@keyframes rwdcur242003 {
0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAwCAYAAABT9ym6AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIiElEQVRoge2YT2wcVxnAf+vY22/sZvMm/tOdpikaKW20KVBsKhVHPYAlRLUHDnvgEA4cjMQhx/bYE2puzQEpuVGJCzlaQghLCMmHFtWAaCIIeGnTaoA0HdPImRfXzvu8cXY4zOzsru00juP+Ofi72Dv73jff731/38KBHMiBHMhu5fUz9fTLtqG024VvzNZTdSAo4hsURRCiOCK2iroEXxUT1Dg/v7hrvfslO77wwtkzqYiiqgCICKpCnCxzpXkZIz6nThmSJEaBxCo2yfaGIgSnQlziEcVLXFpc/kKgBnZ+HGH1OmRmAopqhOc5jO+DJywtKbG1qFpAMX62MwaWLkcoEfbQKvWa+ULCbttpnW1U08RmngiMj/jgYXDOogq5k0gUcOADiRfjCTgV1AEIKPgBJAmoKvNX7OfqmR2VN2Yk1dsttF3G+OAjIFmICR5KBuRyGADPj3EqADkMoIIfKFGsoLDQ1M8Npk/xhbONVBXiJEbwODe3UHw/Mylp1YfAmMxGPFQdTj2yIgCBB1a6QODjYaiKshhHiFXmo90XmD2B/PKVRgqKtQoiaFIcNucuzRfrzsxI6hsDmtWtTDycgocgTlE/wUiA7wcAuMTRjJep+dn6c/PNfYcpFL4+O5mKDGIYJ08D4iT7b9Xepqy3OL8QlTowngAI0oERD8HQ0qx+VKQMqiwrOJTlJMJotkfV7rtn+pSdbYRpGIwhHEYElq3j8lLE6MQEcncIgAFt8YuFq6UMRhABwUdEoPCQEC0vY+MEA6jxwSZYNIMRQAxzV/avNG9TNFuvpmHgIwiJs1gFI6aoVnFe0S4tNEuNaUkDXzDGx/MMIDinWI2JPlkFp8idMipZFQNFAaN5bxKY26dqtqOS+kvDaW2iggKB+EWuaB4asVU8YFiGWdEPmZmcwaqiiZJoTGxjbKsFK21UFFHT0QBI/gwMggJzzUeH+UwFs3WTVjudrggbWLXD3NE2wzJAWY7knV9p6W1W9BY2SVA0KwBS2I+oFKNN56+gqMJ89Gil+YGbZ+smNSKIeAWM5wnOSe4hLwe4g7psErCdaoEWEEUF6XwUwGYh1onbR4G5z4jSlTfnbSm2FquusMY5xfOUwAcRuKN3UJdgtRciq2mOvHF2ihtFuoApcAGoh7LnceaBIACXFjSDsUnPaxVF8bwYR1IMmP2mkc8BZKcuHQflOJ2Q63XXHuWhXFl/aTgNKmW6eQNWk3xcUZY7nD15kTXKvLmK4nVooJt2CtKzby8htqeYzLp7J0f6T9MpLCcUid4BAcUh2f9CnhfSB9MtCg8/yuwqtLZKFmqdN/eK4AmEAQQGZGQg90bPcUsnZyQv67mOgJ7CKDSe4aHyZU8gAHMLWkq2hXb3gXhgym1MAJ50Tl56Qk1zTwkSGKZrpzGTYbbOCDJWfSh7HrkRdeeuzKg+L/XkiTrQVnY1gE7oZQuOna7xcmOWpcV3+Os7v+UQIwgeo0OHmXhqDE8Eh3Lu/MJ97X1kkMa0ScVTujBdKKda5ElRqBzooQF0vV2QSmiYnJrhWtTEJhGPS8BgrnB4fIiRcpn1VitTW17hVz//cJvdDwR5Y7aRqlME5dVLO59IY0ZSIe/iW7zSV7V6RAFtDaDlNg6oyBCHZAQRn0FPeEzgsW+MMfWt79He2CB++xpX7zYB2EjXCbjXBzR4P4ALZ+up1RglAk9IHJyZqaWhMZyb6/+VxBeDUwsKTjqxn0F5ohnElnwSgHIbWgNQbnNXD3HIgJIwKgGV0RFqtdOcPPkiAPHmGrzVZCNdZ3XiLqvA9IUwnRhq8Zuf3SjdFyTWdwirAYtXIqomxEPwjbKqLV5pTKYtzeaswBfipIlTzSB6unjHek/B7ZA+AFJpFz1kTZUngpDK2CakEF37iIHH/syt8jrXri+wEq4CMPLcUZ488RwAH3/wT+DG/T1iE6XpIpwKVmMs2X0duQUITwSmWBsEYyiOxHbLa1+YSd5LJMubnm964JTjvkFGR2gdXQVWuTl4mev/uswNVmkfboMRJioBR048xXHzLODgBMC79we5ONfprkr9peHUlBVPLEYMItm9w8/nSE3WAC0mXW+LR3r90Jv8kk8pvggS+Jiwih2Csla4+cQ6Mu4zHoZsrEd8shozUhmm8s2nGS8fw8vnuGf1OPAZOdIr83+8k11x65I6awsg9XxQS6wJxQQlut0j/T7IYPJHAhmEMXjVgGNff4H2xgafrr3NeFAlDCdBhffjJfTwPU62hSmmqBIQEfGn+He7B+nIpXkt7uxgiSOLL7JlUpe8P0C/R/q94+U7RAxGBM/3qYY1wpMvgihR8xq3AcVmWg9XqEwco1Z+gZCQaj46N/EfHqQAWugOdY0ZUl+2B1FXtmR58VkREYz4+GJQHNFyk80kM8w3IdcHr/L2Pxb4b/UjKhPHeJqvZRe2/MqsywlkFXn/fslozEjq9w6AWydf2NY0q2GIagJVDx18nNbRzJznv/8jauE0i3aBXydvsjk+yA/HfsJpnSIRxZIgClGzyfmpiyXYo0d2krmFB4/e9W8PpOZIubiXJFGEGti0a4wZR3llhIEKrN38FEItTuDJyjNM6RQ1mSQmYpGYv9x8i+H/dF+5byC7kfl326XeMKs3solA401sogQBmHseHzQvc/Pwdf527z2qx47TJruJdvLlfft35OoaoyvhlwOyVebnul78QX0ojVFcCOulJf59r8rzJ74DxqC6QkxCQIhVy+0PPuJEHHL+p28+eET5ouX385+Wpuukm/ZxvKeP8N3Rl5k0p4mxqCT46hHRZCla4sT7NWRLdfnKgAAszlOCNaZfH0yrXkCgASqKqk+NGrGN0SsWP4bXXr3Yl5NfKZCOLL5mSyef+0MaPl/jf5+8x431FYwvECnnf3xx3yrtgRzIgRzIlyf/B6JECfMCgN1WAAAAAElFTkSuQmCC) 5 11, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 2 13, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 0 14, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 3 14, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 7 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 10 14, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 17 7, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 26 8, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 31 7, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 34 7, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 37 6, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 38 5, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 39 10, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 38 17, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 31 32, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 37 34, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 34 39, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 32 42, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 32 44, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 32 43, auto;}
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}
div.testarea{
animation:rwdcur242003 1.6666666666667s linear infinite forwards;
}
