRiNNrNkN6f8LzPv8z7z/H887zOvRJa6SmtfD6Od3b72QeAjYAK4DVzvTY3Y2daTsjDuBy47y6keRhu6fe1jQEsmpzc14rleRrJH8w2XOUD9VVone1Mj7wARd66phTayhXhmdfvat7t97cIBEKYW6vf6rfp/mx1ckgHLHRtg/Ik296ZGCjMAji4Dn3gBeNoRXHO9p/Yzd0Hs2jO1UF8uAC46z8gA44VeCjqaatv6qjMXAM3AzQHGT2Zp3mBqoUFP2cXBilXF0Bv32+vg0iCA8JuTWQBgaqExUwuJp2eCLKPwevpY334QA4x/7JjXZ2H+N4/vhglPAKoFN2+YTd3x1uG9EMJv9mVpvg3UOMvbngAkoKq8kis9V2r619//yQ0hbbbtGqTF4qED2+q03OcKXfdEHXgpuCoi60KMroj1zrC4VXht10wIv9kv/KbIACwWD217KuxRUmmwajV2934VD7ZgepPkz/PM/v7X2tmKL9+2orGwA7EhbbaVuDoQOR7/8OTEoa/3m4/N5kRXiVcA2cKGQgVKVTAKKDp3hFN1tYHwo09vZTohbbbtLVizWDw01pzoagCmXPFvszEHkHcky0ZToLQAjmhwWqeg5QSvNdXtgnCkAF/weMJbFouHBh2Ib5oTXVJzosvT9euWpFYHojsL/wbZSkNsBzuaQCzEEctJrOE57kXm1xpdx5FryUIIUGXQVGy/jF3pwzpWhPVyEbQe55U36wKTjz7/5aDL6pkBAFDAlsEukrFKZKxgAemjBeyc8SNfqMZ473TpD2sdZj4gZADbtrElG0sCyyeR9svslMukjqpsv+pDPldJ/WcXqz/YOv9drgHUDIBlWVhYLD+MUlV2GOuQTO0bTXeq5DI1okSTAGjAWo4JFEOPJpNJEY/Hxdx8RCiGHh++8aNYWX4gFEP/VTH0d3Ns+SSA21wx9EbF0GeWlpbEn3fDQjH0mXz6ywDLK/9w6vzZBHDB+d2WJmemKQ+UASzltQtOm+PuCXe6MDs3Nyd+u/OHUAx9Ol/+qhWNvbU3aEVjYcXQF6IPV2sryg4DpPMFcKAUQ69WDH1WMfTvFUM/89wBXuiFnpf+A6WcYqCJU5c5AAAAAElFTkSuQmCC) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjklEQVRYhe2UT2gUZxjGn5lvprvJbjpZo1snWglBtDSHiqkBRVqk4p+gh/UgSPHQlERYtw09tRTaYg8pK3iIMUt3t0VoD0IPDfSQBVH8g10ksgFJizFBWTbGNRUry+64f795e8gsTJZdmaG7nnxg5pv5eL/v+c0zL58AmzqNA+OTuDzqlwfDAEYAxAFcAXAmVJ7W7e4n2DCeABAwXmcncbnfLw/GAByq1oTK05b3q0q0aJ41mQPAztM4kAiVpw8DWDDXRpyBrF2I/y2/PFj0y4NkAFDEGZiwuvalCZB7SiT3FJmvenWh8rSjZipQr842AIDvTM8lIedr+I9r/3/EGRhvBsB+Y1wQcr7ar3yZZkcKF0Zt1NeXEXvMzpqIM5AwxrClBQ61K81UZaABQBgAkq5owiZELOIM1O2XWokSCeIm3XOuHoSQ850yzHfaML+P1bMhbglAhIiZ2PW9R4vvh2shkq7ouE3zIoBtxusVSwAA8NYGL6K//LhjKL/vZzNEjza8ppHi7cGGsRqRv2GaOmOJ2r3Ru0JP8kSJ5/Tsp7/om46P75shkq7oRNIVpSpAvD1YtLSxRQmujetXcn8ve/G8CCwVkbmVRDQYevhVx+8neDozY0Bke7ThDlMCC3tefLl9qu3rev2R8+XHOqwCiBVB1yELQJsEKBKUvm6c8o/0/pA9dqmaRI82XLvhtnh7MObLj/UDmDXNX7BjDgCiDgJkAXAywCMDm9vgHtiC4dG1EIYYgO+x2uGH4u3BsAFx3pcfE3z5sc/smAMApO7ONJUqRFqZ6GmB+GKGKn8+pdIfj+jfz2/QWfcnDxqdE82QSEQAEwBZgO4AdLcI7hHBuxgcu7tx8otPe89mj9cm0TyA1bsIXSDoEsAdAvibDJVOhsrbDjjf24Bj357sHdUOXmwFhAgAuq5DB8ChgzNCWeaouIByp4iyKqGtz4uh8cC7H5a2TzYbQKoCcM7BibD0JA3vui5UJI6t+/tvOjkTn0laCcDaY6ZZYqqSLhQKpGkazS8uEFMV7dffLtHj5UfEVOUqU5UjLbBdC2A2Z6oywFRlLpVK0e07M8RUZa6V/iIALD1eRt8Hu14A2GecfqnE3F10dXoAINXSFIyYNXOHGyncm5+fp2s3bxBTlbut8pd4OvNR7SRPZ2aYqjxM/7PyznrPOgCotAqgoZiqdDNVucdU5SJTlR2vHOC1XutV6T9E6HG1VRqYYAAAAABJRU5ErkJggg==) 0 8, auto;}
}
div.testarea{
animation:rwdcur232185 0.53333333333333s linear infinite forwards;
}
