@keyframes rwdcur222510 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH2klEQVRYhd2VW2xU1xWG/33OPmdmzszYg2fO2MYzNja2YyhgCISLawKkIU3SBCGUF5K35gGpaYnS0qC0aiuUqlUqpQpKq0SiD2mrtCEiaRIKoZdwUYxIsA22cQAbsI2vY3vunjn3s3cfaBJakmqm6lPX09aW1vq/vdavtYH/mxj2yhWZ6qr/Or++v75JTcQ7wBS57OQeL6XZ4F6aD75L54Pry0kVPj1Is/L92/+2+fDW7k3PgynN5RSR4vIuLvPvMJndzyX+nGe0cknZAFlzgfo+8cW2fdT57O4TOw/VTsZ3gCnekqo4PIRZzuCiQIpEYC6rKBWAfkYiECRSCUfVVLrOXLM1mlGXn2+88LtzvPcVEG3kPxUhN3GSKGQ3j/IIAnjfXuwOlA0AgJmmiRzPIWgE0DrbEm12l+5bTVZufG/y+MGpurl3QDTnCwG8xOFgAjgEAuKAaKXqfw7ACAOVKfwBPwp6EUGlEsvCy7HSWNG5uLe27c+jxzd8zPoPQdCG7wDQCCOVhHHCGVywktVxmwcc0XIkWYLf58e10WvszbOHjb6rfdCyJpbMN0a+dn7Lvp1vPHBIHY3vAlMUAABXbj0gSmJc4DIIHMJIBFe8gVIBRABYxtfIC2MLW6ovqvfV0BoxJ+TsEx1/PdY/1J9L9yVjiuiF11bgG/U2yJeE7bRAIsk/FG9A0JKB7nDETJk/5mGs5iqBkEZYLsqDzivGRMkAxnNu43e9396/Sl/ZkJpJk5HkiDj91dnXcs8Yv7zSP+Cdv5xsQZLLju0gtFDpa8k3b2yy4usyPy/kU8tyg+IYqeEWv5dIxCsUySnJpm/br+rFkgGsPTz2Q/XZJx+/54nwYrUGg+OD6A0OnMRa422cVk7PynPjE0NjS6V5KRqP1KOuKoYWY2k8Oq5utfO6Orsl85YwQmySRUKoEH5hLMuOlzUCPCOpO5RHdpqSGKqva3K3bdgseiKUffhUdxdUfRaH3YvGSdI9O5WQc0OZVlWOSOHKKCoXgv6qsUWbwpOh9tTK1DFX5b8x6rM3SxUHPjUhhSMSkf3M/bXxdfuJpCdUgYerHloPDU0Y9spgShSq3mMc4E8NPjG8/8jCkcGz/V1wHRcRN4rlA22dHb+/5+Wl/fXfA1OaygG45WIGRmzOqOjQbpxgF3DZChLqiEHOMCh0Vv+28vvZE+JhDe6b2G39amou03XkpSP7r128tmNt5VrF5/dBTaiRcDa8ryYdXX/5wtALU2vmj5eyD24BcDBLN6BQjwAK6LBYEBK8spcWPVpVdU/Ng00z/s7h4eHNcwV+EAG9z2LKnu43+s9Mvjv+dPvc6tba8GLBnrIRmgneG54I5qfWzHcByJc2AsaZVdQYsQkDIcij6IhcFBTipxAF6LputRltgW09W7/Z8qPY6553/d8CwPC49erMgdxPrvqHEoVsAZquYWZ+FsnK7BiAktbhrQ5UEFaYKDp2hQMQwGfLgsgF6mNeCgmC6ZhwRRcbl3egLXXXinNHP35x4NLAtsQ0f1kaEUOqHgkpQQWmacKVbGNhWfHjL1vbXzqCoq2xaFZF58yjQn1F2Mv8pkYFKsAEFSEKhm3gL+296bXOCu8jA99QIgOLHut5/uKqdDCTDRmLFLFKBNMYCi3a1YXN5keliH8+Ag5GvALbmlsvF5HBnzynssQWECA+AQ7AHAaBiiioupOJa9qltplspCHmbJzb0Np4Zsn6Qr6AdCYNzdWg15o9IJgsD4CBeSWvM6iMWsO+66x2JuQlBqMJpAIgkBlnzGIWOsfWyQ8PbYj0tw4arz9+NDl/t67F1BiY6WL8xjgmyISRXJ/uBdGMUgFuLaIXZN99s52P3ZVvaflw+lJhUWUFeyh0rxL2VUUWMrm4drzYXBUI097t1wsn687lP6ntx0JjilXUNRmKZ5EpapxSDWIxqwk6NFc7wz/AAbsMEwIsPZ92RuRxa271BGth9bQ2HKd76d6tqwOrsNd9Gpqu43r0Ciu0pBwAVJ1sxJ7uXVUDDTe0Ex1DhcYxT5WTsQWWdBXw0r/kzwDGkzdZjdIk/HT0B6EHxY0BQynAWxlARFbBGZApplnTfKsQ9VV7z4e7nLw/jfdCHxhJX4o5Y7qQmddRrNCYvs44BYJseQAELFssIDQpUdnjCVxRBpHPJtHY1oJUOgmXu3Bck919dTndPripIrshl+xpP8WOPXBYw7BPWNW9pKpYLMKqt9PmA855ELPsDmiT4sTl9xf+3lmTrlZq5WrMptKYmJnDVGIKzGWQGBX6jKvOWDyZvBYfcv4JDv+lAPisK9uyBavJHHDrxKulit/WAc3qmxx6cWjp2Nn4zXi7Woiuq+OLl3yFL2vW9QJ1HRduShPcP05W5GMTDNdYQVkTYWar5kS6Agor2DAVC1a72wOC6XIAyB03XAGACKZ5fUOhZbX3I/5o7uDcDmFSEDyiB5RTEEohVVJYDVSjaVd2p3Wabcilsy8Un7Q6tHfK78C/IGkAkASQvImBC0j4TssaP0Mvi9vohNhKh2mzpEtUmqOQE7Li+glc24XZbF23NuFCOeJfDPDvUaOPWMBLFldeQ9FeIp2014mDZjvtFjrEpBCTp6WoCAF2zO4BR+J/D/BpEC0LoM8G+myuyOBuTBy2msSjRoeYEleyDfwtCLpVLsCdHig3uCIAUAAYpf6At8c/AJNAysa0sJpkAAAAAElFTkSuQmCC) 3 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur222510 0.25s linear infinite forwards;
}
