@keyframes rwdcur117473 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFIklEQVRYhe2W3W9cRxmHf/NxPvbsnvV+eNdh7dipg5wSmjYiLRQa4KIVXEF7gfiz+DcQUoWAG8RHI6EWQUVChKiqtmrsdmNv7PV6P86ejzlnZt7holKV1k4wQogbP3czejW/R5p39A5wwQUX/J8R/1E1Y7zV7bWv3Wq/cONbg8Hu+ycH176x1d++3rkVxTEjHeSqyO3/RKDVHch679kaR3r10lb4Kpx3mUx81xizs341+vHixBa1/pVp2HtJ+2Zuizw917nyXEVe6EME2/Ab32wNtl+J1uTzvQ6S3feGv2p1azej3vpr67zaOdhvXnfJ4q8A3gMw/68F/KAmo7jfKEo1gN95mWTrh6Lp3y45vxSsqGkUHzzbaEUvlLh0UzTNTgWvb+goZI0tXFr/7seU7M3He39TT8t46hX4QdTy6r1bsnX1DVvffl3x9g1VBd1Z0vD8wMpuvDiyovn8x6PLz4wOI7lIo6YVrS0/jAfcLGHT0VRl88Q5584tEIQRglrQWNm4uUkIbiFaf83VN75veXQDRq1SpWVWNcE4RKcxn86zeGt4tNbLlo4zk9WYCDqQtRVrdQ3O8Hjrtms2A+vLsiiy4pTIKQEpPVlryE0err3K4p2flt7GDyrUN7me1cJqyAK3RCl6yIoAAebz8bTZTVW7yc0cdb0HxsAL16gb0dr06t2rgtIAan+RzqZjo7U+lff4wvN9f+t68PLKGt3OSH97NGk+RwX1PX0kff0IvpmASw/cFdBVjMWJGeW5bjoOCD2DZyaQTMOR9bVcbVUy/mrUYNXGlaqR9L2+YP2/f3R/sVup8mwBxhCu9PmPvv4985PRSXnl4TsekCQIywcI6QjMGTAbQlAByxtYnqgPSvJWETtIM4UwM0gs4ckcqbM8ZXHLG/DvXHvFXFfHte37f6gqAEMA5kwBskSL40odf2qVopKcJe4cYCzBWAvJHYgIn/UUAxM+h+MAAOc+2zfGwJCChQY8gjMayUTxZFTxUhEcfbENvvgMmTPLqT463HP7LlId0qoBuNDA49r5YK6CIwYHDjAGLwgaHJ4EAAcBBw7rOCorYMmBUWVMUajpqBxPH1ZjXXEFgJ7YhPUVjzhni+QEB8sTmZS5H5HzW+R1PWIBHBlYHqIMnwG4j8FqtlAm2qhc3IbNwfUCleyhCq/AihVwSiduOXo3P5z++uSg/E1Yl++nM7ska88WqJR1+dJMtPKOq5xnjixzTAROxtwxz3Pg0ooGbPAV1OsWg/b0sLJ+J9Nx0xEBVMGIDki2UmfVSJSP7lOxfKuYpneKpLo3H6vF4+GnBD7flLJk3Js4nX3CTTLlrgrAg64N1urkrzKIGjYvL9Biu+9ywZsz1e1Z8kGiDgdJ0swesHzvLeT7P2de/CeYfMhgCmvM6ayzBKw1ZLQqBGcLkE6Z0ykcaTCBMBLB6ioLNgezLHn4yS+EFG2/2d2WXGld5I9ccfwPro7ucFJ3nE7uqdnwwJRZeVb4EwUeEzFCiKkz6iPoZMQpk+02re3s8M5ad378z7cPfhbVeW/ra90XfUzU8nB0z85333TF+E0WrN4HqYUpM3paxr8dx9YaEkIaOFKMYQ5Sx8IVebFYfDgZ5b8kZwJPms7k4dGfl8ez34LJu65KhyrZz02ZPXEGnFsAAMgaR9Zktso/taV6UKZJnszU7uRw8hfGhHXlnI+H09/pPP2jWk6G1ujqPOcC5/wPfImkKulurfH5epQt6feMYQzgqaP3ggsuOIt/AZLf5gFigDbFAAAAAElFTkSuQmCC) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFh0lEQVRYhe2VS49cRxXH/1V137enb/dMd8/0vD0PZ2wMMQJMDEmEwIBI5E02kTfZIz4AX4EVi6z4BAgkHgIkhIyMkgiwSBwz2MQaO+NuzyTd8+jbr7l9b99bdauKDUQMdiYOLNjMb31U56dzTukPnHLKKf9nyKcptmyHlmul2ZdfO3OpULT3X//+G3++8OXzldXP+F/TOn/05q927w173eTTvEmfpsh2fZSqSwazi0Vnwt0IKt61vUfyykQwiWE3mj17sXxNafYiCKnNPHvVmqwtPtW7AGA8XRnxwOwNe3L20saVc1eD1dLG3HK4/Lsfv/f6/JnCxerZjc+pYjb7wUG9frCb/V4ruWnZbsizsfqfBFy/aHlBvTgex4vaKj/PCgvfduvrLw0zE2vnzJVgyl2uzAefjeXMMgp6zZ0pVOTOfWgzgD+3ulWmKhy2/pqk4/hje7CTBBx3Ytrwa5dZcfUVbi+9zEnxXK8Hv/mAY27FhhweNN1q7fO3NkvP/O2djLR2lZXwwrzllecMqiydHg540h/muZBPLeAVAur4XlCYv7yiifmcdmevaHf2BQlrg+RJkBxl6HUNlOanYfPW3kjWFu/c9RcOPswg44EFZpSIWShrDQ9KMGYHOphZlb4jxnE0emwljwmYlmO6BWtdW/XvYGL11ZTVX+Cw6oyHlid2CIMEZ1M4whp88XCnPahXO11nWvMR/Ox9GESQVHsuJ6U506uuW5ZZZGI/igedA56l6YkCU/Vy5evXgqtrX1Ivsdr65TB65rxIBlVTdExbtIkpe6CQSI0Z5NpRRn/zt90enYyzwhLNOvB4AwbhIFpSRZitWcGdWJr1v/D8o6mlNb506VuLstsih9Eg/mglx46QEswunjO/95Vr/Lk/3Jyk91qLoPt/h8sbsHUXRCuoXICqFCJsqnbY/suYpLOqVFWW6FMj78EkEUwVgWiOiEwU3LXzF7/53T9dLMop/ssfpj8AsAWAP1Egyzhv3huF9U3B4zBxlNRQmkBKBakkGAWUUtAaIKCKUoMSMIAAGhpaa0gpkcsMCgIwNbQcY9Duo3PQH/U7eZZl/NgdHBMQPE927sWNqXnyYV8MJnUWeRrEyWGDaRPQEhIMIBTMcuH4foFL3+KEQoNBaQqtKLimyBUBtFB5FKatrcFo8HC4OzqiPa1xTODYDZiWIZIjud9tobm/rZO4m3tSkbKyKlSBAUpAsDK4s4zymQtksTLoCm9hJebegpYZGA+RswCpvQRpVgGVRrrf3Ozdb/5m5078k1LVvNltIRyP0o8kjk1gPMqSbGzcjro4ZE44gP1eCqfOlTMzL1i5BK0MZQYANTGzYNNiZE4mju+FIwrOJsCNGhR1kbMggcp7lB8+iPutPzaEvJGn6nbjTm904i8AAK2VBiFjZjhtmfabVEYR1aKgmVeR9rSjzCmAWfjqiwJx49Z1x6OVzsBb4BmgmA9JbBgyarHx7huId34qk+51ZnvbRGVxngv9iQL/lJCSJwklOCI6T4jOE62VJNRAbaEydeasT569cJTevfHuj4qBMV1dXTlvO5SIJO6J6OAuTfff1MneDaqyt6WId3kySJ7U/LEV/CeE0hF0flunYYOI4QOaD6+urSysffEbBWva3RvtPDh8q1rz1q+8Fqj3txJ6Mxy00+bWz1Xav56LdNvyK4nMxYmBdGIWKJlD5kIxw+DQKiWU9olOu0wNo/DR3rtbt1o/M03DDcpstXHn4dvt+41fC463VHbUVFJEYjz8xDQ8UeBfSJkrKcUwz0aNuNu9nw1CtHdG7xy2Du9qZWXgnZnG5vb1wX7nF+Ph/rbM+Vhr9cSR/1cC/4ZmzMyZwXrVuvPB3m5/4PmFPBe6o7TaTkYizMXHJ98pp5zyJP4BOtX/B53RqrMAAAAASUVORK5CYII=) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur117473 1.6s linear infinite forwards;
}
