@keyframes rwdcur75996 {
0%,0.7%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
0.8%,1.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.6%,2.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.4%,3.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.2%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.8%,5.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.6%,6.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.4%,7.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.2%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.8%,9.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.6%,10.3% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABk0lEQVRYhe2USyhEURjHf2eMa9yJRmmm5FHIK+WRLORRymYWspDYsVGUsraxsZKVwsLG1kaaWNrIwsZGNjbyymRiQSbM67PASKaZO/eS6P7q1K1z7/f/9X3nXLCxsfnjiNUCDivho+3WJcwKyNJIDpU+B4NN1iTMCMhwKwRv4zS36RTpypKEqQ5EYnAThv7ZB2oaXSQsnwRjyPvyNySfAWSo5WOPLDuhjIZ3V4GWA4Uu2Dj88q1MdkJ5Ebh1xdS6GK5tZAQy0we69rpShAOo5T24uoPTEOzMucFgJzIJyHHAhycfXE4IHKUMT0os7oKI4PFqbE44DUlkElC1/dc01mkUu2G6h3RFZWtaI4GD4moXAyuxdLKGBQCUfz5Cc+nrjPcX9FQSMt4BEo1TXyJU9AYNhWdL8pQHD8o+3YLVsVzTtyCb/4B6W1w0eAgelgHI2pMfX3Xel3d+QiDJuSPC42WUkz0vcfVMTbdupoxpATWYd0z49pn7syeEBHVdIfiBmWdCtucKsp75t0v8ZriNjc3/4AVWv3zjiCMv3AAAAABJRU5ErkJggg==) 15 15, auto;}
10.4%,11.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.2%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.8%,13.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.6%,14.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.4%,15.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.2%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlElEQVRYhe2TTStEUQCGnzPcmRHGLJh8zFIKycJHky2K5CMLNpPVrKxMUrKRjWRh4z9IFiiJ0SRZMCl7SWwoKcMCcWfmHosZpJnGnXtJdJ86deuc875P55wLFhYWfxxpNsBmpnyw17yEUQE50AN2O2xG3KYkjAjIhdnkh6qCuH/CP4xhCUMncHkFzy+wugGKInGXGEnJXUCmBtc3sB0GQHS2x4jH09foRegtD4zA2Tl4ymBlLW2vHOgBpxOid7Czqz9bzwnIUKQITxloWsZyALG+CT6fjYY6QVdHct93CMjZGRt5ahynA/YPMpa/S4xNaLS05eGthNYmfRJfCYipaY3YXQyXC/q6s4bK7cNiyr026hsVjo6zyuoWABDd/Qkqy6GmGpaW7Zkk5Nx8PopIEC8oIDge01WeK28vXI4GPr12ORn8mMsgl5VcfkORGhQVwt5+8iQW5wUVVSJtzU8IvKOqoHpchCIuEpqkttlhJAYwfk9y66IC5faR6MkDQ37NTJZhZPi0NOc7/3aJ3yy3sLD4H7wCHzN51mIQ4okAAAAASUVORK5CYII=) 15 15, auto;}
16.8%,17.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.6%,18.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.4%,19.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.2%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpklEQVRYhe2UvWtTURiHn3Nzc25ivmMwVAdDCN1soTjo5qw4KJIhoxQKnYTix6LEVfcWtPUvcKibZMs/ILQ6aOkQFYlcVFSaJinxvg5JsBhM7r1RRLkPnOm+5/c+nPecCwEBAf84Mm2AMU3zo8XpJfwKSKEEKRPmT08n4UdAFs6A1tDWENZQnPUv4esEEkmwItB8AbE4JNN+UrwLyGDhOPD8GQCqXusL/VzjFuW2+cUytPb6R/90c2SvXLut0JaQK2puVA5cZ7spklv3DJoNh8Yu1Gu/3Cf3H0fIHjdRcZOrc59d5U8agazvHOPkuTjZ3NjmAOr6lQ7frBDdRJTqqgkuxjFJQC3O2oRSYTJ5xaUK40Ll7lYKtIHZ6lJd7o2T/dFgUsEw/OGTEB9sB50Ks1IembGsvTuBfNonFA2zVLK9ZLtmeMPlwcvc4dsua3ZBDn/3EurlGarB4vVMhvOdywDyaDuNandHatxieike8j5ioOUIN7+c4k3vK0bP8RMD+PsTqg3r1UAkwsdYlDv5t/AHZj4JudA963nmv13ibzYPCAj4P/gOIXl0Nl+a7IoAAAAASUVORK5CYII=) 15 15, auto;}
20%,20.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.8%,21.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.6%,22.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.4%,23.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.2%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24.8%,25.5% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrElEQVRYhe2Uu0sjURSHv3snYyYhGjWiIIhGoyIiCBEUBMFHITaKLKaycGUbW2u3WbAUCztFEAvBP8But7RSrAQtbBTERxfwhcmcLdasYlwzM1kRZT64MHDP/Z2P+xjw8fH54EixAbqY5vGe4iW8CkjfDJgWJPqKk/AiIEOzisZvUUqrwYpA57h3CU87EEtoLuqi7G5CTYumKq68xLgWkIdBWYNmq+oYQP1ctNFBlVfjFKfqMrYAFYNRjIM0Kyl5vlZaByDWAPW9io3pvPl/4mQHJDkB2gbbKnmpOYA6/PXnI9wUJHk1Ag53opCAJCegJAxWqWKt9fKl5n8ltlcB0yBk1DJy+8ORRCEBtbsJiQFNICiklngtVIa/a67Lw4RUnC1r7jXZxwaFCnLhXxY0N2mbyjaD9VT2+VoZnYdQc5DDoWr2Kk7cZDsmd8Nlaj/29LbL152IPJ13E+rmGaqHgTq7ZvKoBkC6z9swlcqrcUrATXEOA5tMJkNXuh8JRMhmjr3EAN7+hGp58I570yQrp4SMdla6r+ANzrwQ0nTX4frM/7vEezb38fH5HPwGf4NuyZy5zsUAAAAASUVORK5CYII=) 15 15, auto;}
25.6%,26.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.4%,27.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.2%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.8%,29.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.6%,30.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.4%,31.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.2%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.8%,33.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.6%,34.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.4%,35.1% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABcElEQVRYhe2UvUoDQRRGz+zMJjGGoFukESFCghLEUixSqFgEERELQRArKwVfQ30D7SwCog+QSmwFKytLn0CwUTBmk2uRRPwJcXdWEWUPXFiYme8edu8sxMTE/HEkaoATpbmuRJewFRC9AMoDd9+JJGEjIO4mqBzoUUV2rowuYy1h9QZUJY0UoH4gZPMzKM8mJTzSrexVvvsMIMltR96uhwlVQZubFZA70Oua553mx7Ni1kANQesWmufBs4N8AjFVAykgQa/mAMo/66T5oOfb575DQMwGDI6P4RSgeUGv5q8SjUPAtCXMYjCJrwSUX4VMroga0ZilvqGSPNKYSQeVAb/WVzY04p64YpaRxLHTa9AkuetI9rooqVom9CAGluiW3tPvboFZxfoWhPkPqE6hhg3uVru5e6pwJj7vCYoJs7mLPNTR05AsAbk0zdKjTQxgPyQycOkhDYEWPM3eR8myRrybqR8buMASv9k8Jibmf/AC+hhom7vf7aUAAAAASUVORK5CYII=) 15 15, auto;}
35.2%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABd0lEQVRYhe2TO0vDUBSAv5M2TYttdSiVls4uRaqDj1FwUBcRZ0cnJ93EH+DgIIJ/QhzEURy7WPwJIk4KTqXgA22THIdQn0WTtCpKPgjkce8537nnBCIiIv442m0Ao6vki/GuJcIKKAtxSMBAbaIriTACyrbl3TXhvnEJS+FPItwJXLrwoHBgoyYwIKHCBBVQ2lVeKxw5ANKavgK7wxqf+FVXlk04dyEvsG+/3+vNRBKoKxw7vmP7OQFN1ypeYpdOyb3nQxtjMokMx2A25kn1QECNzT7s5o1XXfXTysRdvSU2loGSAeP+JL4SEHfjjtZdHbIC859Ou2ZORjCKKcxyBk79tcFPC8SZa0BRYEhI7BU6SWh8K4cjj6RSeVprdV/Jg6LP14r5etqV9YS++R6AIL+h0K4qLSSqJQCV3SRSMD+u+QaBF5pKNl8mWxtFHcWqDIYKE1ZA2GlhWv0QF4yixcPUhff+h9Hc2Uzgnvdc4jeTR0RE/A+eANwfbbfLYOgVAAAAAElFTkSuQmCC) 15 15, auto;}
36.8%,37.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.6%,38.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.4%,39.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.2%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.8%,41.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.6%,42.3% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABh0lEQVRYhe2Vyy4DURyHv5l2ptSkaRshNtS9SS0QC3ZiJRIJsRGEjScQj+EpBAskthIlcYt4ASuhS+1KmpJqOz0WU01Kw8wZImS+5CRnLuf3/3L+cwEPD48/jnAboLoqPtDuWkKRLj7abM10Fc4y0lkyOyAYiUJIA8MPZUFFRmon5FpQDlsCyQfrOKxJxThFVMdw19vcOj/fIWquO8Bu3wSr3fBYhKAPNu/frxX64Szq7TPFiIm5mLSdbacFgrU4hDR80z31igMohckDSoUcfnTU/Qlr3TcICBZi0ODD39eKuXJSr3hVorR2iRkwEUUTlmK2JL4SUNhJQTyEPthDZ3r7s1AROJojGOtFa2uBrdRnsrYFrJDlK/RgBIwE/U/H9SQEG0OoRhNaY5jC+J6t4k6pPuV92euat8C4WJd+C5x8B5TKoJRXmTnPA4hYZheV3Id7fkKgSjl7B8DY7QuqMY4SaJCJAVz8C6bPX8gB6ajCTUJ3kyWNmDrNO+75t0v8ZnEPD4//wSvSI3O4NQKQFgAAAABJRU5ErkJggg==) 15 15, auto;}
42.4%,43.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.2%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.8%,45.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.6%,46.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.4%,47.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.2%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrElEQVRYhe2Uv2sTYRyHnzeXI0dMrukPGhLBoqRFOtQO7aAIgiAEoQihxM2tSKEONeIfUAcnO5SCm+IqKIiIXbsExAyOIoqNmEHQmkgCQS/5uiQhmJDcD4NY7oF3ui+fz3Pvve+Bj4/Pf454DQh4KVe5Vc8SbgUklT9ESyQhc96ThBsB0dZWaDSFRlSHpTlIL7uWcLcDEZOK+Q65fg81HoPkhKsYpwJC+y3DOocLZwGUrG+jEtO9M38Z4eKikF4WNq70KxGyF0Tlrsrxj0VHEnZ2QPRHWxBoje4+A1B/zCge76Ml4ljNGlNvC9iVGCYgM5++oJ9MQVCDvdf9yjsS1q0dat8/YNXLRPJPbUkME1DFE3Gs6jcww3Dt0qBQ0Z7c4VfpPUEjRvVcZpCsbQEA9fPyDQiHwNDhdrafhGj3b4LVwPpc4uvpJVvlTmkfLokUnncfNDEe3JXu505CnVxD1VpEJ+cx37wEkMWHVUTqPTOjEOgQkiixqTPMvqgwWdNQYzE3Ma4F1MGpaYzSBNqxEEY5QH11E0bwzYchc69+jOzPZ1viX5b7+PgcDX4DAX9/iZr8yQQAAAAASUVORK5CYII=) 15 15, auto;}
48.8%,49.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.6%,50.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50.4%,51.1% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjklEQVRYhe2UyytEURzHP+e45mFu5DVKFFIWWHhLakqzMLMhC9lgpdgpG4tZWNqwkD9ANkqJFRtNKSsGC5GSv4BsvF9zLC6j8ci9d0ai+6lT5z7O7/u553fvBQcHhz+OSrWATCl8dDBlCbsCit4QvqYgor8rJQk7AoqOVrh/wO0txF3dAuGAbQl7OyAlSMF5TyeysgyksFXGKioxwoHXuXF+oFslXbeAWXVFsA20DOPpVzfer1UMdBszKWBu2XRtMy1QREbAlQnZ+mfhxvH8ClSUAKBvRo11aRBQBTtHaPUN4M+DxbXPwt8kJmbB48bjLYbJMVMSZrZJ6bEtLlcXwCVhfOqrdYqZCDIu8QW6uKhrMFXfTAvEZWMzEhBFBeTvHhhh78OH+8DjgmK/6XCrJN7yqumbpK/At7xk+yuw8h8QL4N7r0ZubB9A1Q/dous1H+75CYEEWu01d2fHZEXXuYoL4o8uO2VsC4jj9hzu9rZ5OjnkulRyGiqHH+j5dyhtYtRyz9Mu8ZvhDg4O/4Nnn6BsHhgll34AAAAASUVORK5CYII=) 15 15, auto;}
51.2%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.8%,53.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.6%,54.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.4%,55.1% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlUlEQVRYhe2UPUscQRyHn509FmXP0zvwAkp8wTPqYZMimkJFDxE1giJyIEhQUAIRLC38AnrVFRaaTkECio2N1WFhCsEPYClp0omVheKav4Wer4fuzgqi7AMDO+zs7/ews7MQEBDwxhG/AcpXearXt4SugNDRDdEYam7Bl4SOgJD+DuVxjIqPREu6oLVNW0LrDVhfe6EqgSxmiJzUQDSmE+MZyY/Iyn7+GkDUxE+5e99LqOG6vG8Ijo8wB0e5mJt++KwwmIbSMvh7CLs519lutkBC2TUoKgLLKlR+Nd/aAEPBhQPtqSupFxAQRsawIw1Qm4A/O4XKbyVWl8EMgeNAd78riecEDDbXCDtxzPJK6Bl4KlTMzC9UUzPYYchtPyXrWgDA+PejGmWXgVKo7EohCVFTM9gfWrG+9Lgu98rNV27Ozt87BXwb1j4FXv4DxvXAsKMwNgkgxtI61Dc+WuOWkJfFeRznBD63wKckVjjOWV1SJwbQ3ycp/r2HnJ+D/Od0vNNPljYSWz3wvOcvLvGa5QEBAe+DS2huasX38yxyAAAAAElFTkSuQmCC) 15 15, auto;}
55.2%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.8%,57.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.6%,58.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.4%,59.1% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlElEQVRYhe2TzSsEYRzHPzO7Zu2LNdvQIu8pF0nykoODqyRJSpSchYOS2n9gc+PoppyccJULB8VFcXCQkpvDFGqx2vk5eElszAuJ5lNzmJ7n+X4/8zzPgI+Pzx9HvAaonsrrWzxLuBUQkrVgZqGt15OEGwHBaIVbDcSCzDUkml1LuNuBZASCEbg6AVWFuOUqxqmA8PKVMR3MQwCF4x0Ixz7OsYliu7xnDG5MqGiAzaX3a4XuYahpIkCA3GrKdradHRD6pyGoQYGWr/zpfXcNJWKglTRRNLP1tO4bBCQ+v0+gvBESZbC3nq/8VUKWJ9EKawlpVajjC7YkvhJQrtMdFCe6UAvj0NH3WagYEweEJEw4m8BamftM1rYAgGKmW1GLyiCqQ2d/PgmpHD1Fy+moVpCLxaStcqe83HBRhlJvb7uUzh7J23EnoU5+Q+X5wagZoXrsEkBCc9vEzOoPc35C4JXS8zoGL+MYU0dESSL6vZsYwP05SWrgjg0lSyZqcbaqe8lyjbS3Pzg+82+X+M1yHx+f/8EjMgNqquKEwDgAAAAASUVORK5CYII=) 15 15, auto;}
59.2%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.8%,61.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.6%,62.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.4%,63.1% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABj0lEQVRYhe2UzysEYRyHn3nn3Zm12mU3bShZESHrZ0pJWlKKA2d/gJOTo8OenBwc5egPUFJaBzelXJwcSE7ioLAodrGvw7LCxsysTTRPvTVv77zfz9P7nXfAxcXlj6MKLSAKCq/qLVjCqYCiNgYeH5g9BUk4EVBUtGTDpRdCAiLDjiWcnYCQoBtwnMhKeMsdlbGLyo2GsddnACVii+rdug00y+Gd08jKAbyZam43Bz/uVfTFgTTCFyKzNWu5tpUWKHpm0ILNBFV3vvDsfCeO0H1ghmF0ObvvBwQUndMQasQoi3KeaMoXnpPIbM9hyhqEGYamSUsS3wlo7C0hSyLoWgl1HcmviipjYgP9yY8/XQcHq1/JWhYA0B7XxhBpAykl4dGjfBKK1ikyN6eYD36SG+2Wwu2S+8rDbYfvbkHpyLrjW2DnP6C9DHQjxcp4CkD1198hRODTO8UQeONecHUN8133BKTAcxF0VMapgHa238olEAhqnDyluNiNQhF6/h1qYShlu+c/LvGb4S4uLv+DZ1z/attgQjcpAAAAAElFTkSuQmCC) 15 15, auto;}
63.2%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.8%,65.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.6%,66.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.4%,67.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.2%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjElEQVRYhe2UuUoDURhGz52ZRBMmrtHExCUhIigWKnaCYCOWFtqoiLW9tUU6S30BG3uxsslr2LkgLsGFuCYSnLkWcTfEWQyizIELs37fYX7ugIeHxx9Hug1QXJWH51xLOBWQY4kzNF83hOddSTgRkCKyxFCwDs1IlK7UTziWcPQFVMMg7oeHswWU2gFQgk5ibCNfVk3L8ssxgFSii/L9fTuhwnJ58wyYeVAb4GL987uSxkkUX4yQMst1dsRytpURSNGxBsYNYJYrL53nNhFaM32BHkaTuZLUDwjIVOwAv9EK8hFyW+XKXyWMkzRCqNyZRTrb9i1JfCcgdk8SBGQKlFpomqoUKgOdGbKFW66KeQ5Pk5VkLQsAiKvTYVB10MLQtVpOQvraNxBmiHPlgj2L5XZ52wXJzIddEIxtO94Fdv4D4nmhF6L0xo8B5EpfHmEYX56phsArEa2Re7PIeNcl9TqYIu8kxrGA2DmKoas1DPr9hEOCQnYaqjDz75Dp/qLtmf+4xG+We3h4/A+eAEX4ePA+Q21pAAAAAElFTkSuQmCC) 15 15, auto;}
68%,68.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.8%,69.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.6%,70.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.4%,71.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.2%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.8%,73.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.6%,74.3% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABcUlEQVRYhe2Uv0sCYRyHn/e9PH+kdolEEhGKOBU0FUI01hIhDtLQ2NjQHM3OzVF7GUF/QDRFf0s0RCiWRPptKCVM9O69Iop74IWD9+7zeXh/HAQEBPxxxG+A9lOeYMO3hKmAJNhEYZNm35eEiYAkKQMdNCliVoYYK8YSRiugcbBI88gx66klFLZJjGekOxZCF91nAJmgLJ/nvYQqt+Vx1tDEibHKHXv930qCEhYOHZ6oU3Od7WYLZD50hiZFm/qgcgDV4BKbPMIL72fE3UqMEpAkFcI6giZGk6tB5T2Jew4QWnRokWTLlcQoAVWnRm58jrDOkaA0LFSmqAIdhBZ1TofJuhYAUOcPizg6j8JmlqNBEjKjq0RVBpsCTa5dlXuld8oddvpuwbbxLfDyH1AfA2csT5IKgExziPD65Z2fEOgxaWWxcEixi2NlCVMwiQHM90lm1AltaZCLLnP7XPSTZYwUIzee9/zbJX6zPCAg4H/wBrKgYTqd7L1MAAAAAElFTkSuQmCC) 15 15, auto;}
74.4%,75.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75.2%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.8%,77.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.6%,78.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.4%,79.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.2%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80.8%,81.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.6%,82.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.4%,83.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.2%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABp0lEQVRYhe2TMUgbURyHv/cunsmZakJrTGxpk4OSKCm0VhAEhSJ1CXRSNwehdCg4CaKdg04uhSptoR26OQoFwU5OIkgLHTq6FJolFaEQFePfxQYxIbm7KNJyH7zp3v1+H//3Hvj4+PzjSLMBupnyHgablvAqII8YJYBJHw+bkvAiIPfIYhDAIEAJiwGeeZbwNIE4NlHifOMLFu3c1/1eYlwLyNnisRphgw8Aaod1QifBqj1OUU7LJ8kzdiNHOhwh8yt18V+Z4BUAnSrBG5l2nO1kAjJJnqTOEjetWuUAapUF4th0GQlm1CdwOIlGApLjJTGVIGq0MVBM1yqvSLzmOTEdY6i9l3nznSOJRgLqM8v8liKm1uylCvVCZUrnSYY6eHp3l8WjF/VkHQsAqI/MosWgLGU2b/6oJSHjzGESxLYitH0fc1Tulr83XLZvbZ2/7fI2vCbnv7sJdfMM1dkioOFoeAVA/thfedB6u2rPVQhUiJkRynsGB8NLHIrQ3RL2EuNZQN35mUEd9iOGxbG1T7JQ93VcGVJ68t71mV+6xHWW+/j4/B+cAqHdaAUetdSUAAAAAElFTkSuQmCC) 15 15, auto;}
84%,84.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.8%,85.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.6%,86.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.4%,87.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.2%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRYhe2TT0sbQRyGn8kYs6wm1iqGRiUU/9RTKcVeBKEUCkVRUxUvgqeKiIeAlnyDfgGx2kIRvFq8KAVBzz314NFjpQYURFFT8M/En5dUQg1md6OUyj4wp51534ffzIKPj89/jpQaECilPKmmSpbwKiD7zbM06ih99Jck4UVA3ulRJHtBRbaK57TzmjeeJTxNIIxF+rCBcRmjVlUTI+YlxrWA5BY2YZ7uJwDUhIxTrx5d2+MU5bT8Ja8IUk4TzXxi5u+zMsAQcdVIMtZJPJ1wnO1kArIQ/EIgt7VAOYBaYpGYjmJMkM3ab+BwEsUEZDe+wuNgFE0Za6wWKr+SeG9SHPzWnJgA3yuXHUkUE1DRrR4yJkuECMOM3BQqX/US6fNjrLILOjK9N8k6FgBQXWcJbGxCWEySKiQhH/UcBsO22aFtr9tRuVv+vHD5Ubma/9pl3pqW/O9uQt38hiq3qAmfsxFZB5DMi2eIlF/bcxcCV1SEDHUPTjls+YB+UkOVsr3EeBZQdT/f8tD6RUjbBBosBk9G4A7uvBhy1PrZ9Z3fusS/LPfx8bkfXAI86XTDnwjxjAAAAABJRU5ErkJggg==) 15 15, auto;}
88.8%,89.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.6%,90.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.4%,91.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.2%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.8%,93.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.6%,94.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.4%,95.1% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnElEQVRYhe2Uv2sTYRyHn/e980zIKUloAyGEOLRagxakxYgWTKWUKh2KQ0tFOolDBCnUpX+BCs6lHYQOWdrBURBE6BAEwUWho1uhQ6fSwR+Xfl1MqW1I3ntPkJZ74IWD973P5+F97z2IiYk54UjUAB2lfIJrkSVsBWSMQbKc44V+EEnCRkDmqJIjTVH1MJrRjHDZWsJqBya8Afro5aW84UK5QRbfJiY00hqfzj9rPQNITd+Vw/NhQpVp+RQVdthl1rnJk+bro+/KNLdIk+Ib27zni3G2yRFI3a2R4AwebrtyALVOA40iYJ87XAXDnegmIA+5zaWURx95PvC1XfmBxDLvcNEENLnHkJFENwFVZ4Oc/5OCk2aS4U6hsuI85oou4ZPkLZ87yRoLAKjS1hJpfRaNYlXX2knIUz1JJeUz7l00Lg/LwVf+3Jn56xbc54b1LQjzH1B/BhmV4BFjALKm5hmgcGyNKW6YxS32gibX6adMkZyXoPwjbxMD2J+TfEwu8ksC9hGq319FybJGNrMLoc/8n0v8z/KYmJjTwW8yOWjPW8ub9wAAAABJRU5ErkJggg==) 15 15, auto;}
95.2%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,96.7% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.8%,97.5% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.6%,98.3% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.4%,99.1% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99.2%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur75996 4.1666666666667s linear infinite forwards;
}
