@keyframes rwdcur78177 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcElEQVRYhe2XbYhUVRjHf/fMvXded2d39sVx0d1WF9NdTQQNEdFUsiVSw8qksjfEIlLIIvwiRN8ESSJIguztixnZB0mxN7ACLUNdw8XNFhVfch3WbXd2Xu7cufecPtx7cepDsDu70oceeGCGMzz/33nu8z/nDgCsO1fHpuKLrD3bCuh+Cu5ACECntmPnvV2RvUyZe4IVB2cDkTsFIQCBUrO2LLXZs9FpofXBA7Q/kQZidwJCACbKNU9dtsnbebY9pDpZ/M4+4q11FRCTCiBQrq4hiOoaqZocTz2QWEb3D7uABLcfx6QB6CilIzWk1EgYGm1TM6xa3raBR09unWyI4PnquBrK1ZASkmFY2HmBtvujr/HSjvU+hDkZEB6AAcIpIx2BcgRKaqRiikfm/inCa9jFjjlLKiAmdCi9Yk0XhOlkcUsS5XidQCmaoiG2tN4d43nrPV5lNt5QTiiEV6jtexL2IKFiHrcskI5AugpNKzPViPNyzcbGrjfYN20NLUywPT0XzDymp4o3SIzeQuQtpB3ClQqpFRFGkRbSPCc2dWz7gL3JZmqZQHt6u5j+s2gevU7z0FVSt64h8hLlgDSHUeYIccMm6XYwv757yYGTTKg9dQCjZVCkcwOYhRKNuZvUFwa5mGwgXHudxliJhK6I6AbCXURna2bDmTOnryxYwB5AAhbgVAXwWASRtjKEGcEounRZZ7hPSG7WJLE0E1fTPCmiXLdXsnB+ZvvRo9cudXfzhQ8R5JhDACwDUadGSGpD1MaHibbniaQt0oyQUgVqpUNcSaJSYqoU50fXi1VN2q7X11XvDAEwR0MPh21CtS6qSSLTEmVIDNcmRpGoKhKWNqZbJlzMEcob6MaHiRfiVJ6U4wLQATo0hEiASiioB2q8Rc110TUbE4UoF6CcJGY8TMP5fjiwm+IJhN+Bgl9rzLOgA9SDXkponnACVFgBoMqSUMhFV2AOdNJ4pAcOLSbzuxw4PsqxV0rs5/aZEOSYZiGwkSQGxIEoYIBLDOEWQEqEEMR63qX3zb6+3SW+/sSlV8IwkPN3Xd0Qyl9wrPZ5uPXNDM94Bju7gob3L2AODoCUIB2K82aQLZD9yOW8hCwewDBe++3xQggA60uuhcsQ78/Svn0t5uZnh07u/bYn/OMVkAoNRbmlBdGw8p4kYdsXHvIzWwEw5ggBkVlDDMw58t38P7459dvb/fbn60c5+LFLz5NfxZeGt04P23ImudzT9Oen6Vf7uHS51HvWFx8B8kCZcR5GOuBs7qNnM2wCUlT4er+86/jyQ493T1k9i4uXXQ7pi/i1nRRnP7PwWm9Vs/sAwPaLZf1CwYuH/mmCg6cPJ1dnTiXETzciWadw7jhX9hz2dxvkuMUBNF8s4mcgLvzPMa3rrWXKMKbQu7OX8rCF1/oMMOhDW9UCBP4N/pBQ8T0G1AG1PqDjiwbDFzhg3KHz98vE/sda0Gar4rcWnv+rugWD0P5lLeiCye3LRvqidgXcpAEEEEEGUdX1+3/85+IvEDO9Q+J1TeoAAAAASUVORK5CYII=) 1 0, auto;}
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}
div.testarea{
animation:rwdcur78177 0.8s linear infinite forwards;
}
