@keyframes rwdcur47825 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEdklEQVRYhd2WXWgcVRiGnzMzO7uZTdLtJrvpT9ImsVEbW1NLtVSximhAL+yFCE2FKhWK4EUhvRJRR0EseCcIvbD4Q8ELKYgiVC0ai62U1NASL2qatppu7CbZZDdLdnd2/o4XpekSu9nZam/8YG7mzHnPc9453/k+QY14K/O5vNX7t1sHRK25QUK53YnVwOqNZXdRuYhpmpimuazY7bhSdcLt7rBeiLp+wd17Btl94LX6iP4rgIf3HaT/jc/ofHQf2146eOcBllo5XfKwV7Qyv/UJsmXvzgMshRiZsfBDOvbKJGNZp+qces/OsgCVYjFdxUiNE50Yo7VBXcyKG5lRmSH1QAQ+A1uTESKpixhjZ9nd04Tj+3jSX1x8aYoGhagKsFRglaERnhhBOCVAQMfjqO0GqQWHY5fybNk7GHQvwQAq/79pmqgCrK6HmDGSjM+X8WJrIK1QdH0e2PMmsb5d9AwM0jNwEySICzUduGHtxriO1HSKjSs5/mcRd0WSQksfAL6i4SNQBazZtgueeTUwRFWA4lOvsGXvQebKLgCjszZ2Yi223sCM5THtKRiZc3Q2h4inf2e9PcO6phBt7jwvburgwYq7YjkIreqAohLre5Zy+Sqz+QvMWS690xMksrPsP/QpTiFHtrMfT9PJXL2EgUdEg6QzS1PEptAUYni5rddy4NeZORxUxvR2hpNPE49oGGeOsHJyBM210ZwyuUQX6XWbGQ2vxhEaG1Z1EfPShA1BgxasJFQF+G4Ccezro1zVmmnwHdobNUSrj14aI5Eex2poZKqtm7lYGwsihCIllmKgxQFNkLP9fwcAsGroMOkfPqHNyyMlkClDZ5TVV47SnJsmNj+F9e0X9NoZsmojf4US5HMxrkxrTC64izrLVciaV3HJ89B9Gzd+P0RUKHoQ1ei4dISNP73HVmucpJsjIh2KQudKeD0Tlr5YL2qV55o3offNhxw6foKy0JFFeR1AVaA7Cl0RWpwUbW4aCRjSJuLbrNA8Co4fqDeomgWVLgBy03M9bA7F2SGyRDLnIe+A5bGgtqHgoeFRFGGmUxf4Y2qS6WMfQOtALfnAtUAceOddhvUEp904k70vY4V6QUocoaNKB0VK5lSDvKvgBTt/QAAHKqMkVEb0VuIXR4naGSIhhRaZ4nT4Ea5pTRSFRqqkkZqzSATUrKclEx+9b9Lr5NClS1GJgg9lx0BBUhQaC6On6BOXSfx4OLBoXT3hppYo7U4Owz+FI0LMynYEkrVOBp0jbGu2iIbq6/Tr+vr4RIGzka+wtltMaWcAsBUDxHm2b4jQ3ZKjQbsuGbQ7rvnRjUJy7wuDXN6xHwdBWJoY8nU6vQXuKaeJ+iUuhoe5NraeE/M63/9yklShtjYEPISmaXIupqM784yGYpSFSVlAhydYvfAbqpCUJjv4MhvGBcqFIKp1APx8rUC8eydhebMbHhoaIhv2aYpHiWkup/M6M76gP+oSe3InH584KQngcKC4L458bA0S/vk8f1dU9q+79dh/svj/Pv4GfAvg6FTacEkAAAAASUVORK5CYII=) 11 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZUlEQVRYhd2XbYhUVRjHf+feO/feedm7O866rgpr2qxpmaaQ9IKhBYKYGQnSFuGHBItChCghA2ehjxIRCEEf6kO0EfShxcrCaEvJJMtSCvfdl23bWcdxd3Zm7525L6cPurW+rHudlT70fDyH8zy/8z/neZ5zBCFtb65NXjvWWt8iwq6fyrRqAt9OU24leCaTuen8bQe4kV0L8Z8C/J53OFMok8lk/gGZqQqhARY+vYumJ/cw/54N5GzvqrmZQIQGODfmUmxeiZ2+H3Hl7k8+jmohpgS41mG61gAh8Ooa6B5xq4kVHuBGuzlTKKPaJQLdQJmU/TNVIfQRaIqKkBLfjHF40OaPvMNgyZ0xxHUAUzm4b7aBOdBF7c+HWDXb4I71O5ln6bDEguYaXt79RlUQoRVojKnog92YdjvrFiSIZT8kiKVhtALDDvVWhB2v7WH9C7tvCSI0gABkxIS+Irmii53cQiF5J85ACVtdRoe5lm/OlygsfoKmrbvCur0eYKLBHF3VQteD24k8/hIAUU1g5tvxzCaimiAY6kUqKgfPjtO/fBPn1RqOZx0EQO0irM072Ztrk9MpcUMFWutbhC7ivLjlWZY+to2azTtZVBuBGhVt6RjxZgs/EkUEPs3P7+P4b79SVDTmxnUcoWIHgtWNRnUKTNiylEHSLxGXLum1z9A76sI5G0o+NBpY7hEUr4IUgnGhMd8fZ90jm7CCMlKC4xGqXE8JYHy9n88Of8mY0DGlfzn3BaAChgpjHgJJw2AnK8oXWFr+iyVOD3O9EQKgd9QN1bimBGitbxHugf38cvADAqDiw4UFW/B7dDiWxzHvBSmJ9HyPKV2GtDpORpdwWm+k4CvMMsPd75s+SFrrW8SauchUpA6jaQOWWcPw4o1EC8M4iRSq5zJ6Kc+YYlIRKq5QiAUud8dcZDFU/OnT8NFTbXzx3puc0FN8OlAgO+8uRuaksRMpKmYcicAXAoEkFrik/BJJLaDiX72RqhSYtFiuEyrJwEEJAiLlEkrgM9DfTYN0iQaXS3JOjWP3n6BS/JPOj96aNngoBa7kMsfe30dUenT/9AOBoqH4Hg3eCI7Q0aVHVFZYbXeRjPicKYTvljdVYHL6rG40mOU72EqE4a5TNHiXqAtGKYsoNUGJhD+GRZZoQqHTUMiHBAhdiv3P99N55BPigUtBNTFkBUX6JPxLNFb6ifsXYZZO70iJvo/fDus2PEAmk8HUFCTQp7XRp8+jIgykUFGEh6p6kCtje//WnDD/hlAAEwVlazrBQvcAyx+CIa0dR4kRD3JU8Mk2jzOiele9F8N0xNAKZMc98tZKzkY28u2Powyp2zkaTYMEHZXcWei5WEt69hzWbH81rFumlWhiF6u2vUJkxVOc0FO4CCzpEZU+ysnvsNSAQwWdrCd4OO6j5Tsptr8DTH8Mof52D8xBPrfjdQpCoywui9bR0YEuJDEBhQCCK66SimRHg81XpzuxDr17ewCAat/9M/68/v/tb+id5hq1nRkTAAAAAElFTkSuQmCC) 11 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
}
div.testarea{
animation:rwdcur47825 2.6666666666667s linear infinite forwards;
}
