@keyframes rwdcur10834 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHAUlEQVRYhe2WWWxc1R3Gf+euM3dmPBMvseMl8bhxFocmIQG3FJREAwpCCEEKbSUsxEPVhT5UKqgPrYt4clUJQQUVqqq2UitqFVSah7YU0YYJJIW0CYTgLNhxvGYSj+3YHs8+dzmnD0mRWrKIplFf+F7vOd/303f+594Ln+r/LPHfbFKnUndIUfeYtLq2/stC+HMIWfkTVF7QN746fcMA1OzPPh+URl4NzPX1umGhBVkEPlJ6qMBFVEd/o6mlr4qetHtDANzMz18W7pkvCwEKA+Xl0SiBrKIVzyACHyKxIYS2R2zaP/4/A1CnUlagtT0t3PlvS9GEcjrQDPvSUw1ldqCCPKJ4BGPhPZDyD3i1PeLOCXndAHJf0hAh57co+ZByEkhnNQgTkIB3aZUOwkZqKxCajj6bRlRy3xN3TvzougHUW+ueoa77cRXS8fUkwrDB6gRhgCwjzHoQOtTOQuU0Wn6YILoOkZtwdb1wq+g9OnQlb+Oa4W8kNxNNfov4enwpzkuz6zkrtvqE0BOg2VAZXlsrzydMkb9P8yZvkbgoJ46RO0pQ12P5dXt64ToAMO3vEHghtXwYI9wQkkH2UV/merBXo9tNCGtN3na2nEGLHMM7O6i5575L/kArlQvoS8dRuvU14BdXsr/mEahDW5ak3ZDwY71ocgGhlgCQWhMIBzQTZa9FD3ei2U1ZgXqS2thXKLxzF/NvQaUoaWi5U2x6883L+WtXDX8j2YiuJ2SkE1MvYgQuuuuhl6bRSmcR4W606FZ0M4JfHMFbPNAic6//GHiNeOpd2h8BITRyF564UsZVATDMB4jEMWQFcS4NhSEC6RFEOiHsIIr7Ubl9KG8R02lBDzXjeVpUZl9+htJpi9Ba6HoUAn+3Ory9/bIRVwUIx7opF6A2h0q0EkR6Ibzx35YIPFR1kqCWBXw0q50gvBGReXGzqN8A9fdBw2aLxeO9QOaTAVSKd2CHkI03oeL3oDtrc8JIvIlS/wA2IfSLDca27Vb+siOr044q/B0hC+DEYH4I/Ook8c91kj1S/eQNmPXb/Oa70GI3o/T2E8JqfCHwvXuQlT49yPTgndfw5gGBMFsmayrZGaq/l0p2H5HqhxD44GZ98kPDJJrehYmPRVz1Fqizz59Upame4oVpltlwdOWGu7ZpqkB+doy6utpFA3GxBOlXWJzPsaI5STmXIR7XEVOvgBAQcoYx7Z+Kmw89f02Awf7UF4BM30B6Wh3a+ZCvjN9l1G7akqsQqoaSFYR/AekX0UUV9HrQY2C1g2aCksiggpc7jlY6Sah45uJbUogviZ0jr1z7CBTZjjUtUp1K1S9N5gZDG75OpKRRyi0QsnIs5xTNbQ1I38H3PIKl9wgHGbDDBFYrUl+JZrcjYtvB2YDUf4+2dNpVisOXa/kjgMH+1G4U2b4fpocGv5+qE99I56f++ICscxzs3DuYhZOUZQTbihLkIwR+DdMOU5FhwnWdkBtDL5xEt8eZPm/T1qwhG3fjxXdRnZmx4nYhAXzsR0W/FO4A64DhvQcnSg/uSKoHdyRX3NYz+/j8uYyRUMeoKAc72rborGj+sChufzGTsfZGV902Js2krsI3xUeGl82VHTpl1rG04COCRYz8MaReIRLGFcJ7et2qz9699+DEySvOwGB/KtQ3kP7ouqi3bzqYKyXuMFpuZW4hdGpVonoYs3KLW8wZ8bX3U60ZTimf/+XIkQO3r++a2V0XExwf7WL9li6WJg7g+FOUajbZXLyaOSfv/eIP0mmAc4eeXTn6wQebd33z1/suN4SNAGs6VxndbdOv5+W6ze2bbi/PjI0PJ9cbq/MzJxqt/Cnmam2YkTiLuTAN7Z8hHp7l+KFxmloCnBWtWOEY7vIYE2NR1jRO/GX/kfj9obD9nIB8pVx7EkFj30A6o/9HuAOs7+7uFuPjU7F4U2LSCeU7VnCsQ1bPtobNSUfJCrkFSXmxgFsuMjGpkXDGmZmBuaxLtRJCyRwtXVvJnI3iu0Wqbnyisbnl7fxysSMac/66p//PY3sPTuTh0rdgsD9lDPanEn0D6TJQHR0d3QD4GzcWyh0dlaPHR0VOtzzchSXC5SwNdVXWtuYpLEsiEZP8bBGrOklDUzNtaxqZm8rjTb9GdXmKaKwunS+bT83NLu8ol6q/Kpcqj3xsBgb7U61AGdiK4gywGsHhvoG0r06ljEwGIhF4/316Uzv9CwixFaUmX3pZ7zVMc7vreltXrhRuuaJFo9GGLs/1zislLSmV63peu23Zf1taWt6/sSf57NiZzC635g0hkH0D6fOXmwELMC61cVUN9qeMSy0+BYwAL4XD9sOOE3rHdb0nSqXqBSnlw7Zt/aRWc+8GHgO6gDSg9Q2k/WtlXJcG+1Odg/2pxA0N+VTXq38CpT0pBEJ7Rz0AAAAASUVORK5CYII=) 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,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) 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;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur10834 2.6666666666667s linear infinite forwards;
}
