@keyframes rwdcur30981 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeklEQVRYhe2TT2sTQRiHfzOz3Q6YErMVKTQHm1JBsW2Elgp66UEolJJPoPTQi99AP4Ag+AXEY8+5FiEsXfAsBNlDxUA0tkgPS5ElSZPOPw9m4iamiXrx4P5gYGd45n2f2WGANGnSpPnHIZOA10DBAx4kwS6AL0D5KdAe5guFwvVsNrtFKR1Yv7i48MMw/DrMO5MElvL5Z/c3NvZAKexoxjH2Dw4AYH+Y55zvbW9vP5+ZmYFSqj+CIHgF4MkfC1BKnanpaYCxvsBUtwt6+RaHcw7OObTWkFJCKQVCCB8JDy8sLy/fXFlZec8555RSVAnBbdfFtTgGCPk5xoQQAtJjkt+/JUApnVtYWODZbBaMMRDGUG238dAK/Kg6ViDZ2Db3PG+rVCoFrVbrxPf9R5cKjCxmDLRSgDEAIdBSjuWllBBCQGvdl1hbW5uTUs4dHx8DwGQBY0z/+yiTgV+r4crJCZhS31whPviLi0u3XPexZbTWHSHEOyFErlwugxCC1dVVFItFGGMG6iUzUsDCdiMhBJmdHRBC8LnRuNpoNO5sbm7eS+6JoghBEHRKpRLvCYExNtB4lMgvAlrr03q9Ljnnjud5yOfzAIBcLgfGGM7OzuC6bmZ2drZ/v8YYCCHgOA73PA+EkIEnqLXuN58oEIbhxzAMpwBgd3f30/z8/A17l1praK1HnsbOk6wVi6IIWmsopdBsNjsTryBZ1DZMnja5PsxZAbvW6XRQqVRedLvdNz329K8F7NwYA6XUADssYH99b35Uq9XejuoxVqBer7+Momg9+Z7jOJbtdrtaqVTWk+z5+blstVrh4eHhXSsPwD5Hf1yfNGnSpPm/8x2RznF5WjfaEAAAAABJRU5ErkJggg==) 16 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,17.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACUklEQVRYhe2TvWsUQRjGn5nZcHPLcRi2E9tDyOYSQSMEAkllZXPFpbGx84+wt/MPCPa2XhWFpNiAcAZMcxBIqoP7MI14ILe5ZefLIjfrXG6THCJYuA+87MzLzjw/3vcdoFChQoX+sciiP66vr695nvfIzUkpZZqmZ77vr7p5Y4x8dn5+9jiOV10DDWAEtF4BP23OyzOr1WprAO65uZWVlbcbGxtPKKUghIAQgn6/j3a7nTSbTW6MgTEGWmuMRiP4FxfJ8+1tzhgDlAKkhExTfIyiFwDe3whQr9efbm1tHVcqFVBKwRgDIQS9Xg/lchkuQKlUAiGE+76fmWutcXl5CQLwpVIJjNIrAEptuWc85wAopTwIAlSrVXieB0opKKUYDoeZcV4AmNtPk78jRzQ3O73s+jdvff1MFtbcBclR7gzkSSkFIQQIIVkbpJTQWkMIAXcGpJSggNRKeTAmmwGl9eIAxpiZfbfblZ1O57MxZseBSoQQX/f29qTWeocQYkGSh0tLX94dHo7LcfwdAKa3yR9A5N47V5cwDO+HYXgchuEDxhgYY9kMRFGU7O7uclsBAIjjGK1WK2k0Gpxzng2ilBL7+/uvT05O3txW2bkKnJ6efgvD8JBz/tICMMbsUPIgCMAYu6J3XsLy8jJ8388AhBBgjN3Z4twfbD/dvrprO2h2b89YcxuL6EYA1whAduFt+b8GcJcRgLm8UgpKqZlK/DHAYDD4MB6PZ971ZDJBkiTtg4ODTRdMCIE0TdtHR0ebnufNtG4ymXxaiKJQoUKF/mv9AjMgXKNhrwC3AAAAAElFTkSuQmCC) 16 15, auto;}
37.5%,42.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChUlEQVRYhe2Tz2sTQRTHv2+2u8yahm1aCoGEYomIlzYe7NFDoYVCLjnUo9Cj/iNeRLwK9lb0lFLoRQiFgFcP/lhPRlYDEkoNSV2SbtPdmfFgd91sm0a9eNkvvMO8efve5zszC6RKlSrVfxZNKiiVStcsy6oS0VQ83+/3jzOZzAzR7xZKKbiu+y6bzd5mjI30OTs7O7Btu53sP5VMJJXJZO5UKpUXlmWBMQbGGIgItVoN1WoVuq5DKQWlFIbDIXZ2dk4rlQrPZrMQQkTRaDSeAXj41wBEBM45TNMcAWCMwTRN6LoeuT/f45xzcM4hpUQQBBBCgIj4Zf0vACwtLd1cXl5+zznn4UDDMEBEIxHCxa8gDj2pZiwAYyy/uLjILcuCpmlRhM0uG6CUGtmP12jn6wfD4cajUqnhet63jXb7/liAcQqCAFLK6PiVUvB9PwII12Gt7/swggA3BgO4RLg3P59HLpf/enQE/AlA6AoApJTY3d1Fr9cDgGPG2GfP8/Lb29vF0LVS6lTTtNpgMHi1t7e3rgHTTw1j8+7CAiDEWGOXAoTDQ2dEhLW1NRARWq3WTKvVurW6ujod/6bT6fD9/f3njuO8BvByHVgwy+XNWNNfMQlASnnoOE7AOZ+anZ1FsVgEAORyOWiahm63C8Mwpufm5hBzD9/3o7dyYWgyrgKwbfuTbds6AGxtbX0pFArXw7uXUkJKOXI6yVOL1kD/2PPwvdcDpASEgBICPzzv9EqAUQMqGhh3G88n60IdAN1ys1l+02zOxPND4PCfAcK1Ugoi8bCSAADwBPhwVf+JAI7jPO50Oivx/9513eDk5ORtvV5fidd6nhf4vv9x0sBUqVKlSpXUT1hHRz37DIYWAAAAAElFTkSuQmCC) 16 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZ0lEQVRYhe2TMWsUQRTH/5OZ2Xu3rneJVTg4MEGOSyCQwiLVgVdbWOhnEOz8IqJgaStYWFzt9WmEuLIWgUTBYGJSRMjBnQv7ZsbC23N33b2UFu4fht19++a935v3BqhVq1atfyxRNGxvb3tE9FAIoVKbcw6z2ewTEfWllCrrH8fxsZRyXWsdZO3MfMzM60QUpDEAwFp7Hobhu9QvFwwAlFJ7w+HwdavVgpQSKysrEEJgNBrFg8GAOp0OhBAQ4jf7eDzmbrerer0enHOw1sJaiyiK4jiOaWdnB8aYxTo7O+MwDHUlgBACjUYDRAQpJaSUaUIiIjSbzRyAUkp5ngff9xfJrbWQUpLWGkQEYwyYGcYYKKVyOf8CSCGKz7KV9a/6v2xfJUAZRPFfEaDKvixOJQAzI0kSOOfgnIMQAs45ZmaVJMliLgDAWpvzz7bBGIMkSRb9T9uQK6aYvN/v39JafxZCrGbt0+n0eRAESkqZm/bZbPZhl/lpU+vbWfvPJHkTKnXH87y76Q2Y620URY8qT8DzvP5gMFgNgiA3hOPxeHd/f/9e0f8x0Hmyt/dio9MBnAOsBazFx5OTB882N2lrayt3Cy4uLu5HUVTdAiGEarVaaLfbOQCtddEVAKABdcP3cbPd/gNgDBpE5Ps+1tbWFkfPzJhMJpTdXzoDae/Tda2cy1WffhfjlMWqBLDW5q7OMhA3r7oIURzKMohSgHRD1d0tPYFs9fP3FMBlYK4FYObDg4ODV0oplU1+eXn5viz3V+A8Ojp6+f30NFjAAPgxnUZfpNy4uroKsi2I4/jb8mpq1apV63/TLzele42DhncjAAAAAElFTkSuQmCC) 16 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfElEQVRYhe2UMWsbMRTH/5LOvpNxXTAZbujQFgoXaMkRSCiBgId2K2TIF+jQL9Fv0C5th24ZOiRDvkGWgJcuWUKaI11MUnBo7S1czqZnn6TXwZF7NnHjZunQ+8MDnfTQ/6f3dAIKFSpU6B+LzVpYXFysSylfMPY7hYiQJMlRtVoNOecT+f1+/8h13dBxnIn54XB4FEXR8SwfZ9aClPLVxsbG23K5DCEEOOcYDofY3d1Vm5ubTq1WmwDb2dlJG42G5/s+jDEwxkBrjcPDw/0oip7/NQAAz/M8uK4LzvkYgjHmeJ4HKeVEMmPMc10XUsqxuTEGQojHa2trn2ye1jo6ODh4Nw8AbPkZY+PIf1+XP527srLiLy8vv1RKQWuN8/NzzA0wbTYLgIjmgr5OfwJQSikIIWwpkWUZiAhZliHLsmkApZRysiybaMGsao2BZy0EQfBQSvmaMeY8GgyeVYy5ByK4cfx5UKs9TRyn23KcHoAAANI03S+VSg0hRJeIegCCpaUlhGEIpRTyLdja2mI3AuR1vLqa3fd9B5wDjAGM4cvpKT4GQS8Mw6qtAhGh3W6j1Wql6+vrnhAClUoFWmukaYp+v49Op6O2t7dLdu8b7wAAVKR07ty9OzLnHOAcFSkhpawuLCyMzYkIFxcXKJfLXr1eh9Z63Io4jrG3t/cBQDO/91wAIAKMGZnb8dWpzdTYXkg7zgfn/P3JyUn79gBWjIGuDK4zsmEfpDzYtOYDMGYURKNgDLgy0VpPVMCa2dLnAW8N8PXs7M2PTseH/Z0Yw/c47p6WSj/jOH5gAQAgSZLe5eXlt2az+cTOExEGg0Gqte7OdeBChQoV+q/0C15yiGsm6rD5AAAAAElFTkSuQmCC) 16 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,92.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur30981 2s linear infinite forwards;
}
