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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7UlEQVRYhe2WW4iUZRjHf9+333y5w+yhnWFdYxzdklVTC2zBQycLSmglVkLLWM0NL2QTA7GDWBYdLkPEJOumg2RGEpZEqJvosNmyLbIJ7nqRq407OjvujO7uOO6OM++/C1Ek3cOYF0H7h+/m5Xme/+/PC8/7wZjG9H+XlU+xa7BzX1EFVAMhYCJgA38BEaA1t5ITdxzANfhMmMcsH08881DNomepDU7n/nETuMexsYnSZTpoT3/P7tP7ft63QxEO5lbTekcAXEPANNPwwLxZL21kU2giISdOnAskSZPGYPDho4hiyinnFJ2Z11h3pPud85tz7/HjvwZwmtmyfM7yuldYWxYjRgftnCHCOc6SIoWNjRcvJZRSQQX3MQU/AbOWhqOR+uj75ouRIYY2b6TheT2X6Fe/oorqU32iGi3sr1LlTwGVrCxRYahEhUG/iupCmvBttR5MLNMSbdJGbdPWnOcEB6wnqb4tc08cxxMjelIndUVXFFVUm/VRolx3v+4abNfc3FOogpcr5O94WHO0SvVaosWX7KWsv730Taxbp1cvD2pQvepVWIcHa7TwzXf1tjtcnzvAyhIVnq9SpZZrmZxmfrUWMC0vc08cn7Ofr7dpa65f/WrXcb2lDb+d07lhza/3J/nSzaIqVcpNE7UW8OKQQYc4dfEy7QhNdpYsvVzkM7bvKKI4O6oESfYqxYpTfafQaUoxTM8PwMZgGPcHbfxCI4mOBHhpfWPyhlvc/M3SMcJqA2XAmoIXKMsPAFKkSceIMcgA6gEy9LkpyPhGAdCJ0QBY5UCMYaHtWx1axRjSxHt7e42NfbUqzSN4RzYHwFBtuUApqIs0hmReAIDRRY7Rw8BlXcYKAYanhqm/LtdgAzWEgCwoRhfQkS8AnGWvekgqBjMmzoAAT5tGVrtmyGvDNaA2VlhVLC2oA3qAFJ3A0ZHAbzXMcXbzTVDjBx/VPAU1XnfJOuPpZI1rcP65iFwDzi5e8PTQUSG/PBFkr6fbWjD8IhoyTcYm6+xk7yVS81tpCc5lvj2VacFw6eEPTROP08d3TpgWMhgGmGv2sJAgi4r9ReU+fJw/mMiSpQnDobzT35iqYDtrPC0c93SRm61Z2qLNmqJJ8sSR04w88atfQCVapXoFVCKnkSsFH3PArqN2JI/RPMeu2cMqq4p6KphZ6188Lk2aSu5lEpPx4aODdlxcdrGT7t+7LyrCIbXxee6DO/AcX5MTptYqZjFeZuOl3CrDV1bo9yYuJGCAtBUgpRNE1M4PSrI/10DLaObm/UtmwswlyUy8TMUmSIosWf7EIYpNS7aWtnxm5gVwA8g1OUA2M+J2GNOY/sP6G7NKu21HJ1zGAAAAAElFTkSuQmCC) 16 16, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur7373 0.6s linear infinite forwards;
}
