@keyframes rwdcur52216 {
0%,1.7181818181818%,100% {cursor:url(data:image/png;base64,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) 16 9, auto;}
1.8181818181818%,3.5363636363636% {cursor:url(data:image/png;base64,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) 5 4, auto;}
3.6363636363636%,5.3545454545455% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuElEQVRYhe3VzWoTURjG8d/EtIRiaws1tqhp7Kq0goIuXLkQRJDgPdSbEFeOF+ENCG68AHEhuHDrxi7SUgoO4kexRUqtSSNh4uIcoatmUipu5g9nM+fMO895zjPvoaTkP5Oc5KVB2qzhbBw5DtDBYZJm/07AIG3CXBwNTGECFXzGJ2RJmu0XrVkdRQCm44evYgGLWI4CtvAOW4O02U7SLCtSsLADcffXcRt30dIYC5OdnL2c/uA13uI9NpI0+zqsbqWoANRwCzdMVlruT7I6y2qd1jTXanAHV0SnBmlzaP1RjmAOF3HTvUlWLgjHn7BwwEyFTj5uvXcpip0QQnpsHkYRUEeuXl22cl6IQD0IsM9Um/ku673FKCBXwOFCAqKVffyyVMM5zAtun8E37DCzI677+2v2T0XAkYK/w47HcFmIxDQ+IGO7D9uC7d/D+uMpFMLYXH5gU7uLQ8xgSYjGbHi21oU1bMT1pyMgsoe23f5jvR18OTK1SW+dn/lzvBBc6BTpiqN2wqrQfB550nhIK5Z4xdOPL/FMcGCvaEs+6V0wLnTAB0I+3iDDbpJmQ4NXUlJSUlJScpQ/8h975+C9jAgAAAAASUVORK5CYII=) 5 4, auto;}
5.4545454545455%,7.1727272727273% {cursor:url(data:image/png;base64,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) 5 4, auto;}
7.2727272727273%,8.9909090909091% {cursor:url(data:image/png;base64,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) 5 4, auto;}
9.0909090909091%,10.809090909091% {cursor:url(data:image/png;base64,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) 5 4, auto;}
10.909090909091%,12.627272727273% {cursor:url(data:image/png;base64,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) 5 4, auto;}
12.727272727273%,14.445454545455% {cursor:url(data:image/png;base64,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) 5 4, auto;}
14.545454545455%,16.263636363636% {cursor:url(data:image/png;base64,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) 5 4, auto;}
16.363636363636%,18.081818181818% {cursor:url(data:image/png;base64,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) 5 4, auto;}
18.181818181818%,19.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
20%,21.718181818182% {cursor:url(data:image/png;base64,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) 5 4, auto;}
21.818181818182%,23.536363636364% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5klEQVRYhe3VwUsUcRjG8c9M4+rqum22RZblhp6kCLJDQYdu1T2wU4f+krl27q8IOnYPgsogI4LEonQtMcttWdTcVdfdDjvRrSYRu+wXBobhnfd93od5fkOXLv+ZYC8vteMSRAiTR80gLrcOREA7LvWhPxnej3xyv4kaqv8iJrWAZOtcMjCPixhBA0tYQRUbWAnicjNN3yitAJ1tcziHKVxGQWfrabzDy0RMvh2XqkFc3h8B7bgU6thcwk2Ba4ajEcO9oZ7gpMWtCV92Hibl2zouRPirC2kdiNCHcYFxpzN5Y7nQqVykkOF6m5nvtzyqnUAZleRK1TgNraQ2JxvmlAY5Oxw5NkxmgJ0Gk4dZnbvqxeYrzPqdkD+SqigRsI2aTJhztBApjtE3SXiJnnF2itwYgjs6H2YqUglIYrWBefVW5Ei+JXsGEziPUcIcqz1NA2FBJw376oAgLm9jzlbrmaGtyFavTgiGkOFHk5Xdqt32tI5bqWKYWkAiYg33zCzlBQsNrc/4yPoi3yo1X+tvZMP7Sfm+nwO/+OTx2pQLzx84NLhiY7BmbX5TZfWDSv2pRusJGmlPwz39C6Adl47jrtHimGL/W/Xaewvrr41ml4Pbs3ttu2cxYXv5ysEO7dKlS5cuXfaLn00mlWqpmC3qAAAAAElFTkSuQmCC) 5 4, auto;}
23.636363636364%,25.354545454545% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqUlEQVRYhe3VT2sTQRjH8c/mT5EQMLRRbBXNoVK1oFBKBNHizTeg4FF8Dx6FvfoCPHnyBYg3T4JQaVHwKBbbKkFERWqVNoltaFMPO4K3TCrFg/uFvSyzz3znN8/MkpPzj0n289Fe2oCR8MAOekna6h+oQJh4FMdQRR9b6KKNdpK2ugcisJc2CjiKCdSDxIkgsYrX2AgiG0naiqpbGkK2GiauYxZnUQvvr2ERj/AFPVkyA4lK4I/Vn8QMLqKpWjznUoUjZVa3edmZxz28wteYFGITKISxBUwrJbdcrzE1LuvDLpNbjJjzvPMJa1iXNefAwjH0ZbFWMOf2KFNncAWXcQE1ZiqU3UQzdnFRAuF4dXFItXDe+JhsN07J+rCB41SKjJVgOkgPZJgm7GJNuRC8J3Aah/EOK5SxuUt2EgbGT/wW/E5h2fedD2yG+rNBoo4eH3fp7C1jIfZSihYIEj9w10Ibb2W9Bm/Q4vE3eID52JrFYQQgvVpb8n470fw5p7yCF3jG/SXW+zfwNElbn2Pr/c2/YBJ3ZPfCQzyRnf32fmrm5OTk5OT8v/wC2Cx0oEE0UgkAAAAASUVORK5CYII=) 5 4, auto;}
25.454545454545%,27.172727272727% {cursor:url(data:image/png;base64,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) 5 4, auto;}
27.272727272727%,28.990909090909% {cursor:url(data:image/png;base64,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) 5 4, auto;}
29.090909090909%,30.809090909091% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjElEQVRYhe3VsWoUURSA4W/jOi7JmoQgMcQgEzGFgoEIAWtjawofwMYXmQew8AksRKxsrW1SiGAjJMZCGCFFWIJZl7hZ1zBjcS8h5WzYYOH8cJlh7sw5/51z5ww1Nf+YxnkeKrO0iVm046UjdBtZfnLhAmWWtnETc5hHggId7KDTyPLK8ZojJk9i8gU8wFWc4Ccm47koM34BTMexEY/teCywL7yNQZml3UaWDy9CYBJ3cQsP3WnNW7jMsGSnz2HxCj3kOBirQJmlhBUu44nNmcRa2+kWuJ3w5sdTf3yNgpUEJqoKxExDLFqfSqzNYUnYEkuki2y04Qam434Zq0DzdKxcwXXciwIzmGW5BfcxEMpVKegoNPHFyhTW8Ugo+XscMiihJfSFYtwChbCyHpdwDatx6hOO+diHLaFUgypBRylBTG7X2w5+n5nK+bbH9nGBd9iv+hlWFojdrYfPtvvP/HqJF3jO9y1eHxzhMT6gWzlu1RvPUmbphNANN4XutxvHuf4HNTU1NTU1/zd/AcVDawTguCibAAAAAElFTkSuQmCC) 5 4, auto;}
30.909090909091%,32.627272727273% {cursor:url(data:image/png;base64,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) 5 4, auto;}
32.727272727273%,34.445454545455% {cursor:url(data:image/png;base64,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) 5 4, auto;}
34.545454545455%,36.263636363636% {cursor:url(data:image/png;base64,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) 5 4, auto;}
36.363636363636%,38.081818181818% {cursor:url(data:image/png;base64,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) 5 4, auto;}
38.181818181818%,39.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
40%,41.718181818182% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtklEQVRYhe3Vv2oUURQG8N9MkkXDGjei+IcUK8YQlGAjaiOmEQyKlehjWNhoN434Ej6DiOYVgjYBDRYSooxBIeiiIcTNOia7FvdG0u3EKDbzNTN37tzvfOec73CpUOE/I/nTg72sWUMtLosky4t/LqCXNdMY9DBG0EWBND5b2NyNmNICYsbDOIFJHIsiNvEen/EVK+igk2R5tx/vYMngKfbFgBdwBZekJtUSOr2PeILnWN9xtN2Pu1QFellzO/gE7tqf3DJzkKmRSFEwu8r8xiIe4CXW0O5XhbSMgPhfinHcdL3B1ChG0Qy6bpzk2oEJ3BFaNFiGv6wAkbBubKjmbF2wwBmcxhiOc/EIRwduCz5plM2sDArB8Z0weI0Y+LJgiWb8Nsz5OmFKBgWD7l1AkuWbQk+XrW3hEM5hBlfj+1CIWftN2U6yvC936RYkWb6OBa3uG7ZwasfuGH5ig4Xv8CoK/nsCoogVPNRZwocdO62wnvvEu+IZlpQYQRjYjQDIphtvza2Pm/4yFTL/hkc8nuf1j6e4j+Uky7fK8O3lLpjEPcFsL7AolH61TO8rVKhQoUKFCtv4BVzRckRdMvvlAAAAAElFTkSuQmCC) 5 4, auto;}
41.818181818182%,43.536363636364% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsElEQVRYhe3UsWtTURTH8c+LSVCaxihtkIIhVAqCXYRagoijFqSbq4Or/gkOPnF1VvE/cLeT/0B1chLBtj4zlCKlSIy1RH3P4V2hkwkx6uD7Tu/dc+7hd8/9nUtBwT8mGmdTFrdLKIffFN+iOPk7ArK4XUMDdVSDgD52ojjZ/6MCsrjdQAvzWMQZlPAWr/EG3ShO+hMXkMXtKtro4Bo6KlHLTJlKRHeQ4jGeBiG7UZykw+qWRhWAGk7hAi5plls6U1yts9pg9XjJdOkWbso7VM/i9tCi5aEZCIXKaGLJfHXOSoPZptwGfWb2yTKe9a5jGxshOPhtAfJOpSG/48YszuJ0WNrDJgsDWl9qul+X5B3bHyZgpCsId3mAvuUpzGEBK7gs9+IM9SonjpBPyc8J+SWjdoD8JHumK/IJvILzIXQSm/nn5xR2Qv7kTBjFyQA9Lz6hgqOHoudwjA8HbAxSPEcv7JmMgMCW/veHvMe7Q8vbSHi0m+IBXsqNMZRxXsIW1ty9uJhPXBNPuL9G6jbW8WqUN2AsAUFEGcu4JzfEHWxhL4qTj+PULCgoKCgo+H/5AUS8dCAdm6MRAAAAAElFTkSuQmCC) 5 4, auto;}
43.636363636364%,45.354545454545% {cursor:url(data:image/png;base64,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) 5 4, auto;}
45.454545454545%,47.172727272727% {cursor:url(data:image/png;base64,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) 5 4, auto;}
47.272727272727%,48.990909090909% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvklEQVRYhe3VP2tTURzG8U9uL6XGWkOVqFXDFapUBwe1ggGl6CZCQXDQwbfifQkuIr4AFxcnRYog6CLo5qBgwLSIiJZotWpMQ+JwbqA4mNuiuNzvdjj3PL/n/v6cQ0HBf6a0mUP9NIEyxhChjXYpbXb/qYF+mkQYRxUVxOiihw6WsbwRI7kN9NMkxgQS7MM0DmIUi2jgFVr4IGSkN0w3zhlcFryGM7hke1S3dYRPXX70l/AUu/FAKA98/ysGhL8s4wTmHS/X1ceZHA0SX1dr7q7UvFmbwWpmot1Pk3hYOaINGNiJKVPxnPMTTFaEVjjAtiNcnebs+FFcFsqTSz+vgZ7QfLNmxogqQiucxGwWby+nK+yJ53BMmJCh5DXQFVJbs2uQjP1CO5zDYewIHg9tkS3K2bk/krcHuniHlrEII8IgnMq2q3iJ3mCuYnTyTEGuDGRCn3FLs4OV37xPhOB+0mjL3LTyaOctgVLa7OC+R18e+/Yer9ftvsAiCx95u3YHD7Pvh+vmNTCgnyZV3HRt6iIXhH54wr1nPG9fxw00Smkzl95m34JIuJSuYB63sYClUtocevkUFBQUFBQUrOcXZthzmyq/JF0AAAAASUVORK5CYII=) 5 4, auto;}
49.090909090909%,50.809090909091% {cursor:url(data:image/png;base64,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) 5 4, auto;}
50.909090909091%,52.627272727273% {cursor:url(data:image/png;base64,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) 5 4, auto;}
52.727272727273%,54.445454545455% {cursor:url(data:image/png;base64,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) 5 4, auto;}
54.545454545455%,56.263636363636% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmElEQVRYhe3VTWsTURjF8d+EJMZARUJobaplFKxSX0AIroq2O1FcufEj+DHmS7h2peDGlS8rN3UjGFy1VEQklCpqA5Y0lJKGxsWM4M47EXHh/OHCMNw598x9zn0uBQX/mGjSD8dJXEMNZQwxiJLu4V83ME7iEprZOJGNMnawhs9R0t0P1SvlNYBjOINl3MEKLmERVzE/TuJ6qFiuHcj+vo3bWMJJNDDCB3TwDO+wFVKSch4D2WJt3LBwpO1KnekK2yNe9ad9GsXSUmyiit+WItjAOImhhRWtStvdBtEsajT2OTfg+VbLm71lvAjVzpOBambguOtTRJdxEacxi6PcbMI1aUCDyGOgJD12VQvNbNGzuIBTmEpnzVV/zg86knkyMJTWtJY+zuE86pnMBrsHfD2AL6GiwTuQJXoT7633sSfN4yJm8J3VXUbjRxgICGAuAxkf8djTHWz88vo1h9t0Bqt4iF5oV5ykE1axZKby0r1bGNLrcP/bEzzAW2k3DNL7k7sA5hGjLz3/vSjpDibVLCgoKCgo+D/5AVnraOmA7WPRAAAAAElFTkSuQmCC) 5 4, auto;}
56.363636363636%,58.081818181818% {cursor:url(data:image/png;base64,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) 5 4, auto;}
58.181818181818%,59.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
60%,61.718181818182% {cursor:url(data:image/png;base64,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) 5 4, auto;}
61.818181818182%,63.536363636364% {cursor:url(data:image/png;base64,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) 5 4, auto;}
63.636363636364%,65.354545454545% {cursor:url(data:image/png;base64,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) 5 4, auto;}
65.454545454545%,67.172727272727% {cursor:url(data:image/png;base64,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) 5 4, auto;}
67.272727272727%,68.990909090909% {cursor:url(data:image/png;base64,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) 5 4, auto;}
69.090909090909%,70.809090909091% {cursor:url(data:image/png;base64,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) 5 4, auto;}
70.909090909091%,72.627272727273% {cursor:url(data:image/png;base64,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) 5 4, auto;}
72.727272727273%,74.445454545455% {cursor:url(data:image/png;base64,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) 5 4, auto;}
74.545454545455%,76.263636363636% {cursor:url(data:image/png;base64,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) 5 4, auto;}
76.363636363636%,78.081818181818% {cursor:url(data:image/png;base64,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) 5 4, auto;}
78.181818181818%,79.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
80%,81.718181818182% {cursor:url(data:image/png;base64,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) 5 4, auto;}
81.818181818182%,83.536363636364% {cursor:url(data:image/png;base64,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) 5 4, auto;}
83.636363636364%,85.354545454545% {cursor:url(data:image/png;base64,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) 5 4, auto;}
85.454545454545%,87.172727272727% {cursor:url(data:image/png;base64,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) 5 4, auto;}
87.272727272727%,88.990909090909% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpklEQVRYhe3UPWtTURjA8d9NkxhqY1N8QUqNCbSCL3RzcFBKp24ibg7OfocOxo/h5Oiki5OLOJUuouAiRTRIlbZWjVbCNQ25Dveo3XpTIg7ePxwunHvuef7nec59yMn5x0QH+ShpNQqohFFAjB56Uav99wSSVqOII5hBLQgUw+tv2MA2OllFMguE4CfQQB3TOBUk3uMd3gSJDrazSBT3XfGHWgh6AZewoBo1FCJ2Bgw8wSoeS8sxge8jEQinP4YzuGamtOTKBHPjKPA15unOohfxbDrhfpbgwuIslIPArOrYkouHmZtCGJNHuVqjWapjHr9E9mWYEozjtGaZ+WoIXsMh/EifC7u8/dTAyax7DyMAFZNjIegUzmNXegdj6hUq0Tlx0kV/lAJ9fMCWbiJNxllptkt4hk1E9BLSP2Gkd6CPdTz3sotE2g4WcRnHEbMWM/AQa+nEiASiVnsgPdGKXrJsYxNf9qz4iA6PPsNdrI+8EfG7BU9j2e3mLW5Kk/OAO6+2cB2rUaudqf5DC+wRKQeRG9L838PrqNXuHmS/nJycnJyc/5ufz4BvMIX0V2oAAAAASUVORK5CYII=) 5 4, auto;}
89.090909090909%,90.809090909091% {cursor:url(data:image/png;base64,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) 5 4, auto;}
90.909090909091%,92.627272727273% {cursor:url(data:image/png;base64,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) 5 4, auto;}
92.727272727273%,94.445454545455% {cursor:url(data:image/png;base64,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) 5 4, auto;}
94.545454545455%,96.263636363636% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoUlEQVRYhe3Vv2oUURTH8c+M67JEjUsMFjHCJIpYGBIsFII2omBhGsHextLGF3B8A1/AUm18BRuxEBSViBI1hClilBTq+mdZJiFrcW/QSicxwcL5wuXC3Jl7fvec35xLTc0/Jtnsh/08a6CFFCXKJC/Wtl1ADDyEwRh8Fb04f07yotw2Af08a6KNEQyjiQa6WIrzcpIX3S0X0M+zFAM4inHsjkL2Cpl4jTnMC5moJKJRVYBQ7zYO45Jd6UUTLdKE+ZLllee4K5Rirp9nZZIXq1stoIWrjg9Mm2kLVkg41+FhZ8r9ziI+xNGNYn5LWiVyNB6My5rTZvbhGM7gLE5y6gCjOy8I5hyueqqqGVh3+xGjTRzCaUxiB2bR4cR7Fj+NxQeVfsmqAtbiaGgk2I8ME3H5IJ4xmIqLX4Te8EcqlcDPWs5aWsF3wY/r7AlbLZTwAkWSF5U2riQgbtbDU296d1jA21/eeIeXPPj6CPfwrVJ0G29EqXD0265Pneea4IGb3Hj8BFfwaiPd8G/ughFcxhhuCQ3o42bug5qampqamv+bH6wgcCdB9VYDAAAAAElFTkSuQmCC) 5 4, auto;}
96.363636363636%,98.081818181818% {cursor:url(data:image/png;base64,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) 5 4, auto;}
98.181818181818%,99.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
}
div.testarea{
animation:rwdcur52216 9.1666666666667s linear infinite forwards;
}