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0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2klEQVRYhc2XO3LCMBCGf3lSUVCl8B2oqDkBJ+AidKnT+SK5AJwgnIUiVUqaTSGvvCutHiAX2RmNHL2+fx8yjgNASM0ZY9KoYU2TDXwaAaBT0x6K+n4BOM2tEU5TIqZTwGzuy3c5uABDCOkWQaJl19Dk19C0NDn+KnyA95hbDl60nkhUq53h7qxyvxxwBug6Px+bzlQ2FOaIJg/I2k4IOQYhq9yOJMcy79zo6hs/y74VZEUg6zmHm9sccr2mMxLKy+B95Kn1N7T3LTcLgI5A8DwU287aUrD9fNBd9UURLEDBOdQinFUw3QE32n1JxMBwNnmtmmyfDskI1EQ4+NylExnvZeExSM2P6fhtAxy2gafszVRlVDeAEOqasYjbpr5WCWBw9GbzYwWwG/W62wZw3mN8/1bEQuQmCbnIL0OkkHjM8ngOveSZA7oOjMKKoTnwYZt6nct/PEiWdxIk56wcPwsH9IvISSiD+SrFtgYcSG+Bc6OOBAuxoL1wS4ASwZ6XKrkHDuS/B1wMj6rZhF8ez8GBzIuIRQAgCxyLMPY1W0lAEJFLwcfP8vz5/jwcKH+SBRFWFC6PfjhQj4AUQdLjNeBAWwSCiBm2GvzVzfJ3fZV/UF+xVT69/4X9ATY/C9TXD53wAAAAAElFTkSuQmCC) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4ElEQVRYhcWXPW7DMAyFn4xMDZClHnKHHiEn6GlygM7p1CWX6Q3Ss3jwFCBLF3aQGZE0Jcs/QB8gSJYVf48U5SQBAGGs4MxJUcWaKu0AgL6GqzcgvE9+hkS/2sSOwZUiAKAOCMdtTDTyYog+90Cizkx0ydQakWjZNdTFNdSlJueXwhvEiLnl4EWtycRktTM8HJ8g/YAjcLvH8elQ9UylpnCPRLG5+nlJ49PhaWR1TTCcbC/2mwDQ7R4bj2VfC/IykI2c081tSLnS3ExYAwrO49tdp9uKzZhaqDIhDTzhXGwlqKfv39h/9KqvysRoz+We2r221x99bEC+z4EbQJ9zeazmRC0lM3Bpy5kIQxQjyT218xYkJYBpDnugfTBPaee58qobiNF60JyJC/aTa1UGGOxUcxF8afU6ETHQDyYyGQgQe2NTLveXIdKInXMjZiOJNzIAmDrwCstCs+D2kaLWJtzvCDlJXnQSJO+5ezwTDugXUZBQBvNRstoCbg24JtgIQ7P7vABeknyDEfq9bnIud38D5UE8tnC6bgbXJnJm7P0FcPdNKBQGWMbeVaw88/pZKv0kSyb0yyTq9XM1HJjOgDRBKeLzJnCgLgPJRDibmXXwpR+WhbbJH9Ql2vSo/av+ANuJUwbB38NtAAAAAElFTkSuQmCC) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2ElEQVRYhdWXMW7DMAxFv4pMNZAlHnqXnKCnyQEyO3su054gPUsGTQG8dGEHmRYpibIdZekHCBmy7Pcp0RLsABByuUKfFK0Ys0o7AKBvQf5cfIZE22zibeN4AgC6Z2ZeY2DK3sqKBBjCSLMJEmGOoXsYQ/cYAOj2WHy2qjeEjDksuNLPewjW7RHGPWNgsdoZ7j5mkNJxH/uP+1XvVKoVIdE9gGW2loSR5ppguFrj20Otd9bH7dm31QSgCysDMLQCbjJhwi0DZx+B0oSIqmQN0O2hi8rS128IS2ev2qoJNqDgaZvCLejQ5y18VzWxYzhrC9SU7zAAgAfQj8FEPxbPDpcakEZ4KqWGPl6n9wd0EZiqH5mntCslMG0oRRVNIQFaJgpSBhjMkFq2ChyyC/JJ34IRB1EgJcgM6+OYDFyDSHNGDQDhG17UvMYsa625/3CZKKciPO1UJuT0Z6BaofkughfggN6InIIy2HfpNJbVjwBdN8GtmzRDrbVN7zFcvXkZDpSPYyc2j3r2h0sT3DIQTQD5ZyXh7tQEXyN9stE1BF/nJ9/mI7i4Ewq5CWbYE/1PZr7mv8BNL6+MeH7a1/6Y2CYa13zLn1Fu4gUF98zDstBeVu0tJv63/gCNPDNk/DUtcQAAAABJRU5ErkJggg==) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1klEQVRYhc2XPZKDMAyFnzN0KTcnCW1yJg6w9W7PmaBNTpI2tbYwAsnIfzjFvhmPQWP4niwBiQNA2MsZMSkqWFOkDgC+X1vg55K9hsTcbOJUud7DX+fQzGcMLNnHsiIBhjDSbILEiK95nWmdeQAEGnPXJnWCz5hHDK4jX79+rCtGHDWR73aGX94MCu4wbHE3lNxTKdWEHn5562xj2ow09wTDdY1plPXex9Z5quoJawcINPrMQ3GWPPyWL7oua+4ATSg1ERogdWM+tmovwTRJsD/m+1UYoDLgAuWMLbGRip0wahnUXtaYR+xczg9K9kS3Zs4ydyCRraUHAc9l7h3P5rej0/sQGpn0aq61PA/BbgHKWEKdGVXdHSiEAsDzps97lwXbBtbu33VzGtyLnWUwxzJGHGSDWJB15X1bE4JTkF6VfdcDHKAknPW82dmGQI7PS2xwJjwMahNy+0NQrMYcn0UsAQf0i8gpKIP5Ucqpd8BYBwf2T4GDu9Muu1xHM1yqAA7YHyMnXh7p7Oc2eMzAZgLYP1YSPrTBgdiLiE0ApMCzsWqIPlnNBjYTYZYsGa/MnFXyv8AZWWodhJcaSJtogNcYsE00wo9eLBviI39Qj+gjP73/hf4AhrkKbEK7tsUAAAAASUVORK5CYII=) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur123860 2.6666666666667s linear infinite forwards;
}
