@keyframes rwdcur176603 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFDUlEQVRYhb2We0xTVxzHv70tpbR3pYAWrDyrtnql2AxWDeIjRmJcnK8JM2t06gSXGV18zWxOXTKHcz6WPZw6m0wTb5yKcWJ8xNeUGhWm9QG2ogWsOK2llFJKX7T37h9nNEO5aOX71829v3s+n5zzO+deHqIcmgIJwMdX5lEhggjPrqi+/bJ6ItoCALSdWXnpmuWlK4nGuuLuigXRJO8eAhkxb07R6MLCbH+714RwW3mvCrD8+E9FEeYTp8UifOwP3iu1ic2Ar3cEBqf3I+pyR8QWiAYK6yqN7gYIdvp8L4dHRYCmIACQd4sqyGHTctb87QgH7t91DC+varzD5f0eCdAUFAAS9WbUPnN7B1ho5RqtozlC4K614djhi/VWb4eX05g9nYF0AKnAcwKLLows0cV5/KdaHI791Wcq5no7vEwPx315tm1aJEpISOjyWZ5aTea+XWgpKp5TP3HU6MSejs3pHEiKF+ef3L96869l80XP3o+LE4OQ9F+d0RlUKWsv/3DcWOl6IwJ16zfUdjTZ5iuC7Rv2DQVLU9ABgJbS6RIiWJrBtJ1WM7cregoHOPQATUHOslgY8gc8IolU0cFgD4BZs5TJZiohcshiD7g0jNUYSyBAUyAAJAJw6s3cBLjMgDvI4jBfHJvIhvikaFLxwwHrvn53zaFfrhbMm55ijQQWxPI6yvRmOJ7AswGQ3PDcBPow6ty8DE2+0OwPb0vOGTBCKFcqLXtOqHhxPua9SaqbejP+63onAJPeDG57EAC/u4L3+6I9ZW7xGF6ELNSMzJ9GhD0D6/mZaNPkITPGRWRkKQaNvXJSfCpImk76xNjTFAhyhQMcekBvBo4wSGuz2QXV5y59P23hzMXpMSBdjkY8ami2mjcY9qlXrZJWKftfJQQCxh9kN06Y9tV+h7OZk0C3S3Bk55eqZEXaVIU2CwpPcDHBkqT9H7e31njtJnxvucfTvxUqMuU/S0gxEwyFDoTC4fCmbz6WcqID4HVXQI/LPkDExY1vmb1NpiWb0UfiQaPdXeFbt2DyoC10QCRjwtcunV+xZO0fu9o6EejgeARzEqApiMVTSmckDdP8aHsol/GSE+GstWLCZBkkZAzaPS2m82culCz/7qCJy5evq7ywB2gKIrCYQ/CFK6AcK0OaH/zyQ6BGDUVnZ7PT6RbtmjJ15eqmFnfglcgvEqCpp5cUC2S4MicTkasWJKlTIZ2oA1rrTlhuuraarbbrrwvvUgDADABSAOs9g0oNPH58eirTgAanGkqJ18onpWvnl5RVt3s8r8v+v0BaegZY1ubl8TDworrsnbR5c4+qFCSqTALsNVzensn+vuzoqcuvttgvyNNtSFOQN923gceD0zl0ua9Porwm/roxm//QClGw1cQ8+nNJtOHAkxmgKcgALKQpbGVYiGuHzyyispKkKX35qDh2B3U3rm221Bx/7fXuKgQA6M1wA9gMIGwftVE3XKfMj8iS4PIyqLT6A5EY/sU3AX8q8CQ+lsWIB9pCvVgUQzRZnWi2uyETsZ/VnF1zvzcEhC7t5xMHkBGtuOYcVAlBHDTat986WGzweqP8j9eVgGHYt8ylSUtH5xZkw9l3CHaffnQuVF++zOcPvDH4cwLycR8szeknyXE9dsHwl/OesLVGf6PSEPWu7zLT118Y/NEBl7/K2s6O+eJK57iSivG9AgYgUFH5hDQldUfRYKHoqPEBIq3un67s/fBsbwn8C5CPCeb87O0FAAAAAElFTkSuQmCC) 2 31, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 2 31, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJUlEQVRYhb2WeVBTVxjFTxZCSGJCwo4BIyCFB65YlwydArXgWKdi3YqxuDDYWrWKOm2pWrRTx62tnTodcQanUueNVoHWtm51HUEEBBVZxAiIMWEJBEhMQiDL6z+0UyuYF0DPX/fNe/ee3z3fd+c+YIRFEogGgLy187zJ8aILJIHgkfZwqgM70riquoKDX62bz3H2LXMkjfl8Po5/t/JAFAMNukdNzN1Hzvc5m8MejiFJgAdACiAYQFmBzzgOj8X+2N5j4KgePxYyGAyna7icAEkghCTg2/8oBLAbQKaVgkAWFr6aL53OaedSzXfvKX80m81O1xtKAkIADgBQ1KKVJJACwFb0+qr3fALG7rpxW2WpL38Yf/pmg5LOYs4zokMkFCLri6zTnea+d9XKut/y/8hfYDQZHXTmupQASUDYP7QoavFvgykWL4nTtHfN0Wm1J4uv/rmSrjlAswcOfbOeKxaLAWAugP0AFvYDLd4WIfUvudN0SPVEo9I21a152KZzXnhXAbxEPHnO3EkNvfLZZwFkAUgnCXBtFP66xAvPMFup8Ec11evPFV7vdMWcNkDGZ9kl/skzJQGxEakAlgLgAJC1sCPfF9qxieOwHK18cOe8q+a0ATpMFotJ22kUefsEUBTKKQppdgoKddi4Da0Oqplhas602Wy06/5f0WrCjVIhjyMSeLoLfBwceVL66ISYWENdmyQtKUlwI33P/C0ejd4gMEdRi6OuAtBKYFykNBXtDN7twydtgQlTpZSbl8w3MUloan/oWBHr2wRAC6DaVXOARgIkAZ5kXizPb+JMm3vAmM9h0XBaImfAYHNgsqeGHdhlKOyj8PNHasF6LzEbuq7ukQMgCXABTOs6dnarwH0spz6v4BrfaombkhkKk9EA1dWbnSXNXdPfXrE6/VZ8TAXAcPT0UvuT5m87qe1opwXAetHLBT5wMPyjdkhXLAzyCQka5R/3jpbv7zea7edlVF4sVPNGBRrfWrcsUuTF+pDnKdSYzD2nem1UR8yEUM2vZ4p6h5VA/+43Ur29sqcs97IqDZEc49czzTfqNTxoUF/xGBspC5kyOcRh7wi8V/1gTUbWzqN6Kywmk5HWzv/RgHcBSUAAIBFAuHD5lmrvqKhcpUeihNVYhpZWE2ZNNUESIEaHRlVdWlG5fMue/Nt0br6BNFgCngDSKArbKbPtVFuFRsKMV8HNww3RMhP0j+4bKQGRnZz69fYnum7LkJxfBKCohZok8EGNGYZQ+QaLv7sNXlYtRAEOeLBYJ+qbxEeu5l+uG675oAAkgTAAyS2rLhRJdUYikLDjllIAN35jfS/6DqR98m3ZU4NhuN7PAwQFj+kfPVZ3eybXTpT5HgvePR5FycdwuNScLaN+2nzmYsnQij2InjmGBr0eBr0ejE3F0WIH9ywVPcnfd1EG2g2muxXXcxcV37zWM5LmwAAl2BcRzK5nux3kpKQIwv3ccKKgEjV37u+9X3Vu2PUeSM/dBY3LcxNnhPHlLFDQKRtRWqe3cFkoeRnmwP8S8BQKmYYxkVu5wSKmuvQJrG52eHKpDVXnv1S9LIBnEkjceXn2hMBRcm8eEOptR15xR3ZN/uIco5H+P96QAeJTdnE9JH5735AyoWpsRe6llmt9DXmbzT2Wl2b+DIBvwpJNEUHi6M42HXIutTVxuqoUlddzRvTIDarvl3y6bOUvHT2l9U+pNzPLrQnpv896JcYA2OGEnKmMS127kHDnninUwN7V/UP58aVXXhXA39nRDpFSJIW1AAAAAElFTkSuQmCC) 2 31, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 31, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 31, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 2 31, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFO0lEQVRYhbWWe0xTZxjGn5ZSapFaBUrLSjWVYXsEwhB1Q1TMMqaZcVMRNSibMheZU+NuyaJuxk3jdOhcsjGVBJ3WzAtuunmJMty4e+Gi0IpSsbS0tVhAyun9tN0fSoIb2EOF589zvvO+v/O83/u9HzBCunx6B/unb9dy/a1jjkTyfdtyObJ4eb7B1E35W8sarqQKAskvhaDWuOK976emz07S1dR25Becc/n7LmAHFMT/4B+2O1EXGsr90NXbmW6oa5QyGAy/cQICUBDgAkhTEIjoe/Y1KXpY/1pWMTdyCvvm1SqDinKvt9lsfmMFWgIHgFYAlqdArJa46R85RQk7Kuq1jvs31HPOVt+/RycQLQAFgdEA+NkqtANAtgpeANq+93ntPGrr6jkz3RYbWtStF85WtKhJK0nrT+g6EA8gEcDB/4DFAmitSF06y2h8tKCzo+Pk9b/OrSKtpJdmXHp7wLJ6fYPTi18UBJIVBHj9Xr2j90ZJauo1BVqdXtuhac5rMXX6L/xQAcLHcFNlO7/Z5wuTSAEw+zrg/Qfc706GxufZ3L64B8qm9RfLy7qGkhwAgugsqqpsMi3KiD/i4fN63CplJYBLiyNxWRs9Q9brCS4M9tiPNN29uc/r9fqGCkDLAbPV4fDAa45Mibc1WdEBHw5QPiyQScMPweM2MKyGLyiKol33/nruJlQQAIDPuz2s4wxAwOFFUbN3b8uMGM3e7LYweAliqcDwwc6lOaNa54NAWbYK6qEC+HOACeAz5pRXUmLk0zmlpbWVwij+ciZPHOei2MLuOze8S2O8PDw5D4Zcf78AT/s9auLc6RK3J9i7YPHCU0yXZ9G9cjXaSCYok5klXTZvjceHKqsHZPhY/pAB6JwDc0ml5g1LRAL79vFDZ6JvX1g2eftehAh56DLFqpRb9v4R/e6ajZKZSRmVwcGU3enb8+bCLSc7zI9oAfidFr/nb4iPlkvOesxOKWlytYuICWKWgGtR31E2yZJmauEjKabLuCKIw735uIc85XAz1HebdSU5ebssdAD8OtA7isN61Gm7rXXPkCYQLvGYCWzcqm64Tp66lOaVTUsCSG9tdV3epq9+PdzjhsNK8wju04AOKAikAOBmq1BWcubH5LEC4cUm+1RB0N0q9CqbMe0tAcZEhsFm62moKL+W++mu4jo6k28gDeYACYA6KkcsO4S3x8qOEzCdD8Dy2BG3MAkhoXqzxWU//Hbmlq26zseOgDI/DyBbhWYAOCpH5n1deNw4Rw/GhTHAnzwOoaO6j6tazEXKBlXziyYfFKBPlkl5BMdgFIc4m9Emeh3s0Da102nbn7sh/3qvhdYe86tn9kCMZDwAQKdtw/Ks/cIZqZNuiBLlYv3Vf3Dgmv3nCb6iT85fqQms2IPoGQd02jYAwHcrt+ewLYYDpCSTExLsAZNBqUXG05vON9a8sOXPBVAQYG52JkMrT183/8QsTrdyPGo1DIQ1XqlZ5bniKhnu7P0BFARkAH5bm5FTIEgSpygT9OAxnDh2S+mIEKZtrT53JqBp50/9ZwEbPvypmTJvJYc/lhl0oRhdWiP4HN/GxtIvtYNGGA4ABQEOAIs+bXfPy8LRKdyWanBjIlFR9fCwsjirkCTp3/ECAgAgs3NShPXpOUteJSJgjpDjoCbqb4324jqb3TFiyfsD3KvMLcpIFIUmdpm6UFhi0rC7G7NvlRUOa8sNpCd3wo8rJrJjJh7LkgWxCovqKfSal5ceW9Uw0skBgBVHpDI5YmnBklgG53y5HloHfqg/kTMSHTeg/gX+szAzJ2eZ3gAAAABJRU5ErkJggg==) 2 31, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 31, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 2 31, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 2 31, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 31, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 31, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 31, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUElEQVRYhb1We0xTdxg9fVB6eRZom7byKCgNNIhDGCGiuDET52NDIYOxGtkSF10mbkSUJe7h4sxmosnQ+FgciYF1ig6dCc7H1G0BZwGhMEZBKMirBUqtUNpLW9p79wcsU4dQsHj+uzf3u+fc75zv910GPAylHFIASQxeFHssPbVy+1dllpmeZ3qIFEo5uFOXvVSA1BK5fet7faTDMVst2xMCAIQCWFIWCy1jU+ah1JwskY0kG47sOPTCBBgAOM3eYpmIxc52jo+wtc3afgaDMWuhRyxQaOA4YBEbuhJXreQlrmOrfvuzX93YdpIkyVlrPdUBrHxlXSZHHHnwTk2nraNB89rlu53t7tTNWYBSDg4AGYAuhQYkAAQEBCA+LPSDCeMQdEND1ZeqO7QW64zhn78ATNrmA4A9lXxZ9Yqc4G4bleY9ZLgpb71w0GIFNZeXzYqTh/O5QUFBAACFBjaFBrUASABrXDQUKnX3ycGe3v5G42DOtjb8PpevcasDIYE+K66WFm1uP1FezOpRawGkADDSNEwNnOTQOAcp07S2vlHfUmeaCzkwSweUcsiUcsQVFJ1SuRzmLYKc1esVGgCTY2csIVZTOprINlGuc0331dfmSj6rAABmAObCoFE47HZTIF8g/iEWKTSNuMOkxLEoWvhdB83Q95GGAqfT6bbvj2NGCxQaDCrlEAk4KKdIu4gj5lPc9DfzJKviXy8VRVKklZa2F24bYRKQKCa74hkBSjmYACgA8QDaXCFRBoIl4LbsP5osSHsp3On0lXaUVsJ3qcTJ4ARrFU2mxqk6jkKDWY/fx/EsC5IwGbQmACn+iXKfQFmMM65oz8oJwyOZQRALa/QyiBOi2fy3M/2Usdjq7+8H0CifCznwbAu6AdgALAKg5yyLznDCi3On+va+je/n7eMJvX2MgWGwjJsbT1xv2LCv+Eh6Hc+vHmBQajudvXbzp+cNxmG3BLCmu5klgF2hwfjFYYy9tTyhWJKalOkf6BcoEstCqFFrGDnhsLQ3a/6KiEtrW7s2ZY2v1/h+DkHorOT4BbuTNibGL9ZdulJtd0fA/9aVUg4RJo/aWgDLqS07QAw/Oj3GXCaPz10HqcSFqrJLtWyCFRARGxPuHeii1Hf/2FPwxbkzoxOwWd08gv/FdBaY8J8FG/jC8Ku+i+MkJJ2M1jotbli9kLUmIdmL4YRpoP/vqmtNeYXfVDS4s/mmw4wLmyAIXL94+pbdHpI+5CDB8RYihHgIgXev0cnknsnYtPezvocjtnkxT2HaKZgaQ7BYLGY7K1Xk4C2Bv8MFEUuPEN+RH9sePMq9XHGr+HnJgekz4ANADUChe/lAvCCYW7JU8SqaL9dBGG7pJyS+WRm5n9SOmc3Pyw3gqQyEhUfARfdwWQyc7wrNJ7kbc/f4TQzgRt0ElDXMU1JVxe4rv6rmZ/Yz8IQFfb09YDFAWiLe5dilSXe8TMYYIjwSXrDfowZ+LvA0OfBUB5Ry8EEjX790/XpeWhpPynPh3LVOtKgbjrQ2X31uv2cUMPV3U77YF+nUSD0sfUI8ZEaipm3UxmdBtRDkwJMWMCkaRaMTANNlh+XBIIz6YfC49EfNtz/vXSgB7KnUCwHwxmI/zB/O24sYPgNj93UoqTKeaqnI/p4ct81r17sDJoBgAKH1UTu14vbjWyWlhRjoHUbdza57js6fdi8kOTCZgS0ANLqMj3c94O1CtJhAZVmTPqXr7NclqkqPp346Ad/+knsrissLLk9N8MKxY3edeorK26mqvLnQ5ADA/BIrHLQ09nh2DId7pUqHbjvzaM3Zd26/CHIA+Ac9TyjlL00pjgAAAABJRU5ErkJggg==) 2 31, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 2 31, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 31, auto;}
}
div.testarea{
animation:rwdcur176603 2.6666666666667s linear infinite forwards;
}
