@keyframes rwdcur177258 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIA0lEQVRYha2Xa2wc1RmGnzM7a+/au/b6Fjux1944tnFMriUEiBAgWqVVq6YB2lRAAKH8QCitKugPVAnaP5H6o0K9KWolBFTikjqoBNo0SiNBm4qS1ElIYsdOsIPteNeXtePNer2eXe/OzNcfx4k3acyl5ZVWMztz5vve8573++aMSt7xV8FVXIXRGsR7Zwjf/cVch7qaPVSF3lJKdfM5IeOTLzKdfBa/732aw7sYGfsFs3PfpTz4+itHDu3atWtXTiVvPyS+F1rBUJgtZRiJOCqVhLbI9dH6h6GyfJDVq44QKHlGKZVdMrGIyZz1rBw4+nOsrKFMAzZ3dNPVt06UgTIEvnn3r6ipfE4T+FkbZoOJZ2oUWpugqf7mkS+NwsAlWNX4DisbHi4kISIbgHXAReBh3n3/B3Plt1LiRMFjwIUhaGuCjpUQm0T1DsAT2x41AcyWMjzRAbhvM5jm0po21UN9LZzq3e56jJeHh4efjkQiKclkO/jw9F8YmaimsS5J2qrDa6JSacS0UeUl0LFKE5lIQHwagv40kDKM1iBGIq5n/mnJr8I04Y71GGOTjzRhvgaAbb9oH4s2OMEqn2TtOqmrgRU1eAcHsDNFMJ/TyQFcF3XqAmzd8oFS6qDhvTOk13wp2ZfCprUwPrVNYhNvUFz8gueelsG8HcS1BDU+maI5/IT5tdYzruvBjc2AlQHHhb5B+MbmQUxzt167c/0ig1H5Qjj/iUhXt8hcRuTQP0VGxjpFZI3b1XfJPtglMjP7+IIvItJ78VTm1RNiv3JE3F/vEzl+9pKIrLkm6BebNjA5DT/9A9y/HkYmoTkM3QM7cMVUG9se8LhuG0XePwIopYbFtu/1wdH5XvMrxbfWXmBjx7eUUoM3JyCA4tNRHoRtt8P5KLRHIJeH1c0wFn8Qj2HRUPekUotBlGmmReShYn/sJVY2/KgwOYCSc/1CiR9qqyFvg9cEfzGoz2Bi2xCd1OfhZdqc/z4LtVXvEGl4TCmVvvGRhVKNABNASCl12KSuZg9dPc8TDIDjgIhWwbcEiey8vmeaEK7V10yPPt52K5zo2Y7H3CsiuwtJiJXp4MPTB4hPV7OsMslcpkRmZncbVIXeoqp8UKIT4AhkczCfh8z8zWf+578vnpuexeQAhgHVVfDx0OMMx17r7OxcXOLM/O/srtGI6y0NiC0NUl1ZSXR8n6GU6qaj5QiTCZxAKbgCsxYcPAqHP9A1fHXm+w/DvZuWXhZXYHQSWprgeO/2HVvueVVEQgAUFz3jub1xLCeVyJyDupxIsaJ219W18clg9IDzrzNiz+VETvWJfPsnInteFunp//zlefmKyLGzIueHRA4fE9n/N5Hh0T8VeGCz80F33D54QiRt7YQCz4uIj9jES+6liZ3S0YrnvWMwPQNb1kNkBQT8n25Mx4GPL+mImRxE49DRDCd74e71+wkvf0oplRQrswFX1lDqf10ptViGSqmsiOw2HKfM/ah3m9zSjLIyOlhqTrfSEt/SBDI5iMVhYzsc74FVDfCPU9BUB8d6dmAYNvCoKvGfAc5cs01hDKVUSkUavmO0N71JdBTxF0N5qTZXLg9WVlfJjbCy0N0PK+vh7IBuuYaC1RFIpHSbP/rRIzIce1dEygofNf47GlBfu1utbdkvUwmcumXguro6crY2YyEHKws9F6E6BDOW7iN11XDyPFQEob4aTvZBVQV09W0jOr5XRK5JeVMCSqmkalzxfaOl4W3VcwGnIqRnnp1fKNEs2A6kM/DRBQgF4EpaR6upgOQszGZgMqED3rsREjO6Y57o28lQbN9VEoUmrARCQAooUUqNiEiI2MRv3ZH4TlnThic9p6V1HJ1keBya62Euq6/nHd0XcnlNzuvRZrztFj2BUBnEJvXm5KGv/l4FS582AcLhcAkDw51MJjZQUdbP7FyDiDyklDrZ2dn55I7NWwLuuf7tbn0dxlAUsnnti+U1kLJ0cp8PZB6qy3VLNwy98UhZMHVFb0hK/Vq5eALODWwVkXUKQGbn3nBfOfwI4WpUoAgqy1BFngRrb6lfqI4AsYm9HO95nPJyHcRxoMirf74iXaJKQWVQKyKiu2kur8dElkN5AGbSMBKHwRHYetce7QFDHZDWRnK+5eAxUROXIVR2qKKiwl7wRJqGut1sWv2OM55gZlkz4qKNmbf1Ua8jTKf0f68JHo9+b5SVwuUkjF2G0SntmWAAJqaeX/TAfO5B973TLztpQt77Wn5DTeWPlVJ2oTlFxCQ28ap1dnxnprGZ0MgFPE5OK1CoRCFKfVp619W+cEVXR/wyBHwFjai46G25MuMz0tbXqal87sbkC0rYIvLDEsctkZ7hB5MrO6gcOI3K5hYT+4tvfOx65PK6scWvQGD5Z24/loSMjHVmzo7vsJrbCA2dw+Pkl1Yi4NdLNZ9fvBaLQ3t4iUb0eRBe/pR/Y/2bvk8uMhNux1WGfnPm8toD7kK3qi7X0s/ntUccB+YyYFlQV7Pnf1bgKmQ49q7VO7Ut07SKiqFzGK6t6980objo+sGOoysjPg3t4UHu2vDAF9+U3oim+sdKPJ690j24MxluJxgfxszMonK2btMFcL3F5IuC4MtTvLbtiFKq+/9WABZe5UOxfdmTI9utFU14/F5KpsfwppPXxljLGnHTWcxUEt+mxU+7L4XANRJp65fS98nWfGym2aoK69JbQGkiihmuGFQd13/cfmkECoisYzr5PSamnr/uxhKf9/8BkZkYoNKPL5UAAAAASUVORK5CYII=) 0 0, auto;}
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56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur177258 1.6s linear infinite forwards;
}
