@keyframes rwdcur103324 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJZ0lEQVRYhc1VeXCU9Rl+vm/vK7vZIwfZbM7dxGQTEmIuIBzlNOoAQmhVKmehzqgFQXEUx7G2jo5Yaz2QytjDoy3UCxzDGSHQkASSjYaEJJtjN3eym+x9ffvt9/UPzDbEtMLUzvSd+f75/d73eZ7veed9f8D/Q+zeve8np06dS/1f4bvfOXyg8+V3HN71Bx6beUcCQFFRwTKRSHCquvqs7ocm97765pMXAr7nOwyJin6j5BezChCLxSgtLTaIxYLq06drtD8Y+dYD6de8wV/nrr2PXLRkMdrFQtL59RXudwQAAI/HQ1lZSQ6XS1bX1tbF/RAC/KV37hk3ZnB1yckAWIxMjKVyCO68WQVMiViwoNwYCAbP1dU1qv8bcm/VXl1PcOSR4gXlIEkCAKCy+/2CtpHJ6XncmYU8Hg8VFeXGr86dP1dX17h0/vySaIHryJs6butQpTcjo7CXCUM16UWc//pzioPvjc7ECfzozvsG+EEUazTRM2VK/Cj//sru6Xk3OcCyLBiGgdftQVa2Ib+5uenVqTvLHz6bMxBi//GlRn2oIUm5k1dRvLMtN22njZNwJvDYSwnTcWy//Zy0uCbXpRpzQRI3/j4YCoEnlX3HqagDDqcTLaav/aWlJeI//un9z06erHmWG2HcUfVux7Z6sUx79+4qiEVCnDl7DqvurUR1MGCUOagX3Ps+3hVzcD0DAOIBj9ShYBYV6TOjRCOjY1DINe0zBZAAYO21BC9erPukt71rr9PpRGlZyfJNWzdPnr5Q3R91YNS8Pj0/BxKxCA6HE8FgEEKhEIvuWoUWDrWDKZQtmsr1CMygxBHEKhRRorFuCxLcZMusDjz+xOOPAsDA4KD0SuPV/Rw+n2ZZSglgGAAiwz51zdF3dQUZ6aBpGjXnz2PF8uUAAJVajXCKFi46vBfAeQCI8UvAVfyruy6XC5G2FsQSuDirA1ORrNV6R212vYQnzNr+0KZrU+c2S1fO+EhQGQpROPHp5wgPTcDn9UbrsrKzYBuwzLecOHOs6fW3Qu0FKbYOvxs2mx2RSARXG64iL003yGTLG6MuPfJKXNSB6fHwru30zDOZTNWbGS9zX3r/aEw2y/QmSY01V87W7OCuXoG4uDhweXxUT9iUhWm6DerSImg0aiwtzIZQKETrtTbYTGYYVfEd4bGO4NhfPuJGePFP1ve37QcgJ2aS/bsYPPJcegyTxeU1XpjkFBdNBmSJL39lNe8TFeVhyeLFoOkwbJM+KBUStHWOIj1FCY1Kjkgkgt7ePjSfOYUlEo1lxGql25XSTL5cjo2bNxHk91N/Gw0Wu5ud7BcdOWzn79rJkIP4UO4JQ5ecDB6PC5FIhMEhJ9zeINJ1SohFQgAAh8OBXp+J8nvX4HdNl1M7E5WZRJBC5qiLmrUFs4Vr63Zjz5z0KwGXr3/0rePfxBCcT8fYsf2BvHxkZRmiefNLMsHYfCCtHrBzb555hUIOdXoK6BE/KmOUHYwzdP+sAhiGSSBJ8qbNxu7afY+j/oKwO0IbmibaDakazYY+SxcqV1bcXBygQbzUAvT5EdmcAu6aG+KsFis6urqQmpoGfktPUJpfsl6w/I52YMYUeF59+unQ6dfMvg+eckycesPhv1Rj8n547CmM2WoKCPFzC6lwi8EZgtc5ieZxG0QiEVpbr4FhmG+VfvsBICJsFJeiaRw/cQL5+XlwMl6hn3FEH7ubHOAvLhbxFO9KmcY6CDlcsKKSAnZBYQGGsttDl4ZWZCjTXkxDnw76/GckhoxtPb19aDaZoNfrIRQKADEXkSeMICweYF48/IEA2to7cKn2InJzcyCTypDMwB5IUtVPcXKmC9iTUxLgKNVbuO21JHp9YE09MNWYEVc2oBHw0lcw8rSTfp6mnyDHlU3N36xZunEDOs3dqLtcD/v4OBiGgZPyod09hLqGejQ0XEZ8QiL02dmgKQp+jw8ZzshV7doVR6Y4b2qBavfeevK65jhbtQXsJIFLyAHUHBx/oxufTI7kX54c6YnoiYtcrSohRxY3bLVYkZudBYM+E3Pz8uB1uTBht0GXrMXipUux42e7wOHxUXvhAuYVFsDZ2gGRMenYdM7v7IHQob+Kw2VikyDm94bP/w6caJMhyeGFVTqMCKtHalIClmUVYC5k+NjegyXr7oXV2o+unl7k5eZAqVQiwrLoMndjaGgYJUWFKCwoQN2Zsyh0BP+s2fbjzf9RAAD0vvlOiVrCe5/K9Rm+ODOGK8NOCAQ8ECARCodB0zTEfAEYsLBPTKBs/gIsqqgAn8+H0+kEAcCQZYBIJAaPy8HRvx3DnU7nYIpYVsjf8qD9ewUAgGfRg2Le4QNr/bUNpebBsSVMshLU8Gj2EXMnXxYTA4IkIRIJ4XC64PV4wLAsystKsVJfCh2pgiAxBtz8eFj7rbBa+yG51kKlOKhnv/GEVHydFmUs91PBYz+tv+VVDACuF17bZqLCh86OW/hjTBgMy0DAF8Dj9YChaQSpMMgIgyxNMmLECkjS46FN1WHhwvn46NDbUInk0OXkwh3yI8k85py7b3vsra9iAPJn97w3182W75Vrm+MlYridLgT8Pgj4fEilMsRp1JApFfDLOLBx/ZCrFFi9eiVGx2xQpqZjzdbNKFMaUJSRi+uOUQUwYwpuJWJf39/szdSc9nt96OrqhsvjxbbtO7Bh40b4fQHwODyABViwqKmpwS9f+BWuXmlEVdUGiORSEMY4OCMB6GNvvBW39BYAAPXK29KgSPyGfST4QKffwzWPjECbkICqqo0oLSnBYKcFmrAIXa5RVJC5yNdkIFGtxhduE9atXQMu9wZVhEvA1NyMuyl+/W05QDcNG5qp0JbGXDn/hHWQFIol+Pmjj2DVqpUgCALJ6SkwZBogFomglyVjhbYMsfxYzC0vhkQijeK0trZC7yYpwibfflsCHPdkg5IK0NbZicZLtVi7bh0qK++CQi6/8WckC442BjRNY8A2hJHQBK5xhmDMN4IgAJqm0dTUjPEvz9HZcvoZ6WsPtQO30QLVvKKOO7r6TpqtPat9bj8otwcff/ARghQFqUwKp8eLmtrzAMtAqhegM3zdG+bTfJPJxHe6XGhvuoo53kAwf07i85Itmw5O4d7WGFpf/E12W9h13e1iqGXq+IchFy1DYtwD0qQkuFx2DHX2go5wkCjkIa5w4d2eIRM56rLvIaiYfKWj7aikz/y6/PCxrumY/wQ7Ef1gW1v8QwAAAABJRU5ErkJggg==) 0 0, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur103324 0.3s linear infinite forwards;
}
