@keyframes rwdcur181707 {
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25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHm0lEQVRYhcWXf4xcVRXHP+feN29nZ2e32+0PFrpdoIDZlmapECk/AlRBAgVBhUBsxCBqDBIlGqNB/I+KiUEFDSioIWpi0Iho0KIBWuVHIki6/QG7m7ItbaXbZVmW7ex09s2b9+7xj3ff7ux20ZiYeJI7b+bed+/5nvM995wz0jlkPhW0mQ+mFU3So0xEO9KB+CEZZkqngCpQAxI//udi2++yX9VT3BbbbjawnA1hn70g2Cir3YQec2+QArrI+E9iAAEsEPjvLLbXykbXZpfaPiOsjJ+n6I5rl+k3Z8h66XNtpDopdd7FLdj374AEQAs3hF1ye7mXNikwmKgHoTD/LJu8QEyFY/YCNjX+4QozPwCXaiiXy0nSJ326QssqkhJiqASQOusty60U/z0AWjkv6JSbSmeYz5Q+LpfaL0uvCfVZd4jpNCWj0TWDt1QppWNKy7XmItsvXdGPnaR/AndYjVwqSwqb7NnmarOJtaZHJ5LjRBRMRKiOECj6UTJF2nWjPcV8vXy93dK6VdfYj9IqPTKY7tNfHx+hTh2oA41mAAIsNwV6ivfJ5wsfs7dGv9FifE+K1oFe4DIwN1snqwx0GCexndTd8owbSHYT2ykpuERLJjAXBBtldXhduqfeZXpDWGud/iXa7u45/gQ700HgTWCcLKhnaQiAmmswFQ/oS1ykV3K+rNFVwCCwT2BUcTtSIyeDXuaMOY/lsqxwk/lE8UbaJMGJYdSZ9MnIEMUBBaCnxTHgDrsHokF2uVxhAifEEgEQAxWeZrBxFTvNBj3NXGKMG/RUVYER0AMpDIArpYYgNhSBQEIAjiu8DfJwB+billgPN8bcj6o7eaFxBEcFqADRYiACPxEnR5g0I+zW87jCniOdbjZovTgyMFXmzxcE+gPM7zuRDlNzj06P6LdrfwcOebePAZPM5ZN5YptOs5qokw+YfkJZ5Z512Zb3FIF2hetasI8sRQKJ3NbKkP4keoWUkcxvHASOAseAGSBdjAI8sojnGNVjjMmqAnKWQ99eQJkR70CFQOGaInbrEnQ0rel3pgd1e30XMUNe+WGyoGt2/wli/DMPkki0UGO5Os5p9pNPZE4h9HOfLRJ8fym84yL9WmWP/qH+MtO85pWPesW5UtOka1EP5F6INU4mKZpEVttQcdDiV6xAqlnILjXYLyzBvViv6b3VYd0TD5Nxnis2QAdZjojIyIz8iFlwDXNxQKINqYqxTor+nbq33gJlyTJHm0FT4+QIkau4CglTXolBN+yYZ6Ls+ghZEE75Z5UmSgLmiyORGLUOm0/5NH6qQW4rIWsKuE9P4h6eMsGdKzqkQI9+d/oAI2f/0Cucf6L2PJnNv3kDc7ciB5w08zIXcWJBm5YKgtzUirmjjJxfcGZbN7wYkzxdCeyVHT0Mrb11UeWZ4mxoz+PAemAN0I2n6MTAaDEGBG2O2T6DXB/CZOzcg9VJeTetmPtXwO8ikvZykY69ZlHlC4FEq35Gl/QDpwErgXIzBQbAFIKiYAOtxdmsBbk2RPoK6FMzFf1lbV/65zg2dy05k5+f3sM5wxD5VNIdwNH1zMVZFd5Koftotl48AmMnP0A5rVAevxlwC2PAaEFK4tRQ8YystdgvtqNvpbH7RTTChI4w0ai6Fb2b+PBrIAJFgaH1YFLHoVfh1Cb+Pik13lhZ4vTx7PeF4/BYJ94L1YUUGGmxJa2p0YMKrcBVLWgR556pT/C3eBDY7wdYA0cbcHoRGiRcMzTBjBgkBUlhXQoPuZCEmLXe1qJAh3YAq4CuZgBZsrBa1Hec0dcTOCvA3lJCB5NIfxsNM8N+svQ6CmSXqTuEu7ojbtk7yl6zki0N0BAGDAwBN7uAW8eHubs9S+xDCWypAHQCpWYKAi4KOt1J9LI7hddTuLMVThGnX5o+wIuzNX1sdscbM/DUuXDfoYOUjZm1kBTe73YBNQaosLlY5gxbmt1XnP0Mcw9kLdUd4fmmy/bxTwfrA+yNJXQ4repfG8M0XF7dxvE1cVbaTUyHRgC0+sR1vQnBl+IlxNxdyeY/FMK3WsF32rkHAi4JOk1f4TJp2A5WG8y9ZUdoYr2/OsjEbHEZ84dmESrAV/bB997Xz0/ffgWA7Q4uN/CsrAO7DpbBjhg+NJVp+mYLLJEJb0RkZgFsCfpkdXipdogxV7RBl6m4B6t79In6yzTcfm99nkprXL3zarad610OPM5BXrajbDYZiDwQZXxO+eYCtJgJHo52kpXpqVkKbG+xmxYJSbSiL9UH3ecq2/TR+naq7jXgAHOlteZBTNLd8hz3npUTMcrG+DG22sNsC2BzU3xvLoAug2W8wsXH/sgj8fPeoIn8D0NZvtG2TvqDK92rjXZ+NfMOB7RGlrPfJIv63G0OKJFlsl4u7OxjvB6yfyaeXdsb3s56OTOLM8/ybdMv8Gi8h6xqHsDfphxAkexadAHL/e/EWzxBU/HwSkKg7N/t9O+bprO6yPL9SR6s82cc9QblwVzJAQT+xXwY8i5pQfnMKWvak5uZA8jBdTaByzvKqSaDqkAkCw5sPijvkhZtp5nrchbWE0PTH5am9bwxyZuTBHDCfFm8PP930gzshIaH9zbo/yP/AkaaTqKlopjXAAAAAElFTkSuQmCC) 0 2, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
}
div.testarea{
animation:rwdcur181707 0.66666666666667s linear infinite forwards;
}
