@keyframes rwdcur192827 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbUlEQVRYhcWWX0xTdxTHv5eW1kpRMpsFwqSELDBIKBoTCC1mUUoFplRifCFN/APUmEz+zLEHZeNBXawmvPCgvumTPrggDNamMY0GCsSgncYiiSMkJsY1EAfrLS29vb+zB3rvmLTQsDlO0tzb3vM730/P79zzOwAwDMALQIctMop//FsFQdhiCAJAHR0dWwZBAGhpaSlViM8AnAbwnU6nuwTgWwBHAWT/KwAi2gjicF1d3dOCggJx//79Yn9/v+B2u6m/v19wOByLJpMpXFdX9xRA/aYBkkCU1NTUjNjt9qDf76f5+Xnat28ffWiiKJLf76fW1tZgdXW1F0DhpgCIiEKhELW3txMAMhqNgsvlEhhj8vPa2loxEAisgSAiEgSBLBaLaDQagwC+2EiciwOAiCBdGWOYm5tDU1MTent7sWfPHnlBKBTC2bNnWU5ODsvMzOR1Op3SYDBoy8rKkJGRge7u7lhmZmZaTU1NWnt7+/zo6GgpgN9TzoAoiiQIAl27do3cbrf8O2OMnE6nUFFREa6qqvoZK8VXC8BmNpvvVlZWhnp6esSmpiYxEokQEZHL5RLMZvNIylsgiT969IgaGhpIEARZvLe3l6qqqkIASpLEyT5w4MCMw+EIS9vFGCO73R4EcHhDAEl8eXmZLl68SMePHyer1Urj4+M0NDRER44cSeUVVVZXV3udTqcgZc7v91Ntbe3TDQFisRhFo1F6//49HTp0iERRJJ/PR6dOnaKysjKanp4mu92eCkR2RUVFmOd5OasmkymMdfoEAaBoNEqRSISePXtGfX198t57vV66efMmBQIBmpmZodbW1g0hzGbzXa/XK8e4evXqIlaa1RpLk24YY3L15+XlyQ6vXr1CYWEhGGPYtm0burq60NzcDKzUwuNEEA8fPhx+8eIFL30vKiraDuDzdQGk1y8SiUCj0cgOi4uL0Gg0MqBKpcL58+dx8uTJ9SBUnZ2dWo7jwHEcGhsblQAqEwEoV2eAiJCeno5wOCw77Ny5E8FgUAaQIDo7O0FEuHPnjgTxJYD5+LLoiRMneIvFogWAJ0+exBwOx/iGAIwx7Nq1CxMTE7JDcXExBgYG0NLSgjdv3iSKIWViAIAJAAwGw1d6vV4rPXz79u0SgN8SLVxTA7m5uRgaGgJjDO/evcPIyAjGxsbWE5dsIX7NDofDR/Pz8+W4k5OTKgATiRatyQBjDBqNBufOncPU1BRsNhu6urpARPB6vUsAcgD8mQRCWVpa+pPValWq1Wrp30Oj0UwhSTuWAYgIoVAIV65cweDgIEwmEzweD1QqFYgIs7Oz4Dhu++jo6NcAfkwQK7u8vHxcr9dn7927VynFHB4e5n0+X0+ytMlbIInfunULAKYUCkXM4/EAADiOQ1tbGy5cuIDy8vJLBw8eTHQWzDQ3N+cFAgGVVMTPnz+PBQKBXwEMJQMA4o3ozJkzHzaYPqPRSD6f7x/HLc/z1N3dLdpsNuHy5ct/3LhxIzg2NkZS57t//75QX18vXr9+nYqLi+eQwqSUbCjNx8o8QC6Xi1bPAzabjfx+f8J5IBaL0bFjx0S9Xp/SPLAaIFFrHQZALS0t1NbWRi9fviSe58lgMKwRXj0Rmc3mlCciJYBfAGQBsOLvRiJZH4D6hYUFNDQ04Pbt23A6ncjNzcWDBw9YRkZGGs/z0devX0cGBwdVO3bsmHI6nd/HY/5nNguABgYGaHJyku7duydlbDErK+sSgG+wctB8upngihR80gFYdu/ejZKSEqjVarjdbgSDQXUkEmkE4AEwDSC0GYBU7BOFQrGs1Wqpo6ODioqKpAx4P5ZgIvshLkocxxEAJ4CC/xMAWKnq01sh/FHtLyUWwA2oKrVPAAAAAElFTkSuQmCC) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur192827 1.05s linear infinite forwards;
}
