@keyframes rwdcur27568 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHklEQVRYhe2UXUhTYRjHH93OprnlzI+JnmQb6pqKkEbSFwgadoJNkYTT9CLCDJQUuii86Cb0ThheCEFhIoKSTfPCUCNQE7/I2OY2v0e6ubOTpzX8WFM3366Miuasbd7o7/J9n+f9//43L8AJxx3WUQXJ5fIYPp+/Q1HU3q/n7GAHE0Q5LpXm3AP4lryxMVoFMOU4EgGCeCCRSK5ViUQ8MjzcnTAxMVc7OPjG8edcwAUIokKSknKpSiwWKSMjd+M5HA9Q1K6Fpr+2/W0+YALZ2RXsnJzYYh4voz4qKiw5PT0SEhNjQadbhJWVT40DAy8tQROorm66kZgoqnU4Pl8VClGoUimH2FgWmM1bQNPfLXNzix3edv0WUCjupuJ4/PO1tVk8Ly8fCgoyf96NjMzC0pLZa/uACKSnX7gpFgtwgUD4W7jVCmCz0ZaVlXGv7QNCb+9iI0IIzc6a0PDwBNqnvX0aqVTqR772/f6IOBzuYlHR9dyYmCihwaCHyUkaxsYigGHoeY1moEanG90KqoBGM2oPCzs7npWVdRnDkoQMYwe7ndlzudz1KlX5e1/7If4K7FNUVCFJS8u8zzAOt8u186619engYfYOLVBW9iSTz4d8Pv/MKZ1u+lVfX/P8f9v+K7W1asXqKlozGq1oaEiD6upeaAsLSzOOJDw393aMx4OmEELIZLIihBAaGdGihga1Vi6/c87f90N9DVRXVypDQyELAGBjYx0AAASCCJBKRZnR0bJbQRUgyUo8KSm5CgDAbGZAJpMCAACGcYHF8kBIyLrPAr448Cckycqa7W136vy8FbhcFmAYwPKyHXp6PsD2Ntuxvk69DZoAST7EMYxNbm1R4HTuAYaxYWrKCEtLFLjdcXqaplRqdfPHoAnIZBdrnM4vOI/HBo8HwGbbBLt908QwdNPCwuuW7u5uu7/hXgVKSiqSEhIEJEI7ABAOLhfXMj092aTVDrb097fZAhF8oEBq6nklj8fBHQ6nyWAwNBmNMx2dnc+sgQz2KqBQkAlxcYIrev3k45kZfWtXV2Ab+4QgiNPFxaX4kYaecKz5AbyfTAVgIbHuAAAAAElFTkSuQmCC) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPUlEQVRYhe2Ua0hTYRjH/2etcWw53CmnzNl02fGaWFZaRA2iwZJJ2U2MgqiIkog+RR8KPxQFfQxaV6ywoIiyC5hdZClo2gUcrcsuzmm2le04Pbtl5+z0IYroosXO/FL/j8/7PO//9/Dy/oH/+tc1aaKMTCbT9OTk5FGv1xv7vi5NtLFev1VTUlK2LSnpYw7L3q8FngYmBMBo3KXLzTXVlpRQ1UBAbbHc2WuxNAZ+7BMdoKKiRqdWz6/NySmtyc7OS5dIHOjosFpfvrSd+FW/aACFhWtlZWW6TTrdrH0UlaJLTydAUYN4/NgNt9t5sbOzaSRhAPv311crlUnbZTLoJZIYMjMzsGxZOcJh4NatNnsw6D33u9m4AVav3j5PoZhST1GTSY7jUVCwHgsXfjnr6LDD4bCdvnv3+vuEAej1yxcRhEBKpQS02jXfzAGgsbHFHo2+uTDWvCRegGBQNlMul4MkpfD7m8HzX+rPnwM+X2DM7UUBYJiuY3PmlFlVqgIMDw/i0qVHGBoC2tvtdpL0jLk9IEIStre3Mqmpmkc0vXQRTZem2WyjsFqjsd7eV4fM5j0PEg4AAK2tTT6S5O/LZFOlNtuTa2639eDx4xsu/8ks8SdNdXV1EocjvCAlJXWJIBDTRkZcZxsazPb4sP9Cp0617OzrEz4ODAjCkSP3hAMHbnavWLGhSIy7x30Cg2GjymRaZY7F/Glebw8UiiiKirLSSFK5mCCIFqfzhT8egHF/QVXVynVz52bnffjwHuHwCLTaHNB0PjIy1MU6XcWOeMyBcYJo8+adGpKU7nr92oZY7BM4jgfLRiAIPvj9AQgC98t8Fw0gK6t0N88TNEnKwPMcQqEoursfQi6Xg+dJpr/fciNhACbT2hkcx1UrlXJEIlGwbAQu1wBCodEYy0auMkzIfPt2w7OEAVBU1jqVKkWj1WZicJCBxzMMhuF6hobeHK6vP3omXuMxAQwGgyo/P29LcXEugsFPcLvZt/39A8eczs5zzc3XfGKZ/xaApstrZs8uzOvtfdfjcnlOezx9V86fP9gjpvFX/ZSElZWV6vLylScjkeG2rq62C2JvPK6MRqPCaKzSTKjpf/3T+gyPqkokLll3zQAAAABJRU5ErkJggg==) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXUlEQVRYhe2UX0hbZxjGn5yjJ+6QGEP0aE9O499pRKymVEpbsYLY7jCXYcHWdXTi6IWMOqG9GGNIC2NXvakULxTaDYtSepGWMkobinYdWUUaa1s1mPmHnaY5R1myxNgTq2fHXYzBKKYRTvSmfS4/3pfn977P933Ae73rInfKiOdbsk2m2jVR9Kr/P0/bbuOGBidTVVVzjGHyD4yODnd5vYjsCADPn+as1qovHQ5rW0lJadGDB8Pf3br1U+TNupQDNDY6WZY91Llr1+4vKioYtrz8Q0xNLQU8nt8GNqtPGUBTUwdbUFBxmqLS23JzM4vs9t2w20sQDCoYGbnf8/Dh9cC2AXR3D3QYjZZzFKWWZGTEwTBZKCsrRCy2grExfyAY9F9P1KsZoK3t6700TfeYzWsUTZMgiAwUFhZAlmVMTMzg8eNfetzuHzedHgAIrQAUlVMrCL9TshzGxoYCq5XFxgYgCCL8fikQjQYSTg+kYANHjnxSrCgqYrFpKMprxOOrUFUSikIgGv2rx+3ePPv/pHkDOt3SZYfD8aysrB40TYOmM0AQQCAQnhCEp/3J+jX/hDduXAuLYmxUrzcf1OnIXFEMIRiMKHNzC+cHBy8+2nYAAPD5HkkUpd4vLT2UFg4vuaamRn/o67twcyu9uq0UtbS0EBRls1ss5U1Go8Hi9bqv3L171a8N+19t6RJWVp44wzDZ35PkWqaqmqHTnfyIIF5/fufO4KRWgKQRNDd3MA5Hfa/BELHm5Rlhs32AoqKCXEXhao3GtOGZmSchLQBJX8H+/U3H8/JMdovFjJwcC/LzbdDrozAYsKe6urFdizmQJIL29q+4U6c+7qSov6GqHLzeccjyKpaXY5AkAYuLK8+1Arx1A3V1n3axLEqzs0nE4zJUVYUgvMSrV2s4evTwql4vjm8bQGvrWY7j8lt9vpeIRtchSRJkeR3FxQdAkuXzfv+f37KsXvNLSBjBvn11Xaq6zkUiUYRCIczOSlhclOdfvHjS6/H8PORyXZK0micEcDo/Y2w2y/H0dAXBYBxzc9K8KC70+nyeoXv3XCkxfitATU39SZPJaJue/mN+bOzX3pWV5SGXqz+lxgkBnM5WNivL3OB23/5mcnJiINUTJxXP85k8f4zbUdP3eqf1DyEeQPxxglXAAAAAAElFTkSuQmCC) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe2VT2gTaRjGn2aySWwziebfzCSZxDRLbKF/aGQliOulSzGwFFOQRnvRpSx2RZbFg/SgRy/iIUhAC7qlLEtPSxEttEjECkubmra0iba2pmgnaRprsDVp08zEeBBBxJjCpL3ocxzel+f3vs833wd817cuYreM3O4TOrV6T255efndp9+lO2/cYa6rc3o1GlX92Ni9P0Oh0JtdATh+/Hw1y7rONTQwXobRGAOBoe6BgYE3n9eVHcDtbq82m13nzGbLqfp6K01RKkxMLHDh8OQ/X6ovG0Br60mDzXb0r6qqvacpSk7b7XowjBrz868wNjbqGx7u53YM4PLlW51arfW8UvlDQ6GwBp2uEhSlxcZGFpEIxyWTS/3FekUDdHZecpLkPj9JZmRyeQVkMhkYhkKhUMDS0ioWF5/6hof//uL0ACARC6BQ0Ec47qWM59MgiAqYTAzkcgWyWWB2NsUlk0+LTg+UYQONjQfsuZwECkUKgpDF1lYWJKlCLkcglVq7Xiz7jxK9gcePh64rlcw0TTshlUqRz7/D1haPePz1s1gs2FuqX/RNGAr9n2JZatRicR7e2CCoSOQJYrG19Xg8ee3mze77Ow4AAMHgg0Q+j/sUZRGAdO/ExMhFv797cDu9FdspOnjwd2lTE+UqFCSHSdKoXV9/cuv2bd8zcdgftK1D2Nr6yx+1tQ5fJrOCbFYJieSnY4nEZsfgYE9YLEDJCDyes4a6ukN+gnilczhMYFkdqqut1Oam9EhVVWVgbm7ytRiAkn9BU9Mhr822r2b/fhZ6vQ5Opw00XQmNRtXQ2PjrGTHmQIkIWlo8hvb2ti6HQ410WsCdO4NYXeXB8xlkMinE40srYgG+uoHmZo/XalXXAMDbtxlotTpEoxFw3AvQNJXm+cXAjgF4PGcNJpOla2XlwxNOEFIIQh56PQOZTBd9/py70NfnmxYLUDQCu93uJUmiRhB4TE0tIBicwcLCyyhN0/65uel/e3quJMSaFwVoafEYamsPdNG0EYmEgGBwlguHg36Om+y9enWoLMZfBXC5fj7FssaamZlYdHx83B+LzfffvXsjXk7jogBe729Gs/nH5ocPAxdHRkb7Hj36r6wTl5Tb3aFqa+sw76rpd33Teg/nwza1QBllXgAAAABJRU5ErkJggg==) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADP0lEQVRYhe2UX0hTYRjGH9s/JT1u7rTZdrDTXAXN1oVYWF1EXdSC/igEQyW6KZIx+gMRXkcXQTcldlF5I2ZFsCyCmlQYxTBwkMtNO85NxupsteZS5zw7Z1t3EdHc6Exv6rl8eR+e3/d+3/sB//WvS7JaQRbLcbK6uiLNsmz217p0pYP37m2n6uu3WNevV20bH+fPut3uxKoAWCynDUbjDhtJEtYNG9Q6n+991+DgYOL3vpIDHDtmNxiNzTatlmgjSVktSRL4/j0b+vhxuv9P/SUD2L//RM3OnbvPUFS9vbxcWqtU5qBSKSEIEgwPu3ofP74ZXjGACxd6T1ZVac6vXZs2K5UCdLpqVFYS4LgsGCYR83on7ufzigbo6LCbaVrfLZdnKxsatkEu5yGVlkEQBPj9cbx9677+/Pl1Jp9/jVgAjaZun15fV0kQAng+DpmsDLkc4PFMgWFCTDT6+tZyftETsNvPbOQ4GdxuL+LxL8hkeAQCEaRSEgCJ20NDj74s5xc9AZdruDsSYT2ADMkkh6mpICYnw1Ao1g2HQiM3C/lF/4QOx714NsuN6PUbd+VyMu3cXArxeCYcjX4+f+fO1bx3XzIAABgbG41UVCiHdDoTJ5Hwb0ZHh7ru3r02Uoy3rNiQlha7maLqD8pktWq//2nvkyf9BU9XjIp6hDbblX1tbR0P0ukEKQg5uFzpg4uLXPuLFw/HxQIUvILGxkapzXbuBklWbTca62Ay6aFWq7USCb2HIFSvfL5338QAFNyC9vaLHTRtOPTpE4uaGgUAoKGBgtm8yazTbe0UE14Q4OhRKyWXK7u+fmVx4EDTz3oslkI0ugY8L8yJBVj2DTQ3H7KrVIrNGo3qZ83rncHERAiplDa9sBB5tmIAnZ2XNxsMppMKRRLT0zPgeR4cB8Ri85idrQgwDNPd13e5qFX7KwCaNp2SSpMaQeCwsJCEzxfE/DwXCAYjPSw7M+B03oqIDc8LcPjw6TqaXmddWprD7Owi0umlgMcz1sOygQGn01GS4GUBmpoa2zKZFPXhw2TA72d6MpnkgMPRX9LgvABHjlh15eWK3S9fOi+Fw8G+Up+4oCwWC9Ha2kqtauh//dP6AWTUSzrZIeWlAAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPUlEQVRYhe2Ua0hTYRjH/2etcWw53CmnzNl02fGaWFZaRA2iwZJJ2U2MgqiIkog+RR8KPxQFfQxaV6ywoIiyC5hdZClo2gUcrcsuzmm2le04Pbtl5+z0IYroosXO/FL/j8/7PO//9/Dy/oH/+tc1aaKMTCbT9OTk5FGv1xv7vi5NtLFev1VTUlK2LSnpYw7L3q8FngYmBMBo3KXLzTXVlpRQ1UBAbbHc2WuxNAZ+7BMdoKKiRqdWz6/NySmtyc7OS5dIHOjosFpfvrSd+FW/aACFhWtlZWW6TTrdrH0UlaJLTydAUYN4/NgNt9t5sbOzaSRhAPv311crlUnbZTLoJZIYMjMzsGxZOcJh4NatNnsw6D33u9m4AVav3j5PoZhST1GTSY7jUVCwHgsXfjnr6LDD4bCdvnv3+vuEAej1yxcRhEBKpQS02jXfzAGgsbHFHo2+uTDWvCRegGBQNlMul4MkpfD7m8HzX+rPnwM+X2DM7UUBYJiuY3PmlFlVqgIMDw/i0qVHGBoC2tvtdpL0jLk9IEIStre3Mqmpmkc0vXQRTZem2WyjsFqjsd7eV4fM5j0PEg4AAK2tTT6S5O/LZFOlNtuTa2639eDx4xsu/8ks8SdNdXV1EocjvCAlJXWJIBDTRkZcZxsazPb4sP9Cp0617OzrEz4ODAjCkSP3hAMHbnavWLGhSIy7x30Cg2GjymRaZY7F/Glebw8UiiiKirLSSFK5mCCIFqfzhT8egHF/QVXVynVz52bnffjwHuHwCLTaHNB0PjIy1MU6XcWOeMyBcYJo8+adGpKU7nr92oZY7BM4jgfLRiAIPvj9AQgC98t8Fw0gK6t0N88TNEnKwPMcQqEoursfQi6Xg+dJpr/fciNhACbT2hkcx1UrlXJEIlGwbAQu1wBCodEYy0auMkzIfPt2w7OEAVBU1jqVKkWj1WZicJCBxzMMhuF6hobeHK6vP3omXuMxAQwGgyo/P29LcXEugsFPcLvZt/39A8eczs5zzc3XfGKZ/xaApstrZs8uzOvtfdfjcnlOezx9V86fP9gjpvFX/ZSElZWV6vLylScjkeG2rq62C2JvPK6MRqPCaKzSTKjpf/3T+gyPqkokLll3zQAAAABJRU5ErkJggg==) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADS0lEQVRYhe2UW0iTYRjH//Mz3XDbp1vuc587NQ/MdKu0i2EnhBqsi2p2YBV2FYF0uiiICgLpqm6HkB2oJKKLKJGgtg6Kk/jMNLWcuROUlpt5+Oahsa25roKo1opvelP/y5fn//5/z/vwPsB//esilirIbN69nCQF0bGxsYXvzzMXP/igoqxsjTU3l6fv7Y0d7+npYZcEwGw+qtVqaw4bDEqrRPKFbm9/dLalpYX9sS7tAJs379QqFFWHi4sN+0pLVQVCYQxdXS63xzNw9Vf1aQOwWA5I+Py8XTRddEqtztcqlTnIy4vD6/0Il2v4isNxf3zRABoaLu2hqMLT8fj8aj4/C7m5OVAqaQAEfL6Z0VDo051kXs4AdXVH1pKk9KZAEOMDfEgkElRUrARJknj+/DV8Pp/N4bg+msyfwRUgK0tVPT09xefxEhCLRaip2QCNRgqWDaOtzeVm2Vc3fufnDLBp08YiqZQCQQCRyCxYNgwAmJ39glBoKuns0wbgdj+2aTSaAbXaCIBAd7cT796F4fdPuyOR982p/Jw3YUdH2xRJ5jNy+apqsVhOMUw/PnxgP/t83gs224mniw4AAC9fdgSWLeM9EYmkmRMTgdvDwz1nbLYTrX/i5f1JUVXVocyysmJjYSFZPT8flbLsyLVbty66uWH/hRoa7h4bHEwk5uYSiXPnniVOnnT0b926vyIdd6ccgcVSJ1u3ztS4sBBaLhAQkMtFMBrXUNnZovXxeOKZ1zswyQUg5S8wGGqsGo1Ml5MTRyDwHnq9EiUlQEFBvkGv31HPJRxIsQlNJotMpcqvX7FCimg0CwzzAgShRHZ2BoLBIMLhyMyiAhgMRmtlZbmOpoVwOt9CJqMwONgJguBBKCTnYrG3D7kCJB2BxVInk8sL6oEEolFApVIhIyMT4XAcweBM59BQ796mpvMMV4CkL0DTJVa1WqGjKAoezyRcrn4MDfn94+NTjSMjzOXW1tY5ruFJAUwmi6y0tLi+vFyPyUk+GMYz2tfX2ej1dt2w2+2BdAT/FqCycu0+na5E19fn8nd3v2l0u1/cefCg+WM6g7/pp024bZuV3rJle9PERMDJMM5mu/1eWjtOKbPZLK6t3a9Y0tD/+qf1FRigMaiqkl5uAAAAAElFTkSuQmCC) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPElEQVRYhe2UW0iTYRjH/99a47PlcF85Zc6myz6PiWWlRdQgGiyZlJ3EKIiKKInoKroovCgKugxaR6ywoIiyA5QdZClo2gEcrcMOzmm2le1zuqP2HbqIIjposW/e1P/yeZ/n/f8eXt4/8F//uiZNlJHJZJqenJw86vV6+e/r0kQb6/VbNSUlZduSkkZygsEHtcCzwIQAGI27dLm5ptqSEqoaCKgtlrt7LZbGwI99ogNUVNTo1Or5tTk5pTXZ2XnpEokD7e1W66tXthO/6hcNoLBwraysTLdJp5u1j6JSdOnpBChqAE+euOF2Oy92dNwZThjA/v311Upl0naZDHqJhEdmZgaWLStHJALcutVqD4W85343GzfA6tXb5ykUU+opajLJshwKCtZj4cIvZ+3tdjgcttP37l3/kDAAvX75IoIQSKmUgFa75ps5ADQ2NttjsbcXxpqXxAsQCslmyuVykKQUfn8TOO5L/cULwOcLjLm9KAAM03lszpwyq0pVgKGhAVy69BiDg0Bbm91Okp4xtwdESMK2thYmNVXzmKaXLqLp0jSbbRRWa4zv6Xl9yGze8zDhAADQ0nLHR5LcA5lsqtRme3rN7bYePH58w+U/mSX+pKmurk7icEQWpKSkLhEEYtrwsOtsQ4PZHh/2X+jUqeadvb3CSH+/IBw5cl84cOBm14oVG4rEuHvcJzAYNqpMplVmnveneb3dUChiKCrKSiNJ5WKCIJqdzpf+eADG/QVVVSvXzZ2bnffx4wdEIsPQanNA0/nIyFAX63QVO+IxB8YJos2bd2pIUrrrzZuXYNkRcByLYDAKQfDB7w9AENhf5rtoAFlZpbs5jqBJcjJ4nkc4PIKurkeQy+XgOJLp67PcSBiAybR2Bsuy1UqlHNFoDKFQFC5XP8LhUT4YjF5lmLD59u2G5wkDoKisdSpVikarzcTAAAOPZwgMw3YPDr49XF9/9Ey8xmMCGAwGVX5+3pbi4lyEQp/gdgff9fX1H3M6O841NV3ziWX+WwCaLq+ZPbswr6fnfbfL5Tnt8fReOX/+YLeYxl/1UxJWVlaqy8tXnoxGh1o7O1sviL3xuDIajQqjsUozoab/9U/rM5dfSiavB8qmAAAAAElFTkSuQmCC) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADS0lEQVRYhe2UW0iTYRjH//Mz3XDbp1vuc587NQ/MdKu0i2EnhBqsi2p2YBV2FYF0uiiICgLpqm6HkB2oJKKLKJGgtg6Kk/jMNLWcuROUlpt5+Oahsa25roKo1opvelP/y5fn//5/z/vwPsB//esilirIbN69nCQF0bGxsYXvzzMXP/igoqxsjTU3l6fv7Y0d7+npYZcEwGw+qtVqaw4bDEqrRPKFbm9/dLalpYX9sS7tAJs379QqFFWHi4sN+0pLVQVCYQxdXS63xzNw9Vf1aQOwWA5I+Py8XTRddEqtztcqlTnIy4vD6/0Il2v4isNxf3zRABoaLu2hqMLT8fj8aj4/C7m5OVAqaQAEfL6Z0VDo051kXs4AdXVH1pKk9KZAEOMDfEgkElRUrARJknj+/DV8Pp/N4bg+msyfwRUgK0tVPT09xefxEhCLRaip2QCNRgqWDaOtzeVm2Vc3fufnDLBp08YiqZQCQQCRyCxYNgwAmJ39glBoKuns0wbgdj+2aTSaAbXaCIBAd7cT796F4fdPuyOR982p/Jw3YUdH2xRJ5jNy+apqsVhOMUw/PnxgP/t83gs224mniw4AAC9fdgSWLeM9EYmkmRMTgdvDwz1nbLYTrX/i5f1JUVXVocyysmJjYSFZPT8flbLsyLVbty66uWH/hRoa7h4bHEwk5uYSiXPnniVOnnT0b926vyIdd6ccgcVSJ1u3ztS4sBBaLhAQkMtFMBrXUNnZovXxeOKZ1zswyQUg5S8wGGqsGo1Ml5MTRyDwHnq9EiUlQEFBvkGv31HPJRxIsQlNJotMpcqvX7FCimg0CwzzAgShRHZ2BoLBIMLhyMyiAhgMRmtlZbmOpoVwOt9CJqMwONgJguBBKCTnYrG3D7kCJB2BxVInk8sL6oEEolFApVIhIyMT4XAcweBM59BQ796mpvMMV4CkL0DTJVa1WqGjKAoezyRcrn4MDfn94+NTjSMjzOXW1tY5ruFJAUwmi6y0tLi+vFyPyUk+GMYz2tfX2ej1dt2w2+2BdAT/FqCycu0+na5E19fn8nd3v2l0u1/cefCg+WM6g7/pp024bZuV3rJle9PERMDJMM5mu/1eWjtOKbPZLK6t3a9Y0tD/+qf1FRigMaiqkl5uAAAAAElFTkSuQmCC) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXUlEQVRYhe2UX0hbZxjGn5yjJ+6QGEP0aE9O499pRKymVEpbsYLY7jCXYcHWdXTi6IWMOqG9GGNIC2NXvakULxTaDYtSepGWMkobinYdWUUaa1s1mPmHnaY5R1myxNgTq2fHXYzBKKYRTvSmfS4/3pfn977P933Ae73rInfKiOdbsk2m2jVR9Kr/P0/bbuOGBidTVVVzjGHyD4yODnd5vYjsCADPn+as1qovHQ5rW0lJadGDB8Pf3br1U+TNupQDNDY6WZY91Llr1+4vKioYtrz8Q0xNLQU8nt8GNqtPGUBTUwdbUFBxmqLS23JzM4vs9t2w20sQDCoYGbnf8/Dh9cC2AXR3D3QYjZZzFKWWZGTEwTBZKCsrRCy2grExfyAY9F9P1KsZoK3t6700TfeYzWsUTZMgiAwUFhZAlmVMTMzg8eNfetzuHzedHgAIrQAUlVMrCL9TshzGxoYCq5XFxgYgCCL8fikQjQYSTg+kYANHjnxSrCgqYrFpKMprxOOrUFUSikIgGv2rx+3ePPv/pHkDOt3SZYfD8aysrB40TYOmM0AQQCAQnhCEp/3J+jX/hDduXAuLYmxUrzcf1OnIXFEMIRiMKHNzC+cHBy8+2nYAAPD5HkkUpd4vLT2UFg4vuaamRn/o67twcyu9uq0UtbS0EBRls1ss5U1Go8Hi9bqv3L171a8N+19t6RJWVp44wzDZ35PkWqaqmqHTnfyIIF5/fufO4KRWgKQRNDd3MA5Hfa/BELHm5Rlhs32AoqKCXEXhao3GtOGZmSchLQBJX8H+/U3H8/JMdovFjJwcC/LzbdDrozAYsKe6urFdizmQJIL29q+4U6c+7qSov6GqHLzeccjyKpaXY5AkAYuLK8+1Arx1A3V1n3axLEqzs0nE4zJUVYUgvMSrV2s4evTwql4vjm8bQGvrWY7j8lt9vpeIRtchSRJkeR3FxQdAkuXzfv+f37KsXvNLSBjBvn11Xaq6zkUiUYRCIczOSlhclOdfvHjS6/H8PORyXZK0micEcDo/Y2w2y/H0dAXBYBxzc9K8KC70+nyeoXv3XCkxfitATU39SZPJaJue/mN+bOzX3pWV5SGXqz+lxgkBnM5WNivL3OB23/5mcnJiINUTJxXP85k8f4zbUdP3eqf1DyEeQPxxglXAAAAAAElFTkSuQmCC) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSklEQVRYhe2UbUwTdxzHv+1BS5u79hwPZ+9OSg7rUkwwqZChIwuJI3iJgiEhQc102YNZs/jCbAkmvlPf+YoQ3riRJUTIXgAjiyFQH2okUtBhB/G0so4oNBRaqLSH1JbS+s4YYwFzlDfwffv/f/P5/H/3ywE72e4htgokig15RqMu7vf7k1sqcORIbUFV1YlvbLYvvpfl2bsej+fN++dZmQKLYj1PUQe/s1jYs+XlVsHt/udSb2/v4of3Nl2gurqR5fny8xSlPcOyNFtWVoJQaGXK5Rpt/9j9TRM4duwMS9OFP1AUedZk+kwwmwtgte5FPA64XLfaHI4/fBkTuHy56ydA80s0OrOX5ylwHAOO46FWZ8Ptnpl/9uy/P9N1FQvY7RdtLFvYHI36NBbLHhgMOlAUBa1Wi/v3x+ByTTT39zdPpOurlQrk5xdVLiysapLJCPR6Anq9DqkUgXv3RjA66vHMz7uur9VXPAGrVSheXl7F8nIckUgYqZQaXu8EZHkFev3qNYfjr8BafcUTePx4pAVIje/aJSCRSCKRSIAg1KDp3NvDwy8/uvnvR/GPaGjIGaJpcpgk2cMaTQ4jyzHI8mokGAz82tV15XnGBQBgbOzhLEHAIQgVsaWlyM1Hj5xX29quOjfSVW0UUl9vr+A461caTUGuJN1s6++/kXazPyUbWsKmpt9qS0qEjqwskFqtDiRZfVStTp3u6+t4olRg3U9w8uS5vJqa478zTI6ZYWgUF++GSpXDJBJcZVHR7rvj4yMLSgTWncD+/eWnjEbCFgqFwHEMBIGFXq8DSeaVOp2v7QAuZEygrq6RN5lMP796tYBDh8pgMhkAANnZJKLRFcRiKUWvX1egtPTr8wxD7yPJnHfw7u47MJstIIj8N8Hg9N8ZE7Dbr+yrrKz5VqUKQJYjGBwchSS9gMFggs+3NOl2P20RhBXFS5hW4MCBih9p2ljg9/8PWV6CJL1EOByfjEZnW6emxjt7eq7PKoWnFWhoOFdos33eGAhI8Plm4PcvTk5Pe1vn5l50Dgz0bAp4TYGqqrpT4fAi/+DB0KTXO9EaiQQ3HZxWoLa2kU0mY192d3c0SdK/7YODAxkBp40oigZRrOe3FLqTbZ23BhM2ZVXkDE8AAAAASUVORK5CYII=) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27568 5.3333333333333s linear infinite forwards;
}
